diff --git a/2adic/2adic.390000-399999 b/2adic/2adic.390000-399999
new file mode 100644
index 0000000..5a0d48d
--- /dev/null
+++ b/2adic/2adic.390000-399999
@@ -0,0 +1,58170 @@
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+390150 ff 1 [1,-1,1,-304805,728102197] 1 1 [] X1
+390150 fg 1 [1,-1,1,-17930,587197] 1 1 [] X1
+390150 fh 1 [1,-1,1,-8302880,-9106799003] 1 1 [] X1
+390150 fi 1 [1,-1,1,-70715,-3194963] 1 1 [] X1
+390150 fj 1 [1,-1,1,-23030,-842503] 1 1 [] X1
+390150 fk 1 [1,-1,1,-44705,-3631353] 1 1 [] X1
+390150 fk 2 [1,-1,1,63670,-17199903] 1 1 [] X1
+390150 fl 1 [1,-1,1,-180554105,933856879897] 1 1 [] X1
+390150 fm 1 [1,-1,1,-5571830,-5567358203] 1 1 [] X1
+390150 fn 1 [1,-1,1,-3339305,2349536697] 1 1 [] X1
+390150 fn 2 [1,-1,1,-5181680,-518427053] 1 1 [] X1
+390150 fo 1 [1,-1,1,-43430,3494197] 1 1 [] X1
+390150 fp 1 [1,-1,1,-17753180,-28290315553] 1 1 [] X1
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+390150 fr 1 [1,-1,1,-348155,-478949653] 1 1 [] X1
+390150 fr 2 [1,-1,1,3119845,12623154347] 1 1 [] X1
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+390150 ft 2 [1,-1,1,-155630,-23648003] 1 1 [] X1
+390150 fu 1 [1,-1,1,7315,-229823] 1 1 [] X1
+390150 fu 2 [1,-1,1,-187760,-31519853] 1 1 [] X1
+390150 fv 1 [1,-1,1,-80,1547] 1 1 [] X1
+390150 fv 2 [1,-1,1,-12830,562547] 1 1 [] X1
+390150 fw 1 [1,-1,1,-23030,1368347] 1 1 [] X1
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+390150 fw 3 [1,-1,1,-890030,-428302403] 1 1 [] X1
+390150 fx 1 [1,-1,1,-166010180,1282971177447] 1 1 [] X1
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+390150 gb 1 [1,-1,1,-96980,-11600103] 1 1 [] X1
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+390150 gg 1 [1,-1,1,-2630,134997] 1 1 [] X1
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+390150 gi 1 [1,-1,1,-391505,93732747] 1 1 [] X1
+390150 gj 1 [1,-1,1,-28027130,-57103413253] 1 1 [] X1
+390150 gk 1 [1,-1,1,-391505,-52429003] 1 1 [] X1
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+390150 gm 1 [1,-1,1,-70715,15867307] 1 1 [] X1
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+390150 gp 1 [1,-1,1,-23030,7509597] 1 1 [] X1
+390150 gp 2 [1,-1,1,-3707780,2748963597] 1 1 [] X1
+390150 gq 1 [1,-1,1,1082395,-814926603] 1 1 [] X1
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+390150 gy 2 [1,-1,1,-217743149855,-39107871633311353] 1 1 [] X1
+390150 gz 1 [1,-1,1,-11555,480947] 1 1 [] X1
+390150 gz 2 [1,-1,1,-17930,-101303] 1 1 [] X1
+390150 ha 1 [1,-1,1,-109730,19199647] 1 1 [] X1
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+390150 hi 1 [1,-1,1,-3855170,2666523457] 1 1 [] X1
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+390150 hj 2 [1,-1,1,-31700,-1712393] 1 1 [] X1
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+390150 hr 1 [1,-1,1,670570,168236947] 1 1 [] X1
+390150 hs 1 [1,-1,1,1819345,5589905847] 1 1 [] X1
+390150 ht 1 [1,-1,1,-1355,-11073103] 1 1 [] X1
+390150 hu 1 [1,-1,1,-7730,-261103] 1 1 [] X1
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+390150 hw 1 [1,-1,1,-1085105,360580897] 1 1 [] X1
+390150 hw 2 [1,-1,1,-25469480,-49432312853] 1 1 [] X1
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+390150 ib 1 [1,-1,1,7315,7729237] 1 1 [] X1
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+390150 id 1 [1,-1,1,-257218580,-1587740702453] 1 1 [] X1
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+390162 a 1 [1,0,1,-3382,61640] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+390162 a 2 [1,0,1,6858,364744] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
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+390163 a 2 [1,-1,0,-458,3395] 3 2 [[1,1,0,1]] X6
+390164 a 1 [0,1,0,-181,-969] 1 1 [] X1
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+390165 e 2 [1,1,1,-523671,-136458996] 6 2 [] X8
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+390165 e 4 [1,1,1,-8224296,-9081504996] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+390165 q 2 [1,1,0,-308053,-60712568] 6 2 [] X8
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+390165 q 4 [1,1,0,342222,-282196233] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+390184 c 2 [0,1,0,-234232,43555248] 3 2 [[1,1,0,1]] X6
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+390185 a 2 [1,-1,1,-593412,176090174] 24 4 [[1,0,0,3],[3,2,2,3]] X24e
+390185 a 3 [1,-1,1,-566767,192599416] 24 4 [[1,1,0,3],[1,2,0,1]] X27h
+390185 a 4 [1,-1,1,-620137,159381704] 24 8 [[1,0,0,5],[3,3,4,7],[1,0,0,7]] X32i
+390186 a 1 [1,-1,0,-5778,-102060] 3 2 [[1,1,0,1]] X6
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+390225 k 1 [1,0,0,81612,-4141983] 1 1 [] X1
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+390336 v 1 [0,-1,0,-37729,-2810879] 1 1 [] X1
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+390390 b 2 [1,1,0,-109853,13742643] 3 2 [[1,1,0,1]] X6
+390390 c 1 [1,1,0,-437453,-57764247] 3 2 [[1,1,0,1]] X6
+390390 c 2 [1,1,0,1465877,-423584273] 3 2 [[1,1,0,1]] X6
+390390 d 1 [1,1,0,-173295983,-1567959025563] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 d 2 [1,1,0,-3340437103,-74279818286747] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390390 d 3 [1,1,0,-3914645023,-46997936750123] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 d 4 [1,1,0,-53440487103,-4755057349716747] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390390 d 5 [1,1,0,-53433980603,-4756273098350847] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 d 6 [1,1,0,-855047793603,-304322601611602647] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 e 1 [1,1,0,-844158,-298865952] 3 2 [[1,1,0,1]] X6
+390390 e 2 [1,1,0,-798528,-332550018] 3 2 [[1,1,0,1]] X6
+390390 f 1 [1,1,0,-1583533,765459037] 3 2 [[1,1,0,1]] X6
+390390 f 2 [1,1,0,-2022933,306110277] 3 2 [[1,1,0,1]] X6
+390390 g 1 [1,1,0,-2713298,1964672052] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 g 2 [1,1,0,-45112018,116602331188] 6 2 [] X8
+390390 g 3 [1,1,0,-721788018,7463544333588] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 g 4 [1,1,0,-46815538,107318487892] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 h 1 [1,1,0,-36988,-2753408] 3 2 [[1,1,0,1]] X6
+390390 h 2 [1,1,0,-38808,-2469852] 3 2 [[1,1,0,1]] X6
+390390 i 1 [1,1,0,-27262238,108754447092] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 i 2 [1,1,0,-546646558,4916071836148] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390390 i 3 [1,1,0,-8744836558,314753545782148] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 i 4 [1,1,0,-658605678,2757298476132] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390390 i 5 [1,1,0,2355985902,20941917805008] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 i 6 [1,1,0,-5464543178,-153586576711368] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 j 1 [1,1,0,-198,1188] 1 1 [] X1
+390390 k 1 [1,1,0,-18147223,29747611093] 24 16 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X118
+390390 k 2 [1,1,0,-18363543,29001782997] 24 8 [[1,2,0,1],[7,0,0,7],[7,0,0,1],[7,0,0,3],[5,0,0,1]] X96
+390390 k 3 [1,1,0,10636857,112099529157] 24 16 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X118
+390390 k 4 [1,1,0,-50825063,-101824634907] 24 4 [[3,0,0,3],[3,0,2,1]] X58
+390390 k 5 [1,1,0,129535117,-661698705663] 24 8 [[1,2,0,1],[7,0,0,7],[5,0,0,1],[3,0,0,3],[3,3,0,1]] X92
+390390 k 6 [1,1,0,-750569563,-7914192079607] 24 8 [[1,2,0,1],[7,0,0,7],[7,0,0,1],[7,0,0,3],[5,0,0,1]] X96
+390390 k 7 [1,1,0,-688284613,-9281932210637] 24 16 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X118
+390390 k 8 [1,1,0,-12008766513,-506523973519377] 24 16 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X118
+390390 l 1 [1,1,0,-56251653,190246460877] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+390390 l 2 [1,1,0,-942298373,11132746243533] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+390390 l 3 [1,1,0,-15076647173,712527190485453] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+390390 l 4 [1,1,0,-984697093,10076009025997] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+390390 l 5 [1,1,0,1786551387,56550400285293] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+390390 l 6 [1,1,0,-4434325093,-104028716181203] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+390390 m 1 [1,1,0,5912,2051392] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 m 2 [1,1,0,-210408,35754048] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390390 m 3 [1,1,0,-3333528,2341241232] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 m 4 [1,1,0,-548408,-108436752] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390390 m 5 [1,1,0,1496492,-724769612] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 m 6 [1,1,0,-8001308,-8713555092] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 n 1 [1,1,0,-2638093,2336331613] 3 2 [[1,1,0,1]] X6
+390390 n 2 [1,1,0,-46929613,123703954717] 3 2 [[1,1,0,1]] X6
+390390 o 1 [1,1,0,-223083,1370165373] 3 2 [[1,1,0,1]] X6
+390390 o 2 [1,1,0,-19908203,33815180157] 3 2 [[1,1,0,1]] X6
+390390 p 1 [1,1,0,409822,98540928] 3 2 [[1,1,0,1]] X6
+390390 p 2 [1,1,0,-2336428,926260678] 3 2 [[1,1,0,1]] X6
+390390 q 1 [1,1,0,31262,27537268] 3 2 [[1,1,0,1]] X6
+390390 q 2 [1,1,0,-1199058,487923012] 3 2 [[1,1,0,1]] X6
+390390 r 1 [1,1,0,-944713,362296693] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 r 2 [1,1,0,-15225213,22859796393] 6 2 [] X8
+390390 r 3 [1,1,0,-243603363,1463332139703] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 r 4 [1,1,0,-15335063,22513043883] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 s 1 [1,1,0,-148892,-7377456] 3 2 [[1,1,0,1]] X6
+390390 s 2 [1,1,0,-1906492,-1013076176] 3 2 [[1,1,0,1]] X6
+390390 t 1 [1,1,0,-271731047,1723956695349] 3 2 [[1,1,0,1]] X6
+390390 t 2 [1,1,0,-276652327,1658264497141] 3 2 [[1,1,0,1]] X6
+390390 u 1 [1,1,0,-2976717,1673305821] 3 2 [[1,1,0,1]] X6
+390390 u 2 [1,1,0,-45575117,118401441501] 3 2 [[1,1,0,1]] X6
+390390 v 1 [1,1,0,-10222614132,390501421974864] 3 2 [[1,1,0,1]] X6
+390390 v 2 [1,1,0,666069388,1179915733017936] 3 2 [[1,1,0,1]] X6
+390390 w 1 [1,1,0,32263,-586971] 3 2 [[1,1,0,1]] X6
+390390 w 2 [1,1,0,-134137,-4946651] 3 2 [[1,1,0,1]] X6
+390390 x 1 [1,1,0,-41057,3790389] 1 1 [] X1
+390390 y 1 [1,1,0,-257323797,-4458583836819] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 y 2 [1,1,0,-5934425877,-175710638920851] 6 2 [] X8
+390390 y 3 [1,1,0,-7789559157,-56641877557299] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 y 4 [1,1,0,-94912925877,-11254797383620851] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 z 1 [1,1,0,-18762,1300356] 3 2 [[1,1,0,1]] X6
+390390 z 2 [1,1,0,-326342,71613144] 3 2 [[1,1,0,1]] X6
+390390 ba 1 [1,1,0,-333622,-75775916] 3 2 [[1,1,0,1]] X6
+390390 ba 2 [1,1,0,-5367222,-4788232236] 3 2 [[1,1,0,1]] X6
+390390 bb 1 [1,1,0,-62230778067,-5975309549370819] 1 1 [] X1
+390390 bc 1 [1,1,0,-628007,190124901] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bc 2 [1,1,0,-1036987,-88554071] 6 2 [] X8
+390390 bc 3 [1,1,0,4038083,-694517429] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bc 4 [1,1,0,-12655737,-17309865321] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bd 1 [1,1,0,459508,35134494] 1 1 [] X1
+390390 be 1 [1,1,0,-1020900296367,397031376812253669] 3 2 [[1,1,0,1]] X6
+390390 be 2 [1,1,0,-16334427587247,25409953903291780581] 3 2 [[1,1,0,1]] X6
+390390 bf 1 [1,1,0,-84672,-8269776] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bf 2 [1,1,0,-358452,74247516] 6 2 [] X8
+390390 bf 3 [1,1,0,-5575482,5064858414] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bf 4 [1,1,0,478098,370218906] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bg 1 [1,1,0,-5735187,-5288869971] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bg 2 [1,1,0,-5856867,-5052883779] 6 2 [] X8
+390390 bg 3 [1,1,0,-19799367,28077284721] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bg 4 [1,1,0,6138753,-23077502391] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bh 1 [1,0,1,-397878394,3182286834092] 3 2 [[1,1,0,1]] X6
+390390 bh 2 [1,0,1,-6439628394,198901153034092] 3 2 [[1,1,0,1]] X6
+390390 bi 1 [1,0,1,-2019,299626] 3 2 [[1,1,0,1]] X6
+390390 bi 2 [1,0,1,-80669,8762366] 3 2 [[1,1,0,1]] X6
+390390 bj 1 [1,0,1,-725014,245672936] 3 2 [[1,1,0,1]] X6
+390390 bj 2 [1,0,1,-11710014,15422548936] 3 2 [[1,1,0,1]] X6
+390390 bj 3 [1,0,1,3584486,750847736] 3 2 [[1,1,0,1]] X6
+390390 bj 4 [1,0,1,-14980164,6127170376] 3 2 [[1,1,0,1]] X6
+390390 bk 1 [1,0,1,485431245711,143834938652404612] 1 1 [] X1
+390390 bl 1 [1,0,1,-7871179,8720349302] 3 2 [[1,1,0,1]] X6
+390390 bl 2 [1,0,1,-126847179,549870787702] 3 2 [[1,1,0,1]] X6
+390390 bm 1 [1,0,1,108156,2321242042] 1 1 [] X1
+390390 bn 1 [1,0,1,120831,27792052] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 bn 2 [1,0,1,-974289,305076436] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390390 bn 3 [1,0,1,-14815389,21947020396] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 bn 4 [1,0,1,-4655109,-3586286468] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390390 bn 5 [1,0,1,4770021,-16264971344] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 bn 6 [1,0,1,-72973359,-239940104168] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390390 bo 1 [1,0,1,-33804,-2075318] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bo 2 [1,0,1,-520524,-144586934] 6 2 [] X8
+390390 bo 3 [1,0,1,-500244,-156365558] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bo 4 [1,0,1,-8328324,-9251604854] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bp 1 [1,0,1,70820291,-632920060264] 24 16 [[1,1,0,1],[7,0,8,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36j
+390390 bp 2 [1,0,1,-815226429,-8020068774248] 24 8 [[1,2,0,1],[5,0,4,1],[7,0,0,1],[5,0,0,5],[1,0,0,3]] X25c
+390390 bp 3 [1,0,1,-3147156029,59457578903192] 24 16 [[1,1,0,1],[7,0,8,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36j
+390390 bp 4 [1,0,1,-12660044349,-548271689959784] 24 8 [[7,0,0,1],[5,0,0,5],[1,0,0,3],[1,2,0,5],[1,0,4,1]] X25f
+390390 bp 5 [1,0,1,-12277239069,-582980950941608] 24 8 [[7,7,0,7],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36e
+390390 bp 6 [1,0,1,-202559936349,-35089618805580584] 24 8 [[7,7,0,7],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36c
+390390 bq 1 [1,0,1,-7367559,7671876682] 24 16 [[7,7,0,7],[7,0,8,7],[7,0,0,1],[3,0,0,7],[3,0,0,3]] X36r
+390390 bq 2 [1,0,1,-10828679,-270701494] 24 8 [[1,0,0,5],[1,2,0,1],[1,0,0,3],[3,0,0,1],[1,0,4,1]] X25a
+390390 bq 3 [1,0,1,43305401,-2154567478] 24 8 [[7,7,0,7],[1,0,0,7],[3,0,0,7],[3,0,0,3]] X36o
+390390 bq 4 [1,0,1,-120340679,-506697994294] 24 8 [[3,0,0,5],[3,0,4,1],[5,0,0,1],[1,2,0,5],[3,0,0,3]] X25k
+390390 bq 5 [1,0,1,-68930879,-942632534374] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36a
+390390 bq 6 [1,0,1,-1923942479,-32481672145414] 24 16 [[1,1,0,1],[7,0,8,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36b
+390390 br 1 [1,0,1,-254349,384568966] 1 1 [] X1
+390390 br 2 [1,0,1,2283186,-10233492488] 1 1 [] X1
+390390 bs 1 [1,0,1,-106189464,1949078493286] 3 2 [[1,1,0,1]] X6
+390390 bs 2 [1,0,1,-3080589464,65605997533286] 3 2 [[1,1,0,1]] X6
+390390 bt 1 [1,0,1,-30032318,63344487728] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bt 2 [1,0,1,-30897598,59500567856] 6 2 [] X8
+390390 bt 3 [1,0,1,41380322,296398678448] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bt 4 [1,0,1,-117019998,-423404953424] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bu 1 [1,0,1,-197058,9767188] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 bu 2 [1,0,1,-2481938,1503164756] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 bu 3 [1,0,1,-39699118,96272991908] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 bu 4 [1,0,1,-1822838,2319921476] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 bv 1 [1,0,1,113434317,-1911693868082] 3 2 [[1,1,0,1]] X6
+390390 bv 2 [1,0,1,-1790181683,-27067598584882] 3 2 [[1,1,0,1]] X6
+390390 bw 1 [1,0,1,1068752,-365208322] 3 2 [[1,1,0,1]] X6
+390390 bw 2 [1,0,1,-5745328,-3352500994] 3 2 [[1,1,0,1]] X6
+390390 bx 1 [1,0,1,282512,169002446] 1 1 [] X1
+390390 by 1 [1,0,1,-131993,-28514692] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 by 2 [1,0,1,-2416873,-1446054244] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 by 3 [1,0,1,-2724453,-1054689452] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 by 4 [1,0,1,-38667373,-92550810844] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 bz 1 [1,0,1,-126658913,579909336788] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bz 2 [1,0,1,-2058450593,35946378697556] 6 2 [] X8
+390390 bz 3 [1,0,1,713298127,649138880756] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bz 4 [1,0,1,-32935176473,2300581312330628] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bz 5 [1,0,1,-2090391593,34773211320356] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bz 6 [1,0,1,-2865584453,5202909075548] 6 2 [] X8
+390390 bz 7 [1,0,1,-32955674483,2297574291885056] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 bz 8 [1,0,1,-30037615703,-1995712865736952] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ca 1 [1,0,1,69117,-5954882] 3 2 [[1,1,0,1]] X6
+390390 ca 2 [1,0,1,-370283,-54640402] 3 2 [[1,1,0,1]] X6
+390390 cb 1 [1,0,1,-54253,-3722392] 3 2 [[1,1,0,1]] X6
+390390 cb 2 [1,0,1,128267,-23361544] 3 2 [[1,1,0,1]] X6
+390390 cb 3 [1,0,1,-4100113,-3195863344] 3 2 [[1,1,0,1]] X6
+390390 cb 4 [1,0,1,-4095043,-3204159892] 3 2 [[1,1,0,1]] X6
+390390 cc 1 [1,0,1,141081027,1313631263128] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 cc 2 [1,0,1,-1286968973,15190278723128] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 cc 3 [1,0,1,-19749458473,1068238984832528] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 cc 4 [1,0,1,-5673279473,-149747277746272] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 cd 1 [1,0,1,997,40406] 3 2 [[1,1,0,1]] X6
+390390 cd 2 [1,0,1,-13303,538046] 3 2 [[1,1,0,1]] X6
+390390 ce 1 [1,0,1,268537,6728906] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ce 2 [1,0,1,-1083463,53778506] 6 2 [] X8
+390390 ce 3 [1,0,1,-3422423,-2675860822] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ce 4 [1,0,1,-12676863,17337219226] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ce 5 [1,0,1,-11122063,-14213079814] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ce 6 [1,0,1,-56234923,-162317485822] 6 2 [] X8
+390390 ce 7 [1,0,1,-57713673,-153330826322] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ce 8 [1,0,1,-899756173,-10388156895322] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cf 1 [1,0,1,-2911198,-1912090672] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cf 2 [1,0,1,-2965278,-1837373744] 6 2 [] X8
+390390 cf 3 [1,0,1,-9556278,9188051056] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cf 4 [1,0,1,2760442,-8080698832] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cg 1 [1,0,1,-1733,-27844] 3 2 [[1,1,0,1]] X6
+390390 cg 2 [1,0,1,-2383,-5224] 3 2 [[1,1,0,1]] X6
+390390 ch 1 [1,0,1,5782074567,252389964510556] 3 2 [[1,1,0,1]] X6
+390390 ch 2 [1,0,1,-42298073913,2658724467696988] 3 2 [[1,1,0,1]] X6
+390390 ci 1 [1,0,1,-1018,1016] 3 2 [[1,1,0,1]] X6
+390390 ci 2 [1,0,1,4052,9128] 3 2 [[1,1,0,1]] X6
+390390 cj 1 [1,0,1,-8298,-292004] 1 1 [] X1
+390390 ck 1 [1,0,1,-6841293,-7361982392] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ck 2 [1,0,1,-111540173,-453421090744] 6 2 [] X8
+390390 ck 3 [1,0,1,-113622253,-435614309752] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ck 4 [1,0,1,-1784640173,-29018592010744] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cl 1 [1,0,1,500912,399704606] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cl 2 [1,0,1,-6042768,5153033758] 6 2 [] X8
+390390 cl 3 [1,0,1,-94010648,350831615006] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cl 4 [1,0,1,-22773768,-36286307042] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cm 1 [1,0,1,-167483,-18197242] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cm 2 [1,0,1,-1032763,389868806] 6 2 [] X8
+390390 cm 3 [1,0,1,-16364443,25478629958] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cm 4 [1,0,1,454437,1420795846] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cn 1 [1,0,1,2192602,-467394172] 3 2 [[1,1,0,1]] X6
+390390 cn 2 [1,0,1,-9426148,-3869364172] 3 2 [[1,1,0,1]] X6
+390390 co 1 [1,0,1,-392253,69380248] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 co 2 [1,0,1,-5800253,5375709848] 6 2 [] X8
+390390 co 3 [1,0,1,-92801453,344088781688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 co 4 [1,0,1,-5327053,6289364408] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cp 1 [1,0,1,87,461788] 3 2 [[1,1,0,1]] X6
+390390 cp 2 [1,0,1,-89093,10057556] 3 2 [[1,1,0,1]] X6
+390390 cq 1 [1,1,1,10811349,-515894407527] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cq 2 [1,1,1,-903140651,-10204151188327] 6 2 [] X8
+390390 cq 3 [1,1,1,-2072823451,21676255335353] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cq 4 [1,1,1,-14356689851,-662114712643207] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cr 1 [1,1,1,-6040830156,180712914115053] 3 2 [[1,1,0,1]] X6
+390390 cr 2 [1,1,1,-96653417676,11565713350547949] 3 2 [[1,1,0,1]] X6
+390390 cs 1 [1,1,1,-1197791,-562311391] 3 2 [[1,1,0,1]] X6
+390390 cs 2 [1,1,1,-19762441,-33822738331] 3 2 [[1,1,0,1]] X6
+390390 ct 1 [1,1,1,-9763183661,-378150520658461] 3 2 [[1,1,0,1]] X6
+390390 ct 2 [1,1,1,-157008638381,-23946081308595997] 3 2 [[1,1,0,1]] X6
+390390 cu 1 [1,1,1,-6938721,8362178079] 1 1 [] X1
+390390 cv 1 [1,1,1,1525644,-515609931] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390390 cv 2 [1,1,1,-7613876,-4580868427] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390390 cv 3 [1,1,1,-54981196,153663874229] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390390 cv 4 [1,1,1,-106478876,-422819364427] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390390 cw 1 [1,1,1,-56382206,-166197776581] 3 2 [[1,1,0,1]] X6
+390390 cw 2 [1,1,1,-907060606,-10515210919621] 3 2 [[1,1,0,1]] X6
+390390 cx 1 [1,1,1,-1286516,548511413] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 cx 2 [1,1,1,-2922436,-1131905611] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 cx 3 [1,1,1,9161064,-8072668011] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 cx 4 [1,1,1,-41180656,-101705114347] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 cy 1 [1,1,1,-13101,-573981] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cy 2 [1,1,1,-26621,794243] 6 2 [] X8
+390390 cy 3 [1,1,1,-361241,83378459] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cy 4 [1,1,1,91679,6046763] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 cz 1 [1,1,1,-368229456,-2719900183551] 1 1 [] X1
+390390 da 1 [1,1,1,77656764,76802199339] 1 1 [] X1
+390390 db 1 [1,1,1,-503065261,3678768214883] 3 2 [[1,1,0,1]] X6
+390390 db 2 [1,1,1,-7702194861,260166477951843] 3 2 [[1,1,0,1]] X6
+390390 dc 1 [1,1,1,-60488841,177719758263] 3 2 [[1,1,0,1]] X6
+390390 dc 2 [1,1,1,3941239,537059200439] 3 2 [[1,1,0,1]] X6
+390390 dd 1 [1,1,1,5452359,-1316837241] 3 2 [[1,1,0,1]] X6
+390390 dd 2 [1,1,1,-22669241,-10754446201] 3 2 [[1,1,0,1]] X6
+390390 de 1 [1,1,1,-881,-3697] 3 2 [[1,1,0,1]] X6
+390390 de 2 [1,1,1,-11281,-465457] 3 2 [[1,1,0,1]] X6
+390390 df 1 [1,1,1,-1607876,784068293] 3 2 [[1,1,0,1]] X6
+390390 df 2 [1,1,1,-1636996,754156229] 3 2 [[1,1,0,1]] X6
+390390 dg 1 [1,1,1,5489,783089] 3 2 [[1,1,0,1]] X6
+390390 dg 2 [1,1,1,-100981,11557853] 3 2 [[1,1,0,1]] X6
+390390 dh 1 [1,1,1,-15610,1057415] 3 2 [[1,1,0,1]] X6
+390390 dh 2 [1,1,1,-277690,56199047] 3 2 [[1,1,0,1]] X6
+390390 di 1 [1,1,1,185,12605] 3 2 [[1,1,0,1]] X6
+390390 di 2 [1,1,1,-7095,219357] 3 2 [[1,1,0,1]] X6
+390390 dj 1 [1,1,1,-145935,-21475563] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dj 2 [1,1,1,-200015,-4191595] 6 2 [] X8
+390390 dj 3 [1,1,1,-2059015,1131285605] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dj 4 [1,1,1,793705,-32413243] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dk 1 [1,1,1,-358875,54515625] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dk 2 [1,1,1,-2305755,-1307521623] 6 2 [] X8
+390390 dk 3 [1,1,1,817365,-4579302135] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dk 4 [1,1,1,-36578955,-85167187383] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dl 1 [1,1,1,7507230,-3657023505] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 dl 2 [1,1,1,-33390770,-30780577105] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 dl 3 [1,1,1,-279336470,1775641400255] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 dl 4 [1,1,1,-441813070,-3572292024865] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 dm 1 [1,1,1,-9370,344807] 3 2 [[1,1,0,1]] X6
+390390 dm 2 [1,1,1,-11970,134727] 3 2 [[1,1,0,1]] X6
+390390 dn 1 [1,1,1,-6251060,-6017982235] 3 2 [[1,1,0,1]] X6
+390390 dn 2 [1,1,1,-6558640,-5393471803] 3 2 [[1,1,0,1]] X6
+390390 do 1 [1,1,1,-33532730,-74567623993] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 do 2 [1,1,1,-47377210,-7150544185] 6 2 [] X8
+390390 do 3 [1,1,1,-505434810,4357588714695] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 do 4 [1,1,1,189168710,-56919805753] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dp 1 [1,1,1,-33550,2777627] 1 1 [] X1
+390390 dq 1 [1,1,1,-2443685,-164757013] 3 2 [[1,1,0,1]] X6
+390390 dq 2 [1,1,1,-25273765,48682482155] 3 2 [[1,1,0,1]] X6
+390390 dr 1 [1,1,1,-73929645,-126538402593] 3 2 [[1,1,0,1]] X6
+390390 dr 2 [1,1,1,247733125,-931853313565] 3 2 [[1,1,0,1]] X6
+390390 ds 1 [1,1,1,-1175990,-487540045] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ds 2 [1,1,1,-2041270,324438707] 6 2 [] X8
+390390 ds 3 [1,1,1,-25701270,50086150707] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ds 4 [1,1,1,7774250,2546672435] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dt 1 [1,1,1,-6274720,6046161857] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 dt 2 [1,1,1,-6937200,4690462785] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 dt 3 [1,1,1,19680300,32031958785] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 dt 4 [1,1,1,-44154380,-109402524223] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 du 1 [1,0,0,452494,54046836] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 du 2 [1,0,0,-2011526,453710880] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 du 3 [1,0,0,-26606096,52786036926] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 du 4 [1,0,0,-16841276,-26290260270] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 dv 1 [1,0,0,-426306,-76296780] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dv 2 [1,0,0,-2538806,1496670720] 6 2 [] X8
+390390 dv 3 [1,0,0,-40183556,98040396570] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dv 4 [1,0,0,1305944,5631314870] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 dw 1 [1,0,0,14784,1014534000] 3 2 [[1,1,0,1]] X6
+390390 dw 2 [1,0,0,-15056636,22111507716] 3 2 [[1,1,0,1]] X6
+390390 dx 1 [1,0,0,-440671,109935305] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390390 dx 2 [1,0,0,-1011891,-234053379] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390390 dx 3 [1,0,0,3140439,-1663285365] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390390 dx 4 [1,0,0,-14303741,-20817812289] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390390 dy 1 [1,0,0,2524434,-1085851404] 3 2 [[1,1,0,1]] X6
+390390 dy 2 [1,0,0,-12546986,-9613260840] 3 2 [[1,1,0,1]] X6
+390390 dy 3 [1,0,0,-55235541,-160049873439] 3 2 [[1,1,0,1]] X6
+390390 dy 4 [1,0,0,-886931861,-10166853656415] 3 2 [[1,1,0,1]] X6
+390390 dz 1 [1,0,0,-1402281,-640129959] 1 1 [] X1
+390390 ea 1 [1,0,0,-77321,-24818535] 3 2 [[1,1,0,1]] X6
+390390 ea 2 [1,0,0,-1834921,-955291975] 3 2 [[1,1,0,1]] X6
+390390 eb 1 [1,0,0,-198156,15419520] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eb 2 [1,0,0,-2662176,1670748156] 6 2 [] X8
+390390 eb 3 [1,0,0,-8069331,-8822951775] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eb 4 [1,0,0,-42588426,106972239906] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eb 5 [1,0,0,-2160246,2320145190] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eb 6 [1,0,0,-8556051,-7698725919] 6 2 [] X8
+390390 eb 7 [1,0,0,-43336251,103020562761] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eb 8 [1,0,0,18436629,-46465612935] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ec 1 [1,0,0,47744609,371250629801] 1 1 [] X1
+390390 ed 1 [1,0,0,168574,88603956] 3 2 [[1,1,0,1]] X6
+390390 ed 2 [1,0,0,-2248126,1184335736] 3 2 [[1,1,0,1]] X6
+390390 ee 1 [1,0,0,-292796,-60879924] 3 2 [[1,1,0,1]] X6
+390390 ee 2 [1,0,0,-402646,-11073934] 3 2 [[1,1,0,1]] X6
+390390 ef 1 [1,0,0,38444,-1602160] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ef 2 [1,0,0,-177876,-13759344] 6 2 [] X8
+390390 ef 3 [1,0,0,-1408196,633635040] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ef 4 [1,0,0,-2408676,-1438348224] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eg 1 [1,0,0,-4362815701,110917793089505] 3 2 [[1,1,0,1]] X6
+390390 eg 2 [1,0,0,-69805240021,7098715888645601] 3 2 [[1,1,0,1]] X6
+390390 eh 1 [1,0,0,32529,-458199] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eh 2 [1,0,0,-133091,-3737475] 6 2 [] X8
+390390 eh 3 [1,0,0,-1304261,569901591] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eh 4 [1,0,0,-1611841,-786587725] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ei 1 [1,0,0,-160976,33265920] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ei 2 [1,0,0,-2810896,1813482176] 6 2 [] X8
+390390 ei 3 [1,0,0,-44973016,116081259800] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ei 4 [1,0,0,-3047496,1490144616] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ej 1 [1,0,0,3219700,-57245931120] 3 2 [[1,1,0,1]] X6
+390390 ej 2 [1,0,0,-204704380,-1098238630048] 3 2 [[1,1,0,1]] X6
+390390 ej 3 [1,0,0,-1028832035,-12703688379903] 3 2 [[1,1,0,1]] X6
+390390 ej 4 [1,0,0,-16461966115,-812964163083775] 3 2 [[1,1,0,1]] X6
+390390 ek 1 [1,0,0,-310885390,2109809530100] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 ek 2 [1,0,0,-310969890,2108605219200] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 ek 3 [1,0,0,-318999925,1993861140257] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390390 ek 4 [1,0,0,-232241240,3202004456130] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 ek 5 [1,0,0,-391050540,938130422670] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 ek 6 [1,0,0,-1163999925,-13094289859743] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390390 ek 7 [1,0,0,2024185075,-72216630136743] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390390 ek 8 [1,0,0,-17872184925,-919610233582743] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390390 el 1 [1,0,0,6484780,10170801900] 3 2 [[1,1,0,1]] X6
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+390390 em 1 [1,0,0,-151850,22223460] 3 2 [[1,1,0,1]] X6
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+390390 em 4 [1,0,0,-276065,-1954622775] 3 2 [[1,1,0,1]] X6
+390390 en 1 [1,0,0,-1505,174927] 1 1 [] X1
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+390390 eo 2 [1,0,0,-3978855,-926832375] 3 2 [[1,1,0,1]] X6
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+390390 ep 2 [1,0,0,-48478245,129392143425] 6 2 [] X8
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+390390 ep 4 [1,0,0,-23838045,260827898265] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ep 5 [1,0,0,-73983725,-21513579543] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 ep 6 [1,0,0,-273183180,-1642753723248] 6 2 [] X8
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+390390 ep 8 [1,0,0,-4304090060,-108685098284400] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390390 eq 1 [1,0,0,-148204300,1342927959632] 3 2 [[1,1,0,1]] X6
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+390390 er 1 [1,0,0,640,1056600] 1 1 [] X1
+390390 es 1 [1,0,0,385570,11435531652] 3 2 [[1,1,0,1]] X6
+390390 es 2 [1,0,0,-73873030,239721319772] 3 2 [[1,1,0,1]] X6
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+390390 et 2 [1,0,0,-15805,218477] 6 2 [] X8
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+390390 et 4 [1,0,0,-145935,-21305025] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+390390 ev 2 [1,0,0,-294655,47148425] 6 2 [] X8
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+390390 ev 4 [1,0,0,-1595955,-736494435] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+390560 f 1 [0,-1,0,-810,-8608] 3 2 [[1,1,0,1]] X6
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+390561 a 3 [1,0,0,-5057,498042] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390561 a 4 [1,0,0,-11307,41568] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390561 b 1 [0,-1,1,-133,657] 1 1 [] X1
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+390576 l 2 [0,1,0,-2904,46116] 6 2 [] X8
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+390576 l 4 [0,1,0,-15264,-690540] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+390600 e 3 [0,0,0,-18309375075,953582757812750] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+390600 e 4 [0,0,0,-604872075,28942151489750] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390600 e 5 [0,0,0,-292950000075,61029296992187750] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+390600 e 6 [0,0,0,-18291798075,955504996109750] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
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+390600 g 2 [0,0,0,-65775,-6268750] 6 2 [] X8
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+390600 w 2 [0,0,0,-45116175,79204023250] 6 2 [] X8
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+390600 w 4 [0,0,0,-282405675,-1766196418250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 x 1 [0,0,0,-46875,6943750] 1 1 [] X1
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+390600 bb 1 [0,0,0,-817500,-68087500] 1 1 [] X1
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+390600 bd 2 [0,0,0,-1423575,795980250] 3 2 [[1,1,0,1]] X6
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+390600 bh 2 [0,0,0,-1875,-1953250] 3 2 [[1,1,0,1]] X6
+390600 bi 1 [0,0,0,-604699500,-5700531107500] 1 1 [] X1
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+390600 bk 1 [0,0,0,-25264875,-48879188125] 1 1 [] X1
+390600 bl 1 [0,0,0,-63300,-6056300] 1 1 [] X1
+390600 bm 1 [0,0,0,-187500,-25247500] 1 1 [] X1
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+390600 bn 2 [0,0,0,-863175,354168250] 3 2 [[1,1,0,1]] X6
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+390600 bp 1 [0,0,0,-346575,-94832750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 bp 2 [0,0,0,-5859075,-5458495250] 6 2 [] X8
+390600 bp 3 [0,0,0,-6174075,-4838890250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 bp 4 [0,0,0,-93744075,-349352500250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 bq 1 [0,0,0,-130123020,-571319760940] 1 1 [] X1
+390600 br 1 [0,0,0,-75540,7768980] 1 1 [] X1
+390600 bs 1 [0,0,0,155625,-586853125] 1 1 [] X1
+390600 bt 1 [0,0,0,-37875,47438750] 1 1 [] X1
+390600 bu 1 [0,0,0,225,101250] 3 2 [[1,1,0,1]] X6
+390600 bu 2 [0,0,0,-31275,2085750] 3 2 [[1,1,0,1]] X6
+390600 bv 1 [0,0,0,41325,63710750] 3 2 [[1,1,0,1]] X6
+390600 bv 2 [0,0,0,-2163675,1190465750] 3 2 [[1,1,0,1]] X6
+390600 bw 1 [0,0,0,1950,-2196875] 3 2 [[1,1,0,1]] X6
+390600 bw 2 [0,0,0,-242175,-44918750] 3 2 [[1,1,0,1]] X6
+390600 bx 1 [0,0,0,-6232035,5991777790] 1 1 [] X1
+390600 by 1 [0,0,0,-846075,296383750] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+390600 by 2 [0,0,0,-1575075,-290461250] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+390600 bz 1 [0,0,0,-16996500,-26220307500] 1 1 [] X1
+390600 ca 1 [0,0,0,-27075,1214750] 1 1 [] X1
+390600 cb 1 [0,0,0,-70500,-6707500] 1 1 [] X1
+390600 cc 1 [0,0,0,-75,-108250] 1 1 [] X1
+390600 cd 1 [0,0,0,-234975,33817250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 cd 2 [0,0,0,-3515475,2536838750] 6 2 [] X8
+390600 cd 3 [0,0,0,-56246475,162364499750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 cd 4 [0,0,0,-3272475,2902553750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 ce 1 [0,0,0,450,-26875] 3 2 [[1,1,0,1]] X6
+390600 ce 2 [0,0,0,-11175,-433750] 3 2 [[1,1,0,1]] X6
+390600 cf 1 [0,0,0,-3787500,2837112500] 1 1 [] X1
+390600 cg 1 [0,0,0,-3630675,-2553043250] 1 1 [] X1
+390600 ch 1 [0,0,0,-1851948300,45853753664500] 1 1 [] X1
+390600 ci 1 [0,0,0,-112338075,981796945750] 1 1 [] X1
+390600 cj 1 [0,0,0,-109875,11168750] 1 1 [] X1
+390600 ck 1 [0,0,0,-161828175,829454143250] 3 2 [[1,1,0,1]] X6
+390600 ck 2 [0,0,0,-2622765675,51699493205750] 3 2 [[1,1,0,1]] X6
+390600 cl 1 [0,0,0,1499325,841256750] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+390600 cl 2 [0,0,0,-9525675,8327231750] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+390600 cm 1 [0,0,0,-14250,-982375] 3 2 [[1,1,0,1]] X6
+390600 cm 2 [0,0,0,-258375,-50539750] 3 2 [[1,1,0,1]] X6
+390600 cn 1 [0,0,0,-64875,1417750] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+390600 cn 2 [0,0,0,-793875,271876750] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+390600 co 1 [0,0,0,-2807775,7751261250] 3 2 [[1,1,0,1]] X6
+390600 co 2 [0,0,0,-78439275,266637885750] 3 2 [[1,1,0,1]] X6
+390600 cp 1 [0,0,0,613125,-102756250] 1 1 [] X1
+390600 cq 1 [0,0,0,-157275,26169750] 1 1 [] X1
+390600 cr 1 [0,0,0,-7860,156980] 1 1 [] X1
+390600 cs 1 [0,0,0,-88095675,301570181750] 1 1 [] X1
+390600 ct 1 [0,0,0,-162300,19949060] 1 1 [] X1
+390600 cu 1 [0,0,0,-3662175,-2697470750] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+390600 cu 2 [0,0,0,-3666675,-2690509250] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+390600 cu 3 [0,0,0,-5691675,612265750] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+390600 cu 4 [0,0,0,-1713675,-5547748250] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+390600 cv 1 [0,0,0,-81450,8947125] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 cv 2 [0,0,0,-82575,8687250] 6 2 [] X8
+390600 cv 3 [0,0,0,56925,35052750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 cv 4 [0,0,0,-240075,-34310250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 cw 1 [0,0,0,-1980,-35100] 1 1 [] X1
+390600 cx 1 [0,0,0,-1875,55550] 1 1 [] X1
+390600 cy 1 [0,0,0,-9075,-535250] 1 1 [] X1
+390600 cz 1 [0,0,0,-16050,-716375] 3 2 [[1,1,0,1]] X6
+390600 cz 2 [0,0,0,18825,-3401750] 3 2 [[1,1,0,1]] X6
+390600 da 1 [0,0,0,-18675,1410750] 3 2 [[1,1,0,1]] X6
+390600 da 2 [0,0,0,-333675,74175750] 3 2 [[1,1,0,1]] X6
+390600 db 1 [0,0,0,2084100,11984208500] 1 1 [] X1
+390600 dc 1 [0,0,0,-18975,945250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dc 2 [0,0,0,-59475,-4441250] 6 2 [] X8
+390600 dc 3 [0,0,0,129525,-26932250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dc 4 [0,0,0,-896475,-326686250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dd 1 [0,0,0,-327936675,-2290204003250] 3 2 [[1,1,0,1]] X6
+390600 dd 2 [0,0,0,-5249811675,-146407625878250] 3 2 [[1,1,0,1]] X6
+390600 de 1 [0,0,0,1139827425,-186304960862750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 de 2 [0,0,0,-42805485075,-3292930937425250] 6 2 [] X8
+390600 de 3 [0,0,0,-110333610075,9659436134449750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 de 4 [0,0,0,-678402360075,-215069360509300250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 df 1 [0,0,0,-233175,80374250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 df 2 [0,0,0,-4557675,3743225750] 6 2 [] X8
+390600 df 3 [0,0,0,-72912675,239636330750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 df 4 [0,0,0,-5394675,2272616750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dg 1 [0,0,0,-147675,54211750] 3 2 [[1,1,0,1]] X6
+390600 dg 2 [0,0,0,-3234675,2236720750] 3 2 [[1,1,0,1]] X6
+390600 dh 1 [0,0,0,1006125,64858750] 1 1 [] X1
+390600 di 1 [0,0,0,-50700,4394500] 1 1 [] X1
+390600 dj 1 [0,0,0,-32700,-544700] 1 1 [] X1
+390600 dk 1 [0,0,0,-17475,-969250] 1 1 [] X1
+390600 dl 1 [0,0,0,135825,12159250] 3 2 [[1,1,0,1]] X6
+390600 dl 2 [0,0,0,-651675,105871750] 3 2 [[1,1,0,1]] X6
+390600 dm 1 [0,0,0,-37875,22018750] 3 2 [[1,1,0,1]] X6
+390600 dm 2 [0,0,0,-1432875,656743750] 3 2 [[1,1,0,1]] X6
+390600 dn 1 [0,0,0,-6069675,5755711750] 1 1 [] X1
+390600 do 1 [0,0,0,-8175,-580750] 3 2 [[1,1,0,1]] X6
+390600 do 2 [0,0,0,-165675,-25938250] 3 2 [[1,1,0,1]] X6
+390600 dp 1 [0,0,0,5518125,2774418750] 1 1 [] X1
+390600 dq 1 [0,0,0,-7500,-201980] 1 1 [] X1
+390600 dr 1 [0,0,0,-5055300,-4377955500] 1 1 [] X1
+390600 ds 1 [0,0,0,-1582500,-757037500] 1 1 [] X1
+390600 dt 1 [0,0,0,645,1055] 1 1 [] X1
+390600 du 1 [0,0,0,-1010595,-391033505] 1 1 [] X1
+390600 dv 1 [0,0,0,-24187980,-45604248860] 1 1 [] X1
+390600 dw 1 [0,0,0,203550,-13505375] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dw 2 [0,0,0,-877575,-111887750] 6 2 [] X8
+390600 dw 3 [0,0,0,-7713075,8165902750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dw 4 [0,0,0,-11340075,-14686150250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dx 1 [0,0,0,-1835175,960988250] 3 2 [[1,1,0,1]] X6
+390600 dx 2 [0,0,0,-29397675,61350425750] 3 2 [[1,1,0,1]] X6
+390600 dy 1 [0,0,0,-21207675,60781661750] 1 1 [] X1
+390600 dz 1 [0,0,0,1950,10357625] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dz 2 [0,0,0,-701175,221998250] 6 2 [] X8
+390600 dz 3 [0,0,0,-11163675,14356835750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 dz 4 [0,0,0,-1488675,-367839250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390600 ea 1 [0,0,0,4050,725625] 3 2 [[1,1,0,1]] X6
+390600 ea 2 [0,0,0,-100575,11711250] 3 2 [[1,1,0,1]] X6
+390600 eb 1 [0,0,0,6225,-4694825] 1 1 [] X1
+390600 ec 1 [0,0,0,-1888500,971122500] 1 1 [] X1
+390600 ed 1 [0,0,0,-3253075500,-71414970117500] 1 1 [] X1
+390600 ee 1 [0,0,0,-1515,379510] 1 1 [] X1
+390602 a 1 [1,-1,0,143069,31077909] 1 1 [] X1
+390602 b 1 [1,0,1,999,-804] 1 1 [] X1
+390602 c 1 [1,0,1,-920,11014] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+390602 d 1 [1,0,1,-628870,188453356] 1 1 [] X1
+390602 e 1 [1,-1,1,-27504,-1728237] 1 1 [] X1
+390602 f 1 [1,1,1,360812,6234549] 1 1 [] X1
+390602 g 1 [1,1,1,-331947,-76210631] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+390602 h 1 [1,-1,1,51647841,-213421617145] 1 1 [] X1
+390604 a 1 [0,1,0,-1349,-19529] 1 1 [] X1
+390605 a 1 [1,1,1,-275,1642] 1 1 [] X1
+390606 a 1 [1,1,1,-4800,153153] 1 1 [] X1
+390608 a 1 [0,1,0,-2016,-35468] 1 1 [] X1
+390608 b 1 [0,0,0,-38,-85] 1 1 [] X1
+390608 c 1 [0,-1,0,-4128,-100720] 1 1 [] X1
+390609 a 1 [1,-1,1,-119,528] 1 1 [] X1
+390609 b 1 [1,-1,1,-7979,246156] 1 1 [] X1
+390609 c 1 [1,-1,1,-2228,41024] 1 1 [] X1
+390609 d 1 [1,-1,0,-20049,-1087606] 1 1 [] X1
+390609 e 1 [1,-1,0,-1068,-13195] 1 1 [] X1
+390609 f 1 [1,-1,0,-71808,-6574411] 1 1 [] X1
+390610 a 1 [1,-1,0,-12670,375700] 1 1 [] X1
+390610 b 1 [1,1,0,-7672,254384] 1 1 [] X1
+390610 c 1 [1,1,0,-6277,-164659] 1 1 [] X1
+390610 d 1 [1,-1,0,-2959,-54087] 3 2 [[1,1,0,1]] X6
+390610 d 2 [1,-1,0,4411,-285505] 3 2 [[1,1,0,1]] X6
+390610 e 1 [1,0,1,-264159138,1652490135156] 1 1 [] X1
+390610 f 1 [1,0,1,-323794423,3845112613978] 1 1 [] X1
+390610 g 1 [1,-1,0,-4090,-668794] 1 1 [] X1
+390610 h 1 [1,-1,0,-134141359,-579202344787] 1 1 [] X1
+390610 i 1 [1,-1,1,-6243,-178269] 1 1 [] X1
+390610 j 1 [1,-1,1,-24513,1483281] 1 1 [] X1
+390610 k 1 [1,1,1,-932870871,11154456605293] 1 1 [] X1
+390610 l 1 [1,1,1,-137440,10167297] 1 1 [] X1
+390610 m 1 [1,1,1,-31934320,69332072145] 1 1 [] X1
+390610 n 1 [1,0,0,-31633096,-64950309824] 1 1 [] X1
+390610 o 1 [1,0,0,-515901,-132988195] 1 1 [] X1
+390611 a 1 [0,-1,1,64,-360] 1 1 [] X1
+390612 a 1 [0,-1,0,-693,6705] 1 1 [] X1
+390615 a 1 [0,1,1,-231,1406] 1 1 [] X1
+390615 b 1 [1,1,0,-248,4227] 1 1 [] X1
+390615 c 1 [1,1,0,-3917,-53856] 3 2 [[1,1,0,1]] X6
+390615 c 2 [1,1,0,-54542,-4923981] 3 2 [[1,1,0,1]] X6
+390615 d 1 [1,0,1,-408,-407] 3 2 [[1,1,0,1]] X6
+390615 d 2 [1,0,1,1617,-2837] 3 2 [[1,1,0,1]] X6
+390616 a 1 [0,1,0,15,-26701] 1 1 [] X1
+390618 a 1 [1,-1,1,-203,11355] 1 1 [] X1
+390620 a 1 [0,1,0,-3541,-429180] 1 1 [] X1
+390620 b 1 [0,1,0,-141,-980] 1 1 [] X1
+390621 a 1 [0,-1,1,4256,36912] 1 1 [] X1
+390621 b 1 [0,1,1,-6270,3392768] 1 1 [] X1
+390621 c 1 [0,1,1,-14410721920,-665851037496878] 1 1 [] X1
+390621 d 1 [1,1,1,-1663,-64276] 3 2 [[1,1,0,1]] X6
+390621 d 2 [1,1,1,-36148,-2657548] 3 2 [[1,1,0,1]] X6
+390621 e 1 [1,0,0,-1245,50256] 3 2 [[1,1,0,1]] X6
+390621 e 2 [1,0,0,-29460,1940661] 3 2 [[1,1,0,1]] X6
+390621 f 1 [1,0,0,115830,-23022549] 3 2 [[1,1,0,1]] X6
+390621 f 2 [1,0,0,-857385,-243942354] 3 2 [[1,1,0,1]] X6
+390621 g 1 [1,0,0,-1455558509,21365928943320] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390621 g 2 [1,0,0,-1690787914,13995674179979] 6 2 [] X8
+390621 g 3 [1,0,0,5637676341,102867960200364] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390621 g 4 [1,0,0,-12782922649,-546571975776610] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390621 h 1 [1,0,0,-20678,-1148637] 3 2 [[1,1,0,1]] X6
+390621 h 2 [1,0,0,-331043,-73339536] 3 2 [[1,1,0,1]] X6
+390621 i 1 [1,0,0,-112112,-10048185] 3 2 [[1,1,0,1]] X6
+390621 i 2 [1,0,0,304633,-67142250] 3 2 [[1,1,0,1]] X6
+390621 j 1 [0,-1,1,-26867,-1726918] 1 1 [] X1
+390621 k 1 [0,-1,1,-385,-4986] 1 1 [] X1
+390621 l 1 [0,-1,1,-809095,280391844] 1 1 [] X1
+390621 m 1 [0,-1,1,32185,3485390] 1 1 [] X1
+390621 n 1 [0,1,1,14413,12978005] 1 1 [] X1
+390621 n 2 [0,1,1,-129767,-351126958] 1 1 [] X1
+390621 o 1 [0,1,1,-32301673,75204714163] 1 1 [] X1
+390621 p 1 [0,1,1,4108741,-7377790831] 1 1 [] X1
+390621 q 1 [0,1,1,-1559,12978974] 1 1 [] X1
+390621 r 1 [1,1,0,-18991,-1015280] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390621 r 2 [1,1,0,-19036,-1010285] 6 2 [] X8
+390621 r 3 [1,1,0,-33721,743104] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390621 r 4 [1,1,0,-5071,-2443094] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390621 s 1 [1,1,0,-1085,11112] 3 2 [[1,1,0,1]] X6
+390621 s 2 [1,1,0,2030,66559] 3 2 [[1,1,0,1]] X6
+390621 t 1 [1,1,0,-58,-545] 3 2 [[1,1,0,1]] X6
+390621 t 2 [1,1,0,-1393,-20570] 3 2 [[1,1,0,1]] X6
+390621 u 1 [1,0,1,-105815,-13257295] 1 1 [] X1
+390621 v 1 [1,0,1,-111401,12183239] 3 2 [[1,1,0,1]] X6
+390621 v 2 [1,0,1,-1708066,859054355] 3 2 [[1,1,0,1]] X6
+390621 w 1 [1,0,1,-106,-241] 3 2 [[1,1,0,1]] X6
+390621 w 2 [1,0,1,-771,8005] 3 2 [[1,1,0,1]] X6
+390621 x 1 [0,-1,1,-272742,54530507] 1 1 [] X1
+390621 y 1 [0,-1,1,-1208535300,16651727425415] 1 1 [] X1
+390621 z 1 [0,1,1,11468,-637961] 1 1 [] X1
+390621 ba 1 [0,1,1,120316966,-24049743134695] 1 1 [] X1
+390624 a 1 [0,-1,0,-130,-464] 3 2 [[1,1,0,1]] X6
+390624 a 2 [0,-1,0,-520,4216] 3 2 [[1,1,0,1]] X6
+390624 b 1 [0,-1,0,-70530,-7186104] 3 2 [[1,1,0,1]] X6
+390624 b 2 [0,-1,0,-70545,-7182879] 3 2 [[1,1,0,1]] X6
+390624 c 1 [0,-1,0,-2834,57828] 3 2 [[1,1,0,1]] X6
+390624 c 2 [0,-1,0,-45089,3700209] 3 2 [[1,1,0,1]] X6
+390624 d 1 [0,-1,0,-5434,156004] 3 2 [[1,1,0,1]] X6
+390624 d 2 [0,-1,0,-5569,147985] 3 2 [[1,1,0,1]] X6
+390624 e 1 [0,-1,0,-78,0] 3 2 [[1,1,0,1]] X6
+390624 e 2 [0,-1,0,312,-312] 3 2 [[1,1,0,1]] X6
+390624 f 1 [0,-1,0,-378,-2592] 3 2 [[1,1,0,1]] X6
+390624 f 2 [0,-1,0,207,-10431] 3 2 [[1,1,0,1]] X6
+390624 g 1 [0,-1,0,-200,-72] 1 1 [] X1
+390624 h 1 [0,-1,0,-684522,218214648] 3 2 [[1,1,0,1]] X6
+390624 h 2 [0,-1,0,-684392,218301540] 3 2 [[1,1,0,1]] X6
+390624 i 1 [0,-1,0,-3242,-67932] 3 2 [[1,1,0,1]] X6
+390624 i 2 [0,-1,0,-7937,179025] 3 2 [[1,1,0,1]] X6
+390624 j 1 [0,-1,0,-134578626,450628937568] 3 2 [[1,1,0,1]] X6
+390624 j 2 [0,-1,0,-1999936536,34422527194488] 3 2 [[1,1,0,1]] X6
+390624 k 1 [0,1,0,-70530,7186104] 3 2 [[1,1,0,1]] X6
+390624 k 2 [0,1,0,-70545,7182879] 3 2 [[1,1,0,1]] X6
+390624 l 1 [0,1,0,-130,464] 3 2 [[1,1,0,1]] X6
+390624 l 2 [0,1,0,-520,-4216] 3 2 [[1,1,0,1]] X6
+390624 m 1 [0,1,0,-5434,-156004] 3 2 [[1,1,0,1]] X6
+390624 m 2 [0,1,0,-5569,-147985] 3 2 [[1,1,0,1]] X6
+390624 n 1 [0,1,0,-2834,-57828] 3 2 [[1,1,0,1]] X6
+390624 n 2 [0,1,0,-45089,-3700209] 3 2 [[1,1,0,1]] X6
+390624 o 1 [0,1,0,-378,2592] 3 2 [[1,1,0,1]] X6
+390624 o 2 [0,1,0,207,10431] 3 2 [[1,1,0,1]] X6
+390624 p 1 [0,1,0,-78,0] 3 2 [[1,1,0,1]] X6
+390624 p 2 [0,1,0,312,312] 3 2 [[1,1,0,1]] X6
+390624 q 1 [0,1,0,-200,72] 1 1 [] X1
+390624 r 1 [0,1,0,-3242,67932] 3 2 [[1,1,0,1]] X6
+390624 r 2 [0,1,0,-7937,-179025] 3 2 [[1,1,0,1]] X6
+390624 s 1 [0,1,0,-684522,-218214648] 3 2 [[1,1,0,1]] X6
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+390720 x 2 [0,-1,0,-1276001,536096001] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 x 3 [0,-1,0,-20220001,35002809601] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 x 4 [0,-1,0,-3303521,-1588339455] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 y 1 [0,-1,0,23499,-1148499] 1 1 [] X1
+390720 z 1 [0,-1,0,-2421,19845] 3 2 [[1,1,0,1]] X6
+390720 z 2 [0,-1,0,-20241,-1088559] 3 2 [[1,1,0,1]] X6
+390720 ba 1 [0,-1,0,-40771841,100198711041] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+390720 ba 2 [0,-1,0,-45456961,75743321665] 24 8 [[1,2,0,1],[7,0,0,1],[5,0,0,5],[1,0,0,3],[1,0,4,1]] X25e
+390720 ba 3 [0,-1,0,133623039,525126673665] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+390720 ba 4 [0,-1,0,-299498881,-1938859912319] 24 8 [[1,2,0,1],[5,0,0,5],[3,0,0,1],[5,0,0,3],[1,0,4,1]] X25g
+390720 ba 5 [0,-1,0,90830399,-6633818558015] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+390720 ba 6 [0,-1,0,-4754498881,-126182572912319] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+390720 bb 1 [0,-1,0,-3756,-83394] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 bb 2 [0,-1,0,-10601,314985] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 bb 3 [0,-1,0,-157121,24021921] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 bb 4 [0,-1,0,26399,1994785] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 bc 1 [0,-1,0,-1784661,-908506539] 3 2 [[1,1,0,1]] X6
+390720 bc 2 [0,-1,0,-3228081,771923025] 3 2 [[1,1,0,1]] X6
+390720 bd 1 [0,-1,0,-18056,937950] 3 2 [[1,1,0,1]] X6
+390720 bd 2 [0,-1,0,-11401,1631401] 3 2 [[1,1,0,1]] X6
+390720 be 1 [0,-1,0,-2509836,1531276290] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 be 2 [0,-1,0,-2509881,1531218681] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 be 3 [0,-1,0,-2345601,1740149985] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 be 4 [0,-1,0,-2674881,1318599681] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 bf 1 [0,-1,0,-1156,9250] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 bf 2 [0,-1,0,-16281,804825] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 bf 3 [0,-1,0,-260481,51256545] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 bf 4 [0,-1,0,-14081,1027905] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 bg 1 [0,-1,0,-2901,197901] 1 1 [] X1
+390720 bh 1 [0,-1,0,-31681,-922175] 1 1 [] X1
+390720 bi 1 [0,-1,0,-3623521,-1116268799] 1 1 [] X1
+390720 bj 1 [0,-1,0,-1761,-27039] 1 1 [] X1
+390720 bk 1 [0,-1,0,-1562881,1749031681] 1 1 [] X1
+390720 bl 1 [0,-1,0,2404,-70854] 1 1 [] X1
+390720 bm 1 [0,-1,0,-2421,-3187755] 3 2 [[1,1,0,1]] X6
+390720 bm 2 [0,-1,0,-339921,-75210255] 3 2 [[1,1,0,1]] X6
+390720 bn 1 [0,-1,0,-54561,-4882239] 3 2 [[1,1,0,1]] X6
+390720 bn 2 [0,-1,0,-40481,-7475775] 3 2 [[1,1,0,1]] X6
+390720 bo 1 [0,-1,0,-1156,-14750] 1 1 [] X1
+390720 bp 1 [0,-1,0,-1172641,488368705] 3 2 [[1,1,0,1]] X6
+390720 bp 2 [0,-1,0,-793761,808976961] 3 2 [[1,1,0,1]] X6
+390720 bq 1 [0,-1,0,-9696,271746] 3 2 [[1,1,0,1]] X6
+390720 bq 2 [0,-1,0,24679,1736121] 3 2 [[1,1,0,1]] X6
+390720 br 1 [0,-1,0,-33296,-2327430] 3 2 [[1,1,0,1]] X6
+390720 br 2 [0,-1,0,-33241,-2335559] 3 2 [[1,1,0,1]] X6
+390720 bs 1 [0,-1,0,-926661,399956661] 3 2 [[1,1,0,1]] X6
+390720 bs 2 [0,-1,0,-15492081,23474495025] 3 2 [[1,1,0,1]] X6
+390720 bt 1 [0,-1,0,-3256,-65150] 3 2 [[1,1,0,1]] X6
+390720 bt 2 [0,-1,0,3399,-303399] 3 2 [[1,1,0,1]] X6
+390720 bu 1 [0,-1,0,-8376961,-8705811839] 1 1 [] X1
+390720 bu 2 [0,-1,0,-5137820161,-141746131253759] 1 1 [] X1
+390720 bv 1 [0,-1,0,-31361,2146785] 1 1 [] X1
+390720 bw 1 [0,-1,0,-29381,-1911819] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+390720 bw 2 [0,-1,0,-7601,-4704015] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+390720 bx 1 [0,-1,0,-59936,-5627874] 3 2 [[1,1,0,1]] X6
+390720 bx 2 [0,-1,0,-59881,-5638775] 3 2 [[1,1,0,1]] X6
+390720 by 1 [0,-1,0,1161779,956701021] 3 2 [[1,1,0,1]] X6
+390720 by 2 [0,-1,0,-10400721,10986013521] 3 2 [[1,1,0,1]] X6
+390720 bz 1 [0,-1,0,-1101,-12915] 3 2 [[1,1,0,1]] X6
+390720 bz 2 [0,-1,0,879,-56079] 3 2 [[1,1,0,1]] X6
+390720 ca 1 [0,-1,0,-8193985,9030713857] 1 1 [] X1
+390720 cb 1 [0,-1,0,-1185,-13023] 1 1 [] X1
+390720 cc 1 [0,-1,0,154795,14848197] 3 2 [[1,1,0,1]] X6
+390720 cc 2 [0,-1,0,-744305,130112817] 3 2 [[1,1,0,1]] X6
+390720 cd 1 [0,-1,0,-1985,1812417] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 cd 2 [0,-1,0,-235265,43476225] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 cd 3 [0,-1,0,-3751745,2798286657] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 cd 4 [0,-1,0,-451265,-48582975] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 ce 1 [0,-1,0,-825,-8973] 1 1 [] X1
+390720 cf 1 [0,-1,0,-45,42525] 3 2 [[1,1,0,1]] X6
+390720 cf 2 [0,-1,0,-18545,963825] 3 2 [[1,1,0,1]] X6
+390720 cg 1 [0,-1,0,55,-33] 1 1 [] X1
+390720 ch 1 [0,-1,0,-76865,7204065] 1 1 [] X1
+390720 ci 1 [0,-1,0,-94729675265,1354790903419137] 1 1 [] X1
+390720 cj 1 [0,-1,0,-225,1185] 1 1 [] X1
+390720 ck 1 [0,-1,0,-60445665,-160052823423] 1 1 [] X1
+390720 cl 1 [0,-1,0,-4005,-100035] 1 1 [] X1
+390720 cm 1 [0,-1,0,-21185,-551583] 3 2 [[1,1,0,1]] X6
+390720 cm 2 [0,-1,0,73535,-4207775] 3 2 [[1,1,0,1]] X6
+390720 cn 1 [0,-1,0,300,6930] 1 1 [] X1
+390720 co 1 [0,-1,0,-2465,79905] 1 1 [] X1
+390720 cp 1 [0,-1,0,1915,-82275] 1 1 [] X1
+390720 cq 1 [0,-1,0,-9505,357697] 3 2 [[1,1,0,1]] X6
+390720 cq 2 [0,-1,0,-3585,792225] 3 2 [[1,1,0,1]] X6
+390720 cr 1 [0,-1,0,-2053485,-1131938883] 3 2 [[1,1,0,1]] X6
+390720 cr 2 [0,-1,0,-2053265,-1132193775] 3 2 [[1,1,0,1]] X6
+390720 cs 1 [0,-1,0,-100405,-12212243] 1 1 [] X1
+390720 ct 1 [0,-1,0,-4860453665,-130424121822303] 1 1 [] X1
+390720 cu 1 [0,-1,0,47295,11119275] 1 1 [] X1
+390720 cv 1 [0,-1,0,-35585,2595585] 1 1 [] X1
+390720 cv 2 [0,-1,0,-60545,-1462143] 1 1 [] X1
+390720 cw 1 [0,-1,0,-2495725,-1520361875] 3 2 [[1,1,0,1]] X6
+390720 cw 2 [0,-1,0,-39958225,-97207079375] 3 2 [[1,1,0,1]] X6
+390720 cx 1 [0,-1,0,-11085,452925] 3 2 [[1,1,0,1]] X6
+390720 cx 2 [0,-1,0,-10865,471537] 3 2 [[1,1,0,1]] X6
+390720 cy 1 [0,-1,0,-440,462] 3 2 [[1,1,0,1]] X6
+390720 cy 2 [0,-1,0,-5065,140137] 3 2 [[1,1,0,1]] X6
+390720 cz 1 [0,-1,0,4575,-1781823] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 cz 2 [0,-1,0,-195425,-32141823] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 cz 3 [0,-1,0,-491425,88685377] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 cz 4 [0,-1,0,-3099425,-2099209023] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 da 1 [0,-1,0,-9505,-331583] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390720 da 2 [0,-1,0,-29985,1605825] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390720 da 3 [0,-1,0,-452385,117258945] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390720 da 4 [0,-1,0,64735,9619137] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390720 db 1 [0,-1,0,-56705,-1866975] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 db 2 [0,-1,0,-494785,132798817] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 db 3 [0,-1,0,-7894785,8540678817] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 db 4 [0,-1,0,-104065,336520225] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 dc 1 [0,-1,0,-45045,3695277] 1 1 [] X1
+390720 dd 1 [0,-1,0,-1058760,379386342] 3 2 [[1,1,0,1]] X6
+390720 dd 2 [0,-1,0,-3949385,-2608941783] 3 2 [[1,1,0,1]] X6
+390720 de 1 [0,-1,0,-17205,668997] 3 2 [[1,1,0,1]] X6
+390720 de 2 [0,-1,0,-256785,50166225] 3 2 [[1,1,0,1]] X6
+390720 df 1 [0,-1,0,-1941780065,-32882011499775] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 df 2 [0,-1,0,-2576168545,-9559734054143] 6 2 [] X8
+390720 df 3 [0,-1,0,-25398384225,1549256934650625] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 df 4 [0,-1,0,10095831455,-75760796454143] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 dg 1 [0,-1,0,-203585,35424225] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390720 dg 2 [0,-1,0,-204865,34957537] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390720 dg 3 [0,-1,0,35135,111709537] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390720 dg 4 [0,-1,0,-465345,-71682975] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390720 dh 1 [0,-1,0,0,-30] 1 1 [] X1
+390720 di 1 [0,-1,0,-219780,39731310] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390720 di 2 [0,-1,0,-219785,39729417] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390720 di 3 [0,-1,0,-203585,45817377] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390720 di 4 [0,-1,0,-236065,33520225] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390720 dj 1 [0,-1,0,-780,-8058] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 dj 2 [0,-1,0,-1385,6825] 6 2 [] X8
+390720 dj 3 [0,-1,0,-17665,908737] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 dj 4 [0,-1,0,5215,47745] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 dk 1 [0,-1,0,-6082785,-1976867775] 1 1 [] X1
+390720 dl 1 [0,-1,0,-445,3775] 1 1 [] X1
+390720 dm 1 [0,-1,0,-586465,-151016063] 3 2 [[1,1,0,1]] X6
+390720 dm 2 [0,-1,0,929055,-803598975] 3 2 [[1,1,0,1]] X6
+390720 dn 1 [0,-1,0,-1985,32865] 3 2 [[1,1,0,1]] X6
+390720 dn 2 [0,-1,0,1535,133537] 3 2 [[1,1,0,1]] X6
+390720 do 1 [0,-1,0,-155025045,-10975043030643] 1 1 [] X1
+390720 dp 1 [0,-1,0,-16225,597985] 3 2 [[1,1,0,1]] X6
+390720 dp 2 [0,-1,0,40095,3785697] 3 2 [[1,1,0,1]] X6
+390720 dq 1 [0,-1,0,-965,-27675] 3 2 [[1,1,0,1]] X6
+390720 dq 2 [0,-1,0,-20945,-1158543] 3 2 [[1,1,0,1]] X6
+390720 dr 1 [0,-1,0,-5933025,5570167905] 1 1 [] X1
+390720 dr 2 [0,-1,0,7813215,25711094817] 1 1 [] X1
+390720 ds 1 [0,-1,0,-154687105,740558757025] 3 2 [[1,1,0,1]] X6
+390720 ds 2 [0,-1,0,-154681185,740618268417] 3 2 [[1,1,0,1]] X6
+390720 dt 1 [0,-1,0,-445,-93443] 3 2 [[1,1,0,1]] X6
+390720 dt 2 [0,-1,0,-33745,-2351183] 3 2 [[1,1,0,1]] X6
+390720 du 1 [0,-1,0,-212385,37265217] 1 1 [] X1
+390720 dv 1 [0,-1,0,262395,296178525] 1 1 [] X1
+390720 dw 1 [0,-1,0,-2184385,-1241882783] 1 1 [] X1
+390720 dx 1 [0,-1,0,-725,8277] 3 2 [[1,1,0,1]] X6
+390720 dx 2 [0,-1,0,-11825,498897] 3 2 [[1,1,0,1]] X6
+390720 dy 1 [0,-1,0,-2740,56110] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+390720 dy 2 [0,-1,0,-3145,38857] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390720 dy 3 [0,-1,0,10175,270625] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390720 dy 4 [0,-1,0,-22945,-1303583] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390720 dz 1 [0,-1,0,-684485,218212725] 3 2 [[1,1,0,1]] X6
+390720 dz 2 [0,-1,0,-10951985,13954074225] 3 2 [[1,1,0,1]] X6
+390720 ea 1 [0,-1,0,-3642145,3541509025] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 ea 2 [0,-1,0,-63361825,194130895777] 6 2 [] X8
+390720 ea 3 [0,-1,0,-1013761825,12424068175777] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 ea 4 [0,-1,0,-68476705,160958853025] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 eb 1 [0,1,0,-29381,1911819] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+390720 eb 2 [0,1,0,-7601,4704015] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+390720 ec 1 [0,1,0,-59936,5627874] 3 2 [[1,1,0,1]] X6
+390720 ec 2 [0,1,0,-59881,5638775] 3 2 [[1,1,0,1]] X6
+390720 ed 1 [0,1,0,-1101,12915] 3 2 [[1,1,0,1]] X6
+390720 ed 2 [0,1,0,879,56079] 3 2 [[1,1,0,1]] X6
+390720 ee 1 [0,1,0,1161779,-956701021] 3 2 [[1,1,0,1]] X6
+390720 ee 2 [0,1,0,-10400721,-10986013521] 3 2 [[1,1,0,1]] X6
+390720 ef 1 [0,1,0,-31361,-2146785] 1 1 [] X1
+390720 eg 1 [0,1,0,-8376961,8705811839] 1 1 [] X1
+390720 eg 2 [0,1,0,-5137820161,141746131253759] 1 1 [] X1
+390720 eh 1 [0,1,0,-9696,-271746] 3 2 [[1,1,0,1]] X6
+390720 eh 2 [0,1,0,24679,-1736121] 3 2 [[1,1,0,1]] X6
+390720 ei 1 [0,1,0,-926661,-399956661] 3 2 [[1,1,0,1]] X6
+390720 ei 2 [0,1,0,-15492081,-23474495025] 3 2 [[1,1,0,1]] X6
+390720 ej 1 [0,1,0,-33296,2327430] 3 2 [[1,1,0,1]] X6
+390720 ej 2 [0,1,0,-33241,2335559] 3 2 [[1,1,0,1]] X6
+390720 ek 1 [0,1,0,-3256,65150] 3 2 [[1,1,0,1]] X6
+390720 ek 2 [0,1,0,3399,303399] 3 2 [[1,1,0,1]] X6
+390720 el 1 [0,1,0,-1562881,-1749031681] 1 1 [] X1
+390720 em 1 [0,1,0,2404,70854] 1 1 [] X1
+390720 en 1 [0,1,0,-2421,3187755] 3 2 [[1,1,0,1]] X6
+390720 en 2 [0,1,0,-339921,75210255] 3 2 [[1,1,0,1]] X6
+390720 eo 1 [0,1,0,-54561,4882239] 3 2 [[1,1,0,1]] X6
+390720 eo 2 [0,1,0,-40481,7475775] 3 2 [[1,1,0,1]] X6
+390720 ep 1 [0,1,0,-1156,14750] 1 1 [] X1
+390720 eq 1 [0,1,0,-1172641,-488368705] 3 2 [[1,1,0,1]] X6
+390720 eq 2 [0,1,0,-793761,-808976961] 3 2 [[1,1,0,1]] X6
+390720 er 1 [0,1,0,-31681,922175] 1 1 [] X1
+390720 es 1 [0,1,0,-3623521,1116268799] 1 1 [] X1
+390720 et 1 [0,1,0,-1761,27039] 1 1 [] X1
+390720 eu 1 [0,1,0,-2901,-197901] 1 1 [] X1
+390720 ev 1 [0,1,0,-1784661,908506539] 3 2 [[1,1,0,1]] X6
+390720 ev 2 [0,1,0,-3228081,-771923025] 3 2 [[1,1,0,1]] X6
+390720 ew 1 [0,1,0,-18056,-937950] 3 2 [[1,1,0,1]] X6
+390720 ew 2 [0,1,0,-11401,-1631401] 3 2 [[1,1,0,1]] X6
+390720 ex 1 [0,1,0,-2509836,-1531276290] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 ex 2 [0,1,0,-2509881,-1531218681] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 ex 3 [0,1,0,-2674881,-1318599681] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 ex 4 [0,1,0,-2345601,-1740149985] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 ey 1 [0,1,0,-1156,-9250] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 ey 2 [0,1,0,-16281,-804825] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 ey 3 [0,1,0,-14081,-1027905] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 ey 4 [0,1,0,-260481,-51256545] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 ez 1 [0,1,0,34719,-30420225] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 ez 2 [0,1,0,-1276001,-536096001] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 ez 3 [0,1,0,-3303521,1588339455] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 ez 4 [0,1,0,-20220001,-35002809601] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 fa 1 [0,1,0,23499,1148499] 1 1 [] X1
+390720 fb 1 [0,1,0,-2421,-19845] 3 2 [[1,1,0,1]] X6
+390720 fb 2 [0,1,0,-20241,1088559] 3 2 [[1,1,0,1]] X6
+390720 fc 1 [0,1,0,-40771841,-100198711041] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+390720 fc 2 [0,1,0,-45456961,-75743321665] 24 8 [[1,2,0,1],[5,0,0,5],[3,0,0,1],[5,0,0,3],[1,0,4,1]] X25g
+390720 fc 3 [0,1,0,-299498881,1938859912319] 24 8 [[1,2,0,1],[7,0,0,1],[5,0,0,5],[1,0,0,3],[1,0,4,1]] X25e
+390720 fc 4 [0,1,0,133623039,-525126673665] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+390720 fc 5 [0,1,0,-4754498881,126182572912319] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+390720 fc 6 [0,1,0,90830399,6633818558015] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+390720 fd 1 [0,1,0,-3756,83394] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 fd 2 [0,1,0,-10601,-314985] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 fd 3 [0,1,0,26399,-1994785] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 fd 4 [0,1,0,-157121,-24021921] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 fe 1 [0,1,0,-52321,4574975] 1 1 [] X1
+390720 ff 1 [0,1,0,-35461,18820835] 1 1 [] X1
+390720 fg 1 [0,1,0,-12321,-6953121] 1 1 [] X1
+390720 fh 1 [0,1,0,-172721,-27522225] 3 2 [[1,1,0,1]] X6
+390720 fh 2 [0,1,0,-66241,-60978241] 3 2 [[1,1,0,1]] X6
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+390720 fj 1 [0,1,0,-1001,11415] 3 2 [[1,1,0,1]] X6
+390720 fj 2 [0,1,0,479,43679] 3 2 [[1,1,0,1]] X6
+390720 fk 1 [0,1,0,479,6719] 1 1 [] X1
+390720 fl 1 [0,1,0,219,2619] 3 2 [[1,1,0,1]] X6
+390720 fl 2 [0,1,0,-2001,28815] 3 2 [[1,1,0,1]] X6
+390720 fm 1 [0,1,0,-1687201,-248107201] 3 2 [[1,1,0,1]] X6
+390720 fm 2 [0,1,0,6417279,-1932218145] 3 2 [[1,1,0,1]] X6
+390720 fn 1 [0,1,0,-179761,-29395345] 3 2 [[1,1,0,1]] X6
+390720 fn 2 [0,1,0,-178881,-29696481] 3 2 [[1,1,0,1]] X6
+390720 fo 1 [0,1,0,-798721,-271151521] 1 1 [] X1
+390720 fp 1 [0,1,0,-19041,33759] 1 1 [] X1
+390720 fq 1 [0,1,0,39837419,-150156483661] 1 1 [] X1
+390720 fr 1 [0,1,0,1822019,23688275] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 fr 2 [0,1,0,-7290481,182245775] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 fr 3 [0,1,0,-81216481,280908838175] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 fr 4 [0,1,0,-79164481,-270250866625] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 fs 1 [0,1,0,-2461,-33661] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 fs 2 [0,1,0,-14961,673839] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 fs 3 [0,1,0,-236961,44319039] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 fs 4 [0,1,0,7039,2508639] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 ft 1 [0,1,0,-241,-7441] 1 1 [] X1
+390720 ft 2 [0,1,0,2159,192719] 1 1 [] X1
+390720 fu 1 [0,1,0,-2981,142659] 1 1 [] X1
+390720 fv 1 [0,1,0,-34941,-5358141] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 fv 2 [0,1,0,-719441,-234939441] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 fv 3 [0,1,0,-882241,-120881761] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 fv 4 [0,1,0,-11508641,-15031248321] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 fw 1 [0,1,0,-921841,-363995665] 1 1 [] X1
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+390720 fx 2 [0,1,0,-18041,903495] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 fx 3 [0,1,0,4159,3003615] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 fx 4 [0,1,0,-42241,-2063425] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 fy 1 [0,1,0,-4801,-41665] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+390720 fy 2 [0,1,0,-43521,3450879] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 fy 3 [0,1,0,-694721,222644799] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+390720 fy 4 [0,1,0,-11841,8399295] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+390720 fz 1 [0,1,0,-14816,-734130] 1 1 [] X1
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+390720 gb 1 [0,1,0,-725,-8277] 3 2 [[1,1,0,1]] X6
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+390720 gc 2 [0,1,0,-3145,-38857] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390720 gc 3 [0,1,0,-22945,1303583] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390720 gc 4 [0,1,0,10175,-270625] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390720 gd 1 [0,1,0,-684485,-218212725] 3 2 [[1,1,0,1]] X6
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+390720 ge 2 [0,1,0,-63361825,-194130895777] 6 2 [] X8
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+390720 ge 4 [0,1,0,-1013761825,-12424068175777] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 gf 1 [0,1,0,262395,-296178525] 1 1 [] X1
+390720 gg 1 [0,1,0,-2184385,1241882783] 1 1 [] X1
+390720 gh 1 [0,1,0,-212385,-37265217] 1 1 [] X1
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+390720 gk 1 [0,1,0,-5933025,-5570167905] 1 1 [] X1
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+390720 gl 1 [0,1,0,-154687105,-740558757025] 3 2 [[1,1,0,1]] X6
+390720 gl 2 [0,1,0,-154681185,-740618268417] 3 2 [[1,1,0,1]] X6
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+390720 gn 1 [0,1,0,-586465,151016063] 3 2 [[1,1,0,1]] X6
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+390720 gp 1 [0,1,0,-155025045,10975043030643] 1 1 [] X1
+390720 gq 1 [0,1,0,-445,-3775] 1 1 [] X1
+390720 gr 1 [0,1,0,-6082785,1976867775] 1 1 [] X1
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+390720 gt 2 [0,1,0,-3949385,2608941783] 3 2 [[1,1,0,1]] X6
+390720 gu 1 [0,1,0,-17205,-668997] 3 2 [[1,1,0,1]] X6
+390720 gu 2 [0,1,0,-256785,-50166225] 3 2 [[1,1,0,1]] X6
+390720 gv 1 [0,1,0,-1941780065,32882011499775] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 gv 2 [0,1,0,-2576168545,9559734054143] 6 2 [] X8
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+390720 gv 4 [0,1,0,-25398384225,-1549256934650625] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+390720 gw 1 [0,1,0,-203585,-35424225] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
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+390720 gx 1 [0,1,0,0,30] 1 1 [] X1
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+390720 gy 2 [0,1,0,-219785,-39729417] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+390720 gy 3 [0,1,0,-236065,-33520225] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+390720 gy 4 [0,1,0,-203585,-45817377] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+390720 gz 1 [0,1,0,-780,8058] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+390720 gz 4 [0,1,0,-17665,-908737] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+390720 hd 2 [0,1,0,-195425,32141823] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+390720 hd 3 [0,1,0,-3099425,2099209023] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
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+390720 hg 1 [0,1,0,-100405,12212243] 1 1 [] X1
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+390720 hu 1 [0,1,0,-94729675265,-1354790903419137] 1 1 [] X1
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+391040 l 1 [0,-1,0,17815,-41100775] 1 1 [] X1
+391042 a 1 [1,-1,1,-14743,-685305] 1 1 [] X1
+391042 b 1 [1,-1,1,-36,85] 1 1 [] X1
+391044 a 1 [0,1,0,-10853,-440040] 3 2 [[1,1,0,1]] X6
+391044 a 2 [0,1,0,-173788,-27943468] 3 2 [[1,1,0,1]] X6
+391048 a 1 [0,0,0,-19,-117] 1 1 [] X1
+391050 a 1 [1,-1,0,6908508,-12276465584] 1 1 [] X1
+391050 b 1 [1,-1,0,-102267,-13960859] 3 2 [[1,1,0,1]] X6
+391050 b 2 [1,-1,0,-1686267,-842392859] 3 2 [[1,1,0,1]] X6
+391050 c 1 [1,-1,0,-18567,-934659] 3 2 [[1,1,0,1]] X6
+391050 c 2 [1,-1,0,8433,-3445659] 3 2 [[1,1,0,1]] X6
+391050 d 1 [1,-1,0,157271474133,461998460143857541] 1 1 [] X1
+391050 e 1 [1,-1,0,33,-1309] 1 1 [] X1
+391050 f 1 [1,-1,0,-4121127,-3375234819] 1 1 [] X1
+391050 g 1 [1,-1,0,-618342,-181137484] 1 1 [] X1
+391050 h 1 [1,-1,0,-2232,-1054724] 1 1 [] X1
+391050 i 1 [1,-1,0,5958,262116] 3 2 [[1,1,0,1]] X6
+391050 i 2 [1,-1,0,-43542,2786616] 3 2 [[1,1,0,1]] X6
+391050 j 1 [1,-1,0,55458,-3301884] 1 1 [] X1
+391050 k 1 [1,-1,0,-106467,-13342059] 3 2 [[1,1,0,1]] X6
+391050 k 2 [1,-1,0,-94467,-16474059] 3 2 [[1,1,0,1]] X6
+391050 l 1 [1,-1,0,-178317,53456341] 1 1 [] X1
+391050 m 1 [1,-1,0,45333,-11147009] 1 1 [] X1
+391050 n 1 [1,-1,0,-417,4491] 1 1 [] X1
+391050 o 1 [1,-1,0,14915133,25712643541] 1 1 [] X1
+391050 p 1 [1,-1,0,-117,641] 1 1 [] X1
+391050 q 1 [1,-1,0,-1737,33561] 1 1 [] X1
+391050 r 1 [1,-1,0,84933,-4093659] 1 1 [] X1
+391050 s 1 [1,-1,0,-347583867,-2619658090459] 1 1 [] X1
+391050 t 1 [1,-1,0,-1692,-130784] 1 1 [] X1
+391050 u 1 [1,-1,0,67683,10142341] 1 1 [] X1
+391050 u 2 [1,-1,0,-643317,-372770659] 1 1 [] X1
+391050 v 1 [1,-1,0,136578,55430036] 1 1 [] X1
+391050 w 1 [1,-1,0,-3423042,-2436771884] 1 1 [] X1
+391050 w 2 [1,-1,0,-2346417,-3995836259] 1 1 [] X1
+391050 x 1 [1,-1,0,-1726542,-1355493884] 3 2 [[1,1,0,1]] X6
+391050 x 2 [1,-1,0,-31674042,-68587631384] 3 2 [[1,1,0,1]] X6
+391050 x 3 [1,-1,0,14200083,21947608741] 3 2 [[1,1,0,1]] X6
+391050 x 4 [1,-1,0,-84799917,211334608741] 3 2 [[1,1,0,1]] X6
+391050 y 1 [1,-1,0,-75537,-3375779] 3 2 [[1,1,0,1]] X6
+391050 y 2 [1,-1,0,270063,-25839779] 3 2 [[1,1,0,1]] X6
+391050 z 1 [1,-1,0,-34902,-31937004] 1 1 [] X1
+391050 z 2 [1,-1,0,-5371992,5746527666] 1 1 [] X1
+391050 ba 1 [1,-1,0,-2682117,-1894617459] 1 1 [] X1
+391050 bb 1 [1,-1,0,-3942,103216] 1 1 [] X1
+391050 bc 1 [1,-1,0,693,130801] 3 2 [[1,1,0,1]] X6
+391050 bc 2 [1,-1,0,-34857,2441551] 3 2 [[1,1,0,1]] X6
+391050 bd 1 [1,-1,0,-2209992,1265028416] 1 1 [] X1
+391050 be 1 [1,-1,0,-117,-169209] 1 1 [] X1
+391050 bf 1 [1,-1,0,-4268219292,-275902840304384] 3 2 [[1,1,0,1]] X6
+391050 bf 2 [1,-1,0,-94859406792,-11231729282991884] 3 2 [[1,1,0,1]] X6
+391050 bg 1 [1,-1,0,-87417,11265241] 3 2 [[1,1,0,1]] X6
+391050 bg 2 [1,-1,0,-1448667,671471491] 3 2 [[1,1,0,1]] X6
+391050 bh 1 [1,-1,0,452133,-158274459] 3 2 [[1,1,0,1]] X6
+391050 bh 2 [1,-1,0,-3102867,-1619379459] 3 2 [[1,1,0,1]] X6
+391050 bi 1 [1,-1,0,-266292,53793616] 1 1 [] X1
+391050 bj 1 [1,-1,0,-174492,41006416] 1 1 [] X1
+391050 bk 1 [1,-1,0,-733242,241868916] 1 1 [] X1
+391050 bk 2 [1,-1,0,7383,700414541] 1 1 [] X1
+391050 bl 1 [1,-1,0,-5028342,4326451316] 1 1 [] X1
+391050 bm 1 [1,-1,0,-47362567317,-3967342279595659] 1 1 [] X1
+391050 bn 1 [1,-1,0,-27642,1801396] 1 1 [] X1
+391050 bo 1 [1,-1,0,12202758,68802138666] 1 1 [] X1
+391050 bp 1 [1,-1,0,-68067,-6839159] 1 1 [] X1
+391050 bq 1 [1,-1,0,228708,-5502384] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 bq 2 [1,-1,0,-923292,-43518384] 6 2 [] X8
+391050 bq 3 [1,-1,0,-9455292,11141933616] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 bq 4 [1,-1,0,-10823292,-13675818384] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 br 1 [1,-1,0,-23255913492,-1365043376737584] 1 1 [] X1
+391050 bs 1 [1,-1,0,-672417,212397741] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 bs 2 [1,-1,0,-676917,209414241] 6 2 [] X8
+391050 bs 3 [1,-1,0,139833,682312491] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 bs 4 [1,-1,0,-1565667,-454482009] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 bt 1 [1,-1,0,-63567,-192659] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 bt 2 [1,-1,0,-711567,-230232659] 6 2 [] X8
+391050 bt 3 [1,-1,0,-414567,-424173659] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 bt 4 [1,-1,0,-11376567,-14766627659] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 bu 1 [1,-1,0,-710947167,7401279281741] 1 1 [] X1
+391050 bv 1 [1,-1,0,-7436367,-7803405459] 1 1 [] X1
+391050 bw 1 [1,-1,0,37008,-2359584] 1 1 [] X1
+391050 bx 1 [1,-1,0,-1668942,-867546284] 1 1 [] X1
+391050 bx 2 [1,-1,0,8911683,-1765785659] 1 1 [] X1
+391050 by 1 [1,-1,0,17938008,-2786653584] 1 1 [] X1
+391050 bz 1 [1,-1,0,-6219492,-6054833584] 1 1 [] X1
+391050 ca 1 [1,-1,0,-122742,21516916] 1 1 [] X1
+391050 cb 1 [1,-1,0,130383,16640041] 1 1 [] X1
+391050 cc 1 [1,-1,0,33,-207539] 1 1 [] X1
+391050 cc 2 [1,-1,0,-263967,-52138099] 1 1 [] X1
+391050 cd 1 [1,-1,0,-51192,20817216] 3 2 [[1,1,0,1]] X6
+391050 cd 2 [1,-1,0,-1491192,699057216] 3 2 [[1,1,0,1]] X6
+391050 ce 1 [1,-1,0,-14933367,-32595287459] 1 1 [] X1
+391050 cf 1 [1,-1,0,-229167,-57330259] 3 2 [[1,1,0,1]] X6
+391050 cf 2 [1,-1,0,-4021167,-3102306259] 3 2 [[1,1,0,1]] X6
+391050 cg 1 [1,-1,0,26433,275341] 1 1 [] X1
+391050 ch 1 [1,-1,0,1008,-111834] 1 1 [] X1
+391050 ci 1 [1,-1,0,1773,-38219] 1 1 [] X1
+391050 cj 1 [1,-1,0,-9822,-372204] 1 1 [] X1
+391050 ck 1 [1,-1,0,-16892667,26745648741] 3 2 [[1,1,0,1]] X6
+391050 ck 2 [1,-1,0,-270332667,1710854448741] 3 2 [[1,1,0,1]] X6
+391050 cl 1 [1,-1,0,-18117,-4428459] 1 1 [] X1
+391050 cl 2 [1,-1,0,161883,114911541] 1 1 [] X1
+391050 cm 1 [1,-1,0,-21867,1231541] 3 2 [[1,1,0,1]] X6
+391050 cm 2 [1,-1,0,-44367,-1715959] 3 2 [[1,1,0,1]] X6
+391050 cn 1 [1,-1,0,-2718162,1725568596] 1 1 [] X1
+391050 co 1 [1,-1,0,379383,-256873459] 1 1 [] X1
+391050 cp 1 [1,-1,0,36579258,37848228916] 1 1 [] X1
+391050 cq 1 [1,-1,0,-34691877,78657057301] 1 1 [] X1
+391050 cr 1 [1,-1,0,-339192,-76247784] 1 1 [] X1
+391050 cs 1 [1,-1,0,-1544817,776606941] 1 1 [] X1
+391050 ct 1 [1,-1,0,1008,-5184] 1 1 [] X1
+391050 cu 1 [1,-1,0,-26367,-2057959] 1 1 [] X1
+391050 cv 1 [1,-1,0,-71465742,245755608916] 1 1 [] X1
+391050 cw 1 [1,-1,0,-3267,-32859] 1 1 [] X1
+391050 cx 1 [1,-1,0,-226467,-42116459] 1 1 [] X1
+391050 cy 1 [1,-1,0,-692648667,7037269768741] 1 1 [] X1
+391050 cy 2 [1,-1,0,-56150382042,5121278304728116] 1 1 [] X1
+391050 cz 1 [1,-1,0,-330417,100995741] 1 1 [] X1
+391050 da 1 [1,-1,0,-2160792,2619380416] 1 1 [] X1
+391050 db 1 [1,-1,0,-4601817,-3798264659] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 db 2 [1,-1,0,-4889817,-3295704659] 6 2 [] X8
+391050 db 3 [1,-1,0,-25139817,45648545341] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 db 4 [1,-1,0,10752183,-20079570659] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 dc 1 [1,-1,0,-239067,32464341] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 dc 2 [1,-1,0,-3519567,2542046841] 6 2 [] X8
+391050 dc 3 [1,-1,0,-56311317,162659424591] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 dc 4 [1,-1,0,-3215817,2998583091] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 dd 1 [1,-1,0,-87867,1605541] 1 1 [] X1
+391050 de 1 [1,-1,0,2372583,-1282962259] 1 1 [] X1
+391050 df 1 [1,-1,0,-1717617,839744541] 1 1 [] X1
+391050 dg 1 [1,-1,0,-10886292,-12158126384] 3 2 [[1,1,0,1]] X6
+391050 dg 2 [1,-1,0,16761708,-63887534384] 3 2 [[1,1,0,1]] X6
+391050 dh 1 [1,-1,0,-454617,-120564959] 1 1 [] X1
+391050 di 1 [1,-1,1,-18185,-960883] 1 1 [] X1
+391050 dj 1 [1,-1,1,-958205,361193797] 3 2 [[1,1,0,1]] X6
+391050 dj 2 [1,-1,1,-850205,445649797] 3 2 [[1,1,0,1]] X6
+391050 dk 1 [1,-1,1,-7259630,7531807997] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391050 dk 2 [1,-1,1,-116159630,481900207997] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391050 dl 1 [1,-1,1,-33058406255,-2241089127631753] 3 2 [[1,1,0,1]] X6
+391050 dl 2 [1,-1,1,12291225745,-7918409557711753] 3 2 [[1,1,0,1]] X6
+391050 dm 1 [1,-1,1,-5661680,-5270219053] 1 1 [] X1
+391050 dn 1 [1,-1,1,-3755,-117503] 1 1 [] X1
+391050 do 1 [1,-1,1,-68705,6731697] 1 1 [] X1
+391050 dp 1 [1,-1,1,295,35047] 1 1 [] X1
+391050 dq 1 [1,-1,1,-3515,13547] 1 1 [] X1
+391050 dr 1 [1,-1,1,-199638005,1085757641997] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 dr 2 [1,-1,1,-199926005,1082468105997] 6 2 [] X8
+391050 dr 3 [1,-1,1,-84744005,2320674605997] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 dr 4 [1,-1,1,-319716005,-366272154003] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 ds 1 [1,-1,1,-54019805,327368532197] 1 1 [] X1
+391050 dt 1 [1,-1,1,-38620430,97037247197] 1 1 [] X1
+391050 du 1 [1,-1,1,-2858630,1966616597] 1 1 [] X1
+391050 dv 1 [1,-1,1,-1055,-16253] 1 1 [] X1
+391050 dw 1 [1,-1,1,25195,-622803] 1 1 [] X1
+391050 dx 1 [1,-1,1,40,-903] 1 1 [] X1
+391050 dy 1 [1,-1,1,-597335,-260642833] 1 1 [] X1
+391050 dz 1 [1,-1,1,-867296930,9831264865697] 1 1 [] X1
+391050 ea 1 [1,-1,1,1463170,302493197] 1 1 [] X1
+391050 eb 1 [1,-1,1,15175,-2058023] 1 1 [] X1
+391050 ec 1 [1,-1,1,-71480,13830147] 1 1 [] X1
+391050 ec 2 [1,-1,1,609145,-274452353] 1 1 [] X1
+391050 ed 1 [1,-1,1,-67954055,215628120447] 1 1 [] X1
+391050 ee 1 [1,-1,1,-824630,-288459003] 3 2 [[1,1,0,1]] X6
+391050 ee 2 [1,-1,1,-13199630,-18454959003] 3 2 [[1,1,0,1]] X6
+391050 ee 3 [1,-1,1,1312870,-1403109003] 3 2 [[1,1,0,1]] X6
+391050 ee 4 [1,-1,1,-13660880,-17095599003] 3 2 [[1,1,0,1]] X6
+391050 ef 1 [1,-1,1,-875,10027] 3 2 [[1,1,0,1]] X6
+391050 ef 2 [1,-1,1,-1775,-13373] 3 2 [[1,1,0,1]] X6
+391050 eg 1 [1,-1,1,-725,-35283] 1 1 [] X1
+391050 eg 2 [1,-1,1,6475,917997] 1 1 [] X1
+391050 eh 1 [1,-1,1,-245555,-46771053] 1 1 [] X1
+391050 ei 1 [1,-1,1,44320,-4733053] 1 1 [] X1
+391050 ej 1 [1,-1,1,5215,132077] 1 1 [] X1
+391050 ek 1 [1,-1,1,-4910,173117] 1 1 [] X1
+391050 el 1 [1,-1,1,-248780,-48388913] 1 1 [] X1
+391050 em 1 [1,-1,1,717520,-22436733] 1 1 [] X1
+391050 en 1 [1,-1,1,820,-25941553] 1 1 [] X1
+391050 en 2 [1,-1,1,-6599180,-6523861553] 1 1 [] X1
+391050 eo 1 [1,-1,1,86245,69148747] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 eo 2 [1,-1,1,-2091755,1110232747] 6 2 [] X8
+391050 eo 3 [1,-1,1,-33029255,73070857747] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 eo 4 [1,-1,1,-6002255,-4247152253] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391050 ep 1 [1,-1,1,-78994130,-274095123503] 1 1 [] X1
+391050 eq 1 [1,-1,1,-171005,27265997] 1 1 [] X1
+391050 er 1 [1,-1,1,-9032630,-20161457503] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391050 er 2 [1,-1,1,-179188880,-922670207503] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391050 es 1 [1,-1,1,1480,-19173] 1 1 [] X1
+391050 et 1 [1,-1,1,-17780,1009847] 1 1 [] X1
+391050 eu 1 [1,-1,1,-508730,-139534603] 3 2 [[1,1,0,1]] X6
+391050 eu 2 [1,-1,1,-501980,-143422603] 3 2 [[1,1,0,1]] X6
+391050 ev 1 [1,-1,1,-297455,-62367753] 1 1 [] X1
+391050 ew 1 [1,-1,1,-70410333380,-8333450997034503] 1 1 [] X1
+391050 ex 1 [1,-1,1,-33775880,612176316747] 1 1 [] X1
+391050 ey 1 [1,-1,1,-930236540,-10920160966593] 1 1 [] X1
+391050 ez 1 [1,-1,1,-29330,1940817] 1 1 [] X1
+391050 ez 2 [1,-1,1,295,5603257] 1 1 [] X1
+391050 fa 1 [1,-1,1,-24586895480,-1483890509678853] 1 1 [] X1
+391050 fa 2 [1,-1,1,-24160799480,-1537801062638853] 1 1 [] X1
+391050 fb 1 [1,-1,1,-6980,329447] 1 1 [] X1
+391050 fc 1 [1,-1,1,488110,550319487] 1 1 [] X1
+391050 fd 1 [1,-1,1,-691055,224483447] 1 1 [] X1
+391050 fe 1 [1,-1,1,7915495,1619888737497] 1 1 [] X1
+391050 fe 2 [1,-1,1,-78590468255,8480157827489997] 1 1 [] X1
+391050 ff 1 [1,-1,1,-88400,10137907] 1 1 [] X1
+391050 fg 1 [1,-1,1,17320,16367447] 3 2 [[1,1,0,1]] X6
+391050 fg 2 [1,-1,1,-871430,304322447] 3 2 [[1,1,0,1]] X6
+391050 fh 1 [1,-1,1,-107285,-15135483] 1 1 [] X1
+391050 fi 1 [1,-1,1,-214880,46015197] 1 1 [] X1
+391050 fi 2 [1,-1,1,-872555,-3992998053] 1 1 [] X1
+391050 fj 1 [1,-1,1,-1180130,-510889503] 1 1 [] X1
+391050 fj 2 [1,-1,1,4827370,27699520497] 1 1 [] X1
+391050 fk 1 [1,-1,1,-1888430,-423860803] 3 2 [[1,1,0,1]] X6
+391050 fk 2 [1,-1,1,6751570,-3223220803] 3 2 [[1,1,0,1]] X6
+391050 fl 1 [1,-1,1,3414445,6932168947] 1 1 [] X1
+391050 fm 1 [1,-1,1,-2062505,1549979497] 3 2 [[1,1,0,1]] X6
+391050 fm 2 [1,-1,1,-36190505,83798459497] 3 2 [[1,1,0,1]] X6
+391050 fn 1 [1,-1,1,18085,-1269813] 3 2 [[1,1,0,1]] X6
+391050 fn 2 [1,-1,1,-124115,-12930213] 3 2 [[1,1,0,1]] X6
+391050 fo 1 [1,-1,1,-5,-1353] 1 1 [] X1
+391050 fp 1 [1,-1,1,-43430,4151697] 1 1 [] X1
+391050 fq 1 [1,-1,1,-2930,77197] 1 1 [] X1
+391050 fr 1 [1,-1,1,596605,205581827] 1 1 [] X1
+391050 fs 1 [1,-1,1,-13903355,-20954484053] 1 1 [] X1
+391050 ft 1 [1,-1,1,-55805,-131896303] 1 1 [] X1
+391050 fu 1 [1,-1,1,3595,-4572403] 3 2 [[1,1,0,1]] X6
+391050 fu 2 [1,-1,1,-392405,-92484403] 3 2 [[1,1,0,1]] X6
+391050 fv 1 [1,-1,1,263620,47429247] 1 1 [] X1
+391050 fw 1 [1,-1,1,-15458555,-22657644053] 1 1 [] X1
+391050 fx 1 [1,-1,1,-103028180,-422007380553] 1 1 [] X1
+391050 fy 1 [1,-1,1,6290858965,3695986422979067] 1 1 [] X1
+391050 fz 1 [1,-1,1,610870,-179648503] 1 1 [] X1
+391050 ga 1 [1,-1,1,276340,-98266993] 1 1 [] X1
+391052 a 1 [0,-1,0,-5,-239] 1 1 [] X1
+391053 a 1 [0,-1,1,-5454,-152476] 1 1 [] X1
+391053 b 1 [0,1,1,-59,131] 1 1 [] X1
+391056 a 1 [0,-1,0,-2328,44784] 1 1 [] X1
+391058 a 1 [1,-1,0,-1111,-13667] 1 1 [] X1
+391058 b 1 [1,-1,0,-703,9025] 1 1 [] X1
+391058 c 1 [1,0,1,-100607,11742930] 3 2 [[1,1,0,1]] X6
+391058 c 2 [1,0,1,60033,45734354] 3 2 [[1,1,0,1]] X6
+391058 d 1 [1,0,1,-2642,-284060] 1 1 [] X1
+391058 e 1 [1,1,1,1289434,-24783069] 1 1 [] X1
+391062 a 1 [1,1,0,-1227,-23067] 1 1 [] X1
+391062 b 1 [1,0,1,-1634,-31180] 1 1 [] X1
+391062 c 1 [1,0,1,-139478,41648360] 1 1 [] X1
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+391104 bh 1 [0,0,0,564,-5560] 1 1 [] X1
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+391104 bp 1 [0,0,0,564,-97904] 1 1 [] X1
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+391104 br 1 [0,0,0,-5556,634520] 1 1 [] X1
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+391104 bt 3 [0,0,0,-9080076,10530951856] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391104 bt 4 [0,0,0,1116564,842719120] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391104 bu 1 [0,0,0,-117018,15460146] 1 1 [] X1
+391104 bv 1 [0,0,0,2592,413856] 1 1 [] X1
+391104 bw 1 [0,0,0,2592,-413856] 1 1 [] X1
+391104 bx 1 [0,0,0,-117018,-15460146] 1 1 [] X1
+391104 by 1 [0,0,0,216105,5757964] 1 1 [] X1
+391104 bz 1 [0,0,0,-57900,-5358512] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391104 bz 2 [0,0,0,-70860,-2782064] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391104 ca 1 [0,0,0,19860,1554352] 1 1 [] X1
+391104 cb 1 [0,0,0,-47820,3369872] 3 2 [[1,1,0,1]] X6
+391104 cb 2 [0,0,0,90420,19239824] 3 2 [[1,1,0,1]] X6
+391104 cc 1 [0,0,0,-57060,5246208] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391104 cc 2 [0,0,0,-57420,5176656] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391104 cd 1 [0,0,0,-178860,29115088] 1 1 [] X1
+391104 cd 2 [0,0,0,-147180,39751504] 1 1 [] X1
+391104 cd 3 [0,0,0,1249620,-772962608] 1 1 [] X1
+391104 ce 1 [0,0,0,-54120,-5741944] 3 2 [[1,1,0,1]] X6
+391104 ce 2 [0,0,0,-909660,-333927088] 3 2 [[1,1,0,1]] X6
+391104 cf 1 [0,0,0,-255,-1636] 1 1 [] X1
+391104 cg 1 [0,0,0,-10380,23537936] 1 1 [] X1
+391104 ch 1 [0,0,0,-2983980,-4263432752] 1 1 [] X1
+391104 ch 2 [0,0,0,-312235500,-2123595778736] 1 1 [] X1
+391104 ci 1 [0,0,0,-2576460,1473678992] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391104 ci 2 [0,0,0,-40367820,98718406544] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391104 cj 1 [0,0,0,-300,85808] 1 1 [] X1
+391104 ck 1 [0,0,0,-2576460,-1473678992] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391104 ck 2 [0,0,0,-40367820,-98718406544] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391104 cl 1 [0,0,0,-300,-85808] 1 1 [] X1
+391104 cm 1 [0,0,0,-2983980,4263432752] 1 1 [] X1
+391104 cm 2 [0,0,0,-312235500,2123595778736] 1 1 [] X1
+391104 cn 1 [0,0,0,-255,1636] 1 1 [] X1
+391104 co 1 [0,0,0,-10380,-23537936] 1 1 [] X1
+391104 cp 1 [0,0,0,-47820,-3369872] 3 2 [[1,1,0,1]] X6
+391104 cp 2 [0,0,0,90420,-19239824] 3 2 [[1,1,0,1]] X6
+391104 cq 1 [0,0,0,-57060,-5246208] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391104 cq 2 [0,0,0,-57420,-5176656] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391104 cr 1 [0,0,0,-178860,-29115088] 1 1 [] X1
+391104 cr 2 [0,0,0,-147180,-39751504] 1 1 [] X1
+391104 cr 3 [0,0,0,1249620,772962608] 1 1 [] X1
+391104 cs 1 [0,0,0,-54120,5741944] 3 2 [[1,1,0,1]] X6
+391104 cs 2 [0,0,0,-909660,333927088] 3 2 [[1,1,0,1]] X6
+391104 ct 1 [0,0,0,19860,-1554352] 1 1 [] X1
+391104 cu 1 [0,0,0,-57900,5358512] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391104 cu 2 [0,0,0,-70860,2782064] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391104 cv 1 [0,0,0,216105,-5757964] 1 1 [] X1
+391104 cw 1 [0,0,0,-38982,-3154282] 1 1 [] X1
+391104 cx 1 [0,0,0,288,-15328] 1 1 [] X1
+391104 cy 1 [0,0,0,-13002,-572598] 1 1 [] X1
+391104 cz 1 [0,0,0,-6852,-218342] 1 1 [] X1
+391104 da 1 [0,0,0,-6852,218342] 1 1 [] X1
+391104 db 1 [0,0,0,-13002,572598] 1 1 [] X1
+391104 dc 1 [0,0,0,288,15328] 1 1 [] X1
+391104 dd 1 [0,0,0,-38982,3154282] 1 1 [] X1
+391104 de 1 [0,0,0,-5724,229392] 1 1 [] X1
+391104 df 1 [0,0,0,-2964,62120] 1 1 [] X1
+391104 dg 1 [0,0,0,18096,-929752] 3 2 [[1,1,0,1]] X6
+391104 dg 2 [0,0,0,-104124,-8800720] 3 2 [[1,1,0,1]] X6
+391104 dh 1 [0,0,0,36,1080] 1 1 [] X1
+391104 di 1 [0,0,0,-339,2200] 3 2 [[1,1,0,1]] X6
+391104 di 2 [0,0,0,396,10432] 3 2 [[1,1,0,1]] X6
+391104 dj 1 [0,0,0,-6039,304992] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+391104 dj 2 [0,0,0,-114084,14826240] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+391104 dj 3 [0,0,0,-1825164,949075920] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+391104 dj 4 [0,0,0,-131724,9936432] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+391104 dk 1 [0,0,0,-9682284,11597658032] 1 1 [] X1
+391104 dl 1 [0,0,0,31956,-1792600] 1 1 [] X1
+391104 dm 1 [0,0,0,-1500924,-778542280] 1 1 [] X1
+391104 dn 1 [0,0,0,-32108844,70030160048] 1 1 [] X1
+391104 do 1 [0,0,0,-55884,-6257648] 1 1 [] X1
+391104 dp 1 [0,0,0,-51204,-4236608] 3 2 [[1,1,0,1]] X6
+391104 dp 2 [0,0,0,36276,-17218640] 3 2 [[1,1,0,1]] X6
+391104 dq 1 [0,0,0,-58764,5467408] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391104 dq 2 [0,0,0,-84684,169360] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391104 dq 3 [0,0,0,338676,1354768] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391104 dq 4 [0,0,0,-922764,-340091120] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391104 dr 1 [0,0,0,-8139,282620] 3 2 [[1,1,0,1]] X6
+391104 dr 2 [0,0,0,-8004,292448] 3 2 [[1,1,0,1]] X6
+391104 ds 1 [0,0,0,-8139,-282620] 3 2 [[1,1,0,1]] X6
+391104 ds 2 [0,0,0,-8004,-292448] 3 2 [[1,1,0,1]] X6
+391104 dt 1 [0,0,0,-51204,4236608] 3 2 [[1,1,0,1]] X6
+391104 dt 2 [0,0,0,36276,17218640] 3 2 [[1,1,0,1]] X6
+391104 du 1 [0,0,0,-58764,-5467408] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391104 du 2 [0,0,0,-84684,-169360] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391104 du 3 [0,0,0,-922764,340091120] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391104 du 4 [0,0,0,338676,-1354768] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391104 dv 1 [0,0,0,31956,1792600] 1 1 [] X1
+391104 dw 1 [0,0,0,-1500924,778542280] 1 1 [] X1
+391104 dx 1 [0,0,0,-32108844,-70030160048] 1 1 [] X1
+391104 dy 1 [0,0,0,-55884,6257648] 1 1 [] X1
+391104 dz 1 [0,0,0,-9682284,-11597658032] 1 1 [] X1
+391104 ea 1 [0,0,0,-339,-2200] 3 2 [[1,1,0,1]] X6
+391104 ea 2 [0,0,0,396,-10432] 3 2 [[1,1,0,1]] X6
+391104 eb 1 [0,0,0,-6039,-304992] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+391104 eb 2 [0,0,0,-114084,-14826240] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+391104 eb 3 [0,0,0,-131724,-9936432] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+391104 eb 4 [0,0,0,-1825164,-949075920] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+391104 ec 1 [0,0,0,36,-1080] 1 1 [] X1
+391104 ed 1 [0,0,0,18096,929752] 3 2 [[1,1,0,1]] X6
+391104 ed 2 [0,0,0,-104124,8800720] 3 2 [[1,1,0,1]] X6
+391104 ee 1 [0,0,0,-2964,-62120] 1 1 [] X1
+391104 ef 1 [0,0,0,-5724,-229392] 1 1 [] X1
+391104 eg 1 [0,0,0,5604,-522898] 1 1 [] X1
+391104 eh 1 [0,0,0,-66,-1258] 1 1 [] X1
+391104 ei 1 [0,0,0,-66,1258] 1 1 [] X1
+391104 ej 1 [0,0,0,5604,522898] 1 1 [] X1
+391104 ek 1 [0,0,0,-540190668,4831769676400] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391104 ek 2 [0,0,0,-593274828,3824763161200] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391104 el 1 [0,0,0,-24408,1467720] 3 2 [[1,1,0,1]] X6
+391104 el 2 [0,0,0,-23868,1535760] 3 2 [[1,1,0,1]] X6
+391104 em 1 [0,0,0,-24408,-1467720] 3 2 [[1,1,0,1]] X6
+391104 em 2 [0,0,0,-23868,-1535760] 3 2 [[1,1,0,1]] X6
+391104 en 1 [0,0,0,-540190668,-4831769676400] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391104 en 2 [0,0,0,-593274828,-3824763161200] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391105 a 1 [0,0,1,-17273,1410254] 1 1 [] X1
+391105 b 1 [1,1,1,-511390,-142141220] 1 1 [] X1
+391110 a 1 [1,1,0,602,2452] 3 2 [[1,1,0,1]] X6
+391110 a 2 [1,1,0,-2598,17172] 3 2 [[1,1,0,1]] X6
+391110 b 1 [1,1,0,-8107,-286211] 1 1 [] X1
+391110 c 1 [1,0,0,-1671,-31095] 1 1 [] X1
+391110 d 1 [1,0,0,-75,177] 1 1 [] X1
+391111 a 1 [0,1,1,-119,751] 1 1 [] X1
+391113 a 1 [0,0,1,-168,-840] 1 1 [] X1
+391113 b 1 [0,0,1,-1512,22673] 1 1 [] X1
+391115 a 1 [1,1,1,-276,1534] 1 1 [] X1
+391115 b 1 [0,0,1,-52,-3] 1 1 [] X1
+391115 c 1 [0,1,1,-380417925,2851345254604] 1 1 [] X1
+391115 d 1 [0,1,1,-1188725,-487780076] 1 1 [] X1
+391115 e 1 [1,1,0,-126539502,-547935059351] 1 1 [] X1
+391115 f 1 [1,-1,0,-26818295,-53452516800] 1 1 [] X1
+391116 a 1 [0,1,0,-349,-2641] 1 1 [] X1
+391118 a 1 [1,1,0,-501,4117] 1 1 [] X1
+391118 b 1 [1,1,0,2229,-707867] 1 1 [] X1
+391118 b 2 [1,1,0,-20066,19183732] 1 1 [] X1
+391118 c 1 [1,-1,0,-71056477,-785636680347] 1 1 [] X1
+391118 d 1 [1,0,1,-24575,-1485830] 1 1 [] X1
+391118 e 1 [1,1,0,-47359,-3922659] 1 1 [] X1
+391118 e 2 [1,1,0,-426374,105255956] 1 1 [] X1
+391118 f 1 [1,0,0,-1324,47760] 1 1 [] X1
+391118 g 1 [1,1,1,-638,-68895] 1 1 [] X1
+391118 h 1 [1,1,1,-2182363,-1475239767] 1 1 [] X1
+391118 h 2 [1,1,1,15653637,9788265577] 1 1 [] X1
+391118 i 1 [1,1,1,2399921,-359164611] 1 1 [] X1
+391118 i 2 [1,1,1,-28819449,67426484593] 1 1 [] X1
+391118 j 1 [1,-1,1,-40900,48594599] 1 1 [] X1
+391118 k 1 [1,-1,1,-169173955,846974000835] 1 1 [] X1
+391118 l 1 [1,0,0,-4673709426,-136904960039548] 1 1 [] X1
+391118 m 1 [1,1,1,-85261,9546865] 1 1 [] X1
+391118 n 1 [1,1,1,-9605,336139] 1 1 [] X1
+391118 o 1 [1,1,1,569183,-176802977] 1 1 [] X1
+391118 p 1 [1,1,1,-12500489,4652540983] 1 1 [] X1
+391118 p 2 [1,1,1,-791232009,8566168167479] 1 1 [] X1
+391118 p 3 [1,1,1,-64089769129,6244955056269943] 1 1 [] X1
+391120 a 1 [0,1,0,-1596,23980] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+391120 a 2 [0,1,0,-1096,39780] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+391120 b 1 [0,1,0,-110856,-13541900] 3 2 [[1,1,0,1]] X6
+391120 b 2 [0,1,0,-1749256,-891068940] 3 2 [[1,1,0,1]] X6
+391120 c 1 [0,0,0,-2483,32882] 3 2 [[1,1,0,1]] X6
+391120 c 2 [0,0,0,-15283,-701838] 3 2 [[1,1,0,1]] X6
+391120 d 1 [0,0,0,-947,2674] 1 1 [] X1
+391120 e 1 [0,1,0,-8661,307139] 1 1 [] X1
+391120 f 1 [0,-1,0,-296,-880] 1 1 [] X1
+391120 g 1 [0,-1,0,-2696,-31504] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391120 g 2 [0,-1,0,-18696,966896] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391120 h 1 [0,-1,0,-1796,29120] 3 2 [[1,1,0,1]] X6
+391120 h 2 [0,-1,0,-4296,-66880] 3 2 [[1,1,0,1]] X6
+391120 i 1 [0,-1,0,-53920,-4800768] 1 1 [] X1
+391122 a 1 [1,-1,0,-3,61] 1 1 [] X1
+391122 b 1 [1,-1,0,-873,10957] 1 1 [] X1
+391122 c 1 [1,-1,1,-7859,-287981] 1 1 [] X1
+391122 d 1 [1,-1,1,-29,-1619] 1 1 [] X1
+391126 a 1 [1,-1,1,21,-25] 1 1 [] X1
+391127 a 1 [0,-1,1,-1976136,-1070257950] 1 1 [] X1
+391127 b 1 [0,1,1,-2056,35262] 1 1 [] X1
+391127 c 1 [1,0,1,-2020,-35631] 1 1 [] X1
+391127 d 1 [1,0,1,-66810,-6884151] 1 1 [] X1
+391127 e 1 [1,1,0,-1940759,1055653412] 1 1 [] X1
+391128 a 1 [0,-1,0,-4703,-190596] 3 2 [[1,1,0,1]] X6
+391128 a 2 [0,-1,0,-86188,-9708044] 3 2 [[1,1,0,1]] X6
+391128 b 1 [0,1,0,-5504,-158928] 3 2 [[1,1,0,1]] X6
+391128 b 2 [0,1,0,-6584,-93264] 3 2 [[1,1,0,1]] X6
+391128 c 1 [0,1,0,-48892,-4177408] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391128 c 2 [0,1,0,-48912,-4173840] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391128 c 3 [0,1,0,-64392,-1325520] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391128 c 4 [0,1,0,-33752,-6793488] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391128 d 1 [0,1,0,-892,2240] 3 2 [[1,1,0,1]] X6
+391128 d 2 [0,1,0,-8472,-300960] 3 2 [[1,1,0,1]] X6
+391130 a 1 [1,1,0,62,68] 1 1 [] X1
+391130 b 1 [1,-1,0,-7795,-273675] 1 1 [] X1
+391132 a 1 [0,-1,0,-3272732,-2277750376] 1 1 [] X1
+391133 a 1 [0,1,1,-421,3188] 1 1 [] X1
+391134 a 1 [1,1,0,36,54] 1 1 [] X1
+391134 b 1 [1,1,0,-1475541,-4662409491] 3 2 [[1,1,0,1]] X6
+391134 b 2 [1,1,0,-51864021,-143119874835] 3 2 [[1,1,0,1]] X6
+391134 c 1 [1,1,0,-2751,-44091] 3 2 [[1,1,0,1]] X6
+391134 c 2 [1,1,0,6369,-264795] 3 2 [[1,1,0,1]] X6
+391134 d 1 [1,1,0,-2675,34461] 3 2 [[1,1,0,1]] X6
+391134 d 2 [1,1,0,7585,245817] 3 2 [[1,1,0,1]] X6
+391134 e 1 [1,1,0,-416,-18048] 1 1 [] X1
+391134 f 1 [1,0,1,-18006855,29405877898] 3 2 [[1,1,0,1]] X6
+391134 f 2 [1,0,1,-19566375,24010562506] 3 2 [[1,1,0,1]] X6
+391134 g 1 [1,0,1,1085663,-24574198] 1 1 [] X1
+391134 h 1 [1,1,1,-5549,98111] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+391134 h 2 [1,1,1,16541,707795] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+391134 i 1 [1,0,0,-7885,273809] 1 1 [] X1
+391137 a 1 [1,1,1,-78,7284] 1 1 [] X1
+391138 a 1 [1,1,0,-144884,-18046640] 1 1 [] X1
+391140 a 1 [0,0,0,-199353,-34101227] 1 1 [] X1
+391140 b 1 [0,0,0,54132,6543333] 1 1 [] X1
+391140 c 1 [0,0,0,-162948,-25317547] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+391140 c 2 [0,0,0,-162543,-25449658] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+391140 d 1 [0,0,0,12,-103] 1 1 [] X1
+391140 e 1 [0,0,0,-64668,-6361283] 1 1 [] X1
+391140 f 1 [0,0,0,-8670873,-9318133447] 1 1 [] X1
+391140 g 1 [0,0,0,-4908,78617] 3 2 [[1,1,0,1]] X6
+391140 g 2 [0,0,0,-69303,7020398] 3 2 [[1,1,0,1]] X6
+391140 h 1 [0,0,0,-6393,176897] 1 1 [] X1
+391140 i 1 [0,0,0,-1233,-16443] 1 1 [] X1
+391140 j 1 [0,0,0,-97428,-48175927] 1 1 [] X1
+391140 k 1 [0,0,0,-527808,-253549132] 1 1 [] X1
+391140 l 1 [0,0,0,-2037,-27551] 1 1 [] X1
+391140 l 2 [0,0,0,-53697,4787161] 1 1 [] X1
+391140 m 1 [0,0,0,-1092,-7279] 3 2 [[1,1,0,1]] X6
+391140 m 2 [0,0,0,-8247,283214] 3 2 [[1,1,0,1]] X6
+391140 n 1 [0,0,0,-2037,34441] 1 1 [] X1
+391140 o 1 [0,0,0,487188,-176669991] 1 1 [] X1
+391140 p 1 [0,0,0,108,2781] 1 1 [] X1
+391140 q 1 [0,0,0,-552,1204] 1 1 [] X1
+391140 r 1 [0,0,0,-1092,13921] 1 1 [] X1
+391140 s 1 [0,0,0,-45072,-2097036] 1 1 [] X1
+391141 a 1 [1,-1,0,-7748,264505] 1 1 [] X1
+391143 a 1 [1,1,1,-4874,128486] 3 2 [[1,1,0,1]] X6
+391143 a 2 [1,1,1,-77909,8337620] 3 2 [[1,1,0,1]] X6
+391143 b 1 [0,1,1,-159,6293] 1 1 [] X1
+391144 a 1 [0,1,0,-31,42] 1 1 [] X1
+391144 b 1 [0,0,0,-1271,-17430] 3 2 [[1,1,0,1]] X6
+391144 b 2 [0,0,0,-1531,-9786] 3 2 [[1,1,0,1]] X6
+391144 c 1 [0,0,0,-131,-466] 1 1 [] X1
+391144 d 1 [0,-1,0,-3939,19088] 1 1 [] X1
+391146 a 1 [1,1,0,-5260,115024] 3 2 [[1,1,0,1]] X6
+391146 a 2 [1,1,0,-26700,-1587312] 3 2 [[1,1,0,1]] X6
+391146 b 1 [1,0,1,40043,-31138336] 1 1 [] X1
+391146 c 1 [1,0,1,-6459071,6317859602] 1 1 [] X1
+391146 d 1 [1,0,1,-38476,-2906230] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+391146 d 2 [1,0,1,-30636,-4122998] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+391146 e 1 [1,0,1,-147841,20273204] 3 2 [[1,1,0,1]] X6
+391146 e 2 [1,0,1,152319,92191540] 3 2 [[1,1,0,1]] X6
+391146 f 1 [1,0,1,-3455,-78622] 1 1 [] X1
+391146 g 1 [1,1,1,-99840514,-391840100833] 1 1 [] X1
+391146 h 1 [1,1,1,197,-487] 1 1 [] X1
+391146 i 1 [1,1,1,232,1847] 1 1 [] X1
+391146 j 1 [1,1,1,3640,-339127] 1 1 [] X1
+391146 k 1 [1,1,1,-2510,41483] 1 1 [] X1
+391146 l 1 [1,1,1,7317768,-4200737991] 1 1 [] X1
+391146 m 1 [1,1,1,28,-667] 1 1 [] X1
+391146 n 1 [1,1,1,-670366,-211529509] 3 2 [[1,1,0,1]] X6
+391146 n 2 [1,1,1,-10725726,-13524826149] 3 2 [[1,1,0,1]] X6
+391146 o 1 [1,0,0,246200,435438656] 1 1 [] X1
+391146 p 1 [1,0,0,-528052,141415568] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391146 p 2 [1,0,0,-1461172,-496278640] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391146 p 3 [1,0,0,3724988,-3225236032] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391146 p 4 [1,0,0,-21577252,-38576018080] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391146 q 1 [1,0,0,-5081,76713] 3 2 [[1,1,0,1]] X6
+391146 q 2 [1,0,0,-70741,7233653] 3 2 [[1,1,0,1]] X6
+391150 a 1 [1,-1,0,-15742,768916] 1 1 [] X1
+391150 b 1 [1,-1,1,-630,6277] 1 1 [] X1
+391152 a 1 [0,-1,0,-689,6684] 3 2 [[1,1,0,1]] X6
+391152 a 2 [0,-1,0,716,29164] 3 2 [[1,1,0,1]] X6
+391152 b 1 [0,-1,0,5744,-515648] 1 1 [] X1
+391152 c 1 [0,-1,0,-38708,-2918397] 1 1 [] X1
+391152 d 1 [0,-1,0,-350128,-1227240512] 1 1 [] X1
+391152 d 2 [0,-1,0,3149072,33015090880] 1 1 [] X1
+391152 e 1 [0,-1,0,-697,-6872] 1 1 [] X1
+391152 f 1 [0,-1,0,-3224,-135648] 1 1 [] X1
+391152 g 1 [0,1,0,245,4544] 1 1 [] X1
+391152 h 1 [0,1,0,-3124,-69625] 1 1 [] X1
+391152 i 1 [0,1,0,-8,-35004] 1 1 [] X1
+391152 j 1 [0,1,0,-80,852] 1 1 [] X1
+391152 k 1 [0,1,0,-1152,11700] 3 2 [[1,1,0,1]] X6
+391152 k 2 [0,1,0,-5792,-160908] 3 2 [[1,1,0,1]] X6
+391152 l 1 [0,1,0,-1024,-17356] 1 1 [] X1
+391154 a 1 [1,0,1,-471,-774] 1 1 [] X1
+391158 a 1 [1,-1,0,-18,416] 3 2 [[1,1,0,1]] X6
+391158 a 2 [1,-1,0,-948,11390] 3 2 [[1,1,0,1]] X6
+391158 b 1 [1,-1,0,-567,5589] 1 1 [] X1
+391158 c 1 [1,-1,0,-1326,-18220] 3 2 [[1,1,0,1]] X6
+391158 c 2 [1,-1,0,-846,-31948] 3 2 [[1,1,0,1]] X6
+391158 d 1 [1,-1,1,-7139,234019] 1 1 [] X1
+391158 e 1 [1,-1,1,522706,38887229] 1 1 [] X1
+391158 f 1 [1,-1,1,-80248766,276717479757] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391158 f 2 [1,-1,1,-80986046,271374264141] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391158 f 3 [1,-1,1,32388034,971119085901] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391158 f 4 [1,-1,1,-206156606,-770345204403] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391158 g 1 [1,-1,1,-11936,503875] 3 2 [[1,1,0,1]] X6
+391158 g 2 [1,-1,1,-7616,870211] 3 2 [[1,1,0,1]] X6
+391158 h 1 [1,-1,1,14782,2168385] 1 1 [] X1
+391158 i 1 [1,-1,1,-154265,47212409] 1 1 [] X1
+391158 i 2 [1,-1,1,-15769040,24106117043] 1 1 [] X1
+391158 j 1 [1,-1,1,328,-277] 1 1 [] X1
+391158 k 1 [1,-1,1,8131,4243461] 3 2 [[1,1,0,1]] X6
+391158 k 2 [1,-1,1,-348989,76953093] 3 2 [[1,1,0,1]] X6
+391158 l 1 [1,-1,1,-164,-11069] 3 2 [[1,1,0,1]] X6
+391158 l 2 [1,-1,1,-8534,-298997] 3 2 [[1,1,0,1]] X6
+391160 a 1 [0,0,0,27917,1164718] 1 1 [] X1
+391160 b 1 [0,1,0,38864,-2551440] 3 2 [[1,1,0,1]] X6
+391160 b 2 [0,1,0,-210056,-23659856] 3 2 [[1,1,0,1]] X6
+391160 c 1 [0,1,0,560,-8592] 3 2 [[1,1,0,1]] X6
+391160 c 2 [0,1,0,-4520,-98000] 3 2 [[1,1,0,1]] X6
+391160 d 1 [0,1,0,-14466200,-22606640000] 3 2 [[1,1,0,1]] X6
+391160 d 2 [0,1,0,-235756080,-1393364672672] 3 2 [[1,1,0,1]] X6
+391160 e 1 [0,1,0,674900,74137248] 3 2 [[1,1,0,1]] X6
+391160 e 2 [0,1,0,-2873480,607813600] 3 2 [[1,1,0,1]] X6
+391160 f 1 [0,0,0,-223,-222] 3 2 [[1,1,0,1]] X6
+391160 f 2 [0,0,0,877,-1762] 3 2 [[1,1,0,1]] X6
+391160 g 1 [0,0,0,-27523,-773778] 3 2 [[1,1,0,1]] X6
+391160 g 2 [0,0,0,97477,-5848778] 3 2 [[1,1,0,1]] X6
+391160 h 1 [0,0,0,-9463,-317238] 3 2 [[1,1,0,1]] X6
+391160 h 2 [0,0,0,-146963,-21684738] 3 2 [[1,1,0,1]] X6
+391160 i 1 [0,0,0,-50858,-1258707] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391160 i 2 [0,0,0,-639103,-196438398] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391160 i 3 [0,0,0,-467603,-304243298] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391160 i 4 [0,0,0,-10222523,-12580133722] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391160 j 1 [0,0,0,-33717487,-75053949966] 3 2 [[1,1,0,1]] X6
+391160 j 2 [0,0,0,-16529987,-151500512466] 3 2 [[1,1,0,1]] X6
+391160 k 1 [0,0,0,-3547,79014] 3 2 [[1,1,0,1]] X6
+391160 k 2 [0,0,0,-8627,-198354] 3 2 [[1,1,0,1]] X6
+391160 l 1 [0,0,0,1033,54346] 3 2 [[1,1,0,1]] X6
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+391160 m 2 [0,0,0,-259833726227,50979009767358846] 3 2 [[1,1,0,1]] X6
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+391160 n 2 [0,0,0,-20387,-135634] 3 2 [[1,1,0,1]] X6
+391160 o 1 [0,1,0,23904,320480] 1 1 [] X1
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+391164 a 2 [0,-1,0,-14108,649704] 3 2 [[1,1,0,1]] X6
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+391167 a 1 [0,0,1,-50421,2752146] 1 1 [] X1
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+391167 j 2 [1,-1,0,-33589215,64963310418] 3 2 [[1,1,0,1]] X6
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+391170 a 1 [1,1,0,-1691898,1000719252] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
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+391170 a 4 [1,1,0,-29771138,52441320492] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
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+391170 u 1 [1,0,1,-1484809,-4180244404] 3 2 [[1,1,0,1]] X6
+391170 u 2 [1,0,1,-49073929,-131776192948] 3 2 [[1,1,0,1]] X6
+391170 v 1 [1,0,1,164501,-2065834] 1 1 [] X1
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+391170 z 2 [1,0,1,-843544,-298271458] 3 2 [[1,1,0,1]] X6
+391170 ba 1 [1,0,1,-1773,-54872] 1 1 [] X1
+391170 bb 1 [1,0,1,-14573,-20422744] 3 2 [[1,1,0,1]] X6
+391170 bb 2 [1,0,1,-1212653,-508760152] 3 2 [[1,1,0,1]] X6
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+391170 bc 2 [1,0,1,-104638,-12900112] 6 2 [] X8
+391170 bc 3 [1,0,1,-19638,-33232112] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391170 bc 4 [1,0,1,-1669318,-830288944] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391170 bd 1 [1,0,1,382,-2194] 1 1 [] X1
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+391170 be 2 [1,1,1,-211016,10980809] 3 2 [[1,1,0,1]] X6
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+391170 bg 2 [1,1,1,-9536,190433] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
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+391170 bg 4 [1,1,1,31264,1430753] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391170 bh 1 [1,1,1,-9363816,-11032716387] 1 1 [] X1
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+391170 bi 2 [1,1,1,-6128601,124536423] 3 2 [[1,1,0,1]] X6
+391170 bj 1 [1,1,1,193559,-52148137] 1 1 [] X1
+391170 bk 1 [1,1,1,-386,-2041] 1 1 [] X1
+391170 bl 1 [1,1,1,-24237445,45880064267] 1 1 [] X1
+391170 bm 1 [1,1,1,-3885,91587] 1 1 [] X1
+391170 bn 1 [1,0,0,-1195151,505040505] 1 1 [] X1
+391170 bo 1 [1,0,0,-9036911,10461009585] 1 1 [] X1
+391170 bo 2 [1,0,0,7941499,43339911231] 1 1 [] X1
+391170 bp 1 [1,0,0,-6966,61020] 1 1 [] X1
+391170 bp 2 [1,0,0,-327756,-72248514] 1 1 [] X1
+391170 bq 1 [1,0,0,2398344,57408659520] 1 1 [] X1
+391170 br 1 [1,0,0,-18958756,-31774849264] 1 1 [] X1
+391170 bs 1 [1,0,0,-97481,11687961] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391170 bs 2 [1,0,0,-129481,3348761] 6 2 [] X8
+391170 bs 3 [1,0,0,507719,26670281] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391170 bs 4 [1,0,0,-1278681,-553553559] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391170 bt 1 [1,0,0,-885210086,13148377970916] 1 1 [] X1
+391170 bu 1 [1,0,0,-59176,5518400] 1 1 [] X1
+391170 bv 1 [1,0,0,2054,185540] 1 1 [] X1
+391170 bw 1 [1,0,0,-272027466,1676233416996] 1 1 [] X1
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+391170 by 1 [1,0,0,-318175,69052217] 1 1 [] X1
+391170 bz 1 [1,0,0,-4080,93342] 1 1 [] X1
+391170 ca 1 [1,0,0,-35590295,-139930128663] 1 1 [] X1
+391170 cb 1 [1,0,0,-62169315,-133634790783] 1 1 [] X1
+391170 cb 2 [1,0,0,-4615600515,-120695699774943] 1 1 [] X1
+391170 cc 1 [1,0,0,-17335,4730537] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X36n
+391170 cc 2 [1,0,0,-542215,153061625] 24 4 [[3,0,0,1],[1,2,0,1]] X25n
+391170 cc 3 [1,0,0,-8666515,9819353765] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X36n
+391170 cc 4 [1,0,0,-815995,-17941363] 24 4 [[1,0,0,3],[1,2,0,1]] X25h
+391170 cc 5 [1,0,0,3256775,-142568125] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36l
+391170 cc 6 [1,0,0,-9269245,-10836410713] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36l
+391170 cd 1 [1,0,0,-23989000,45473228432] 1 1 [] X1
+391170 ce 1 [1,0,0,-68885,-6521985] 1 1 [] X1
+391170 cf 1 [1,0,0,-2575125,-1471570335] 1 1 [] X1
+391170 cg 1 [1,0,0,1910,-15808] 3 2 [[1,1,0,1]] X6
+391170 cg 2 [1,0,0,-8620,-135850] 3 2 [[1,1,0,1]] X6
+391170 ch 1 [1,0,0,-5528230,-5002994350] 1 1 [] X1
+391171 a 1 [0,-1,1,-515125894,-4499887064038] 1 1 [] X1
+391171 b 1 [1,1,0,-100591,-12355198] 1 1 [] X1
+391173 a 1 [1,0,0,81,-9720] 3 2 [[1,1,0,1]] X6
+391173 a 2 [1,0,0,-6374,-191751] 3 2 [[1,1,0,1]] X6
+391174 a 1 [1,1,1,357,10729] 1 1 [] X1
+391174 b 1 [1,0,0,-8509,323185] 1 1 [] X1
+391174 c 1 [1,1,1,-5023,-138683] 1 1 [] X1
+391176 a 1 [0,0,0,-21939,1250926] 1 1 [] X1
+391176 b 1 [0,0,0,-197451,-33775002] 1 1 [] X1
+391178 a 1 [1,-1,0,-451,3541] 1 1 [] X1
+391178 b 1 [1,1,0,-75,223] 1 1 [] X1
+391178 c 1 [1,1,1,-161257,80047803] 1 1 [] X1
+391179 a 1 [0,-1,1,-446,3788] 1 1 [] X1
+391179 b 1 [1,1,0,-10249,-347168] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391179 b 2 [1,1,0,-44694,3283335] 6 2 [] X8
+391179 b 3 [1,1,0,-696659,223517112] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391179 b 4 [1,1,0,56151,16090650] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391181 a 1 [1,-1,1,53954,4555066] 1 1 [] X1
+391181 b 1 [0,1,1,-4429,111980] 1 1 [] X1
+391181 b 2 [0,1,1,-8939,-155955] 1 1 [] X1
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+391230 co 1 [1,-1,1,-70688,8963011] 1 1 [] X1
+391230 co 2 [1,-1,1,525472,-76990013] 1 1 [] X1
+391230 cp 1 [1,-1,1,502,-8903] 1 1 [] X1
+391230 cp 2 [1,-1,1,-4673,286417] 1 1 [] X1
+391230 cq 1 [1,-1,1,2223428317,14063511696067] 1 1 [] X1
+391230 cr 1 [1,-1,1,187,-629] 1 1 [] X1
+391230 cs 1 [1,-1,1,-2783,-57269] 1 1 [] X1
+391230 cs 2 [1,-1,1,12742,-223559] 1 1 [] X1
+391230 ct 1 [1,-1,1,54358,-1517591] 1 1 [] X1
+391230 cu 1 [1,-1,1,808,432091] 1 1 [] X1
+391230 cv 1 [1,-1,1,-137,8101] 1 1 [] X1
+391230 cw 1 [1,-1,1,-13494332,-20492608769] 1 1 [] X1
+391230 cx 1 [1,-1,1,-8507567,-9549038159] 1 1 [] X1
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+391230 cz 1 [1,-1,1,-18632,-1092269] 1 1 [] X1
+391230 da 1 [1,-1,1,268,170839] 1 1 [] X1
+391230 db 1 [1,-1,1,-175502,47425501] 1 1 [] X1
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+391230 dd 1 [1,-1,1,-137,-551] 1 1 [] X1
+391230 de 1 [1,-1,1,-87255767,313740992791] 1 1 [] X1
+391230 df 1 [1,-1,1,268,-1169] 1 1 [] X1
+391230 dg 1 [1,-1,1,-27137,1442161] 1 1 [] X1
+391230 dh 1 [1,-1,1,-947,-13019] 1 1 [] X1
+391230 di 1 [1,-1,1,-119207,-6076961] 1 1 [] X1
+391230 di 2 [1,-1,1,-7895207,-8536752161] 1 1 [] X1
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+391230 dk 1 [1,-1,1,943,7729] 1 1 [] X1
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+391230 dl 1 [1,-1,1,-243947,-46317581] 1 1 [] X1
+391232 a 1 [0,0,0,-1132,9808] 1 1 [] X1
+391232 b 1 [0,1,0,-8193,-288161] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+391232 c 1 [0,-1,0,-417,-3071] 1 1 [] X1
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+391232 f 1 [0,-1,0,-3105,-65567] 1 1 [] X1
+391232 g 1 [0,-1,0,-122689,-16499743] 1 1 [] X1
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+391232 k 1 [0,1,0,-59265,-4821793] 1 1 [] X1
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+391232 m 1 [0,-1,0,-8193,288161] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391232 m 2 [0,-1,0,-8833,241185] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391232 n 1 [0,0,0,-1132,-9808] 1 1 [] X1
+391235 a 1 [0,-1,1,789,65301] 1 1 [] X1
+391235 b 1 [0,-1,1,-18815,-3323994] 1 1 [] X1
+391235 c 1 [0,1,1,-101625,-13223219] 1 1 [] X1
+391237 a 1 [0,-1,1,-619970,188096922] 1 1 [] X1
+391237 a 2 [0,-1,1,-2961540,-1800267918] 1 1 [] X1
+391237 b 1 [0,-1,1,2134,-276210] 1 1 [] X1
+391237 c 1 [1,-1,1,-478,5720] 1 1 [] X1
+391237 d 1 [0,-1,1,-19,19] 1 1 [] X1
+391238 a 1 [1,-1,0,28618,3253620] 1 1 [] X1
+391238 b 1 [1,-1,0,65980,893392208] 1 1 [] X1
+391238 c 1 [1,1,1,-10213,-962933] 1 1 [] X1
+391240 a 1 [0,0,0,-3262,71709] 3 2 [[1,1,0,1]] X6
+391240 a 2 [0,0,0,-3287,70554] 3 2 [[1,1,0,1]] X6
+391242 a 1 [1,1,0,-441500,113126352] 1 1 [] X1
+391242 b 1 [1,1,1,43252,404525] 1 1 [] X1
+391242 c 1 [1,1,1,-40,-247] 1 1 [] X1
+391244 a 1 [0,1,0,-3921,-2479352] 1 1 [] X1
+391244 b 1 [0,-1,0,-786476,-268196936] 1 1 [] X1
+391244 c 1 [0,-1,0,716,-3304] 1 1 [] X1
+391244 d 1 [0,1,0,-1475916,717145508] 1 1 [] X1
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+391245 a 1 [1,1,1,-7830,263400] 1 1 [] X1
+391245 b 1 [1,0,0,-104035,12906350] 1 1 [] X1
+391245 c 1 [1,0,0,-14670,-685125] 3 2 [[1,1,0,1]] X6
+391245 c 2 [1,0,0,-14645,-687570] 3 2 [[1,1,0,1]] X6
+391245 d 1 [1,1,0,-58,-257] 1 1 [] X1
+391248 a 1 [0,0,0,-25643667,141755802770] 3 2 [[1,1,0,1]] X6
+391248 a 2 [0,0,0,-594088707,5565289929410] 3 2 [[1,1,0,1]] X6
+391248 b 1 [0,0,0,38913,-194690] 3 2 [[1,1,0,1]] X6
+391248 b 2 [0,0,0,-156027,-1559270] 3 2 [[1,1,0,1]] X6
+391248 c 1 [0,0,0,-13872,-578320] 1 1 [] X1
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+391248 g 2 [0,0,0,-21223227,-37631926550] 3 2 [[1,1,0,1]] X6
+391248 h 1 [0,0,0,2843541,110892186] 1 1 [] X1
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+391248 j 1 [0,0,0,639861,4857678394] 1 1 [] X1
+391248 k 1 [0,0,0,381,-4734] 1 1 [] X1
+391248 l 1 [0,0,0,-140859,-22133654] 1 1 [] X1
+391248 m 1 [0,0,0,-78386619,-495356383766] 1 1 [] X1
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+391248 s 2 [0,0,0,1869,3746] 3 2 [[1,1,0,1]] X6
+391248 t 1 [0,0,0,-71811,7322130] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+391248 t 2 [0,0,0,-10971,19331946] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+391248 u 1 [0,0,0,432669,-301735710] 3 2 [[1,1,0,1]] X6
+391248 u 2 [0,0,0,-4974051,-3821510430] 3 2 [[1,1,0,1]] X6
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+391248 w 1 [0,0,0,1374,-9961] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391248 w 2 [0,0,0,-6231,-84490] 6 2 [] X8
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+391248 w 4 [0,0,0,-83451,-9273670] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+391248 x 2 [0,0,0,-8031,-219170] 6 2 [] X8
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+391248 x 4 [0,0,0,-120891,-16177574] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391248 y 1 [0,0,0,-471,269206] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391248 y 2 [0,0,0,-65451,6364330] 6 2 [] X8
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+391248 y 4 [0,0,0,-127011,-7511294] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+391248 ba 1 [0,0,0,-1262340291,17262861243586] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+391248 ba 2 [0,0,0,-1262386371,17261537908930] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+391248 ba 3 [0,0,0,-1144600131,20612485765186] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+391248 ba 4 [0,0,0,-1380909891,13825896634690] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+391248 bb 1 [0,0,0,-2261451,-1654822159] 1 1 [] X1
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+391248 bc 2 [0,0,0,-36809991,85550527026] 3 2 [[1,1,0,1]] X6
+391248 bd 1 [0,0,0,-126,2771] 3 2 [[1,1,0,1]] X6
+391248 bd 2 [0,0,0,-3831,90950] 3 2 [[1,1,0,1]] X6
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+391248 bt 2 [0,0,0,-831315,291740114] 3 2 [[1,1,0,1]] X6
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+391248 ct 2 [0,0,0,1305801,1013860422] 3 2 [[1,1,0,1]] X6
+391248 cu 1 [0,0,0,-75024,7909488] 1 1 [] X1
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+391248 cw 1 [0,0,0,3894021,8146864170] 3 2 [[1,1,0,1]] X6
+391248 cw 2 [0,0,0,-44766459,103180781610] 3 2 [[1,1,0,1]] X6
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+391248 cz 2 [0,0,0,2116221,3978919298] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+391248 da 1 [0,0,0,321,1537] 1 1 [] X1
+391248 db 1 [0,0,0,-939,525562] 1 1 [] X1
+391248 dc 1 [0,0,0,-10451739,-13005631798] 1 1 [] X1
+391248 dd 1 [0,0,0,-984,-6788] 1 1 [] X1
+391248 de 1 [0,0,0,-10478664,-6758671428] 1 1 [] X1
+391248 df 1 [0,0,0,6923661,18890087218] 1 1 [] X1
+391248 dg 1 [0,0,0,-2469,48643] 1 1 [] X1
+391248 dh 1 [0,0,0,-6153339,-5875053590] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391248 dh 2 [0,0,0,-6275019,-5630598470] 6 2 [] X8
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+391248 dh 4 [0,0,0,6183141,-25217317622] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391248 di 1 [0,0,0,-8739,-240030] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391248 di 2 [0,0,0,-130419,-18126990] 6 2 [] X8
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+391248 di 4 [0,0,0,-2086659,-1160179902] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391248 dj 1 [0,0,0,30021,-4567318] 3 2 [[1,1,0,1]] X6
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+391248 dk 2 [0,0,0,-21459,-1208270] 3 2 [[1,1,0,1]] X6
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+391248 dm 2 [0,0,0,-5619,-155950] 3 2 [[1,1,0,1]] X6
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+391248 dv 1 [0,0,0,-145011,-126152782] 1 1 [] X1
+391248 dw 1 [0,0,0,3429,127818] 1 1 [] X1
+391248 dx 1 [0,0,0,-17931,954938] 1 1 [] X1
+391248 dy 1 [0,0,0,-1267731,597608658] 1 1 [] X1
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+391248 ec 1 [0,0,0,-105843,-13742030] 1 1 [] X1
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+391248 ee 1 [0,0,0,-1346901843,88683675766450] 1 1 [] X1
+391248 ef 1 [0,0,0,-49908,958700] 1 1 [] X1
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+391251 a 2 [1,1,0,-9837,370830] 3 2 [[1,1,0,1]] X6
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+391254 b 1 [1,1,0,56637303,174531841605] 1 1 [] X1
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+391428 f 1 [0,0,0,-144,6237] 3 2 [[1,1,0,1]] X6
+391428 f 2 [0,0,0,-6039,179550] 3 2 [[1,1,0,1]] X6
+391428 g 1 [0,0,0,-7896,288452] 1 1 [] X1
+391428 h 1 [0,0,0,-1308,-19235] 1 1 [] X1
+391429 a 1 [0,0,1,-46,116] 1 1 [] X1
+391430 a 1 [1,-1,0,-16519,-6236867] 1 1 [] X1
+391430 b 1 [1,1,0,1168,57964] 1 1 [] X1
+391430 c 1 [1,1,0,3933,1042969] 1 1 [] X1
+391430 d 1 [1,-1,0,4630,-5804] 1 1 [] X1
+391430 e 1 [1,-1,1,-124347,17366571] 1 1 [] X1
+391430 f 1 [1,1,1,-1636,24789] 1 1 [] X1
+391430 g 1 [1,0,0,-176810440,904905366592] 1 1 [] X1
+391433 a 1 [1,1,0,-2303,35234] 1 1 [] X1
+391434 a 1 [1,1,0,168,-360] 1 1 [] X1
+391434 b 1 [1,0,1,-4838238,4095776080] 1 1 [] X1
+391434 c 1 [1,1,1,-77,155] 1 1 [] X1
+391434 d 1 [1,0,0,-421002,-105496668] 1 1 [] X1
+391435 a 1 [1,-1,1,-6073,184572] 1 1 [] X1
+391435 b 1 [0,1,1,6334189,31675844316] 1 1 [] X1
+391435 b 2 [0,1,1,-595996551,5602967683605] 1 1 [] X1
+391435 c 1 [0,1,1,-12745,-558376] 1 1 [] X1
+391435 c 2 [0,1,1,11455,-2305011] 1 1 [] X1
+391435 d 1 [0,1,1,47755,3007131] 1 1 [] X1
+391435 e 1 [0,0,1,-2057,-40263] 1 1 [] X1
+391437 a 1 [0,0,1,211191,47080080] 1 1 [] X1
+391437 b 1 [0,0,1,-25635,-1783670] 1 1 [] X1
+391437 c 1 [0,0,1,-101689764,394697136660] 1 1 [] X1
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+391437 d 1 [0,0,1,124314,-1314092403] 1 1 [] X1
+391437 e 1 [0,0,1,140388,-3104991] 1 1 [] X1
+391437 f 1 [0,0,1,-10753116,-16094014572] 1 1 [] X1
+391437 f 2 [0,0,1,-915207876,-10656822689827] 1 1 [] X1
+391437 g 1 [1,-1,0,-61794,-11481881] 3 2 [[1,1,0,1]] X6
+391437 g 2 [1,-1,0,-1229409,-524064866] 3 2 [[1,1,0,1]] X6
+391437 h 1 [0,0,1,195,-122175] 1 1 [] X1
+391438 a 1 [1,0,1,-67,90] 1 1 [] X1
+391438 b 1 [1,-1,0,-281,893] 1 1 [] X1
+391438 c 1 [1,-1,0,-299,1237] 1 1 [] X1
+391438 d 1 [1,1,0,-7283,-241939] 1 1 [] X1
+391438 e 1 [1,1,1,-20864634,-36691644409] 1 1 [] X1
+391438 f 1 [1,1,1,-114,419] 1 1 [] X1
+391440 a 1 [0,-1,0,364,-3360] 3 2 [[1,1,0,1]] X6
+391440 a 2 [0,-1,0,-2336,-31440] 3 2 [[1,1,0,1]] X6
+391440 b 1 [0,-1,0,-196,-69629] 1 1 [] X1
+391440 c 1 [0,-1,0,-61,340] 1 1 [] X1
+391440 d 1 [0,-1,0,-9301,489136] 1 1 [] X1
+391440 e 1 [0,-1,0,-224176,-30991424] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391440 e 2 [0,-1,0,-1227696,498064320] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391440 e 3 [0,-1,0,-19371696,32823414720] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391440 e 4 [0,-1,0,859984,2016225216] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391440 f 1 [0,-1,0,-50736,-4382784] 1 1 [] X1
+391440 f 2 [0,-1,0,22224,-15666240] 1 1 [] X1
+391440 g 1 [0,-1,0,-1045941,-411378120] 1 1 [] X1
+391440 h 1 [0,-1,0,-9056,403200] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391440 h 2 [0,-1,0,-153056,23097600] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391440 i 1 [0,-1,0,34,15] 1 1 [] X1
+391440 j 1 [0,-1,0,-8496,-297024] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391440 j 2 [0,-1,0,-13616,108480] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391440 j 3 [0,-1,0,-162736,25279936] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391440 j 4 [0,-1,0,53584,807360] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391440 k 1 [0,-1,0,-239576,44962800] 3 2 [[1,1,0,1]] X6
+391440 k 2 [0,-1,0,-388696,-17548304] 3 2 [[1,1,0,1]] X6
+391440 l 1 [0,-1,0,224,-7424] 3 2 [[1,1,0,1]] X6
+391440 l 2 [0,-1,0,-4576,-111104] 3 2 [[1,1,0,1]] X6
+391440 m 1 [0,-1,0,2744,-538640] 1 1 [] X1
+391440 n 1 [0,-1,0,-2696,93696] 3 2 [[1,1,0,1]] X6
+391440 n 2 [0,-1,0,-51296,4487136] 3 2 [[1,1,0,1]] X6
+391440 o 1 [0,-1,0,-5873341,5625339916] 1 1 [] X1
+391440 p 1 [0,-1,0,-158536,24621040] 3 2 [[1,1,0,1]] X6
+391440 p 2 [0,-1,0,-2544456,1563062256] 3 2 [[1,1,0,1]] X6
+391440 q 1 [0,-1,0,30704,-1891904] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391440 q 2 [0,-1,0,-169296,-17411904] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391440 q 3 [0,-1,0,-1101296,432184896] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391440 q 4 [0,-1,0,-2437296,-1463488704] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391440 r 1 [0,-1,0,52544,-5600] 1 1 [] X1
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+391440 t 1 [0,-1,0,-77040,-18792000] 3 2 [[1,1,0,1]] X6
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+391440 u 1 [0,-1,0,175,0] 3 2 [[1,1,0,1]] X6
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+391440 v 2 [0,-1,0,-102373360,-398649550400] 3 2 [[1,1,0,1]] X6
+391440 w 1 [0,-1,0,-13945,-466475] 1 1 [] X1
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+391440 bq 4 [0,1,0,-107538096,-429267348396] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391440 br 1 [0,1,0,1584,16740] 3 2 [[1,1,0,1]] X6
+391440 br 2 [0,1,0,-7736,139764] 3 2 [[1,1,0,1]] X6
+391440 bs 1 [0,1,0,-19031,-1016880] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391440 bs 2 [0,1,0,-19076,-1011876] 6 2 [] X8
+391440 bs 3 [0,1,0,-33776,746244] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391440 bs 4 [0,1,0,-5096,-2449020] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391440 bt 1 [0,1,0,-581,-525] 1 1 [] X1
+391440 bu 1 [0,1,0,-656,28500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391440 bu 2 [0,1,0,-18656,971700] 6 2 [] X8
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+391440 bu 4 [0,1,0,-27056,660] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391440 bv 1 [0,1,0,-36038196,-83282840820] 1 1 [] X1
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+391440 by 1 [0,1,0,-74516,-7863000] 1 1 [] X1
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+391440 ca 1 [0,1,0,-9975,-417252] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391440 ca 2 [0,1,0,-163100,-25407252] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391440 ca 3 [0,1,0,-166600,-24263452] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391440 ca 4 [0,1,0,-2609600,-1623461052] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391440 cb 1 [0,1,0,-2520,45588] 3 2 [[1,1,0,1]] X6
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+391440 ci 2 [0,1,0,-2133360,1197995508] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
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+391467 a 1 [0,-1,1,17,9] 1 1 [] X1
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+391474 a 1 [1,0,1,-4081,-100668] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+391489 a 1 [1,1,1,-2346978,1382944214] 1 1 [] X1
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+391560 i 2 [0,-1,0,480,-356868] 3 2 [[1,1,0,1]] X6
+391560 j 1 [0,-1,0,-655,39400] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391560 j 2 [0,-1,0,-21780,1239300] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391560 j 3 [0,-1,0,-348080,79159740] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391560 j 4 [0,-1,0,-33480,-225540] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391560 k 1 [0,-1,0,-29575,-1947500] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391560 k 2 [0,-1,0,-32700,-1507500] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391560 k 3 [0,-1,0,-208200,35487900] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391560 k 4 [0,-1,0,92800,-10392900] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391560 l 1 [0,-1,0,260,57412] 1 1 [] X1
+391560 m 1 [0,-1,0,1040,2812] 1 1 [] X1
+391560 n 1 [0,-1,0,161460,-49900860] 1 1 [] X1
+391560 o 1 [0,1,0,-22731,-1343106] 3 2 [[1,1,0,1]] X6
+391560 o 2 [0,1,0,-364956,-84982896] 3 2 [[1,1,0,1]] X6
+391560 p 1 [0,1,0,4133460,1646283888] 1 1 [] X1
+391560 q 1 [0,1,0,343680,19065168] 1 1 [] X1
+391560 r 1 [0,1,0,-74420,-8896107] 1 1 [] X1
+391561 a 1 [1,1,1,-64,168] 1 1 [] X1
+391563 a 1 [1,-1,0,-1017,-9072] 3 2 [[1,1,0,1]] X6
+391563 a 2 [1,-1,0,-15102,-710505] 3 2 [[1,1,0,1]] X6
+391564 a 1 [0,1,0,23,-36] 1 1 [] X1
+391566 a 1 [1,1,0,-18391,950629] 1 1 [] X1
+391566 b 1 [1,1,0,-142,-1868] 1 1 [] X1
+391566 c 1 [1,0,1,-1985,80372] 1 1 [] X1
+391566 d 1 [1,1,1,-144507,-21270015] 1 1 [] X1
+391566 e 1 [1,1,1,164,155] 1 1 [] X1
+391566 f 1 [1,1,1,-22992,-1237599] 3 2 [[1,1,0,1]] X6
+391566 f 2 [1,1,1,-359132,-82986847] 3 2 [[1,1,0,1]] X6
+391568 a 1 [0,0,0,-115,1074] 1 1 [] X1
+391570 a 1 [1,0,1,-2079,38706] 1 1 [] X1
+391570 b 1 [1,-1,1,-18,-69] 1 1 [] X1
+391570 c 1 [1,1,1,-16981,-602181] 1 1 [] X1
+391572 a 1 [0,0,0,-115680,15076708] 1 1 [] X1
+391572 b 1 [0,0,0,-42096,-3327212] 1 1 [] X1
+391572 c 1 [0,0,0,-768,-7900] 1 1 [] X1
+391573 a 1 [1,-1,1,59,212] 3 2 [[1,1,0,1]] X6
+391573 a 2 [1,-1,1,-396,2396] 3 2 [[1,1,0,1]] X6
+391573 b 1 [0,1,1,-24899,-1519124] 1 1 [] X1
+391573 c 1 [0,1,1,-147,-737] 1 1 [] X1
+391573 d 1 [1,-1,0,10024,496419] 3 2 [[1,1,0,1]] X6
+391573 d 2 [1,-1,0,-66871,5063982] 3 2 [[1,1,0,1]] X6
+391573 e 1 [1,1,0,-49520,-5358751] 1 1 [] X1
+391575 a 1 [0,-1,1,-16208,1037318] 1 1 [] X1
+391575 b 1 [0,1,1,-30908,9625844] 1 1 [] X1
+391575 c 1 [1,1,1,27737,419156] 3 2 [[1,1,0,1]] X6
+391575 c 2 [1,1,1,-114138,3256656] 3 2 [[1,1,0,1]] X6
+391575 d 1 [0,-1,1,-8583,379568] 1 1 [] X1
+391575 e 1 [0,1,1,-10783,-9895031] 1 1 [] X1
+391575 f 1 [0,1,1,-343,2899] 1 1 [] X1
+391575 g 1 [1,1,0,-42875,-3606000] 3 2 [[1,1,0,1]] X6
+391575 g 2 [1,1,0,-695500,-223540625] 3 2 [[1,1,0,1]] X6
+391575 h 1 [1,0,1,1109,3353] 3 2 [[1,1,0,1]] X6
+391575 h 2 [1,0,1,-4566,26053] 3 2 [[1,1,0,1]] X6
+391575 i 1 [0,1,1,-648,8039] 1 1 [] X1
+391578 a 1 [1,1,0,-79931129,1644830794149] 1 1 [] X1
+391578 b 1 [1,1,0,-8101,-283259] 1 1 [] X1
+391578 c 1 [1,1,0,-600119450,-5224721910252] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+391578 c 2 [1,1,0,647122790,-24102731006444] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+391578 d 1 [1,0,1,-1064,-32962] 1 1 [] X1
+391578 e 1 [1,0,1,14787,39064] 1 1 [] X1
+391578 f 1 [1,0,1,-5875,-155092] 1 1 [] X1
+391578 g 1 [1,1,1,-145,20591] 1 1 [] X1
+391578 h 1 [1,1,1,-200,-529] 1 1 [] X1
+391578 i 1 [1,1,1,-72471606,238768901427] 1 1 [] X1
+391578 j 1 [1,0,0,-9582,367236] 1 1 [] X1
+391584 a 1 [0,-1,0,-3569,-80895] 1 1 [] X1
+391584 b 1 [0,-1,0,-113480,14751768] 1 1 [] X1
+391584 c 1 [0,-1,0,63,-303] 1 1 [] X1
+391584 d 1 [0,1,0,-3569,80895] 1 1 [] X1
+391584 e 1 [0,1,0,-113480,-14751768] 1 1 [] X1
+391584 f 1 [0,1,0,63,303] 1 1 [] X1
+391586 a 1 [1,0,1,-156,1322] 1 1 [] X1
+391586 b 1 [1,1,0,-706,5732] 1 1 [] X1
+391586 c 1 [1,0,0,734,28612] 1 1 [] X1
+391586 d 1 [1,0,0,4656,-147808] 1 1 [] X1
+391586 e 1 [1,1,1,-154,4903] 1 1 [] X1
+391587 a 1 [1,1,0,-14920,-769853] 3 2 [[1,1,0,1]] X6
+391587 a 2 [1,1,0,-244555,-46650926] 3 2 [[1,1,0,1]] X6
+391587 b 1 [1,0,1,-73515,-7678751] 3 2 [[1,1,0,1]] X6
+391587 b 2 [1,0,1,-1176260,-491122159] 3 2 [[1,1,0,1]] X6
+391590 a 1 [1,-1,0,-16470,820660] 3 2 [[1,1,0,1]] X6
+391590 a 2 [1,-1,0,-263790,52213756] 3 2 [[1,1,0,1]] X6
+391590 b 1 [1,-1,0,-1935,35941] 1 1 [] X1
+391590 c 1 [1,-1,0,-34830,-4882604] 3 2 [[1,1,0,1]] X6
+391590 c 2 [1,-1,0,-694350,-222392300] 3 2 [[1,1,0,1]] X6
+391590 d 1 [1,-1,0,1260,172800] 3 2 [[1,1,0,1]] X6
+391590 d 2 [1,-1,0,-39960,2967516] 3 2 [[1,1,0,1]] X6
+391590 e 1 [1,-1,0,-5595,161621] 3 2 [[1,1,0,1]] X6
+391590 e 2 [1,-1,0,-9015,-56575] 3 2 [[1,1,0,1]] X6
+391590 f 1 [1,-1,0,-44635248774,3629663707241268] 1 1 [] X1
+391590 g 1 [1,-1,0,651,11573] 1 1 [] X1
+391590 h 1 [1,-1,0,-779334,-264643660] 1 1 [] X1
+391590 i 1 [1,-1,0,-144,-27392] 3 2 [[1,1,0,1]] X6
+391590 i 2 [1,-1,0,-14544,-663872] 3 2 [[1,1,0,1]] X6
+391590 j 1 [1,-1,0,1253421,13440736053] 3 2 [[1,1,0,1]] X6
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+391590 k 1 [1,-1,0,-1854,-1050732] 3 2 [[1,1,0,1]] X6
+391590 k 2 [1,-1,0,-166734,-25881660] 3 2 [[1,1,0,1]] X6
+391590 l 1 [1,-1,0,-54,-2430] 1 1 [] X1
+391590 m 1 [1,-1,0,7011,369873] 3 2 [[1,1,0,1]] X6
+391590 m 2 [1,-1,0,-54819,4042575] 3 2 [[1,1,0,1]] X6
+391590 n 1 [1,-1,1,-9428,273831] 3 2 [[1,1,0,1]] X6
+391590 n 2 [1,-1,1,-50648,-4144953] 3 2 [[1,1,0,1]] X6
+391590 o 1 [1,-1,1,-99203,-11971213] 3 2 [[1,1,0,1]] X6
+391590 o 2 [1,-1,1,-140423,-1039669] 3 2 [[1,1,0,1]] X6
+391590 p 1 [1,-1,1,-21038,-1066179] 3 2 [[1,1,0,1]] X6
+391590 p 2 [1,-1,1,-75758,6857277] 3 2 [[1,1,0,1]] X6
+391590 q 1 [1,-1,1,-698288,-224419309] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391590 q 2 [1,-1,1,-709808,-216622573] 6 2 [] X8
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+391590 q 4 [1,-1,1,589792,-921525613] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391590 r 1 [1,-1,1,8896477,14795311331] 1 1 [] X1
+391590 s 1 [1,-1,1,102073,-8261089] 1 1 [] X1
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+391590 u 1 [1,-1,1,-24598758677,-1520483620837971] 3 2 [[1,1,0,1]] X6
+391590 u 2 [1,-1,1,-396189391757,-95984619363650019] 3 2 [[1,1,0,1]] X6
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+391592 a 1 [0,1,0,-802984,-277189968] 1 1 [] X1
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+391592 c 1 [0,1,0,-16136,-582592] 1 1 [] X1
+391592 d 1 [0,1,0,-3246736,2250636976] 1 1 [] X1
+391594 a 1 [1,0,1,-2727,-55260] 1 1 [] X1
+391594 b 1 [1,0,1,-229517,1384072] 1 1 [] X1
+391595 a 1 [0,-1,1,-63676,6205876] 1 1 [] X1
+391595 b 1 [0,1,1,-18402460,30379055436] 1 1 [] X1
+391595 c 1 [1,0,0,1150,12475] 3 2 [[1,1,0,1]] X6
+391595 c 2 [1,0,0,-6075,112180] 3 2 [[1,1,0,1]] X6
+391595 d 1 [0,-1,1,-946571,354793341] 1 1 [] X1
+391595 e 1 [0,-1,1,-181,1012] 1 1 [] X1
+391595 e 2 [0,-1,1,669,4497] 1 1 [] X1
+391595 f 1 [0,1,1,-52405,4658934] 1 1 [] X1
+391595 f 2 [0,1,1,193245,23254639] 1 1 [] X1
+391595 g 1 [0,1,1,-3275,71059] 1 1 [] X1
+391595 h 1 [1,0,1,-992477593,12032369739183] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+391595 h 2 [1,0,1,-886355348,14705631539631] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+391595 i 1 [1,1,0,-2462,-60181] 1 1 [] X1
+391596 a 1 [0,-1,0,-717,-7191] 1 1 [] X1
+391598 a 1 [1,-1,1,-3666,-85023] 1 1 [] X1
+391600 a 1 [0,0,0,-214075,37170250] 1 1 [] X1
+391600 b 1 [0,0,0,-2239075,-1162814750] 1 1 [] X1
+391600 c 1 [0,1,0,-2508,78988] 3 2 [[1,1,0,1]] X6
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+391600 d 1 [0,1,0,-23621408,10110707188] 3 2 [[1,1,0,1]] X6
+391600 d 2 [0,1,0,-289821408,1896403907188] 3 2 [[1,1,0,1]] X6
+391600 d 3 [0,1,0,-1466667408,21618970727188] 3 2 [[1,1,0,1]] X6
+391600 d 4 [0,1,0,-23466667408,1383638970727188] 3 2 [[1,1,0,1]] X6
+391600 e 1 [0,1,0,-68408,2543188] 3 2 [[1,1,0,1]] X6
+391600 e 2 [0,1,0,251592,19823188] 3 2 [[1,1,0,1]] X6
+391600 f 1 [0,1,0,-24408,1223188] 3 2 [[1,1,0,1]] X6
+391600 f 2 [0,1,0,-112408,-13384812] 3 2 [[1,1,0,1]] X6
+391600 g 1 [0,1,0,-5783,-162812] 3 2 [[1,1,0,1]] X6
+391600 g 2 [0,1,0,-16908,638188] 3 2 [[1,1,0,1]] X6
+391600 h 1 [0,1,0,-399008,-86624012] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+391600 h 2 [0,1,0,568992,-440912012] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+391600 i 1 [0,1,0,-37408,2587188] 3 2 [[1,1,0,1]] X6
+391600 i 2 [0,1,0,-587408,173087188] 3 2 [[1,1,0,1]] X6
+391600 j 1 [0,1,0,-18908,-1005812] 3 2 [[1,1,0,1]] X6
+391600 j 2 [0,1,0,-24408,-378812] 3 2 [[1,1,0,1]] X6
+391600 k 1 [0,1,0,-11208,-598412] 1 1 [] X1
+391600 l 1 [0,1,0,-1775408,-909840812] 3 2 [[1,1,0,1]] X6
+391600 l 2 [0,1,0,-28395408,-58249320812] 3 2 [[1,1,0,1]] X6
+391600 l 3 [0,1,0,-7341408,6778499188] 3 2 [[1,1,0,1]] X6
+391600 l 4 [0,1,0,-29341408,-54161500812] 3 2 [[1,1,0,1]] X6
+391600 m 1 [0,1,0,-1314974408,-18354116028812] 3 2 [[1,1,0,1]] X6
+391600 m 2 [0,1,0,-1330974408,-17884580028812] 3 2 [[1,1,0,1]] X6
+391600 m 3 [0,1,0,-1752510408,-5108275068812] 3 2 [[1,1,0,1]] X6
+391600 m 4 [0,1,0,-17377510408,876922974931188] 3 2 [[1,1,0,1]] X6
+391600 n 1 [0,1,0,-13403,592348] 6 4 [[1,0,0,3],[1,1,2,3]] X12
+391600 n 2 [0,1,0,-16428,301948] 6 4 [[1,0,0,3],[1,1,2,3]] X12
+391600 o 1 [0,-1,0,-5846208,-5438809088] 1 1 [] X1
+391600 o 2 [0,-1,0,-6886208,-3370009088] 1 1 [] X1
+391600 p 1 [0,-1,0,-24208,1406912] 1 1 [] X1
+391600 q 1 [0,-1,0,-808,22112] 1 1 [] X1
+391600 r 1 [0,-1,0,-926208,330790912] 1 1 [] X1
+391600 s 1 [0,-1,0,-35208,-2431088] 1 1 [] X1
+391600 t 1 [0,-1,0,-153928,23267312] 1 1 [] X1
+391600 u 1 [0,-1,0,-1408,-6688] 1 1 [] X1
+391600 v 1 [0,-1,0,-211408,-28314688] 1 1 [] X1
+391600 w 1 [0,0,0,-4775,63750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391600 w 2 [0,0,0,-65275,6416250] 6 2 [] X8
+391600 w 3 [0,0,0,-1044275,410743250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391600 w 4 [0,0,0,-54275,8649250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391600 x 1 [0,0,0,-319043950,-4399715974125] 3 2 [[1,1,0,1]] X6
+391600 x 2 [0,0,0,-6422559575,-197984921052250] 3 2 [[1,1,0,1]] X6
+391600 y 1 [0,0,0,-5865575,-5467772250] 3 2 [[1,1,0,1]] X6
+391600 y 2 [0,0,0,-5728075,-5736309750] 3 2 [[1,1,0,1]] X6
+391600 z 1 [0,0,0,30125,-768750] 3 2 [[1,1,0,1]] X6
+391600 z 2 [0,0,0,-129875,-6368750] 3 2 [[1,1,0,1]] X6
+391600 ba 1 [0,0,0,-130,-525] 3 2 [[1,1,0,1]] X6
+391600 ba 2 [0,0,0,145,-2450] 3 2 [[1,1,0,1]] X6
+391600 bb 1 [0,0,0,-3250,-65625] 3 2 [[1,1,0,1]] X6
+391600 bb 2 [0,0,0,3625,-306250] 3 2 [[1,1,0,1]] X6
+391600 bc 1 [0,0,0,-90275,-10438750] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+391600 bc 2 [0,0,0,-98275,-8478750] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+391600 bc 3 [0,0,0,-582275,164309250] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+391600 bc 4 [0,0,0,257725,-55826750] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+391600 bd 1 [0,0,0,-37955,-2850750] 3 2 [[1,1,0,1]] X6
+391600 bd 2 [0,0,0,-607555,-182274750] 3 2 [[1,1,0,1]] X6
+391600 be 1 [0,0,0,-1475,-8750] 3 2 [[1,1,0,1]] X6
+391600 be 2 [0,0,0,-12475,530250] 3 2 [[1,1,0,1]] X6
+391600 bf 1 [0,0,0,-948875,-356343750] 3 2 [[1,1,0,1]] X6
+391600 bf 2 [0,0,0,-15188875,-22784343750] 3 2 [[1,1,0,1]] X6
+391600 bg 1 [0,0,0,2950,466375] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391600 bg 2 [0,0,0,-75175,7575750] 6 2 [] X8
+391600 bg 3 [0,0,0,-1187675,498188250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391600 bg 4 [0,0,0,-212675,-28036750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391600 bh 1 [0,0,0,-12218135075,519823043497250] 1 1 [] X1
+391600 bi 1 [0,0,0,-17075,835250] 3 2 [[1,1,0,1]] X6
+391600 bi 2 [0,0,0,4925,2837250] 3 2 [[1,1,0,1]] X6
+391600 bj 1 [0,0,0,-125075,-17812750] 1 1 [] X1
+391600 bk 1 [0,0,0,-7242815075,-237251632174750] 3 2 [[1,1,0,1]] X6
+391600 bk 2 [0,0,0,-7242463075,-237275845902750] 3 2 [[1,1,0,1]] X6
+391600 bl 1 [0,0,0,-83075,8997250] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+391600 bl 2 [0,0,0,16925,29297250] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+391600 bm 1 [0,0,0,1205,-6150] 3 2 [[1,1,0,1]] X6
+391600 bm 2 [0,0,0,-5195,-50950] 3 2 [[1,1,0,1]] X6
+391600 bn 1 [0,0,0,1550,-26625] 3 2 [[1,1,0,1]] X6
+391600 bn 2 [0,0,0,-9575,-260250] 3 2 [[1,1,0,1]] X6
+391600 bo 1 [0,0,0,-7450,1968375] 3 2 [[1,1,0,1]] X6
+391600 bo 2 [0,0,0,-285575,58427750] 3 2 [[1,1,0,1]] X6
+391600 bp 1 [0,0,0,-5783075,-5348252750] 3 2 [[1,1,0,1]] X6
+391600 bp 2 [0,0,0,-4408075,-7956627750] 3 2 [[1,1,0,1]] X6
+391600 bq 1 [0,1,0,-1408,-20012] 1 1 [] X1
+391600 br 1 [0,1,0,-3848208,2900717588] 1 1 [] X1
+391600 bs 1 [0,1,0,-95008,-10496012] 1 1 [] X1
+391600 bs 2 [0,1,0,-1525008,722323988] 1 1 [] X1
+391600 bt 1 [0,1,0,-37048,2631508] 1 1 [] X1
+391600 bu 1 [0,1,0,-220188408,1255145343188] 1 1 [] X1
+391600 bv 1 [0,1,0,-968,10868] 1 1 [] X1
+391600 bw 1 [0,1,0,-233848,-43604012] 1 1 [] X1
+391600 bw 2 [0,1,0,-275448,-27070252] 1 1 [] X1
+391600 bx 1 [0,-1,0,-9908,-282688] 3 2 [[1,1,0,1]] X6
+391600 bx 2 [0,-1,0,-147408,-21732688] 3 2 [[1,1,0,1]] X6
+391600 by 1 [0,-1,0,-752133,222299012] 3 2 [[1,1,0,1]] X6
+391600 by 2 [0,-1,0,-11643508,15295962012] 3 2 [[1,1,0,1]] X6
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+391600 bz 2 [0,-1,0,-410708,38564912] 6 4 [[1,0,0,3],[1,1,2,3]] X12
+391600 ca 1 [0,-1,0,-4408,-50688] 3 2 [[1,1,0,1]] X6
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+391617 a 4 [1,-1,1,-195071,-1554424] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
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+391713 a 4 [1,1,1,-12788318452,-556637466145234] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391713 b 1 [0,-1,1,-477,4637] 1 1 [] X1
+391713 c 1 [1,1,0,-6792,235485] 1 1 [] X1
+391713 d 1 [1,1,0,340,-27261] 3 2 [[1,1,0,1]] X6
+391713 d 2 [1,1,0,-11825,-482232] 3 2 [[1,1,0,1]] X6
+391714 a 1 [1,1,0,-16739766,-26356386220] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391714 a 2 [1,1,0,-19699126,-16399323564] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391714 b 1 [1,0,0,-3739,84945] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+391714 b 2 [1,0,0,1381,301009] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+391715 a 1 [0,1,1,4,31] 1 1 [] X1
+391716 a 1 [0,0,0,81,-666] 1 1 [] X1
+391716 b 1 [0,0,0,1161,-16434] 1 1 [] X1
+391716 b 2 [0,0,0,-32319,-2250666] 1 1 [] X1
+391716 c 1 [0,0,0,-597879,-177963186] 1 1 [] X1
+391716 d 1 [0,0,0,729,-22194] 1 1 [] X1
+391716 e 1 [0,0,0,-7641,257085] 1 1 [] X1
+391716 f 1 [0,0,0,-68769,-6941295] 1 1 [] X1
+391716 g 1 [0,0,0,81,822] 1 1 [] X1
+391716 h 1 [0,0,0,729,17982] 1 1 [] X1
+391716 i 1 [0,0,0,-3591,83358] 1 1 [] X1
+391716 i 2 [0,0,0,10449,443718] 1 1 [] X1
+391716 j 1 [0,0,0,-5380911,4805006022] 1 1 [] X1
+391719 a 1 [1,1,0,-12,-1935] 1 1 [] X1
+391720 a 1 [0,-1,0,-2016,44716] 1 1 [] X1
+391720 b 1 [0,-1,0,-2616,-72884] 1 1 [] X1
+391720 c 1 [0,0,0,-40367,3243826] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391720 c 2 [0,0,0,-652867,203041326] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391720 c 3 [0,0,0,-10445867,12994657926] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391720 c 4 [0,0,0,-659867,198464726] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391720 d 1 [0,1,0,-770385,260035283] 1 1 [] X1
+391720 e 1 [0,1,0,160,800] 1 1 [] X1
+391720 f 1 [0,-1,0,-1575,12152] 3 2 [[1,1,0,1]] X6
+391720 f 2 [0,-1,0,5420,84900] 3 2 [[1,1,0,1]] X6
+391721 a 1 [0,0,1,-389,-2955] 1 1 [] X1
+391722 a 1 [1,1,0,-27753,1469445] 1 1 [] X1
+391722 b 1 [1,0,1,-9037,71576] 1 1 [] X1
+391722 c 1 [1,0,1,-96,-356] 1 1 [] X1
+391722 d 1 [1,1,1,-66470,-6622621] 1 1 [] X1
+391722 e 1 [1,0,0,-237,1377] 1 1 [] X1
+391725 a 1 [0,0,1,-135,3206] 1 1 [] X1
+391725 b 1 [0,0,1,-375,-14844] 1 1 [] X1
+391725 c 1 [1,-1,1,-41180,3225822] 3 2 [[1,1,0,1]] X6
+391725 c 2 [1,-1,1,-46805,2292072] 3 2 [[1,1,0,1]] X6
+391725 d 1 [0,0,1,-7252385700,-237722046123344] 1 1 [] X1
+391725 e 1 [0,0,1,-46200,-3829469] 1 1 [] X1
+391725 f 1 [1,-1,0,-79317,30807216] 3 2 [[1,1,0,1]] X6
+391725 f 2 [1,-1,0,-2037942,1117844091] 3 2 [[1,1,0,1]] X6
+391725 g 1 [1,-1,0,-1647,26136] 3 2 [[1,1,0,1]] X6
+391725 g 2 [1,-1,0,-1872,18711] 3 2 [[1,1,0,1]] X6
+391725 h 1 [0,0,1,-15,-119] 1 1 [] X1
+391725 i 1 [0,0,1,-3375,400781] 1 1 [] X1
+391728 a 1 [0,-1,0,-3744,71424] 3 2 [[1,1,0,1]] X6
+391728 a 2 [0,-1,0,-19104,-948480] 3 2 [[1,1,0,1]] X6
+391728 b 1 [0,-1,0,-2792,57600] 3 2 [[1,1,0,1]] X6
+391728 b 2 [0,-1,0,-3872,10080] 3 2 [[1,1,0,1]] X6
+391728 c 1 [0,1,0,-3104,-64524] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391728 c 2 [0,1,0,-8864,237300] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391728 d 1 [0,1,0,-69,-4365] 1 1 [] X1
+391729 a 1 [1,0,1,-26,117] 1 1 [] X1
+391730 a 1 [1,-1,0,-261584,-51466160] 1 1 [] X1
+391730 b 1 [1,-1,0,76,208] 1 1 [] X1
+391730 c 1 [1,0,1,-44,142] 1 1 [] X1
+391730 d 1 [1,0,0,-305,-5975] 1 1 [] X1
+391730 e 1 [1,0,0,3278190,-1719611900] 1 1 [] X1
+391730 e 2 [1,0,0,-74161810,-248690619900] 1 1 [] X1
+391730 f 1 [1,0,0,85,-2383] 1 1 [] X1
+391731 a 1 [1,0,0,-774,7857] 1 1 [] X1
+391731 b 1 [0,-1,1,203,-192] 1 1 [] X1
+391731 c 1 [0,-1,1,18,-127] 1 1 [] X1
+391732 a 1 [0,0,0,-224,-4492] 1 1 [] X1
+391732 b 1 [0,0,0,-520,3716] 1 1 [] X1
+391734 a 1 [1,-1,0,69,-47349] 1 1 [] X1
+391734 b 1 [1,-1,0,-33,1025] 1 1 [] X1
+391734 c 1 [1,-1,0,55638,-31991180] 3 2 [[1,1,0,1]] X6
+391734 c 2 [1,-1,0,-1234602,-500864396] 3 2 [[1,1,0,1]] X6
+391734 d 1 [1,-1,0,-33024,2318176] 1 1 [] X1
+391734 e 1 [1,-1,0,-12258,-584172] 1 1 [] X1
+391734 f 1 [1,-1,1,46552,9227243] 1 1 [] X1
+391734 g 1 [1,-1,1,-297218,-62293535] 1 1 [] X1
+391734 h 1 [1,-1,1,-725,2065709] 3 2 [[1,1,0,1]] X6
+391734 h 2 [1,-1,1,-247685,46814861] 3 2 [[1,1,0,1]] X6
+391734 i 1 [1,-1,1,-99509,18867021] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+391734 i 2 [1,-1,1,-1828229,951684333] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+391734 i 3 [1,-1,1,-29249609,60894821013] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+391734 i 4 [1,-1,1,-2066369,688110981] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391734 j 1 [1,-1,1,619,1277803] 1 1 [] X1
+391735 a 1 [0,-1,1,70,228] 1 1 [] X1
+391735 b 1 [0,0,1,-187,1040] 1 1 [] X1
+391740 a 1 [0,1,0,-545,-5100] 1 1 [] X1
+391742 a 1 [1,0,1,-20284,-1631862] 1 1 [] X1
+391742 b 1 [1,0,1,-2110,-37776] 3 2 [[1,1,0,1]] X6
+391742 b 2 [1,0,1,-33830,-2397744] 3 2 [[1,1,0,1]] X6
+391742 c 1 [1,1,0,43092,-6474320] 1 1 [] X1
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+391742 d 1 [1,-1,0,-3204863,-2959589619] 3 2 [[1,1,0,1]] X6
+391742 d 2 [1,-1,0,-55986943,-161210821875] 3 2 [[1,1,0,1]] X6
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+391742 g 2 [1,0,0,-5717189,-5262125831] 3 2 [[1,1,0,1]] X6
+391742 h 1 [1,1,1,1433,34419] 1 1 [] X1
+391742 i 1 [1,0,0,12361924,-10496129008] 1 1 [] X1
+391742 j 1 [1,1,1,-33212,-8376035] 1 1 [] X1
+391744 a 1 [0,0,0,-11116,-2827184] 1 1 [] X1
+391744 b 1 [0,-1,0,287,1889] 1 1 [] X1
+391744 c 1 [0,0,0,-6796,176880] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+391744 c 2 [0,0,0,13684,1037040] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+391744 d 1 [0,0,0,-6796,-176880] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+391744 d 2 [0,0,0,13684,-1037040] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+391744 e 1 [0,1,0,287,-1889] 1 1 [] X1
+391744 f 1 [0,0,0,-11116,2827184] 1 1 [] X1
+391746 a 1 [1,0,1,-6705,210772] 1 1 [] X1
+391746 b 1 [1,1,1,86677,-7355815] 1 1 [] X1
+391748 a 1 [0,-1,0,-2658,53645] 1 1 [] X1
+391749 a 1 [0,-1,1,-12100,152700] 1 1 [] X1
+391752 a 1 [0,0,0,-2415,51554] 1 1 [] X1
+391752 b 1 [0,0,0,64050,-11481163] 1 1 [] X1
+391752 c 1 [0,0,0,141,39022] 1 1 [] X1
+391754 a 1 [1,-1,1,-1786,29369] 1 1 [] X1
+391755 a 1 [0,-1,1,-2893956,-2231534194] 1 1 [] X1
+391755 b 1 [0,-1,1,-44606,3825506] 1 1 [] X1
+391755 c 1 [0,-1,1,390,3279296] 1 1 [] X1
+391755 d 1 [0,-1,1,-11210670,-14790306112] 1 1 [] X1
+391755 e 1 [0,-1,1,-1657490,-802532494] 1 1 [] X1
+391755 f 1 [0,1,1,19094,-1124836814] 1 1 [] X1
+391755 g 1 [0,1,1,-549322846,5074173642010] 1 1 [] X1
+391755 h 1 [0,1,1,18114,-1084534] 1 1 [] X1
+391755 i 1 [0,1,1,-33826,2330080] 1 1 [] X1
+391755 j 1 [0,1,1,-2185710,-1307777236] 1 1 [] X1
+391755 k 1 [1,1,1,1224,1224] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 k 2 [1,1,1,-4901,3674] 6 2 [] X8
+391755 k 3 [1,1,1,-55126,4945814] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 k 4 [1,1,1,-52676,-4659166] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 l 1 [1,1,1,-9568721,-12136942546] 3 2 [[1,1,0,1]] X6
+391755 l 2 [1,1,1,-155846216,-748907429362] 3 2 [[1,1,0,1]] X6
+391755 m 1 [1,1,1,245979,-10156182] 3 2 [[1,1,0,1]] X6
+391755 m 2 [1,1,1,-1009646,-83484682] 3 2 [[1,1,0,1]] X6
+391755 n 1 [1,1,1,-2325,-44640] 1 1 [] X1
+391755 o 1 [1,1,1,-185270,-71501830] 3 2 [[1,1,0,1]] X6
+391755 o 2 [1,1,1,-3953125,-3023993008] 3 2 [[1,1,0,1]] X6
+391755 p 1 [1,1,1,-117650,15608900] 1 1 [] X1
+391755 q 1 [1,1,1,-67180,8625812] 3 2 [[1,1,0,1]] X6
+391755 q 2 [1,1,1,-1159635,480129390] 3 2 [[1,1,0,1]] X6
+391755 r 1 [1,1,1,138104245,361976105000] 3 2 [[1,1,0,1]] X6
+391755 r 2 [1,1,1,-646661380,3115561730000] 3 2 [[1,1,0,1]] X6
+391755 s 1 [1,0,0,4164,42615] 3 2 [[1,1,0,1]] X6
+391755 s 2 [1,0,0,-18131,350286] 3 2 [[1,1,0,1]] X6
+391755 t 1 [1,0,0,66884,-10896145] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+391755 t 2 [1,0,0,-521361,-118074384] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+391755 t 3 [1,0,0,-2550206,1460772795] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+391755 t 4 [1,0,0,-7904436,-8553975879] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+391755 t 5 [1,0,0,-40028101,97471644206] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+391755 t 6 [1,0,0,2466169,6504236220] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+391755 u 1 [1,0,0,-67866,-6810525] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+391755 u 2 [1,0,0,-65661,-7273134] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+391755 v 1 [1,0,0,-113926,14969681] 1 1 [] X1
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+391755 w 2 [1,0,0,-32061191,69385373700] 3 2 [[1,1,0,1]] X6
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+391755 y 2 [1,0,0,-3384725,2112698832] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
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+391755 y 4 [1,0,0,-13721030,-17396043225] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+391755 z 1 [1,0,0,-195280,35356775] 3 2 [[1,1,0,1]] X6
+391755 z 2 [1,0,0,-3180535,2182949222] 3 2 [[1,1,0,1]] X6
+391755 ba 1 [1,0,0,-2990,89067] 3 2 [[1,1,0,1]] X6
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+391755 bb 1 [1,0,0,131515,-12256728] 3 2 [[1,1,0,1]] X6
+391755 bb 2 [1,0,0,-642440,-107762775] 3 2 [[1,1,0,1]] X6
+391755 bc 1 [0,-1,1,-471,4052] 1 1 [] X1
+391755 bd 1 [0,-1,1,1279,32801] 1 1 [] X1
+391755 bd 2 [0,-1,1,-53321,4767986] 1 1 [] X1
+391755 be 1 [0,-1,1,-115940435,-480469255939] 1 1 [] X1
+391755 bf 1 [0,-1,1,-62324985,-145857018994] 1 1 [] X1
+391755 bg 1 [0,-1,1,-65,1511] 1 1 [] X1
+391755 bh 1 [0,-1,1,1069115,32937498] 1 1 [] X1
+391755 bi 1 [0,1,1,-3053924281,50035065363406] 1 1 [] X1
+391755 bj 1 [0,1,1,330979,-9256903960] 1 1 [] X1
+391755 bk 1 [0,1,1,-426140521,3387202510486] 1 1 [] X1
+391755 bl 1 [0,1,1,2385,-57004] 1 1 [] X1
+391755 bm 1 [0,1,1,-23095,-1343744] 1 1 [] X1
+391755 bn 1 [0,1,1,62655,-11376151] 1 1 [] X1
+391755 bn 2 [0,1,1,-2612745,-1630193806] 1 1 [] X1
+391755 bo 1 [1,1,0,-742718,-246677577] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bo 2 [1,1,0,-742963,-246507008] 6 2 [] X8
+391755 bo 3 [1,1,0,-953908,-95512577] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bo 4 [1,1,0,-535938,-386580123] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bp 1 [1,1,0,-190488,-30097773] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bp 2 [1,1,0,-602333,143618448] 6 2 [] X8
+391755 bp 3 [1,1,0,-9090358,10544844283] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bp 4 [1,1,0,1296172,868467657] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bq 1 [1,1,0,-5317,2427496] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bq 2 [1,1,0,-305442,64313271] 6 2 [] X8
+391755 bq 3 [1,1,0,-4875917,4142091066] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bq 4 [1,1,0,-536967,-46772424] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 br 1 [1,1,0,-1118493037,-13946295450464] 3 2 [[1,1,0,1]] X6
+391755 br 2 [1,1,0,418100658,-49319604265581] 3 2 [[1,1,0,1]] X6
+391755 bs 1 [1,1,0,-3707,-88416] 3 2 [[1,1,0,1]] X6
+391755 bs 2 [1,1,0,-4162,-65939] 3 2 [[1,1,0,1]] X6
+391755 bt 1 [1,1,0,-145212,-20910861] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bt 2 [1,1,0,-323817,40422096] 6 2 [] X8
+391755 bt 3 [1,1,0,-4537572,3717344709] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bt 4 [1,1,0,1032258,292380831] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bu 1 [1,1,0,-50642,6601071] 3 2 [[1,1,0,1]] X6
+391755 bu 2 [1,1,0,-920147,339273684] 3 2 [[1,1,0,1]] X6
+391755 bv 1 [1,0,1,-22826389,40656492587] 3 2 [[1,1,0,1]] X6
+391755 bv 2 [1,0,1,8532666,143790152671] 3 2 [[1,1,0,1]] X6
+391755 bw 1 [1,0,1,-181669,29781707] 3 2 [[1,1,0,1]] X6
+391755 bw 2 [1,0,1,-203964,22005211] 3 2 [[1,1,0,1]] X6
+391755 bx 1 [1,0,1,-1034,-19393] 3 2 [[1,1,0,1]] X6
+391755 bx 2 [1,0,1,-18779,-991819] 3 2 [[1,1,0,1]] X6
+391755 by 1 [1,0,1,-2133,78691] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 by 2 [1,0,1,-43538,3490463] 6 2 [] X8
+391755 by 3 [1,0,1,-696463,223656773] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 by 4 [1,0,1,-53093,1843181] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bz 1 [1,0,1,19238563577,-86432872554987619] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 bz 2 [1,0,1,-2820107696628,-1786342664108696627] 6 2 [] X8
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+391755 bz 4 [1,0,1,-44870352906783,-115687690483972788569] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391755 ca 1 [1,0,1,-100623,63365131] 1 1 [] X1
+391755 cb 1 [0,-1,1,104844,27073031] 1 1 [] X1
+391755 cc 1 [0,-1,1,-26280,-1641067] 1 1 [] X1
+391755 cd 1 [0,-1,1,-163480,25538253] 1 1 [] X1
+391755 ce 1 [0,-1,1,-7660,268953] 1 1 [] X1
+391755 cf 1 [0,1,1,-156,-829] 1 1 [] X1
+391755 cg 1 [0,1,1,2140,-78319] 1 1 [] X1
+391756 a 1 [0,1,0,-1101,6287] 1 1 [] X1
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+391860 e 1 [0,0,0,-1713,25013] 1 1 [] X1
+391860 f 1 [0,0,0,-290568,-1722952492] 1 1 [] X1
+391860 g 1 [0,0,0,-9768,-164383] 3 2 [[1,1,0,1]] X6
+391860 g 2 [0,0,0,-79743,8554502] 3 2 [[1,1,0,1]] X6
+391860 h 1 [0,0,0,177,-6442] 1 1 [] X1
+391860 i 1 [0,0,0,-4728,-119527] 3 2 [[1,1,0,1]] X6
+391860 i 2 [0,0,0,-74703,-7858762] 3 2 [[1,1,0,1]] X6
+391860 j 1 [0,0,0,-237,709] 1 1 [] X1
+391860 k 1 [0,0,0,-483612,-129441191] 3 2 [[1,1,0,1]] X6
+391860 k 2 [0,0,0,-7737687,-8284472306] 3 2 [[1,1,0,1]] X6
+391860 l 1 [0,0,0,-486477,-18299979] 1 1 [] X1
+391860 m 1 [0,0,0,-8930478072,324832995868061] 3 2 [[1,1,0,1]] X6
+391860 m 2 [0,0,0,-8908715847,326494885589966] 3 2 [[1,1,0,1]] X6
+391860 n 1 [0,0,0,-112647,-14639186] 1 1 [] X1
+391864 a 1 [0,1,0,-14297,-1063909] 1 1 [] X1
+391865 a 1 [0,1,1,-5685,-166886] 1 1 [] X1
+391866 a 1 [1,1,0,-1040,2058] 1 1 [] X1
+391866 b 1 [1,0,1,-5556,-135398] 1 1 [] X1
+391866 c 1 [1,1,1,-222239,-15011899] 3 2 [[1,1,0,1]] X6
+391866 c 2 [1,1,1,818401,-114497083] 3 2 [[1,1,0,1]] X6
+391866 d 1 [1,1,1,-1852,-10339] 3 2 [[1,1,0,1]] X6
+391866 d 2 [1,1,1,-23532,-1397859] 3 2 [[1,1,0,1]] X6
+391866 e 1 [1,1,1,-1633259,805859453] 1 1 [] X1
+391866 f 1 [1,0,0,-6821274,-6862463388] 1 1 [] X1
+391866 f 2 [1,0,0,-552628434,-5000367839508] 1 1 [] X1
+391866 g 1 [1,0,0,-69,321] 1 1 [] X1
+391866 h 1 [1,0,0,-96,288] 1 1 [] X1
+391867 a 1 [0,-1,1,-8,34] 1 1 [] X1
+391870 a 1 [1,-1,1,-3042,-73759] 3 2 [[1,1,0,1]] X6
+391870 a 2 [1,-1,1,-50722,-4384031] 3 2 [[1,1,0,1]] X6
+391872 a 1 [0,-1,0,-3943425,3274267041] 1 1 [] X1
+391872 b 1 [0,-1,0,-7989205,8683583701] 3 2 [[1,1,0,1]] X6
+391872 b 2 [0,-1,0,-127783345,556023009361] 3 2 [[1,1,0,1]] X6
+391872 c 1 [0,-1,0,-365,1581] 3 2 [[1,1,0,1]] X6
+391872 c 2 [0,-1,0,-2705,-52239] 3 2 [[1,1,0,1]] X6
+391872 d 1 [0,-1,0,-106704,13497354] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+391872 d 2 [0,-1,0,-1708889,860412345] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+391872 e 1 [0,-1,0,101,13] 1 1 [] X1
+391872 f 1 [0,-1,0,-4449,71649] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391872 f 2 [0,-1,0,-30369,-1976031] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391872 f 3 [0,-1,0,7071,-6566175] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391872 f 4 [0,-1,0,-482529,-128852127] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391872 g 1 [0,-1,0,-104,-126] 3 2 [[1,1,0,1]] X6
+391872 g 2 [0,-1,0,-889,10393] 3 2 [[1,1,0,1]] X6
+391872 h 1 [0,-1,0,-18049,-139717247] 1 1 [] X1
+391872 i 1 [0,-1,0,-70369,7425409] 3 2 [[1,1,0,1]] X6
+391872 i 2 [0,-1,0,-1135329,465997185] 3 2 [[1,1,0,1]] X6
+391872 j 1 [0,-1,0,351,-6591] 3 2 [[1,1,0,1]] X6
+391872 j 2 [0,-1,0,-3809,-78975] 3 2 [[1,1,0,1]] X6
+391872 k 1 [0,-1,0,-26629,-291467] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+391872 k 2 [0,-1,0,104591,-2417231] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+391872 l 1 [0,-1,0,-35389,2574253] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391872 l 2 [0,-1,0,-35569,2546929] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391872 l 3 [0,-1,0,2111,7633729] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391872 l 4 [0,-1,0,-76129,-4291487] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391872 m 1 [0,-1,0,-341224,-76606166] 3 2 [[1,1,0,1]] X6
+391872 m 2 [0,-1,0,-342009,-76235175] 3 2 [[1,1,0,1]] X6
+391872 n 1 [0,-1,0,-79,313] 1 1 [] X1
+391872 o 1 [0,-1,0,-191053,-210052547] 3 2 [[1,1,0,1]] X6
+391872 o 2 [0,-1,0,-6599793,-6494462991] 3 2 [[1,1,0,1]] X6
+391872 p 1 [0,-1,0,-109728,-12709386] 3 2 [[1,1,0,1]] X6
+391872 p 2 [0,-1,0,-1711913,-861546999] 3 2 [[1,1,0,1]] X6
+391872 q 1 [0,-1,0,7505087,3601669441] 1 1 [] X1
+391872 r 1 [0,-1,0,-16973,-845475] 3 2 [[1,1,0,1]] X6
+391872 r 2 [0,-1,0,-17233,-817967] 3 2 [[1,1,0,1]] X6
+391872 s 1 [0,-1,0,-1613,-23139] 3 2 [[1,1,0,1]] X6
+391872 s 2 [0,-1,0,-4753,98065] 3 2 [[1,1,0,1]] X6
+391872 t 1 [0,-1,0,-4813,-17219] 3 2 [[1,1,0,1]] X6
+391872 t 2 [0,-1,0,-48753,4139505] 3 2 [[1,1,0,1]] X6
+391872 u 1 [0,-1,0,747,10125] 1 1 [] X1
+391872 v 1 [0,-1,0,-3413,78063] 1 1 [] X1
+391872 w 1 [0,-1,0,1152,-28386] 3 2 [[1,1,0,1]] X6
+391872 w 2 [0,-1,0,-9833,-311799] 3 2 [[1,1,0,1]] X6
+391872 x 1 [0,-1,0,-993,-11967] 1 1 [] X1
+391872 y 1 [0,-1,0,-19453,-1037849] 1 1 [] X1
+391872 z 1 [0,-1,0,467,3661] 3 2 [[1,1,0,1]] X6
+391872 z 2 [0,-1,0,-2673,36945] 3 2 [[1,1,0,1]] X6
+391872 ba 1 [0,-1,0,-632,6330] 3 2 [[1,1,0,1]] X6
+391872 ba 2 [0,-1,0,-697,5017] 3 2 [[1,1,0,1]] X6
+391872 bb 1 [0,-1,0,-107697,12488625] 3 2 [[1,1,0,1]] X6
+391872 bb 2 [0,-1,0,-1682337,840434337] 3 2 [[1,1,0,1]] X6
+391872 bc 1 [0,-1,0,-7827,334413] 1 1 [] X1
+391872 bd 1 [0,-1,0,-157,157] 3 2 [[1,1,0,1]] X6
+391872 bd 2 [0,-1,0,623,625] 3 2 [[1,1,0,1]] X6
+391872 be 1 [0,-1,0,-2657,53505] 3 2 [[1,1,0,1]] X6
+391872 be 2 [0,-1,0,-1697,91713] 3 2 [[1,1,0,1]] X6
+391872 bf 1 [0,-1,0,-4017,-69615] 3 2 [[1,1,0,1]] X6
+391872 bf 2 [0,-1,0,-23457,1333953] 3 2 [[1,1,0,1]] X6
+391872 bg 1 [0,-1,0,-2397,67437] 3 2 [[1,1,0,1]] X6
+391872 bg 2 [0,-1,0,-43217,3471825] 3 2 [[1,1,0,1]] X6
+391872 bh 1 [0,-1,0,863,216865] 3 2 [[1,1,0,1]] X6
+391872 bh 2 [0,-1,0,-49377,4125537] 3 2 [[1,1,0,1]] X6
+391872 bi 1 [0,-1,0,-49377,-5454495] 3 2 [[1,1,0,1]] X6
+391872 bi 2 [0,-1,0,-853217,-303036063] 3 2 [[1,1,0,1]] X6
+391872 bj 1 [0,-1,0,-2977,-60095] 3 2 [[1,1,0,1]] X6
+391872 bj 2 [0,-1,0,-6817,131137] 3 2 [[1,1,0,1]] X6
+391872 bk 1 [0,-1,0,-2237,-27507] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391872 bk 2 [0,-1,0,-32657,-2260335] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391872 bk 3 [0,-1,0,-29537,-2712735] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391872 bk 4 [0,-1,0,-522497,-145195647] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391872 bl 1 [0,-1,0,3039,59553] 1 1 [] X1
+391872 bm 1 [0,-1,0,-5105101,-4436266307] 3 2 [[1,1,0,1]] X6
+391872 bm 2 [0,-1,0,-4283761,-5912214287] 3 2 [[1,1,0,1]] X6
+391872 bn 1 [0,1,0,-365,-1581] 3 2 [[1,1,0,1]] X6
+391872 bn 2 [0,1,0,-2705,52239] 3 2 [[1,1,0,1]] X6
+391872 bo 1 [0,1,0,-7989205,-8683583701] 3 2 [[1,1,0,1]] X6
+391872 bo 2 [0,1,0,-127783345,-556023009361] 3 2 [[1,1,0,1]] X6
+391872 bp 1 [0,1,0,-3943425,-3274267041] 1 1 [] X1
+391872 bq 1 [0,1,0,-79,-313] 1 1 [] X1
+391872 br 1 [0,1,0,-341224,76606166] 3 2 [[1,1,0,1]] X6
+391872 br 2 [0,1,0,-342009,76235175] 3 2 [[1,1,0,1]] X6
+391872 bs 1 [0,1,0,-35389,-2574253] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391872 bs 2 [0,1,0,-35569,-2546929] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391872 bs 3 [0,1,0,-76129,4291487] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391872 bs 4 [0,1,0,2111,-7633729] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391872 bt 1 [0,1,0,-26629,291467] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+391872 bt 2 [0,1,0,104591,2417231] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+391872 bu 1 [0,1,0,351,6591] 3 2 [[1,1,0,1]] X6
+391872 bu 2 [0,1,0,-3809,78975] 3 2 [[1,1,0,1]] X6
+391872 bv 1 [0,1,0,-70369,-7425409] 3 2 [[1,1,0,1]] X6
+391872 bv 2 [0,1,0,-1135329,-465997185] 3 2 [[1,1,0,1]] X6
+391872 bw 1 [0,1,0,-18049,139717247] 1 1 [] X1
+391872 bx 1 [0,1,0,-4449,-71649] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391872 bx 2 [0,1,0,-30369,1976031] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391872 bx 3 [0,1,0,-482529,128852127] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391872 bx 4 [0,1,0,7071,6566175] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391872 by 1 [0,1,0,-104,126] 3 2 [[1,1,0,1]] X6
+391872 by 2 [0,1,0,-889,-10393] 3 2 [[1,1,0,1]] X6
+391872 bz 1 [0,1,0,101,-13] 1 1 [] X1
+391872 ca 1 [0,1,0,-106704,-13497354] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+391872 ca 2 [0,1,0,-1708889,-860412345] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+391872 cb 1 [0,1,0,467,-3661] 3 2 [[1,1,0,1]] X6
+391872 cb 2 [0,1,0,-2673,-36945] 3 2 [[1,1,0,1]] X6
+391872 cc 1 [0,1,0,-19453,1037849] 1 1 [] X1
+391872 cd 1 [0,1,0,-993,11967] 1 1 [] X1
+391872 ce 1 [0,1,0,1152,28386] 3 2 [[1,1,0,1]] X6
+391872 ce 2 [0,1,0,-9833,311799] 3 2 [[1,1,0,1]] X6
+391872 cf 1 [0,1,0,-3413,-78063] 1 1 [] X1
+391872 cg 1 [0,1,0,747,-10125] 1 1 [] X1
+391872 ch 1 [0,1,0,-4813,17219] 3 2 [[1,1,0,1]] X6
+391872 ch 2 [0,1,0,-48753,-4139505] 3 2 [[1,1,0,1]] X6
+391872 ci 1 [0,1,0,-1613,23139] 3 2 [[1,1,0,1]] X6
+391872 ci 2 [0,1,0,-4753,-98065] 3 2 [[1,1,0,1]] X6
+391872 cj 1 [0,1,0,-16973,845475] 3 2 [[1,1,0,1]] X6
+391872 cj 2 [0,1,0,-17233,817967] 3 2 [[1,1,0,1]] X6
+391872 ck 1 [0,1,0,7505087,-3601669441] 1 1 [] X1
+391872 cl 1 [0,1,0,-109728,12709386] 3 2 [[1,1,0,1]] X6
+391872 cl 2 [0,1,0,-1711913,861546999] 3 2 [[1,1,0,1]] X6
+391872 cm 1 [0,1,0,-191053,210052547] 3 2 [[1,1,0,1]] X6
+391872 cm 2 [0,1,0,-6599793,6494462991] 3 2 [[1,1,0,1]] X6
+391872 cn 1 [0,1,0,-2237,27507] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+391872 cn 2 [0,1,0,-32657,2260335] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+391872 cn 3 [0,1,0,-522497,145195647] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+391872 cn 4 [0,1,0,-29537,2712735] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+391872 co 1 [0,1,0,-2977,60095] 3 2 [[1,1,0,1]] X6
+391872 co 2 [0,1,0,-6817,-131137] 3 2 [[1,1,0,1]] X6
+391872 cp 1 [0,1,0,863,-216865] 3 2 [[1,1,0,1]] X6
+391872 cp 2 [0,1,0,-49377,-4125537] 3 2 [[1,1,0,1]] X6
+391872 cq 1 [0,1,0,-49377,5454495] 3 2 [[1,1,0,1]] X6
+391872 cq 2 [0,1,0,-853217,303036063] 3 2 [[1,1,0,1]] X6
+391872 cr 1 [0,1,0,-2397,-67437] 3 2 [[1,1,0,1]] X6
+391872 cr 2 [0,1,0,-43217,-3471825] 3 2 [[1,1,0,1]] X6
+391872 cs 1 [0,1,0,-4017,69615] 3 2 [[1,1,0,1]] X6
+391872 cs 2 [0,1,0,-23457,-1333953] 3 2 [[1,1,0,1]] X6
+391872 ct 1 [0,1,0,-2657,-53505] 3 2 [[1,1,0,1]] X6
+391872 ct 2 [0,1,0,-1697,-91713] 3 2 [[1,1,0,1]] X6
+391872 cu 1 [0,1,0,-157,-157] 3 2 [[1,1,0,1]] X6
+391872 cu 2 [0,1,0,623,-625] 3 2 [[1,1,0,1]] X6
+391872 cv 1 [0,1,0,-7827,-334413] 1 1 [] X1
+391872 cw 1 [0,1,0,-632,-6330] 3 2 [[1,1,0,1]] X6
+391872 cw 2 [0,1,0,-697,-5017] 3 2 [[1,1,0,1]] X6
+391872 cx 1 [0,1,0,-107697,-12488625] 3 2 [[1,1,0,1]] X6
+391872 cx 2 [0,1,0,-1682337,-840434337] 3 2 [[1,1,0,1]] X6
+391872 cy 1 [0,1,0,-5105101,4436266307] 3 2 [[1,1,0,1]] X6
+391872 cy 2 [0,1,0,-4283761,5912214287] 3 2 [[1,1,0,1]] X6
+391872 cz 1 [0,1,0,3039,-59553] 1 1 [] X1
+391874 a 1 [1,0,1,-7493,249660] 1 1 [] X1
+391874 b 1 [1,-1,0,7,-227] 1 1 [] X1
+391874 c 1 [1,0,1,-52,2770] 1 1 [] X1
+391874 d 1 [1,1,0,113741,-9448851] 1 1 [] X1
+391874 e 1 [1,1,0,-26593,6871221] 1 1 [] X1
+391874 f 1 [1,1,0,61,-12595] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391874 f 2 [1,1,0,-7779,-261907] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391874 g 1 [1,1,0,-1151,-15547] 1 1 [] X1
+391874 h 1 [1,1,0,29432,-86669940] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391874 h 2 [1,1,0,-2768978,-1734933430] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+391874 i 1 [1,-1,1,-18169,1390489] 1 1 [] X1
+391874 j 1 [1,-1,1,-1299223,-569673425] 1 1 [] X1
+391874 k 1 [1,-1,1,-934288,347824995] 1 1 [] X1
+391874 l 1 [1,1,1,535,77383] 1 1 [] X1
+391878 a 1 [1,-1,0,-2391,72881] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+391878 b 1 [1,-1,0,-81,-4179] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+391878 c 1 [1,-1,0,-2598,-49996] 1 1 [] X1
+391878 d 1 [1,-1,0,363,-1963] 1 1 [] X1
+391878 e 1 [1,-1,0,-2196666,-1252575308] 1 1 [] X1
+391878 f 1 [1,-1,0,-3442533,2459423717] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+391878 f 2 [1,-1,0,-643668,6303929552] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+391878 g 1 [1,-1,1,-71519,-233455033] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+391878 g 2 [1,-1,1,-30982799,-66373457561] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+391878 h 1 [1,-1,1,-19769996,33839303311] 1 1 [] X1
+391878 i 1 [1,-1,1,40,59] 1 1 [] X1
+391878 j 1 [1,-1,1,-23384,1373275] 1 1 [] X1
+391878 k 1 [1,-1,1,-266,-2611] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+391878 l 1 [1,-1,1,-731,113563] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+391880 a 1 [0,-1,0,600,233452] 1 1 [] X1
+391880 b 1 [0,0,0,-842,-8151] 3 2 [[1,1,0,1]] X6
+391880 b 2 [0,0,0,-12967,-568326] 3 2 [[1,1,0,1]] X6
+391881 a 1 [1,0,0,-34782192,-78959527137] 1 1 [] X1
+391881 b 1 [1,0,0,-345769,78228212] 1 1 [] X1
+391881 c 1 [0,-1,1,139,1214] 1 1 [] X1
+391881 d 1 [1,0,1,-389,-2977] 1 1 [] X1
+391884 a 1 [0,-1,0,771,68889] 1 1 [] X1
+391884 b 1 [0,-1,0,-361924,-90645032] 1 1 [] X1
+391884 c 1 [0,-1,0,777892,-4476657000] 1 1 [] X1
+391884 d 1 [0,-1,0,1117348755,-22828894462071] 1 1 [] X1
+391884 e 1 [0,-1,0,-385,-17522] 1 1 [] X1
+391884 f 1 [0,-1,0,-657,-6642] 1 1 [] X1
+391884 g 1 [0,-1,0,6437668,-11895208392] 1 1 [] X1
+391884 h 1 [0,-1,0,-5009,147786] 1 1 [] X1
+391884 h 2 [0,-1,0,29671,-1338] 1 1 [] X1
+391884 i 1 [0,1,0,3083,23591] 1 1 [] X1
+391884 j 1 [0,1,0,22276,-2413308] 1 1 [] X1
+391884 k 1 [0,1,0,-189969,-33771780] 1 1 [] X1
+391884 l 1 [0,1,0,-59341,-5892817] 1 1 [] X1
+391884 m 1 [0,1,0,2692,-910236] 1 1 [] X1
+391884 n 1 [0,1,0,-40845,4751631] 1 1 [] X1
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+391935 l 2 [1,1,0,-376899898,-2146506284417] 6 2 [] X8
+391935 l 3 [1,1,0,895964477,-13525150078292] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391935 l 4 [1,1,0,-5622580993,-162264626891978] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391935 m 1 [1,1,0,-773638,-278110217] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391935 m 2 [1,1,0,-12585483,-17190309888] 6 2 [] X8
+391935 m 3 [1,1,0,-12792978,-16594425747] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391935 m 4 [1,1,0,-201367508,-1099930736073] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391935 n 1 [1,1,0,-4118,12183] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391935 n 2 [1,1,0,-41963,-3310608] 6 2 [] X8
+391935 n 3 [1,1,0,-18908,-6902577] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391935 n 4 [1,1,0,-670538,-211620363] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391935 o 1 [0,-1,1,-2830,-58719] 1 1 [] X1
+391935 p 1 [0,1,1,-1935046,-1442396015] 1 1 [] X1
+391936 a 1 [0,1,0,-55,-171] 1 1 [] X1
+391936 b 1 [0,1,0,-221,1147] 1 1 [] X1
+391936 c 1 [0,0,0,-86,-304] 1 1 [] X1
+391936 d 1 [0,0,0,-86,304] 1 1 [] X1
+391936 e 1 [0,0,0,-344,-2432] 1 1 [] X1
+391936 f 1 [0,0,0,-344,2432] 1 1 [] X1
+391936 g 1 [0,-1,0,-55,171] 1 1 [] X1
+391936 h 1 [0,-1,0,-221,-1147] 1 1 [] X1
+391937 a 1 [0,1,1,-514218,-142108112] 1 1 [] X1
+391937 b 1 [0,1,1,944,-2379072] 1 1 [] X1
+391937 c 1 [0,-1,1,-169,2239] 1 1 [] X1
+391937 d 1 [0,-1,1,-123079,18075391] 1 1 [] X1
+391937 e 1 [0,-1,1,-523,6106] 1 1 [] X1
+391937 f 1 [1,0,1,-6136,-189579] 1 1 [] X1
+391937 g 1 [1,0,1,-68933,-7821833] 1 1 [] X1
+391937 h 1 [0,0,1,155,-3661] 1 1 [] X1
+391941 a 1 [1,-1,1,-3251,130906] 3 2 [[1,1,0,1]] X6
+391941 a 2 [1,-1,1,-63146,6120406] 3 2 [[1,1,0,1]] X6
+391941 b 1 [1,-1,1,-1288379,-562554774] 3 2 [[1,1,0,1]] X6
+391941 b 2 [1,-1,1,-1286774,-564027522] 3 2 [[1,1,0,1]] X6
+391941 c 1 [1,-1,1,-7394,246368] 3 2 [[1,1,0,1]] X6
+391941 c 2 [1,-1,1,-9059,128486] 3 2 [[1,1,0,1]] X6
+391941 d 1 [1,-1,1,-554,960] 3 2 [[1,1,0,1]] X6
+391941 d 2 [1,-1,1,-5549,-156882] 3 2 [[1,1,0,1]] X6
+391941 e 1 [1,-1,0,-11595408,15200574299] 3 2 [[1,1,0,1]] X6
+391941 e 2 [1,-1,0,-11580963,15240324050] 3 2 [[1,1,0,1]] X6
+391941 f 1 [1,-1,0,-107622,-3107241] 3 2 [[1,1,0,1]] X6
+391941 f 2 [1,-1,0,-1321407,-583539228] 3 2 [[1,1,0,1]] X6
+391941 g 1 [0,0,1,-7473,-1066163] 1 1 [] X1
+391944 a 1 [0,1,0,-1400,-20688] 1 1 [] X1
+391944 b 1 [0,1,0,-13840,-387808] 1 1 [] X1
+391945 a 1 [1,1,0,-17,146] 1 1 [] X1
+391945 b 1 [0,-1,1,-1160,-4277] 1 1 [] X1
+391949 a 1 [0,1,1,101,53] 1 1 [] X1
+391950 a 1 [1,-1,0,-11412,-466394] 1 1 [] X1
+391950 a 2 [1,-1,0,-9837,-600899] 1 1 [] X1
+391950 b 1 [1,-1,0,-14667,-1375759] 3 2 [[1,1,0,1]] X6
+391950 b 2 [1,-1,0,-295917,-61844509] 3 2 [[1,1,0,1]] X6
+391950 c 1 [1,-1,0,-66042,6440116] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 c 2 [1,-1,0,-138042,-10047884] 6 2 [] X8
+391950 c 3 [1,-1,0,464958,-74568884] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 c 4 [1,-1,0,-1893042,-1001622884] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 d 1 [1,-1,0,-1345179942,-17787009982284] 1 1 [] X1
+391950 e 1 [1,-1,0,-13692,315216] 3 2 [[1,1,0,1]] X6
+391950 e 2 [1,-1,0,46308,2295216] 3 2 [[1,1,0,1]] X6
+391950 f 1 [1,-1,0,11133,-1670459] 1 1 [] X1
+391950 g 1 [1,-1,0,-144927,-10829619] 3 2 [[1,1,0,1]] X6
+391950 g 2 [1,-1,0,-1988127,-1078042419] 3 2 [[1,1,0,1]] X6
+391950 h 1 [1,-1,0,-34036992,-76423646084] 1 1 [] X1
+391950 i 1 [1,-1,0,-724167,237399741] 1 1 [] X1
+391950 j 1 [1,-1,0,-64242,-6207084] 3 2 [[1,1,0,1]] X6
+391950 j 2 [1,-1,0,-109242,3647916] 3 2 [[1,1,0,1]] X6
+391950 k 1 [1,-1,0,-2817,61841] 1 1 [] X1
+391950 l 1 [1,-1,0,-120222,-15037164] 1 1 [] X1
+391950 m 1 [1,-1,0,-81792,-9835884] 1 1 [] X1
+391950 n 1 [1,-1,0,-47419047,-122944987139] 1 1 [] X1
+391950 o 1 [1,-1,0,-8211192,-9054342784] 1 1 [] X1
+391950 p 1 [1,-1,0,-10021542,12247272116] 1 1 [] X1
+391950 q 1 [1,-1,0,348,-944] 1 1 [] X1
+391950 r 1 [1,-1,0,-2817,-2622659] 1 1 [] X1
+391950 s 1 [1,-1,0,-68742,-3809084] 1 1 [] X1
+391950 t 1 [1,-1,0,-17109042,41577372116] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 t 2 [1,-1,0,-312021042,2121001884116] 6 2 [] X8
+391950 t 3 [1,-1,0,-4992021042,135758401884116] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 t 4 [1,-1,0,-350613042,1563231708116] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 u 1 [1,-1,0,688068,1464714576] 3 2 [[1,1,0,1]] X6
+391950 u 2 [1,-1,0,-15900732,23212631376] 3 2 [[1,1,0,1]] X6
+391950 v 1 [1,-1,0,-453492,-74017584] 3 2 [[1,1,0,1]] X6
+391950 v 2 [1,-1,0,-6483492,-6351247584] 3 2 [[1,1,0,1]] X6
+391950 w 1 [1,-1,0,-25241674167,-1542760973300259] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 w 2 [1,-1,0,-29960266167,-925583295476259] 6 2 [] X8
+391950 w 3 [1,-1,0,-239912266167,44594739680523741] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 w 4 [1,-1,0,104494261833,-6946591513844259] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 x 1 [1,-1,0,4007133,7462155541] 3 2 [[1,1,0,1]] X6
+391950 x 2 [1,-1,0,-41622867,90919425541] 3 2 [[1,1,0,1]] X6
+391950 y 1 [1,-1,0,-17667,-213759] 3 2 [[1,1,0,1]] X6
+391950 y 2 [1,-1,0,-168417,26468991] 3 2 [[1,1,0,1]] X6
+391950 z 1 [1,-1,0,-76724442,259137535716] 3 2 [[1,1,0,1]] X6
+391950 z 2 [1,-1,0,-1228179942,16567201782216] 3 2 [[1,1,0,1]] X6
+391950 ba 1 [1,-1,0,-26549817,52628607341] 3 2 [[1,1,0,1]] X6
+391950 ba 2 [1,-1,0,-21149817,74655207341] 3 2 [[1,1,0,1]] X6
+391950 bb 1 [1,-1,0,-3417,-259759] 1 1 [] X1
+391950 bc 1 [1,-1,0,78258,2872916] 1 1 [] X1
+391950 bd 1 [1,-1,0,-1840031442,6524780165716] 1 1 [] X1
+391950 be 1 [1,-1,0,-343692,-76302284] 1 1 [] X1
+391950 be 2 [1,-1,0,-3015567,1981463341] 1 1 [] X1
+391950 be 3 [1,-1,0,-243084942,1458825317716] 1 1 [] X1
+391950 bf 1 [1,-1,0,-10188785817,388439031799341] 3 2 [[1,1,0,1]] X6
+391950 bf 2 [1,-1,0,-21985265817,-679649656840659] 3 2 [[1,1,0,1]] X6
+391950 bg 1 [1,-1,0,-389592,93738816] 1 1 [] X1
+391950 bh 1 [1,-1,0,408,12816] 1 1 [] X1
+391950 bi 1 [1,-1,0,497133,265355541] 1 1 [] X1
+391950 bj 1 [1,-1,0,-156492,-8385584] 1 1 [] X1
+391950 bk 1 [1,-1,0,-106317,-4539159] 1 1 [] X1
+391950 bl 1 [1,-1,0,-7917,-255259] 1 1 [] X1
+391950 bm 1 [1,-1,0,-14819742,61369584916] 1 1 [] X1
+391950 bn 1 [1,-1,0,-30232917,-71020325259] 1 1 [] X1
+391950 bo 1 [1,-1,0,-212067,-37236159] 3 2 [[1,1,0,1]] X6
+391950 bo 2 [1,-1,0,-61317,-89244909] 3 2 [[1,1,0,1]] X6
+391950 bp 1 [1,-1,0,263208,-28040384] 1 1 [] X1
+391950 bp 2 [1,-1,0,-5136792,-4563040384] 1 1 [] X1
+391950 bq 1 [1,-1,0,-136986567,-7308828782659] 1 1 [] X1
+391950 br 1 [1,-1,0,-38353167,-91411018259] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 br 2 [1,-1,0,-39505167,-85626826259] 6 2 [] X8
+391950 br 3 [1,-1,0,-152005167,630435673741] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 br 4 [1,-1,0,54562833,-431514862259] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 bs 1 [1,-1,0,-1559742,715744916] 3 2 [[1,1,0,1]] X6
+391950 bs 2 [1,-1,0,-4439742,-2685535084] 3 2 [[1,1,0,1]] X6
+391950 bt 1 [1,-1,0,18376083,3424412241] 3 2 [[1,1,0,1]] X6
+391950 bt 2 [1,-1,0,-74024667,27541007991] 3 2 [[1,1,0,1]] X6
+391950 bu 1 [1,-1,0,-134682,-18985024] 3 2 [[1,1,0,1]] X6
+391950 bu 2 [1,-1,0,-2154732,-1216874674] 3 2 [[1,1,0,1]] X6
+391950 bv 1 [1,-1,0,-30942,-14058284] 3 2 [[1,1,0,1]] X6
+391950 bv 2 [1,-1,0,-1083942,-432099284] 3 2 [[1,1,0,1]] X6
+391950 bw 1 [1,-1,0,35208,96471616] 1 1 [] X1
+391950 bx 1 [1,-1,0,-273492,-55887584] 1 1 [] X1
+391950 by 1 [1,-1,1,-11255,-456253] 1 1 [] X1
+391950 bz 1 [1,-1,1,-10940,-444913] 1 1 [] X1
+391950 ca 1 [1,-1,1,497995,84369997] 3 2 [[1,1,0,1]] X6
+391950 ca 2 [1,-1,1,-2382005,735249997] 3 2 [[1,1,0,1]] X6
+391950 cb 1 [1,-1,1,-32555480,23964285147] 3 2 [[1,1,0,1]] X6
+391950 cb 2 [1,-1,1,121812520,185741949147] 3 2 [[1,1,0,1]] X6
+391950 cc 1 [1,-1,1,-3367055,-2376495053] 3 2 [[1,1,0,1]] X6
+391950 cc 2 [1,-1,1,-53868305,-152163202553] 3 2 [[1,1,0,1]] X6
+391950 cd 1 [1,-1,1,-62390,5738437] 3 2 [[1,1,0,1]] X6
+391950 cd 2 [1,-1,1,-177590,-21448763] 3 2 [[1,1,0,1]] X6
+391950 ce 1 [1,-1,1,-713255,232081247] 1 1 [] X1
+391950 cf 1 [1,-1,1,-307130,66004247] 1 1 [] X1
+391950 cg 1 [1,-1,1,-381152670005,90573401774829997] 1 1 [] X1
+391950 ch 1 [1,-1,1,19885,2118867] 1 1 [] X1
+391950 ci 1 [1,-1,1,-6260,-65833] 1 1 [] X1
+391950 cj 1 [1,-1,1,-592790,491075237] 1 1 [] X1
+391950 ck 1 [1,-1,1,-133130,-18608003] 1 1 [] X1
+391950 cl 1 [1,-1,1,-30159230,-62608143603] 3 2 [[1,1,0,1]] X6
+391950 cl 2 [1,-1,1,-480159230,-4049608143603] 3 2 [[1,1,0,1]] X6
+391950 cm 1 [1,-1,1,12595,-1067403] 1 1 [] X1
+391950 cn 1 [1,-1,1,-123230,-8387603] 3 2 [[1,1,0,1]] X6
+391950 cn 2 [1,-1,1,416770,-62387603] 3 2 [[1,1,0,1]] X6
+391950 co 1 [1,-1,1,-234230,-31692603] 3 2 [[1,1,0,1]] X6
+391950 co 2 [1,-1,1,-1359230,584807397] 3 2 [[1,1,0,1]] X6
+391950 cp 1 [1,-1,1,3130,22357] 1 1 [] X1
+391950 cq 1 [1,-1,1,-22311613355,-1282751961854853] 1 1 [] X1
+391950 cr 1 [1,-1,1,-25355,-1644353] 1 1 [] X1
+391950 cs 1 [1,-1,1,-156380,-19990753] 1 1 [] X1
+391950 ct 1 [1,-1,1,-45230,-4129603] 3 2 [[1,1,0,1]] X6
+391950 ct 2 [1,-1,1,-747230,-248425603] 3 2 [[1,1,0,1]] X6
+391950 cu 1 [1,-1,1,-380,9747] 1 1 [] X1
+391950 cv 1 [1,-1,1,-2949980,-1948224353] 3 2 [[1,1,0,1]] X6
+391950 cv 2 [1,-1,1,-2349980,-2764224353] 3 2 [[1,1,0,1]] X6
+391950 cw 1 [1,-1,1,-36767352380,2713583065813247] 3 2 [[1,1,0,1]] X6
+391950 cw 2 [1,-1,1,-36777000380,2712087702997247] 3 2 [[1,1,0,1]] X6
+391950 cx 1 [1,-1,1,182094520,10640219435147] 3 2 [[1,1,0,1]] X6
+391950 cx 2 [1,-1,1,-6287537480,185009741099147] 3 2 [[1,1,0,1]] X6
+391950 cy 1 [1,-1,1,17201695,183106523697] 3 2 [[1,1,0,1]] X6
+391950 cy 2 [1,-1,1,-397518305,2901181403697] 3 2 [[1,1,0,1]] X6
+391950 cz 1 [1,-1,1,160285,59665187] 3 2 [[1,1,0,1]] X6
+391950 cz 2 [1,-1,1,-1664915,727688387] 3 2 [[1,1,0,1]] X6
+391950 da 1 [1,-1,1,-18140,-588513] 3 2 [[1,1,0,1]] X6
+391950 da 2 [1,-1,1,-259340,-50758113] 3 2 [[1,1,0,1]] X6
+391950 db 1 [1,-1,1,24745,1739247] 3 2 [[1,1,0,1]] X6
+391950 db 2 [1,-1,1,-155255,17219247] 3 2 [[1,1,0,1]] X6
+391950 dc 1 [1,-1,1,-1696055,-860349553] 1 1 [] X1
+391950 dd 1 [1,-1,1,76495,-16163503] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 dd 2 [1,-1,1,-684005,-184994503] 6 2 [] X8
+391950 dd 3 [1,-1,1,-3053255,1876252997] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 dd 4 [1,-1,1,-10482755,-13060552003] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+391950 de 1 [1,-1,1,2226370,-198846003] 24 16 [[1,1,0,1],[7,0,8,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36j
+391950 de 2 [1,-1,1,-9023630,-1593846003] 24 8 [[1,2,0,1],[5,0,4,1],[7,0,0,1],[5,0,0,5],[1,0,0,3]] X25c
+391950 de 3 [1,-1,1,-91036130,332689103997] 24 8 [[7,0,0,1],[5,0,0,5],[1,0,0,3],[1,2,0,5],[1,0,4,1]] X25f
+391950 de 4 [1,-1,1,-107011130,-425291796003] 24 16 [[1,1,0,1],[7,0,8,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36j
+391950 de 5 [1,-1,1,-1454569880,21352925393997] 24 8 [[7,7,0,7],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36e
+391950 de 6 [1,-1,1,-39702380,705577463997] 24 8 [[7,7,0,7],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36c
+391950 df 1 [1,-1,1,-7320383105,-249369921514353] 1 1 [] X1
+391950 dg 1 [1,-1,1,-1185476180,-15369308868553] 1 1 [] X1
+391950 dh 1 [1,-1,1,-575330,11171859297] 1 1 [] X1
+391950 di 1 [1,-1,1,-41501181380,-3248235916593753] 1 1 [] X1
+391950 dj 1 [1,-1,1,-3005555,-1882651053] 1 1 [] X1
+391950 dk 1 [1,-1,1,8695,-109303] 1 1 [] X1
+391950 dl 1 [1,-1,1,-2750,-29923] 1 1 [] X1
+391950 dm 1 [1,-1,1,445,-13453] 1 1 [] X1
+391950 dn 1 [1,-1,1,-3623180,-1357325553] 3 2 [[1,1,0,1]] X6
+391950 dn 2 [1,-1,1,-49703180,-134805005553] 3 2 [[1,1,0,1]] X6
+391950 do 1 [1,-1,1,130270,-26873103] 1 1 [] X1
+391950 dp 1 [1,-1,1,-1361480,-611116873] 1 1 [] X1
+391950 dq 1 [1,-1,1,-2570,-49143] 3 2 [[1,1,0,1]] X6
+391950 dq 2 [1,-1,1,-4370,30057] 3 2 [[1,1,0,1]] X6
+391950 dr 1 [1,-1,1,-83589755,-26652845253] 1 1 [] X1
+391950 ds 1 [1,-1,1,-8780,388847] 1 1 [] X1
+391950 dt 1 [1,-1,1,3670,-349703] 1 1 [] X1
+391950 du 1 [1,-1,1,-159530,-24484903] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+391950 du 2 [1,-1,1,-164030,-23026903] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+391950 du 3 [1,-1,1,-616280,161491097] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+391950 du 4 [1,-1,1,216220,-114286903] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+391950 dv 1 [1,-1,1,-7355480,-6568844853] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+391950 dv 2 [1,-1,1,12845020,-36303980853] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+391950 dw 1 [1,-1,1,-15980,1047147] 3 2 [[1,1,0,1]] X6
+391950 dw 2 [1,-1,1,-279230,56856147] 3 2 [[1,1,0,1]] X6
+391950 dx 1 [1,-1,1,-15220730,270702435897] 1 1 [] X1
+391950 dy 1 [1,-1,1,-570755,169191747] 1 1 [] X1
+391950 dy 2 [1,-1,1,2368870,754721497] 1 1 [] X1
+391950 dz 1 [1,-1,1,-285305,-58584553] 1 1 [] X1
+391950 dz 2 [1,-1,1,-245930,-75358303] 1 1 [] X1
+391950 ea 1 [1,-1,1,-346730,-61046103] 1 1 [] X1
+391951 a 1 [0,0,1,2401,-1483218] 1 1 [] X1
+391951 b 1 [0,0,1,49,4324] 1 1 [] X1
+391951 c 1 [1,-1,1,-2484,-45888] 1 1 [] X1
+391951 d 1 [1,1,1,-185907,-30925910] 1 1 [] X1
+391951 e 1 [0,1,1,-2774,-58383] 1 1 [] X1
+391951 f 1 [0,-1,1,-135942,19753411] 1 1 [] X1
+391952 a 1 [0,0,0,-364,-3140] 1 1 [] X1
+391952 b 1 [0,1,0,-31298088,-67425829196] 1 1 [] X1
+391952 c 1 [0,1,0,3443,-106722] 1 1 [] X1
+391952 d 1 [0,-1,0,79423,-26599331] 1 1 [] X1
+391952 e 1 [0,-1,0,-59089,-5508931] 1 1 [] X1
+391952 f 1 [0,-1,0,-236688,-44242496] 1 1 [] X1
+391952 f 2 [0,-1,0,-227408,-47880512] 1 1 [] X1
+391952 g 1 [0,0,0,-14411,-670566] 1 1 [] X1
+391952 h 1 [0,0,0,-10085051,12328010874] 1 1 [] X1
+391952 i 1 [0,0,0,173389,-29669006] 1 1 [] X1
+391952 j 1 [0,1,0,-280,-1916] 1 1 [] X1
+391952 k 1 [0,1,0,-781,-10409] 1 1 [] X1
+391952 l 1 [0,-1,0,17,-102] 1 1 [] X1
+391952 m 1 [0,-1,0,-528,-7744] 1 1 [] X1
+391953 a 1 [0,-1,1,-240,2090] 1 1 [] X1
+391954 a 1 [1,0,1,-4094,100464] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+391954 a 2 [1,0,1,-4254,92144] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
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+392370 j 2 [1,1,0,-71342,-7363356] 6 2 [] X8
+392370 j 3 [1,1,0,-77722,-5976344] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392370 j 4 [1,1,0,-1141442,-469860576] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392370 k 1 [1,1,0,-3157062,4209001236] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392370 k 2 [1,1,0,-62876742,191764628244] 6 2 [] X8
+392370 k 3 [1,1,0,-1005863622,12278404663956] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392370 k 4 [1,1,0,-75404742,109879114644] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392370 l 1 [1,1,0,1878,-94266] 1 1 [] X1
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+392370 m 2 [1,1,0,-129987,-17357571] 6 2 [] X8
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+392370 m 4 [1,1,0,-2056167,-1135697679] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392370 n 1 [1,1,0,18238,-105996] 1 1 [] X1
+392370 o 1 [1,0,1,-149,686] 1 1 [] X1
+392370 p 1 [1,0,1,696,-7178] 1 1 [] X1
+392370 q 1 [1,0,1,5681,128642] 1 1 [] X1
+392370 r 1 [1,0,1,-263754,105995836] 1 1 [] X1
+392370 s 1 [1,0,1,281011,108894152] 1 1 [] X1
+392370 t 1 [1,0,1,-1676294,-835559008] 1 1 [] X1
+392370 u 1 [1,0,1,246,-31748] 3 2 [[1,1,0,1]] X6
+392370 u 2 [1,0,1,-13674,-599684] 3 2 [[1,1,0,1]] X6
+392370 v 1 [1,0,1,-1143839,477508286] 3 2 [[1,1,0,1]] X6
+392370 v 2 [1,0,1,-18374089,30313409186] 3 2 [[1,1,0,1]] X6
+392370 v 3 [1,0,1,4378246,2308934252] 3 2 [[1,1,0,1]] X6
+392370 v 4 [1,0,1,-21246754,20205434252] 3 2 [[1,1,0,1]] X6
+392370 w 1 [1,0,1,-1889,31322] 1 1 [] X1
+392370 w 2 [1,0,1,-10154,-370444] 1 1 [] X1
+392370 x 1 [1,0,1,-2221894,-1272816784] 1 1 [] X1
+392370 y 1 [1,0,1,4416,-81524] 1 1 [] X1
+392370 y 2 [1,0,1,-98049,-11971028] 1 1 [] X1
+392370 z 1 [1,0,1,-144,-1658] 1 1 [] X1
+392370 ba 1 [1,0,1,-49769768,135139778678] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392370 ba 2 [1,0,1,-49771048,135132479606] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392370 ba 3 [1,0,1,-45871128,157196666998] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392370 ba 4 [1,0,1,-53691448,112601156726] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392370 bb 1 [1,0,1,-4313,157088] 1 1 [] X1
+392370 bc 1 [1,0,1,-6848,-335122] 1 1 [] X1
+392370 bd 1 [1,0,1,-814778268,12709060221658] 1 1 [] X1
+392370 be 1 [1,0,1,-268,-9094] 3 2 [[1,1,0,1]] X6
+392370 be 2 [1,0,1,-8368,-294214] 3 2 [[1,1,0,1]] X6
+392370 bf 1 [1,0,1,-409789263,4170860861698] 3 2 [[1,1,0,1]] X6
+392370 bf 2 [1,0,1,-7099704143,230233788520706] 3 2 [[1,1,0,1]] X6
+392370 bg 1 [1,0,1,452147,-2135530744] 3 2 [[1,1,0,1]] X6
+392370 bg 2 [1,0,1,-22380133,-39571337032] 3 2 [[1,1,0,1]] X6
+392370 bg 3 [1,0,1,-112378828,-458625146614] 3 2 [[1,1,0,1]] X6
+392370 bg 4 [1,0,1,-1798146508,-29348637339382] 3 2 [[1,1,0,1]] X6
+392370 bh 1 [1,0,1,-8878,-117023002] 1 1 [] X1
+392370 bh 2 [1,0,1,-18363703,-30292658062] 1 1 [] X1
+392370 bi 1 [1,0,1,-3568,103358] 3 2 [[1,1,0,1]] X6
+392370 bi 2 [1,0,1,-61168,5817278] 3 2 [[1,1,0,1]] X6
+392370 bj 1 [1,0,1,-1197373,-518896744] 1 1 [] X1
+392370 bk 1 [1,1,1,-1002696,-481593201] 1 1 [] X1
+392370 bl 1 [1,1,1,-18328631,30474874253] 3 2 [[1,1,0,1]] X6
+392370 bl 2 [1,1,1,-294012631,1940303352653] 3 2 [[1,1,0,1]] X6
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+392370 bm 2 [1,1,1,771424,83954549] 3 2 [[1,1,0,1]] X6
+392370 bn 1 [1,1,1,49879,1395479] 1 1 [] X1
+392370 bo 1 [1,1,1,-1480206,-694399797] 1 1 [] X1
+392370 bp 1 [1,1,1,-2932741,-1934343541] 1 1 [] X1
+392370 bq 1 [1,1,1,-35012351,-78667229851] 1 1 [] X1
+392370 br 1 [1,1,1,-588236,-159605011] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392370 br 2 [1,1,1,-9194956,-10735542547] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392370 br 3 [1,1,1,-8978476,-11264792851] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392370 br 4 [1,1,1,-147118956,-686894160147] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392370 bs 1 [1,1,1,-3447125,1722339515] 1 1 [] X1
+392370 bt 1 [1,1,1,-707809625,7247850754367] 1 1 [] X1
+392370 bu 1 [1,1,1,105600,-21599583] 1 1 [] X1
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+392370 bw 2 [1,1,1,-14050675,-18319456783] 3 2 [[1,1,0,1]] X6
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+392370 ca 1 [1,1,1,-2081470,-3845254405] 1 1 [] X1
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+392370 co 1 [1,0,0,-325,-1375] 1 1 [] X1
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+392370 ct 2 [1,0,0,-70215,7143417] 6 2 [] X8
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+392388 a 1 [0,-1,0,-285,-19959] 1 1 [] X1
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+392394 b 1 [1,1,0,-28926,1517940] 1 1 [] X1
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+392400 s 4 [0,0,0,-3291075,-1837194750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+392400 v 1 [0,0,0,-271875,-107018750] 1 1 [] X1
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+392400 bo 2 [0,0,0,-3053235,-1981124750] 3 2 [[1,1,0,1]] X6
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+392400 bq 1 [0,0,0,188325,47594250] 1 1 [] X1
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+392400 bs 2 [0,0,0,-6184875,-5919443750] 3 2 [[1,1,0,1]] X6
+392400 bt 1 [0,0,0,1223925,-120167750] 1 1 [] X1
+392400 bt 2 [0,0,0,-150516075,-710794187750] 1 1 [] X1
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+392400 bx 2 [0,0,0,-364983915,2683852855450] 3 2 [[1,1,0,1]] X6
+392400 by 1 [0,0,0,-40575,-3145250] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+392400 by 2 [0,0,0,-36075,-3869750] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+392400 bz 1 [0,0,0,675,880875] 1 1 [] X1
+392400 ca 1 [0,0,0,-6408075,6310731625] 1 1 [] X1
+392400 cb 1 [0,0,0,-1952175,-2341719875] 1 1 [] X1
+392400 cc 1 [0,0,0,-5625,215875] 1 1 [] X1
+392400 cc 2 [0,0,0,-496125,134503875] 1 1 [] X1
+392400 cd 1 [0,0,0,-55125,-4981625] 1 1 [] X1
+392400 cd 2 [0,0,0,-50625,-5828625] 1 1 [] X1
+392400 ce 1 [0,0,0,-10875,625306250] 1 1 [] X1
+392400 cf 1 [0,0,0,5325,-2740750] 1 1 [] X1
+392400 cg 1 [0,0,0,-3675,-521750] 1 1 [] X1
+392400 ch 1 [0,0,0,75,-32625] 1 1 [] X1
+392400 ci 1 [0,0,0,-114825,-15002125] 1 1 [] X1
+392400 cj 1 [0,0,0,-126075,-10417750] 1 1 [] X1
+392400 ck 1 [0,0,0,10125,-2220750] 3 2 [[1,1,0,1]] X6
+392400 ck 2 [0,0,0,-205875,-33972750] 3 2 [[1,1,0,1]] X6
+392400 cl 1 [0,0,0,-75,54250] 1 1 [] X1
+392400 cm 1 [0,0,0,-102223875,412049461250] 1 1 [] X1
+392400 cn 1 [0,0,0,-6150,-30625] 3 2 [[1,1,0,1]] X6
+392400 cn 2 [0,0,0,24225,-243250] 3 2 [[1,1,0,1]] X6
+392400 co 1 [0,0,0,-661755,-207291350] 1 1 [] X1
+392400 cp 1 [0,0,0,-16543875,-25911418750] 1 1 [] X1
+392400 cq 1 [0,0,0,-7050,203875] 3 2 [[1,1,0,1]] X6
+392400 cq 2 [0,0,0,9825,1030750] 3 2 [[1,1,0,1]] X6
+392400 cr 1 [0,0,0,-2550,-615125] 3 2 [[1,1,0,1]] X6
+392400 cr 2 [0,0,0,-125175,-16924250] 3 2 [[1,1,0,1]] X6
+392400 cs 1 [0,0,0,-1839675,-1425145750] 3 2 [[1,1,0,1]] X6
+392400 cs 2 [0,0,0,-33231675,-73720921750] 3 2 [[1,1,0,1]] X6
+392400 ct 1 [0,0,0,-5950200,5586525875] 3 2 [[1,1,0,1]] X6
+392400 ct 2 [0,0,0,-5809575,5863135250] 3 2 [[1,1,0,1]] X6
+392400 cu 1 [0,0,0,-4088955,3296395690] 1 1 [] X1
+392400 cv 1 [0,0,0,3840,-120400] 1 1 [] X1
+392400 cw 1 [0,0,0,96000,-15050000] 1 1 [] X1
+392400 cx 1 [0,0,0,-120450,9860375] 24 16 [[1,2,0,7],[3,6,0,3],[1,2,0,5],[3,9,12,7]] X32g
+392400 cx 2 [0,0,0,-823575,-280530250] 24 8 [[3,0,0,5],[1,0,0,3],[3,0,4,1],[3,6,6,3]] X24f
+392400 cx 3 [0,0,0,188925,-925492750] 24 4 [[3,1,0,1],[3,2,0,3]] X27f
+392400 cx 4 [0,0,0,-13086075,-18220567750] 24 16 [[1,2,0,7],[3,6,0,3],[1,2,0,5],[3,9,12,7]] X32g
+392400 cy 1 [0,0,0,-387075,91957250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392400 cy 2 [0,0,0,-675075,-63274750] 6 2 [] X8
+392400 cy 3 [0,0,0,2564925,-494194750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392400 cy 4 [0,0,0,-8523075,-9567202750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392400 cz 1 [0,0,0,-62850,-3513125] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392400 cz 2 [0,0,0,-882975,-319261250] 6 2 [] X8
+392400 cz 3 [0,0,0,-761475,-410264750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392400 cz 4 [0,0,0,-14126475,-20436137750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392400 da 1 [0,0,0,-8550,259875] 3 2 [[1,1,0,1]] X6
+392400 da 2 [0,0,0,-131175,18285750] 3 2 [[1,1,0,1]] X6
+392400 db 1 [0,0,0,-2595,-54110] 1 1 [] X1
+392400 dc 1 [0,0,0,-243604875,1407018856250] 3 2 [[1,1,0,1]] X6
+392400 dc 2 [0,0,0,125035125,5290641256250] 3 2 [[1,1,0,1]] X6
+392400 dd 1 [0,0,0,-9744195,11256150850] 3 2 [[1,1,0,1]] X6
+392400 dd 2 [0,0,0,5001405,42325130050] 3 2 [[1,1,0,1]] X6
+392400 de 1 [0,0,0,-64875,-6763750] 1 1 [] X1
+392400 df 1 [0,0,0,-198300,33877375] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+392400 df 2 [0,0,0,-107175,65133250] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+392400 dg 1 [0,0,0,-2419500,-1447140625] 3 2 [[1,1,0,1]] X6
+392400 dg 2 [0,0,0,-1806375,-2198218750] 3 2 [[1,1,0,1]] X6
+392400 dh 1 [0,0,0,-9300,329875] 3 2 [[1,1,0,1]] X6
+392400 dh 2 [0,0,0,-26175,-1205750] 3 2 [[1,1,0,1]] X6
+392400 di 1 [0,0,0,1125,82250] 3 2 [[1,1,0,1]] X6
+392400 di 2 [0,0,0,-22875,1258250] 3 2 [[1,1,0,1]] X6
+392400 dj 1 [0,0,0,-96780,-11577125] 3 2 [[1,1,0,1]] X6
+392400 dj 2 [0,0,0,-72255,-17585750] 3 2 [[1,1,0,1]] X6
+392400 dk 1 [0,0,0,-73200,-7622125] 3 2 [[1,1,0,1]] X6
+392400 dk 2 [0,0,0,-67575,-8842750] 3 2 [[1,1,0,1]] X6
+392400 dl 1 [0,0,0,-5475,-2858375] 1 1 [] X1
+392400 dm 1 [0,0,0,-117075,-67842875] 1 1 [] X1
+392400 dn 1 [0,0,0,-10875,449125] 1 1 [] X1
+392400 do 1 [0,0,0,-2325,72875] 1 1 [] X1
+392400 dp 1 [0,0,0,-435,5002450] 1 1 [] X1
+392400 dq 1 [0,0,0,-1200,-234000] 1 1 [] X1
+392400 dr 1 [0,0,0,-13500,1687500] 1 1 [] X1
+392400 ds 1 [0,0,0,-6877875,-6943108750] 1 1 [] X1
+392400 dt 1 [0,0,0,-1695,26750] 3 2 [[1,1,0,1]] X6
+392400 dt 2 [0,0,0,-2595,-4750] 3 2 [[1,1,0,1]] X6
+392400 du 1 [0,0,0,64200,-3744500] 1 1 [] X1
+392400 du 2 [0,0,0,-685800,278005500] 1 1 [] X1
+392400 dv 1 [0,0,0,-334875,-98333750] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+392400 dw 1 [0,0,0,5325,-256750] 1 1 [] X1
+392400 dx 1 [0,0,0,-36075,2452250] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+392400 dx 2 [0,0,0,35925,11020250] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+392400 dy 1 [0,0,0,863925,-10392799750] 1 1 [] X1
+392400 dz 1 [0,0,0,-140268675,639047173250] 1 1 [] X1
+392400 ea 1 [0,0,0,-16995,-584350] 3 2 [[1,1,0,1]] X6
+392400 ea 2 [0,0,0,-247395,-47355550] 3 2 [[1,1,0,1]] X6
+392400 eb 1 [0,0,0,763125,-359783750] 1 1 [] X1
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+392400 ee 1 [0,0,0,2149125,-14162593750] 3 2 [[1,1,0,1]] X6
+392400 ee 2 [0,0,0,-76330875,-247640593750] 3 2 [[1,1,0,1]] X6
+392400 ef 1 [0,0,0,358125,62631250] 1 1 [] X1
+392400 ef 2 [0,0,0,-3691875,-3707918750] 1 1 [] X1
+392400 eg 1 [0,0,0,506925,-88134750] 3 2 [[1,1,0,1]] X6
+392400 eg 2 [0,0,0,-2436075,-767967750] 3 2 [[1,1,0,1]] X6
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+392400 ek 1 [0,0,0,-76200,-10296500] 1 1 [] X1
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+392400 el 1 [0,0,0,-1224075,-296279750] 1 1 [] X1
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+392400 eo 1 [0,0,0,-1500,-62500] 1 1 [] X1
+392400 ep 1 [0,0,0,-23223675,43079598250] 1 1 [] X1
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+392400 er 1 [0,0,0,-75675,8194250] 1 1 [] X1
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+392400 et 1 [0,0,0,9825,372625] 1 1 [] X1
+392400 eu 1 [0,0,0,85129125,-207851093750] 1 1 [] X1
+392400 eu 2 [0,0,0,-7458760875,248279694156250] 1 1 [] X1
+392400 ev 1 [0,0,0,-428097675,4687180488250] 1 1 [] X1
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+392400 ex 1 [0,0,0,133125,-48293750] 1 1 [] X1
+392400 ey 1 [0,0,0,-73875,19431250] 1 1 [] X1
+392400 ez 1 [0,0,0,-333075,73975250] 1 1 [] X1
+392400 fa 1 [0,0,0,-582240,-171002000] 1 1 [] X1
+392400 fb 1 [0,0,0,-1395,-17550] 3 2 [[1,1,0,1]] X6
+392400 fb 2 [0,0,0,2205,-93150] 3 2 [[1,1,0,1]] X6
+392400 fc 1 [0,0,0,-8400,-295625] 3 2 [[1,1,0,1]] X6
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+392400 fd 1 [0,0,0,-522075,146250250] 3 2 [[1,1,0,1]] X6
+392400 fd 2 [0,0,0,-8370075,9320562250] 3 2 [[1,1,0,1]] X6
+392400 fe 1 [0,0,0,-4575,-5485250] 3 2 [[1,1,0,1]] X6
+392400 fe 2 [0,0,0,-495075,-132524750] 3 2 [[1,1,0,1]] X6
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+392480 c 1 [0,0,0,-17557,-107646456] 3 2 [[1,1,0,1]] X6
+392480 c 2 [0,0,0,-3501932,-2488171456] 3 2 [[1,1,0,1]] X6
+392480 d 1 [0,-1,0,-955965,-214835275] 1 1 [] X1
+392481 a 1 [0,0,1,-912,10611] 1 1 [] X1
+392482 a 1 [1,-1,1,11763860,-1979443985] 1 1 [] X1
+392483 a 1 [1,0,0,1450,-43579] 1 1 [] X1
+392483 b 1 [1,0,1,528,-2781] 1 1 [] X1
+392486 a 1 [1,0,0,-245,-5087] 1 1 [] X1
+392486 b 1 [1,1,1,-2340,-45421] 1 1 [] X1
+392486 c 1 [1,1,1,-62220,-7271131] 1 1 [] X1
+392490 a 1 [1,-1,0,-1185,18045] 1 1 [] X1
+392490 b 1 [1,-1,0,-8325,-286875] 1 1 [] X1
+392490 c 1 [1,-1,0,180,-2430] 1 1 [] X1
+392490 d 1 [1,-1,0,-2497712730,-48045648292300] 1 1 [] X1
+392490 e 1 [1,-1,0,-36465,-9931699] 1 1 [] X1
+392490 f 1 [1,-1,0,750825,233584861] 1 1 [] X1
+392490 g 1 [1,-1,0,-83303145,-292622145075] 1 1 [] X1
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+392490 j 1 [1,-1,0,7320,102976] 1 1 [] X1
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+392490 k 1 [1,-1,0,390,-63820] 1 1 [] X1
+392490 l 1 [1,-1,0,3207825,4885300111] 1 1 [] X1
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+392490 n 2 [1,-1,0,-60300,-5683014] 3 2 [[1,1,0,1]] X6
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+392490 s 2 [1,-1,0,-35168730,43349441876] 3 2 [[1,1,0,1]] X6
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+392490 v 1 [1,-1,0,85545,22163301] 1 1 [] X1
+392490 w 1 [1,-1,0,-259894980,-1612611560624] 1 1 [] X1
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+392490 x 2 [1,-1,0,-22602015,-41353204019] 1 1 [] X1
+392490 y 1 [1,-1,0,-40140,3133080] 1 1 [] X1
+392490 z 1 [1,-1,0,-3962100,3036541136] 1 1 [] X1
+392490 ba 1 [1,-1,0,-30,90] 1 1 [] X1
+392490 bb 1 [1,-1,0,-313560,61473600] 3 2 [[1,1,0,1]] X6
+392490 bb 2 [1,-1,0,392040,298131840] 3 2 [[1,1,0,1]] X6
+392490 bc 1 [1,-1,0,-1500,20096] 3 2 [[1,1,0,1]] X6
+392490 bc 2 [1,-1,0,2280,102500] 3 2 [[1,1,0,1]] X6
+392490 bd 1 [1,-1,0,-1773270,-789612300] 1 1 [] X1
+392490 be 1 [1,-1,0,-571545,166507501] 1 1 [] X1
+392490 bf 1 [1,-1,0,-50270775,-140006722339] 3 2 [[1,1,0,1]] X6
+392490 bf 2 [1,-1,0,-808931895,-8855353936675] 3 2 [[1,1,0,1]] X6
+392490 bg 1 [1,-1,0,-58074,-6073292] 1 1 [] X1
+392490 bh 1 [1,-1,0,-50973729,140089340285] 1 1 [] X1
+392490 bi 1 [1,-1,0,8811,815863] 1 1 [] X1
+392490 bj 1 [1,-1,0,-407934,99213988] 1 1 [] X1
+392490 bk 1 [1,-1,0,81576,3328240] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 bk 2 [1,-1,0,-350604,27789628] 6 2 [] X8
+392490 bk 3 [1,-1,0,-4518054,3694312138] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 bk 4 [1,-1,0,-3098034,-2078390210] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 bl 1 [1,-1,0,-374859,-82427787] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+392490 bl 2 [1,-1,0,-5887359,-5496805287] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+392490 bl 3 [1,-1,0,-5777109,-5712652737] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+392490 bl 4 [1,-1,0,-94197609,-351867267837] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+392490 bm 1 [1,-1,0,-744,29168] 1 1 [] X1
+392490 bn 1 [1,-1,0,-1269,17653] 1 1 [] X1
+392490 bo 1 [1,-1,0,-1700064,853611520] 1 1 [] X1
+392490 bp 1 [1,-1,0,36790416,-80193188160] 1 1 [] X1
+392490 bq 1 [1,-1,0,14868306,120827025108] 1 1 [] X1
+392490 br 1 [1,-1,0,-5515449,2915280493] 3 2 [[1,1,0,1]] X6
+392490 br 2 [1,-1,0,-39007929,-91687578515] 3 2 [[1,1,0,1]] X6
+392490 bs 1 [1,-1,0,528456,-841949200] 1 1 [] X1
+392490 bt 1 [1,-1,0,-207279,22640953] 3 2 [[1,1,0,1]] X6
+392490 bt 2 [1,-1,0,-2954709,1955183215] 3 2 [[1,1,0,1]] X6
+392490 bu 1 [1,-1,0,-743094,-218694092] 3 2 [[1,1,0,1]] X6
+392490 bu 2 [1,-1,0,-2948094,1721264908] 3 2 [[1,1,0,1]] X6
+392490 bu 3 [1,-1,0,-58293594,-171294104192] 3 2 [[1,1,0,1]] X6
+392490 bu 4 [1,-1,0,-58315644,-171158016002] 3 2 [[1,1,0,1]] X6
+392490 bv 1 [1,-1,0,-2519911494,-45211984407500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 bv 2 [1,-1,0,-39513672774,-3023187571190732] 6 2 [] X8
+392490 bv 3 [1,-1,0,-38709853254,-3152076333652940] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 bv 4 [1,-1,0,-632217672774,-193485180287990732] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 bw 1 [1,-1,0,19101,-5634595] 1 1 [] X1
+392490 bx 1 [1,-1,0,19101,21852053] 1 1 [] X1
+392490 by 1 [1,-1,0,358671,-36038115] 1 1 [] X1
+392490 by 2 [1,-1,0,-6509904,-6543020800] 1 1 [] X1
+392490 bz 1 [1,-1,0,-6617214,4618515348] 3 2 [[1,1,0,1]] X6
+392490 bz 2 [1,-1,0,-96934014,367312720788] 3 2 [[1,1,0,1]] X6
+392490 ca 1 [1,-1,0,22041,-599747] 1 1 [] X1
+392490 cb 1 [1,-1,0,-58074,-2779120] 1 1 [] X1
+392490 cc 1 [1,-1,0,-34250274,77150243988] 3 2 [[1,1,0,1]] X6
+392490 cc 2 [1,-1,0,-31110354,91865793060] 3 2 [[1,1,0,1]] X6
+392490 cd 1 [1,-1,0,-4419,-112127] 1 1 [] X1
+392490 ce 1 [1,-1,0,-1966869,-1070712707] 1 1 [] X1
+392490 cf 1 [1,-1,0,-16923384,9519674688] 1 1 [] X1
+392490 cf 2 [1,-1,0,-1107498744,14186363976000] 1 1 [] X1
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+392490 ch 1 [1,-1,0,4191696,-7610395640] 1 1 [] X1
+392490 ci 1 [1,-1,0,-238149,-42335595] 1 1 [] X1
+392490 cj 1 [1,-1,0,1306296,427489600] 1 1 [] X1
+392490 ck 1 [1,-1,0,4401,1323405] 1 1 [] X1
+392490 ck 2 [1,-1,0,-899649,-344680785] 1 1 [] X1
+392490 cl 1 [1,-1,0,-22794,1286900] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+392490 cl 2 [1,-1,0,-58074,-3631132] 12 4 [[3,0,0,1],[3,2,2,3],[3,0,0,3]] X24
+392490 cl 3 [1,-1,0,162426,-24755032] 12 4 [[3,3,0,1],[3,0,0,3],[1,2,0,1]] X27
+392490 cl 4 [1,-1,0,-843054,-297684640] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+392490 cm 1 [1,-1,0,-73509,-6745915] 3 2 [[1,1,0,1]] X6
+392490 cm 2 [1,-1,0,111711,-35380927] 3 2 [[1,1,0,1]] X6
+392490 cn 1 [1,-1,0,-831294,228529300] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 cn 2 [1,-1,0,-4359294,-3305821100] 6 2 [] X8
+392490 cn 3 [1,-1,0,3490506,-13904621060] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 cn 4 [1,-1,0,-68657094,-218947782740] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 co 1 [1,-1,0,-19139409,31635438813] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+392490 co 2 [1,-1,0,-41189409,-54849071187] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+392490 co 3 [1,-1,0,135431091,-400636686087] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+392490 co 4 [1,-1,0,-570609909,-5244334696287] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+392490 co 5 [1,-1,0,-483093459,-6908004907497] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+392490 co 6 [1,-1,0,-9128854359,-335714097537477] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+392490 cp 1 [1,-1,0,-1479,-27917] 1 1 [] X1
+392490 cq 1 [1,-1,0,-80859,-8829787] 1 1 [] X1
+392490 cr 1 [1,-1,0,-1307574,584363380] 1 1 [] X1
+392490 cs 1 [1,-1,0,-11664,-482112] 1 1 [] X1
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+392490 cu 1 [1,-1,0,-20589,-1391195] 3 2 [[1,1,0,1]] X6
+392490 cu 2 [1,-1,0,-349869,-79562267] 3 2 [[1,1,0,1]] X6
+392490 cv 1 [1,-1,0,-103644,20813008] 1 1 [] X1
+392490 cw 1 [1,-1,1,-185303,37747567] 3 2 [[1,1,0,1]] X6
+392490 cw 2 [1,-1,1,-3148823,2151330031] 3 2 [[1,1,0,1]] X6
+392490 cx 1 [1,-1,1,-164723,8270147] 3 2 [[1,1,0,1]] X6
+392490 cx 2 [1,-1,1,620257,63846731] 3 2 [[1,1,0,1]] X6
+392490 cy 1 [1,-1,1,-1553,-100663] 1 1 [] X1
+392490 cz 1 [1,-1,1,-11800508,-15251756929] 3 2 [[1,1,0,1]] X6
+392490 cz 2 [1,-1,1,-187636028,-989239869313] 3 2 [[1,1,0,1]] X6
+392490 da 1 [1,-1,1,-8168,252571] 3 2 [[1,1,0,1]] X6
+392490 da 2 [1,-1,1,12412,1306267] 3 2 [[1,1,0,1]] X6
+392490 db 1 [1,-1,1,1114177,11707123047] 1 1 [] X1
+392490 dc 1 [1,-1,1,-3758,-27219] 3 2 [[1,1,0,1]] X6
+392490 dc 2 [1,-1,1,-47858,-4013859] 3 2 [[1,1,0,1]] X6
+392490 dd 1 [1,-1,1,-13313,767071] 1 1 [] X1
+392490 de 1 [1,-1,1,-2288,-2033] 3 2 [[1,1,0,1]] X6
+392490 de 2 [1,-1,1,-24338,1462087] 3 2 [[1,1,0,1]] X6
+392490 df 1 [1,-1,1,-727733,239131981] 1 1 [] X1
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+392490 di 1 [1,-1,1,-8903,484831] 1 1 [] X1
+392490 dj 1 [1,-1,1,-32108,-2002269] 1 1 [] X1
+392490 dk 1 [1,-1,1,21770617,69528623231] 1 1 [] X1
+392490 dl 1 [1,-1,1,-14468,673481] 1 1 [] X1
+392490 dm 1 [1,-1,1,-102983,-17994049] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 dm 2 [1,-1,1,-1831703,-953577313] 6 2 [] X8
+392490 dm 3 [1,-1,1,-2016923,-748872169] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 dm 4 [1,-1,1,-29306003,-61056355993] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 dn 1 [1,-1,1,-1775108,-870842969] 3 2 [[1,1,0,1]] X6
+392490 dn 2 [1,-1,1,1047292,-3381650009] 3 2 [[1,1,0,1]] X6
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+392490 dp 2 [1,-1,1,-1807448,69981531] 6 2 [] X8
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+392490 dp 4 [1,-1,1,-19094648,-31987402149] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392490 dq 1 [1,-1,1,-184568,30110231] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392490 dq 2 [1,-1,1,-2940818,1941845231] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
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+392490 dr 2 [1,-1,1,-19193,14406221] 3 2 [[1,1,0,1]] X6
+392490 ds 1 [1,-1,1,-20283143,35383580831] 1 1 [] X1
+392490 dt 1 [1,-1,1,2122,207981] 1 1 [] X1
+392490 du 1 [1,-1,1,-147083,-80311269] 1 1 [] X1
+392490 dv 1 [1,-1,1,-2755598,1762237397] 1 1 [] X1
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+392490 dw 2 [1,-1,1,-13208,454731] 3 2 [[1,1,0,1]] X6
+392490 dx 1 [1,-1,1,-434540903,3486644249631] 3 2 [[1,1,0,1]] X6
+392490 dx 2 [1,-1,1,-434364503,3489616307391] 3 2 [[1,1,0,1]] X6
+392490 dx 3 [1,-1,1,-449365118,3236018783757] 3 2 [[1,1,0,1]] X6
+392490 dx 4 [1,-1,1,679594882,16880177759757] 3 2 [[1,1,0,1]] X6
+392490 dy 1 [1,-1,1,-78728,-37328763] 1 1 [] X1
+392490 dy 2 [1,-1,1,-11264693,-14549411019] 1 1 [] X1
+392490 dz 1 [1,-1,1,2857,-38293] 1 1 [] X1
+392490 dz 2 [1,-1,1,-30218,2620937] 1 1 [] X1
+392490 ea 1 [1,-1,1,-723323,242575211] 1 1 [] X1
+392490 ea 2 [1,-1,1,3228037,969801067] 1 1 [] X1
+392490 eb 1 [1,-1,1,2122,-810043] 1 1 [] X1
+392490 ec 1 [1,-1,1,10842637,106064109267] 1 1 [] X1
+392490 ed 1 [1,-1,1,-471218,12909957] 1 1 [] X1
+392490 ee 1 [1,-1,1,-4953353,231235337] 1 1 [] X1
+392490 ef 1 [1,-1,1,-49639043,-78662934269] 3 2 [[1,1,0,1]] X6
+392490 ef 2 [1,-1,1,-351071363,2475915691267] 3 2 [[1,1,0,1]] X6
+392490 eg 1 [1,-1,1,-116003,-15170669] 1 1 [] X1
+392490 eh 1 [1,-1,1,-1551580673,24325614954897] 1 1 [] X1
+392490 eh 2 [1,-1,1,7663901512,74552261289531] 1 1 [] X1
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+392490 ej 1 [1,-1,1,-83,-1053] 1 1 [] X1
+392490 ek 1 [1,-1,1,470317,57231731] 1 1 [] X1
+392490 el 1 [1,-1,1,-2875613,-1908520603] 1 1 [] X1
+392490 em 1 [1,-1,1,-522668,164501551] 1 1 [] X1
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+392490 en 2 [1,-1,1,-89881322,328006032169] 3 2 [[1,1,0,1]] X6
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+392490 ep 1 [1,-1,1,-35658902,-81950951771] 1 1 [] X1
+392490 eq 1 [1,-1,1,-272,-2159] 1 1 [] X1
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+392490 er 2 [1,-1,1,253,-3881] 3 2 [[1,1,0,1]] X6
+392490 es 1 [1,-1,1,-240827,44534571] 3 2 [[1,1,0,1]] X6
+392490 es 2 [1,-1,1,-3829307,2885175339] 3 2 [[1,1,0,1]] X6
+392490 et 1 [1,-1,1,-1573277,689924729] 1 1 [] X1
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+392490 ev 1 [1,-1,1,-433292,-110344741] 1 1 [] X1
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+392490 ex 2 [1,-1,1,-3907637,-1604232339] 3 2 [[1,1,0,1]] X6
+392490 ey 1 [1,-1,1,444298,-202834299] 1 1 [] X1
+392490 ez 1 [1,-1,1,-708917,-229586241] 1 1 [] X1
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+392490 fb 1 [1,-1,1,-14762,-702999] 1 1 [] X1
+392490 fb 2 [1,-1,1,65878,-2846231] 1 1 [] X1
+392490 fc 1 [1,-1,1,140008,12854391] 1 1 [] X1
+392490 fc 2 [1,-1,1,-1480667,-896020149] 1 1 [] X1
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+392490 fd 2 [1,-1,1,-647177,-154678471] 3 2 [[1,1,0,1]] X6
+392490 fe 1 [1,-1,1,-56237,-5121651] 1 1 [] X1
+392490 ff 1 [1,-1,1,-3002,235001] 1 1 [] X1
+392490 fg 1 [1,-1,1,43,-619] 1 1 [] X1
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+392490 fi 1 [1,-1,1,-69467,-3859509] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392490 fi 2 [1,-1,1,-510467,137789691] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392490 fj 1 [1,-1,1,-242714282,-78828292119] 1 1 [] X1
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+392490 fl 1 [1,-1,1,-5522,161529] 1 1 [] X1
+392490 fm 1 [1,-1,1,-9617,-34891] 1 1 [] X1
+392490 fn 1 [1,-1,1,-16547,4554771] 1 1 [] X1
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+392490 fp 1 [1,-1,1,358,3259] 1 1 [] X1
+392490 fq 1 [1,-1,1,-31664912,-70911113101] 1 1 [] X1
+392490 fq 2 [1,-1,1,156406153,-217398218929] 1 1 [] X1
+392490 fr 1 [1,-1,1,-5684132,5214907639] 1 1 [] X1
+392490 fs 1 [1,-1,1,9598,-169599] 1 1 [] X1
+392490 ft 1 [1,-1,1,-4052,369191] 1 1 [] X1
+392490 fu 1 [1,-1,1,-810347,279019451] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392490 fu 2 [1,-1,1,-1374827,-159242821] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392490 fu 3 [1,-1,1,5293093,-1255448869] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392490 fu 4 [1,-1,1,-17074427,-27118595941] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392490 fv 1 [1,-1,1,-38597,2913369] 3 2 [[1,1,0,1]] X6
+392490 fv 2 [1,-1,1,-16547,6203229] 3 2 [[1,1,0,1]] X6
+392490 fw 1 [1,-1,1,-501647,-136464681] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+392490 fw 2 [1,-1,1,-360527,-214983849] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+392490 fx 1 [1,-1,1,-140905022,654904376781] 1 1 [] X1
+392490 fy 1 [1,-1,1,-10667,-476549] 1 1 [] X1
+392491 a 1 [1,1,1,93,12130] 1 1 [] X1
+392496 a 1 [0,-1,0,1931688,1504563696] 1 1 [] X1
+392496 b 1 [0,-1,0,-9732,372924] 1 1 [] X1
+392496 c 1 [0,-1,0,160088,3320176] 1 1 [] X1
+392496 c 2 [0,-1,0,-2373592,1479111664] 1 1 [] X1
+392496 d 1 [0,-1,0,10808,-542816] 1 1 [] X1
+392496 e 1 [0,-1,0,-47104,-3915776] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392496 e 2 [0,-1,0,-58624,-1842176] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392496 e 3 [0,-1,0,-520384,143335168] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392496 e 4 [0,-1,0,218816,-14493440] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392496 f 1 [0,-1,0,-7012216,24190315187824] 1 1 [] X1
+392496 g 1 [0,-1,0,-3576,-83088] 1 1 [] X1
+392496 h 1 [0,-1,0,24224,3004384] 1 1 [] X1
+392496 i 1 [0,-1,0,-371296,-86997248] 1 1 [] X1
+392496 j 1 [0,-1,0,17477,175870] 3 2 [[1,1,0,1]] X6
+392496 j 2 [0,-1,0,-71508,1492848] 3 2 [[1,1,0,1]] X6
+392496 k 1 [0,-1,0,-135608,-19175952] 1 1 [] X1
+392496 k 2 [0,-1,0,-81608,-34617360] 1 1 [] X1
+392496 k 3 [0,-1,0,726472,879482736] 1 1 [] X1
+392496 l 1 [0,-1,0,-8848,319936] 1 1 [] X1
+392496 m 1 [0,-1,0,-280,7408] 1 1 [] X1
+392496 n 1 [0,-1,0,-278296000,-1786841449472] 1 1 [] X1
+392496 o 1 [0,-1,0,-29992,-1797008] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392496 o 2 [0,-1,0,-111912,12489840] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392496 o 3 [0,-1,0,-1722152,870425712] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392496 o 4 [0,-1,0,187608,67601520] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392496 p 1 [0,-1,0,-85272,3098352] 1 1 [] X1
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+392496 r 2 [0,-1,0,2639416,-569159184] 1 1 [] X1
+392496 s 1 [0,-1,0,-756859184,-8131659791424] 1 1 [] X1
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+392496 v 1 [0,-1,0,-816056,284017008] 1 1 [] X1
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+392496 x 1 [0,1,0,-2192,263316] 1 1 [] X1
+392496 y 1 [0,1,0,-15152,-1094316] 1 1 [] X1
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+392496 ba 1 [0,1,0,3062704,-7744383852] 1 1 [] X1
+392496 bb 1 [0,1,0,-176,4548] 1 1 [] X1
+392496 bc 1 [0,1,0,-2456896,-1494032332] 1 1 [] X1
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+392496 be 1 [0,1,0,68632,7535412] 1 1 [] X1
+392496 bf 1 [0,1,0,-1215488,514256820] 1 1 [] X1
+392496 bg 1 [0,1,0,-29769488,-45228245484] 1 1 [] X1
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+392496 bi 1 [0,1,0,-76760,8165652] 1 1 [] X1
+392496 bj 1 [0,1,0,17183,-6723925] 1 1 [] X1
+392496 bk 1 [0,1,0,203,995] 1 1 [] X1
+392496 bl 1 [0,1,0,-696620952,7075772153748] 1 1 [] X1
+392496 bm 1 [0,1,0,-10109432,-11043161388] 1 1 [] X1
+392496 bn 1 [0,1,0,88,-487500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392496 bn 2 [0,1,0,-92392,-10660300] 6 2 [] X8
+392496 bn 3 [0,1,0,-193032,16593012] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392496 bn 4 [0,1,0,-1471432,-687493132] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392496 bo 1 [0,1,0,-20137346708032,-34781761162361392588] 3 2 [[1,1,0,1]] X6
+392496 bo 2 [0,1,0,-20137210393152,-34782255599931837900] 3 2 [[1,1,0,1]] X6
+392496 bp 1 [0,1,0,-3797,88815] 1 1 [] X1
+392496 bq 1 [0,1,0,-312,468] 1 1 [] X1
+392496 br 1 [0,1,0,-63434332,194440821740] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+392496 br 2 [0,1,0,-63432712,194451251300] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+392496 bs 1 [0,1,0,40136,11931908] 1 1 [] X1
+392498 a 1 [1,-1,0,-47372484782,-3968320028989740] 1 1 [] X1
+392498 b 1 [1,-1,0,-723668,-551333968] 1 1 [] X1
+392498 c 1 [1,1,0,-101,269] 2 8 [[5,5,0,1],[0,1,1,1]] X5
+392498 d 1 [1,0,0,-235993511,-1395419440823] 1 1 [] X1
+392498 e 1 [1,-1,1,-2784283,-1778822401] 1 1 [] X1
+392498 f 1 [1,1,1,-55640680,131856895081] 1 1 [] X1
+392498 g 1 [1,1,1,-19923362,-27065937617] 2 8 [[5,5,0,1],[0,1,1,1]] X5
+392499 a 1 [0,0,1,-39,130] 1 1 [] X1
+392499 b 1 [0,0,1,6,90] 1 1 [] X1
+392499 c 1 [0,0,1,54,-2437] 1 1 [] X1
+392499 d 1 [0,0,1,-351,-3517] 1 1 [] X1
+392502 a 1 [1,1,0,-606942,181739700] 3 2 [[1,1,0,1]] X6
+392502 a 2 [1,1,0,-9710982,11643726060] 3 2 [[1,1,0,1]] X6
+392502 b 1 [1,1,0,-214852,8528080] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392502 b 2 [1,1,0,834908,68364400] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392502 c 1 [1,1,0,-4132,-76910] 1 1 [] X1
+392502 d 1 [1,1,0,-524381,-3146115] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392502 d 2 [1,1,0,2097059,-22544771] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392502 e 1 [1,1,0,-823665,286369173] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392502 e 2 [1,1,0,-431625,560091501] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392502 f 1 [1,1,0,-702375,-221098059] 3 2 [[1,1,0,1]] X6
+392502 f 2 [1,1,0,-1655415,506452677] 3 2 [[1,1,0,1]] X6
+392502 g 1 [1,1,0,-819415,-246671531] 3 2 [[1,1,0,1]] X6
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+392502 h 2 [1,0,1,1073288,718128710] 3 2 [[1,1,0,1]] X6
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+392502 j 2 [1,0,1,-536,3044486] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392502 k 1 [1,0,1,-1261,16820] 3 2 [[1,1,0,1]] X6
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+392502 p 2 [1,0,1,8301,-831146] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392502 q 1 [1,0,1,516,-4766] 1 1 [] X1
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+392502 r 2 [1,1,1,-390754,-88785973] 3 2 [[1,1,0,1]] X6
+392502 s 1 [1,1,1,-1901,-39445] 1 1 [] X1
+392502 t 1 [1,1,1,-958,-8581] 1 1 [] X1
+392502 u 1 [1,1,1,-2882,-54961] 3 2 [[1,1,0,1]] X6
+392502 u 2 [1,1,1,-10802,369551] 3 2 [[1,1,0,1]] X6
+392502 v 1 [1,1,1,-86257,9663503] 3 2 [[1,1,0,1]] X6
+392502 v 2 [1,1,1,-36177,20861391] 3 2 [[1,1,0,1]] X6
+392502 w 1 [1,1,1,-57684,-7246827] 1 1 [] X1
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+392502 x 2 [1,1,1,-6821,213671] 3 2 [[1,1,0,1]] X6
+392502 y 1 [1,0,0,-373907,87975201] 1 1 [] X1
+392502 z 1 [1,0,0,-300334,35330948] 3 2 [[1,1,0,1]] X6
+392502 z 2 [1,0,0,970386,256182084] 3 2 [[1,1,0,1]] X6
+392502 ba 1 [1,0,0,-13357339,18788941265] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392502 ba 2 [1,0,0,-13357419,18788704929] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392502 ba 3 [1,0,0,-12851639,20277215469] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392502 ba 4 [1,0,0,-13864479,17285069205] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392502 bb 1 [1,0,0,-3639,-35415] 3 2 [[1,1,0,1]] X6
+392502 bb 2 [1,0,0,13081,-266151] 3 2 [[1,1,0,1]] X6
+392502 bc 1 [1,0,0,2299585341,52214374142145] 1 1 [] X1
+392502 bd 1 [1,0,0,-3124,-63232] 3 2 [[1,1,0,1]] X6
+392502 bd 2 [1,0,0,-49104,-4192236] 3 2 [[1,1,0,1]] X6
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+392535 c 1 [0,0,1,-807,70] 1 1 [] X1
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+392535 e 2 [1,-1,1,-2228738,-1279713594] 3 2 [[1,1,0,1]] X6
+392535 f 1 [1,-1,1,-203648,65540706] 3 2 [[1,1,0,1]] X6
+392535 f 2 [1,-1,1,-3978023,3053335956] 3 2 [[1,1,0,1]] X6
+392535 g 1 [1,-1,1,-287303,-65630568] 1 1 [] X1
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+392535 h 2 [1,-1,1,-754907,252610314] 6 2 [] X8
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+392535 h 4 [1,-1,1,-681782,303446814] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392535 i 1 [1,-1,1,12283,1292734] 1 1 [] X1
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+392535 l 2 [1,-1,1,-450212,-115782514] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392535 l 3 [1,-1,1,-662567,4750184] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392535 l 4 [1,-1,1,-244337,-222261064] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392535 m 1 [1,-1,1,-62697720062,6042642141501586] 1 1 [] X1
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+392535 o 1 [1,-1,1,-27206987,56292930474] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392535 o 2 [1,-1,1,-438985112,3540265290474] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392535 o 3 [1,-1,1,-7023759737,226571849658924] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392535 o 4 [1,-1,1,-442660487,3477970624524] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392535 p 1 [1,-1,1,-6992222,-7116055554] 1 1 [] X1
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+392535 bc 2 [1,-1,0,-1795545,-780846800] 6 2 [] X8
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+392535 bc 4 [1,-1,0,-27462420,-55384556675] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392535 bd 1 [1,-1,0,-6966413340,-223799238658575] 1 1 [] X1
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+392536 a 1 [0,1,0,-18671,-1028114] 1 1 [] X1
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+392538 f 1 [1,0,0,877,14973] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+392539 a 1 [1,0,0,2351,57756] 1 1 [] X1
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+392540 b 1 [0,1,0,55,-16832] 1 1 [] X1
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+392616 ba 1 [0,0,0,-25203195,48700286262] 1 1 [] X1
+392616 bb 1 [0,0,0,-350055,-69650982] 3 2 [[1,1,0,1]] X6
+392616 bb 2 [0,0,0,557685,-370839114] 3 2 [[1,1,0,1]] X6
+392616 bc 1 [0,0,0,-146340,-21556908] 1 1 [] X1
+392616 bd 1 [0,0,0,-42195,-19593394] 1 1 [] X1
+392616 be 1 [0,0,0,-9855,-351486] 3 2 [[1,1,0,1]] X6
+392616 be 2 [0,0,0,-31995,1787238] 3 2 [[1,1,0,1]] X6
+392616 bf 1 [0,0,0,-6627,206782] 1 1 [] X1
+392616 bg 1 [0,0,0,3693,-2004098] 1 1 [] X1
+392616 bh 1 [0,0,0,-828147,287572462] 1 1 [] X1
+392616 bi 1 [0,0,0,-488379,155013455] 1 1 [] X1
+392616 bj 1 [0,0,0,1699461,-16337396682] 1 1 [] X1
+392616 bk 1 [0,0,0,-7614,2809053] 3 2 [[1,1,0,1]] X6
+392616 bk 2 [0,0,0,-348759,78747930] 3 2 [[1,1,0,1]] X6
+392616 bl 1 [0,0,0,396,-2700] 1 1 [] X1
+392616 bm 1 [0,0,0,-2754,54945] 3 2 [[1,1,0,1]] X6
+392616 bm 2 [0,0,0,-5319,-63558] 3 2 [[1,1,0,1]] X6
+392616 bn 1 [0,0,0,-240159,45300215] 1 1 [] X1
+392616 bo 1 [0,0,0,-8634,63457] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392616 bo 2 [0,0,0,-84279,-9361910] 6 2 [] X8
+392616 bo 3 [0,0,0,-32619,-20716778] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392616 bo 4 [0,0,0,-1346259,-601230530] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392616 bp 1 [0,0,0,-1128819,461562302] 3 2 [[1,1,0,1]] X6
+392616 bp 2 [0,0,0,-1232139,372025190] 3 2 [[1,1,0,1]] X6
+392616 bq 1 [0,0,0,-62634,-60248995] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392616 bq 2 [0,0,0,-2719839,-1715687710] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392616 bq 3 [0,0,0,-4513179,827627078] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392616 bq 4 [0,0,0,-43441779,-110207080258] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392616 br 1 [0,0,0,-287199,-59240862] 3 2 [[1,1,0,1]] X6
+392616 br 2 [0,0,0,-283419,-60876090] 3 2 [[1,1,0,1]] X6
+392616 bs 1 [0,0,0,429,-69442] 1 1 [] X1
+392616 bt 1 [0,0,0,-287643,60333590] 1 1 [] X1
+392616 bu 1 [0,0,0,-2364123,-1396041050] 3 2 [[1,1,0,1]] X6
+392616 bu 2 [0,0,0,-37802883,-89461359650] 3 2 [[1,1,0,1]] X6
+392616 bv 1 [0,0,0,177,20050] 3 2 [[1,1,0,1]] X6
+392616 bv 2 [0,0,0,-10083,379150] 3 2 [[1,1,0,1]] X6
+392620 a 1 [0,1,0,-3956,-97100] 1 1 [] X1
+392620 b 1 [0,1,0,-12156,386500] 1 1 [] X1
+392620 c 1 [0,-1,0,-7356,-241400] 1 1 [] X1
+392620 d 1 [0,-1,0,-3450,79165] 1 1 [] X1
+392620 e 1 [0,-1,0,-76740,6848600] 1 1 [] X1
+392622 a 1 [1,1,0,-55,139] 1 1 [] X1
+392622 b 1 [1,0,0,-715,35441] 1 1 [] X1
+392626 a 1 [1,0,1,138,1448] 1 1 [] X1
+392630 a 1 [1,0,1,-589039,173956686] 3 2 [[1,1,0,1]] X6
+392630 a 2 [1,0,1,-588689,174173826] 3 2 [[1,1,0,1]] X6
+392630 a 3 [1,0,1,-614954,157807452] 3 2 [[1,1,0,1]] X6
+392630 a 4 [1,0,1,1100046,880851452] 3 2 [[1,1,0,1]] X6
+392630 b 1 [1,0,1,-319,-2214] 1 1 [] X1
+392630 c 1 [1,1,0,-52,-304] 1 1 [] X1
+392630 d 1 [1,-1,0,-175124,241193680] 1 1 [] X1
+392630 e 1 [1,1,0,-933,6137] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392630 e 2 [1,1,0,-13183,576987] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392630 f 1 [1,1,0,-5992,-179904] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392630 f 2 [1,1,0,-9992,84896] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392630 g 1 [1,0,0,299869,25138945] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392630 g 2 [1,0,0,-1300131,208498945] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392630 h 1 [1,-1,1,-41395836393307,-102440240383879316469] 1 1 [] X1
+392630 i 1 [1,-1,1,-502,-4091] 1 1 [] X1
+392630 j 1 [1,0,0,-3665,-85975] 1 1 [] X1
+392631 a 1 [1,1,0,-1681,-27254] 1 1 [] X1
+392633 a 1 [1,-1,1,-11394,528198] 1 1 [] X1
+392637 a 1 [1,1,0,-221,10326] 1 1 [] X1
+392637 b 1 [1,1,0,-931270,-346275761] 3 2 [[1,1,0,1]] X6
+392637 b 2 [1,1,0,-871735,-392391572] 3 2 [[1,1,0,1]] X6
+392637 c 1 [1,0,1,-5,-31] 1 1 [] X1
+392640 a 1 [0,-1,0,-344721,77984145] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392640 a 2 [0,-1,0,-403041,49862241] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392640 a 3 [0,-1,0,1363839,367547265] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392640 a 4 [0,-1,0,-3103041,-2068557759] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392640 b 1 [0,-1,0,-406081,-99321119] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392640 b 2 [0,-1,0,-534081,-31301919] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392640 b 3 [0,-1,0,-5199681,4538186721] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392640 b 4 [0,-1,0,2083519,-249609759] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392640 c 1 [0,-1,0,101079,15401745] 1 1 [] X1
+392640 d 1 [0,-1,0,-1,121] 1 1 [] X1
+392640 e 1 [0,-1,0,-4921,134521] 3 2 [[1,1,0,1]] X6
+392640 e 2 [0,-1,0,-5121,123201] 3 2 [[1,1,0,1]] X6
+392640 f 1 [0,-1,0,-4841,-127959] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392640 f 2 [0,-1,0,-3841,-183359] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392640 g 1 [0,-1,0,-430881,106959681] 3 2 [[1,1,0,1]] X6
+392640 g 2 [0,-1,0,-930881,-187340319] 3 2 [[1,1,0,1]] X6
+392640 h 1 [0,-1,0,-561,-87759] 3 2 [[1,1,0,1]] X6
+392640 h 2 [0,-1,0,-33281,-2306175] 3 2 [[1,1,0,1]] X6
+392640 i 1 [0,-1,0,-386881,-81599519] 3 2 [[1,1,0,1]] X6
+392640 i 2 [0,-1,0,-5985601,-5634410015] 3 2 [[1,1,0,1]] X6
+392640 j 1 [0,-1,0,6239,-143039] 1 1 [] X1
+392640 k 1 [0,-1,0,699,14301] 1 1 [] X1
+392640 l 1 [0,-1,0,-121,1921] 1 1 [] X1
+392640 l 2 [0,-1,0,1079,-47759] 1 1 [] X1
+392640 m 1 [0,-1,0,-636,5586] 3 2 [[1,1,0,1]] X6
+392640 m 2 [0,-1,0,-2681,-47175] 3 2 [[1,1,0,1]] X6
+392640 n 1 [0,-1,0,-25921,730945] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392640 n 2 [0,-1,0,-210241,-36538559] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392640 n 3 [0,-1,0,-18241,-100935359] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392640 n 4 [0,-1,0,-3351361,-2360339135] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392640 o 1 [0,-1,0,-11036,450846] 3 2 [[1,1,0,1]] X6
+392640 o 2 [0,-1,0,-176681,28643625] 3 2 [[1,1,0,1]] X6
+392640 p 1 [0,-1,0,-220861,-39877379] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392640 p 2 [0,-1,0,-220881,-39869775] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392640 p 3 [0,-1,0,-253601,-27246399] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392640 p 4 [0,-1,0,-188481,-52006815] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392640 q 1 [0,-1,0,-437151,116424801] 1 1 [] X1
+392640 r 1 [0,-1,0,-4481,113025] 3 2 [[1,1,0,1]] X6
+392640 r 2 [0,-1,0,1919,403585] 3 2 [[1,1,0,1]] X6
+392640 s 1 [0,-1,0,-13761,625761] 3 2 [[1,1,0,1]] X6
+392640 s 2 [0,-1,0,-15681,441825] 3 2 [[1,1,0,1]] X6
+392640 t 1 [0,-1,0,-236,390] 3 2 [[1,1,0,1]] X6
+392640 t 2 [0,-1,0,-2281,-40919] 3 2 [[1,1,0,1]] X6
+392640 u 1 [0,-1,0,-34401,2588385] 3 2 [[1,1,0,1]] X6
+392640 u 2 [0,-1,0,-557921,160586721] 3 2 [[1,1,0,1]] X6
+392640 v 1 [0,-1,0,-5761,159265] 3 2 [[1,1,0,1]] X6
+392640 v 2 [0,-1,0,-18561,-780255] 3 2 [[1,1,0,1]] X6
+392640 w 1 [0,-1,0,-4241,-94095] 3 2 [[1,1,0,1]] X6
+392640 w 2 [0,-1,0,5759,-480095] 3 2 [[1,1,0,1]] X6
+392640 x 1 [0,-1,0,-18241,169441] 24 8 [[3,3,4,7],[1,0,0,7],[3,0,0,7]] X32k
+392640 x 2 [0,-1,0,-218241,39249441] 24 8 [[1,2,6,3],[1,0,0,3],[3,6,6,7],[1,0,4,1]] X24c
+392640 x 3 [0,-1,0,-3490241,2510918241] 24 8 [[7,0,0,1],[7,0,0,3],[7,7,4,3]] X32j
+392640 x 4 [0,-1,0,-146241,65500641] 24 8 [[7,7,0,1],[1,1,0,3],[1,2,0,1],[1,0,4,1]] X27g
+392640 y 1 [0,-1,0,-70811,-7229139] 1 1 [] X1
+392640 z 1 [0,-1,0,404,406] 3 2 [[1,1,0,1]] X6
+392640 z 2 [0,-1,0,-1641,4905] 3 2 [[1,1,0,1]] X6
+392640 ba 1 [0,-1,0,1145,-7175] 1 1 [] X1
+392640 bb 1 [0,-1,0,-12065,-429375] 3 2 [[1,1,0,1]] X6
+392640 bb 2 [0,-1,0,-184865,-30531135] 3 2 [[1,1,0,1]] X6
+392640 bc 1 [0,-1,0,-585,-5175] 3 2 [[1,1,0,1]] X6
+392640 bc 2 [0,-1,0,-1185,7905] 3 2 [[1,1,0,1]] X6
+392640 bd 1 [0,-1,0,415,57] 1 1 [] X1
+392640 be 1 [0,-1,0,-4424225,-3578857023] 3 2 [[1,1,0,1]] X6
+392640 be 2 [0,-1,0,-70779425,-229173265983] 3 2 [[1,1,0,1]] X6
+392640 bf 1 [0,-1,0,-12865,-550175] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+392640 bf 2 [0,-1,0,-1345,-1510943] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+392640 bg 1 [0,-1,0,-1345,-2975] 3 2 [[1,1,0,1]] X6
+392640 bg 2 [0,-1,0,-13345,594625] 3 2 [[1,1,0,1]] X6
+392640 bh 1 [0,-1,0,-515485,142639867] 1 1 [] X1
+392640 bi 1 [0,-1,0,-11905,504097] 1 1 [] X1
+392640 bj 1 [0,-1,0,-90683905,332376756097] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392640 bj 2 [0,-1,0,-82583905,394161936097] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392640 bk 1 [0,-1,0,-605,4077] 3 2 [[1,1,0,1]] X6
+392640 bk 2 [0,-1,0,-8785,319825] 3 2 [[1,1,0,1]] X6
+392640 bl 1 [0,-1,0,-43105,-3422975] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392640 bl 2 [0,-1,0,-27105,-6011775] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392640 bm 1 [0,-1,0,-11905,-453503] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+392640 bm 2 [0,-1,0,14015,-2179775] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+392640 bn 1 [0,-1,0,-1025,6177] 3 2 [[1,1,0,1]] X6
+392640 bn 2 [0,-1,0,-8225,-280383] 3 2 [[1,1,0,1]] X6
+392640 bo 1 [0,-1,0,-4225,-593375] 3 2 [[1,1,0,1]] X6
+392640 bo 2 [0,-1,0,-135105,-18995103] 3 2 [[1,1,0,1]] X6
+392640 bp 1 [0,-1,0,-2705,20625] 3 2 [[1,1,0,1]] X6
+392640 bp 2 [0,-1,0,-35105,2541345] 3 2 [[1,1,0,1]] X6
+392640 bq 1 [0,-1,0,-40545,3013857] 3 2 [[1,1,0,1]] X6
+392640 bq 2 [0,-1,0,-640545,197533857] 3 2 [[1,1,0,1]] X6
+392640 br 1 [0,-1,0,-550785,-98457183] 3 2 [[1,1,0,1]] X6
+392640 br 2 [0,-1,0,-3700065,2668500225] 3 2 [[1,1,0,1]] X6
+392640 bs 1 [0,-1,0,-1364374465,-43737147164063] 1 1 [] X1
+392640 bt 1 [0,-1,0,-341345,-82901535] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392640 bt 2 [0,-1,0,-5584225,-5077269023] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392640 bt 3 [0,-1,0,-5707105,-4842002975] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392640 bt 4 [0,-1,0,-89347425,-325035940383] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392640 bu 1 [0,-1,0,-6305,-135903] 3 2 [[1,1,0,1]] X6
+392640 bu 2 [0,-1,0,-92705,-10832223] 3 2 [[1,1,0,1]] X6
+392640 bv 1 [0,-1,0,-425,2025] 3 2 [[1,1,0,1]] X6
+392640 bv 2 [0,-1,0,1375,13185] 3 2 [[1,1,0,1]] X6
+392640 bw 1 [0,-1,0,-35,117] 1 1 [] X1
+392640 bx 1 [0,-1,0,-12985,568825] 3 2 [[1,1,0,1]] X6
+392640 bx 2 [0,-1,0,-3265,1391137] 3 2 [[1,1,0,1]] X6
+392640 by 1 [0,-1,0,-465,3537] 3 2 [[1,1,0,1]] X6
+392640 by 2 [0,-1,0,735,17697] 3 2 [[1,1,0,1]] X6
+392640 bz 1 [0,-1,0,-1985,-53823] 1 1 [] X1
+392640 ca 1 [0,-1,0,-5318442945,149288869181025] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+392640 ca 2 [0,-1,0,-5212274625,155534602810977] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+392640 cb 1 [0,-1,0,-13345,517057] 3 2 [[1,1,0,1]] X6
+392640 cb 2 [0,-1,0,-205345,35883457] 3 2 [[1,1,0,1]] X6
+392640 cc 1 [0,-1,0,-54545,-4720143] 3 2 [[1,1,0,1]] X6
+392640 cc 2 [0,-1,0,-864545,-309118143] 3 2 [[1,1,0,1]] X6
+392640 cd 1 [0,-1,0,-3583265,-2609543775] 3 2 [[1,1,0,1]] X6
+392640 cd 2 [0,-1,0,-3663265,-2486839775] 3 2 [[1,1,0,1]] X6
+392640 ce 1 [0,-1,0,-787865,-268278375] 3 2 [[1,1,0,1]] X6
+392640 ce 2 [0,-1,0,-12597665,-17205893535] 3 2 [[1,1,0,1]] X6
+392640 cf 1 [0,-1,0,-341985,-76859775] 3 2 [[1,1,0,1]] X6
+392640 cf 2 [0,-1,0,-359265,-68644863] 3 2 [[1,1,0,1]] X6
+392640 cg 1 [0,-1,0,-505,-4103] 3 2 [[1,1,0,1]] X6
+392640 cg 2 [0,-1,0,95,-13823] 3 2 [[1,1,0,1]] X6
+392640 ch 1 [0,-1,0,-3545,-39975] 3 2 [[1,1,0,1]] X6
+392640 ch 2 [0,-1,0,-48545,-4098975] 3 2 [[1,1,0,1]] X6
+392640 ci 1 [0,-1,0,-2345,47025] 1 1 [] X1
+392640 cj 1 [0,-1,0,355,-16275] 3 2 [[1,1,0,1]] X6
+392640 cj 2 [0,-1,0,-7825,-250223] 3 2 [[1,1,0,1]] X6
+392640 ck 1 [0,-1,0,-13625,-607623] 3 2 [[1,1,0,1]] X6
+392640 ck 2 [0,-1,0,-13505,-618975] 3 2 [[1,1,0,1]] X6
+392640 cl 1 [0,-1,0,-865,6625] 3 2 [[1,1,0,1]] X6
+392640 cl 2 [0,-1,0,-5665,-157535] 3 2 [[1,1,0,1]] X6
+392640 cm 1 [0,-1,0,-1145,-4743] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392640 cm 2 [0,-1,0,-10145,393057] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392640 cn 1 [0,1,0,404,-406] 3 2 [[1,1,0,1]] X6
+392640 cn 2 [0,1,0,-1641,-4905] 3 2 [[1,1,0,1]] X6
+392640 co 1 [0,1,0,-70811,7229139] 1 1 [] X1
+392640 cp 1 [0,1,0,-18241,-169441] 24 8 [[7,0,0,1],[7,0,0,3],[7,7,4,3]] X32j
+392640 cp 2 [0,1,0,-218241,-39249441] 24 8 [[1,2,6,3],[1,0,0,3],[3,6,6,7],[1,0,4,1]] X24c
+392640 cp 3 [0,1,0,-146241,-65500641] 24 8 [[7,7,0,1],[1,1,0,3],[1,2,0,1],[1,0,4,1]] X27g
+392640 cp 4 [0,1,0,-3490241,-2510918241] 24 8 [[3,3,4,7],[1,0,0,7],[3,0,0,7]] X32k
+392640 cq 1 [0,1,0,-4241,94095] 3 2 [[1,1,0,1]] X6
+392640 cq 2 [0,1,0,5759,480095] 3 2 [[1,1,0,1]] X6
+392640 cr 1 [0,1,0,-34401,-2588385] 3 2 [[1,1,0,1]] X6
+392640 cr 2 [0,1,0,-557921,-160586721] 3 2 [[1,1,0,1]] X6
+392640 cs 1 [0,1,0,-5761,-159265] 3 2 [[1,1,0,1]] X6
+392640 cs 2 [0,1,0,-18561,780255] 3 2 [[1,1,0,1]] X6
+392640 ct 1 [0,1,0,-236,-390] 3 2 [[1,1,0,1]] X6
+392640 ct 2 [0,1,0,-2281,40919] 3 2 [[1,1,0,1]] X6
+392640 cu 1 [0,1,0,-13761,-625761] 3 2 [[1,1,0,1]] X6
+392640 cu 2 [0,1,0,-15681,-441825] 3 2 [[1,1,0,1]] X6
+392640 cv 1 [0,1,0,-4481,-113025] 3 2 [[1,1,0,1]] X6
+392640 cv 2 [0,1,0,1919,-403585] 3 2 [[1,1,0,1]] X6
+392640 cw 1 [0,1,0,-437151,-116424801] 1 1 [] X1
+392640 cx 1 [0,1,0,-220861,39877379] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392640 cx 2 [0,1,0,-220881,39869775] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392640 cx 3 [0,1,0,-188481,52006815] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392640 cx 4 [0,1,0,-253601,27246399] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392640 cy 1 [0,1,0,-11036,-450846] 3 2 [[1,1,0,1]] X6
+392640 cy 2 [0,1,0,-176681,-28643625] 3 2 [[1,1,0,1]] X6
+392640 cz 1 [0,1,0,-636,-5586] 3 2 [[1,1,0,1]] X6
+392640 cz 2 [0,1,0,-2681,47175] 3 2 [[1,1,0,1]] X6
+392640 da 1 [0,1,0,-25921,-730945] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392640 da 2 [0,1,0,-210241,36538559] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392640 da 3 [0,1,0,-3351361,2360339135] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392640 da 4 [0,1,0,-18241,100935359] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392640 db 1 [0,1,0,-121,-1921] 1 1 [] X1
+392640 db 2 [0,1,0,1079,47759] 1 1 [] X1
+392640 dc 1 [0,1,0,699,-14301] 1 1 [] X1
+392640 dd 1 [0,1,0,-561,87759] 3 2 [[1,1,0,1]] X6
+392640 dd 2 [0,1,0,-33281,2306175] 3 2 [[1,1,0,1]] X6
+392640 de 1 [0,1,0,-386881,81599519] 3 2 [[1,1,0,1]] X6
+392640 de 2 [0,1,0,-5985601,5634410015] 3 2 [[1,1,0,1]] X6
+392640 df 1 [0,1,0,6239,143039] 1 1 [] X1
+392640 dg 1 [0,1,0,-430881,-106959681] 3 2 [[1,1,0,1]] X6
+392640 dg 2 [0,1,0,-930881,187340319] 3 2 [[1,1,0,1]] X6
+392640 dh 1 [0,1,0,-4841,127959] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392640 dh 2 [0,1,0,-3841,183359] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392640 di 1 [0,1,0,-4921,-134521] 3 2 [[1,1,0,1]] X6
+392640 di 2 [0,1,0,-5121,-123201] 3 2 [[1,1,0,1]] X6
+392640 dj 1 [0,1,0,101079,-15401745] 1 1 [] X1
+392640 dk 1 [0,1,0,-1,-121] 1 1 [] X1
+392640 dl 1 [0,1,0,-406081,99321119] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392640 dl 2 [0,1,0,-534081,31301919] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392640 dl 3 [0,1,0,2083519,249609759] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392640 dl 4 [0,1,0,-5199681,-4538186721] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392640 dm 1 [0,1,0,-344721,-77984145] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392640 dm 2 [0,1,0,-403041,-49862241] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392640 dm 3 [0,1,0,-3103041,2068557759] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392640 dm 4 [0,1,0,1363839,-367547265] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392640 dn 1 [0,1,0,-1145,4743] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392640 dn 2 [0,1,0,-10145,-393057] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392640 do 1 [0,1,0,-13625,607623] 3 2 [[1,1,0,1]] X6
+392640 do 2 [0,1,0,-13505,618975] 3 2 [[1,1,0,1]] X6
+392640 dp 1 [0,1,0,-865,-6625] 3 2 [[1,1,0,1]] X6
+392640 dp 2 [0,1,0,-5665,157535] 3 2 [[1,1,0,1]] X6
+392640 dq 1 [0,1,0,355,16275] 3 2 [[1,1,0,1]] X6
+392640 dq 2 [0,1,0,-7825,250223] 3 2 [[1,1,0,1]] X6
+392640 dr 1 [0,1,0,-2345,-47025] 1 1 [] X1
+392640 ds 1 [0,1,0,-3545,39975] 3 2 [[1,1,0,1]] X6
+392640 ds 2 [0,1,0,-48545,4098975] 3 2 [[1,1,0,1]] X6
+392640 dt 1 [0,1,0,-505,4103] 3 2 [[1,1,0,1]] X6
+392640 dt 2 [0,1,0,95,13823] 3 2 [[1,1,0,1]] X6
+392640 du 1 [0,1,0,-3583265,2609543775] 3 2 [[1,1,0,1]] X6
+392640 du 2 [0,1,0,-3663265,2486839775] 3 2 [[1,1,0,1]] X6
+392640 dv 1 [0,1,0,-787865,268278375] 3 2 [[1,1,0,1]] X6
+392640 dv 2 [0,1,0,-12597665,17205893535] 3 2 [[1,1,0,1]] X6
+392640 dw 1 [0,1,0,-341985,76859775] 3 2 [[1,1,0,1]] X6
+392640 dw 2 [0,1,0,-359265,68644863] 3 2 [[1,1,0,1]] X6
+392640 dx 1 [0,1,0,-54545,4720143] 3 2 [[1,1,0,1]] X6
+392640 dx 2 [0,1,0,-864545,309118143] 3 2 [[1,1,0,1]] X6
+392640 dy 1 [0,1,0,-1985,53823] 1 1 [] X1
+392640 dz 1 [0,1,0,-5318442945,-149288869181025] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+392640 dz 2 [0,1,0,-5212274625,-155534602810977] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+392640 ea 1 [0,1,0,-13345,-517057] 3 2 [[1,1,0,1]] X6
+392640 ea 2 [0,1,0,-205345,-35883457] 3 2 [[1,1,0,1]] X6
+392640 eb 1 [0,1,0,-465,-3537] 3 2 [[1,1,0,1]] X6
+392640 eb 2 [0,1,0,735,-17697] 3 2 [[1,1,0,1]] X6
+392640 ec 1 [0,1,0,-12985,-568825] 3 2 [[1,1,0,1]] X6
+392640 ec 2 [0,1,0,-3265,-1391137] 3 2 [[1,1,0,1]] X6
+392640 ed 1 [0,1,0,-35,-117] 1 1 [] X1
+392640 ee 1 [0,1,0,-425,-2025] 3 2 [[1,1,0,1]] X6
+392640 ee 2 [0,1,0,1375,-13185] 3 2 [[1,1,0,1]] X6
+392640 ef 1 [0,1,0,-6305,135903] 3 2 [[1,1,0,1]] X6
+392640 ef 2 [0,1,0,-92705,10832223] 3 2 [[1,1,0,1]] X6
+392640 eg 1 [0,1,0,-341345,82901535] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392640 eg 2 [0,1,0,-5584225,5077269023] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392640 eg 3 [0,1,0,-89347425,325035940383] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392640 eg 4 [0,1,0,-5707105,4842002975] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392640 eh 1 [0,1,0,-550785,98457183] 3 2 [[1,1,0,1]] X6
+392640 eh 2 [0,1,0,-3700065,-2668500225] 3 2 [[1,1,0,1]] X6
+392640 ei 1 [0,1,0,-1364374465,43737147164063] 1 1 [] X1
+392640 ej 1 [0,1,0,-2705,-20625] 3 2 [[1,1,0,1]] X6
+392640 ej 2 [0,1,0,-35105,-2541345] 3 2 [[1,1,0,1]] X6
+392640 ek 1 [0,1,0,-40545,-3013857] 3 2 [[1,1,0,1]] X6
+392640 ek 2 [0,1,0,-640545,-197533857] 3 2 [[1,1,0,1]] X6
+392640 el 1 [0,1,0,-11905,453503] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+392640 el 2 [0,1,0,14015,2179775] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+392640 em 1 [0,1,0,-1025,-6177] 3 2 [[1,1,0,1]] X6
+392640 em 2 [0,1,0,-8225,280383] 3 2 [[1,1,0,1]] X6
+392640 en 1 [0,1,0,-4225,593375] 3 2 [[1,1,0,1]] X6
+392640 en 2 [0,1,0,-135105,18995103] 3 2 [[1,1,0,1]] X6
+392640 eo 1 [0,1,0,-90683905,-332376756097] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392640 eo 2 [0,1,0,-82583905,-394161936097] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392640 ep 1 [0,1,0,-605,-4077] 3 2 [[1,1,0,1]] X6
+392640 ep 2 [0,1,0,-8785,-319825] 3 2 [[1,1,0,1]] X6
+392640 eq 1 [0,1,0,-43105,3422975] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392640 eq 2 [0,1,0,-27105,6011775] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392640 er 1 [0,1,0,-11905,-504097] 1 1 [] X1
+392640 es 1 [0,1,0,-515485,-142639867] 1 1 [] X1
+392640 et 1 [0,1,0,-4424225,3578857023] 3 2 [[1,1,0,1]] X6
+392640 et 2 [0,1,0,-70779425,229173265983] 3 2 [[1,1,0,1]] X6
+392640 eu 1 [0,1,0,-12865,550175] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+392640 eu 2 [0,1,0,-1345,1510943] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+392640 ev 1 [0,1,0,-1345,2975] 3 2 [[1,1,0,1]] X6
+392640 ev 2 [0,1,0,-13345,-594625] 3 2 [[1,1,0,1]] X6
+392640 ew 1 [0,1,0,415,-57] 1 1 [] X1
+392640 ex 1 [0,1,0,-585,5175] 3 2 [[1,1,0,1]] X6
+392640 ex 2 [0,1,0,-1185,-7905] 3 2 [[1,1,0,1]] X6
+392640 ey 1 [0,1,0,-12065,429375] 3 2 [[1,1,0,1]] X6
+392640 ey 2 [0,1,0,-184865,30531135] 3 2 [[1,1,0,1]] X6
+392640 ez 1 [0,1,0,1145,7175] 1 1 [] X1
+392642 a 1 [1,0,1,-472952,106704966] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+392642 a 2 [1,0,1,837768,593244230] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+392642 b 1 [1,1,1,-10806,427955] 1 1 [] X1
+392643 a 1 [1,-1,1,-3713,-94102] 1 1 [] X1
+392643 b 1 [1,-1,1,-6179,188480] 1 1 [] X1
+392643 c 1 [1,-1,0,-81,1458] 1 1 [] X1
+392646 a 1 [1,0,1,-686010,218667742] 1 1 [] X1
+392646 b 1 [1,0,1,366037,-483267490] 1 1 [] X1
+392646 c 1 [1,0,0,29976,1548864] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+392646 c 2 [1,0,0,-154344,13898304] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+392646 c 3 [1,0,0,-2180904,1239156480] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+392646 c 4 [1,0,0,-1076904,-420258432] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+392649 a 1 [1,1,0,-268789,-53732912] 3 2 [[1,1,0,1]] X6
+392649 a 2 [1,1,0,-307284,-37387935] 3 2 [[1,1,0,1]] X6
+392650 a 1 [1,0,1,34,-32] 1 1 [] X1
+392650 b 1 [1,1,1,862,-3969] 1 1 [] X1
+392652 a 1 [0,0,0,-1479,20446] 1 1 [] X1
+392652 b 1 [0,0,0,-185241,30686965] 1 1 [] X1
+392652 c 1 [0,0,0,231,-1415] 1 1 [] X1
+392652 d 1 [0,0,0,-112791951,-455471827002] 1 1 [] X1
+392652 e 1 [0,0,0,-2928,84580] 1 1 [] X1
+392654 a 1 [1,0,1,-12304,524254] 1 1 [] X1
+392654 b 1 [1,1,1,18424,965475] 1 1 [] X1
+392654 c 1 [1,0,0,-39360,-3076096] 1 1 [] X1
+392654 d 1 [1,-1,1,23949,-5908397] 1 1 [] X1
+392656 a 1 [0,0,0,-33859,-2674622] 1 1 [] X1
+392656 b 1 [0,1,0,-384440,91610452] 1 1 [] X1
+392656 c 1 [0,-1,0,-2867864,2434443760] 1 1 [] X1
+392656 d 1 [0,-1,0,-45798,-3900785] 1 1 [] X1
+392656 e 1 [0,0,0,-119,514] 1 1 [] X1
+392656 f 1 [0,0,0,43297381,-1057538330806] 1 1 [] X1
+392656 g 1 [0,0,0,-38159764,-90731225025] 3 2 [[1,1,0,1]] X6
+392656 g 2 [0,0,0,-610556279,-5806797303118] 3 2 [[1,1,0,1]] X6
+392656 h 1 [0,1,0,-723,7952] 1 1 [] X1
+392656 i 1 [0,1,0,34088,361492] 1 1 [] X1
+392656 j 1 [0,-1,0,248,-1296] 1 1 [] X1
+392656 k 1 [0,-1,0,1100,-4356] 1 1 [] X1
+392656 l 1 [0,-1,0,-32040,-2198416] 1 1 [] X1
+392656 m 1 [0,0,0,-190,1883] 1 1 [] X1
+392658 a 1 [1,0,1,-21507,1212646] 1 1 [] X1
+392658 b 1 [1,0,1,148362,12329224] 1 1 [] X1
+392658 c 1 [1,0,1,-2327,-43462] 1 1 [] X1
+392658 d 1 [1,1,1,-8511,-632283] 1 1 [] X1
+392658 e 1 [1,1,1,-308,2165] 1 1 [] X1
+392658 f 1 [1,1,1,-53,-1507] 1 1 [] X1
+392658 g 1 [1,1,1,176,1193] 1 1 [] X1
+392658 h 1 [1,0,0,435,-879] 3 2 [[1,1,0,1]] X6
+392658 h 2 [1,0,0,-1805,-7599] 3 2 [[1,1,0,1]] X6
+392658 i 1 [1,0,0,276,1392] 1 1 [] X1
+392660 a 1 [0,0,0,-853,8977] 1 1 [] X1
+392660 b 1 [0,0,0,-12143,-516058] 1 1 [] X1
+392662 a 1 [1,1,0,-1639,24869] 1 1 [] X1
+392663 a 1 [1,1,1,-15,-44] 1 1 [] X1
+392665 a 1 [0,1,1,-190,1694] 1 1 [] X1
+392665 b 1 [0,1,1,-120,-35994] 1 1 [] X1
+392665 c 1 [0,0,1,-152,-3808] 1 1 [] X1
+392665 d 1 [1,1,0,-145047,21188384] 3 2 [[1,1,0,1]] X6
+392665 d 2 [1,1,0,-175252,11685891] 3 2 [[1,1,0,1]] X6
+392665 e 1 [1,1,0,-147,584] 3 2 [[1,1,0,1]] X6
+392665 e 2 [1,1,0,-472,-3381] 3 2 [[1,1,0,1]] X6
+392665 f 1 [0,0,1,-2543693,-1748357961] 1 1 [] X1
+392665 g 1 [0,-1,1,-893796,-335069123] 1 1 [] X1
+392667 a 1 [1,1,1,-1078,-14290] 1 1 [] X1
+392667 b 1 [1,1,1,113826,-13887492] 1 1 [] X1
+392667 c 1 [0,-1,1,-247,-1425] 1 1 [] X1
+392667 d 1 [0,-1,1,-275129,56398802] 1 1 [] X1
+392667 e 1 [1,1,0,-1832,-30963] 1 1 [] X1
+392667 f 1 [0,-1,1,-10242,6881915] 1 1 [] X1
+392670 a 1 [1,-1,0,45,1701] 1 1 [] X1
+392670 b 1 [1,-1,0,675,-11939] 1 1 [] X1
+392670 c 1 [1,-1,0,-95670,-11441804] 1 1 [] X1
+392670 d 1 [1,-1,0,-53750619,151691691685] 1 1 [] X1
+392670 e 1 [1,-1,0,-70794,7267828] 1 1 [] X1
+392670 f 1 [1,-1,0,-5334,-44812] 3 2 [[1,1,0,1]] X6
+392670 f 2 [1,-1,0,-48534,4093748] 3 2 [[1,1,0,1]] X6
+392670 g 1 [1,-1,0,-1854,-7340] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392670 g 2 [1,-1,0,7146,-63140] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392670 h 1 [1,-1,0,-2304,-18482] 1 1 [] X1
+392670 i 1 [1,-1,0,-5259,-145485] 1 1 [] X1
+392670 j 1 [1,-1,1,-1727663,-869746633] 3 2 [[1,1,0,1]] X6
+392670 j 2 [1,-1,1,-806063,-1795401673] 3 2 [[1,1,0,1]] X6
+392670 k 1 [1,-1,1,-593,1857] 3 2 [[1,1,0,1]] X6
+392670 k 2 [1,-1,1,-5393,-149823] 3 2 [[1,1,0,1]] X6
+392670 l 1 [1,-1,1,-47333,3975427] 1 1 [] X1
+392670 m 1 [1,-1,1,-11957,419789] 1 1 [] X1
+392670 n 1 [1,-1,1,-10247,383231] 1 1 [] X1
+392673 a 1 [0,-1,1,590158,-2907071824] 1 1 [] X1
+392673 b 1 [1,1,1,-44922,-3700944] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+392673 c 1 [1,1,1,-5563011,4951418976] 1 1 [] X1
+392673 d 1 [1,1,1,-17366,-876454] 1 1 [] X1
+392673 e 1 [1,0,0,-10477,355832] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392673 e 2 [1,0,0,-44922,-3316005] 6 2 [] X8
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+392673 e 4 [1,0,0,-699377,-225176250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392673 f 1 [0,1,1,-31216355,-70581876463] 1 1 [] X1
+392673 g 1 [1,1,0,-807,-9000] 1 1 [] X1
+392673 h 1 [1,1,0,-119634517,496957693600] 1 1 [] X1
+392673 i 1 [1,1,0,-309467801,2105320192290] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+392673 j 1 [0,-1,1,-525860,-585816385] 1 1 [] X1
+392673 k 1 [0,-1,1,-16074,-857617] 1 1 [] X1
+392673 l 1 [0,1,1,135484,21968957] 1 1 [] X1
+392673 l 2 [0,1,1,-30245006,64011961037] 1 1 [] X1
+392674 a 1 [1,0,1,-355679,2024888178] 1 1 [] X1
+392674 b 1 [1,0,1,-310006,80052616] 1 1 [] X1
+392674 c 1 [1,-1,0,-67,233] 1 1 [] X1
+392675 a 1 [0,1,1,-1058,-105956] 1 1 [] X1
+392675 b 1 [1,1,1,1237,9156] 1 1 [] X1
+392675 c 1 [1,-1,1,764120,-112790128] 1 1 [] X1
+392675 d 1 [1,0,1,49,73] 1 1 [] X1
+392675 e 1 [0,0,1,-1075,-23219] 1 1 [] X1
+392676 a 1 [0,-1,0,211,78] 1 1 [] X1
+392676 b 1 [0,-1,0,-684288546,6890029505397] 1 1 [] X1
+392676 c 1 [0,-1,0,-530060,150511128] 1 1 [] X1
+392676 d 1 [0,1,0,-12109,1001372] 1 1 [] X1
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+392768 b 1 [0,0,0,-66424,15213262] 1 1 [] X1
+392768 c 1 [0,0,0,15117236,6219960688] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+392768 d 1 [0,0,0,41876,906832] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+392768 e 1 [0,0,0,-2002828,5681995600] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+392768 f 1 [0,0,0,-5548,828400] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+392768 g 1 [0,1,0,-81345,5968159] 3 2 [[1,1,0,1]] X6
+392768 g 2 [0,1,0,-1178785,492134079] 3 2 [[1,1,0,1]] X6
+392768 h 1 [0,1,0,-5568545,-5034573761] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392768 h 2 [0,1,0,-88973985,-323059516481] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392768 i 1 [0,1,0,-9145,322119] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392768 i 2 [0,1,0,-23585,-963041] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392768 j 1 [0,1,0,-1564,50286] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+392768 j 2 [0,1,0,-32249,2216647] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+392768 k 1 [0,1,0,-1779489,-157677473] 3 2 [[1,1,0,1]] X6
+392768 k 2 [0,1,0,7000031,-1244582049] 3 2 [[1,1,0,1]] X6
+392768 l 1 [0,1,0,-69793,-4417089] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392768 l 2 [0,1,0,-993953,-381659201] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392768 l 3 [0,1,0,-2380193,1412412607] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392768 l 4 [0,1,0,-2611233,1121440831] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392768 m 1 [0,1,0,-12033,-373889] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392768 m 2 [0,1,0,-69793,6776799] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392768 n 1 [0,1,0,-3535393,-1819421121] 3 2 [[1,1,0,1]] X6
+392768 n 2 [0,1,0,-21094433,35851743295] 3 2 [[1,1,0,1]] X6
+392768 n 3 [0,1,0,-105655073,417862613311] 3 2 [[1,1,0,1]] X6
+392768 n 4 [0,1,0,-1690358433,26748976702399] 3 2 [[1,1,0,1]] X6
+392768 o 1 [0,1,0,-26473,96855] 3 2 [[1,1,0,1]] X6
+392768 o 2 [0,1,0,-300833,63254527] 3 2 [[1,1,0,1]] X6
+392768 p 1 [0,1,0,-10709185,-13730792289] 1 1 [] X1
+392768 q 1 [0,1,0,-29665,-2011233] 1 1 [] X1
+392768 r 1 [0,1,0,-6257,-79313] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+392768 r 2 [0,1,0,22623,-581825] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+392768 s 1 [0,1,0,963,782755] 3 2 [[1,1,0,1]] X6
+392768 s 2 [0,1,0,-121777,15977967] 3 2 [[1,1,0,1]] X6
+392768 t 1 [0,-1,0,-23157909,-42886340915] 1 1 [] X1
+392768 u 1 [0,-1,0,15403,181837] 1 1 [] X1
+392768 v 1 [0,-1,0,-612737,-199891583] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+392768 w 1 [0,-1,0,-1697,-28607] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+392768 x 1 [0,-1,0,10349,-808747] 1 1 [] X1
+392768 y 1 [0,-1,0,-101,2173] 1 1 [] X1
+392768 z 1 [0,-1,0,-36581,14685373] 1 1 [] X1
+392768 ba 1 [0,0,0,-2892332,1890340400] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392768 ba 2 [0,0,0,-1968172,3119473200] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392768 bb 1 [0,0,0,-2892332,-1890340400] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392768 bb 2 [0,0,0,-1968172,-3119473200] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392768 bc 1 [0,0,0,-11191,-411540] 3 2 [[1,1,0,1]] X6
+392768 bc 2 [0,0,0,-41876,2853344] 3 2 [[1,1,0,1]] X6
+392768 bd 1 [0,0,0,-155591,23622396] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392768 bd 2 [0,0,0,-157396,23046240] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392768 bd 3 [0,0,0,88084,88343920] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392768 bd 4 [0,0,0,-431756,-79125424] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392768 be 1 [0,0,0,-155591,-23622396] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+392768 be 2 [0,0,0,-157396,-23046240] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+392768 be 3 [0,0,0,-431756,79125424] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+392768 be 4 [0,0,0,88084,-88343920] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+392768 bf 1 [0,0,0,-11191,411540] 3 2 [[1,1,0,1]] X6
+392768 bf 2 [0,0,0,-41876,-2853344] 3 2 [[1,1,0,1]] X6
+392768 bg 1 [0,0,0,192052,18766224] 1 1 [] X1
+392768 bh 1 [0,0,0,532,-2736] 1 1 [] X1
+392768 bi 1 [0,0,0,192052,-18766224] 1 1 [] X1
+392768 bj 1 [0,0,0,532,2736] 1 1 [] X1
+392768 bk 1 [0,0,0,-2346500,-1383213376] 3 2 [[1,1,0,1]] X6
+392768 bk 2 [0,0,0,-2072140,-1718920272] 3 2 [[1,1,0,1]] X6
+392768 bl 1 [0,0,0,-7220,-219488] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392768 bl 2 [0,0,0,7220,-987696] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392768 bm 1 [0,0,0,-7220,219488] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392768 bm 2 [0,0,0,7220,987696] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392768 bn 1 [0,0,0,-2346500,1383213376] 3 2 [[1,1,0,1]] X6
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+392768 bo 1 [0,0,0,-15884,329232] 48 32 [[7,0,0,1],[5,15,4,1],[5,0,0,1],[3,0,0,3]] X242
+392768 bo 2 [0,0,0,-131404,-18107760] 48 16 [[1,2,14,5],[3,6,10,5],[1,2,14,1],[3,0,0,3]] X210
+392768 bo 3 [0,0,0,-15884,-48836080] 48 16 [[15,14,0,3],[3,0,12,3],[9,11,0,3],[3,0,0,3]] X221
+392768 bo 4 [0,0,0,-2095244,-1167346928] 48 32 [[7,0,0,1],[5,15,4,1],[5,0,0,1],[3,0,0,3]] X242
+392768 bp 1 [0,0,0,-9373004,-11012481168] 3 2 [[1,1,0,1]] X6
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+392768 br 1 [0,0,0,-15884,-329232] 48 32 [[7,0,0,1],[5,15,4,1],[5,0,0,1],[3,0,0,3]] X242
+392768 br 2 [0,0,0,-131404,18107760] 48 16 [[1,2,14,5],[3,6,10,5],[1,2,14,1],[3,0,0,3]] X210
+392768 br 3 [0,0,0,-2095244,1167346928] 48 32 [[7,0,0,1],[5,15,4,1],[5,0,0,1],[3,0,0,3]] X242
+392768 br 4 [0,0,0,-15884,48836080] 48 16 [[15,14,0,3],[3,0,12,3],[9,11,0,3],[3,0,0,3]] X221
+392768 bs 1 [0,0,0,-2017268,964649760] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392768 bs 2 [0,0,0,3195572,5124496080] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392768 bt 1 [0,0,0,-2017268,-964649760] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+392768 bt 2 [0,0,0,3195572,-5124496080] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+392768 bu 1 [0,1,0,-23157909,42886340915] 1 1 [] X1
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+392768 bx 1 [0,1,0,15403,-181837] 1 1 [] X1
+392768 by 1 [0,1,0,-36581,-14685373] 1 1 [] X1
+392768 bz 1 [0,1,0,-101,-2173] 1 1 [] X1
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+392768 ch 1 [0,-1,0,-26473,-96855] 3 2 [[1,1,0,1]] X6
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+392768 ck 1 [0,-1,0,-29665,2011233] 1 1 [] X1
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+392784 g 1 [0,-1,0,-60629,64636125] 1 1 [] X1
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+392784 v 1 [0,-1,0,103472,-14474816] 1 1 [] X1
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+392784 be 1 [0,-1,0,-56709,-3954663] 1 1 [] X1
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+392784 bf 1 [0,-1,0,-44424,3551472] 1 1 [] X1
+392784 bg 1 [0,-1,0,-44704,-2324384] 1 1 [] X1
+392784 bh 1 [0,-1,0,-289,-1763] 1 1 [] X1
+392784 bi 1 [0,-1,0,1944,-24912] 3 2 [[1,1,0,1]] X6
+392784 bi 2 [0,-1,0,-9816,-213072] 3 2 [[1,1,0,1]] X6
+392784 bj 1 [0,-1,0,-919256,342943728] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392784 bj 2 [0,-1,0,-14749016,21806731248] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392784 bk 1 [0,-1,0,-1932576,1070546688] 1 1 [] X1
+392784 bl 1 [0,-1,0,-9507976,15723832048] 1 1 [] X1
+392784 bm 1 [0,1,0,-39440,-3132396] 1 1 [] X1
+392784 bn 1 [0,1,0,-2176792,-1213801324] 1 1 [] X1
+392784 bo 1 [0,1,0,-1157,11199] 1 1 [] X1
+392784 bo 2 [0,1,0,-31397,-2150961] 1 1 [] X1
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+392784 br 1 [0,1,0,-26084,2203452] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392784 br 2 [0,1,0,-458264,119237796] 6 2 [] X8
+392784 br 3 [0,1,0,-7331984,7639087476] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392784 br 4 [0,1,0,-499424,96501012] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392784 bs 1 [0,1,0,-14079,532356] 3 2 [[1,1,0,1]] X6
+392784 bs 2 [0,1,0,26836,3085452] 3 2 [[1,1,0,1]] X6
+392784 bt 1 [0,1,0,1356,-68580] 3 2 [[1,1,0,1]] X6
+392784 bt 2 [0,1,0,-19224,-949404] 3 2 [[1,1,0,1]] X6
+392784 bu 1 [0,1,0,-5148544,-4499686444] 1 1 [] X1
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+392784 bv 2 [0,1,0,-97624,-11741164] 3 2 [[1,1,0,1]] X6
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+392784 bz 1 [0,1,0,19584,-820044] 1 1 [] X1
+392784 ca 1 [0,1,0,-13366481,-11206691637] 1 1 [] X1
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+392784 cb 2 [0,1,0,-2148568,-1212902860] 3 2 [[1,1,0,1]] X6
+392784 cc 1 [0,1,0,-8248,-329260] 1 1 [] X1
+392784 cd 1 [0,1,0,-272113,-64273525] 1 1 [] X1
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+392784 ce 2 [0,1,0,-1409648,643049364] 3 2 [[1,1,0,1]] X6
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+392784 cf 2 [0,1,0,-16088,685236] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392784 cg 1 [0,1,0,1307,43679] 1 1 [] X1
+392784 ch 1 [0,1,0,2112,42804] 1 1 [] X1
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+392784 ci 2 [0,1,0,-251288,-48549180] 3 2 [[1,1,0,1]] X6
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+392784 ck 1 [0,1,0,-8466040,-9485249068] 1 1 [] X1
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+392784 cm 1 [0,1,0,-2558600,1576666356] 1 1 [] X1
+392784 cn 1 [0,1,0,-13680,611316] 1 1 [] X1
+392784 co 1 [0,1,0,-14520,-678924] 1 1 [] X1
+392784 cp 1 [0,1,0,-392800,-32208268] 1 1 [] X1
+392784 cq 1 [0,1,0,-8297,-293490] 3 2 [[1,1,0,1]] X6
+392784 cq 2 [0,1,0,-10012,-165208] 3 2 [[1,1,0,1]] X6
+392784 cr 1 [0,1,0,-201112,32457620] 3 2 [[1,1,0,1]] X6
+392784 cr 2 [0,1,0,-640152,-158436972] 3 2 [[1,1,0,1]] X6
+392784 cs 1 [0,1,0,4688,-799660] 1 1 [] X1
+392784 ct 1 [0,1,0,86028,14480892] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392784 ct 2 [0,1,0,-628392,151935300] 6 2 [] X8
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+392784 ct 4 [0,1,0,-3221472,-2093671980] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392784 cu 1 [0,1,0,-11384,346548] 1 1 [] X1
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+392784 cx 1 [0,1,0,-213264,37832724] 1 1 [] X1
+392784 cx 2 [0,1,0,-471984,-70048812] 1 1 [] X1
+392784 cy 1 [0,1,0,-21184,1820468] 1 1 [] X1
+392784 cz 1 [0,1,0,-243042956,1458360850092] 3 2 [[1,1,0,1]] X6
+392784 cz 2 [0,1,0,-3888728216,93336920772612] 3 2 [[1,1,0,1]] X6
+392784 da 1 [0,1,0,452744,-15600825388] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+392784 da 2 [0,1,0,-90993016,-327796650028] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392784 db 1 [0,1,0,-62001,6002667] 1 1 [] X1
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+392784 dc 2 [0,1,0,-1577816,762305172] 3 2 [[1,1,0,1]] X6
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+392805 a 1 [0,0,1,52993467,-525842134612] 1 1 [] X1
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+392805 g 2 [1,-1,1,-12014309228,-506866679969538] 6 2 [] X8
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+392805 i 2 [1,-1,1,4363,60274] 3 2 [[1,1,0,1]] X6
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+392826 j 1 [1,1,1,-86272,-9788767] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
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+392826 k 1 [1,0,0,-16966425,26902835001] 1 1 [] X1
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+392826 n 2 [1,0,0,-2799,5589] 6 2 [] X8
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+392826 n 4 [1,0,0,11131,47379] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+392826 o 1 [1,0,0,-142319566,-496993946776] 1 1 [] X1
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+392829 a 1 [1,0,0,1999,16488] 3 2 [[1,1,0,1]] X6
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+392832 a 2 [0,0,0,-104916,13079536] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+392832 b 1 [0,0,0,-201,-1366] 1 1 [] X1
+392832 c 1 [0,0,0,-27921,1891294] 1 1 [] X1
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+392832 d 2 [0,0,0,684,-9936] 3 2 [[1,1,0,1]] X6
+392832 e 1 [0,0,0,-7221,-236050] 3 2 [[1,1,0,1]] X6
+392832 e 2 [0,0,0,-8616,-138400] 3 2 [[1,1,0,1]] X6
+392832 f 1 [0,0,0,6639,-33593614] 1 1 [] X1
+392832 g 1 [0,0,0,6639,33593614] 1 1 [] X1
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+392832 h 2 [0,0,0,684,9936] 3 2 [[1,1,0,1]] X6
+392832 i 1 [0,0,0,-7221,236050] 3 2 [[1,1,0,1]] X6
+392832 i 2 [0,0,0,-8616,138400] 3 2 [[1,1,0,1]] X6
+392832 j 1 [0,0,0,-201,1366] 1 1 [] X1
+392832 k 1 [0,0,0,-27921,-1891294] 1 1 [] X1
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+392900 b 1 [0,-1,0,-28,552] 1 1 [] X1
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+392910 h 3 [1,0,1,176376,764450422] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
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+393006 d 1 [1,1,1,1316734,-14640274033] 1 1 [] X1
+393006 e 1 [1,1,1,-15286,-745645] 1 1 [] X1
+393006 f 1 [1,1,1,-1458,-32193] 1 1 [] X1
+393008 a 1 [0,0,0,-55,121] 1 1 [] X1
+393008 b 1 [0,0,0,-4840,-165044] 1 1 [] X1
+393008 c 1 [0,0,0,-6655,-161051] 1 1 [] X1
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+393008 f 1 [0,1,0,-257528,59487844] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393008 f 2 [0,1,0,-4327968,3464003860] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393008 g 1 [0,1,0,-102648,-12810140] 3 2 [[1,1,0,1]] X6
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+393008 w 1 [0,-1,0,-11898,485443] 1 1 [] X1
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+393008 ba 2 [0,0,0,-7009651,5166502770] 6 2 [] X8
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+393008 ba 4 [0,0,0,-40976771,-96836758590] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393008 bc 4 [0,0,0,-524051,-146018686] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393105 b 1 [1,0,0,-541,-7000] 3 2 [[1,1,0,1]] X6
+393105 b 2 [1,0,0,-9666,-366525] 3 2 [[1,1,0,1]] X6
+393105 c 1 [1,0,0,-249335,47899872] 3 2 [[1,1,0,1]] X6
+393105 c 2 [1,0,0,-247540,48623975] 3 2 [[1,1,0,1]] X6
+393105 d 1 [0,1,1,65,21181] 1 1 [] X1
+393106 a 1 [1,0,1,186,-352] 1 1 [] X1
+393106 b 1 [1,-1,0,-5278,-146412] 1 1 [] X1
+393106 c 1 [1,0,1,928,-5714] 1 1 [] X1
+393106 d 1 [1,0,1,-1351326,6494446992] 1 1 [] X1
+393106 e 1 [1,1,1,-407922,156114943] 1 1 [] X1
+393106 f 1 [1,-1,1,1860,29695] 1 1 [] X1
+393107 a 1 [1,-1,1,-334,-2230] 1 1 [] X1
+393108 a 1 [0,-1,0,-620,-5784] 1 1 [] X1
+393108 b 1 [0,-1,0,-2303092,1341252856] 1 1 [] X1
+393108 c 1 [0,-1,0,-655317,-139238271] 1 1 [] X1
+393108 d 1 [0,-1,0,102,-207] 1 1 [] X1
+393108 e 1 [0,-1,0,812,6760] 1 1 [] X1
+393108 f 1 [0,-1,0,-220,184] 1 1 [] X1
+393108 g 1 [0,-1,0,-286405,-58893311] 1 1 [] X1
+393108 h 1 [0,1,0,-76929,-8253120] 3 2 [[1,1,0,1]] X6
+393108 h 2 [0,1,0,-1231484,-526417404] 3 2 [[1,1,0,1]] X6
+393108 i 1 [0,1,0,-15308,-734124] 1 1 [] X1
+393108 j 1 [0,1,0,369372,-3082501404] 1 1 [] X1
+393108 k 1 [0,1,0,-59228,-5567820] 1 1 [] X1
+393108 l 1 [0,1,0,21446142,3612510801] 1 1 [] X1
+393108 l 2 [0,1,0,-277720878,-1943089199163] 1 1 [] X1
+393109 a 1 [1,1,1,-24,-44] 1 1 [] X1
+393110 a 1 [1,-1,0,-4120,107200] 1 1 [] X1
+393110 b 1 [1,-1,0,-132775,18641661] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393110 b 2 [1,-1,0,-103895,26953325] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393110 c 1 [1,-1,1,-888,-49669] 3 2 [[1,1,0,1]] X6
+393110 c 2 [1,-1,1,-26488,-1647109] 3 2 [[1,1,0,1]] X6
+393110 d 1 [1,1,1,-76627525,280094766667] 1 1 [] X1
+393110 e 1 [1,-1,1,3057,283357] 1 1 [] X1
+393113 a 1 [1,0,1,-4035140,3148806775] 1 1 [] X1
+393113 b 1 [1,1,0,-1933543,1120272930] 1 1 [] X1
+393116 a 1 [0,1,0,-13082258,18208249541] 1 1 [] X1
+393120 a 1 [0,0,0,-188163,-105513462] 1 1 [] X1
+393120 b 1 [0,0,0,-1368,-19472] 1 1 [] X1
+393120 c 1 [0,0,0,-3,-362] 1 1 [] X1
+393120 d 1 [0,0,0,-317628,69070752] 1 1 [] X1
+393120 e 1 [0,0,0,-85368,9600432] 1 1 [] X1
+393120 f 1 [0,0,0,-888,-9168] 1 1 [] X1
+393120 g 1 [0,0,0,-2126088,663090192] 1 1 [] X1
+393120 h 1 [0,0,0,-20151288,34817670288] 1 1 [] X1
+393120 i 1 [0,0,0,-108,-27648] 1 1 [] X1
+393120 j 1 [0,0,0,-175068,28276992] 1 1 [] X1
+393120 k 1 [0,0,0,-3288,52432] 1 1 [] X1
+393120 l 1 [0,0,0,-312662808,2180458828368] 1 1 [] X1
+393120 m 1 [0,0,0,5412,-154208] 1 1 [] X1
+393120 n 1 [0,0,0,-147528,-25069392] 1 1 [] X1
+393120 o 1 [0,0,0,-35208,-1966032] 1 1 [] X1
+393120 p 1 [0,0,0,6674292,1290415968] 1 1 [] X1
+393120 q 1 [0,0,0,-12648,547472] 1 1 [] X1
+393120 r 1 [0,0,0,-25215176808,1541131916555632] 1 1 [] X1
+393120 s 1 [0,0,0,-1508328,409056048] 1 1 [] X1
+393120 t 1 [0,0,0,-1608,-115568] 1 1 [] X1
+393120 u 1 [0,0,0,-10188,-416288] 1 1 [] X1
+393120 v 1 [0,0,0,-10188,416288] 1 1 [] X1
+393120 w 1 [0,0,0,-12648,-547472] 1 1 [] X1
+393120 x 1 [0,0,0,-25215176808,-1541131916555632] 1 1 [] X1
+393120 y 1 [0,0,0,-1508328,-409056048] 1 1 [] X1
+393120 z 1 [0,0,0,-1608,115568] 1 1 [] X1
+393120 ba 1 [0,0,0,6674292,-1290415968] 1 1 [] X1
+393120 bb 1 [0,0,0,-147528,25069392] 1 1 [] X1
+393120 bc 1 [0,0,0,-35208,1966032] 1 1 [] X1
+393120 bd 1 [0,0,0,5412,154208] 1 1 [] X1
+393120 be 1 [0,0,0,-3288,-52432] 1 1 [] X1
+393120 bf 1 [0,0,0,-312662808,-2180458828368] 1 1 [] X1
+393120 bg 1 [0,0,0,-108,27648] 1 1 [] X1
+393120 bh 1 [0,0,0,-175068,-28276992] 1 1 [] X1
+393120 bi 1 [0,0,0,-85368,-9600432] 1 1 [] X1
+393120 bj 1 [0,0,0,-888,9168] 1 1 [] X1
+393120 bk 1 [0,0,0,-2126088,-663090192] 1 1 [] X1
+393120 bl 1 [0,0,0,-20151288,-34817670288] 1 1 [] X1
+393120 bm 1 [0,0,0,-317628,-69070752] 1 1 [] X1
+393120 bn 1 [0,0,0,-1368,19472] 1 1 [] X1
+393120 bo 1 [0,0,0,-3,362] 1 1 [] X1
+393120 bp 1 [0,0,0,-188163,105513462] 1 1 [] X1
+393120 bq 1 [0,0,0,-91692,11239776] 1 1 [] X1
+393120 br 1 [0,0,0,-113832,-14781744] 1 1 [] X1
+393120 bs 1 [0,0,0,-14472,3120336] 1 1 [] X1
+393120 bt 1 [0,0,0,-167592,-15150224] 1 1 [] X1
+393120 bu 1 [0,0,0,-226936591272,-41610561747002064] 1 1 [] X1
+393120 bv 1 [0,0,0,741588,-47793184] 1 1 [] X1
+393120 bw 1 [0,0,0,-3912,72816] 1 1 [] X1
+393120 bx 1 [0,0,0,-16392,928496] 1 1 [] X1
+393120 by 1 [0,0,0,48708,4163616] 1 1 [] X1
+393120 bz 1 [0,0,0,-29592,-1415664] 1 1 [] X1
+393120 ca 1 [0,0,0,-34740312,-80757734384] 1 1 [] X1
+393120 cb 1 [0,0,0,-19452,-1047296] 1 1 [] X1
+393120 cc 1 [0,0,0,-12,1024] 1 1 [] X1
+393120 cd 1 [0,0,0,-7992,247536] 1 1 [] X1
+393120 ce 1 [0,0,0,-768312,-259211664] 1 1 [] X1
+393120 cf 1 [0,0,0,-2239032,-1289543344] 1 1 [] X1
+393120 cg 1 [0,0,0,-236232,-24558896] 1 1 [] X1
+393120 ch 1 [0,0,0,-35292,-2558176] 1 1 [] X1
+393120 ci 1 [0,0,0,-27,9774] 1 1 [] X1
+393120 cj 1 [0,0,0,-12312,525744] 1 1 [] X1
+393120 ck 1 [0,0,0,-20907,3907906] 1 1 [] X1
+393120 cl 1 [0,0,0,-20907,-3907906] 1 1 [] X1
+393120 cm 1 [0,0,0,-27,-9774] 1 1 [] X1
+393120 cn 1 [0,0,0,-12312,-525744] 1 1 [] X1
+393120 co 1 [0,0,0,-35292,2558176] 1 1 [] X1
+393120 cp 1 [0,0,0,-7992,-247536] 1 1 [] X1
+393120 cq 1 [0,0,0,-768312,259211664] 1 1 [] X1
+393120 cr 1 [0,0,0,-2239032,1289543344] 1 1 [] X1
+393120 cs 1 [0,0,0,-236232,24558896] 1 1 [] X1
+393120 ct 1 [0,0,0,-19452,1047296] 1 1 [] X1
+393120 cu 1 [0,0,0,-12,-1024] 1 1 [] X1
+393120 cv 1 [0,0,0,-29592,1415664] 1 1 [] X1
+393120 cw 1 [0,0,0,-34740312,80757734384] 1 1 [] X1
+393120 cx 1 [0,0,0,48708,-4163616] 1 1 [] X1
+393120 cy 1 [0,0,0,-3912,-72816] 1 1 [] X1
+393120 cz 1 [0,0,0,-16392,-928496] 1 1 [] X1
+393120 da 1 [0,0,0,741588,47793184] 1 1 [] X1
+393120 db 1 [0,0,0,-113832,14781744] 1 1 [] X1
+393120 dc 1 [0,0,0,-14472,-3120336] 1 1 [] X1
+393120 dd 1 [0,0,0,-167592,15150224] 1 1 [] X1
+393120 de 1 [0,0,0,-226936591272,41610561747002064] 1 1 [] X1
+393120 df 1 [0,0,0,-91692,-11239776] 1 1 [] X1
+393124 a 1 [0,1,0,-812,8644] 1 1 [] X1
+393124 b 1 [0,1,0,28,244] 1 1 [] X1
+393124 c 1 [0,-1,0,-849,1694] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393124 c 2 [0,-1,0,3356,10104] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393126 a 1 [1,0,0,-34,44] 1 1 [] X1
+393126 b 1 [1,0,0,-1269,16929] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393126 b 2 [1,0,0,171,53505] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393129 a 1 [0,0,1,1441473,-125528274] 1 1 [] X1
+393129 b 1 [0,0,1,-59565,5602088] 1 1 [] X1
+393129 c 1 [0,0,1,-64866285,201322245440] 1 1 [] X1
+393129 d 1 [0,0,1,12449085,823921942] 1 1 [] X1
+393129 e 1 [0,0,1,35739,5602088] 1 1 [] X1
+393129 f 1 [1,-1,1,-73712,-1408030] 3 2 [[1,1,0,1]] X6
+393129 f 2 [1,-1,1,-728927,238400660] 3 2 [[1,1,0,1]] X6
+393129 g 1 [1,-1,1,-18288689,-30099115978] 1 1 [] X1
+393129 h 1 [1,-1,1,-97569704,336493515592] 1 1 [] X1
+393129 i 1 [1,-1,1,-54563774,-155118738486] 1 1 [] X1
+393129 j 1 [1,-1,1,-2234,37414] 1 1 [] X1
+393129 k 1 [1,-1,1,-97538,-11700862] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+393129 k 2 [1,-1,1,-991013,1484619590] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+393129 l 1 [1,-1,1,-59918,4367058] 1 1 [] X1
+393129 m 1 [1,-1,1,-85625,9591640] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 m 2 [1,-1,1,-26060,22648288] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 n 1 [1,-1,1,2155,-42424] 1 1 [] X1
+393129 n 2 [1,-1,1,-722030,236331560] 1 1 [] X1
+393129 o 1 [1,-1,1,-135785,17466760] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 o 2 [1,-1,1,174580,85498768] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 p 1 [1,-1,1,-93245285,343948813948] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 p 2 [1,-1,1,-28379000,813684503404] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 q 1 [1,-1,1,-5446475,4429942058] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 q 2 [1,-1,1,7002610,21729190574] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 r 1 [1,-1,1,-2563529,1567176680] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393129 r 2 [1,-1,1,-4529174,-1164283612] 6 2 [] X8
+393129 r 3 [1,-1,1,17092921,-9077970382] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393129 r 4 [1,-1,1,-57601589,-168087643270] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393129 s 1 [1,-1,1,22846,-18641334] 1 1 [] X1
+393129 t 1 [1,-1,1,-597884,153921606] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393129 t 2 [1,-1,1,-2563529,-1427243232] 6 2 [] X8
+393129 t 3 [1,-1,1,3333406,-7036407804] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393129 t 4 [1,-1,1,-39910784,-97036216032] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393129 u 1 [0,0,1,-524172,330938176] 1 1 [] X1
+393129 v 1 [0,0,1,262086,2282332] 1 1 [] X1
+393129 v 2 [0,0,1,-3669204,2878020967] 1 1 [] X1
+393129 v 3 [0,0,1,-302447244,2024522281372] 1 1 [] X1
+393129 w 1 [0,0,1,-19918536,83216116167] 1 1 [] X1
+393129 x 1 [0,0,1,-55176,-12132398] 1 1 [] X1
+393129 y 1 [0,0,1,-3073220436,66428332291417] 1 1 [] X1
+393129 z 1 [0,0,1,-25398516,-49908589250] 1 1 [] X1
+393129 ba 1 [0,0,1,0,276162202] inf inf [] CM
+393129 ba 2 [0,0,1,0,-7456379461] inf inf [] CM
+393129 bb 1 [0,0,1,0,3942210] inf inf [] CM
+393129 bb 2 [0,0,1,0,-106439677] inf inf [] CM
+393129 bc 1 [0,0,1,0,-575] inf inf [] CM
+393129 bc 2 [0,0,1,0,15518] inf inf [] CM
+393129 bd 1 [0,0,1,-142836870,708337790113] 1 1 [] X1
+393129 bd 2 [0,0,1,-11818768170,494545705180942] 1 1 [] X1
+393129 be 1 [0,0,1,0,-74901995] inf inf [] CM
+393129 be 2 [0,0,1,0,2022353858] inf inf [] CM
+393129 bf 1 [0,0,1,0,10920] inf inf [] CM
+393129 bf 2 [0,0,1,0,-294847] inf inf [] CM
+393129 bg 1 [0,0,1,0,-14534853] inf inf [] CM
+393129 bg 2 [0,0,1,0,392441024] inf inf [] CM
+393129 bh 1 [0,0,1,0,99694555012] inf inf [] CM
+393129 bh 2 [0,0,1,0,-2691752985331] inf inf [] CM
+393129 bi 1 [0,0,1,0,764992] inf inf [] CM
+393129 bi 2 [0,0,1,0,-20654791] inf inf [] CM
+393129 bj 1 [0,0,1,0,-5247081843] inf inf [] CM
+393129 bj 2 [0,0,1,0,141671209754] inf inf [] CM
+393129 bk 1 [0,0,1,0,-207485] inf inf [] CM
+393129 bk 2 [0,0,1,0,5602088] inf inf [] CM
+393129 bl 1 [0,0,1,-41382,3243314] inf inf [] CM
+393129 bl 2 [0,0,1,-14938902,-22245892441] inf inf [] CM
+393129 bm 1 [0,0,1,-443973684,3600675467199] 1 1 [] X1
+393129 bn 1 [0,0,1,-160274499924,-24697033029519656] 1 1 [] X1
+393129 bo 1 [0,0,1,-179266824,-2246835136516] 1 1 [] X1
+393129 bp 1 [0,0,1,-496584,327574739] 1 1 [] X1
+393129 bq 1 [0,0,1,-151734,-23436581] 1 1 [] X1
+393129 br 1 [0,0,1,-54775974,160751507364] 1 1 [] X1
+393129 bs 1 [0,0,1,-452694,-120774987] 1 1 [] X1
+393129 bt 1 [0,0,1,-1254,17608] 1 1 [] X1
+393129 bu 1 [0,0,1,-1324582644,18555246453433] 1 1 [] X1
+393129 bv 1 [0,0,1,-3669204,-2705240772] 1 1 [] X1
+393129 bw 1 [0,0,1,-23826,1452393] inf inf [] CM
+393129 bw 2 [0,0,1,-2882946,-1933135416] inf inf [] CM
+393129 bx 1 [0,0,1,-10745526,-15855362141] 1 1 [] X1
+393129 bx 2 [0,0,1,75742854,91697262808] 1 1 [] X1
+393129 by 1 [1,-1,0,-270276,-48987559] 1 1 [] X1
+393129 bz 1 [1,-1,0,-6602216616,206482847574361] 1 1 [] X1
+393129 ca 1 [1,-1,0,-806361,-252592642] 1 1 [] X1
+393129 cb 1 [1,-1,0,-151146,22655133] 1 1 [] X1
+393129 cc 1 [1,-1,0,-8190,-1113183] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+393129 cc 2 [1,-1,0,-11802060,15609253149] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+393129 cd 1 [1,-1,0,-21630285,-29845501218] 1 1 [] X1
+393129 ce 1 [1,-1,0,-770622,-258203665] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 ce 2 [1,-1,0,-234537,-611269246] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 cf 1 [1,-1,0,778068,287094055] 1 1 [] X1
+393129 cf 2 [1,-1,0,-260652717,-1619694908276] 1 1 [] X1
+393129 cg 1 [1,-1,0,-10360587,-12735391432] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 cg 2 [1,-1,0,-3153222,-30135412015] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 ch 1 [1,-1,0,-15087,-641888] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 ch 2 [1,-1,0,19398,-3173087] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 ci 1 [1,-1,0,-49018272,-119559417301] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 ci 2 [1,-1,0,63023493,-586751168998] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+393129 cj 1 [1,-1,0,8247519,127819670490] 1 1 [] X1
+393129 ck 1 [1,-1,0,-663405,38680208] 3 2 [[1,1,0,1]] X6
+393129 ck 2 [1,-1,0,-6560340,-6430257487] 3 2 [[1,1,0,1]] X6
+393129 cl 1 [0,0,1,11913,94311] 1 1 [] X1
+393129 cm 1 [0,0,1,7731537,9451137847] 1 1 [] X1
+393129 cm 2 [0,0,1,-1725967353,27599287602037] 1 1 [] X1
+393129 cn 1 [0,0,1,-131043,-43364313] 1 1 [] X1
+393129 cn 2 [0,0,1,-4062333,5708112957] 1 1 [] X1
+393129 cn 3 [0,0,1,-3074399823,65612809331847] 1 1 [] X1
+393129 co 1 [0,0,1,-536085,-151256383] 1 1 [] X1
+393129 cp 1 [0,0,1,-7207365,-7456379461] 1 1 [] X1
+393129 cq 1 [0,0,1,34485,-120123] 1 1 [] X1
+393129 cr 1 [0,0,1,4324419,-7456379461] 1 1 [] X1
+393129 cs 1 [0,0,1,-917301,-372020157] 1 1 [] X1
+393130 a 1 [1,0,1,-74,-284] 1 1 [] X1
+393130 b 1 [1,-1,0,71,-265] 1 1 [] X1
+393132 a 1 [0,-1,0,-2271429,1251493254] 3 2 [[1,1,0,1]] X6
+393132 a 2 [0,-1,0,-6694164,-5097785112] 3 2 [[1,1,0,1]] X6
+393132 b 1 [0,-1,0,-600618,-195920487] 1 1 [] X1
+393132 c 1 [0,1,0,54602,26152985] 1 1 [] X1
+393135 a 1 [1,1,1,-411,408] 3 2 [[1,1,0,1]] X6
+393135 a 2 [1,1,1,1614,5268] 3 2 [[1,1,0,1]] X6
+393135 b 1 [1,1,1,-60,300] 1 1 [] X1
+393135 c 1 [1,0,0,-421,-1624] 3 2 [[1,1,0,1]] X6
+393135 c 2 [1,0,0,1454,-11749] 3 2 [[1,1,0,1]] X6
+393136 a 1 [0,0,0,-752,-7952] 1 1 [] X1
+393136 b 1 [0,-1,0,43,41] 1 1 [] X1
+393138 a 1 [1,-1,0,-47688,-3996416] 1 1 [] X1
+393138 b 1 [1,-1,0,21,377] 1 1 [] X1
+393138 c 1 [1,-1,0,-3951,-94163] 3 2 [[1,1,0,1]] X6
+393138 c 2 [1,-1,0,-1791,-198275] 3 2 [[1,1,0,1]] X6
+393138 d 1 [1,-1,0,-331326,73488532] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393138 d 2 [1,-1,0,-325566,76162324] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393138 e 1 [1,-1,1,-2651,53187] 1 1 [] X1
+393138 f 1 [1,-1,1,157,-2757] 1 1 [] X1
+393138 g 1 [1,-1,1,-680,6635] 1 1 [] X1
+393138 h 1 [1,-1,1,-4641800,214949963] 1 1 [] X1
+393138 i 1 [1,-1,1,-429194,108332425] 1 1 [] X1
+393140 a 1 [0,-1,0,164,-2584] 1 1 [] X1
+393140 b 1 [0,1,0,4604,-3767420] 1 1 [] X1
+393141 a 1 [1,1,1,-10287970952,-401649591672124] 1 1 [] X1
+393141 b 1 [1,1,1,63,726] 3 2 [[1,1,0,1]] X6
+393141 b 2 [1,1,1,-902,9218] 3 2 [[1,1,0,1]] X6
+393141 c 1 [1,1,1,-116501,-8322694] 3 2 [[1,1,0,1]] X6
+393141 c 2 [1,1,1,382564,-60225454] 3 2 [[1,1,0,1]] X6
+393141 d 1 [1,0,0,-1853772,971322687] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+393141 d 2 [1,0,0,-1853817,971273160] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+393141 d 3 [1,0,0,-1712682,1125420807] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+393141 d 4 [1,0,0,-1995672,813955965] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
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+393142 a 1 [1,1,0,-309,2089] 1 1 [] X1
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+393147 a 1 [0,0,1,-513,5096] 1 1 [] X1
+393147 b 1 [1,-1,1,160,190] 1 1 [] X1
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+393150 ba 1 [1,1,1,-5009938,4313392031] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
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+393150 ba 3 [1,1,1,15446062,22919632031] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
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+393150 bb 1 [1,1,1,-191263,-32275219] 1 1 [] X1
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+393156 a 1 [0,0,0,-120,3796] 1 1 [] X1
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+393162 a 1 [1,1,0,-96607,14737285] 3 2 [[1,1,0,1]] X6
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+393162 b 1 [1,1,0,-382313246,-2871387573516] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
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+393162 b 3 [1,1,0,-6109902046,-184210494561740] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+393162 b 4 [1,1,0,-97815310686,-11774971776588876] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+393162 c 1 [1,1,0,-209071,-26874395] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393162 c 2 [1,1,0,-1212591,491945445] 6 2 [] X8
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+393162 c 4 [1,1,0,693649,1897606821] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393162 d 4 [1,1,0,19409,2609881] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393162 bc 2 [1,1,1,-33080070909,-2315796248752209] 3 2 [[1,1,0,1]] X6
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+393162 be 2 [1,1,1,-57055537,-136158259249] 6 2 [] X8
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+393162 be 4 [1,1,1,-866627377,-9819608951857] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393162 bh 4 [1,0,0,-89650519,324297154409] 24 4 [[1,0,0,3],[1,2,0,1]] X25h
+393162 bh 5 [1,0,0,-28201879,761160115625] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36l
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+393162 bi 1 [1,0,0,-2664,-42960] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393162 bi 4 [1,0,0,12286,2411094] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393162 bo 2 [1,0,0,-6314847,-2262239595] 6 2 [] X8
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+393183 l 2 [1,-1,0,-6123591,-4882867808] 6 2 [] X8
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+393183 l 4 [1,-1,0,11569644,-27880534661] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393183 m 3 [1,-1,0,-2191761,1241912290] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+393183 m 4 [1,-1,0,-2753451,-1755377888] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+393183 m 5 [1,-1,0,-1910916,-2850504881] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+393183 m 6 [1,-1,0,-44037666,-112471385675] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+393183 n 1 [0,0,1,-237,1323] 1 1 [] X1
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+393189 a 1 [0,1,1,-180,-952] 1 1 [] X1
+393189 b 1 [0,-1,1,-217,1305] 1 1 [] X1
+393190 a 1 [1,0,1,13471,5309652] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393190 a 2 [1,0,1,-386529,88669652] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393190 b 1 [1,0,1,552,-5722] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393190 b 2 [1,0,1,-3448,-56922] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393190 c 1 [1,0,1,-86349,12786216] 1 1 [] X1
+393190 d 1 [1,1,0,-115278,-11403268] 1 1 [] X1
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+393190 f 1 [1,0,0,-7020,225400] 1 1 [] X1
+393190 g 1 [1,-1,1,-16648,-822453] 1 1 [] X1
+393190 h 1 [1,-1,1,-117,809] 3 2 [[1,1,0,1]] X6
+393190 h 2 [1,-1,1,-2167,39349] 3 2 [[1,1,0,1]] X6
+393192 a 1 [0,0,0,-8067,-278930] 1 1 [] X1
+393192 b 1 [0,0,0,-9531,-309690] 3 2 [[1,1,0,1]] X6
+393192 b 2 [0,0,0,-146691,-21624354] 3 2 [[1,1,0,1]] X6
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+393192 e 1 [0,0,0,333285,-74048794] 1 1 [] X1
+393192 f 1 [0,0,0,-1155,-16018] 1 1 [] X1
+393192 g 1 [0,0,0,-418827,104327782] 1 1 [] X1
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+393192 j 1 [0,0,0,-252,-108] 1 1 [] X1
+393192 k 1 [0,0,0,-1059,11470] 3 2 [[1,1,0,1]] X6
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+393192 l 2 [0,0,0,-4719,-1773758] 3 2 [[1,1,0,1]] X6
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+393193 a 1 [1,-1,0,-8191,-283296] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+393193 a 2 [1,-1,0,-8186,-283663] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+393193 b 1 [1,1,0,-2119,-11760] 3 2 [[1,1,0,1]] X6
+393193 b 2 [1,1,0,-26684,-1687093] 3 2 [[1,1,0,1]] X6
+393196 a 1 [0,-1,0,19,-58] 1 1 [] X1
+393198 a 1 [1,1,0,-652914,202791924] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+393198 b 1 [1,1,0,-69,801] 2 4 [[3,3,0,1],[0,1,3,1]] X3
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+393198 f 1 [1,1,0,93154,137037120] 3 2 [[1,1,0,1]] X6
+393198 f 2 [1,1,0,-3485956,2418361834] 3 2 [[1,1,0,1]] X6
+393198 g 1 [1,1,0,-84101628,751917216024] 1 1 [] X1
+393198 h 1 [1,1,0,-16683,-2107899] 1 1 [] X1
+393198 i 1 [1,1,0,3339558,281673492] 1 1 [] X1
+393198 j 1 [1,1,0,-30813217,65821735933] 1 1 [] X1
+393198 k 1 [1,1,0,-98404,-248095280] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393198 k 2 [1,1,0,-6550884,-6397308720] 6 2 [] X8
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+393198 k 4 [1,1,0,-104547924,-411497472672] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393198 l 1 [1,1,0,-28170668294,1824375551856660] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393198 l 2 [1,1,0,-451040397574,116592488687636500] 6 2 [] X8
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+393198 l 4 [1,1,0,-451350116614,116424347857707028] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393198 m 1 [1,1,0,-29699156,-130929678702] 1 1 [] X1
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+393198 q 1 [1,0,1,3505910,-3018434020] 1 1 [] X1
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+393198 r 1 [1,0,1,-2916324,1975977058] 1 1 [] X1
+393198 s 1 [1,1,1,108,357] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+393198 t 1 [1,1,1,544323,-111508125] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+393198 u 1 [1,1,1,24858537006,1478078759124831] 6 8 [[1,0,2,5],[1,0,6,7],[1,1,6,7]] X18
+393198 u 2 [1,1,1,-142128419154,13950401309497695] 6 8 [[1,0,2,5],[1,0,6,7],[1,1,6,7]] X18
+393198 v 1 [1,1,1,937521,95707221] 3 2 [[1,1,0,1]] X6
+393198 v 2 [1,1,1,-3901839,775153365] 3 2 [[1,1,0,1]] X6
+393198 w 1 [1,1,1,-297524,62234981] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+393198 w 2 [1,1,1,-398344,16261061] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+393198 w 3 [1,1,1,1567646,131074877] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+393198 w 4 [1,1,1,-3977454,-3038867235] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
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+393198 bd 1 [1,0,0,-178411177,1429834804841] 2 4 [[3,3,0,1],[0,1,3,1]] X3
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+393200 a 1 [0,0,0,-175,-3875] 1 1 [] X1
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+393210 d 2 [1,-1,0,-2236920,-1287167904] 3 2 [[1,1,0,1]] X6
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+393210 f 2 [1,-1,0,-805294080,-8795690369024] 48 16 [[3,0,8,7],[7,14,0,7],[7,0,0,7],[7,0,0,3],[1,0,8,7]] X208
+393210 f 3 [1,-1,0,-805478400,-8791462400000] 48 8 [[1,0,6,3],[7,0,0,7],[3,4,6,5],[1,0,2,3],[3,0,4,7]] X183
+393210 f 4 [1,-1,0,-12884705280,-562933847404544] 48 32 [[1,1,0,1],[7,0,0,7],[5,0,16,1],[3,0,16,3],[7,0,16,1]] X243
+393210 f 5 [1,-1,0,-995699520,-4325869431104] 48 8 [[7,0,0,7],[7,0,0,1],[5,0,0,1],[1,2,0,5]] X194
+393210 f 6 [1,-1,0,-618206400,-12986467563200] 48 8 [[1,2,0,1],[7,0,0,7],[7,0,0,3],[3,1,0,1]] X205
+393210 f 7 [1,-1,0,-8723062440,310534805579800] 48 16 [[7,7,0,7],[7,0,0,7],[7,0,8,1],[5,0,0,1]] X213
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+393210 q 2 [1,-1,0,-20667384,36096037888] 6 2 [] X8
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+393210 q 4 [1,-1,0,-13173264,62614730920] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393210 ba 4 [1,-1,0,-404064,-98455392] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+393210 be 1 [1,-1,1,-1107293,448765157] 1 1 [] X1
+393210 bf 1 [1,-1,1,-742073,-249120039] 1 1 [] X1
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+393210 bo 2 [1,-1,1,-12659837,17989988361] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+393210 bp 1 [1,-1,1,-165767,-51022209] 3 2 [[1,1,0,1]] X6
+393210 bp 2 [1,-1,1,-3311447,-2317170081] 3 2 [[1,1,0,1]] X6
+393210 bq 1 [1,-1,1,-2396777,-2589788599] 1 1 [] X1
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+393210 bs 2 [1,-1,1,-20132282,34773665689] 3 2 [[1,1,0,1]] X6
+393210 bt 1 [1,-1,1,-2327,-57729] 1 1 [] X1
+393210 bu 1 [1,-1,1,-31982,2806589] 1 1 [] X1
+393210 bv 1 [1,-1,1,-617,6689] 1 1 [] X1
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+393210 bw 2 [1,-1,1,-1476977,-651773649] 3 2 [[1,1,0,1]] X6
+393210 bx 1 [1,-1,1,-18752,-952221] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
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+393210 bz 2 [1,-1,1,464239903,-552942494094031] 1 1 [] X1
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+393211 a 2 [1,-1,1,-101376,10619666] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+393211 a 3 [1,-1,1,179489,58816100] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+393211 a 4 [1,-1,1,-449521,-105660764] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+393211 b 1 [1,1,1,-11598159,15658927010] 1 1 [] X1
+393211 c 1 [0,-1,1,356,815] 1 1 [] X1
+393212 a 1 [0,1,0,-725,4999] 1 1 [] X1
+393214 a 1 [1,1,0,-264,-1646] 1 1 [] X1
+393218 a 1 [1,0,1,-1506,55220] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393218 a 2 [1,0,1,-32866,2288052] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393220 a 1 [0,1,0,-6345,-195932] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+393220 a 2 [0,1,0,-3220,-385932] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+393221 a 1 [0,1,1,-8392,-327888] 1 1 [] X1
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+393222 b 1 [1,0,1,-186,-788] 1 1 [] X1
+393222 c 1 [1,1,1,-863,9029] 1 1 [] X1
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+393408 k 1 [0,0,0,-3170316,2115977200] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
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+393576 w 1 [0,1,0,101392,-940464] 1 1 [] X1
+393576 x 1 [0,1,0,-685760,210016272] 1 1 [] X1
+393576 y 1 [0,1,0,-2545,-56413] 1 1 [] X1
+393576 z 1 [0,1,0,-50960,-4458843] 1 1 [] X1
+393576 ba 1 [0,1,0,-147767,21813942] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393576 ba 2 [0,1,0,-150412,20989760] 6 2 [] X8
+393576 ba 3 [0,1,0,135248,91604912] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393576 ba 4 [0,1,0,-478392,-102330720] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393576 bb 1 [0,1,0,46376,4459568] 1 1 [] X1
+393576 bc 1 [0,1,0,14636,592049] 1 1 [] X1
+393576 bd 1 [0,1,0,4056,-1049967] 1 1 [] X1
+393576 be 1 [0,1,0,1555084,-436083168] 3 2 [[1,1,0,1]] X6
+393576 be 2 [0,1,0,-7300376,-3765736128] 3 2 [[1,1,0,1]] X6
+393578 a 1 [1,-1,0,-2824958,1828561300] 1 1 [] X1
+393579 a 1 [0,0,1,-3,30] 1 1 [] X1
+393579 b 1 [0,0,1,-27,-817] 1 1 [] X1
+393580 a 1 [0,0,0,-2113,37537] 1 1 [] X1
+393580 b 1 [0,0,0,-817,9601] 1 1 [] X1
+393580 c 1 [0,1,0,-206,-3631] 1 1 [] X1
+393580 d 1 [0,1,0,-44126,4063865] 1 1 [] X1
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+393580 f 1 [0,-1,0,-23805,1418570] 3 2 [[1,1,0,1]] X6
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+393582 a 1 [1,1,0,336733,-496340595] 1 1 [] X1
+393582 b 1 [1,1,0,-63,-441] 1 1 [] X1
+393582 c 1 [1,1,0,-425365,106598041] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393582 c 2 [1,1,0,-401355,119193687] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393582 d 1 [1,1,0,-14828,33360] 3 2 [[1,1,0,1]] X6
+393582 d 2 [1,1,0,-158188,-24194480] 3 2 [[1,1,0,1]] X6
+393582 e 1 [1,0,1,-211,1190] 1 1 [] X1
+393582 f 1 [1,1,1,-455,-2179] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393582 f 2 [1,1,1,1505,-13939] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393582 g 1 [1,0,0,-55847392,-160644196696] 1 1 [] X1
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+393584 a 1 [0,0,0,301,-3438] 3 2 [[1,1,0,1]] X6
+393584 a 2 [0,0,0,-2419,-37710] 3 2 [[1,1,0,1]] X6
+393585 a 1 [1,0,0,-20,15] 1 1 [] X1
+393585 b 1 [1,0,1,-80164,4229261] 1 1 [] X1
+393586 a 1 [1,-1,0,-3929,95149] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393586 a 2 [1,-1,0,-1369,215469] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393586 b 1 [1,-1,0,-1343,-18611] 1 1 [] X1
+393586 c 1 [1,0,1,-1821,267576] 1 1 [] X1
+393586 d 1 [1,-1,1,-4663,277135] 1 1 [] X1
+393586 e 1 [1,1,1,-60,-199] 1 1 [] X1
+393586 f 1 [1,1,1,26,43] 1 1 [] X1
+393588 a 1 [0,0,0,-62832792,136223905885] 3 2 [[1,1,0,1]] X6
+393588 a 2 [0,0,0,-922179207,10777510562830] 3 2 [[1,1,0,1]] X6
+393588 b 1 [0,0,0,-1271592,563020065] 12 4 [[1,1,0,3],[1,2,2,3]] X26
+393588 b 2 [0,0,0,-20459007,35618427270] 12 8 [[1,0,0,5],[1,2,0,1],[1,3,4,3],[1,3,6,7]] X28
+393588 c 1 [0,0,0,-985705824,11960543249476] 1 1 [] X1
+393588 d 1 [0,0,0,-1172064,490407284] 1 1 [] X1
+393588 e 1 [0,0,0,-30276,1975509] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393588 e 2 [0,0,0,7569,6585030] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393588 f 1 [0,0,0,-4975356,-3589451075] 3 2 [[1,1,0,1]] X6
+393588 f 2 [0,0,0,9292209,-20388082106] 3 2 [[1,1,0,1]] X6
+393588 g 1 [0,0,0,-5916,-147175] 3 2 [[1,1,0,1]] X6
+393588 g 2 [0,0,0,11049,-835954] 3 2 [[1,1,0,1]] X6
+393588 h 1 [0,0,0,-27379596,55132334449] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393588 h 2 [0,0,0,-24314151,67951412350] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393588 i 1 [0,0,0,1170672,82044596] 1 1 [] X1
+393588 j 1 [0,0,0,1392,3364] 1 1 [] X1
+393588 k 1 [0,0,0,-294408,-61490556] 1 1 [] X1
+393588 l 1 [0,0,0,-247597128,-1499693170284] 1 1 [] X1
+393588 m 1 [0,0,0,-100920,16285124] 1 1 [] X1
+393588 n 1 [0,0,0,-84873720,397177889236] 1 1 [] X1
+393588 o 1 [0,0,0,-100920,-268279] 3 2 [[1,1,0,1]] X6
+393588 o 2 [0,0,0,-1122735,-456610858] 3 2 [[1,1,0,1]] X6
+393588 o 3 [0,0,0,-5550600,5033328653] 3 2 [[1,1,0,1]] X6
+393588 o 4 [0,0,0,-5664135,4816681166] 3 2 [[1,1,0,1]] X6
+393588 p 1 [0,0,0,-252300,-28266851] 3 2 [[1,1,0,1]] X6
+393588 p 2 [0,0,0,-3544815,-2568112922] 3 2 [[1,1,0,1]] X6
+393588 q 1 [0,0,0,-7518540,-6429013567] 3 2 [[1,1,0,1]] X6
+393588 q 2 [0,0,0,-37151175,81396190046] 3 2 [[1,1,0,1]] X6
+393588 q 3 [0,0,0,-184633140,965055194309] 3 2 [[1,1,0,1]] X6
+393588 q 4 [0,0,0,-2953638255,61785144943238] 3 2 [[1,1,0,1]] X6
+393588 r 1 [0,0,0,2926680,-2271786572] 1 1 [] X1
+393588 s 1 [0,0,0,3480,-93148] 1 1 [] X1
+393588 t 1 [0,0,0,-27510792,55544191492] 1 1 [] X1
+393588 u 1 [0,0,0,-32712,2277428] 1 1 [] X1
+393588 v 1 [0,0,0,-222024,-6414307] 3 2 [[1,1,0,1]] X6
+393588 v 2 [0,0,0,875481,-50973010] 3 2 [[1,1,0,1]] X6
+393588 w 1 [0,0,0,-888096,738791588] 1 1 [] X1
+393588 w 2 [0,0,0,-95349216,358363868852] 1 1 [] X1
+393588 x 1 [0,0,0,-40368,-2804735] 3 2 [[1,1,0,1]] X6
+393588 x 2 [0,0,0,-153903,20242870] 3 2 [[1,1,0,1]] X6
+393588 y 1 [0,0,0,-141288,-20852595] 12 4 [[1,1,0,3],[1,2,2,3]] X26
+393588 y 2 [0,0,0,-2273223,-1319201010] 12 8 [[1,0,0,5],[1,2,0,1],[1,3,4,3],[1,3,6,7]] X28
+393589 a 1 [0,0,1,-19,10] 1 1 [] X1
+393590 a 1 [1,1,0,-17,-491] 1 1 [] X1
+393590 b 1 [1,-1,0,-1535,-22259] 1 1 [] X1
+393590 c 1 [1,0,0,104049,9149561] 1 1 [] X1
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+393594 a 1 [1,0,1,-438,-4280] 1 1 [] X1
+393595 a 1 [0,1,1,664,-1194] 1 1 [] X1
+393597 a 1 [1,-1,0,-18972,1047685] 1 1 [] X1
+393597 b 1 [1,-1,0,-657,-9626] 1 1 [] X1
+393598 a 1 [1,-1,1,6,-87] 1 1 [] X1
+393598 b 1 [1,0,0,2,-30] 1 1 [] X1
+393600 a 1 [0,-1,0,-858,-11538] 1 1 [] X1
+393600 b 1 [0,-1,0,-958,-13838] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 b 2 [0,-1,0,-16333,-797963] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 c 1 [0,-1,0,-17383,-1116113] 3 2 [[1,1,0,1]] X6
+393600 c 2 [0,-1,0,-298633,-62709863] 3 2 [[1,1,0,1]] X6
+393600 d 1 [0,-1,0,-2658,-232938] 1 1 [] X1
+393600 e 1 [0,-1,0,56342,-671438] 1 1 [] X1
+393600 f 1 [0,-1,0,-20583,-1129713] 3 2 [[1,1,0,1]] X6
+393600 f 2 [0,-1,0,-21833,-983463] 3 2 [[1,1,0,1]] X6
+393600 g 1 [0,-1,0,-41958,-3311838] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 g 2 [0,-1,0,-672333,-211965963] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 h 1 [0,-1,0,-13516258,-19032998738] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393600 h 2 [0,-1,0,-6135133,-39737054363] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393600 i 1 [0,-1,0,2017,6087] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393600 i 2 [0,-1,0,-8233,57337] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393600 j 1 [0,-1,0,-823,9367] 3 2 [[1,1,0,1]] X6
+393600 j 2 [0,-1,0,-873,8217] 3 2 [[1,1,0,1]] X6
+393600 k 1 [0,-1,0,-258,-2238] 1 1 [] X1
+393600 l 1 [0,-1,0,-7158,215562] 3 2 [[1,1,0,1]] X6
+393600 l 2 [0,-1,0,8467,1012437] 3 2 [[1,1,0,1]] X6
+393600 m 1 [0,-1,0,-5058,137862] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393600 m 2 [0,-1,0,67,399237] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393600 n 1 [0,-1,0,-242100883,-1449834739613] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 n 2 [0,-1,0,-242100633,-1449837883863] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 o 1 [0,-1,0,-19433,-1036263] 1 1 [] X1
+393600 p 1 [0,-1,0,617,26887] 3 2 [[1,1,0,1]] X6
+393600 p 2 [0,-1,0,-10633,398137] 3 2 [[1,1,0,1]] X6
+393600 q 1 [0,-1,0,-40958,3204162] 3 2 [[1,1,0,1]] X6
+393600 q 2 [0,-1,0,-40333,3306037] 3 2 [[1,1,0,1]] X6
+393600 r 1 [0,-1,0,-10083,-408213] 3 2 [[1,1,0,1]] X6
+393600 r 2 [0,-1,0,-163833,-25469463] 3 2 [[1,1,0,1]] X6
+393600 s 1 [0,-1,0,-1638,-24978] 3 2 [[1,1,0,1]] X6
+393600 s 2 [0,-1,0,-1613,-25803] 3 2 [[1,1,0,1]] X6
+393600 t 1 [0,-1,0,-403,3427] 3 2 [[1,1,0,1]] X6
+393600 t 2 [0,-1,0,-6553,206377] 3 2 [[1,1,0,1]] X6
+393600 u 1 [0,-1,0,-2658,-48438] 3 2 [[1,1,0,1]] X6
+393600 u 2 [0,-1,0,2467,-217563] 3 2 [[1,1,0,1]] X6
+393600 v 1 [0,-1,0,-4858,131962] 1 1 [] X1
+393600 w 1 [0,-1,0,17,-49913] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393600 w 2 [0,-1,0,-20233,-1082663] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393600 x 1 [0,-1,0,-60525158,181259998062] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 x 2 [0,-1,0,-968403533,11599646320437] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 y 1 [0,-1,0,2117,-127613] 3 2 [[1,1,0,1]] X6
+393600 y 2 [0,-1,0,-28633,-1695863] 3 2 [[1,1,0,1]] X6
+393600 z 1 [0,-1,0,-18283,-974813] 3 2 [[1,1,0,1]] X6
+393600 z 2 [0,-1,0,-295033,-61583063] 3 2 [[1,1,0,1]] X6
+393600 ba 1 [0,-1,0,-73758,7734762] 3 2 [[1,1,0,1]] X6
+393600 ba 2 [0,-1,0,-73133,7871637] 3 2 [[1,1,0,1]] X6
+393600 bb 1 [0,-1,0,-1033,18937] 1 1 [] X1
+393600 bc 1 [0,-1,0,-5458,125662] 3 2 [[1,1,0,1]] X6
+393600 bc 2 [0,-1,0,-82333,9120037] 3 2 [[1,1,0,1]] X6
+393600 bd 1 [0,-1,0,-168083,26579787] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 bd 2 [0,-1,0,-167833,26662537] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 be 1 [0,-1,0,-1533783,4967898687] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393600 be 2 [0,-1,0,-54065033,152318054937] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393600 bf 1 [0,-1,0,-2058,-6138] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393600 bf 2 [0,-1,0,8067,-56763] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393600 bg 1 [0,-1,0,-218,-918] 3 2 [[1,1,0,1]] X6
+393600 bg 2 [0,-1,0,-3293,-71643] 3 2 [[1,1,0,1]] X6
+393600 bh 1 [0,-1,0,-10633,1874137] 1 1 [] X1
+393600 bi 1 [0,-1,0,225367,5146137] 1 1 [] X1
+393600 bj 1 [0,-1,0,-3433,95737] 1 1 [] X1
+393600 bk 1 [0,-1,0,-4083,101787] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 bk 2 [0,-1,0,-3833,114537] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 bl 1 [0,-1,0,-74658,7876062] 3 2 [[1,1,0,1]] X6
+393600 bl 2 [0,-1,0,-69533,8998437] 3 2 [[1,1,0,1]] X6
+393600 bm 1 [0,1,0,-74658,-7876062] 3 2 [[1,1,0,1]] X6
+393600 bm 2 [0,1,0,-69533,-8998437] 3 2 [[1,1,0,1]] X6
+393600 bn 1 [0,1,0,-4083,-101787] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 bn 2 [0,1,0,-3833,-114537] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 bo 1 [0,1,0,-3433,-95737] 1 1 [] X1
+393600 bp 1 [0,1,0,225367,-5146137] 1 1 [] X1
+393600 bq 1 [0,1,0,-10633,-1874137] 1 1 [] X1
+393600 br 1 [0,1,0,-218,918] 3 2 [[1,1,0,1]] X6
+393600 br 2 [0,1,0,-3293,71643] 3 2 [[1,1,0,1]] X6
+393600 bs 1 [0,1,0,-2058,6138] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393600 bs 2 [0,1,0,8067,56763] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393600 bt 1 [0,1,0,-1533783,-4967898687] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393600 bt 2 [0,1,0,-54065033,-152318054937] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393600 bu 1 [0,1,0,-168083,-26579787] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 bu 2 [0,1,0,-167833,-26662537] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 bv 1 [0,1,0,-5458,-125662] 3 2 [[1,1,0,1]] X6
+393600 bv 2 [0,1,0,-82333,-9120037] 3 2 [[1,1,0,1]] X6
+393600 bw 1 [0,1,0,-1033,-18937] 1 1 [] X1
+393600 bx 1 [0,1,0,-18283,974813] 3 2 [[1,1,0,1]] X6
+393600 bx 2 [0,1,0,-295033,61583063] 3 2 [[1,1,0,1]] X6
+393600 by 1 [0,1,0,-73758,-7734762] 3 2 [[1,1,0,1]] X6
+393600 by 2 [0,1,0,-73133,-7871637] 3 2 [[1,1,0,1]] X6
+393600 bz 1 [0,1,0,-7158,-215562] 3 2 [[1,1,0,1]] X6
+393600 bz 2 [0,1,0,8467,-1012437] 3 2 [[1,1,0,1]] X6
+393600 ca 1 [0,1,0,-5058,-137862] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393600 ca 2 [0,1,0,67,-399237] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393600 cb 1 [0,1,0,-242100883,1449834739613] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 cb 2 [0,1,0,-242100633,1449837883863] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 cc 1 [0,1,0,-19433,1036263] 1 1 [] X1
+393600 cd 1 [0,1,0,617,-26887] 3 2 [[1,1,0,1]] X6
+393600 cd 2 [0,1,0,-10633,-398137] 3 2 [[1,1,0,1]] X6
+393600 ce 1 [0,1,0,-10083,408213] 3 2 [[1,1,0,1]] X6
+393600 ce 2 [0,1,0,-163833,25469463] 3 2 [[1,1,0,1]] X6
+393600 cf 1 [0,1,0,-40958,-3204162] 3 2 [[1,1,0,1]] X6
+393600 cf 2 [0,1,0,-40333,-3306037] 3 2 [[1,1,0,1]] X6
+393600 cg 1 [0,1,0,-403,-3427] 3 2 [[1,1,0,1]] X6
+393600 cg 2 [0,1,0,-6553,-206377] 3 2 [[1,1,0,1]] X6
+393600 ch 1 [0,1,0,-1638,24978] 3 2 [[1,1,0,1]] X6
+393600 ch 2 [0,1,0,-1613,25803] 3 2 [[1,1,0,1]] X6
+393600 ci 1 [0,1,0,-2658,48438] 3 2 [[1,1,0,1]] X6
+393600 ci 2 [0,1,0,2467,217563] 3 2 [[1,1,0,1]] X6
+393600 cj 1 [0,1,0,-4858,-131962] 1 1 [] X1
+393600 ck 1 [0,1,0,17,49913] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393600 ck 2 [0,1,0,-20233,1082663] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393600 cl 1 [0,1,0,-60525158,-181259998062] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393600 cl 2 [0,1,0,-968403533,-11599646320437] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393600 cm 1 [0,1,0,2117,127613] 3 2 [[1,1,0,1]] X6
+393600 cm 2 [0,1,0,-28633,1695863] 3 2 [[1,1,0,1]] X6
+393600 cn 1 [0,1,0,-258,2238] 1 1 [] X1
+393600 co 1 [0,1,0,-823,-9367] 3 2 [[1,1,0,1]] X6
+393600 co 2 [0,1,0,-873,-8217] 3 2 [[1,1,0,1]] X6
+393600 cp 1 [0,1,0,2017,-6087] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393600 cp 2 [0,1,0,-8233,-57337] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393600 cq 1 [0,1,0,-13516258,19032998738] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393600 cq 2 [0,1,0,-6135133,39737054363] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
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+393855 bn 1 [1,1,0,-1333752147,25147230703434] 1 1 [] X1
+393855 bo 1 [1,1,0,-10121652,194395886931] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 bo 2 [1,1,0,-568851857,5179722014064] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+393855 bo 3 [1,1,0,-9081202462,333087384609511] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+393855 bo 4 [1,1,0,-996184532,-3655893840771] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 bo 5 [1,1,0,-145299236337,21317775182727786] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 bo 6 [1,1,0,-9060778267,334660239611944] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 bp 1 [1,1,0,-16942,750919] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 bp 2 [1,1,0,-65947,-5747144] 6 2 [] X8
+393855 bp 3 [1,1,0,102848,-30154901] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 bp 4 [1,1,0,-1018822,-396235319] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 bq 1 [1,1,0,-1102,-22799] 1 1 [] X1
+393855 br 1 [1,1,0,-5268342,4652149671] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 br 2 [1,1,0,-5317347,4561127784] 6 2 [] X8
+393855 br 3 [1,1,0,2169528,16391887659] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 br 4 [1,1,0,-13588302,-13094052759] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 bs 1 [1,1,0,-2289322,-1334194649] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 bs 2 [1,1,0,-2289927,-1333454976] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+393855 bs 3 [1,1,0,-2871332,-604721949] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+393855 bs 4 [1,1,0,-1718202,-2014836831] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 bs 5 [1,1,0,-25846207,50128397026] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 bs 6 [1,1,0,10801063,-4687299096] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 bt 1 [1,0,1,-60019,-6064159] 3 2 [[1,1,0,1]] X6
+393855 bt 2 [1,0,1,-979014,-372926963] 3 2 [[1,1,0,1]] X6
+393855 bu 1 [1,0,1,261236,-5360966833] 1 1 [] X1
+393855 bv 1 [1,0,1,-2159,-252793] 1 1 [] X1
+393855 bw 1 [1,0,1,-34829,-2501413] 3 2 [[1,1,0,1]] X6
+393855 bw 2 [1,0,1,-45224,-888109] 3 2 [[1,1,0,1]] X6
+393855 bx 1 [1,0,1,-94504,8953877] 1 1 [] X1
+393855 by 1 [1,0,1,-483395965704,129360648747358081] 3 2 [[1,1,0,1]] X6
+393855 by 2 [1,0,1,-7734333839499,8279087076501042547] 3 2 [[1,1,0,1]] X6
+393855 bz 1 [1,0,1,39806,-19233073] 3 2 [[1,1,0,1]] X6
+393855 bz 2 [1,0,1,-879189,-301180739] 3 2 [[1,1,0,1]] X6
+393855 ca 1 [1,0,1,-79258,-15454969] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 ca 2 [1,0,1,-1531863,-729555587] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+393855 ca 3 [1,0,1,-1798668,-458054819] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+393855 ca 4 [1,0,1,-24506738,-46697685487] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 ca 5 [1,0,1,-14008173,19863445303] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 ca 6 [1,0,1,6141957,-3402438569] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+393855 cb 1 [1,0,1,22382,9499103] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 cb 2 [1,0,1,-559023,153454981] 6 2 [] X8
+393855 cb 3 [1,0,1,-8829978,10098451273] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 cb 4 [1,0,1,-1590548,-576039499] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393855 cc 1 [0,-1,1,-69491066,-289448142589] 1 1 [] X1
+393855 cd 1 [0,-1,1,-7464486,-7847121283] 1 1 [] X1
+393855 ce 1 [0,1,1,-6414976,6252099805] 1 1 [] X1
+393855 cf 1 [0,1,1,9904,-13395739] 1 1 [] X1
+393855 cg 1 [0,1,1,1224964,1211602805] 1 1 [] X1
+393856 a 1 [0,1,0,-697,7959] 1 1 [] X1
+393856 b 1 [0,1,0,-174,-1082] 1 1 [] X1
+393856 c 1 [0,-1,0,-697,-7959] 1 1 [] X1
+393856 d 1 [0,-1,0,-174,1082] 1 1 [] X1
+393858 a 1 [1,-1,0,-72,378] 1 1 [] X1
+393858 b 1 [1,-1,0,-2160,-211712] 1 1 [] X1
+393858 c 1 [1,-1,1,4,8471] 1 1 [] X1
+393858 d 1 [1,-1,1,-3719,-82817] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+393858 d 2 [1,-1,1,2041,-320129] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+393859 a 1 [0,0,1,-638,-6203] 1 1 [] X1
+393861 a 1 [0,1,1,-4395,119693] 1 1 [] X1
+393862 a 1 [1,-1,0,-130937,18434009] 3 2 [[1,1,0,1]] X6
+393862 a 2 [1,-1,0,-2100247,1172055807] 3 2 [[1,1,0,1]] X6
+393862 b 1 [1,-1,1,-3954,73329] 1 1 [] X1
+393862 c 1 [1,1,1,-456,-3935] 1 1 [] X1
+393862 d 1 [1,0,0,-22345,1282609] 1 1 [] X1
+393867 a 1 [1,-1,1,-7319,-282608] 1 1 [] X1
+393867 b 1 [1,-1,0,-813,10738] 1 1 [] X1
+393869 a 1 [1,-1,1,-2629,-51070] 1 1 [] X1
+393869 b 1 [0,1,1,-5619,159930] 1 1 [] X1
+393869 c 1 [0,0,1,-383,2877] 1 1 [] X1
+393870 a 1 [1,1,0,-12417867363,534544897585293] 1 1 [] X1
+393870 b 1 [1,1,0,-693,12717] 1 1 [] X1
+393870 c 1 [1,1,0,-3513,-61083] 3 2 [[1,1,0,1]] X6
+393870 c 2 [1,1,0,-52113,-4600323] 3 2 [[1,1,0,1]] X6
+393870 d 1 [1,1,0,-210839278,6761723017828] 3 2 [[1,1,0,1]] X6
+393870 d 2 [1,1,0,-6809626698,215429898570552] 3 2 [[1,1,0,1]] X6
+393870 e 1 [1,1,0,-1663,6517] 3 2 [[1,1,0,1]] X6
+393870 e 2 [1,1,0,-15483,-742527] 3 2 [[1,1,0,1]] X6
+393870 f 1 [1,1,0,-152,576] 1 1 [] X1
+393870 g 1 [1,1,0,-64382,-6314646] 1 1 [] X1
+393870 h 1 [1,0,1,-474,-2228] 3 2 [[1,1,0,1]] X6
+393870 h 2 [1,0,1,-3474,76972] 3 2 [[1,1,0,1]] X6
+393870 i 1 [1,0,1,43131,-826448] 3 2 [[1,1,0,1]] X6
+393870 i 2 [1,0,1,-177989,-6752464] 3 2 [[1,1,0,1]] X6
+393870 j 1 [1,0,1,-334,2096] 3 2 [[1,1,0,1]] X6
+393870 j 2 [1,0,1,-1234,-14464] 3 2 [[1,1,0,1]] X6
+393870 k 1 [1,0,1,-100968423,392355830506] 3 2 [[1,1,0,1]] X6
+393870 k 2 [1,0,1,-1617630503,25041754619498] 3 2 [[1,1,0,1]] X6
+393870 l 1 [1,0,1,10687,316406] 1 1 [] X1
+393870 m 1 [1,0,1,-889203,-322810994] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393870 m 2 [1,0,1,-897203,-316708594] 6 2 [] X8
+393870 m 3 [1,0,1,-2269003,883342046] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393870 m 4 [1,0,1,346597,-1126173634] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393870 n 1 [1,1,1,-636416,-195680287] 1 1 [] X1
+393870 o 1 [1,1,1,-431,-1447] 1 1 [] X1
+393870 p 1 [1,1,1,-60102181,-182174623381] 3 2 [[1,1,0,1]] X6
+393870 p 2 [1,1,1,-965809701,-11553151395477] 3 2 [[1,1,0,1]] X6
+393870 q 1 [1,1,1,21709,370339409] 1 1 [] X1
+393870 r 1 [1,1,1,-4291,-224287] 3 2 [[1,1,0,1]] X6
+393870 r 2 [1,1,1,-87211,-9942511] 3 2 [[1,1,0,1]] X6
+393870 s 1 [1,1,1,7774,-42577] 1 1 [] X1
+393870 t 1 [1,0,0,-276,1800] 1 1 [] X1
+393870 u 1 [1,0,0,-97841,11768025] 3 2 [[1,1,0,1]] X6
+393870 u 2 [1,0,0,-84341,15134925] 3 2 [[1,1,0,1]] X6
+393870 v 1 [1,0,0,-236981,9184161] 3 2 [[1,1,0,1]] X6
+393870 v 2 [1,0,0,-2310581,-1344047199] 3 2 [[1,1,0,1]] X6
+393870 w 1 [1,0,0,-332531,73831761] 3 2 [[1,1,0,1]] X6
+393870 w 2 [1,0,0,-5321551,4724596205] 3 2 [[1,1,0,1]] X6
+393870 x 1 [1,0,0,-96741,-11572479] 3 2 [[1,1,0,1]] X6
+393870 x 2 [1,0,0,-66741,-18874479] 3 2 [[1,1,0,1]] X6
+393870 y 1 [1,0,0,-29425,526697] 1 1 [] X1
+393870 z 1 [1,0,0,317250,20746692] 1 1 [] X1
+393870 ba 1 [1,0,0,-450,4140] 1 1 [] X1
+393870 bb 1 [1,0,0,-378705,89664525] 1 1 [] X1
+393870 bc 1 [1,0,0,-1425,-22743] 1 1 [] X1
+393872 a 1 [0,1,0,-18,-5] 1 1 [] X1
+393872 b 1 [0,0,0,149,666] 1 1 [] X1
+393872 c 1 [0,0,0,-7459,-249198] 1 1 [] X1
+393872 d 1 [0,-1,0,-284,2720] 3 2 [[1,1,0,1]] X6
+393872 d 2 [0,-1,0,-5064,140384] 3 2 [[1,1,0,1]] X6
+393872 e 1 [0,-1,0,-8208,-283504] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393872 e 2 [0,-1,0,-8248,-280560] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393873 a 1 [1,0,1,-42,85] 1 1 [] X1
+393873 b 1 [1,0,1,-1346,-19663] 1 1 [] X1
+393876 a 1 [0,0,0,-25056,1527444] 1 1 [] X1
+393876 b 1 [0,0,0,14064,142756] 1 1 [] X1
+393876 c 1 [0,0,0,240,-1276] 1 1 [] X1
+393876 d 1 [0,0,0,2160,34452] 1 1 [] X1
+393876 e 1 [0,0,0,-2784,-56572] 1 1 [] X1
+393876 f 1 [0,0,0,126576,-3854412] 1 1 [] X1
+393877 a 1 [1,1,0,-645,1322] 1 1 [] X1
+393877 b 1 [0,-1,1,1506,-59193] 1 1 [] X1
+393878 a 1 [1,-1,0,-2101,46197] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+393878 a 2 [1,-1,0,-35741,2609565] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+393878 b 1 [1,-1,0,-129968,-18002688] 1 1 [] X1
+393878 c 1 [1,-1,0,521,-102079] 1 1 [] X1
+393880 a 1 [0,1,0,-1225,16123] 1 1 [] X1
+393880 b 1 [0,-1,0,-30133960,68252549100] 1 1 [] X1
+393882 a 1 [1,1,0,-217,-1325] 1 1 [] X1
+393882 b 1 [1,1,0,-45968,3774336] 1 1 [] X1
+393882 c 1 [1,0,0,-509,753] 1 1 [] X1
+393886 a 1 [1,0,1,-8595,307374] 1 1 [] X1
+393886 b 1 [1,0,0,818,12036] 1 1 [] X1
+393886 b 2 [1,0,0,-7862,-468836] 1 1 [] X1
+393888 a 1 [0,-1,0,-2725656018,110696265846936] 3 2 [[1,1,0,1]] X6
+393888 a 2 [0,-1,0,-55027422033,4965168361354785] 3 2 [[1,1,0,1]] X6
+393888 b 1 [0,-1,0,72,1284] 1 1 [] X1
+393888 c 1 [0,-1,0,-41310,3245508] 1 1 [] X1
+393888 d 1 [0,-1,0,-494,12] 1 1 [] X1
+393888 e 1 [0,-1,0,-26922609,-53759020479] 1 1 [] X1
+393888 f 1 [0,-1,0,-2245974,1296103212] 1 1 [] X1
+393888 g 1 [0,-1,0,-34,76] 1 1 [] X1
+393888 h 1 [0,-1,0,-19096,-1087292] 1 1 [] X1
+393888 i 1 [0,1,0,72,-1284] 1 1 [] X1
+393888 j 1 [0,1,0,-2725656018,-110696265846936] 3 2 [[1,1,0,1]] X6
+393888 j 2 [0,1,0,-55027422033,-4965168361354785] 3 2 [[1,1,0,1]] X6
+393888 k 1 [0,1,0,-41310,-3245508] 1 1 [] X1
+393888 l 1 [0,1,0,-34,-76] 1 1 [] X1
+393888 m 1 [0,1,0,-2245974,-1296103212] 1 1 [] X1
+393888 n 1 [0,1,0,-26922609,53759020479] 1 1 [] X1
+393888 o 1 [0,1,0,-494,-12] 1 1 [] X1
+393888 p 1 [0,1,0,-19096,1087292] 1 1 [] X1
+393890 a 1 [1,0,1,447,-154252] 1 1 [] X1
+393890 b 1 [1,1,0,-18911441278,1001080861007732] 1 1 [] X1
+393890 c 1 [1,1,0,523,-59999] 1 1 [] X1
+393890 d 1 [1,-1,0,-5503610,-468990284] 1 1 [] X1
+393890 e 1 [1,-1,0,-6419,-194075] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393890 e 2 [1,-1,0,-12199,213993] 6 2 [] X8
+393890 e 3 [1,-1,0,-160949,24876743] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393890 e 4 [1,-1,0,44071,1598235] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+393890 f 1 [1,0,1,23656,-2238458] 1 1 [] X1
+393890 g 1 [1,0,1,-21034663898,1174224407739328] 1 1 [] X1
+393890 g 2 [1,0,1,-16532585773,1690611059964328] 1 1 [] X1
+393890 h 1 [1,0,1,-1058,-150332] 1 1 [] X1
+393890 i 1 [1,0,1,-598,5608] 1 1 [] X1
+393890 j 1 [1,0,0,-230,1312] 3 2 [[1,1,0,1]] X6
+393890 j 2 [1,0,0,-60,3250] 3 2 [[1,1,0,1]] X6
+393890 k 1 [1,0,0,-795,-5423] 1 1 [] X1
+393890 l 1 [1,0,0,150,302500] 1 1 [] X1
+393890 m 1 [1,1,1,1484,5493] 1 1 [] X1
+393890 n 1 [1,1,1,-101591,97639533] 1 1 [] X1
+393890 o 1 [1,-1,1,-172,919] 1 1 [] X1
+393890 p 1 [1,-1,1,-715957,-232723461] 1 1 [] X1
+393890 q 1 [1,-1,1,-712,-57589] 3 2 [[1,1,0,1]] X6
+393890 q 2 [1,-1,1,-27192,-1709941] 3 2 [[1,1,0,1]] X6
+393890 r 1 [1,0,0,239,-389] 1 1 [] X1
+393890 s 1 [1,1,1,714,-21667] 1 1 [] X1
+393890 t 1 [1,1,1,-630,5777] 1 1 [] X1
+393890 u 1 [1,1,1,-8925,-79693] 3 2 [[1,1,0,1]] X6
+393890 u 2 [1,1,1,34595,-584525] 3 2 [[1,1,0,1]] X6
+393890 v 1 [1,1,1,-19034645,-31975671005] 1 1 [] X1
+393894 a 1 [1,-1,0,-11733,487925] 3 2 [[1,1,0,1]] X6
+393894 a 2 [1,-1,0,-3093,1184309] 3 2 [[1,1,0,1]] X6
+393894 b 1 [1,-1,0,-702,-7916] 1 1 [] X1
+393894 c 1 [1,-1,0,-57816,5375754] 1 1 [] X1
+393894 d 1 [1,-1,0,-2829636,1832785744] 1 1 [] X1
+393894 e 1 [1,-1,1,-1304,-17637] 3 2 [[1,1,0,1]] X6
+393894 e 2 [1,-1,1,-344,-43749] 3 2 [[1,1,0,1]] X6
+393894 f 1 [1,-1,1,-3671474,2919847601] 1 1 [] X1
+393896 a 1 [0,0,0,-239,690] 3 2 [[1,1,0,1]] X6
+393896 a 2 [0,0,0,821,5142] 3 2 [[1,1,0,1]] X6
+393896 b 1 [0,0,0,-14443,-668170] 1 1 [] X1
+393898 a 1 [1,-1,1,-28,43] 1 1 [] X1
+393898 b 1 [1,0,0,-224,1304] 1 1 [] X1
+393899 a 1 [0,-1,1,-1,-332] 1 1 [] X1
+393899 b 1 [0,-1,1,-87,486] 1 1 [] X1
+393900 a 1 [0,-1,0,-12452708,16918053912] 1 1 [] X1
+393900 a 2 [0,-1,0,-12977708,15414453912] 1 1 [] X1
+393900 b 1 [0,-1,0,-66129708,-206964722088] 1 1 [] X1
+393900 c 1 [0,-1,0,-257548817708,50308131827133912] 1 1 [] X1
+393900 d 1 [0,-1,0,-12158,7405437] 1 1 [] X1
+393900 d 2 [0,-1,0,109342,-199023063] 1 1 [] X1
+393900 e 1 [0,-1,0,-1958,38037] 1 1 [] X1
+393900 f 1 [0,-1,0,-1033708,404965912] 1 1 [] X1
+393900 g 1 [0,-1,0,747042,-128925063] 1 1 [] X1
+393900 h 1 [0,-1,0,-92958,-144761163] 1 1 [] X1
+393900 i 1 [0,-1,0,3542,-10463] 1 1 [] X1
+393900 j 1 [0,-1,0,-38187533,105181976937] 1 1 [] X1
+393900 k 1 [0,-1,0,-2633,45762] 3 2 [[1,1,0,1]] X6
+393900 k 2 [0,-1,0,-40508,3151512] 3 2 [[1,1,0,1]] X6
+393900 l 1 [0,-1,0,-18708,105912] 1 1 [] X1
+393900 m 1 [0,-1,0,-5374708,4785457912] 1 1 [] X1
+393900 n 1 [0,-1,0,-2228,-21288] 1 1 [] X1
+393900 o 1 [0,-1,0,-48958,4362037] 1 1 [] X1
+393900 p 1 [0,-1,0,-598,-7943] 1 1 [] X1
+393900 q 1 [0,-1,0,-318258,-69000363] 1 1 [] X1
+393900 r 1 [0,-1,0,-146905233,-415861963038] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+393900 r 2 [0,-1,0,450965892,-2942465337288] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+393900 s 1 [0,-1,0,4367,111262] 1 1 [] X1
+393900 t 1 [0,-1,0,-38708,2925912] 1 1 [] X1
+393900 u 1 [0,-1,0,-4908,38010312] 1 1 [] X1
+393900 v 1 [0,-1,0,-66958,8943037] 1 1 [] X1
+393900 w 1 [0,1,0,-19660633,-16640675512] 3 2 [[1,1,0,1]] X6
+393900 w 2 [0,1,0,-268158508,-1689528370012] 3 2 [[1,1,0,1]] X6
+393900 x 1 [0,1,0,-5483533,-4944238312] 3 2 [[1,1,0,1]] X6
+393900 x 2 [0,1,0,-5470908,-4968124812] 3 2 [[1,1,0,1]] X6
+393900 y 1 [0,1,0,-2678,70473] 1 1 [] X1
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+394010 t 3 [1,-1,1,-336221887,2373025845799] 24 16 [[3,6,0,7],[1,2,0,7],[3,0,0,3],[3,9,12,7]] X115
+394010 t 4 [1,-1,1,-20706367,38220100391] 24 4 [[3,3,0,1],[3,0,0,3]] X60
+394010 u 1 [1,0,0,-13536,-581440] 1 1 [] X1
+394010 v 1 [1,0,0,-197986,33795700] 1 1 [] X1
+394010 w 1 [1,1,1,-15396,-46171] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394010 w 2 [1,1,1,61484,-292187] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394010 x 1 [1,1,1,642889,-357380567] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394010 x 2 [1,1,1,-5363361,-3987558067] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394010 y 1 [1,1,1,546789,482913989] 6 8 [[1,0,2,5],[1,0,6,7],[1,1,6,7]] X18
+394010 y 2 [1,1,1,-6900961,6324929089] 6 8 [[1,0,2,5],[1,0,6,7],[1,1,6,7]] X18
+394011 a 1 [0,0,1,4738230,1684279892] 4 4 [[2,1,3,1],[3,1,2,1]] X7
+394011 b 1 [0,0,1,526470,-62380737] 4 4 [[2,1,3,1],[3,1,2,1]] X7
+394011 c 1 [0,0,1,-210,11007] 1 1 [] X1
+394011 d 1 [0,0,1,-1890,-297196] 1 1 [] X1
+394013 a 1 [1,-1,1,566,1204] 1 1 [] X1
+394013 b 1 [1,1,0,-209,-1240] 3 2 [[1,1,0,1]] X6
+394013 b 2 [1,1,0,-24,-3127] 3 2 [[1,1,0,1]] X6
+394014 a 1 [1,1,0,-349,439] 1 1 [] X1
+394014 b 1 [1,1,0,-926854,343064788] 3 2 [[1,1,0,1]] X6
+394014 b 2 [1,1,0,-936574,335489020] 3 2 [[1,1,0,1]] X6
+394014 c 1 [1,0,1,-53,-448] 1 1 [] X1
+394014 d 1 [1,0,1,-43,374] 1 1 [] X1
+394014 e 1 [1,1,1,-87,861] 3 2 [[1,1,0,1]] X6
+394014 e 2 [1,1,1,-2027,34229] 3 2 [[1,1,0,1]] X6
+394014 f 1 [1,0,0,-179292874,-924044232412] 3 2 [[1,1,0,1]] X6
+394014 f 2 [1,0,0,-185142154,-860531580316] 3 2 [[1,1,0,1]] X6
+394015 a 1 [1,1,0,402,2327] 1 1 [] X1
+394016 a 1 [0,1,0,-42,784] 1 1 [] X1
+394016 b 1 [0,0,0,-4105,-101232] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394016 b 2 [0,0,0,-4115,-100714] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394016 c 1 [0,0,0,-4105,101232] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394016 c 2 [0,0,0,-4115,100714] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394016 d 1 [0,-1,0,-42,-784] 1 1 [] X1
+394018 a 1 [1,1,1,-4019,96241] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+394018 a 2 [1,1,1,-2739,160241] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+394020 a 1 [0,0,0,-2711448,-1718503228] 1 1 [] X1
+394020 b 1 [0,0,0,-1983,-34058] 1 1 [] X1
+394020 c 1 [0,0,0,-266808,52933993] 3 2 [[1,1,0,1]] X6
+394020 c 2 [0,0,0,-168303,92513302] 3 2 [[1,1,0,1]] X6
+394020 d 1 [0,0,0,21012,2575037] 3 2 [[1,1,0,1]] X6
+394020 d 2 [0,0,0,-202863,30469862] 3 2 [[1,1,0,1]] X6
+394020 e 1 [0,0,0,-4548,-194303] 3 2 [[1,1,0,1]] X6
+394020 e 2 [0,0,0,-85143,-9559442] 3 2 [[1,1,0,1]] X6
+394020 f 1 [0,0,0,15252,264197] 3 2 [[1,1,0,1]] X6
+394020 f 2 [0,0,0,-65343,2182358] 3 2 [[1,1,0,1]] X6
+394020 g 1 [0,0,0,-807418263,14620872295438] 1 1 [] X1
+394020 h 1 [0,0,0,9132,2290417] 3 2 [[1,1,0,1]] X6
+394020 h 2 [0,0,0,-214743,36453742] 3 2 [[1,1,0,1]] X6
+394020 i 1 [0,0,0,-23808,-830243] 3 2 [[1,1,0,1]] X6
+394020 i 2 [0,0,0,74697,-5932802] 3 2 [[1,1,0,1]] X6
+394020 j 1 [0,0,0,5073,-12746] 1 1 [] X1
+394020 k 1 [0,0,0,-3827847,-3004832914] 1 1 [] X1
+394020 l 1 [0,0,0,-188472,467902289] 3 2 [[1,1,0,1]] X6
+394020 l 2 [0,0,0,-10262847,12555137414] 3 2 [[1,1,0,1]] X6
+394020 m 1 [0,0,0,-1092,4061] 3 2 [[1,1,0,1]] X6
+394020 m 2 [0,0,0,-10047,-384586] 3 2 [[1,1,0,1]] X6
+394020 n 1 [0,0,0,-24403032,46399587156] 1 1 [] X1
+394020 o 1 [0,0,0,-16932,844589] 3 2 [[1,1,0,1]] X6
+394020 o 2 [0,0,0,-25887,-145834] 3 2 [[1,1,0,1]] X6
+394020 p 1 [0,0,0,-73452,-7236659] 3 2 [[1,1,0,1]] X6
+394020 p 2 [0,0,0,-1157007,-479016506] 3 2 [[1,1,0,1]] X6
+394020 q 1 [0,0,0,-2952,-64071] 3 2 [[1,1,0,1]] X6
+394020 q 2 [0,0,0,-47727,-4013226] 3 2 [[1,1,0,1]] X6
+394020 r 1 [0,0,0,-5258727,4641614334] 1 1 [] X1
+394020 s 1 [0,0,0,-40692,3157189] 3 2 [[1,1,0,1]] X6
+394020 s 2 [0,0,0,-49647,1665286] 3 2 [[1,1,0,1]] X6
+394020 t 1 [0,0,0,-6312,-201116] 1 1 [] X1
+394020 u 1 [0,0,0,-109407,14932406] 1 1 [] X1
+394022 a 1 [1,0,1,-107028,-13424878] 1 1 [] X1
+394022 b 1 [1,1,0,-39634,3020588] 1 1 [] X1
+394022 c 1 [1,0,0,-152,-722] 1 1 [] X1
+394023 a 1 [1,1,1,-812,5276] 3 2 [[1,1,0,1]] X6
+394023 a 2 [1,1,1,2423,40214] 3 2 [[1,1,0,1]] X6
+394023 b 1 [1,1,0,-595,-6272] 3 2 [[1,1,0,1]] X6
+394023 b 2 [1,1,0,-9730,-373499] 3 2 [[1,1,0,1]] X6
+394023 c 1 [1,1,0,-15767,758118] 1 1 [] X1
+394025 a 1 [1,1,0,-8000,-278125] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+394025 a 2 [1,1,0,-4875,-493750] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+394026 a 1 [1,1,0,-230,1302] 1 1 [] X1
+394026 b 1 [1,0,1,77,272] 1 1 [] X1
+394026 c 1 [1,0,1,-1076,16994] 3 2 [[1,1,0,1]] X6
+394026 c 2 [1,0,1,-18416,960290] 3 2 [[1,1,0,1]] X6
+394026 d 1 [1,0,1,-10936,-452026] 3 2 [[1,1,0,1]] X6
+394026 d 2 [1,0,1,-176176,-28476730] 3 2 [[1,1,0,1]] X6
+394026 e 1 [1,1,1,-4224377,3345863879] 1 1 [] X1
+394026 f 1 [1,1,1,543,543] 3 2 [[1,1,0,1]] X6
+394026 f 2 [1,1,1,-2177,1631] 3 2 [[1,1,0,1]] X6
+394026 g 1 [1,0,0,2226,70020] 1 1 [] X1
+394026 h 1 [1,0,0,-1487061,-698103927] 1 1 [] X1
+394028 a 1 [0,0,0,-95,262] 1 1 [] X1
+394030 a 1 [1,1,0,-1228,894782] 1 1 [] X1
+394030 b 1 [1,-1,0,-2975,6605] 1 1 [] X1
+394030 c 1 [1,-1,0,20446,948628] 1 1 [] X1
+394030 d 1 [1,1,0,91462,82858118] 1 1 [] X1
+394030 e 1 [1,1,0,-10173,-355567] 1 1 [] X1
+394030 f 1 [1,1,0,-3738,-89548] 1 1 [] X1
+394030 g 1 [1,1,0,12738,118004] 1 1 [] X1
+394030 h 1 [1,0,0,-241086,-45123260] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+394030 h 2 [1,0,0,-49006,-115001964] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+394030 i 1 [1,0,0,-3441,-150935] 1 1 [] X1
+394030 j 1 [1,0,0,-1072423366,-13517621919900] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394030 j 2 [1,0,0,-1068409286,-13623833673884] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394030 k 1 [1,-1,1,-373,124871] 1 1 [] X1
+394030 l 1 [1,-1,1,-3631903,-2663133013] 1 1 [] X1
+394030 m 1 [1,-1,1,-2662,1379061] 24 8 [[3,0,4,5],[3,3,4,7],[3,0,0,1]] X34f
+394030 m 2 [1,-1,1,-202662,34819061] 24 8 [[3,0,2,5],[3,0,0,1],[3,6,6,7]] X38d
+394030 m 3 [1,-1,1,-3233662,2238962261] 24 8 [[3,0,4,5],[3,3,4,7],[1,0,0,3]] X34g
+394030 m 4 [1,-1,1,-371662,-31564139] 24 8 [[1,0,0,7],[3,3,0,7],[1,0,4,1]] X44d
+394032 a 1 [0,-1,0,-78592,-8536064] 1 1 [] X1
+394032 b 1 [0,-1,0,21,-90] 1 1 [] X1
+394032 c 1 [0,-1,0,552,-12240] 1 1 [] X1
+394032 d 1 [0,-1,0,-73,268] 1 1 [] X1
+394032 e 1 [0,-1,0,38256,787392] 1 1 [] X1
+394032 e 2 [0,-1,0,-622704,195964992] 1 1 [] X1
+394032 f 1 [0,1,0,-1152,14676] 1 1 [] X1
+394032 g 1 [0,1,0,-2304,35316] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+394032 g 2 [0,1,0,4176,203796] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+394032 h 1 [0,1,0,144,-2604] 1 1 [] X1
+394032 i 1 [0,1,0,-2712,-55260] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394032 i 2 [0,1,0,-2352,-70092] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394032 j 1 [0,1,0,-33292,2328668] 1 1 [] X1
+394034 a 1 [1,-1,0,-4147,103797] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394034 a 2 [1,-1,0,-4787,70133] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394034 b 1 [1,-1,1,183,-15927] 1 1 [] X1
+394035 a 1 [0,-1,1,-11150,-743782] 1 1 [] X1
+394035 b 1 [0,-1,1,285260,-6464682] 1 1 [] X1
+394035 c 1 [0,1,1,-40,-194] 1 1 [] X1
+394035 d 1 [1,1,1,5,-28] 1 1 [] X1
+394035 e 1 [0,-1,1,319,731] 1 1 [] X1
+394035 f 1 [0,-1,1,-65,-184] 1 1 [] X1
+394035 g 1 [1,0,1,-62778,6000631] 3 2 [[1,1,0,1]] X6
+394035 g 2 [1,0,1,-109653,-4180619] 3 2 [[1,1,0,1]] X6
+394035 h 1 [1,0,1,-59248,5544953] 3 2 [[1,1,0,1]] X6
+394035 h 2 [1,0,1,-53173,6728363] 3 2 [[1,1,0,1]] X6
+394036 a 1 [0,1,0,-1338,18809] 1 1 [] X1
+394040 a 1 [0,1,0,20,33] 1 1 [] X1
+394041 a 1 [1,0,0,-132743095,588643142216] 3 2 [[1,1,0,1]] X6
+394041 a 2 [1,0,0,-128795560,625296004691] 3 2 [[1,1,0,1]] X6
+394041 b 1 [1,1,0,620710,-85132791] 1 1 [] X1
+394041 c 1 [1,1,0,-2699,357168] 3 2 [[1,1,0,1]] X6
+394041 c 2 [1,1,0,-93994,11002165] 3 2 [[1,1,0,1]] X6
+394041 d 1 [1,0,1,69294,-36391199] 1 1 [] X1
+394041 e 1 [1,0,1,338,743] 1 1 [] X1
+394041 f 1 [1,0,1,-3024,63739] 1 1 [] X1
+394044 a 1 [0,-1,0,84966,-6893271] 1 1 [] X1
+394044 b 1 [0,-1,0,259,7497] 1 1 [] X1
+394044 c 1 [0,1,0,126,81] 1 1 [] X1
+394045 a 1 [1,1,0,-1433,18512] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+394045 a 2 [1,1,0,1692,91637] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+394045 b 1 [0,1,1,-256,-1665] 1 1 [] X1
+394048 a 1 [0,1,0,473247,306714655] 1 1 [] X1
+394048 a 2 [0,1,0,-24267553,46074225759] 1 1 [] X1
+394048 b 1 [0,1,0,-1633,-45825] 1 1 [] X1
+394048 c 1 [0,0,0,-11116,-459696] 3 2 [[1,1,0,1]] X6
+394048 c 2 [0,0,0,-178796,-29099440] 3 2 [[1,1,0,1]] X6
+394048 d 1 [0,0,0,-236,2384] 1 1 [] X1
+394048 e 1 [0,0,0,-236,-2384] 1 1 [] X1
+394048 f 1 [0,0,0,-11116,459696] 3 2 [[1,1,0,1]] X6
+394048 f 2 [0,0,0,-178796,29099440] 3 2 [[1,1,0,1]] X6
+394048 g 1 [0,-1,0,-1633,45825] 1 1 [] X1
+394048 h 1 [0,-1,0,473247,-306714655] 1 1 [] X1
+394048 h 2 [0,-1,0,-24267553,-46074225759] 1 1 [] X1
+394050 a 1 [1,1,0,-867250,-92487500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394050 a 2 [1,1,0,-10949250,-13935073500] 6 2 [] X8
+394050 a 3 [1,1,0,-8073750,-21420000000] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394050 a 4 [1,1,0,-175136750,-892174011000] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394050 b 1 [1,1,0,-14400,660000] 1 1 [] X1
+394050 c 1 [1,1,0,1609350,-875227500] 1 1 [] X1
+394050 d 1 [1,1,0,-568175112700,167626980754954000] 1 1 [] X1
+394050 e 1 [1,1,0,-4600,-152000] 3 2 [[1,1,0,1]] X6
+394050 e 2 [1,1,0,-78600,-8514000] 3 2 [[1,1,0,1]] X6
+394050 f 1 [1,1,0,45000,405000000] 3 2 [[1,1,0,1]] X6
+394050 f 2 [1,1,0,-7947000,8452944000] 3 2 [[1,1,0,1]] X6
+394050 f 3 [1,1,0,-405000,-10935450000] 3 2 [[1,1,0,1]] X6
+394050 f 4 [1,1,0,-76384500,-253537993500] 3 2 [[1,1,0,1]] X6
+394050 g 1 [1,1,0,-3130375,2192603125] 3 2 [[1,1,0,1]] X6
+394050 g 2 [1,1,0,-50490375,138068443125] 3 2 [[1,1,0,1]] X6
+394050 h 1 [1,1,0,210250,2915836500] 3 2 [[1,1,0,1]] X6
+394050 h 2 [1,1,0,-29389750,60073436500] 3 2 [[1,1,0,1]] X6
+394050 i 1 [1,1,0,-5169900,-5402478000] 3 2 [[1,1,0,1]] X6
+394050 i 2 [1,1,0,-87089900,-312848238000] 3 2 [[1,1,0,1]] X6
+394050 j 1 [1,1,0,-525,-19875] 1 1 [] X1
+394050 k 1 [1,1,0,-14225,655125] 1 1 [] X1
+394050 k 2 [1,1,0,51775,3325125] 1 1 [] X1
+394050 l 1 [1,1,0,-76750,-8336000] 3 2 [[1,1,0,1]] X6
+394050 l 2 [1,1,0,-1233000,-527492250] 3 2 [[1,1,0,1]] X6
+394050 m 1 [1,1,0,-5736825,4449817125] 3 2 [[1,1,0,1]] X6
+394050 m 2 [1,1,0,-26216825,-47466982875] 3 2 [[1,1,0,1]] X6
+394050 n 1 [1,1,0,-16235,-807675] 1 1 [] X1
+394050 o 1 [1,1,0,-578475,-177055875] 1 1 [] X1
+394050 p 1 [1,1,0,-5849875,-5714817875] 1 1 [] X1
+394050 q 1 [1,1,0,-132275,18883875] 1 1 [] X1
+394050 r 1 [1,1,0,-16875,-15217875] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394050 r 2 [1,1,0,-1029375,-398955375] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394050 r 3 [1,1,0,-1828125,304743375] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394050 r 4 [1,1,0,-16430625,-25641604125] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394050 s 1 [1,0,1,-102176,-16346002] 1 1 [] X1
+394050 t 1 [1,0,1,-188651,31576448] 1 1 [] X1
+394050 u 1 [1,0,1,-19179876,-32337683102] 3 2 [[1,1,0,1]] X6
+394050 u 2 [1,0,1,-306891876,-2069338643102] 3 2 [[1,1,0,1]] X6
+394050 v 1 [1,0,1,-1468126,-765346852] 3 2 [[1,1,0,1]] X6
+394050 v 2 [1,0,1,-24249376,-45963346852] 3 2 [[1,1,0,1]] X6
+394050 w 1 [1,0,1,3849,20698] 1 1 [] X1
+394050 x 1 [1,0,1,-106526,-232294552] 1 1 [] X1
+394050 y 1 [1,0,1,-83191126,-292062003352] 1 1 [] X1
+394050 z 1 [1,0,1,2624,-10799602] 3 2 [[1,1,0,1]] X6
+394050 z 2 [1,0,1,-717376,-229679602] 3 2 [[1,1,0,1]] X6
+394050 ba 1 [1,0,1,-10533151,-13149428302] 3 2 [[1,1,0,1]] X6
+394050 ba 2 [1,0,1,-8261151,-18979380302] 3 2 [[1,1,0,1]] X6
+394050 bb 1 [1,0,1,-76,-8452] 1 1 [] X1
+394050 bc 1 [1,0,1,-46320680126,3938371045913648] 3 2 [[1,1,0,1]] X6
+394050 bc 2 [1,0,1,-746547752126,248275605549593648] 3 2 [[1,1,0,1]] X6
+394050 bd 1 [1,0,1,79427624,-97127360602] 1 1 [] X1
+394050 be 1 [1,0,1,344,-742] 1 1 [] X1
+394050 bf 1 [1,1,1,-744638438,-7821388221469] 1 1 [] X1
+394050 bg 1 [1,1,1,8612,-92719] 1 1 [] X1
+394050 bh 1 [1,1,1,-45763,5524031] 1 1 [] X1
+394050 bi 1 [1,1,1,-1331713,595564031] 1 1 [] X1
+394050 bj 1 [1,1,1,-3,-69] 1 1 [] X1
+394050 bk 1 [1,1,1,-43188,-8294469] 1 1 [] X1
+394050 bl 1 [1,1,1,-384563,-86899219] 3 2 [[1,1,0,1]] X6
+394050 bl 2 [1,1,1,-1165813,377163281] 3 2 [[1,1,0,1]] X6
+394050 bm 1 [1,1,1,-11653588,-16147834219] 3 2 [[1,1,0,1]] X6
+394050 bm 2 [1,1,1,-189253588,-1002183034219] 3 2 [[1,1,0,1]] X6
+394050 bn 1 [1,1,1,129414124537,22039997898697031] 1 1 [] X1
+394050 bo 1 [1,1,1,-204408788,1128235333781] 3 2 [[1,1,0,1]] X6
+394050 bo 2 [1,1,1,-3273336788,72081850693781] 3 2 [[1,1,0,1]] X6
+394050 bp 1 [1,1,1,1762,-60469] 3 2 [[1,1,0,1]] X6
+394050 bp 2 [1,1,1,-16738,-726469] 3 2 [[1,1,0,1]] X6
+394050 bq 1 [1,0,0,11704912,479270721792] 3 2 [[1,1,0,1]] X6
+394050 bq 2 [1,0,0,-852295088,9343046721792] 3 2 [[1,1,0,1]] X6
+394050 br 1 [1,0,0,-36963,-2747583] 3 2 [[1,1,0,1]] X6
+394050 br 2 [1,0,0,-591963,-175352583] 3 2 [[1,1,0,1]] X6
+394050 bs 1 [1,0,0,-562838,361977792] 3 2 [[1,1,0,1]] X6
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+394110 m 2 [1,-1,0,-16805366919,-108135955906817] 3 2 [[1,1,0,1]] X6
+394110 n 1 [1,-1,1,-1910183,1018489727] 1 1 [] X1
+394110 o 1 [1,-1,1,227002,-53717803] 3 2 [[1,1,0,1]] X6
+394110 o 2 [1,-1,1,-1512518,-542175019] 3 2 [[1,1,0,1]] X6
+394110 p 1 [1,-1,1,-468293,120161981] 3 2 [[1,1,0,1]] X6
+394110 p 2 [1,-1,1,-1120613,-287668483] 3 2 [[1,1,0,1]] X6
+394110 q 1 [1,-1,1,-353,132301] 3 2 [[1,1,0,1]] X6
+394110 q 2 [1,-1,1,-41123,3181897] 3 2 [[1,1,0,1]] X6
+394110 r 1 [1,-1,1,-478414913,-11107963044219] 1 1 [] X1
+394110 s 1 [1,-1,1,-1853852,-971073201] 3 2 [[1,1,0,1]] X6
+394110 s 2 [1,-1,1,-1881032,-941109969] 3 2 [[1,1,0,1]] X6
+394110 t 1 [1,-1,1,-2227172,1279930119] 3 2 [[1,1,0,1]] X6
+394110 t 2 [1,-1,1,-35635172,81886752519] 3 2 [[1,1,0,1]] X6
+394110 u 1 [1,-1,1,-48812,767279] 3 2 [[1,1,0,1]] X6
+394110 u 2 [1,-1,1,-483692,-128653009] 3 2 [[1,1,0,1]] X6
+394110 v 1 [1,-1,1,-5379628262,-156867474521739] 3 2 [[1,1,0,1]] X6
+394110 v 2 [1,-1,1,-86858399462,-9852906430338699] 3 2 [[1,1,0,1]] X6
+394110 w 1 [1,-1,1,-3214652,-2217643009] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394110 w 2 [1,-1,1,-3217532,-2213468161] 6 2 [] X8
+394110 w 3 [1,-1,1,-4731332,82663679] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394110 w 4 [1,-1,1,-1749812,-4242444289] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394111 a 1 [1,-1,1,-1722,27922] 1 1 [] X1
+394114 a 1 [1,0,1,-295,-1974] 1 1 [] X1
+394118 a 1 [1,1,0,-56,-208] 1 1 [] X1
+394119 a 1 [0,0,1,-35040075,79835427464] 1 1 [] X1
+394119 b 1 [0,0,1,-396399,96060964] 1 1 [] X1
+394119 c 1 [0,0,1,-3567591,-2593646035] 1 1 [] X1
+394119 d 1 [0,0,1,-315360675,-2155556541535] 1 1 [] X1
+394120 a 1 [0,1,0,-56,-800] 1 1 [] X1
+394120 b 1 [0,0,0,-262283,51730982] 1 1 [] X1
+394120 c 1 [0,-1,0,249,560] 1 1 [] X1
+394121 a 1 [1,1,1,507,-8672] 1 1 [] X1
+394121 b 1 [1,-1,1,3986,-82332] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394121 b 2 [1,-1,1,-21219,-737662] 6 2 [] X8
+394121 b 3 [1,-1,1,-142984,20303330] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394121 b 4 [1,-1,1,-302734,-64022234] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394121 c 1 [0,0,1,-29342,-7180961] 1 1 [] X1
+394121 d 1 [1,-1,0,-112420,16203369] 1 1 [] X1
+394121 e 1 [1,0,1,-2496,-48351] 1 1 [] X1
+394121 f 1 [1,1,0,-1729,-28392] 3 2 [[1,1,0,1]] X6
+394121 f 2 [1,1,0,-1424,-38335] 3 2 [[1,1,0,1]] X6
+394122 a 1 [1,1,1,-68581,-8268373] 1 1 [] X1
+394126 a 1 [1,0,1,51,-952] 1 1 [] X1
+394128 a 1 [0,0,0,-84309147,464334885450] 1 1 [] X1
+394128 b 1 [0,0,0,-4349847,3491878210] 1 1 [] X1
+394128 c 1 [0,0,0,333,-7390] 1 1 [] X1
+394128 d 1 [0,0,0,-8427,-297110] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 d 2 [0,0,0,-11667,-47630] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 e 1 [0,0,0,-192,-3600] 1 1 [] X1
+394128 f 1 [0,0,0,145028661,-890086432646] 1 1 [] X1
+394128 g 1 [0,0,0,-24,-369] 1 1 [] X1
+394128 h 1 [0,0,0,6381,-34606] 1 1 [] X1
+394128 h 2 [0,0,0,-79299,9548226] 1 1 [] X1
+394128 i 1 [0,0,0,-24452739,-46541484414] 1 1 [] X1
+394128 j 1 [0,0,0,-28299,2248346] 1 1 [] X1
+394128 k 1 [0,0,0,9381,-2430454] 1 1 [] X1
+394128 k 2 [0,0,0,-84699,66806154] 1 1 [] X1
+394128 l 1 [0,0,0,-12099,514946] 1 1 [] X1
+394128 m 1 [0,0,0,-1944,-33021] 1 1 [] X1
+394128 n 1 [0,0,0,-45939,-58983374] 1 1 [] X1
+394128 o 1 [0,0,0,-23259,-1589366] 1 1 [] X1
+394128 p 1 [0,0,0,-4359,-115306] 1 1 [] X1
+394128 q 1 [0,0,0,13101,7511474] 1 1 [] X1
+394128 r 1 [0,0,0,159352461,-297804406734] 1 1 [] X1
+394128 s 1 [0,0,0,-288819,264098546] 1 1 [] X1
+394128 t 1 [0,0,0,-5739,235674] 1 1 [] X1
+394128 u 1 [0,0,0,5604,-22804] 1 1 [] X1
+394128 v 1 [0,0,0,-351291,80138410] 3 2 [[1,1,0,1]] X6
+394128 v 2 [0,0,0,-339051,85981786] 3 2 [[1,1,0,1]] X6
+394128 w 1 [0,0,0,-216471,-38732650] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 w 2 [0,0,0,-268491,-18704950] 6 2 [] X8
+394128 w 3 [0,0,0,-2367651,1388991746] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 w 4 [0,0,0,998349,-144628846] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 x 1 [0,0,0,-94611,-2237870] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 x 2 [0,0,0,-926931,341510290] 6 2 [] X8
+394128 x 3 [0,0,0,-14807091,21930711154] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 x 4 [0,0,0,-363891,752191666] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 y 1 [0,0,0,-73911,7734134] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 y 2 [0,0,0,-74091,7694570] 6 2 [] X8
+394128 y 3 [0,0,0,-19011,18875810] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 y 4 [0,0,0,-132051,-6018766] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 z 1 [0,0,0,8709,-62505686] 1 1 [] X1
+394128 ba 1 [0,0,0,-402771,-98386094] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394128 ba 2 [0,0,0,-409251,-95056670] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394128 ba 3 [0,0,0,-1253811,424009906] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394128 ba 4 [0,0,0,331629,-401040110] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394128 bb 1 [0,0,0,-196551,15389190] 3 2 [[1,1,0,1]] X6
+394128 bb 2 [0,0,0,687789,115673346] 3 2 [[1,1,0,1]] X6
+394128 bc 1 [0,0,0,90549,-41412870] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 bc 2 [0,0,0,-1384011,-580217094] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 bd 1 [0,0,0,-3456,78111] 3 2 [[1,1,0,1]] X6
+394128 bd 2 [0,0,0,-2511,121770] 3 2 [[1,1,0,1]] X6
+394128 be 1 [0,0,0,-3531,-60230] 3 2 [[1,1,0,1]] X6
+394128 be 2 [0,0,0,8709,-385814] 3 2 [[1,1,0,1]] X6
+394128 bf 1 [0,0,0,-10228251,12572608970] 3 2 [[1,1,0,1]] X6
+394128 bf 2 [0,0,0,-7094811,20420622794] 3 2 [[1,1,0,1]] X6
+394128 bg 1 [0,0,0,-3666,-84989] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 bg 2 [0,0,0,-5871,29230] 6 2 [] X8
+394128 bg 3 [0,0,0,-70131,7136386] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 bg 4 [0,0,0,23109,232090] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 bh 1 [0,0,0,-96,-261] 3 2 [[1,1,0,1]] X6
+394128 bh 2 [0,0,0,249,-1710] 3 2 [[1,1,0,1]] X6
+394128 bi 1 [0,0,0,1149,966530] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 bi 2 [0,0,0,-139971,19735490] 6 2 [] X8
+394128 bi 3 [0,0,0,-2226531,1278765794] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 bi 4 [0,0,0,-311331,-38081374] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 bj 1 [0,0,0,-11226,-430481] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394128 bj 2 [0,0,0,-35031,2002390] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394128 bj 3 [0,0,0,-527691,147534154] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394128 bj 4 [0,0,0,76749,12174370] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394128 bk 1 [0,0,0,3984,5660156] 1 1 [] X1
+394128 bl 1 [0,0,0,-15427443,-50497294286] 1 1 [] X1
+394128 bm 1 [0,0,0,-3,-1566] 1 1 [] X1
+394128 bn 1 [0,0,0,-30918,-2112829] 1 1 [] X1
+394128 bo 1 [0,0,0,-273750123,-1743754119014] 1 1 [] X1
+394128 bp 1 [0,0,0,942,36479] 1 1 [] X1
+394128 bq 1 [0,0,0,-1324923,588230186] 1 1 [] X1
+394128 br 1 [0,0,0,-3060963,2066161634] 1 1 [] X1
+394128 bs 1 [0,0,0,466197,-85569766] 1 1 [] X1
+394128 bt 1 [0,0,0,-243,11394] 1 1 [] X1
+394128 bu 1 [0,0,0,-305323563,-2053475889446] 1 1 [] X1
+394128 bv 1 [0,0,0,7197,-26509534] 1 1 [] X1
+394128 bw 1 [0,0,0,-4675683,4457392994] 1 1 [] X1
+394128 bx 1 [0,0,0,-8928,-4381561] 1 1 [] X1
+394128 by 1 [0,0,0,-8643,-779326] 1 1 [] X1
+394128 bz 1 [0,0,0,9717,310714] 1 1 [] X1
+394128 ca 1 [0,0,0,-7836723,-8446806846] 1 1 [] X1
+394128 cb 1 [0,0,0,-68657718,218968768919] 1 1 [] X1
+394128 cc 1 [0,0,0,6960,110588] 1 1 [] X1
+394128 cc 2 [0,0,0,-131760,18786924] 1 1 [] X1
+394128 cd 1 [0,0,0,-2652915,-1606279246] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 cd 2 [0,0,0,-6851955,4736790578] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 cd 3 [0,0,0,-212838195,-1195150133518] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 cd 4 [0,0,0,-212851155,-1194997306606] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 ce 1 [0,0,0,-53625,4781891] 1 1 [] X1
+394128 ce 2 [0,0,0,43395,19401923] 1 1 [] X1
+394128 cf 1 [0,0,0,-14640,-695812] 1 1 [] X1
+394128 cf 2 [0,0,0,62640,-2985876] 1 1 [] X1
+394128 cg 1 [0,0,0,7305,82658] 1 1 [] X1
+394128 cg 2 [0,0,0,-84495,-10995766] 1 1 [] X1
+394128 ch 1 [0,0,0,-403875,98786466] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 ch 2 [0,0,0,-426915,86884002] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 ci 1 [0,0,0,-10155,352298] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 ci 2 [0,0,0,-39315,-2627854] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 cj 1 [0,0,0,-2538675,1556896626] 1 1 [] X1
+394128 ck 1 [0,0,0,-1127955,449787602] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 ck 2 [0,0,0,-17924115,29208172754] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 cl 1 [0,0,0,-8595,304722] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 cl 2 [0,0,0,-14355,-154926] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 cm 1 [0,0,0,-282075,-57662838] 1 1 [] X1
+394128 cn 1 [0,0,0,2913,102062] 1 1 [] X1
+394128 co 1 [0,0,0,-12927,-3042002] 1 1 [] X1
+394128 cp 1 [0,0,0,36213,931898] 1 1 [] X1
+394128 cq 1 [0,0,0,-27,42282] 1 1 [] X1
+394128 cr 1 [0,0,0,-870747,312844698] 1 1 [] X1
+394128 cs 1 [0,0,0,-80352,118302147] 1 1 [] X1
+394128 ct 1 [0,0,0,-27,-422] 1 1 [] X1
+394128 cu 1 [0,0,0,-27548667,-55786364118] 1 1 [] X1
+394128 cv 1 [0,0,0,-11924307,-15882215022] 1 1 [] X1
+394128 cw 1 [0,0,0,-6249,513907] 1 1 [] X1
+394128 cx 1 [0,0,0,390021,-155491670] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 cx 2 [0,0,0,-3067419,-1689903542] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 cy 1 [0,0,0,-9939,-347758] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394128 cy 2 [0,0,0,-35859,2228690] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394128 cy 3 [0,0,0,-549939,156966770] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394128 cy 4 [0,0,0,63501,12383282] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394128 cz 1 [0,0,0,-172895259,855794351050] 3 2 [[1,1,0,1]] X6
+394128 cz 2 [0,0,0,27644901,2723665509322] 3 2 [[1,1,0,1]] X6
+394128 da 1 [0,0,0,-7419,-193030] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 da 2 [0,0,0,-111459,-14321662] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 db 1 [0,0,0,-12099,371842] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 db 2 [0,0,0,-70419,-6894830] 6 2 [] X8
+394128 db 3 [0,0,0,39741,-26481278] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 db 4 [0,0,0,-1113699,-452375390] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 dc 1 [0,0,0,-27639,2025270] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394128 dc 2 [0,0,0,-459819,120010410] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+394128 dc 3 [0,0,0,-7357059,7680764898] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394128 dc 4 [0,0,0,-477459,110304882] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+394128 dd 1 [0,0,0,-2203059,1276067378] 1 1 [] X1
+394128 de 1 [0,0,0,-35859,744658] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394128 de 2 [0,0,0,-450579,116285650] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394128 de 3 [0,0,0,-7207059,7447066450] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394128 de 4 [0,0,0,-329619,180128338] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394128 df 1 [0,0,0,-864,7047] 3 2 [[1,1,0,1]] X6
+394128 df 2 [0,0,0,2241,46170] 3 2 [[1,1,0,1]] X6
+394128 dg 1 [0,0,0,1051341,-2626033678] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 dg 2 [0,0,0,-23324979,-41155245070] 6 2 [] X8
+394128 dg 3 [0,0,0,-68765619,167953492082] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 dg 4 [0,0,0,-367905459,-2716133511310] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 dh 1 [0,0,0,-160779,5898170] 3 2 [[1,1,0,1]] X6
+394128 dh 2 [0,0,0,622581,46476218] 3 2 [[1,1,0,1]] X6
+394128 di 1 [0,0,0,-38919,2954950] 3 2 [[1,1,0,1]] X6
+394128 di 2 [0,0,0,-35859,3439042] 3 2 [[1,1,0,1]] X6
+394128 dj 1 [0,0,0,-7419,343082] 1 1 [] X1
+394128 dk 1 [0,0,0,-1183584,495621488] 1 1 [] X1
+394128 dl 1 [0,0,0,-17204844,-36918047252] 1 1 [] X1
+394128 dm 1 [0,0,0,110121,-31189930] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394128 dm 2 [0,0,0,-1070859,-370131190] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+394128 dm 3 [0,0,0,-4540899,3355997762] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394128 dm 4 [0,0,0,-16496499,-25788500782] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+394128 dn 1 [0,0,0,-384,-2893] 3 2 [[1,1,0,1]] X6
+394128 dn 2 [0,0,0,-279,-4510] 3 2 [[1,1,0,1]] X6
+394128 do 1 [0,0,0,-6233979,-6177914710] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 do 2 [0,0,0,-100605819,-388402741078] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 dp 1 [0,0,0,-142659,20707650] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394128 dp 2 [0,0,0,-188739,6192450] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+394128 dp 3 [0,0,0,738621,49036482] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394128 dp 4 [0,0,0,-1853379,-965624382] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+394128 dq 1 [0,0,0,-151989339,-872210458870] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 dq 2 [0,0,0,-2570636379,-50163753404662] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 dr 1 [0,0,0,-2834984739,33545042464610] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 dr 2 [0,0,0,-20214034419,-1082381116537870] 6 2 [] X8
+394128 dr 3 [0,0,0,2994584541,-3423337034833438] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 dr 4 [0,0,0,-321487448259,-70160699374401022] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394128 ds 1 [0,0,0,-4458324,3623176415] 3 2 [[1,1,0,1]] X6
+394128 ds 2 [0,0,0,-4237239,3998622962] 3 2 [[1,1,0,1]] X6
+394128 dt 1 [0,0,0,-9411,-2474302] 1 1 [] X1
+394128 dt 2 [0,0,0,84429,65622258] 1 1 [] X1
+394128 du 1 [0,0,0,-5656026,-69894294433] 1 1 [] X1
+394128 dv 1 [0,0,0,-3186111,2188972942] 1 1 [] X1
+394128 dw 1 [0,0,0,6630369,44888347982] 1 1 [] X1
+394128 dx 1 [0,0,0,-2716971,1723758682] 1 1 [] X1
+394128 dy 1 [0,0,0,-8811,-353638] 1 1 [] X1
+394128 dy 2 [0,0,0,57429,934362] 1 1 [] X1
+394128 dz 1 [0,0,0,-216,9963] 1 1 [] X1
+394128 ea 1 [0,0,0,-51651,-6363198] 1 1 [] X1
+394128 eb 1 [0,0,0,-2599371,-7130660742] 1 1 [] X1
+394128 ec 1 [0,0,0,-162651,28697002] 1 1 [] X1
+394128 ed 1 [0,0,0,17705829,11029792842] 1 1 [] X1
+394128 ee 1 [0,0,0,-56811,5215642] 1 1 [] X1
+394128 ef 1 [0,0,0,83273334,101508148523] 1 1 [] X1
+394128 eg 1 [0,0,0,114,47] 1 1 [] X1
+394128 eh 1 [0,0,0,-7626,1204243] 1 1 [] X1
+394128 ei 1 [0,0,0,-216,1223] 1 1 [] X1
+394128 ej 1 [0,0,0,-623523,-127396190] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394128 ej 2 [0,0,0,-3941283,2914989730] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394128 ek 1 [0,0,0,-363,3985] 1 1 [] X1
+394128 el 1 [0,0,0,2997,199530] 1 1 [] X1
+394128 em 1 [0,0,0,-9367683,-17197588350] 1 1 [] X1
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+394128 ep 1 [0,0,0,-230808486963,40134386079026930] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+394131 a 1 [1,1,0,646,-17865] 3 2 [[1,1,0,1]] X6
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+394135 b 1 [0,1,1,-176,1855] 1 1 [] X1
+394136 a 1 [0,1,0,-35000,2551664] 1 1 [] X1
+394138 a 1 [1,1,0,-609,61877] 1 1 [] X1
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+394140 b 1 [0,-1,0,-7185,-97650] 3 2 [[1,1,0,1]] X6
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+394140 d 2 [0,-1,0,-7060,722200] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
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+394142 a 1 [1,0,1,-183331,842008734] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+394144 a 1 [0,1,0,-114,112] 3 2 [[1,1,0,1]] X6
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+394146 a 1 [1,-1,0,228,3140] 1 1 [] X1
+394146 b 1 [1,-1,1,25,-125] 1 1 [] X1
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+394149 a 1 [1,1,1,18378,-203646] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+394149 a 2 [1,1,1,-75467,-1742704] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+394149 a 3 [1,1,1,-732382,239476484] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+394149 a 4 [1,1,1,-920072,-339584704] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+394149 a 5 [1,1,1,-638537,-550961182] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+394149 a 6 [1,1,1,-14715287,-21733204126] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+394149 b 1 [1,0,0,-131774,-310879821] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394149 b 2 [1,0,0,-7733219,-8208781176] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394149 b 3 [1,0,0,-13645454,6059806773] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394149 b 4 [1,0,0,-123444104,-527912650065] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394149 c 1 [1,0,0,-525923,143573976] 3 2 [[1,1,0,1]] X6
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+394149 i 1 [1,1,0,-6053393,-6106589874] 1 1 [] X1
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+394150 a 1 [1,-1,0,-1142,14516] 1 1 [] X1
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+394224 g 2 [0,1,0,-396224,95865396] 3 2 [[1,1,0,1]] X6
+394224 h 1 [0,1,0,-5560,-508588] 1 1 [] X1
+394224 i 1 [0,1,0,-100852,14455100] 3 2 [[1,1,0,1]] X6
+394224 i 2 [0,1,0,-1690992,845780292] 3 2 [[1,1,0,1]] X6
+394224 j 1 [0,1,0,-11632,39380] 3 2 [[1,1,0,1]] X6
+394224 j 2 [0,1,0,-133872,18766548] 3 2 [[1,1,0,1]] X6
+394224 k 1 [0,1,0,322363,10886127] 1 1 [] X1
+394224 l 1 [0,1,0,-552,-3900] 3 2 [[1,1,0,1]] X6
+394224 l 2 [0,1,0,-8192,-288108] 3 2 [[1,1,0,1]] X6
+394225 a 1 [0,-1,1,-11883,-494457] 1 1 [] X1
+394225 b 1 [0,1,1,-156533,-8926031] 1 1 [] X1
+394225 c 1 [0,1,1,-4083,-101756] 1 1 [] X1
+394225 d 1 [0,1,1,-691133,220921144] 1 1 [] X1
+394225 e 1 [1,1,0,-7750,-287875] 1 1 [] X1
+394225 f 1 [0,1,1,-423658,-106265781] 1 1 [] X1
+394225 g 1 [0,1,1,-1108,13569] 1 1 [] X1
+394226 a 1 [1,-1,0,-59055870028,-10606982740459568] 1 1 [] X1
+394226 b 1 [1,-1,0,-161,-731] 1 1 [] X1
+394226 c 1 [1,0,1,-56904,-6108522] 1 1 [] X1
+394226 d 1 [1,0,1,-60988,8961034] 1 1 [] X1
+394227 a 1 [1,-1,1,-2891,-59048] 1 1 [] X1
+394227 b 1 [1,-1,1,-23,-46] 1 1 [] X1
+394227 c 1 [0,0,1,-990,12314] 1 1 [] X1
+394227 c 2 [0,0,1,4590,45515] 1 1 [] X1
+394227 d 1 [0,0,1,510,-1686] 1 1 [] X1
+394227 d 2 [0,0,1,-8910,-332485] 1 1 [] X1
+394227 e 1 [1,-1,0,-204,1439] 1 1 [] X1
+394227 f 1 [1,-1,0,-321,2294] 1 1 [] X1
+394230 a 1 [1,1,0,-19163,-4017123] 3 2 [[1,1,0,1]] X6
+394230 a 2 [1,1,0,-513883,-141648227] 3 2 [[1,1,0,1]] X6
+394230 b 1 [1,1,0,-8,-132] 1 1 [] X1
+394230 c 1 [1,1,0,-7284698,-7570803948] 1 1 [] X1
+394230 d 1 [1,1,0,-4053,35757] 3 2 [[1,1,0,1]] X6
+394230 d 2 [1,1,0,-34973,-2505867] 3 2 [[1,1,0,1]] X6
+394230 e 1 [1,1,0,1538,4636] 1 1 [] X1
+394230 f 1 [1,0,1,15071,325652] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394230 f 2 [1,0,1,-66849,2717716] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394230 f 3 [1,0,1,-882849,318999316] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394230 f 4 [1,0,1,-561569,-160144108] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394230 g 1 [1,0,1,-9,1432] 1 1 [] X1
+394230 h 1 [1,0,1,-83682389,-294652068064] 1 1 [] X1
+394230 i 1 [1,0,1,-15764,1056962] 3 2 [[1,1,0,1]] X6
+394230 i 2 [1,0,1,-278584,56564546] 3 2 [[1,1,0,1]] X6
+394230 j 1 [1,0,1,-66209683,207369141806] 1 1 [] X1
+394230 k 1 [1,0,1,-77136458,272745453116] 1 1 [] X1
+394230 l 1 [1,1,1,-11208116,14437983413] 3 2 [[1,1,0,1]] X6
+394230 l 2 [1,1,1,-11239036,14354276789] 3 2 [[1,1,0,1]] X6
+394230 m 1 [1,1,1,18401009,-11591828749291] 1 1 [] X1
+394230 n 1 [1,1,1,-8941,-330991] 1 1 [] X1
+394230 o 1 [1,0,0,-7101,1620081] 1 1 [] X1
+394230 p 1 [1,0,0,254,-940] 1 1 [] X1
+394230 q 1 [1,0,0,-16,-100] 1 1 [] X1
+394230 r 1 [1,0,0,539914744,5522642804736] 1 1 [] X1
+394230 s 1 [1,0,0,-168865591,-1770941569879] 1 1 [] X1
+394230 t 1 [1,0,0,-128605,-19321423] 3 2 [[1,1,0,1]] X6
+394230 t 2 [1,0,0,-2107485,-1177757775] 3 2 [[1,1,0,1]] X6
+394232 a 1 [0,1,0,-24,-71] 1 1 [] X1
+394234 a 1 [1,-1,1,-22,77] 1 1 [] X1
+394235 a 1 [0,-1,1,-1230,-5319] 1 1 [] X1
+394236 a 1 [0,0,0,2247,-16099] 1 1 [] X1
+394236 b 1 [0,0,0,-813,-8939] 1 1 [] X1
+394236 c 1 [0,0,0,-9840,375689] 1 1 [] X1
+394237 a 1 [0,0,1,-13849,640396] 1 1 [] X1
+394238 a 1 [1,0,1,32545,-326670] 1 1 [] X1
+394238 a 2 [1,0,1,-485310,-136565968] 1 1 [] X1
+394238 b 1 [1,0,1,-157,756] 1 1 [] X1
+394238 c 1 [1,1,0,-12726,547300] 1 1 [] X1
+394238 d 1 [1,1,0,-747,-6595] 3 2 [[1,1,0,1]] X6
+394238 d 2 [1,1,0,1613,-37275] 3 2 [[1,1,0,1]] X6
+394238 e 1 [1,0,0,-20,-176] 1 1 [] X1
+394238 f 1 [1,-1,1,-327,2735] 3 2 [[1,1,0,1]] X6
+394238 f 2 [1,-1,1,-5467,156935] 3 2 [[1,1,0,1]] X6
+394238 g 1 [1,-1,1,-184,1019] 1 1 [] X1
+394238 h 1 [1,-1,1,2741,67163] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394238 h 2 [1,-1,1,-17739,681563] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394238 h 3 [1,-1,1,-263179,52027611] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394238 h 4 [1,-1,1,-99979,-11588645] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394238 i 1 [1,0,0,-39518,3006404] 1 1 [] X1
+394238 i 2 [1,0,0,-233038,-41200172] 1 1 [] X1
+394239 a 1 [1,1,1,-11699,-496384] 1 1 [] X1
+394242 a 1 [1,1,0,-26,-54] 1 1 [] X1
+394242 b 1 [1,0,1,-1392,-20066] 1 1 [] X1
+394242 c 1 [1,1,1,-3424,62081] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394242 c 2 [1,1,1,6816,373377] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394243 a 1 [1,-1,0,-16,-143] 1 1 [] X1
+394245 a 1 [0,0,1,-2662911543,3929676308248] 1 1 [] X1
+394245 b 1 [0,0,1,-3747,88020] 1 1 [] X1
+394245 c 1 [1,-1,1,-2768,-31894] 3 2 [[1,1,0,1]] X6
+394245 c 2 [1,-1,1,-19643,1041356] 3 2 [[1,1,0,1]] X6
+394245 d 1 [1,-1,1,-1238,3692] 3 2 [[1,1,0,1]] X6
+394245 d 2 [1,-1,1,4837,25562] 3 2 [[1,1,0,1]] X6
+394245 e 1 [1,-1,1,-122,614] 1 1 [] X1
+394246 a 1 [1,0,0,-671,6617] 1 1 [] X1
+394251 a 1 [1,1,1,-66,252] 1 1 [] X1
+394251 b 1 [1,1,1,-928888312,10896278803376] 3 2 [[1,1,0,1]] X6
+394251 b 2 [1,1,1,-14862215577,697380166488114] 3 2 [[1,1,0,1]] X6
+394254 a 1 [1,-1,0,-6624,224874] 1 1 [] X1
+394254 b 1 [1,-1,0,-5469,-154351] 1 1 [] X1
+394254 c 1 [1,-1,0,-263874,-52106636] 1 1 [] X1
+394254 d 1 [1,-1,0,-51,-267] 1 1 [] X1
+394254 e 1 [1,-1,0,-303,-3515] 1 1 [] X1
+394254 f 1 [1,-1,0,1755,-377483] 1 1 [] X1
+394254 g 1 [1,-1,0,1608,-468672] 1 1 [] X1
+394254 h 1 [1,-1,0,33,1357] 1 1 [] X1
+394254 i 1 [1,-1,0,-101292,-16608880] 1 1 [] X1
+394254 j 1 [1,-1,0,-2915607,1917250845] 1 1 [] X1
+394254 j 2 [1,-1,0,917418,6473388788] 1 1 [] X1
+394254 k 1 [1,-1,0,-14562,680084] 1 1 [] X1
+394254 l 1 [1,-1,0,-713547,-231841723] 1 1 [] X1
+394254 m 1 [1,-1,0,-59502,-5572652] 1 1 [] X1
+394254 m 2 [1,-1,0,18723,-18878203] 1 1 [] X1
+394254 n 1 [1,-1,0,-2067,49013] 1 1 [] X1
+394254 o 1 [1,-1,0,-108642,13801108] 1 1 [] X1
+394254 o 2 [1,-1,0,-367362,-70207628] 1 1 [] X1
+394254 p 1 [1,-1,0,-94677,-4258675] 1 1 [] X1
+394254 q 1 [1,-1,0,85986,129304692] 1 1 [] X1
+394254 r 1 [1,-1,0,-263139,286872277] 1 1 [] X1
+394254 s 1 [1,-1,0,-1626,-127436] 1 1 [] X1
+394254 t 1 [1,-1,0,-13767588,-19712561072] 1 1 [] X1
+394254 u 1 [1,-1,0,-2508,96592] 1 1 [] X1
+394254 v 1 [1,-1,0,-267990,53478368] 1 1 [] X1
+394254 w 1 [1,-1,0,-135,-617] 1 1 [] X1
+394254 x 1 [1,-1,0,-5385,153453] 1 1 [] X1
+394254 y 1 [1,-1,0,-10005,221003] 1 1 [] X1
+394254 z 1 [1,-1,0,-5149860,-4496689072] 1 1 [] X1
+394254 ba 1 [1,-1,1,-572207,166734775] 1 1 [] X1
+394254 bb 1 [1,-1,1,-48467,-4094765] 1 1 [] X1
+394254 bc 1 [1,-1,1,-1112,-7815] 1 1 [] X1
+394254 bd 1 [1,-1,1,-1217,17875] 1 1 [] X1
+394254 be 1 [1,-1,1,-29777,-1970755] 1 1 [] X1
+394254 bf 1 [1,-1,1,-22574,-2585411] 1 1 [] X1
+394254 bg 1 [1,-1,1,-123908294,532363057237] 1 1 [] X1
+394254 bh 1 [1,-1,1,-14636,3455407] 1 1 [] X1
+394254 bi 1 [1,-1,1,-2368253,-7743183227] 1 1 [] X1
+394254 bj 1 [1,-1,1,773872,-3492000557] 1 1 [] X1
+394254 bk 1 [1,-1,1,-10520,161235] 1 1 [] X1
+394254 bl 1 [1,-1,1,-977780,-371652137] 1 1 [] X1
+394254 bl 2 [1,-1,1,-3306260,1898912215] 1 1 [] X1
+394254 bm 1 [1,-1,1,101935,-239789119] 1 1 [] X1
+394254 bm 2 [1,-1,1,-26240465,-51739532351] 1 1 [] X1
+394254 bn 1 [1,-1,1,-11255,618895] 1 1 [] X1
+394254 bo 1 [1,-1,1,-131060,-18231209] 1 1 [] X1
+394254 bp 1 [1,-1,1,-6421925,6266148445] 1 1 [] X1
+394254 bq 1 [1,-1,1,-230,-1739] 1 1 [] X1
+394254 br 1 [1,-1,1,2080,698499] 1 1 [] X1
+394254 br 2 [1,-1,1,-535520,150997123] 1 1 [] X1
+394254 bs 1 [1,-1,1,14470,12639673] 1 1 [] X1
+394254 bt 1 [1,-1,1,295,-36935] 1 1 [] X1
+394254 bu 1 [1,-1,1,15793,10176247] 1 1 [] X1
+394254 bv 1 [1,-1,1,-2729,97633] 1 1 [] X1
+394254 bw 1 [1,-1,1,-461,7669] 1 1 [] X1
+394254 bx 1 [1,-1,1,-2374868,1409254039] 1 1 [] X1
+394254 by 1 [1,-1,1,-608,5919] 1 1 [] X1
+394254 bz 1 [1,-1,1,-59618,-6011981] 1 1 [] X1
+394255 a 1 [1,-1,1,8,-366] 3 2 [[1,1,0,1]] X6
+394255 a 2 [1,-1,1,-717,-7036] 3 2 [[1,1,0,1]] X6
+394255 b 1 [1,1,1,-185,-2138] 3 2 [[1,1,0,1]] X6
+394255 b 2 [1,1,1,-3810,-92038] 3 2 [[1,1,0,1]] X6
+394256 a 1 [0,0,0,-24806227,47571965458] 1 1 [] X1
+394256 b 1 [0,-1,0,8,-1936] 1 1 [] X1
+394256 c 1 [0,-1,0,-260,1708] 1 1 [] X1
+394256 d 1 [0,0,0,-336739,-75212190] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+394256 d 2 [0,0,0,-336419,-75362270] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+394256 e 1 [0,0,0,27965,1334978] 1 1 [] X1
+394256 f 1 [0,0,0,473,2978] 1 1 [] X1
+394257 a 1 [0,1,1,221,709] 1 1 [] X1
+394260 a 1 [0,-1,0,-3405,5742] 3 2 [[1,1,0,1]] X6
+394260 a 2 [0,-1,0,-36260,-2635800] 3 2 [[1,1,0,1]] X6
+394260 b 1 [0,-1,0,3535,32850] 1 1 [] X1
+394260 c 1 [0,1,0,899,30140] 1 1 [] X1
+394260 d 1 [0,1,0,-18741,-993780] 1 1 [] X1
+394260 e 1 [0,1,0,-4809505,4058189600] 1 1 [] X1
+394260 f 1 [0,1,0,3435,-143712] 3 2 [[1,1,0,1]] X6
+394260 f 2 [0,1,0,-29420,-1641900] 3 2 [[1,1,0,1]] X6
+394261 a 1 [0,1,1,-568,4932] 1 1 [] X1
+394261 b 1 [0,1,1,-9408,-354387] 1 1 [] X1
+394262 a 1 [1,-1,0,-34253,-742555] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394262 a 2 [1,-1,0,129587,-5887131] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394262 b 1 [1,0,1,-386,2956] 1 1 [] X1
+394262 c 1 [1,0,1,-65280,6413646] 1 1 [] X1
+394262 d 1 [1,1,0,-164974,26381652] 1 1 [] X1
+394263 a 1 [0,0,1,-129,310] 1 1 [] X1
+394264 a 1 [0,1,0,-120,-416] 1 1 [] X1
+394264 b 1 [0,0,0,-79,-2238] 1 1 [] X1
+394266 a 1 [1,0,1,-31871,-2191534] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394266 a 2 [1,0,1,-37631,-1345966] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394266 b 1 [1,0,1,-531,11764] 1 1 [] X1
+394266 b 2 [1,0,1,4644,-272654] 1 1 [] X1
+394266 c 1 [1,1,1,-3239,-186019] 3 2 [[1,1,0,1]] X6
+394266 c 2 [1,1,1,-72359,-7512739] 3 2 [[1,1,0,1]] X6
+394267 a 1 [1,-1,0,-15116,721295] 1 1 [] X1
+394270 a 1 [1,0,1,-20933229,-36865731544] 3 2 [[1,1,0,1]] X6
+394270 a 2 [1,0,1,-334931629,-2359323497304] 3 2 [[1,1,0,1]] X6
+394270 b 1 [1,0,1,-73039,-5140734] 1 1 [] X1
+394270 c 1 [1,0,1,-49789,4270552] 1 1 [] X1
+394270 c 2 [1,0,1,-140604,-14921094] 1 1 [] X1
+394270 d 1 [1,1,0,-383667,-91427731] 1 1 [] X1
+394270 e 1 [1,0,0,-35,-55] 1 1 [] X1
+394272 a 1 [0,0,0,-2858472,-1859978160] 1 1 [] X1
+394272 b 1 [0,0,0,-455877,0] inf inf [] CM
+394272 b 2 [0,0,0,1823508,0] inf inf [] CM
+394272 c 1 [0,0,0,36963,0] inf inf [] CM
+394272 c 2 [0,0,0,-147852,0] inf inf [] CM
+394272 d 1 [0,0,0,-2858472,1859978160] 1 1 [] X1
+394272 e 1 [0,0,0,-444,2242496] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+394272 f 1 [0,0,0,-444,4736] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+394272 g 1 [0,0,0,-444,-4736] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+394272 h 1 [0,0,0,-444,-2242496] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+394272 i 1 [0,0,0,193029,55616994] 1 1 [] X1
+394272 j 1 [0,0,0,-12321,0] inf inf [] CM
+394272 j 2 [0,0,0,-135531,19146834] inf inf [] CM
+394272 j 3 [0,0,0,49284,0] inf inf [] CM
+394272 j 4 [0,0,0,-135531,-19146834] inf inf [] CM
+394272 k 1 [0,0,0,999,0] inf inf [] CM
+394272 k 2 [0,0,0,-3996,0] inf inf [] CM
+394272 l 1 [0,0,0,151959,0] inf inf [] CM
+394272 l 2 [0,0,0,-607836,0] inf inf [] CM
+394272 m 1 [0,0,0,193029,-55616994] 1 1 [] X1
+394272 n 1 [0,0,0,-718725,-218010512] 3 2 [[1,1,0,1]] X6
+394272 n 2 [0,0,0,-2382060,1160561536] 3 2 [[1,1,0,1]] X6
+394272 o 1 [0,0,0,-58931568885,5506238262039208] 3 2 [[1,1,0,1]] X6
+394272 o 2 [0,0,0,-942895984620,352406404886952256] 3 2 [[1,1,0,1]] X6
+394272 p 1 [0,0,0,759795,-164926168] 1 1 [] X1
+394272 q 1 [0,0,0,555,-3256] 1 1 [] X1
+394272 r 1 [0,0,0,-18235080,29956589424] 1 1 [] X1
+394272 s 1 [0,0,0,-102675,20159894] 1 1 [] X1
+394272 t 1 [0,0,0,-13320,591408] 1 1 [] X1
+394272 u 1 [0,0,0,-164280,810448] 1 1 [] X1
+394272 v 1 [0,0,0,-164280,-810448] 1 1 [] X1
+394272 w 1 [0,0,0,-18235080,-29956589424] 1 1 [] X1
+394272 x 1 [0,0,0,-102675,-20159894] 1 1 [] X1
+394272 y 1 [0,0,0,-13320,-591408] 1 1 [] X1
+394272 z 1 [0,0,0,759795,164926168] 1 1 [] X1
+394272 ba 1 [0,0,0,555,3256] 1 1 [] X1
+394272 bb 1 [0,0,0,-58931568885,-5506238262039208] 3 2 [[1,1,0,1]] X6
+394272 bb 2 [0,0,0,-942895984620,-352406404886952256] 3 2 [[1,1,0,1]] X6
+394272 bc 1 [0,0,0,-718725,218010512] 3 2 [[1,1,0,1]] X6
+394272 bc 2 [0,0,0,-2382060,-1160561536] 3 2 [[1,1,0,1]] X6
+394272 bd 1 [0,0,0,-28749,-1013060] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+394272 bd 2 [0,0,0,-213564,37280608] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394272 bd 3 [0,0,0,94461,-7395338] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+394272 bd 4 [0,0,0,-398379,-96747230] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394272 be 1 [0,0,0,-603729,180527292] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394272 be 2 [0,0,0,-542124,218820960] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394272 bf 1 [0,0,0,1737261,-1501658838] 1 1 [] X1
+394272 bg 1 [0,0,0,111,0] inf inf [] CM
+394272 bg 2 [0,0,0,-444,0] inf inf [] CM
+394272 bh 1 [0,0,0,1367631,0] inf inf [] CM
+394272 bh 2 [0,0,0,-5470524,0] inf inf [] CM
+394272 bi 1 [0,0,0,1737261,1501658838] 1 1 [] X1
+394272 bj 1 [0,0,0,-603729,-180527292] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394272 bj 2 [0,0,0,-542124,-218820960] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394272 bk 1 [0,0,0,-28749,1013060] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+394272 bk 2 [0,0,0,-398379,96747230] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394272 bk 3 [0,0,0,94461,7395338] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+394272 bk 4 [0,0,0,-213564,-37280608] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394272 bl 1 [0,0,0,-607836,113589149888] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+394272 bm 1 [0,0,0,-607836,239892608] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+394272 bn 1 [0,0,0,-607836,-239892608] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+394272 bo 1 [0,0,0,-607836,-113589149888] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+394272 bp 1 [0,0,0,-12912408,-17833908240] 1 1 [] X1
+394272 bq 1 [0,0,0,-333,0] inf inf [] CM
+394272 bq 2 [0,0,0,1332,0] inf inf [] CM
+394272 br 1 [0,0,0,4107,0] inf inf [] CM
+394272 br 2 [0,0,0,-16428,0] inf inf [] CM
+394272 bs 1 [0,0,0,-12912408,17833908240] 1 1 [] X1
+394273 a 1 [1,-1,0,-88,-165] 3 2 [[1,1,0,1]] X6
+394273 a 2 [1,-1,0,277,-1406] 3 2 [[1,1,0,1]] X6
+394275 a 1 [1,1,1,-5453,-157264] 1 1 [] X1
+394275 b 1 [1,0,0,-6555763,6460035392] 3 2 [[1,1,0,1]] X6
+394275 b 2 [1,0,0,-6282388,7023461267] 3 2 [[1,1,0,1]] X6
+394275 c 1 [1,0,0,-223,-1288] 3 2 [[1,1,0,1]] X6
+394275 c 2 [1,0,0,-48,-3213] 3 2 [[1,1,0,1]] X6
+394275 d 1 [0,-1,1,-1533,24218] 1 1 [] X1
+394275 e 1 [1,1,0,-287500,-59454125] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394275 e 2 [1,1,0,-287625,-59400000] 6 2 [] X8
+394275 e 3 [1,1,0,-381500,-17437875] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394275 e 4 [1,1,0,-195750,-97895625] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394275 f 1 [1,1,0,-5575,-161000] 3 2 [[1,1,0,1]] X6
+394275 f 2 [1,1,0,-1200,-401625] 3 2 [[1,1,0,1]] X6
+394275 g 1 [1,0,1,-46126,3598523] 3 2 [[1,1,0,1]] X6
+394275 g 2 [1,0,1,-140001,-15739727] 3 2 [[1,1,0,1]] X6
+394275 h 1 [1,0,1,-136326,-19385327] 1 1 [] X1
+394278 a 1 [1,1,1,-332,-4147] 1 1 [] X1
+394278 b 1 [1,1,1,-169,-1501] 1 1 [] X1
+394278 c 1 [1,0,0,-1387,-19987] 3 2 [[1,1,0,1]] X6
+394278 c 2 [1,0,0,-1657,-11725] 3 2 [[1,1,0,1]] X6
+394282 a 1 [1,0,1,-60,-390] 1 1 [] X1
+394284 a 1 [0,-1,0,-4764,133992] 1 1 [] X1
+394284 b 1 [0,1,0,-2905,-61216] 3 2 [[1,1,0,1]] X6
+394284 b 2 [0,1,0,-3420,-38556] 3 2 [[1,1,0,1]] X6
+394284 c 1 [0,1,0,-19261,1024991] 1 1 [] X1
+394284 d 1 [0,1,0,-353,2364] 3 2 [[1,1,0,1]] X6
+394284 d 2 [0,1,0,-868,-6700] 3 2 [[1,1,0,1]] X6
+394288 a 1 [0,1,0,-624,6100] 1 1 [] X1
+394288 b 1 [0,1,0,816,2260] 1 1 [] X1
+394288 c 1 [0,0,0,-224,17456] 1 1 [] X1
+394288 d 1 [0,0,0,-299,-1446] 1 1 [] X1
+394288 e 1 [0,0,0,-331,-966] 3 2 [[1,1,0,1]] X6
+394288 e 2 [0,0,0,1189,-7350] 3 2 [[1,1,0,1]] X6
+394288 f 1 [0,0,0,-2028851,1112303602] 1 1 [] X1
+394288 g 1 [0,0,0,-1243,-630] 3 2 [[1,1,0,1]] X6
+394288 g 2 [0,0,0,-13403,595210] 3 2 [[1,1,0,1]] X6
+394288 h 1 [0,-1,0,-36819302437,2719339355948301] 1 1 [] X1
+394288 i 1 [0,-1,0,-27672,-1762576] 1 1 [] X1
+394288 j 1 [0,-1,0,-22609,1316100] 1 1 [] X1
+394288 k 1 [0,-1,0,-3896,-91408] 1 1 [] X1
+394288 l 1 [0,-1,0,-149136,-21763648] 1 1 [] X1
+394288 m 1 [0,-1,0,-3045,-65971] 1 1 [] X1
+394289 a 1 [1,1,0,-465,7952] 3 2 [[1,1,0,1]] X6
+394289 a 2 [1,1,0,-9550,354999] 3 2 [[1,1,0,1]] X6
+394290 a 1 [1,-1,0,-1935,-65259] 1 1 [] X1
+394290 b 1 [1,-1,0,-655380,-206506800] 1 1 [] X1
+394290 c 1 [1,-1,0,-48345,4155821] 3 2 [[1,1,0,1]] X6
+394290 c 2 [1,-1,0,-776265,263440925] 3 2 [[1,1,0,1]] X6
+394290 d 1 [1,-1,0,52275,11233125] 3 2 [[1,1,0,1]] X6
+394290 d 2 [1,-1,0,-547725,137593125] 3 2 [[1,1,0,1]] X6
+394290 e 1 [1,-1,0,212490,-13875084] 1 1 [] X1
+394290 e 2 [1,-1,0,-2437110,1715991156] 1 1 [] X1
+394290 f 1 [1,-1,0,-13905,633501] 3 2 [[1,1,0,1]] X6
+394290 f 2 [1,-1,0,-9225,1063125] 3 2 [[1,1,0,1]] X6
+394290 g 1 [1,-1,0,-393120,-94812800] 1 1 [] X1
+394290 h 1 [1,-1,0,270,-15660] 1 1 [] X1
+394290 i 1 [1,-1,0,225,8671] 1 1 [] X1
+394290 j 1 [1,-1,0,-327915,72357381] 1 1 [] X1
+394290 k 1 [1,-1,0,-27474135,-118847167075] 1 1 [] X1
+394290 l 1 [1,-1,0,-390975,3210027011] 1 1 [] X1
+394290 m 1 [1,-1,0,-231975,39076861] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+394290 m 2 [1,-1,0,292905,190137325] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+394290 n 1 [1,-1,0,-1404,-657072] 1 1 [] X1
+394290 n 2 [1,-1,0,12636,17732520] 1 1 [] X1
+394290 o 1 [1,-1,0,-50724,3801168] 3 2 [[1,1,0,1]] X6
+394290 o 2 [1,-1,0,-219204,-35724240] 3 2 [[1,1,0,1]] X6
+394290 p 1 [1,-1,0,-1127924079,14580630851885] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394290 p 2 [1,-1,0,-1127739759,14585634292013] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394290 q 1 [1,-1,0,-204759,15501213] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394290 q 2 [1,-1,0,728361,116838045] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394290 r 1 [1,-1,0,-1959,-317187] 3 2 [[1,1,0,1]] X6
+394290 r 2 [1,-1,0,-82839,-9100755] 3 2 [[1,1,0,1]] X6
+394290 s 1 [1,-1,0,-2527434,-1546068060] 3 2 [[1,1,0,1]] X6
+394290 s 2 [1,-1,0,-40439934,-98973610560] 3 2 [[1,1,0,1]] X6
+394290 t 1 [1,-1,0,-422784,238158688] 1 1 [] X1
+394290 u 1 [1,-1,0,-30141369,57638452333] 3 2 [[1,1,0,1]] X6
+394290 u 2 [1,-1,0,-112022649,-393740291795] 3 2 [[1,1,0,1]] X6
+394290 v 1 [1,-1,0,-239859,-45572787] 1 1 [] X1
+394290 w 1 [1,-1,0,-64702764,200352804048] 3 2 [[1,1,0,1]] X6
+394290 w 2 [1,-1,0,-1035262764,12821320932048] 3 2 [[1,1,0,1]] X6
+394290 x 1 [1,-1,0,-99,-3915] 1 1 [] X1
+394290 y 1 [1,-1,0,1026126,565648218] 1 1 [] X1
+394290 z 1 [1,-1,0,-23311689,42789096845] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394290 z 2 [1,-1,0,-2747769,115614163133] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394290 ba 1 [1,-1,0,8811,86215] 1 1 [] X1
+394290 bb 1 [1,-1,1,2317,33477] 1 1 [] X1
+394290 bc 1 [1,-1,1,2632,123707] 1 1 [] X1
+394290 bd 1 [1,-1,1,-13628273,-19361263903] 3 2 [[1,1,0,1]] X6
+394290 bd 2 [1,-1,1,-218052473,-1239283119823] 3 2 [[1,1,0,1]] X6
+394290 be 1 [1,-1,1,7537,-8856169] 3 2 [[1,1,0,1]] X6
+394290 be 2 [1,-1,1,-599063,-174094009] 3 2 [[1,1,0,1]] X6
+394290 bf 1 [1,-1,1,-17633,8581681] 3 2 [[1,1,0,1]] X6
+394290 bf 2 [1,-1,1,-745553,246465937] 3 2 [[1,1,0,1]] X6
+394290 bg 1 [1,-1,1,-9518,436281] 3 2 [[1,1,0,1]] X6
+394290 bg 2 [1,-1,1,-161168,24942921] 3 2 [[1,1,0,1]] X6
+394290 bh 1 [1,-1,1,75937,-1922167969] 1 1 [] X1
+394290 bh 2 [1,-1,1,-683438,51898990781] 1 1 [] X1
+394290 bi 1 [1,-1,1,-22133,1312327] 1 1 [] X1
+394290 bj 1 [1,-1,1,112,5217] 1 1 [] X1
+394290 bk 1 [1,-1,1,-116888,-8200730469] 1 1 [] X1
+394290 bl 1 [1,-1,1,-78413,-8431779] 1 1 [] X1
+394290 bm 1 [1,-1,1,-6572,-50129] 3 2 [[1,1,0,1]] X6
+394290 bm 2 [1,-1,1,-81452,-8915921] 3 2 [[1,1,0,1]] X6
+394290 bn 1 [1,-1,1,-160997,-25388931] 1 1 [] X1
+394290 bo 1 [1,-1,1,470473,-303764849] 3 2 [[1,1,0,1]] X6
+394290 bo 2 [1,-1,1,-4929527,-3710084849] 3 2 [[1,1,0,1]] X6
+394290 bp 1 [1,-1,1,-5372,-152129] 3 2 [[1,1,0,1]] X6
+394290 bp 2 [1,-1,1,-86252,-9728321] 3 2 [[1,1,0,1]] X6
+394290 bq 1 [1,-1,1,58,-10011] 1 1 [] X1
+394290 br 1 [1,-1,1,-541832,156116139] 1 1 [] X1
+394290 bs 1 [1,-1,1,-70322,7195569] 1 1 [] X1
+394290 bt 1 [1,-1,1,-5954049662,-176834791094259] 1 1 [] X1
+394290 bu 1 [1,-1,1,-697187,-223874909] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394290 bu 2 [1,-1,1,-743267,-192558941] 6 2 [] X8
+394290 bu 3 [1,-1,1,-3906947,2807875171] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394290 bu 4 [1,-1,1,1683133,-1189324061] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394290 bv 1 [1,-1,1,-784022,-283338331] 1 1 [] X1
+394290 bw 1 [1,-1,1,-6827,222149] 1 1 [] X1
+394290 bx 1 [1,-1,1,-43442,-118875409] 1 1 [] X1
+394290 by 1 [1,-1,1,-3052682,4402764489] 1 1 [] X1
+394292 a 1 [0,1,0,-2197,-40377] 1 1 [] X1
+394292 b 1 [0,0,0,-2384,-44803] 1 1 [] X1
+394292 c 1 [0,-1,0,-333,2441] 1 1 [] X1
+394293 a 1 [0,-1,1,-49,114] 1 1 [] X1
+394294 a 1 [1,0,1,-2517,-50016] 1 1 [] X1
+394296 a 1 [0,1,0,-64,-544] 1 1 [] X1
+394297 a 1 [0,-1,1,-1689,30591] 1 1 [] X1
+394298 a 1 [1,0,1,-128,-506] 1 1 [] X1
+394298 b 1 [1,-1,1,-5391,149373] 1 1 [] X1
+394299 a 1 [0,0,1,-1443,-21240] 1 1 [] X1
+394299 b 1 [0,0,1,3858,-43529] 1 1 [] X1
+394300 a 1 [0,1,0,-258,2113] 1 1 [] X1
+394300 b 1 [0,-1,0,-12708,-526088] 1 1 [] X1
+394300 c 1 [0,1,0,-508,-4412] 1 1 [] X1
+394301 a 1 [0,1,1,-997,5432] 1 1 [] X1
+394301 a 2 [0,1,1,-39827,-3072375] 1 1 [] X1
+394302 a 1 [1,1,0,-5,-93] 1 1 [] X1
+394302 b 1 [1,0,1,-38009,-2855140] 1 1 [] X1
+394302 c 1 [1,0,1,-110842,-14212948] 1 1 [] X1
+394302 d 1 [1,1,1,-47422,3955067] 1 1 [] X1
+394302 e 1 [1,1,1,-1046176,-412301113] 1 1 [] X1
+394302 f 1 [1,1,1,-69151,6943685] 1 1 [] X1
+394303 a 1 [0,0,1,-2210243,10272073362] 1 1 [] X1
+394304 a 1 [0,1,0,703,38431] 1 1 [] X1
+394304 b 1 [0,0,0,-74,-66] 1 1 [] X1
+394304 c 1 [0,0,0,-74,66] 1 1 [] X1
+394304 d 1 [0,-1,0,703,-38431] 1 1 [] X1
+394305 a 1 [0,-1,1,-21170561,-37485634708] 1 1 [] X1
+394306 a 1 [1,0,1,-1060,5316] 1 1 [] X1
+394306 b 1 [1,0,0,-574,4164] 1 1 [] X1
+394306 c 1 [1,0,0,-55,363] 1 1 [] X1
+394307 a 1 [0,0,1,-2860,215422] 1 1 [] X1
+394307 b 1 [0,0,1,26,-572] 1 1 [] X1
+394307 c 1 [0,0,1,11,-27] 1 1 [] X1
+394309 a 1 [0,-1,1,-22,-20] 1 1 [] X1
+394310 a 1 [1,-1,0,-88340,8545520] 1 1 [] X1
+394310 b 1 [1,-1,0,-29,13] 1 1 [] X1
+394310 c 1 [1,0,1,326,3316] 1 1 [] X1
+394310 d 1 [1,1,0,-405167,99097061] 1 1 [] X1
+394310 e 1 [1,-1,0,-1544359,-739938787] 1 1 [] X1
+394310 f 1 [1,0,0,-1126,14430] 1 1 [] X1
+394310 g 1 [1,0,0,-20180,1101712] 1 1 [] X1
+394310 h 1 [1,-1,1,-380767,-68257209] 1 1 [] X1
+394310 i 1 [1,0,0,-2415,45497] 1 1 [] X1
+394310 j 1 [1,0,0,-88349450,-6663124097500] 1 1 [] X1
+394310 k 1 [1,1,1,-857010,305010137] 1 1 [] X1
+394314 a 1 [1,1,0,6958,785460] 1 1 [] X1
+394314 b 1 [1,1,0,-48,-360] 1 1 [] X1
+394314 c 1 [1,0,1,290,-304] 1 1 [] X1
+394315 a 1 [1,1,1,-11945,511270] 3 2 [[1,1,0,1]] X6
+394315 a 2 [1,1,1,-192570,32445770] 3 2 [[1,1,0,1]] X6
+394316 a 1 [0,0,0,56,180] 1 1 [] X1
+394317 a 1 [0,0,1,-58413,-5592258] 1 1 [] X1
+394317 b 1 [0,0,1,-838116,295230467] 1 1 [] X1
+394317 c 1 [0,0,1,-1686,-26478] 1 1 [] X1
+394317 d 1 [0,0,1,-423,-8593] 1 1 [] X1
+394319 a 1 [1,1,1,-180,854] 1 1 [] X1
+394320 a 1 [0,-1,0,32404,977271] 1 1 [] X1
+394320 b 1 [0,-1,0,-16841,846840] 1 1 [] X1
+394320 c 1 [0,-1,0,-486,-3969] 1 1 [] X1
+394320 d 1 [0,-1,0,-328206,78578631] 1 1 [] X1
+394320 e 1 [0,-1,0,-25631,1587990] 1 1 [] X1
+394320 f 1 [0,-1,0,75879,-4210155] 1 1 [] X1
+394320 g 1 [0,-1,0,-9873841,11945298541] 1 1 [] X1
+394320 h 1 [0,-1,0,-11541,-637155] 1 1 [] X1
+394320 h 2 [0,-1,0,90219,7615581] 1 1 [] X1
+394320 i 1 [0,-1,0,-6216,-107280] 1 1 [] X1
+394320 i 2 [0,-1,0,-222456,40454256] 1 1 [] X1
+394320 j 1 [0,-1,0,-4336,115216] 3 2 [[1,1,0,1]] X6
+394320 j 2 [0,-1,0,-70056,7160400] 3 2 [[1,1,0,1]] X6
+394320 k 1 [0,-1,0,-21,681] 1 1 [] X1
+394320 l 1 [0,-1,0,-6012197656,160017563179456] 1 1 [] X1
+394320 m 1 [0,-1,0,939,-49635] 1 1 [] X1
+394320 n 1 [0,-1,0,-1676,-25824] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394320 n 2 [0,-1,0,-2176,-8624] 6 2 [] X8
+394320 n 3 [0,-1,0,-20776,1152016] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394320 n 4 [0,-1,0,8424,-76464] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394320 o 1 [0,-1,0,-2741,-61059] 1 1 [] X1
+394320 p 1 [0,-1,0,-8294821,-9194280455] 1 1 [] X1
+394320 p 2 [0,-1,0,3382139,-32331352439] 1 1 [] X1
+394320 q 1 [0,-1,0,8024,-19594640] 3 2 [[1,1,0,1]] X6
+394320 q 2 [0,-1,0,-1043496,-401506704] 3 2 [[1,1,0,1]] X6
+394320 r 1 [0,-1,0,-195201,33262701] 1 1 [] X1
+394320 s 1 [0,-1,0,-71616,7400655] 1 1 [] X1
+394320 t 1 [0,-1,0,4,51] 1 1 [] X1
+394320 u 1 [0,-1,0,-4996,137296] 1 1 [] X1
+394320 v 1 [0,-1,0,-96,-240] 1 1 [] X1
+394320 w 1 [0,-1,0,-30076456,63497484400] 1 1 [] X1
+394320 x 1 [0,-1,0,40399,1189485] 1 1 [] X1
+394320 y 1 [0,-1,0,-6881416,-6945772304] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394320 y 2 [0,-1,0,-6963336,-6771839760] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394320 y 3 [0,-1,0,-19264136,23753825520] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394320 y 4 [0,-1,0,4026744,-26167132944] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394320 z 1 [0,-1,0,-1705,-25328] 1 1 [] X1
+394320 ba 1 [0,-1,0,-9260,-339888] 1 1 [] X1
+394320 bb 1 [0,-1,0,-58040,-4862400] 1 1 [] X1
+394320 bc 1 [0,-1,0,-54624100,856279178752] 3 2 [[1,1,0,1]] X6
+394320 bc 2 [0,-1,0,-1728282480,27550460876400] 3 2 [[1,1,0,1]] X6
+394320 bd 1 [0,-1,0,-1125,-14148] 1 1 [] X1
+394320 bd 2 [0,-1,0,-3525,64632] 1 1 [] X1
+394320 be 1 [0,-1,0,-115,430] 1 1 [] X1
+394320 bf 1 [0,-1,0,-95085,-11671983] 1 1 [] X1
+394320 bg 1 [0,-1,0,-12440,-196368] 1 1 [] X1
+394320 bh 1 [0,-1,0,-596000,240480000] 1 1 [] X1
+394320 bi 1 [0,-1,0,440,-2465] 1 1 [] X1
+394320 bj 1 [0,-1,0,-9791235,-11786686650] 1 1 [] X1
+394320 bk 1 [0,-1,0,-850,-14873] 1 1 [] X1
+394320 bl 1 [0,-1,0,475,5625] 1 1 [] X1
+394320 bm 1 [0,-1,0,-6165,-252963] 1 1 [] X1
+394320 bn 1 [0,-1,0,-195685,-33468275] 1 1 [] X1
+394320 bo 1 [0,-1,0,-465160,-194704400] 3 2 [[1,1,0,1]] X6
+394320 bo 2 [0,-1,0,-8614440,-9726102288] 3 2 [[1,1,0,1]] X6
+394320 bp 1 [0,-1,0,8760,3755475] 1 1 [] X1
+394320 bq 1 [0,-1,0,-5025,-90000] 1 1 [] X1
+394320 br 1 [0,-1,0,4238410,585157047] 1 1 [] X1
+394320 bs 1 [0,1,0,-218416,-24043180] 3 2 [[1,1,0,1]] X6
+394320 bs 2 [0,1,0,-1498416,688148820] 3 2 [[1,1,0,1]] X6
+394320 bt 1 [0,1,0,134424,-36475596] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394320 bt 2 [0,1,0,-1176296,-415535820] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394320 bt 3 [0,1,0,-5323496,4330519860] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394320 bt 4 [0,1,0,-18000616,-29400474316] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394320 bu 1 [0,1,0,-985976,-20722476] 1 1 [] X1
+394320 bv 1 [0,1,0,-137196,19341180] 1 1 [] X1
+394320 bw 1 [0,1,0,379559,104983859] 1 1 [] X1
+394320 bx 1 [0,1,0,11259,-761805] 1 1 [] X1
+394320 by 1 [0,1,0,-1579136,-764322636] 3 2 [[1,1,0,1]] X6
+394320 by 2 [0,1,0,-1582336,-761072716] 3 2 [[1,1,0,1]] X6
+394320 bz 1 [0,1,0,-175311,-28308636] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394320 bz 2 [0,1,0,-189356,-23522100] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394320 bz 3 [0,1,0,-1076576,410505924] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394320 bz 4 [0,1,0,473144,-150987100] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394320 ca 1 [0,1,0,-201056,-34766700] 1 1 [] X1
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+394320 cg 1 [0,1,0,-2103776,1173476724] 3 2 [[1,1,0,1]] X6
+394320 cg 2 [0,1,0,-1827296,1493419380] 3 2 [[1,1,0,1]] X6
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+394320 ch 2 [0,1,0,-15000,668340] 3 2 [[1,1,0,1]] X6
+394320 ci 1 [0,1,0,-1480,2228] 1 1 [] X1
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+394320 cj 2 [0,1,0,-8220,283500] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394320 cj 3 [0,1,0,-5120,502980] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394320 cj 4 [0,1,0,-11400,40548] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394320 ck 1 [0,1,0,-13425,-558270] 1 1 [] X1
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+394326 a 1 [1,-1,0,-110898,-14186880] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+394350 cf 4 [1,0,0,-13159488,-18089505408] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+394350 cg 4 [1,0,0,-14654796838,-799595444971708] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+394452 a 1 [0,0,0,-1479,21566] 1 1 [] X1
+394454 a 1 [1,-1,1,13496,2374019] 1 1 [] X1
+394457 a 1 [0,1,1,-169,921] 1 1 [] X1
+394458 a 1 [1,1,0,-119244,-15898800] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394458 a 2 [1,1,0,-120524,-15541680] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394458 a 3 [1,1,0,-322364,49814112] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394458 a 4 [1,1,0,60836,-58016192] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394458 b 1 [1,0,0,29,-841] 1 1 [] X1
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+394460 a 1 [0,1,0,-2581,-83481] 1 1 [] X1
+394460 b 1 [0,-1,0,-1199876,507012376] 1 1 [] X1
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+394460 g 1 [0,-1,0,-177525,-28730623] 1 1 [] X1
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+394462 a 1 [1,-1,0,-85079930,-302034532428] 1 1 [] X1
+394464 a 1 [0,-1,0,-554,-4776] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394464 a 2 [0,-1,0,-64,-13400] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394464 b 1 [0,-1,0,99430792,-82211585724] 1 1 [] X1
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+394464 f 1 [0,1,0,-554,4776] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+394464 g 1 [0,1,0,99430792,82211585724] 1 1 [] X1
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+394464 j 1 [0,1,0,-246,-28908] 3 2 [[1,1,0,1]] X6
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+394468 a 1 [0,1,0,-34,37] 1 1 [] X1
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+394469 a 1 [1,0,1,-1994,34093] 1 1 [] X1
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+394470 f 1 [1,-1,1,12418,296461] 1 1 [] X1
+394471 a 1 [0,1,1,-1022,-10278] 1 1 [] X1
+394471 b 1 [0,0,1,-1301,18028] 1 1 [] X1
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+394471 g 1 [1,-1,0,-911,4384] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394471 g 2 [1,-1,0,-11956,505827] 6 2 [] X8
+394471 g 3 [1,-1,0,-191261,32242812] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394471 g 4 [1,-1,0,-9371,728654] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394472 a 1 [0,0,0,-1039,10098] 6 4 [[1,1,0,1],[3,0,2,1]] X9
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+394473 a 1 [0,1,1,-1,-53] 1 1 [] X1
+394474 a 1 [1,0,1,-1907855,1013683650] 1 1 [] X1
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+394474 c 1 [1,1,1,-2251,-46379] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394474 c 2 [1,1,1,-37061,-2761559] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394475 a 1 [1,-1,1,245,-878] 1 1 [] X1
+394475 b 1 [1,-1,0,-542,-5009] 1 1 [] X1
+394476 a 1 [0,1,0,-77,58719] 1 1 [] X1
+394478 a 1 [1,-1,0,1444,37968] 1 1 [] X1
+394478 b 1 [1,-1,0,-34004,-2405424] 1 1 [] X1
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+394480 a 1 [0,0,0,602,41847] 3 2 [[1,1,0,1]] X6
+394480 a 2 [0,0,0,-15023,676222] 3 2 [[1,1,0,1]] X6
+394480 b 1 [0,0,0,-83,818] 1 1 [] X1
+394482 a 1 [1,1,0,-3973060941,62721363336669] 3 2 [[1,1,0,1]] X6
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+394482 p 2 [1,0,1,-99133480,-68562186634] 6 2 [] X8
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+394482 p 4 [1,0,1,389290280,-543700820362] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394482 q 1 [1,1,1,-695,8381] 1 1 [] X1
+394482 r 1 [1,1,1,383861,31107557] 1 1 [] X1
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+394482 u 1 [1,0,0,-21989,1239069] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+394485 a 1 [0,-1,1,-2104016,-1173979378] 1 1 [] X1
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+394485 g 2 [1,1,1,-26086591,-7049655316] 24 8 [[1,2,0,1],[7,0,0,7],[7,0,0,1],[7,0,0,3],[5,0,0,1]] X96
+394485 g 3 [1,1,1,103248134,-55989915256] 24 16 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X118
+394485 g 4 [1,1,1,-307111636,-2067750105292] 24 4 [[3,0,0,3],[3,0,2,1]] X58
+394485 g 5 [1,1,1,-199417231,-3538726444306] 24 8 [[1,2,0,1],[7,0,0,7],[5,0,0,1],[3,0,0,3],[3,3,0,1]] X92
+394485 g 6 [1,1,1,-4911206761,-132475982063842] 24 8 [[1,2,0,1],[7,0,0,7],[7,0,0,1],[7,0,0,3],[5,0,0,1]] X96
+394485 g 7 [1,1,1,-4908627436,-132622079158762] 24 16 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X118
+394485 g 8 [1,1,1,-78579308086,-8478364648413622] 24 16 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X118
+394485 h 1 [1,1,1,65019,-270673062] 3 2 [[1,1,0,1]] X6
+394485 h 2 [1,1,1,-5904276,-5399491326] 3 2 [[1,1,0,1]] X6
+394485 i 1 [1,1,1,-7613711,33970750364] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 i 2 [1,1,1,-210816836,1174834375364] 6 2 [] X8
+394485 i 3 [1,1,1,-3370489961,75314668449614] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 i 4 [1,1,1,-302393711,54336363614] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 j 1 [1,1,1,-6,-456] 1 1 [] X1
+394485 k 1 [1,1,1,-31402746,237608592054] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394485 k 2 [1,1,1,-799334991,8679641347788] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+394485 k 3 [1,1,1,-12781816866,556202375151288] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394485 k 4 [1,1,1,-1103769036,1462362556164] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+394485 k 5 [1,1,1,4388645619,11671662916878] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394485 k 6 [1,1,1,-11467128411,-470646691787586] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394485 l 1 [1,1,1,-329466,126922734] 3 2 [[1,1,0,1]] X6
+394485 l 2 [1,1,1,-6298761,6079503708] 3 2 [[1,1,0,1]] X6
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+394485 m 2 [1,1,1,-539280,54439800] 6 2 [] X8
+394485 m 3 [1,1,1,-6982535,7093051562] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 m 4 [1,1,1,1996695,422663370] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 n 1 [1,1,1,-9827740,12349372580] 3 2 [[1,1,0,1]] X6
+394485 n 2 [1,1,1,-159060115,772061547230] 3 2 [[1,1,0,1]] X6
+394485 o 1 [1,1,1,-370215,82790700] 3 2 [[1,1,0,1]] X6
+394485 o 2 [1,1,1,-1033470,-297652368] 3 2 [[1,1,0,1]] X6
+394485 p 1 [1,0,0,-1281,16776] 3 2 [[1,1,0,1]] X6
+394485 p 2 [1,0,0,-3576,-60795] 3 2 [[1,1,0,1]] X6
+394485 q 1 [1,0,0,43344,19064511] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394485 q 2 [1,0,0,-859781,289460136] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+394485 q 3 [1,0,0,-13539656,19174865961] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394485 q 4 [1,0,0,-2629906,-1287013189] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+394485 q 5 [1,0,0,5917269,-7914492684] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394485 q 6 [1,0,0,-39499081,-95546745994] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394485 r 1 [1,0,0,-30351,-1997520] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 r 2 [1,0,0,-66476,3659655] 6 2 [] X8
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+394485 r 4 [1,0,0,215299,26596140] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 s 1 [1,0,0,-34006,2511611] 3 2 [[1,1,0,1]] X6
+394485 s 2 [1,0,0,-550381,157114286] 3 2 [[1,1,0,1]] X6
+394485 t 1 [1,0,0,-420790,215816867] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394485 t 2 [1,0,0,-8548915,9613554992] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394485 t 3 [1,0,0,-136756540,615548432267] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394485 t 4 [1,0,0,-10391290,5166430217] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394485 u 1 [1,0,0,-1740,-2227275] 1 1 [] X1
+394485 v 1 [0,-1,1,-6989561,-8556887533] 1 1 [] X1
+394485 w 1 [0,-1,1,66969,52666706] 1 1 [] X1
+394485 x 1 [0,-1,1,-215,-229] 1 1 [] X1
+394485 x 2 [0,-1,1,-13475,-597592] 1 1 [] X1
+394485 y 1 [0,-1,1,63521815,-579424460302] 1 1 [] X1
+394485 z 1 [0,-1,1,-445445,144487463] 1 1 [] X1
+394485 ba 1 [0,1,1,-1541,28865] 1 1 [] X1
+394485 bb 1 [0,1,1,219799,-117859420] 1 1 [] X1
+394485 bc 1 [0,1,1,-62231,-1497055] 1 1 [] X1
+394485 bc 2 [0,1,1,-3894371,-2959334314] 1 1 [] X1
+394485 bd 1 [0,1,1,19353945,258867651656] 1 1 [] X1
+394485 be 1 [0,1,1,-24185,-1750219] 1 1 [] X1
+394485 bf 1 [1,1,0,-75103,8071378] 1 1 [] X1
+394485 bg 1 [1,1,0,-2089178,1161411303] 3 2 [[1,1,0,1]] X6
+394485 bg 2 [1,1,0,-2087053,1163894578] 3 2 [[1,1,0,1]] X6
+394485 bh 1 [1,1,0,-41188,-3234557] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bh 2 [1,1,0,-42633,-2997288] 6 2 [] X8
+394485 bh 3 [1,1,0,-174128,24853353] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bh 4 [1,1,0,65742,-15633813] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bi 1 [1,1,0,-29207068,-82694996453] 3 2 [[1,1,0,1]] X6
+394485 bi 2 [1,1,0,-512719963,-4468253656682] 3 2 [[1,1,0,1]] X6
+394485 bj 1 [1,1,0,-14668,5489197] 1 1 [] X1
+394485 bk 1 [1,1,0,-3698772,-1598227869] 3 2 [[1,1,0,1]] X6
+394485 bk 2 [1,1,0,11654353,-11427298494] 3 2 [[1,1,0,1]] X6
+394485 bl 1 [1,1,0,-554452,204184789] 1 1 [] X1
+394485 bm 1 [1,1,0,1873,33744] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bm 2 [1,1,0,-11132,312051] 6 2 [] X8
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+394485 bm 4 [1,1,0,-67487,-6529446] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bn 1 [1,1,0,-209700862,-1169095985939] 1 1 [] X1
+394485 bo 1 [1,1,0,-8242,63511] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bo 2 [1,1,0,-79047,-8532216] 6 2 [] X8
+394485 bo 3 [1,1,0,-28472,-19244001] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bo 4 [1,1,0,-1262502,-546530859] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bp 1 [1,1,0,-1417117,652965664] 3 2 [[1,1,0,1]] X6
+394485 bp 2 [1,1,0,-22714972,41659855681] 3 2 [[1,1,0,1]] X6
+394485 bq 1 [1,0,1,-2174,-260269] 3 2 [[1,1,0,1]] X6
+394485 bq 2 [1,0,1,-75869,-8012983] 3 2 [[1,1,0,1]] X6
+394485 br 1 [1,0,1,-725609,-238002379] 1 1 [] X1
+394485 bs 1 [1,0,1,666861,64206961] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bs 2 [1,0,1,-2802584,524949257] 6 2 [] X8
+394485 bs 3 [1,0,1,-35302079,80642704331] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394485 bs 4 [1,0,1,-25814209,-50091421093] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+394550 k 1 [1,1,0,-2500,-70500] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394550 k 2 [1,1,0,-44750,-3661750] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394550 l 1 [1,1,0,-43125,78125] 1 1 [] X1
+394550 m 1 [1,-1,0,-217,-559] 1 1 [] X1
+394550 n 1 [1,0,0,812,8592] 1 1 [] X1
+394550 o 1 [1,0,0,-382537513,2879750125017] 1 1 [] X1
+394550 p 1 [1,1,1,-191113,-31440969] 1 1 [] X1
+394550 q 1 [1,1,1,-1638313,806507031] 1 1 [] X1
+394550 q 2 [1,1,1,27312,2348063281] 1 1 [] X1
+394550 r 1 [1,-1,1,-17830,-921103] 1 1 [] X1
+394550 s 1 [1,-1,1,50,57] 1 1 [] X1
+394550 t 1 [1,0,0,671662,61228292] 1 1 [] X1
+394550 u 1 [1,1,1,4437,288281] 3 2 [[1,1,0,1]] X6
+394550 u 2 [1,1,1,-47563,3512281] 3 2 [[1,1,0,1]] X6
+394550 v 1 [1,1,1,-5388,154781] 1 1 [] X1
+394550 w 1 [1,1,1,2997,-22279] 1 1 [] X1
+394550 x 1 [1,-1,1,-161730,-102103103] 1 1 [] X1
+394550 y 1 [1,-1,1,6120,406747] 1 1 [] X1
+394551 a 1 [1,-1,1,268,1702] 1 1 [] X1
+394551 b 1 [1,-1,0,30,-73] 1 1 [] X1
+394552 a 1 [0,1,0,-56,-187] 1 1 [] X1
+394554 a 1 [1,1,0,117566,-3790088] 1 1 [] X1
+394554 b 1 [1,1,0,-9566,-117528] 1 1 [] X1
+394554 c 1 [1,1,0,-5232791,4583818197] 1 1 [] X1
+394554 d 1 [1,0,1,2599,-53188] 1 1 [] X1
+394554 e 1 [1,0,1,-83,-286] 1 1 [] X1
+394554 f 1 [1,1,1,-1429723,-657151831] 3 2 [[1,1,0,1]] X6
+394554 f 2 [1,1,1,-1983483,-101841303] 3 2 [[1,1,0,1]] X6
+394554 g 1 [1,0,0,-10869,-437445] 1 1 [] X1
+394554 h 1 [1,0,0,-3981,93969] 1 1 [] X1
+394556 a 1 [0,-1,0,-26,-71] 1 1 [] X1
+394560 a 1 [0,0,0,-121548,-16310032] 1 1 [] X1
+394560 b 1 [0,0,0,-29148,1827472] 1 1 [] X1
+394560 b 2 [0,0,0,-2330748,1369591632] 1 1 [] X1
+394560 c 1 [0,0,0,-50988,-2331088] 1 1 [] X1
+394560 d 1 [0,0,0,-205608,-35884568] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394560 d 2 [0,0,0,-207228,-35290352] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394560 d 3 [0,0,0,-503148,88167472] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394560 d 4 [0,0,0,62772,-120718352] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394560 e 1 [0,0,0,-48108,5380432] 3 2 [[1,1,0,1]] X6
+394560 e 2 [0,0,0,-837228,294829648] 3 2 [[1,1,0,1]] X6
+394560 f 1 [0,0,0,-1668,134912] 3 2 [[1,1,0,1]] X6
+394560 f 2 [0,0,0,-50988,4415888] 3 2 [[1,1,0,1]] X6
+394560 g 1 [0,0,0,-3472428,2811934672] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394560 g 2 [0,0,0,-57527148,167938293328] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394560 g 3 [0,0,0,-920429868,10748161123792] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394560 g 4 [0,0,0,-59499948,155802416848] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394560 h 1 [0,0,0,-2028,34992] 1 1 [] X1
+394560 i 1 [0,0,0,-221583,-40146968] 1 1 [] X1
+394560 j 1 [0,0,0,-806310588,-8812699154512] 1 1 [] X1
+394560 k 1 [0,0,0,-114348,-14929328] 1 1 [] X1
+394560 l 1 [0,0,0,-99228,12017648] 1 1 [] X1
+394560 m 1 [0,0,0,-5388,136688] 1 1 [] X1
+394560 n 1 [0,0,0,-3,272] 1 1 [] X1
+394560 o 1 [0,0,0,-2988,65232] 1 1 [] X1
+394560 p 1 [0,0,0,-19548,1084752] 3 2 [[1,1,0,1]] X6
+394560 p 2 [0,0,0,-315468,68199408] 3 2 [[1,1,0,1]] X6
+394560 q 1 [0,0,0,-423,1628] 3 2 [[1,1,0,1]] X6
+394560 q 2 [0,0,0,1452,12128] 3 2 [[1,1,0,1]] X6
+394560 r 1 [0,0,0,48690612,-125579091312] 3 2 [[1,1,0,1]] X6
+394560 r 2 [0,0,0,-275637708,-1179905593968] 3 2 [[1,1,0,1]] X6
+394560 s 1 [0,0,0,-7248,-220552] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394560 s 2 [0,0,0,7332,-996208] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394560 t 1 [0,0,0,-19548,1045872] 1 1 [] X1
+394560 u 1 [0,0,0,-81228,-4452208] 1 1 [] X1
+394560 v 1 [0,0,0,-3078348,2078857328] 1 1 [] X1
+394560 v 2 [0,0,0,-3140748,1990184688] 1 1 [] X1
+394560 w 1 [0,0,0,-4908,-117808] 1 1 [] X1
+394560 x 1 [0,0,0,-1166669868,11289222771248] 1 1 [] X1
+394560 x 2 [0,0,0,-87387657708,9943132973370032] 1 1 [] X1
+394560 y 1 [0,0,0,1043412,-343038512] 1 1 [] X1
+394560 z 1 [0,0,0,-14988,-652048] 1 1 [] X1
+394560 ba 1 [0,0,0,-303,-1552] 1 1 [] X1
+394560 bb 1 [0,0,0,-5307948,4710151728] 1 1 [] X1
+394560 bc 1 [0,0,0,-183,22052] 1 1 [] X1
+394560 bd 1 [0,0,0,-1118748,-454745072] 1 1 [] X1
+394560 be 1 [0,0,0,-730668,239183408] 1 1 [] X1
+394560 bf 1 [0,0,0,-1323,18468] 1 1 [] X1
+394560 bg 1 [0,0,0,-29388,3169168] 1 1 [] X1
+394560 bh 1 [0,0,0,-12108,10599568] 3 2 [[1,1,0,1]] X6
+394560 bh 2 [0,0,0,-801228,273534352] 3 2 [[1,1,0,1]] X6
+394560 bi 1 [0,0,0,-221943,40244848] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bi 2 [0,0,0,-221988,40227712] 6 2 [] X8
+394560 bi 3 [0,0,0,-173388,58326352] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bi 4 [0,0,0,-271308,21032368] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bj 1 [0,0,0,419892,113415568] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bj 2 [0,0,0,-2529228,1096062352] 6 2 [] X8
+394560 bj 3 [0,0,0,-37089228,86929278352] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bj 4 [0,0,0,-15155148,-21847759472] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bk 1 [0,0,0,419892,-113415568] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bk 2 [0,0,0,-2529228,-1096062352] 6 2 [] X8
+394560 bk 3 [0,0,0,-15155148,21847759472] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bk 4 [0,0,0,-37089228,-86929278352] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bl 1 [0,0,0,-38028,2785552] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394560 bl 2 [0,0,0,8052,9107728] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394560 bm 1 [0,0,0,-38028,-2785552] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394560 bm 2 [0,0,0,8052,-9107728] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394560 bn 1 [0,0,0,432,-316008] 3 2 [[1,1,0,1]] X6
+394560 bn 2 [0,0,0,-67068,-6553008] 3 2 [[1,1,0,1]] X6
+394560 bo 1 [0,0,0,432,316008] 3 2 [[1,1,0,1]] X6
+394560 bo 2 [0,0,0,-67068,6553008] 3 2 [[1,1,0,1]] X6
+394560 bp 1 [0,0,0,21417,-3803632] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394560 bp 2 [0,0,0,-273828,-50098048] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+394560 bp 3 [0,0,0,-1002828,331606352] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+394560 bp 4 [0,0,0,-4268748,-3394645072] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394560 bq 1 [0,0,0,21417,3803632] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394560 bq 2 [0,0,0,-273828,50098048] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+394560 bq 3 [0,0,0,-4268748,3394645072] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394560 bq 4 [0,0,0,-1002828,-331606352] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+394560 br 1 [0,0,0,-221943,-40244848] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 br 2 [0,0,0,-221988,-40227712] 6 2 [] X8
+394560 br 3 [0,0,0,-271308,-21032368] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 br 4 [0,0,0,-173388,-58326352] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394560 bs 1 [0,0,0,-12108,-10599568] 3 2 [[1,1,0,1]] X6
+394560 bs 2 [0,0,0,-801228,-273534352] 3 2 [[1,1,0,1]] X6
+394560 bt 1 [0,0,0,-29388,-3169168] 1 1 [] X1
+394560 bu 1 [0,0,0,-730668,-239183408] 1 1 [] X1
+394560 bv 1 [0,0,0,-1323,-18468] 1 1 [] X1
+394560 bw 1 [0,0,0,-1118748,454745072] 1 1 [] X1
+394560 bx 1 [0,0,0,-183,-22052] 1 1 [] X1
+394560 by 1 [0,0,0,-5307948,-4710151728] 1 1 [] X1
+394560 bz 1 [0,0,0,-14988,652048] 1 1 [] X1
+394560 ca 1 [0,0,0,-303,1552] 1 1 [] X1
+394560 cb 1 [0,0,0,1043412,343038512] 1 1 [] X1
+394560 cc 1 [0,0,0,-3078348,-2078857328] 1 1 [] X1
+394560 cc 2 [0,0,0,-3140748,-1990184688] 1 1 [] X1
+394560 cd 1 [0,0,0,-4908,117808] 1 1 [] X1
+394560 ce 1 [0,0,0,-1166669868,-11289222771248] 1 1 [] X1
+394560 ce 2 [0,0,0,-87387657708,-9943132973370032] 1 1 [] X1
+394560 cf 1 [0,0,0,-19548,-1045872] 1 1 [] X1
+394560 cg 1 [0,0,0,-81228,4452208] 1 1 [] X1
+394560 ch 1 [0,0,0,-7248,220552] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394560 ch 2 [0,0,0,7332,996208] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394560 ci 1 [0,0,0,48690612,125579091312] 3 2 [[1,1,0,1]] X6
+394560 ci 2 [0,0,0,-275637708,1179905593968] 3 2 [[1,1,0,1]] X6
+394560 cj 1 [0,0,0,-423,-1628] 3 2 [[1,1,0,1]] X6
+394560 cj 2 [0,0,0,1452,-12128] 3 2 [[1,1,0,1]] X6
+394560 ck 1 [0,0,0,-19548,-1084752] 3 2 [[1,1,0,1]] X6
+394560 ck 2 [0,0,0,-315468,-68199408] 3 2 [[1,1,0,1]] X6
+394560 cl 1 [0,0,0,-2988,-65232] 1 1 [] X1
+394560 cm 1 [0,0,0,-3,-272] 1 1 [] X1
+394560 cn 1 [0,0,0,-99228,-12017648] 1 1 [] X1
+394560 co 1 [0,0,0,-5388,-136688] 1 1 [] X1
+394560 cp 1 [0,0,0,-114348,14929328] 1 1 [] X1
+394560 cq 1 [0,0,0,-806310588,8812699154512] 1 1 [] X1
+394560 cr 1 [0,0,0,-2028,-34992] 1 1 [] X1
+394560 cs 1 [0,0,0,-221583,40146968] 1 1 [] X1
+394560 ct 1 [0,0,0,-3472428,-2811934672] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394560 ct 2 [0,0,0,-57527148,-167938293328] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394560 ct 3 [0,0,0,-59499948,-155802416848] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394560 ct 4 [0,0,0,-920429868,-10748161123792] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394560 cu 1 [0,0,0,-1668,-134912] 3 2 [[1,1,0,1]] X6
+394560 cu 2 [0,0,0,-50988,-4415888] 3 2 [[1,1,0,1]] X6
+394560 cv 1 [0,0,0,-48108,-5380432] 3 2 [[1,1,0,1]] X6
+394560 cv 2 [0,0,0,-837228,-294829648] 3 2 [[1,1,0,1]] X6
+394560 cw 1 [0,0,0,-205608,35884568] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394560 cw 2 [0,0,0,-207228,35290352] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394560 cw 3 [0,0,0,62772,120718352] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394560 cw 4 [0,0,0,-503148,-88167472] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394560 cx 1 [0,0,0,-50988,2331088] 1 1 [] X1
+394560 cy 1 [0,0,0,-121548,16310032] 1 1 [] X1
+394560 cz 1 [0,0,0,-29148,-1827472] 1 1 [] X1
+394560 cz 2 [0,0,0,-2330748,-1369591632] 1 1 [] X1
+394560 da 1 [0,0,0,-7707,-177244] 1 1 [] X1
+394560 db 1 [0,0,0,1428,-15824] 1 1 [] X1
+394560 dc 1 [0,0,0,-258972,-50725616] 1 1 [] X1
+394560 dc 2 [0,0,0,-262332,-49341744] 1 1 [] X1
+394560 dd 1 [0,0,0,754548,27774704] 1 1 [] X1
+394560 de 1 [0,0,0,-83845452,-271881410704] 1 1 [] X1
+394560 df 1 [0,0,0,-48492,-3690576] 1 1 [] X1
+394560 dg 1 [0,0,0,-604812,-168922384] 1 1 [] X1
+394560 dh 1 [0,0,0,-327,1784] 1 1 [] X1
+394560 di 1 [0,0,0,-394572,-95308144] 1 1 [] X1
+394560 dj 1 [0,0,0,-3398412,-5397836816] 1 1 [] X1
+394560 dk 1 [0,0,0,-18252,-944784] 1 1 [] X1
+394560 dl 1 [0,0,0,-342732,75826064] 1 1 [] X1
+394560 dm 1 [0,0,0,5410068,4651077456] 3 2 [[1,1,0,1]] X6
+394560 dm 2 [0,0,0,-30626412,43700207184] 3 2 [[1,1,0,1]] X6
+394560 dn 1 [0,0,0,-1947,-39364] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+394560 dn 2 [0,0,0,-32772,-2283424] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+394560 do 1 [0,0,0,-3807,-43956] 3 2 [[1,1,0,1]] X6
+394560 do 2 [0,0,0,13068,-327456] 3 2 [[1,1,0,1]] X6
+394560 dp 1 [0,0,0,-2172,-40176] 3 2 [[1,1,0,1]] X6
+394560 dp 2 [0,0,0,-35052,-2525904] 3 2 [[1,1,0,1]] X6
+394560 dq 1 [0,0,0,-147,-684] 1 1 [] X1
+394560 dr 1 [0,0,0,-12972,2672336] 1 1 [] X1
+394560 ds 1 [0,0,0,1953,-7236] 1 1 [] X1
+394560 dt 1 [0,0,0,-732,-23056] 1 1 [] X1
+394560 dt 2 [0,0,0,6468,561584] 1 1 [] X1
+394560 du 1 [0,0,0,-8652,211696] 1 1 [] X1
+394560 dv 1 [0,0,0,-46545132,120844600144] 1 1 [] X1
+394560 dw 1 [0,0,0,-2727,41904] 1 1 [] X1
+394560 dx 1 [0,0,0,-348972,-73710544] 1 1 [] X1
+394560 dx 2 [0,0,0,-27705132,-56129147856] 1 1 [] X1
+394560 dy 1 [0,0,0,-732,1136] 1 1 [] X1
+394560 dz 1 [0,0,0,-2172,-38736] 1 1 [] X1
+394560 ea 1 [0,0,0,-25686732,-50108499056] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394560 ea 2 [0,0,0,-25675212,-50155689584] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394560 eb 1 [0,0,0,-25686732,50108499056] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394560 eb 2 [0,0,0,-25675212,50155689584] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394560 ec 1 [0,0,0,48,11704] 3 2 [[1,1,0,1]] X6
+394560 ec 2 [0,0,0,-7452,242704] 3 2 [[1,1,0,1]] X6
+394560 ed 1 [0,0,0,48,-11704] 3 2 [[1,1,0,1]] X6
+394560 ed 2 [0,0,0,-7452,-242704] 3 2 [[1,1,0,1]] X6
+394560 ee 1 [0,0,0,-2172,38736] 1 1 [] X1
+394560 ef 1 [0,0,0,-348972,73710544] 1 1 [] X1
+394560 ef 2 [0,0,0,-27705132,56129147856] 1 1 [] X1
+394560 eg 1 [0,0,0,-732,-1136] 1 1 [] X1
+394560 eh 1 [0,0,0,-8652,-211696] 1 1 [] X1
+394560 ei 1 [0,0,0,-46545132,-120844600144] 1 1 [] X1
+394560 ej 1 [0,0,0,-2727,-41904] 1 1 [] X1
+394560 ek 1 [0,0,0,-732,23056] 1 1 [] X1
+394560 ek 2 [0,0,0,6468,-561584] 1 1 [] X1
+394560 el 1 [0,0,0,-12972,-2672336] 1 1 [] X1
+394560 em 1 [0,0,0,1953,7236] 1 1 [] X1
+394560 en 1 [0,0,0,-147,684] 1 1 [] X1
+394560 eo 1 [0,0,0,-2172,40176] 3 2 [[1,1,0,1]] X6
+394560 eo 2 [0,0,0,-35052,2525904] 3 2 [[1,1,0,1]] X6
+394560 ep 1 [0,0,0,-1947,39364] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+394560 ep 2 [0,0,0,-32772,2283424] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+394560 eq 1 [0,0,0,-3807,43956] 3 2 [[1,1,0,1]] X6
+394560 eq 2 [0,0,0,13068,327456] 3 2 [[1,1,0,1]] X6
+394560 er 1 [0,0,0,5410068,-4651077456] 3 2 [[1,1,0,1]] X6
+394560 er 2 [0,0,0,-30626412,-43700207184] 3 2 [[1,1,0,1]] X6
+394560 es 1 [0,0,0,-342732,-75826064] 1 1 [] X1
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+394680 bh 2 [0,1,0,-2443836,1019362464] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394680 bh 3 [0,1,0,6651744,6833257200] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394680 bh 4 [0,1,0,-14967336,-21502899936] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394680 bi 1 [0,1,0,-988200091,-11956997227330] 3 2 [[1,1,0,1]] X6
+394680 bi 2 [0,1,0,-960082716,-12669390287280] 3 2 [[1,1,0,1]] X6
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+394680 bj 2 [0,1,0,-13476,542640] 3 2 [[1,1,0,1]] X6
+394680 bk 1 [0,1,0,-107656,10060544] 3 2 [[1,1,0,1]] X6
+394680 bk 2 [0,1,0,267344,64960544] 3 2 [[1,1,0,1]] X6
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+394680 bm 1 [0,1,0,-27516,1747584] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394680 bm 2 [0,1,0,-29136,1528560] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394680 bm 3 [0,1,0,61944,9252144] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394680 bm 4 [0,1,0,-146136,-20186640] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394680 bn 1 [0,1,0,-1396,-17920] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394680 bn 2 [0,1,0,-5896,154880] 6 2 [] X8
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+394680 bn 4 [0,1,0,7904,784160] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+394680 bo 2 [0,1,0,-1669460,616552608] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394680 bo 3 [0,1,0,-24758240,47403656400] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394680 bo 4 [0,1,0,-9431960,-10648387392] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394680 bp 1 [0,1,0,1865,-1014730] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394680 bp 2 [0,1,0,-140940,-19922112] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394680 bp 3 [0,1,0,-326840,43432608] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394680 bp 4 [0,1,0,-2239920,-1291064400] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394680 bq 1 [0,1,0,-7920,-290400] 1 1 [] X1
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+394680 bw 1 [0,1,0,-5435105,4930437603] 1 1 [] X1
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+394680 bx 2 [0,1,0,-27600,-1732752] 6 2 [] X8
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+394680 bx 4 [0,1,0,5400,-5587152] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+394680 bz 1 [0,1,0,-182280,29865600] 3 2 [[1,1,0,1]] X6
+394680 bz 2 [0,1,0,-137280,45021600] 3 2 [[1,1,0,1]] X6
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+394680 cb 2 [0,1,0,-769920,220215600] 6 2 [] X8
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+394680 cb 4 [0,1,0,-3460920,-2268421200] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+394784 i 1 [0,0,0,-572,-5408] 1 1 [] X1
+394784 j 1 [0,1,0,394728,-589619224] 1 1 [] X1
+394784 k 1 [0,1,0,2336,-267656] 1 1 [] X1
+394784 l 1 [0,-1,0,5183,-152751] 1 1 [] X1
+394785 a 1 [1,-1,1,682,84232] 1 1 [] X1
+394785 b 1 [1,-1,1,103,70814] 1 1 [] X1
+394785 c 1 [1,-1,1,-32,94] 1 1 [] X1
+394785 d 1 [1,-1,1,-11597,516946] 1 1 [] X1
+394785 e 1 [1,-1,0,-285,-2260] 1 1 [] X1
+394785 f 1 [1,-1,0,-104370,-13853179] 1 1 [] X1
+394785 g 1 [1,-1,0,-446189949,3633456307630] 1 1 [] X1
+394785 h 1 [1,-1,0,-294992109,-2798821589760] 3 2 [[1,1,0,1]] X6
+394785 h 2 [1,-1,0,-5269601484,-147210736824135] 3 2 [[1,1,0,1]] X6
+394785 i 1 [1,-1,0,-9,-270] 1 1 [] X1
+394786 a 1 [1,0,1,-7785,265580] 1 1 [] X1
+394786 b 1 [1,-1,0,-28,-42] 1 1 [] X1
+394786 c 1 [1,0,1,-5223,-90006] 1 1 [] X1
+394786 d 1 [1,1,0,-365178,-85090924] 1 1 [] X1
+394786 e 1 [1,1,0,-381,2657] 1 1 [] X1
+394788 a 1 [0,-1,0,-4757,-123663] 1 1 [] X1
+394788 b 1 [0,1,0,-1437,20340] 3 2 [[1,1,0,1]] X6
+394788 b 2 [0,1,0,-452,48708] 3 2 [[1,1,0,1]] X6
+394790 a 1 [1,-1,0,-3769,-136595] 1 1 [] X1
+394790 b 1 [1,0,1,-609,-3628] 3 2 [[1,1,0,1]] X6
+394790 b 2 [1,0,1,-4129,99156] 3 2 [[1,1,0,1]] X6
+394790 c 1 [1,0,1,-91272824704,10613534579872206] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+394790 c 2 [1,0,1,-91270346624,10614139715113422] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+394790 d 1 [1,-1,0,-7309400,-7600906420] 3 2 [[1,1,0,1]] X6
+394790 d 2 [1,-1,0,-8600470,-4729824954] 3 2 [[1,1,0,1]] X6
+394790 e 1 [1,-1,0,-359,-2515] 3 2 [[1,1,0,1]] X6
+394790 e 2 [1,-1,0,-139,-5727] 3 2 [[1,1,0,1]] X6
+394790 f 1 [1,0,1,-412754,102032356] 1 1 [] X1
+394790 g 1 [1,0,1,-535949,152907016] 1 1 [] X1
+394790 h 1 [1,0,1,-85104,-9562944] 1 1 [] X1
+394790 i 1 [1,0,1,-77833,8361556] 1 1 [] X1
+394790 i 2 [1,0,1,111792,39576606] 1 1 [] X1
+394790 j 1 [1,0,1,-378,3006] 1 1 [] X1
+394790 k 1 [1,1,0,-9517992,-5579544256] 3 2 [[1,1,0,1]] X6
+394790 k 2 [1,1,0,-129704872,-568366628544] 3 2 [[1,1,0,1]] X6
+394790 l 1 [1,-1,0,-535,-27409] 1 1 [] X1
+394790 m 1 [1,-1,1,11247,-8319] 1 1 [] X1
+394790 n 1 [1,0,0,-10285,390225] 3 2 [[1,1,0,1]] X6
+394790 n 2 [1,0,0,-24365,-913583] 3 2 [[1,1,0,1]] X6
+394790 o 1 [1,1,1,324,-4067] 1 1 [] X1
+394790 p 1 [1,0,0,-4853521,4436769961] 1 1 [] X1
+394790 p 2 [1,0,0,29395239,-2133196015] 1 1 [] X1
+394791 a 1 [0,-1,1,-1257,17579] 1 1 [] X1
+394794 a 1 [1,-1,0,27,-35] 1 1 [] X1
+394794 b 1 [1,-1,0,-199221,34275455] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+394794 c 1 [1,-1,1,-22136,-1262083] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+394794 d 1 [1,-1,1,241,703] 1 1 [] X1
+394795 a 1 [0,0,1,-2,30] 1 1 [] X1
+394797 a 1 [0,1,1,-798,-182302] 1 1 [] X1
+394797 b 1 [0,-1,1,-719745,235518212] 1 1 [] X1
+394797 c 1 [0,-1,1,207,-61] 1 1 [] X1
+394797 d 1 [0,1,1,75776,-110423747] 1 1 [] X1
+394800 a 1 [0,-1,0,-1110333,-449957088] 3 2 [[1,1,0,1]] X6
+394800 a 2 [0,-1,0,-1109708,-450489588] 3 2 [[1,1,0,1]] X6
+394800 b 1 [0,-1,0,20292,1698912] 3 2 [[1,1,0,1]] X6
+394800 b 2 [0,-1,0,-151208,18162912] 3 2 [[1,1,0,1]] X6
+394800 c 1 [0,-1,0,-549008,422986512] 3 2 [[1,1,0,1]] X6
+394800 c 2 [0,-1,0,-12456008,16902274512] 3 2 [[1,1,0,1]] X6
+394800 d 1 [0,-1,0,-20508,928512] 3 2 [[1,1,0,1]] X6
+394800 d 2 [0,-1,0,41992,5428512] 3 2 [[1,1,0,1]] X6
+394800 e 1 [0,-1,0,325192,311195472] 1 1 [] X1
+394800 f 1 [0,-1,0,3842,304687] 1 1 [] X1
+394800 g 1 [0,-1,0,-883,22762] 3 2 [[1,1,0,1]] X6
+394800 g 2 [0,-1,0,-18508,974512] 3 2 [[1,1,0,1]] X6
+394800 h 1 [0,-1,0,-176533,-22507688] 3 2 [[1,1,0,1]] X6
+394800 h 2 [0,-1,0,-910908,315304812] 3 2 [[1,1,0,1]] X6
+394800 i 1 [0,-1,0,-2133,-26988] 3 2 [[1,1,0,1]] X6
+394800 i 2 [0,-1,0,-31508,-2141988] 3 2 [[1,1,0,1]] X6
+394800 j 1 [0,-1,0,121127992,-2199412393488] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+394800 j 2 [0,-1,0,-1976024008,-31475654313488] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+394800 j 3 [0,-1,0,-6500056008,164794949974512] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+394800 j 4 [0,-1,0,-31006424008,-2101459295913488] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+394800 j 5 [0,-1,0,-98620056008,11920043909974512] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+394800 j 6 [0,-1,0,13235431992,970792279894512] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+394800 k 1 [0,-1,0,-10283,443562] 3 2 [[1,1,0,1]] X6
+394800 k 2 [0,-1,0,-168908,26775312] 3 2 [[1,1,0,1]] X6
+394800 l 1 [0,-1,0,-83333,-9234963] 1 1 [] X1
+394800 m 1 [0,-1,0,1392,-44613] 1 1 [] X1
+394800 n 1 [0,-1,0,2,67] 1 1 [] X1
+394800 o 1 [0,-1,0,3492,-2613] 1 1 [] X1
+394800 p 1 [0,-1,0,2592,21312] 3 2 [[1,1,0,1]] X6
+394800 p 2 [0,-1,0,-11408,189312] 3 2 [[1,1,0,1]] X6
+394800 q 1 [0,-1,0,-1643608,2471049712] 3 2 [[1,1,0,1]] X6
+394800 q 2 [0,-1,0,-39275608,94594185712] 3 2 [[1,1,0,1]] X6
+394800 r 1 [0,-1,0,3492,-619488] 3 2 [[1,1,0,1]] X6
+394800 r 2 [0,-1,0,-91008,-10069488] 3 2 [[1,1,0,1]] X6
+394800 s 1 [0,-1,0,-21889533,92638043937] 1 1 [] X1
+394800 t 1 [0,-1,0,-18998208,39846714912] 1 1 [] X1
+394800 u 1 [0,-1,0,-287708,-60251088] 1 1 [] X1
+394800 v 1 [0,-1,0,107,697] 1 1 [] X1
+394800 w 1 [0,-1,0,-1708,-613088] 3 2 [[1,1,0,1]] X6
+394800 w 2 [0,-1,0,-119208,-15653088] 3 2 [[1,1,0,1]] X6
+394800 x 1 [0,-1,0,-24808,1512112] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 x 2 [0,-1,0,-26808,1256112] 6 2 [] X8
+394800 x 3 [0,-1,0,67192,8024112] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 x 4 [0,-1,0,-152808,-21927888] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 y 1 [0,-1,0,-8533,-216188] 3 2 [[1,1,0,1]] X6
+394800 y 2 [0,-1,0,22092,-1441188] 3 2 [[1,1,0,1]] X6
+394800 z 1 [0,-1,0,-64408,-6328688] 1 1 [] X1
+394800 ba 1 [0,-1,0,-19983,811962] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ba 2 [0,-1,0,-296108,62111712] 6 2 [] X8
+394800 ba 3 [0,-1,0,-4737608,3970631712] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ba 4 [0,-1,0,-272608,72357712] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 bb 1 [0,-1,0,8190789592,-1136127107276688] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394800 bb 2 [0,-1,0,-126026938408,-15952690536652688] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+394800 bb 3 [0,-1,0,-424625338408,88067048087347312] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+394800 bb 4 [0,-1,0,-1974912186408,-1068234636124364688] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394800 bc 1 [0,-1,0,-32650018408,-2247793222180688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 bc 2 [0,-1,0,-520931268408,-144716543222180688] 6 2 [] X8
+394800 bc 3 [0,-1,0,-519462518408,-145573153472180688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 bc 4 [0,-1,0,-8334900018408,-9261867745472180688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 bd 1 [0,-1,0,412,432] 1 1 [] X1
+394800 be 1 [0,-1,0,-10199008,-12329439488] 3 2 [[1,1,0,1]] X6
+394800 be 2 [0,-1,0,40992,-35963359488] 3 2 [[1,1,0,1]] X6
+394800 bf 1 [0,-1,0,-2808,60912] 1 1 [] X1
+394800 bg 1 [0,-1,0,111660492,234792316512] 3 2 [[1,1,0,1]] X6
+394800 bg 2 [0,-1,0,-508354008,1995633496512] 3 2 [[1,1,0,1]] X6
+394800 bh 1 [0,-1,0,-308,14112] 3 2 [[1,1,0,1]] X6
+394800 bh 2 [0,-1,0,-10808,434112] 3 2 [[1,1,0,1]] X6
+394800 bi 1 [0,-1,0,-952208,362430912] 3 2 [[1,1,0,1]] X6
+394800 bi 2 [0,-1,0,-15288208,23013310912] 3 2 [[1,1,0,1]] X6
+394800 bj 1 [0,-1,0,-1410808,-645119888] 3 2 [[1,1,0,1]] X6
+394800 bj 2 [0,-1,0,-22578808,-41287679888] 3 2 [[1,1,0,1]] X6
+394800 bk 1 [0,-1,0,867,-154863] 1 1 [] X1
+394800 bl 1 [0,-1,0,-57608,-5967888] 1 1 [] X1
+394800 bm 1 [0,-1,0,-3248,390432] 1 1 [] X1
+394800 bn 1 [0,-1,0,2067,32337] 1 1 [] X1
+394800 bn 2 [0,-1,0,-51933,4611537] 1 1 [] X1
+394800 bo 1 [0,-1,0,-12208,-1537088] 1 1 [] X1
+394800 bo 2 [0,-1,0,107792,37342912] 1 1 [] X1
+394800 bp 1 [0,-1,0,-62783,5945562] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 bp 2 [0,-1,0,-140908,-11710688] 6 2 [] X8
+394800 bp 3 [0,-1,0,446592,-84560688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 bp 4 [0,-1,0,-1978408,-1070110688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 bq 1 [0,-1,0,-8303008,-9232095488] 1 1 [] X1
+394800 br 1 [0,-1,0,709667,107413537] 1 1 [] X1
+394800 bs 1 [0,-1,0,-40590383,-99523079238] 48 16 [[3,3,0,3],[7,7,8,3],[5,0,8,5],[1,0,8,3]] X122e
+394800 bs 2 [0,-1,0,-40590508,-99522435488] 48 8 [[1,0,0,5],[7,6,4,7],[5,0,4,1],[1,0,4,7]] X101l
+394800 bs 3 [0,-1,0,-41695008,-93818797488] 48 8 [[7,6,4,7],[5,0,0,1],[7,0,0,5],[1,0,4,7]] X98p
+394800 bs 4 [0,-1,0,-39488008,-105184875488] 48 8 [[3,3,0,3],[1,0,0,5],[7,0,0,1]] X85p
+394800 bs 5 [0,-1,0,-154542008,637429762512] 48 16 [[1,1,0,1],[7,0,8,7],[1,0,0,7],[5,0,0,1]] X102h
+394800 bs 6 [0,-1,0,53479992,-460052197488] 48 16 [[7,7,0,1],[5,5,0,5],[3,0,8,3],[5,0,0,1]] X120l
+394800 bt 1 [0,-1,0,-883,1762] 3 2 [[1,1,0,1]] X6
+394800 bt 2 [0,-1,0,3492,10512] 3 2 [[1,1,0,1]] X6
+394800 bu 1 [0,-1,0,-1083,18162] 1 1 [] X1
+394800 bv 1 [0,-1,0,23792,-93319088] 1 1 [] X1
+394800 bw 1 [0,-1,0,-11313,-486243] 1 1 [] X1
+394800 bx 1 [0,-1,0,-848,-9333] 1 1 [] X1
+394800 by 1 [0,-1,0,-308,2352] 1 1 [] X1
+394800 bz 1 [0,-1,0,-582708,-171016713] 1 1 [] X1
+394800 ca 1 [0,-1,0,-35033,-2527563] 1 1 [] X1
+394800 cb 1 [0,-1,0,4439092,2078829312] 3 2 [[1,1,0,1]] X6
+394800 cb 2 [0,-1,0,-20771408,17911023312] 3 2 [[1,1,0,1]] X6
+394800 cc 1 [0,-1,0,-800133,-275649363] 1 1 [] X1
+394800 cd 1 [0,-1,0,13792,408912] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394800 cd 2 [0,-1,0,-67208,3648912] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394800 ce 1 [0,-1,0,-3333,197037] 1 1 [] X1
+394800 cf 1 [0,-1,0,14867,-234863] 1 1 [] X1
+394800 cg 1 [0,-1,0,-9387951333,350113002353037] 1 1 [] X1
+394800 ch 1 [0,-1,0,-29783,1987062] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ch 2 [0,-1,0,-35908,1117312] 6 2 [] X8
+394800 ch 3 [0,-1,0,128592,8355312] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ch 4 [0,-1,0,-298408,-61882688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ci 1 [0,-1,0,27,792] 3 2 [[1,1,0,1]] X6
+394800 ci 2 [0,-1,0,-1148,14892] 3 2 [[1,1,0,1]] X6
+394800 cj 1 [0,-1,0,-2633,-13488] 3 2 [[1,1,0,1]] X6
+394800 cj 2 [0,-1,0,-24508,1474012] 3 2 [[1,1,0,1]] X6
+394800 ck 1 [0,-1,0,7,-123] 1 1 [] X1
+394800 cl 1 [0,-1,0,-2451825208,-46727754451088] 1 1 [] X1
+394800 cm 1 [0,-1,0,-11383,313762] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 cm 2 [0,-1,0,-164508,25732512] 6 2 [] X8
+394800 cm 3 [0,-1,0,-2632008,1644412512] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 cm 4 [0,-1,0,-147008,31402512] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 cn 1 [0,-1,0,-115183,13760362] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 cn 2 [0,-1,0,-415308,-87681888] 6 2 [] X8
+394800 cn 3 [0,-1,0,736192,-488403888] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 cn 4 [0,-1,0,-6368808,-6184065888] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 co 1 [0,-1,0,-79133,-8524488] 3 2 [[1,1,0,1]] X6
+394800 co 2 [0,-1,0,-108508,-1591988] 3 2 [[1,1,0,1]] X6
+394800 cp 1 [0,-1,0,-368828208,26622659454912] 1 1 [] X1
+394800 cq 1 [0,-1,0,-195333,33547437] 1 1 [] X1
+394800 cr 1 [0,-1,0,-18523,976522] 1 1 [] X1
+394800 cs 1 [0,-1,0,-208,-151088] 1 1 [] X1
+394800 ct 1 [0,-1,0,14112,974592] 1 1 [] X1
+394800 cu 1 [0,-1,0,-58408,7033687] 1 1 [] X1
+394800 cv 1 [0,-1,0,346128867,-704913760863] 1 1 [] X1
+394800 cw 1 [0,-1,0,-3158,420687] 1 1 [] X1
+394800 cx 1 [0,-1,0,16792,10284912] 1 1 [] X1
+394800 cy 1 [0,-1,0,-10333,-82088] 3 2 [[1,1,0,1]] X6
+394800 cy 2 [0,-1,0,40292,-689588] 3 2 [[1,1,0,1]] X6
+394800 cz 1 [0,-1,0,211017792,-11372890457088] 1 1 [] X1
+394800 da 1 [0,-1,0,-38808,3056112] 3 2 [[1,1,0,1]] X6
+394800 da 2 [0,-1,0,-626808,191216112] 3 2 [[1,1,0,1]] X6
+394800 db 1 [0,-1,0,-328133,41031012] 3 2 [[1,1,0,1]] X6
+394800 db 2 [0,-1,0,1052492,295066012] 3 2 [[1,1,0,1]] X6
+394800 dc 1 [0,-1,0,-1166408,-482204688] 3 2 [[1,1,0,1]] X6
+394800 dc 2 [0,-1,0,-526408,-1009564688] 3 2 [[1,1,0,1]] X6
+394800 dd 1 [0,-1,0,-366440208,2700054078912] 1 1 [] X1
+394800 de 1 [0,-1,0,-133708,-25376839088] 1 1 [] X1
+394800 df 1 [0,-1,0,-136008,-19300113] 1 1 [] X1
+394800 dg 1 [0,-1,0,-15314633,23074289637] 1 1 [] X1
+394800 dh 1 [0,-1,0,1114792,139068912] 1 1 [] X1
+394800 di 1 [0,-1,0,-14835758,22012741887] 1 1 [] X1
+394800 dj 1 [0,-1,0,-47033,1180812] 3 2 [[1,1,0,1]] X6
+394800 dj 2 [0,-1,0,-593908,176180812] 3 2 [[1,1,0,1]] X6
+394800 dk 1 [0,-1,0,-2795133,1799071512] 3 2 [[1,1,0,1]] X6
+394800 dk 2 [0,-1,0,-2404508,2319384012] 3 2 [[1,1,0,1]] X6
+394800 dl 1 [0,-1,0,-1008,40512] 1 1 [] X1
+394800 dm 1 [0,-1,0,-68383,2551762] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394800 dm 2 [0,-1,0,-888508,322400512] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394800 dm 3 [0,-1,0,-14213008,20628938512] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394800 dm 4 [0,-1,0,-686008,473060512] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394800 dn 1 [0,-1,0,14832,119232] 3 2 [[1,1,0,1]] X6
+394800 dn 2 [0,-1,0,-60368,1021632] 3 2 [[1,1,0,1]] X6
+394800 do 1 [0,-1,0,-677783,214943562] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 do 2 [0,-1,0,-768908,153525312] 6 2 [] X8
+394800 do 3 [0,-1,0,2403592,1092585312] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 do 4 [0,-1,0,-5399408,-4717760688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 dp 1 [0,-1,0,2072,-33968] 1 1 [] X1
+394800 dq 1 [0,-1,0,-12541123008,-540568258495488] 3 2 [[1,1,0,1]] X6
+394800 dq 2 [0,-1,0,-200658115008,-34596516022207488] 3 2 [[1,1,0,1]] X6
+394800 dr 1 [0,-1,0,-16408,-31036688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 dr 2 [0,-1,0,-1584408,-758588688] 6 2 [] X8
+394800 dr 3 [0,-1,0,-2984408,787011312] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 dr 4 [0,-1,0,-25272408,-48892604688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ds 1 [0,-1,0,5592,381312] 3 2 [[1,1,0,1]] X6
+394800 ds 2 [0,-1,0,-57408,4665312] 3 2 [[1,1,0,1]] X6
+394800 dt 1 [0,-1,0,-4099333,-3682490963] 1 1 [] X1
+394800 du 1 [0,-1,0,-488,-4368] 1 1 [] X1
+394800 dv 1 [0,-1,0,-156392208,-752729537088] 3 2 [[1,1,0,1]] X6
+394800 dv 2 [0,-1,0,-153832208,-778565057088] 3 2 [[1,1,0,1]] X6
+394800 dw 1 [0,-1,0,-22008,-1177488] 3 2 [[1,1,0,1]] X6
+394800 dw 2 [0,-1,0,17992,-5017488] 3 2 [[1,1,0,1]] X6
+394800 dx 1 [0,-1,0,-221908,40309312] 3 2 [[1,1,0,1]] X6
+394800 dx 2 [0,-1,0,-219408,41259312] 3 2 [[1,1,0,1]] X6
+394800 dy 1 [0,-1,0,-1183,2362] 3 2 [[1,1,0,1]] X6
+394800 dy 2 [0,-1,0,4692,14112] 3 2 [[1,1,0,1]] X6
+394800 dz 1 [0,-1,0,-1708,-49088] 3 2 [[1,1,0,1]] X6
+394800 dz 2 [0,-1,0,-33208,-2317088] 3 2 [[1,1,0,1]] X6
+394800 ea 1 [0,-1,0,112853992,183219190512] 3 2 [[1,1,0,1]] X6
+394800 ea 2 [0,-1,0,-489258008,1522316278512] 3 2 [[1,1,0,1]] X6
+394800 eb 1 [0,-1,0,-6448,-197168] 1 1 [] X1
+394800 ec 1 [0,-1,0,7917,-292338] 1 1 [] X1
+394800 ed 1 [0,-1,0,-358818,-106314453] 1 1 [] X1
+394800 ee 1 [0,-1,0,1892,-92288] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ee 2 [0,-1,0,-22608,-1170288] 6 2 [] X8
+394800 ee 3 [0,-1,0,-85608,8405712] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ee 4 [0,-1,0,-351608,-80130288] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ef 1 [0,-1,0,-1285208,571068912] 1 1 [] X1
+394800 eg 1 [0,-1,0,-287208,-59147088] 3 2 [[1,1,0,1]] X6
+394800 eg 2 [0,-1,0,-277208,-63467088] 3 2 [[1,1,0,1]] X6
+394800 eh 1 [0,-1,0,204392,-95187728] 1 1 [] X1
+394800 ei 1 [0,-1,0,-3563,-83598] 1 1 [] X1
+394800 ej 1 [0,-1,0,-19208,-5411088] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394800 ej 2 [0,-1,0,-595208,-175907088] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394800 ek 1 [0,-1,0,-298208,-62585088] 1 1 [] X1
+394800 el 1 [0,1,0,-10808,482388] 3 2 [[1,1,0,1]] X6
+394800 el 2 [0,1,0,-178808,29042388] 3 2 [[1,1,0,1]] X6
+394800 em 1 [0,1,0,6992,163988] 3 2 [[1,1,0,1]] X6
+394800 em 2 [0,1,0,-35008,1423988] 3 2 [[1,1,0,1]] X6
+394800 en 1 [0,1,0,342,4563] 1 1 [] X1
+394800 eo 1 [0,1,0,-133,1523] 1 1 [] X1
+394800 ep 1 [0,1,0,-4883333,4183662963] 1 1 [] X1
+394800 eq 1 [0,1,0,-14753128,212975374388] 1 1 [] X1
+394800 er 1 [0,1,0,-3137008,-1950580012] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394800 er 2 [0,1,0,-11329008,12516491988] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394800 er 3 [0,1,0,-173761008,881527691988] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394800 er 4 [0,1,0,20030992,69528971988] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394800 es 1 [0,1,0,-1212408,513415188] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394800 es 2 [0,1,0,-1262408,468715188] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394800 es 3 [0,1,0,2167592,2574735188] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394800 es 4 [0,1,0,-5492408,-4497304812] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394800 et 1 [0,1,0,-98073008,-373861264812] 1 1 [] X1
+394800 eu 1 [0,1,0,167,-15037] 1 1 [] X1
+394800 ev 1 [0,1,0,667,100338] 3 2 [[1,1,0,1]] X6
+394800 ev 2 [0,1,0,-28708,1804088] 3 2 [[1,1,0,1]] X6
+394800 ew 1 [0,1,0,-375518053,2800753811603] 1 1 [] X1
+394800 ex 1 [0,1,0,352792,122529588] 1 1 [] X1
+394800 ey 1 [0,1,0,-8,-1212] 1 1 [] X1
+394800 ez 1 [0,1,0,-463083,121139088] 1 1 [] X1
+394800 fa 1 [0,1,0,-897408,-339604812] 3 2 [[1,1,0,1]] X6
+394800 fa 2 [0,1,0,-14505408,-21268708812] 3 2 [[1,1,0,1]] X6
+394800 fb 1 [0,1,0,8440712,-90979747372] 1 1 [] X1
+394800 fc 1 [0,1,0,-413,-822] 3 2 [[1,1,0,1]] X6
+394800 fc 2 [0,1,0,1612,-4872] 3 2 [[1,1,0,1]] X6
+394800 fd 1 [0,1,0,672,82548] 1 1 [] X1
+394800 fe 1 [0,1,0,44592,1130388] 1 1 [] X1
+394800 ff 1 [0,1,0,-414533,2382736563] 1 1 [] X1
+394800 fg 1 [0,1,0,-5348,-203016852] 1 1 [] X1
+394800 fh 1 [0,1,0,-826533,-805891437] 1 1 [] X1
+394800 fi 1 [0,1,0,-14657608,21594569588] 1 1 [] X1
+394800 fj 1 [0,1,0,-163973,-29525517] 1 1 [] X1
+394800 fk 1 [0,1,0,-78008,347988] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394800 fk 2 [0,1,0,-878008,315547988] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394800 fk 3 [0,1,0,-14038008,20239787988] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394800 fk 4 [0,1,0,-518008,576907988] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394800 fl 1 [0,1,0,51792,-4142412] 1 1 [] X1
+394800 fm 1 [0,1,0,370792,15645588] 3 2 [[1,1,0,1]] X6
+394800 fm 2 [0,1,0,-1509208,124685588] 3 2 [[1,1,0,1]] X6
+394800 fn 1 [0,1,0,-199054808,-102109989612] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 fn 2 [0,1,0,-2296206808,-42259059493612] 6 2 [] X8
+394800 fn 3 [0,1,0,-1429902808,-74521953061612] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 fn 4 [0,1,0,-36716942808,-2708007379749612] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 fo 1 [0,1,0,-1233,-16962] 3 2 [[1,1,0,1]] X6
+394800 fo 2 [0,1,0,-2108,9288] 3 2 [[1,1,0,1]] X6
+394800 fp 1 [0,1,0,14392,28788] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 fp 2 [0,1,0,-57608,172788] 6 2 [] X8
+394800 fp 3 [0,1,0,-645608,198916788] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 fp 4 [0,1,0,-621608,-188203212] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 fq 1 [0,1,0,-31019133,-63478838262] 3 2 [[1,1,0,1]] X6
+394800 fq 2 [0,1,0,-490003508,-4175060869512] 3 2 [[1,1,0,1]] X6
+394800 fr 1 [0,1,0,-12208,-570412] 1 1 [] X1
+394800 fs 1 [0,1,0,-100758,-55042137] 1 1 [] X1
+394800 ft 1 [0,1,0,638392,-76987212] 3 2 [[1,1,0,1]] X6
+394800 ft 2 [0,1,0,-2763608,-641719212] 3 2 [[1,1,0,1]] X6
+394800 fu 1 [0,1,0,-60495408,181184311188] 3 2 [[1,1,0,1]] X6
+394800 fu 2 [0,1,0,-968073408,11593070083188] 3 2 [[1,1,0,1]] X6
+394800 fv 1 [0,1,0,2941367,2219573363] 1 1 [] X1
+394800 fw 1 [0,1,0,61467,1588563] 1 1 [] X1
+394800 fx 1 [0,1,0,-6255688,-6024338572] 3 2 [[1,1,0,1]] X6
+394800 fx 2 [0,1,0,-6153288,-6230981772] 3 2 [[1,1,0,1]] X6
+394800 fy 1 [0,1,0,107592,-66472812] 3 2 [[1,1,0,1]] X6
+394800 fy 2 [0,1,0,-1950408,-984340812] 3 2 [[1,1,0,1]] X6
+394800 fz 1 [0,1,0,-1368008,-1008432012] 3 2 [[1,1,0,1]] X6
+394800 fz 2 [0,1,0,-25560008,-49731120012] 3 2 [[1,1,0,1]] X6
+394800 ga 1 [0,1,0,-8970458,-13307247537] 1 1 [] X1
+394800 gb 1 [0,1,0,317,-2212] 1 1 [] X1
+394800 gc 1 [0,1,0,-161208,-24968412] 1 1 [] X1
+394800 gd 1 [0,1,0,-95233,11280038] 3 2 [[1,1,0,1]] X6
+394800 gd 2 [0,1,0,-96108,11061288] 3 2 [[1,1,0,1]] X6
+394800 ge 1 [0,1,0,-57533,5292438] 3 2 [[1,1,0,1]] X6
+394800 ge 2 [0,1,0,-56908,5413688] 3 2 [[1,1,0,1]] X6
+394800 gf 1 [0,1,0,-11488,-477772] 3 2 [[1,1,0,1]] X6
+394800 gf 2 [0,1,0,-11088,-512172] 3 2 [[1,1,0,1]] X6
+394800 gg 1 [0,1,0,-13783,618188] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 gg 2 [0,1,0,-14908,510188] 6 2 [] X8
+394800 gg 3 [0,1,0,37592,3345188] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 gg 4 [0,1,0,-85408,-9218812] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 gh 1 [0,1,0,-2745608,-1793395212] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+394800 gh 2 [0,1,0,-44217608,-113187187212] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+394800 gh 3 [0,1,0,-44505608,-111638323212] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+394800 gh 4 [0,1,0,-707481608,-7243275187212] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+394800 gh 5 [0,1,0,-102129608,236986876788] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+394800 gh 6 [0,1,0,8510392,-361131619212] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+394800 gi 1 [0,1,0,-2082008,-1150980012] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394800 gi 2 [0,1,0,-3332008,391519988] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+394800 gi 3 [0,1,0,-39782008,96400819988] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+394800 gi 4 [0,1,0,13117992,3122219988] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394800 gi 5 [0,1,0,-636212008,6176408239988] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394800 gi 6 [0,1,0,-26552008,161571799988] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+394800 gj 1 [0,1,0,-51408,4547988] 1 1 [] X1
+394800 gk 1 [0,1,0,-72699408,268824583188] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394800 gk 2 [0,1,0,-1203707408,16073530375188] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394800 gk 3 [0,1,0,-19259227408,1028735425095188] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394800 gk 4 [0,1,0,-1244315408,14930902471188] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394800 gl 1 [0,1,0,-89083,-10627912] 1 1 [] X1
+394800 gm 1 [0,1,0,5467,-91437] 1 1 [] X1
+394800 gn 1 [0,1,0,5109792,-11888246412] 1 1 [] X1
+394800 go 1 [0,1,0,-11928,-505452] 1 1 [] X1
+394800 gp 1 [0,1,0,-18508,-1045012] 3 2 [[1,1,0,1]] X6
+394800 gp 2 [0,1,0,-302008,-63982012] 3 2 [[1,1,0,1]] X6
+394800 gq 1 [0,1,0,-44413,-3617422] 3 2 [[1,1,0,1]] X6
+394800 gq 2 [0,1,0,-44388,-3621672] 3 2 [[1,1,0,1]] X6
+394800 gr 1 [0,1,0,8129792,38915693588] 1 1 [] X1
+394800 gs 1 [0,1,0,47217,2593188] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394800 gs 2 [0,1,0,-228908,22474188] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394800 gs 3 [0,1,0,-3166408,2166849188] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394800 gs 4 [0,1,0,-1709408,-845098812] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394800 gt 1 [0,1,0,6992,-6916012] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 gt 2 [0,1,0,-505008,-134916012] 6 2 [] X8
+394800 gt 3 [0,1,0,-1177008,299195988] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 gt 4 [0,1,0,-8025008,-8752836012] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 gu 1 [0,1,0,-5778333,5376587463] 1 1 [] X1
+394800 gu 2 [0,1,0,-468828333,3907072931463] 1 1 [] X1
+394800 gv 1 [0,1,0,42,8463] 1 1 [] X1
+394800 gw 1 [0,1,0,-3533,81063] 1 1 [] X1
+394800 gx 1 [0,1,0,34792,-5507037] 1 1 [] X1
+394800 gy 1 [0,1,0,-759928,318469748] 1 1 [] X1
+394800 gz 1 [0,1,0,-217908,-39175812] 3 2 [[1,1,0,1]] X6
+394800 gz 2 [0,1,0,-155408,-62050812] 3 2 [[1,1,0,1]] X6
+394800 ha 1 [0,1,0,-8183,279888] 3 2 [[1,1,0,1]] X6
+394800 ha 2 [0,1,0,-2308,679388] 3 2 [[1,1,0,1]] X6
+394800 hb 1 [0,1,0,-208,221588] 3 2 [[1,1,0,1]] X6
+394800 hb 2 [0,1,0,-56208,5037588] 3 2 [[1,1,0,1]] X6
+394800 hc 1 [0,1,0,1119992,-1081131637] 1 1 [] X1
+394800 hd 1 [0,1,0,2667,92463] 1 1 [] X1
+394800 he 1 [0,1,0,-11508,-486612] 1 1 [] X1
+394800 hf 1 [0,1,0,-4508,-140637] 1 1 [] X1
+394800 hg 1 [0,1,0,108992,8167988] 1 1 [] X1
+394800 hg 2 [0,1,0,-2201008,1276987988] 1 1 [] X1
+394800 hh 1 [0,1,0,16186592,-3539084812] 3 2 [[1,1,0,1]] X6
+394800 hh 2 [0,1,0,-65461408,-28523372812] 3 2 [[1,1,0,1]] X6
+394800 hh 3 [0,1,0,-204619408,1241304231188] 3 2 [[1,1,0,1]] X6
+394800 hh 4 [0,1,0,-3365707408,75153863847188] 3 2 [[1,1,0,1]] X6
+394800 hi 1 [0,1,0,-201208,-35034412] 3 2 [[1,1,0,1]] X6
+394800 hi 2 [0,1,0,-3225208,-2230458412] 3 2 [[1,1,0,1]] X6
+394800 hi 3 [0,1,0,590792,-185802412] 3 2 [[1,1,0,1]] X6
+394800 hi 4 [0,1,0,-3525208,-1791042412] 3 2 [[1,1,0,1]] X6
+394800 hj 1 [0,1,0,-1008,29988] 3 2 [[1,1,0,1]] X6
+394800 hj 2 [0,1,0,-22008,1247988] 3 2 [[1,1,0,1]] X6
+394800 hk 1 [0,1,0,-710508,-241521012] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 hk 2 [0,1,0,-11515008,-15043686012] 6 2 [] X8
+394800 hk 3 [0,1,0,-11662008,-14640024012] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 hk 4 [0,1,0,-184240008,-962613036012] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 hl 1 [0,1,0,-126133,-10639762] 3 2 [[1,1,0,1]] X6
+394800 hl 2 [0,1,0,-860508,299266488] 3 2 [[1,1,0,1]] X6
+394800 hl 3 [0,1,0,-4326133,3461447738] 3 2 [[1,1,0,1]] X6
+394800 hl 4 [0,1,0,-69215508,221619526488] 3 2 [[1,1,0,1]] X6
+394800 hm 1 [0,1,0,-68,-4932] 3 2 [[1,1,0,1]] X6
+394800 hm 2 [0,1,0,-4768,-127132] 3 2 [[1,1,0,1]] X6
+394800 hn 1 [0,1,0,-7658133,-8158359762] 3 2 [[1,1,0,1]] X6
+394800 hn 2 [0,1,0,-6892508,-9853453512] 3 2 [[1,1,0,1]] X6
+394800 hn 3 [0,1,0,-18458133,19237527738] 3 2 [[1,1,0,1]] X6
+394800 hn 4 [0,1,0,55072492,134386486488] 3 2 [[1,1,0,1]] X6
+394800 ho 1 [0,1,0,-658,-6937] 1 1 [] X1
+394800 hp 1 [0,1,0,167,2963] 1 1 [] X1
+394800 hq 1 [0,1,0,-734333,-242544537] 1 1 [] X1
+394800 hr 1 [0,1,0,10292,74588] 1 1 [] X1
+394800 hs 1 [0,1,0,-29408,6997188] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394800 hs 2 [0,1,0,-758408,253399188] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394800 ht 1 [0,1,0,-70208,7473588] 1 1 [] X1
+394800 hu 1 [0,1,0,-488,-12492] 1 1 [] X1
+394800 hu 2 [0,1,0,4312,300468] 1 1 [] X1
+394800 hv 1 [0,1,0,51667,4145463] 1 1 [] X1
+394800 hv 2 [0,1,0,-1298333,573845463] 1 1 [] X1
+394800 hw 1 [0,1,0,-81208,48641588] 1 1 [] X1
+394800 hx 1 [0,1,0,-1440208,-748866412] 1 1 [] X1
+394800 hy 1 [0,1,0,-33033,-3685437] 1 1 [] X1
+394800 hz 1 [0,1,0,262117,-23755512] 3 2 [[1,1,0,1]] X6
+394800 hz 2 [0,1,0,-1165508,-200781012] 3 2 [[1,1,0,1]] X6
+394800 ia 1 [0,1,0,-62997408,-327975532812] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+394800 ia 2 [0,1,0,-1194005408,-15874811500812] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+394800 ia 3 [0,1,0,-1382005408,-10542003500812] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+394800 ia 4 [0,1,0,-19102133408,-1016187025324812] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+394800 ib 1 [0,1,0,28387,870663] 1 1 [] X1
+394800 ic 1 [0,1,0,-87883,9742988] 3 2 [[1,1,0,1]] X6
+394800 ic 2 [0,1,0,21492,32492988] 3 2 [[1,1,0,1]] X6
+394800 id 1 [0,1,0,9592,116371188] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 id 2 [0,1,0,-3518408,2494243188] 6 2 [] X8
+394800 id 3 [0,1,0,-56018408,161359243188] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 id 4 [0,1,0,-7466408,-4130500812] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394800 ie 1 [0,1,0,-7008,-1680012] 3 2 [[1,1,0,1]] X6
+394800 ie 2 [0,1,0,-259008,-50568012] 3 2 [[1,1,0,1]] X6
+394800 if 1 [0,1,0,-23308,-1377457] 1 1 [] X1
+394800 ig 1 [0,1,0,-7708,278588] 1 1 [] X1
+394800 ih 1 [0,1,0,-21208,-1209037] 1 1 [] X1
+394800 ii 1 [0,1,0,-282833,-61346037] 1 1 [] X1
+394800 ij 1 [0,1,0,952,-746172] 1 1 [] X1
+394800 ik 1 [0,1,0,-43,128] 1 1 [] X1
+394800 il 1 [0,1,0,-170479533,856697853438] 3 2 [[1,1,0,1]] X6
+394800 il 2 [0,1,0,-170478908,856704449688] 3 2 [[1,1,0,1]] X6
+394800 im 1 [0,1,0,-117783,-15199812] 3 2 [[1,1,0,1]] X6
+394800 im 2 [0,1,0,29092,-50449812] 3 2 [[1,1,0,1]] X6
+394800 in 1 [0,1,0,-446208,-407630412] 3 2 [[1,1,0,1]] X6
+394800 in 2 [0,1,0,-11422208,-14830094412] 3 2 [[1,1,0,1]] X6
+394800 in 3 [0,1,0,3963792,10227525588] 3 2 [[1,1,0,1]] X6
+394800 in 4 [0,1,0,-53380208,137187141588] 3 2 [[1,1,0,1]] X6
+394803 a 1 [0,0,1,-966,-11813] 1 1 [] X1
+394805 a 1 [0,1,1,-4448136,-3606833930] 1 1 [] X1
+394805 b 1 [1,0,1,-3752293,1679943483] 3 2 [[1,1,0,1]] X6
+394805 b 2 [1,0,1,-53102918,148902727983] 3 2 [[1,1,0,1]] X6
+394805 c 1 [1,-1,0,64156,-39538487] 1 1 [] X1
+394805 d 1 [1,1,0,-288880463,-1889961771808] 12 8 [[1,0,6,3],[1,0,2,7],[1,1,2,5]] X9a
+394805 d 2 [1,1,0,-288485658,-1895384734327] 12 8 [[1,0,2,5],[1,1,0,3],[3,3,0,5]] X10c
+394805 e 1 [0,-1,1,-815930,281115051] 1 1 [] X1
+394806 a 1 [1,1,0,-81670,-8411036] 1 1 [] X1
+394806 b 1 [1,0,1,747,24760] 1 1 [] X1
+394806 c 1 [1,0,1,-47499,1279414] 1 1 [] X1
+394806 d 1 [1,1,1,-378,-2901] 1 1 [] X1
+394808 a 1 [0,0,0,-11,-45] 1 1 [] X1
+394810 a 1 [1,1,0,-5493,155437] 1 1 [] X1
+394810 b 1 [1,1,0,128883,6032221] 1 1 [] X1
+394810 c 1 [1,-1,0,-512710,141429300] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+394810 c 2 [1,-1,0,-492230,153229876] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+394810 d 1 [1,-1,0,-769,-7875] 3 2 [[1,1,0,1]] X6
+394810 d 2 [1,-1,0,31,-24035] 3 2 [[1,1,0,1]] X6
+394810 e 1 [1,-1,1,2071998,-202313151] 1 1 [] X1
+394810 f 1 [1,0,0,-46775,-3557015] 3 2 [[1,1,0,1]] X6
+394810 f 2 [1,0,0,-168255,22609777] 3 2 [[1,1,0,1]] X6
+394810 g 1 [1,0,0,-8100,279760] 3 2 [[1,1,0,1]] X6
+394810 g 2 [1,0,0,-129580,17942952] 3 2 [[1,1,0,1]] X6
+394810 h 1 [1,1,1,4,429] 1 1 [] X1
+394811 a 1 [0,0,1,-37,-92] 1 1 [] X1
+394812 a 1 [0,0,0,-705,-9367] 1 1 [] X1
+394812 b 1 [0,0,0,-16680,-825356] 1 1 [] X1
+394814 a 1 [1,-1,0,-28831,-1877043] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394814 a 2 [1,-1,0,-29471,-1788851] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394816 a 1 [0,1,0,183,1015] 3 2 [[1,1,0,1]] X6
+394816 a 2 [0,1,0,-1057,8703] 3 2 [[1,1,0,1]] X6
+394816 b 1 [0,0,0,-548,5224] 1 1 [] X1
+394816 c 1 [0,0,0,-548,-5224] 1 1 [] X1
+394816 d 1 [0,0,0,20,-2736] 1 1 [] X1
+394816 e 1 [0,0,0,20,2736] 1 1 [] X1
+394816 f 1 [0,-1,0,183,-1015] 3 2 [[1,1,0,1]] X6
+394816 f 2 [0,-1,0,-1057,-8703] 3 2 [[1,1,0,1]] X6
+394818 a 1 [1,0,0,-29,93] 1 1 [] X1
+394818 b 1 [1,0,0,6242,-27964] 1 1 [] X1
+394818 c 1 [1,0,0,-7627651,8775706433] 3 2 [[1,1,0,1]] X6
+394818 c 2 [1,0,0,-124814211,536701159233] 3 2 [[1,1,0,1]] X6
+394820 a 1 [0,1,0,-644461,198847464] 3 2 [[1,1,0,1]] X6
+394820 a 2 [0,1,0,-545756,261939700] 3 2 [[1,1,0,1]] X6
+394821 a 1 [0,0,1,-19899,-1048390] 1 1 [] X1
+394821 b 1 [1,-1,1,-2081,-111428] 1 1 [] X1
+394821 c 1 [1,-1,1,-404,-4910] 1 1 [] X1
+394821 d 1 [0,0,1,-96,-294] 1 1 [] X1
+394821 e 1 [0,0,1,-864,7931] 1 1 [] X1
+394821 f 1 [1,-1,0,-3633,136196] 1 1 [] X1
+394821 g 1 [1,-1,0,-231,4204] 1 1 [] X1
+394821 h 1 [0,0,1,-2211,38829] 1 1 [] X1
+394822 a 1 [1,1,1,-1167,-15727] 3 2 [[1,1,0,1]] X6
+394822 a 2 [1,1,1,-18637,-987059] 3 2 [[1,1,0,1]] X6
+394823 a 1 [0,0,1,-1936,148739] 1 1 [] X1
+394824 a 1 [0,-1,0,-472,-3764] 1 1 [] X1
+394826 a 1 [1,0,0,-389,2881] 1 1 [] X1
+394828 a 1 [0,1,0,-217,732] 3 2 [[1,1,0,1]] X6
+394828 a 2 [0,1,0,-1412,-20300] 3 2 [[1,1,0,1]] X6
+394830 a 1 [1,-1,0,225,-249395] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394830 a 2 [1,-1,0,-58095,-5276579] 6 2 [] X8
+394830 a 3 [1,-1,0,-124515,9083425] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394830 a 4 [1,-1,0,-924795,-342076199] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394830 b 1 [1,-1,0,-283185,-57964059] 1 1 [] X1
+394830 c 1 [1,-1,0,1065,5651] 1 1 [] X1
+394830 d 1 [1,-1,0,-491550,-397067500] 1 1 [] X1
+394830 e 1 [1,-1,0,99585,-11045619] 1 1 [] X1
+394830 f 1 [1,-1,0,-27915,-3474235] 1 1 [] X1
+394830 g 1 [1,-1,0,-26820,-12780720] 1 1 [] X1
+394830 h 1 [1,-1,0,612720,-104532224] 1 1 [] X1
+394830 i 1 [1,-1,0,-810,14580] 1 1 [] X1
+394830 j 1 [1,-1,0,-450,-3614] 1 1 [] X1
+394830 k 1 [1,-1,0,-37336644,-87802090992] 3 2 [[1,1,0,1]] X6
+394830 k 2 [1,-1,0,-37381644,-87579799992] 3 2 [[1,1,0,1]] X6
+394830 k 3 [1,-1,0,-39971304,-74697385140] 3 2 [[1,1,0,1]] X6
+394830 k 4 [1,-1,0,-215752554,1156861208610] 3 2 [[1,1,0,1]] X6
+394830 l 1 [1,-1,0,-21249,-1178307] 3 2 [[1,1,0,1]] X6
+394830 l 2 [1,-1,0,-6849,-2759427] 3 2 [[1,1,0,1]] X6
+394830 m 1 [1,-1,0,-69804,-5206640] 3 2 [[1,1,0,1]] X6
+394830 m 2 [1,-1,0,-1032804,-403696040] 3 2 [[1,1,0,1]] X6
+394830 n 1 [1,-1,0,-163314,-25908012] 3 2 [[1,1,0,1]] X6
+394830 n 2 [1,-1,0,-2628594,-1639680300] 3 2 [[1,1,0,1]] X6
+394830 o 1 [1,-1,0,6381,847125] 1 1 [] X1
+394830 p 1 [1,-1,0,-88134,10092788] 3 2 [[1,1,0,1]] X6
+394830 p 2 [1,-1,0,-89934,9660428] 3 2 [[1,1,0,1]] X6
+394830 q 1 [1,-1,0,-27190719,54573275533] 3 2 [[1,1,0,1]] X6
+394830 q 2 [1,-1,0,-29655999,44089425805] 3 2 [[1,1,0,1]] X6
+394830 r 1 [1,-1,0,-16209,794313] 3 2 [[1,1,0,1]] X6
+394830 r 2 [1,-1,0,-25839,-251505] 3 2 [[1,1,0,1]] X6
+394830 s 1 [1,-1,0,20361,-27857827] 1 1 [] X1
+394830 t 1 [1,-1,1,-89123,10750691] 1 1 [] X1
+394830 u 1 [1,-1,1,-1868,9231] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394830 u 2 [1,-1,1,7132,66831] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394830 v 1 [1,-1,1,-4034093,-3115915243] 3 2 [[1,1,0,1]] X6
+394830 v 2 [1,-1,1,-3263693,-4342700203] 3 2 [[1,1,0,1]] X6
+394830 w 1 [1,-1,1,-840128,293506787] 3 2 [[1,1,0,1]] X6
+394830 w 2 [1,-1,1,-1560128,-283645213] 3 2 [[1,1,0,1]] X6
+394830 x 1 [1,-1,1,-11168528,-14388934669] 1 1 [] X1
+394830 y 1 [1,-1,1,952,68491] 1 1 [] X1
+394830 z 1 [1,-1,1,-857674433,-8413789935023] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394830 z 2 [1,-1,1,1392325567,-45134689935023] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394830 ba 1 [1,-1,1,-9713,-48419] 3 2 [[1,1,0,1]] X6
+394830 ba 2 [1,-1,1,38437,-414359] 3 2 [[1,1,0,1]] X6
+394830 bb 1 [1,-1,1,-4486703,-3565797613] 3 2 [[1,1,0,1]] X6
+394830 bb 2 [1,-1,1,-10505453,8040759887] 3 2 [[1,1,0,1]] X6
+394830 bc 1 [1,-1,1,-2408,-44773] 3 2 [[1,1,0,1]] X6
+394830 bc 2 [1,-1,1,-1508,-79333] 3 2 [[1,1,0,1]] X6
+394830 bd 1 [1,-1,1,-441113,-169091719] 3 2 [[1,1,0,1]] X6
+394830 bd 2 [1,-1,1,-7998233,-8702591623] 3 2 [[1,1,0,1]] X6
+394830 be 1 [1,-1,1,67,1181] 1 1 [] X1
+394830 bf 1 [1,-1,1,67,771] 1 1 [] X1
+394830 bg 1 [1,-1,1,-1319924453,-761404059363] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394830 bg 2 [1,-1,1,5274699547,-6092498100963] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394830 bh 1 [1,-1,1,-207563,-36183333] 3 2 [[1,1,0,1]] X6
+394830 bh 2 [1,-1,1,-322763,8560347] 3 2 [[1,1,0,1]] X6
+394830 bi 1 [1,-1,1,-4298,-17719] 3 2 [[1,1,0,1]] X6
+394830 bi 2 [1,-1,1,-42818,3402857] 3 2 [[1,1,0,1]] X6
+394830 bj 1 [1,-1,1,-113567,18221159] 1 1 [] X1
+394830 bj 2 [1,-1,1,-9786902,11787076901] 1 1 [] X1
+394830 bk 1 [1,-1,1,-2345522,784075569] 3 2 [[1,1,0,1]] X6
+394830 bk 2 [1,-1,1,7515598,5651524401] 3 2 [[1,1,0,1]] X6
+394830 bl 1 [1,-1,1,-910427,334588551] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394830 bl 2 [1,-1,1,-908177,336322851] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394830 bm 1 [1,-1,1,118,-249] 1 1 [] X1
+394830 bn 1 [1,-1,1,-54617,14724409] 1 1 [] X1
+394830 bo 1 [1,-1,1,-849137,295622561] 3 2 [[1,1,0,1]] X6
+394830 bo 2 [1,-1,1,72463,902772641] 3 2 [[1,1,0,1]] X6
+394830 bp 1 [1,-1,1,-912497,-335268831] 3 2 [[1,1,0,1]] X6
+394830 bp 2 [1,-1,1,-941297,-312954591] 3 2 [[1,1,0,1]] X6
+394830 bq 1 [1,-1,1,-994568657,12190825505729] 1 1 [] X1
+394830 br 1 [1,-1,1,-24602,-3861871] 1 1 [] X1
+394831 a 1 [0,1,1,-168,2412] 1 1 [] X1
+394831 b 1 [1,0,1,35,-231] 1 1 [] X1
+394833 a 1 [0,1,1,-92,551] 1 1 [] X1
+394834 a 1 [1,-1,0,-4070,-98892] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394834 a 2 [1,-1,0,-3430,-131532] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394834 b 1 [1,0,0,-7629,-576367] 1 1 [] X1
+394834 c 1 [1,1,1,-49919,-4308635] 3 2 [[1,1,0,1]] X6
+394834 c 2 [1,1,1,-63999,-1701019] 3 2 [[1,1,0,1]] X6
+394835 a 1 [1,-1,1,-177,176] 3 2 [[1,1,0,1]] X6
+394835 a 2 [1,-1,1,698,876] 3 2 [[1,1,0,1]] X6
+394835 b 1 [0,1,1,-357752171,2604363773520] 1 1 [] X1
+394835 b 2 [0,1,1,-357840861,2603007793041] 1 1 [] X1
+394835 c 1 [0,0,1,-752,7427] 1 1 [] X1
+394836 a 1 [0,-1,0,-118,-467] 1 1 [] X1
+394836 b 1 [0,-1,0,-4766,-125067] 1 1 [] X1
+394839 a 1 [0,0,1,-123438,-16692548] 1 1 [] X1
+394839 b 1 [1,-1,0,-13941,-630086] 1 1 [] X1
+394839 c 1 [1,-1,0,-6300,190053] 1 1 [] X1
+394840 a 1 [0,0,0,-4393363,-3544388162] 1 1 [] X1
+394840 b 1 [0,0,0,-163,238] 1 1 [] X1
+394842 a 1 [1,1,0,22858,985230] 1 1 [] X1
+394842 b 1 [1,1,0,-1012,11740] 3 2 [[1,1,0,1]] X6
+394842 b 2 [1,1,0,-2202,-22770] 3 2 [[1,1,0,1]] X6
+394842 c 1 [1,1,0,-599,5349] 1 1 [] X1
+394842 d 1 [1,1,0,-1617067449,24193196330661] 1 1 [] X1
+394842 e 1 [1,1,0,-551079,-157678779] 1 1 [] X1
+394842 f 1 [1,1,0,-99691,-12888875] 1 1 [] X1
+394842 g 1 [1,1,0,-3385,74341] 3 2 [[1,1,0,1]] X6
+394842 g 2 [1,1,0,-4225,33517] 3 2 [[1,1,0,1]] X6
+394842 h 1 [1,1,0,-6824500,-6862986416] 3 2 [[1,1,0,1]] X6
+394842 h 2 [1,1,0,-109183540,-439166155952] 3 2 [[1,1,0,1]] X6
+394842 i 1 [1,1,0,-35550,-2457216] 3 2 [[1,1,0,1]] X6
+394842 i 2 [1,1,0,-560340,-161678502] 3 2 [[1,1,0,1]] X6
+394842 j 1 [1,1,0,3597555,12331958661] 1 1 [] X1
+394842 k 1 [1,1,0,-134131890,-630319359564] 1 1 [] X1
+394842 l 1 [1,1,0,-4267,-105923] 1 1 [] X1
+394842 m 1 [1,1,0,-507469,113774557] 3 2 [[1,1,0,1]] X6
+394842 m 2 [1,1,0,-7704589,8227807645] 3 2 [[1,1,0,1]] X6
+394842 n 1 [1,1,0,-607674,-31956588] 3 2 [[1,1,0,1]] X6
+394842 n 2 [1,1,0,-7275594,-7544035260] 3 2 [[1,1,0,1]] X6
+394842 o 1 [1,1,0,-123288386,-477580225548] 1 1 [] X1
+394842 p 1 [1,1,0,97092789,-198902105667] 1 1 [] X1
+394842 q 1 [1,1,0,-84501,-7655283] 1 1 [] X1
+394842 q 2 [1,1,0,-2096196,1166597328] 1 1 [] X1
+394842 r 1 [1,0,1,1981485,580172590] 1 1 [] X1
+394842 s 1 [1,0,1,-83865,6545662] 1 1 [] X1
+394842 t 1 [1,0,1,-12402,91396] 3 2 [[1,1,0,1]] X6
+394842 t 2 [1,0,1,-148482,21973060] 3 2 [[1,1,0,1]] X6
+394842 u 1 [1,0,1,-209109,35704288] 1 1 [] X1
+394842 v 1 [1,0,1,-42656,-2301190] 3 2 [[1,1,0,1]] X6
+394842 v 2 [1,0,1,-267566,51497282] 3 2 [[1,1,0,1]] X6
+394842 w 1 [1,0,1,-726,7060] 3 2 [[1,1,0,1]] X6
+394842 w 2 [1,0,1,-11436,469732] 3 2 [[1,1,0,1]] X6
+394842 x 1 [1,0,1,-165891,-25996610] 3 2 [[1,1,0,1]] X6
+394842 x 2 [1,0,1,-207051,-12117458] 3 2 [[1,1,0,1]] X6
+394842 y 1 [1,0,1,-12521,539732] 1 1 [] X1
+394842 z 1 [1,0,1,-134286,-6664640] 3 2 [[1,1,0,1]] X6
+394842 z 2 [1,0,1,-1733646,-877995968] 3 2 [[1,1,0,1]] X6
+394842 ba 1 [1,0,1,-2035,37286] 1 1 [] X1
+394842 bb 1 [1,0,1,-29377,-1922812] 1 1 [] X1
+394842 bc 1 [1,0,1,-11247,458098] 1 1 [] X1
+394842 bd 1 [1,0,1,-49614,-4175636] 3 2 [[1,1,0,1]] X6
+394842 bd 2 [1,0,1,-107924,7486364] 3 2 [[1,1,0,1]] X6
+394842 be 1 [1,1,1,-1275,-100059] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394842 be 2 [1,1,1,-40965,-3195879] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394842 bf 1 [1,1,1,-68514055,-313827650179] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+394842 bf 2 [1,1,1,-1224569095,-16491661879939] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+394842 bg 1 [1,1,1,209603820,4556042800581] 3 2 [[1,1,0,1]] X6
+394842 bg 2 [1,1,1,-3172643720,63623613839141] 3 2 [[1,1,0,1]] X6
+394842 bh 1 [1,1,1,-3970,-56449] 3 2 [[1,1,0,1]] X6
+394842 bh 2 [1,1,1,12690,-389649] 3 2 [[1,1,0,1]] X6
+394842 bi 1 [1,1,1,-4467,-116775] 1 1 [] X1
+394842 bj 1 [1,1,1,-395211804,-3025460536323] 1 1 [] X1
+394842 bk 1 [1,1,1,10681,184925] 1 1 [] X1
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+394944 r 1 [0,-1,0,-2889,-58815] 1 1 [] X1
+394944 s 1 [0,-1,0,-32879249,71556446865] 3 2 [[1,1,0,1]] X6
+394944 s 2 [0,-1,0,-2106529,200131025569] 3 2 [[1,1,0,1]] X6
+394944 t 1 [0,-1,0,-436729,111175033] 3 2 [[1,1,0,1]] X6
+394944 t 2 [0,-1,0,-519009,66431169] 3 2 [[1,1,0,1]] X6
+394944 u 1 [0,-1,0,-3188878689,-66620520833535] 3 2 [[1,1,0,1]] X6
+394944 u 2 [0,-1,0,-8581180769,218102735134209] 3 2 [[1,1,0,1]] X6
+394944 v 1 [0,-1,0,1291,12333] 1 1 [] X1
+394944 w 1 [0,-1,0,-524,-170982] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394944 w 2 [0,-1,0,-49529,-4179591] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+394944 w 3 [0,-1,0,-93089,4332033] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+394944 w 4 [0,-1,0,-790049,-270026271] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394944 x 1 [0,-1,0,-93089,-10873311] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394944 x 2 [0,-1,0,-131809,-922271] 6 2 [] X8
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+394944 y 1 [0,-1,0,156171,-17039955] 1 1 [] X1
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+394944 bd 1 [0,-1,0,-3329,-72807] 1 1 [] X1
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+394944 bf 1 [0,-1,0,-2997089,1998009345] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 bf 2 [0,-1,0,-3151969,1780217089] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+394944 bf 3 [0,-1,0,6218271,10338994305] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+394944 bf 4 [0,-1,0,-15000289,-20719742591] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 bg 1 [0,-1,0,-25329,-1539855] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 bg 2 [0,-1,0,-35009,-244671] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+394944 bg 3 [0,-1,0,-364129,84339169] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 bg 4 [0,-1,0,139231,-2091615] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+394944 bh 1 [0,-1,0,-64116609,-177783717087] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394944 bh 2 [0,-1,0,-243157889,1268905633569] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394944 bh 3 [0,-1,0,-3747627649,88303813911073] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394944 bh 4 [0,-1,0,396651391,6819251137569] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394944 bi 1 [0,-1,0,-4071041,3190707489] 1 1 [] X1
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+394944 bk 1 [0,-1,0,-1921,-51071] 1 1 [] X1
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+394944 bn 1 [0,-1,0,-1936161,-1041212511] 1 1 [] X1
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+394944 bu 1 [0,-1,0,-1339873,-624747935] 1 1 [] X1
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+394944 bx 1 [0,-1,0,-42148,-2586626] 3 2 [[1,1,0,1]] X6
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+394944 by 3 [0,-1,0,-128508334753,17731525731909409] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+394944 ca 1 [0,-1,0,-1978753,-1070302847] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 ca 2 [0,-1,0,-1668993,-1417048191] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 ca 3 [0,-1,0,-5812033,4079325505] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+394944 cb 1 [0,-1,0,-23393,1369953] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 cb 2 [0,-1,0,-4033,3549889] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 cc 1 [0,-1,0,-1533473,-730368351] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+394944 dq 1 [0,-1,0,-263457,-48183903] 48 16 [[1,1,0,1],[7,0,0,7],[1,0,8,7],[3,0,0,1]] X223
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+394944 dq 4 [0,-1,0,1749983,1533295777] 48 16 [[5,5,0,5],[3,0,8,1],[7,0,0,7],[5,0,0,3]] X229
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+394944 dq 6 [0,-1,0,-12731297,20996987937] 48 8 [[7,7,0,3],[7,0,0,7],[1,0,0,3]] X199
+394944 dr 1 [0,-1,0,-2199457,951740737] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X119
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+394944 ds 2 [0,-1,0,-181177,29653945] 6 2 [] X8
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+394944 ds 4 [0,-1,0,-263457,115425] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394944 dt 1 [0,-1,0,-30532,2062678] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
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+394944 dt 3 [0,-1,0,123743,9427585] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394944 dt 4 [0,-1,0,-282817,-56923007] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394944 du 1 [0,-1,0,-51625537,107426494177] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
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+394944 dv 1 [0,-1,0,5163,302733] 1 1 [] X1
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+394944 ea 2 [0,-1,0,-9498177,6509547585] 3 2 [[1,1,0,1]] X6
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+394944 eg 2 [0,-1,0,-256769,252644097] 1 1 [] X1
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+394944 ez 1 [0,1,0,821282015,455748460053599] 1 1 [] X1
+394944 fa 1 [0,1,0,-36945,-1317681] 3 2 [[1,1,0,1]] X6
+394944 fa 2 [0,1,0,127615,-9710241] 3 2 [[1,1,0,1]] X6
+394944 fb 1 [0,1,0,323,-10639] 1 1 [] X1
+394944 fb 2 [0,1,0,-28717,-1883719] 1 1 [] X1
+394944 fc 1 [0,1,0,247163,18490019] 1 1 [] X1
+394944 fd 1 [0,1,0,-2997089,-1998009345] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 fd 2 [0,1,0,-3151969,-1780217089] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+394944 fd 3 [0,1,0,-15000289,20719742591] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 fd 4 [0,1,0,6218271,-10338994305] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+394944 fe 1 [0,1,0,-25329,1539855] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 fe 2 [0,1,0,-35009,244671] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+394944 fe 3 [0,1,0,139231,2091615] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+394944 fe 4 [0,1,0,-364129,-84339169] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 ff 1 [0,1,0,-64116609,177783717087] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394944 ff 2 [0,1,0,-243157889,-1268905633569] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394944 ff 3 [0,1,0,396651391,-6819251137569] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394944 ff 4 [0,1,0,-3747627649,-88303813911073] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394944 fg 1 [0,1,0,-2213009,-1671320235] 1 1 [] X1
+394944 fh 1 [0,1,0,-10809,160455] 3 2 [[1,1,0,1]] X6
+394944 fh 2 [0,1,0,-93089,-10848609] 3 2 [[1,1,0,1]] X6
+394944 fi 1 [0,1,0,-271729,53662607] 3 2 [[1,1,0,1]] X6
+394944 fi 2 [0,1,0,-17409,150355071] 3 2 [[1,1,0,1]] X6
+394944 fj 1 [0,1,0,-349609,-79681153] 1 1 [] X1
+394944 fk 1 [0,1,0,-93089,8828895] 3 2 [[1,1,0,1]] X6
+394944 fk 2 [0,1,0,-1409569,643635551] 3 2 [[1,1,0,1]] X6
+394944 fl 1 [0,1,0,-3329,72807] 1 1 [] X1
+394944 fm 1 [0,1,0,156171,17039955] 1 1 [] X1
+394944 fn 1 [0,1,0,-93089,10873311] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394944 fn 2 [0,1,0,-131809,922271] 6 2 [] X8
+394944 fn 3 [0,1,0,526431,7899615] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394944 fn 4 [0,1,0,-1409569,-642302113] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394944 fo 1 [0,1,0,-524,170982] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394944 fo 2 [0,1,0,-49529,4179591] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+394944 fo 3 [0,1,0,-790049,270026271] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+394944 fo 4 [0,1,0,-93089,-4332033] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+394944 fp 1 [0,1,0,1291,-12333] 1 1 [] X1
+394944 fq 1 [0,1,0,-402849,-98517465] 1 1 [] X1
+394944 fr 1 [0,1,0,-2048449,55099295] 3 2 [[1,1,0,1]] X6
+394944 fr 2 [0,1,0,-23112129,42650072991] 3 2 [[1,1,0,1]] X6
+394944 fs 1 [0,1,0,-2889,58815] 1 1 [] X1
+394944 ft 1 [0,1,0,-3188878689,66620520833535] 3 2 [[1,1,0,1]] X6
+394944 ft 2 [0,1,0,-8581180769,-218102735134209] 3 2 [[1,1,0,1]] X6
+394944 fu 1 [0,1,0,-436729,-111175033] 3 2 [[1,1,0,1]] X6
+394944 fu 2 [0,1,0,-519009,-66431169] 3 2 [[1,1,0,1]] X6
+394944 fv 1 [0,1,0,-32879249,-71556446865] 3 2 [[1,1,0,1]] X6
+394944 fv 2 [0,1,0,-2106529,-200131025569] 3 2 [[1,1,0,1]] X6
+394944 fw 1 [0,1,0,-18289,1249037] 1 1 [] X1
+394944 fx 1 [0,1,0,-45279329,-91724697825] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 fx 2 [0,1,0,-679667809,-6819922039009] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+394944 fx 3 [0,1,0,-635062369,-7753665556705] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+394944 fx 4 [0,1,0,-10874488929,-436480658141409] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 fy 1 [0,1,0,54531,2066931] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394944 fy 2 [0,1,0,-238289,17000751] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394944 fy 3 [0,1,0,-3113249,2111696607] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394944 fy 4 [0,1,0,-2048449,-1117245505] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394944 fz 1 [0,1,0,-814249,-283074409] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 fz 2 [0,1,0,-809409,-286600833] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 ga 1 [0,1,0,-13848369,-19840249233] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 ga 2 [0,1,0,-13858049,-19811133729] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+394944 ga 3 [0,1,0,-19607969,-1808134209] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+394944 ga 4 [0,1,0,-8263009,-35950586113] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+394944 gb 1 [0,1,0,-1102229,18178133235] 1 1 [] X1
+394944 gc 1 [0,1,0,-492596001,4244861283903] 1 1 [] X1
+394944 gd 1 [0,1,0,-19521,416387871] 1 1 [] X1
+394944 ge 1 [0,1,0,8309,-50569] 1 1 [] X1
+394944 gf 1 [0,1,0,-1936161,1041212511] 1 1 [] X1
+394944 gg 1 [0,1,0,-232481,-68905377] 1 1 [] X1
+394944 gh 1 [0,1,0,-2581,-78157] 1 1 [] X1
+394944 gi 1 [0,1,0,-1921,51071] 1 1 [] X1
+394944 gj 1 [0,1,0,-16001,-788097] 1 1 [] X1
+394944 gk 1 [0,1,0,-161,-312897] 1 1 [] X1
+394944 gl 1 [0,1,0,-4071041,-3190707489] 1 1 [] X1
+394944 gm 1 [0,1,0,-11073,-473409] 1 1 [] X1
+394944 gm 2 [0,1,0,-908673,-333698433] 1 1 [] X1
+394944 gn 1 [0,1,0,-33953,2386239] 3 2 [[1,1,0,1]] X6
+394944 gn 2 [0,1,0,-542593,153655775] 3 2 [[1,1,0,1]] X6
+394944 go 1 [0,1,0,-73,-145] 1 1 [] X1
+394944 gp 1 [0,1,0,-633233,193540719] 3 2 [[1,1,0,1]] X6
+394944 gp 2 [0,1,0,-468673,296654015] 3 2 [[1,1,0,1]] X6
+394944 gq 1 [0,1,0,1412,-66178] 3 2 [[1,1,0,1]] X6
+394944 gq 2 [0,1,0,-18553,-892729] 3 2 [[1,1,0,1]] X6
+394944 gr 1 [0,1,0,-4033,115685] 1 1 [] X1
+394944 gs 1 [0,1,0,37,1131] 1 1 [] X1
+394944 gt 1 [0,1,0,-1512903,715767039] 1 1 [] X1
+394944 gu 1 [0,1,0,-895667813,-10892726397885] 1 1 [] X1
+394944 gv 1 [0,1,0,-221833,40140791] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 gv 2 [0,1,0,-216993,41980959] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 gw 1 [0,1,0,-65361633,-203408968545] 3 2 [[1,1,0,1]] X6
+394944 gw 2 [0,1,0,-1045780193,-13017283464033] 3 2 [[1,1,0,1]] X6
+394944 gx 1 [0,1,0,-2599153,1611990191] 3 2 [[1,1,0,1]] X6
+394944 gx 2 [0,1,0,-2614113,1592479359] 3 2 [[1,1,0,1]] X6
+394944 gy 1 [0,1,0,-550953,-138656553] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 gy 2 [0,1,0,847807,-726975009] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 gz 1 [0,1,0,-7553,-86913] 3 2 [[1,1,0,1]] X6
+394944 gz 2 [0,1,0,-67393,6651071] 3 2 [[1,1,0,1]] X6
+394944 ha 1 [0,1,0,-348,-2070] 3 2 [[1,1,0,1]] X6
+394944 ha 2 [0,1,0,-1833,27927] 3 2 [[1,1,0,1]] X6
+394944 hb 1 [0,1,0,-337993,44276087] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 hb 2 [0,1,0,1060767,317593791] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 hc 1 [0,1,0,-45173,-81812205] 1 1 [] X1
+394944 hc 2 [0,1,0,-15726773,-24011306541] 1 1 [] X1
+394944 hd 1 [0,1,0,-1246703,804970659] 1 1 [] X1
+394944 he 1 [0,1,0,-420273,104480847] 3 2 [[1,1,0,1]] X6
+394944 he 2 [0,1,0,-255713,187320351] 3 2 [[1,1,0,1]] X6
+394944 hf 1 [0,1,0,-4033,97535] 1 1 [] X1
+394944 hg 1 [0,1,0,-1393,-20473] 1 1 [] X1
+394944 hh 1 [0,1,0,-168593,26575239] 1 1 [] X1
+394944 hi 1 [0,1,0,-488033,-131771169] 1 1 [] X1
+394944 hj 1 [0,1,0,-10303,-608533] 1 1 [] X1
+394944 hk 1 [0,1,0,-1590989473,-24179701612321] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 hk 2 [0,1,0,-322212513,-61681449729825] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 hk 3 [0,1,0,-128508334753,-17731525731909409] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 hk 4 [0,1,0,-128507095713,-17731884750935841] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 hl 1 [0,1,0,-42148,2586626] 3 2 [[1,1,0,1]] X6
+394944 hl 2 [0,1,0,-221833,-38058121] 3 2 [[1,1,0,1]] X6
+394944 hm 1 [0,1,0,-913953,112025439] 3 2 [[1,1,0,1]] X6
+394944 hm 2 [0,1,0,-8154593,-8885193825] 3 2 [[1,1,0,1]] X6
+394944 hn 1 [0,1,0,-23393,-1369953] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 hn 2 [0,1,0,-4033,-3549889] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 ho 1 [0,1,0,-1978753,1070302847] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 ho 2 [0,1,0,-1668993,1417048191] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 ho 3 [0,1,0,-5812033,-4079325505] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 ho 4 [0,1,0,14012607,-25850745153] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 hp 1 [0,1,0,-7908757633,270705702102911] 3 2 [[1,1,0,1]] X6
+394944 hp 2 [0,1,0,-126539403393,17325498133014399] 3 2 [[1,1,0,1]] X6
+394944 hq 1 [0,1,0,-314497553,-2146816934385] 3 2 [[1,1,0,1]] X6
+394944 hq 2 [0,1,0,-316307713,-2120855257633] 3 2 [[1,1,0,1]] X6
+394944 hr 1 [0,1,0,-1533473,730368351] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 hr 2 [0,1,0,-1456033,807514079] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 hs 1 [0,1,0,-12503,-542313] 1 1 [] X1
+394944 ht 1 [0,1,0,4437,-1487565] 1 1 [] X1
+394944 hu 1 [0,1,0,-8873,157551] 1 1 [] X1
+394944 hv 1 [0,1,0,-4108353,-3192517473] 3 2 [[1,1,0,1]] X6
+394944 hv 2 [0,1,0,-65653793,-204778451649] 3 2 [[1,1,0,1]] X6
+394944 hw 1 [0,1,0,-1339873,624747935] 1 1 [] X1
+394944 hw 2 [0,1,0,-109949473,443712816479] 1 1 [] X1
+394944 hx 1 [0,1,0,-784725,267678387] 1 1 [] X1
+394944 hy 1 [0,1,0,-4275,106731] 1 1 [] X1
+394944 hz 1 [0,1,0,-6695,-600393] 1 1 [] X1
+394944 ia 1 [0,1,0,-7000737,7070892255] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 ia 2 [0,1,0,-2044577,16893010143] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 ib 1 [0,1,0,-2915777,-235653057] 3 2 [[1,1,0,1]] X6
+394944 ib 2 [0,1,0,11565503,-1866245185] 3 2 [[1,1,0,1]] X6
+394944 ic 1 [0,1,0,-253777,48254567] 1 1 [] X1
+394944 id 1 [0,1,0,-839417,-171126177] 1 1 [] X1
+394944 ie 1 [0,1,0,-5819777,-5405586177] 3 2 [[1,1,0,1]] X6
+394944 ie 2 [0,1,0,-6148897,-4760313505] 3 2 [[1,1,0,1]] X6
+394944 if 1 [0,1,0,-4938897,-109633977] 1 1 [] X1
+394944 ig 1 [0,1,0,-4232257,3277691327] 3 2 [[1,1,0,1]] X6
+394944 ig 2 [0,1,0,-9498177,-6509547585] 3 2 [[1,1,0,1]] X6
+394944 ih 1 [0,1,0,-1633177,-725069017] 3 2 [[1,1,0,1]] X6
+394944 ih 2 [0,1,0,-25412097,-49314914145] 3 2 [[1,1,0,1]] X6
+394944 ii 1 [0,1,0,5163,-302733] 1 1 [] X1
+394944 ij 1 [0,1,0,-69857,3427455] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+394944 ij 2 [0,1,0,239903,25792127] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+394944 ik 1 [0,1,0,-263457,48183903] 48 16 [[1,1,0,1],[7,0,0,7],[1,0,8,7],[3,0,0,1]] X223
+394944 ik 2 [0,1,0,-882977,-263682465] 48 8 [[7,0,0,7],[7,0,0,1],[5,2,0,5],[3,0,4,7]] X181
+394944 ik 3 [0,1,0,1749983,-1533295777] 48 16 [[5,5,0,5],[3,0,8,1],[7,0,0,7],[5,0,0,3]] X229
+394944 ik 4 [0,1,0,-13428257,-18943604385] 48 8 [[7,0,0,7],[5,2,4,1],[7,0,0,1],[3,0,4,3]] X203
+394944 ik 5 [0,1,0,-12731297,-20996987937] 48 8 [[7,7,0,3],[7,0,0,7],[1,0,0,3]] X199
+394944 ik 6 [0,1,0,-214849697,-1212204499233] 48 16 [[7,7,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,1]] X233
+394944 il 1 [0,1,0,-2199457,-951740737] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X119
+394944 il 2 [0,1,0,-12111777,15429359295] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,1],[5,0,0,1],[7,0,4,3]] X99
+394944 il 3 [0,1,0,-191153057,1017165320895] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,1],[7,0,0,3],[3,0,4,7]] X87
+394944 il 4 [0,1,0,8332383,62242396863] 24 8 [[3,3,0,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X84
+394944 il 5 [0,1,0,-3058446497,65101747163583] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X121
+394944 il 6 [0,1,0,-188520097,1046549681087] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X86
+394944 im 1 [0,1,0,-6332,-874458] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394944 im 2 [0,1,0,-181177,-29653945] 6 2 [] X8
+394944 im 3 [0,1,0,-263457,-115425] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394944 im 4 [0,1,0,-2896417,-1898282113] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+394944 in 1 [0,1,0,-51625537,-107426494177] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394944 in 2 [0,1,0,-767790657,-8188204009185] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394944 in 3 [0,1,0,-709865537,-9475705651425] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394944 in 4 [0,1,0,-12284357697,-524059004685537] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394944 io 1 [0,1,0,-30532,-2062678] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+394944 io 2 [0,1,0,-35977,-1281865] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+394944 io 3 [0,1,0,-282817,56923007] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+394944 io 4 [0,1,0,123743,-9427585] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+394944 ip 1 [0,1,0,-130357,18249713] 1 1 [] X1
+394944 iq 1 [0,1,0,-101317,35495843] 1 1 [] X1
+394944 ir 1 [0,1,0,-69857,-5261313] 3 2 [[1,1,0,1]] X6
+394944 ir 2 [0,1,0,-398977,92618975] 3 2 [[1,1,0,1]] X6
+394944 is 1 [0,1,0,-40817,67527] 1 1 [] X1
+394944 it 1 [0,1,0,-6937,126047] 1 1 [] X1
+394944 iu 1 [0,1,0,-2097,-37017] 1 1 [] X1
+394944 iv 1 [0,1,0,-1804997,932789493] 1 1 [] X1
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+395178 p 4 [1,0,0,-17351739272,-879758214899280] 48 8 [[1,0,0,5],[7,6,4,7],[3,0,4,7],[1,0,4,7]] X101m
+395178 p 5 [1,0,0,-17324076812,-882703044208548] 48 16 [[3,3,8,3],[1,0,0,5],[7,0,8,7],[1,0,8,7]] X85c
+395178 p 6 [1,0,0,-277627825412,-56304457598850492] 48 16 [[5,5,0,5],[3,0,8,3],[5,5,0,1],[3,0,0,1]] X122l
+395178 q 1 [1,0,0,6266198,-6851369308] 1 1 [] X1
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+395200 fa 4 [0,0,0,-329900,-72862000] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+395200 fk 1 [0,1,0,103967,-11911937] 1 1 [] X1
+395200 fl 1 [0,1,0,227,66883] 1 1 [] X1
+395200 fm 1 [0,1,0,130736482367,-36900390987123137] 1 1 [] X1
+395200 fn 1 [0,1,0,19967,-487937] 1 1 [] X1
+395200 fo 1 [0,1,0,5667,-8349037] 1 1 [] X1
+395200 fp 1 [0,1,0,-11315333,14646548963] 1 1 [] X1
+395200 fq 1 [0,1,0,-452613,-117353437] 1 1 [] X1
+395200 fr 1 [0,1,0,-73,-617] 1 1 [] X1
+395200 fs 1 [0,1,0,-2797633,1800152863] 1 1 [] X1
+395200 fs 2 [0,1,0,-2661633,1983168863] 1 1 [] X1
+395200 fs 3 [0,1,0,19074367,-13068023137] 1 1 [] X1
+395200 ft 1 [0,1,0,-1833,73463] 1 1 [] X1
+395200 fu 1 [0,1,0,-6640533,-46900550437] 1 1 [] X1
+395200 fv 1 [0,1,0,1867,-81637] 1 1 [] X1
+395200 fv 2 [0,1,0,-102133,-12613637] 1 1 [] X1
+395200 fw 1 [0,1,0,-2213,-637] 1 1 [] X1
+395200 fx 1 [0,1,0,-73,-227] 1 1 [] X1
+395200 fy 1 [0,1,0,-1833,24713] 1 1 [] X1
+395200 fz 1 [0,1,0,-55333,-31037] 1 1 [] X1
+395200 ga 1 [0,1,0,2207,57343] 1 1 [] X1
+395200 gb 1 [0,1,0,-1693133,853973363] 1 1 [] X1
+395200 gc 1 [0,1,0,-36993,-6836257] 1 1 [] X1
+395200 gc 2 [0,1,0,-1222593,911638943] 1 1 [] X1
+395200 gd 1 [0,1,0,-924833,852682463] 1 1 [] X1
+395200 gd 2 [0,1,0,-30564833,-114015997537] 1 1 [] X1
+395200 ge 1 [0,1,0,-533,-8437] 1 1 [] X1
+395200 gf 1 [0,1,0,55167,-7057537] 1 1 [] X1
+395200 gg 1 [0,1,0,-59033,-5994937] 1 1 [] X1
+395200 gh 1 [0,-1,0,-423873,129681857] 1 1 [] X1
+395200 gi 1 [0,-1,0,-10596833,-16189038463] 1 1 [] X1
+395200 gj 1 [0,-1,0,-76833,8232737] 1 1 [] X1
+395200 gk 1 [0,-1,0,-1920833,-1025250463] 1 1 [] X1
+395200 gl 1 [0,-1,0,-2033,-199063] 1 1 [] X1
+395200 gm 1 [0,-1,0,11367,-212863] 1 1 [] X1
+395200 gn 1 [0,-1,0,4992,758762] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+395200 gn 2 [0,-1,0,-100633,11638137] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+395200 go 1 [0,-1,0,-66633,-8558863] 1 1 [] X1
+395200 gp 1 [0,-1,0,-1073,-30223] 1 1 [] X1
+395200 gp 2 [0,-1,0,9327,674897] 1 1 [] X1
+395200 gq 1 [0,-1,0,-1483,-21663] 1 1 [] X1
+395200 gr 1 [0,-1,0,-26833,3831537] 1 1 [] X1
+395200 gr 2 [0,-1,0,233167,-84828463] 1 1 [] X1
+395200 gs 1 [0,-1,0,-696833,-210558463] 3 2 [[1,1,0,1]] X6
+395200 gs 2 [0,-1,0,583167,-897918463] 3 2 [[1,1,0,1]] X6
+395200 gt 1 [0,-1,0,-31333,2078037] 3 2 [[1,1,0,1]] X6
+395200 gt 2 [0,-1,0,-78833,-5664463] 3 2 [[1,1,0,1]] X6
+395200 gu 1 [0,-1,0,-1253,-16123] 3 2 [[1,1,0,1]] X6
+395200 gu 2 [0,-1,0,-3153,46577] 3 2 [[1,1,0,1]] X6
+395200 gv 1 [0,-1,0,-27873,1695617] 3 2 [[1,1,0,1]] X6
+395200 gv 2 [0,-1,0,23327,7174017] 3 2 [[1,1,0,1]] X6
+395200 gw 1 [0,-1,0,-12708,-587338] 1 1 [] X1
+395200 gx 1 [0,-1,0,-456833,-118698463] 1 1 [] X1
+395200 gy 1 [0,-1,0,-2964833,1970237537] 1 1 [] X1
+395200 gz 1 [0,-1,0,-118593,-15714463] 1 1 [] X1
+395200 ha 1 [0,-1,0,-508,4902] 1 1 [] X1
+395200 hb 1 [0,-1,0,-18273,956897] 1 1 [] X1
+395200 hc 1 [0,-1,0,967,-10063] 1 1 [] X1
+395200 hd 1 [0,-1,0,-1833,65537] 1 1 [] X1
+395200 hd 2 [0,-1,0,-191833,32403537] 1 1 [] X1
+395200 he 1 [0,-1,0,-45633,-3755863] 1 1 [] X1
+395200 hf 1 [0,-1,0,-833,-9463] 1 1 [] X1
+395200 hg 1 [0,-1,0,-62612633,-190674902863] 1 1 [] X1
+395200 hg 2 [0,-1,0,-61206633,-199647728863] 1 1 [] X1
+395200 hh 1 [0,-1,0,-5246380833,473968841669537] 1 1 [] X1
+395200 hi 1 [0,-1,0,-208,-82338] 1 1 [] X1
+395200 hj 1 [0,-1,0,1217,-49563] 1 1 [] X1
+395200 hk 1 [0,-1,0,11167,16865537] 1 1 [] X1
+395200 hl 1 [0,-1,0,447,-135103] 1 1 [] X1
+395200 hm 1 [0,-1,0,-8,662] 1 1 [] X1
+395200 hn 1 [0,-1,0,-209855233,-3791666791263] 1 1 [] X1
+395200 ho 1 [0,0,0,7700,-934000] 1 1 [] X1
+395200 hp 1 [0,0,0,-790000,55118750] 1 1 [] X1
+395200 hq 1 [0,0,0,-31600,-440950] 1 1 [] X1
+395200 hr 1 [0,0,0,87200,7127000] 1 1 [] X1
+395200 hs 1 [0,0,0,-97900,-11794000] 1 1 [] X1
+395200 ht 1 [0,0,0,-100000,-12100000] 1 1 [] X1
+395200 hu 1 [0,0,0,-4000,96800] 1 1 [] X1
+395200 hv 1 [0,0,0,-83500,-11650000] 1 1 [] X1
+395200 hw 1 [0,0,0,-21700,-1276000] 1 1 [] X1
+395200 hx 1 [0,0,0,-3340,93200] 1 1 [] X1
+395200 hy 1 [0,0,0,1700,2000] 1 1 [] X1
+395200 hz 1 [0,0,0,-335800,548057000] 1 1 [] X1
+395200 ia 1 [0,0,0,-49000,4175000] 1 1 [] X1
+395200 ib 1 [0,0,0,-1960,-33400] 1 1 [] X1
+395202 a 1 [1,1,0,21,-15] 1 1 [] X1
+395205 a 1 [1,1,0,-4717,-191204] 1 1 [] X1
+395206 a 1 [1,0,1,17,82] 1 1 [] X1
+395208 a 1 [0,0,0,-4887,-128790] 3 2 [[1,1,0,1]] X6
+395208 a 2 [0,0,0,-10827,245430] 3 2 [[1,1,0,1]] X6
+395208 b 1 [0,0,0,-3402,166725] 3 2 [[1,1,0,1]] X6
+395208 b 2 [0,0,0,-70767,7240050] 3 2 [[1,1,0,1]] X6
+395208 c 1 [0,0,0,-639,-8046] 1 1 [] X1
+395208 d 1 [0,0,0,-2858574,-1860272971] 1 1 [] X1
+395208 e 1 [0,0,0,-37596,2824324] 1 1 [] X1
+395208 f 1 [0,0,0,-3269946,-2285313775] 3 2 [[1,1,0,1]] X6
+395208 f 2 [0,0,0,-52379031,-145909743766] 3 2 [[1,1,0,1]] X6
+395208 g 1 [0,0,0,-411,2534] 3 2 [[1,1,0,1]] X6
+395208 g 2 [0,0,0,909,15470] 3 2 [[1,1,0,1]] X6
+395208 h 1 [0,0,0,-2999991,1973071946] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395208 h 2 [0,0,0,-47820171,127281331190] 6 2 [] X8
+395208 h 3 [0,0,0,-765122691,8146006202270] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395208 h 4 [0,0,0,-47640531,128285051726] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395208 i 1 [0,0,0,84,4] 1 1 [] X1
+395208 j 1 [0,0,0,-307443,67007486] 1 1 [] X1
+395208 k 1 [0,0,0,-4458,122069] 1 1 [] X1
+395208 l 1 [0,0,0,-4755,124958] 3 2 [[1,1,0,1]] X6
+395208 l 2 [0,0,0,-8715,-113434] 3 2 [[1,1,0,1]] X6
+395208 m 1 [0,0,0,-147,-22642] 1 1 [] X1
+395208 n 1 [0,0,0,-28407,-40996262] 1 1 [] X1
+395208 o 1 [0,0,0,618,9853] 1 1 [] X1
+395208 p 1 [0,0,0,-78159,8255122] 3 2 [[1,1,0,1]] X6
+395208 p 2 [0,0,0,-167979,-14253770] 3 2 [[1,1,0,1]] X6
+395208 q 1 [0,0,0,-6879,-127582] 3 2 [[1,1,0,1]] X6
+395208 q 2 [0,0,0,-96699,-11570650] 3 2 [[1,1,0,1]] X6
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+395208 r 2 [0,0,0,8181,-417690] 3 2 [[1,1,0,1]] X6
+395208 s 1 [0,0,0,756,-108] 1 1 [] X1
+395208 t 1 [0,0,0,-2983971,-3225700978] 1 1 [] X1
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+395208 v 1 [0,0,0,-543,4770] 3 2 [[1,1,0,1]] X6
+395208 v 2 [0,0,0,-1203,-9090] 3 2 [[1,1,0,1]] X6
+395208 w 1 [0,0,0,-378,-6175] 3 2 [[1,1,0,1]] X6
+395208 w 2 [0,0,0,-7863,-268150] 3 2 [[1,1,0,1]] X6
+395211 a 1 [0,-1,1,-9,35] 1 1 [] X1
+395213 a 1 [1,-1,1,-730,-6456] 3 2 [[1,1,0,1]] X6
+395213 a 2 [1,-1,1,-11265,-457354] 3 2 [[1,1,0,1]] X6
+395213 b 1 [0,0,1,-34856,2504750] 1 1 [] X1
+395213 c 1 [0,-1,1,-99,-284] 1 1 [] X1
+395213 d 1 [1,-1,0,-113,-526] 1 1 [] X1
+395214 a 1 [1,1,0,-277,-1523] 1 1 [] X1
+395214 b 1 [1,1,0,14324,807052] 1 1 [] X1
+395214 c 1 [1,0,1,-103,-466] 1 1 [] X1
+395214 d 1 [1,1,1,122,2327] 1 1 [] X1
+395214 e 1 [1,0,0,-3396,75792] 1 1 [] X1
+395216 a 1 [0,-1,0,-256,-4096] 1 1 [] X1
+395216 b 1 [0,0,0,-490,-4173] 3 2 [[1,1,0,1]] X6
+395216 b 2 [0,0,0,-575,-2626] 3 2 [[1,1,0,1]] X6
+395216 c 1 [0,0,0,-1099,-14614] 1 1 [] X1
+395217 a 1 [1,-1,0,-126,-243] 1 1 [] X1
+395219 a 1 [1,0,0,-31,-248] 1 1 [] X1
+395219 b 1 [0,1,1,1331,442890] 1 1 [] X1
+395219 b 2 [0,1,1,-11979,-11968685] 1 1 [] X1
+395219 b 3 [0,1,1,-4346639,-3489577160] 1 1 [] X1
+395219 c 1 [1,-1,0,-130,-7313] 1 1 [] X1
+395219 d 1 [1,1,0,3129,-51008] 1 1 [] X1
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+395220 a 1 [0,-1,0,-21,945] 1 1 [] X1
+395220 b 1 [0,-1,0,-1261,-11510] 3 2 [[1,1,0,1]] X6
+395220 b 2 [0,-1,0,3444,-81144] 3 2 [[1,1,0,1]] X6
+395220 c 1 [0,-1,0,212400274,-2801718108399] 1 1 [] X1
+395220 d 1 [0,-1,0,-23805,1719225] 1 1 [] X1
+395220 e 1 [0,-1,0,-38085,2327850] 3 2 [[1,1,0,1]] X6
+395220 e 2 [0,-1,0,79540,13761000] 3 2 [[1,1,0,1]] X6
+395220 f 1 [0,1,0,-63301,-6205801] 1 1 [] X1
+395220 g 1 [0,1,0,2012339,-1011840865] 1 1 [] X1
+395221 a 1 [0,1,1,-62,166] 1 1 [] X1
+395224 a 1 [0,1,0,-128,400] 1 1 [] X1
+395224 b 1 [0,0,0,-995,13838] 3 2 [[1,1,0,1]] X6
+395224 b 2 [0,0,0,-16555,819846] 3 2 [[1,1,0,1]] X6
+395225 a 1 [1,0,0,-2938,-44633] 1 1 [] X1
+395225 b 1 [1,0,1,-8276,-290427] 3 2 [[1,1,0,1]] X6
+395225 b 2 [1,0,1,-8901,-244177] 3 2 [[1,1,0,1]] X6
+395226 a 1 [1,-1,0,-5169,145069] 1 1 [] X1
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+395226 f 1 [1,-1,1,133,-1025] 1 1 [] X1
+395226 g 1 [1,-1,1,-434,1297] 1 1 [] X1
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+395226 j 1 [1,-1,1,-46523,-3870341] 1 1 [] X1
+395227 a 1 [1,1,1,-1334,38704] 1 1 [] X1
+395230 a 1 [1,-1,0,-78715,8493925] 1 1 [] X1
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+395230 c 1 [1,0,1,39717,70793318] 1 1 [] X1
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+395230 f 1 [1,-1,1,-3438,-76719] 1 1 [] X1
+395230 g 1 [1,1,1,-9150,-15365] 1 1 [] X1
+395230 h 1 [1,1,1,-145,-705] 1 1 [] X1
+395230 i 1 [1,0,0,-575291,-167997679] 1 1 [] X1
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+395230 k 1 [1,1,1,-80520,11960585] 1 1 [] X1
+395230 l 1 [1,1,1,-7115395,-8261330543] 1 1 [] X1
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+395232 b 2 [0,-1,0,-512625,-141098559] 3 2 [[1,1,0,1]] X6
+395232 c 1 [0,-1,0,-50,-984] 3 2 [[1,1,0,1]] X6
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+395232 i 2 [0,-1,0,-25537976,-48365718252] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+395232 j 1 [0,1,0,-50,984] 3 2 [[1,1,0,1]] X6
+395232 j 2 [0,1,0,-1840,29624] 3 2 [[1,1,0,1]] X6
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+395232 n 1 [0,1,0,-14514,-677880] 3 2 [[1,1,0,1]] X6
+395232 n 2 [0,1,0,-14744,-655524] 3 2 [[1,1,0,1]] X6
+395232 o 1 [0,1,0,-593,-7905] 1 1 [] X1
+395232 p 1 [0,1,0,-787965,269212491] 1 1 [] X1
+395232 q 1 [0,1,0,-88072,10203608] 1 1 [] X1
+395232 r 1 [0,1,0,415234,2532349392] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+395232 r 2 [0,1,0,-25537976,48365718252] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+395234 a 1 [1,1,0,-5366,137236] 1 1 [] X1
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+395234 g 1 [1,0,1,-3652,-61694] 1 1 [] X1
+395234 h 1 [1,0,1,-12101,-208400] 1 1 [] X1
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+395234 j 1 [1,0,0,52870,-1848344] 1 1 [] X1
+395234 k 1 [1,0,0,-148,-2220] 1 1 [] X1
+395234 l 1 [1,1,1,-148,-687] 1 1 [] X1
+395234 m 1 [1,0,0,-7253,213821] 1 1 [] X1
+395234 n 1 [1,1,1,-4460,-1415219] 3 2 [[1,1,0,1]] X6
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+395234 o 1 [1,1,1,132642,-549090277] 1 1 [] X1
+395235 a 1 [1,-1,0,-90,-405] 1 1 [] X1
+395237 a 1 [0,-1,1,-60,-158] 1 1 [] X1
+395238 a 1 [1,0,1,3375,59032] 1 1 [] X1
+395238 b 1 [1,0,1,-420,-4190] 1 1 [] X1
+395238 c 1 [1,0,1,915,-542] 1 1 [] X1
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+395238 e 1 [1,1,1,-2483,-68365] 1 1 [] X1
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+395240 b 1 [0,1,0,-29335,1849650] 3 2 [[1,1,0,1]] X6
+395240 b 2 [0,1,0,-78740,-6074912] 3 2 [[1,1,0,1]] X6
+395240 c 1 [0,0,0,-1447,-17286] 3 2 [[1,1,0,1]] X6
+395240 c 2 [0,0,0,-21947,-1251386] 3 2 [[1,1,0,1]] X6
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+395240 e 2 [0,0,0,-3187,-77154] 3 2 [[1,1,0,1]] X6
+395240 f 1 [0,0,0,-4127,90146] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+395240 f 2 [0,0,0,-16627,-732354] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+395240 f 3 [0,0,0,24373,-3774554] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+395240 f 4 [0,0,0,-257627,-50330154] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+395240 g 1 [0,-1,0,-1301009696,18062561617820] 1 1 [] X1
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+395240 h 2 [0,-1,0,-377620,89234532] 3 2 [[1,1,0,1]] X6
+395240 i 1 [0,-1,0,-82340,9121700] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+395240 i 2 [0,-1,0,-82320,9126332] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+395240 j 1 [0,-1,0,-1620,24932] 3 2 [[1,1,0,1]] X6
+395240 j 2 [0,-1,0,-25720,1596252] 3 2 [[1,1,0,1]] X6
+395240 k 1 [0,-1,0,-415,-3108] 3 2 [[1,1,0,1]] X6
+395240 k 2 [0,-1,0,-620,500] 3 2 [[1,1,0,1]] X6
+395241 a 1 [0,-1,1,-2039826052,35460605788344] 1 1 [] X1
+395241 b 1 [1,0,0,5568,19179] 1 1 [] X1
+395241 c 1 [0,-1,1,-2035,44217] 1 1 [] X1
+395241 d 1 [0,-1,1,44457,2181530] 1 1 [] X1
+395241 e 1 [1,1,0,39,-5040] 3 2 [[1,1,0,1]] X6
+395241 e 2 [1,1,0,-4196,-104139] 3 2 [[1,1,0,1]] X6
+395241 f 1 [1,1,0,-21728,1465359] 1 1 [] X1
+395241 g 1 [1,0,1,-25092,1361341] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395241 g 2 [1,0,1,-98297,-10439305] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395241 g 3 [1,0,1,151568,-54815329] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395241 g 4 [1,0,1,-1519442,-721011805] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395241 h 1 [1,0,1,-136,575] 1 1 [] X1
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+395298 e 1 [1,-1,1,-4334,110013] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+395298 e 2 [1,-1,1,-7574,-74019] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+395298 f 1 [1,-1,1,-1238,16989] 1 1 [] X1
+395300 a 1 [0,-1,0,-552708,-159370088] 1 1 [] X1
+395300 b 1 [0,1,0,-1708,-28412] 1 1 [] X1
+395300 c 1 [0,-1,0,67,-11638] 3 2 [[1,1,0,1]] X6
+395300 c 2 [0,-1,0,-7308,-232888] 3 2 [[1,1,0,1]] X6
+395301 a 1 [1,0,0,-556833143,-5057539692630] 1 1 [] X1
+395301 b 1 [1,0,1,-35,-61] 1 1 [] X1
+395304 a 1 [0,-1,0,-98540,13033956] 1 1 [] X1
+395304 b 1 [0,-1,0,-840,-8964] 3 2 [[1,1,0,1]] X6
+395304 b 2 [0,-1,0,-1680,12876] 3 2 [[1,1,0,1]] X6
+395304 c 1 [0,-1,0,11263,-1661979] 1 1 [] X1
+395304 d 1 [0,-1,0,-132384,18583740] 3 2 [[1,1,0,1]] X6
+395304 d 2 [0,-1,0,-129864,19322604] 3 2 [[1,1,0,1]] X6
+395304 e 1 [0,-1,0,-1848399,-561250116] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395304 e 2 [0,-1,0,-25982444,-50953136076] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395304 e 3 [0,-1,0,-22423304,-65416057380] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395304 e 4 [0,-1,0,-415686304,-3261957060932] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395304 f 1 [0,-1,0,-6144,170748] 3 2 [[1,1,0,1]] X6
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+395304 g 1 [0,-1,0,-161,-4011] 1 1 [] X1
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+395304 j 1 [0,-1,0,-1351743,-1499751864] 3 2 [[1,1,0,1]] X6
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+395304 r 1 [0,1,0,22357,-1367658] 3 2 [[1,1,0,1]] X6
+395304 r 2 [0,1,0,-133708,-13291024] 3 2 [[1,1,0,1]] X6
+395304 s 1 [0,1,0,-20652203,36146046114] 1 1 [] X1
+395304 t 1 [0,1,0,-588,0] 3 2 [[1,1,0,1]] X6
+395304 t 2 [0,1,0,2352,2352] 3 2 [[1,1,0,1]] X6
+395304 u 1 [0,1,0,-1372,10112] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395304 u 2 [0,1,0,-10192,-392080] 6 2 [] X8
+395304 u 3 [0,1,0,728,-1178320] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395304 u 4 [0,1,0,-162232,-25205008] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395304 v 1 [0,1,0,-14392,539648] 3 2 [[1,1,0,1]] X6
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+395304 w 1 [0,1,0,-2787,-69378] 3 2 [[1,1,0,1]] X6
+395304 w 2 [0,1,0,-47132,-3954000] 3 2 [[1,1,0,1]] X6
+395304 x 1 [0,1,0,498456,-2098424016] 1 1 [] X1
+395306 a 1 [1,0,1,-275,-1778] 1 1 [] X1
+395310 a 1 [1,1,1,-5711,133589] 3 2 [[1,1,0,1]] X6
+395310 a 2 [1,1,1,11569,804053] 3 2 [[1,1,0,1]] X6
+395312 a 1 [0,0,0,629,-4406] 1 1 [] X1
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+395312 c 1 [0,1,0,-3123,72164] 1 1 [] X1
+395312 d 1 [0,1,0,-188,96380] 1 1 [] X1
+395312 e 1 [0,1,0,-9768,-374860] 1 1 [] X1
+395312 f 1 [0,1,0,-52,172] 1 1 [] X1
+395312 g 1 [0,0,0,-12382651,16773290474] 1 1 [] X1
+395312 h 1 [0,0,0,-12784,725168] 1 1 [] X1
+395312 i 1 [0,0,0,-88,-340] 1 1 [] X1
+395313 a 1 [0,-1,1,-440,3974] 1 1 [] X1
+395314 a 1 [1,1,0,-4240,-108232] 1 1 [] X1
+395314 b 1 [1,-1,1,15404,-619593] 3 2 [[1,1,0,1]] X6
+395314 b 2 [1,-1,1,-81876,-5600329] 3 2 [[1,1,0,1]] X6
+395314 c 1 [1,0,0,-7828,-271472] 1 1 [] X1
+395316 a 1 [0,0,0,-98820,-11960487] 3 2 [[1,1,0,1]] X6
+395316 a 2 [0,0,0,-1581255,-765333954] 3 2 [[1,1,0,1]] X6
+395316 b 1 [0,0,0,-10980,442981] 3 2 [[1,1,0,1]] X6
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+395318 a 1 [1,0,1,276853,-8612490] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+395318 a 2 [1,0,1,-1121907,-69598426] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+395318 b 1 [1,0,1,-192826,-33788820] 3 2 [[1,1,0,1]] X6
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+395318 c 1 [1,0,1,-1881722,1127505828] 1 1 [] X1
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+395318 f 1 [1,-1,0,-56533,6234297] 1 1 [] X1
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+395318 h 1 [1,0,1,213,306] 1 1 [] X1
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+395318 j 1 [1,0,1,-666,442890] 1 1 [] X1
+395318 j 2 [1,0,1,5989,-11956706] 1 1 [] X1
+395318 j 3 [1,0,1,-3772786,-2821202684] 1 1 [] X1
+395318 k 1 [1,1,0,-30745575,-65630668747] 3 2 [[1,1,0,1]] X6
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+395318 l 2 [1,1,0,-158957795,-771354919027] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
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+395325 s 2 [1,-1,0,-16748667,24922944616] 6 2 [] X8
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+395325 s 4 [1,-1,0,-50920542,-109201664759] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395325 t 1 [1,-1,0,-165417,12082616] 3 2 [[1,1,0,1]] X6
+395325 t 2 [1,-1,0,-1323042,-577148509] 3 2 [[1,1,0,1]] X6
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+395325 w 1 [0,0,1,-269625,-53884719] 1 1 [] X1
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+395328 v 1 [0,-1,0,-8257,291553] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+395328 v 2 [0,-1,0,-8577,268065] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
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+395328 v 4 [0,-1,0,-36417,-2399007] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+395328 w 1 [0,-1,0,-1004321,-1150753887] 1 1 [] X1
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+395328 ba 1 [0,1,0,-2689,59231] 3 2 [[1,1,0,1]] X6
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+395328 bc 1 [0,1,0,-7329,-254529] 3 2 [[1,1,0,1]] X6
+395328 bc 2 [0,1,0,-118689,-15778113] 3 2 [[1,1,0,1]] X6
+395328 bd 1 [0,1,0,-369,-5265] 1 1 [] X1
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+395328 bf 1 [0,1,0,-16497529,28326578951] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+395328 bf 2 [0,1,0,-271118689,1718145369407] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
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+395328 bh 2 [0,1,0,-6025889,5621915871] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395328 bh 3 [0,1,0,-754849,15123492575] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395328 bh 4 [0,1,0,-11624609,-6476918049] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395328 bi 1 [0,1,0,12,30] 1 1 [] X1
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+395328 bq 2 [0,1,0,-8577,-268065] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
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+395328 bq 4 [0,1,0,14143,-1426785] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+395328 br 1 [0,1,0,-92,-258] 3 2 [[1,1,0,1]] X6
+395328 br 2 [0,1,0,263,-1465] 3 2 [[1,1,0,1]] X6
+395328 bs 1 [0,1,0,-137,2295] 3 2 [[1,1,0,1]] X6
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+395328 bt 1 [0,1,0,-1004321,1150753887] 1 1 [] X1
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+395330 c 1 [1,0,1,-8574,-211984] 6 4 [[1,1,0,1],[3,0,2,1]] X9
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+395330 i 2 [1,-1,1,-11157,-450739] 3 2 [[1,1,0,1]] X6
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+395330 k 2 [1,1,1,-1808605,-938433965] 3 2 [[1,1,0,1]] X6
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+395430 r 1 [1,1,0,-2552,9024] 3 2 [[1,1,0,1]] X6
+395430 r 2 [1,1,0,-24952,-1518656] 3 2 [[1,1,0,1]] X6
+395430 s 1 [1,1,0,-2340167,1739089269] 1 1 [] X1
+395430 t 1 [1,1,0,-83927,-9377451] 3 2 [[1,1,0,1]] X6
+395430 t 2 [1,1,0,-55927,-15699851] 3 2 [[1,1,0,1]] X6
+395430 u 1 [1,1,0,-1672297,-734442491] 3 2 [[1,1,0,1]] X6
+395430 u 2 [1,1,0,2545623,-3836300859] 3 2 [[1,1,0,1]] X6
+395430 v 1 [1,1,0,29963,1459501] 1 1 [] X1
+395430 w 1 [1,1,0,-43782,-3488274] 1 1 [] X1
+395430 x 1 [1,1,0,-6052,198976] 1 1 [] X1
+395430 y 1 [1,1,0,-39127,-2859359] 3 2 [[1,1,0,1]] X6
+395430 y 2 [1,1,0,-111157,10581439] 3 2 [[1,1,0,1]] X6
+395430 z 1 [1,1,0,-597534347,-5622325073091] 1 1 [] X1
+395430 ba 1 [1,1,0,-766777,108810661] 3 2 [[1,1,0,1]] X6
+395430 ba 2 [1,1,0,2745543,830241189] 3 2 [[1,1,0,1]] X6
+395430 bb 1 [1,1,0,-143252,20806416] 3 2 [[1,1,0,1]] X6
+395430 bb 2 [1,1,0,-129532,24969064] 3 2 [[1,1,0,1]] X6
+395430 bc 1 [1,1,0,-173352,27598824] 1 1 [] X1
+395430 bd 1 [1,1,0,-778152,-264533184] 1 1 [] X1
+395430 be 1 [1,1,0,-21146122,37391903956] 3 2 [[1,1,0,1]] X6
+395430 be 2 [1,1,0,-16536202,54150807124] 3 2 [[1,1,0,1]] X6
+395430 bf 1 [1,1,0,-6973222,7084401556] 3 2 [[1,1,0,1]] X6
+395430 bf 2 [1,1,0,-7331622,6315346836] 3 2 [[1,1,0,1]] X6
+395430 bg 1 [1,1,0,-964737,-109356939] 1 1 [] X1
+395430 bh 1 [1,0,1,-125074,-3470428] 3 2 [[1,1,0,1]] X6
+395430 bh 2 [1,0,1,-1222674,517231012] 3 2 [[1,1,0,1]] X6
+395430 bi 1 [1,0,1,-47759,-5077054] 1 1 [] X1
+395430 bj 1 [1,0,1,-632959,184589906] 3 2 [[1,1,0,1]] X6
+395430 bj 2 [1,0,1,421521,738402802] 3 2 [[1,1,0,1]] X6
+395430 bk 1 [1,0,1,611,-4168] 1 1 [] X1
+395430 bl 1 [1,0,1,-4112449,3204128372] 3 2 [[1,1,0,1]] X6
+395430 bl 2 [1,0,1,-2740449,5376827572] 3 2 [[1,1,0,1]] X6
+395430 bm 1 [1,0,1,-12194579,16389876206] 1 1 [] X1
+395430 bn 1 [1,0,1,-124,-598] 1 1 [] X1
+395430 bo 1 [1,0,1,-894,10042] 1 1 [] X1
+395430 bp 1 [1,0,1,-38129474,90620493716] 1 1 [] X1
+395430 bq 1 [1,0,1,-8494274,-9491879428] 1 1 [] X1
+395430 br 1 [1,0,1,-2924,-61078] 3 2 [[1,1,0,1]] X6
+395430 br 2 [1,0,1,-2644,-73174] 3 2 [[1,1,0,1]] X6
+395430 bs 1 [1,0,1,-341687904,-2430974797394] 3 2 [[1,1,0,1]] X6
+395430 bs 2 [1,0,1,-359249504,-2167241713234] 3 2 [[1,1,0,1]] X6
+395430 bt 1 [1,0,1,-19689,316012] 1 1 [] X1
+395430 bu 1 [1,0,1,-21441103,38211843506] 3 2 [[1,1,0,1]] X6
+395430 bu 2 [1,0,1,-21255883,38904492218] 3 2 [[1,1,0,1]] X6
+395430 bv 1 [1,0,1,-2981578,3302031548] 1 1 [] X1
+395430 bw 1 [1,0,1,971606617,-6167091012694] 1 1 [] X1
+395430 bx 1 [1,0,1,-768738,259364788] 1 1 [] X1
+395430 bx 2 [1,0,1,-404913,504807748] 1 1 [] X1
+395430 by 1 [1,0,1,-6053,-80902] 1 1 [] X1
+395430 bz 1 [1,0,1,-103,746] 1 1 [] X1
+395430 ca 1 [1,0,1,-124668,-16435142] 1 1 [] X1
+395430 cb 1 [1,0,1,-2623,-42094] 1 1 [] X1
+395430 cc 1 [1,0,1,-1314598,580019906] 1 1 [] X1
+395430 cd 1 [1,1,1,-52501,4608323] 1 1 [] X1
+395430 ce 1 [1,1,1,-116621,14673539] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395430 ce 2 [1,1,1,-1845341,964086563] 6 2 [] X8
+395430 ce 3 [1,1,1,-29525441,61738514123] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395430 ce 4 [1,1,1,-1824761,986666939] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395430 cf 1 [1,1,1,-1297276,568177049] 3 2 [[1,1,0,1]] X6
+395430 cf 2 [1,1,1,-1293846,571335393] 3 2 [[1,1,0,1]] X6
+395430 cg 1 [1,1,1,-1302666,396843159] 3 2 [[1,1,0,1]] X6
+395430 cg 2 [1,1,1,-7970586,-8356802217] 3 2 [[1,1,0,1]] X6
+395430 ch 1 [1,1,1,-701,3023] 3 2 [[1,1,0,1]] X6
+395430 ch 2 [1,1,1,-9451,349523] 3 2 [[1,1,0,1]] X6
+395430 ci 1 [1,1,1,72519,-651897] 1 1 [] X1
+395430 ci 2 [1,1,1,-7439181,7808099823] 1 1 [] X1
+395430 cj 1 [1,1,1,-962851,-364039327] 1 1 [] X1
+395430 ck 1 [1,1,1,-3431,-14407] 3 2 [[1,1,0,1]] X6
+395430 ck 2 [1,1,1,-34301,2418149] 3 2 [[1,1,0,1]] X6
+395430 cl 1 [1,1,1,2134,20663] 1 1 [] X1
+395430 cm 1 [1,1,1,-60075,-11399655] 1 1 [] X1
+395430 cm 2 [1,1,1,516165,236844537] 1 1 [] X1
+395430 cn 1 [1,1,1,-1072934920,-14864950179703] 1 1 [] X1
+395430 co 1 [1,1,1,-30179150,19438198667] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395430 co 2 [1,1,1,-275179150,-1742797801333] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395430 co 3 [1,1,1,-77464150,-4195887349333] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395430 co 4 [1,1,1,-4392894150,-112067912253333] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395430 cp 1 [1,1,1,-11250,-463233] 1 1 [] X1
+395430 cp 2 [1,1,1,-48210,3625215] 1 1 [] X1
+395430 cq 1 [1,1,1,-46600,-2338183] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395430 cq 2 [1,1,1,-659100,-206178183] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395430 cq 3 [1,1,1,-573350,-261675583] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395430 cq 4 [1,1,1,-10544850,-13184190783] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395430 cr 1 [1,1,1,335,-28645] 1 1 [] X1
+395430 cs 1 [1,1,1,-2745,98097] 1 1 [] X1
+395430 ct 1 [1,1,1,-1790147920,29418220446257] 1 1 [] X1
+395430 cu 1 [1,1,1,-534931335,-4762175116035] 3 2 [[1,1,0,1]] X6
+395430 cu 2 [1,1,1,-513857415,-5154579936003] 3 2 [[1,1,0,1]] X6
+395430 cv 1 [1,1,1,-4460,55565] 3 2 [[1,1,0,1]] X6
+395430 cv 2 [1,1,1,15140,431885] 3 2 [[1,1,0,1]] X6
+395430 cw 1 [1,0,0,-1226,33060] 1 1 [] X1
+395430 cw 2 [1,0,0,10534,-689004] 1 1 [] X1
+395430 cx 1 [1,0,0,-21896631,43334919081] 1 1 [] X1
+395430 cy 1 [1,0,0,-53166,2973060] 3 2 [[1,1,0,1]] X6
+395430 cy 2 [1,0,0,158514,20796516] 3 2 [[1,1,0,1]] X6
+395430 cz 1 [1,0,0,-18068506,-24895777180] 3 2 [[1,1,0,1]] X6
+395430 cz 2 [1,0,0,-276224026,-1766980857244] 3 2 [[1,1,0,1]] X6
+395430 da 1 [1,0,0,-2668541,1674736881] 3 2 [[1,1,0,1]] X6
+395430 da 2 [1,0,0,-42676061,107302591185] 3 2 [[1,1,0,1]] X6
+395430 db 1 [1,0,0,-551251,157235105] 1 1 [] X1
+395430 db 2 [1,0,0,-2362291,-1250535679] 1 1 [] X1
+395430 dc 1 [1,0,0,-36533631,-85772625639] 1 1 [] X1
+395430 dd 1 [1,0,0,-36261961,75202696085] 3 2 [[1,1,0,1]] X6
+395430 dd 2 [1,0,0,50540069,380242389911] 3 2 [[1,1,0,1]] X6
+395430 de 1 [1,0,0,-13721,-417495] 3 2 [[1,1,0,1]] X6
+395430 de 2 [1,0,0,-198941,-34164579] 3 2 [[1,1,0,1]] X6
+395430 df 1 [1,0,0,16414,9874416] 1 1 [] X1
+395430 dg 1 [1,0,0,-1275,17037] 3 2 [[1,1,0,1]] X6
+395430 dg 2 [1,0,0,195,54375] 3 2 [[1,1,0,1]] X6
+395430 dh 1 [1,0,0,-2572550,-1588372500] 1 1 [] X1
+395430 di 1 [1,0,0,-26475,-1660275] 3 2 [[1,1,0,1]] X6
+395430 di 2 [1,0,0,-26405,-1669473] 3 2 [[1,1,0,1]] X6
+395430 dj 1 [1,0,0,-34350,-1140000] 3 2 [[1,1,0,1]] X6
+395430 dj 2 [1,0,0,-463100,-121275750] 3 2 [[1,1,0,1]] X6
+395430 dk 1 [1,0,0,-7645,109745] 3 2 [[1,1,0,1]] X6
+395430 dk 2 [1,0,0,-101725,12471857] 3 2 [[1,1,0,1]] X6
+395430 dl 1 [1,0,0,-19650,1058532] 1 1 [] X1
+395430 dm 1 [1,0,0,104565,-6773775] 1 1 [] X1
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+395433 a 1 [0,0,1,-5706,-128392] 1 1 [] X1
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+395434 a 1 [1,-1,0,-61,3751] 1 1 [] X1
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+395434 d 2 [1,-1,0,-653,6375] 3 2 [[1,1,0,1]] X6
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+395435 a 1 [0,-1,1,145,303] 1 1 [] X1
+395436 a 1 [0,-1,0,-37,-719] 1 1 [] X1
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+395470 c 1 [1,1,1,-82066,-6287841] 1 1 [] X1
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+395472 a 1 [0,-1,0,-3400,77056] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+395472 a 2 [0,-1,0,-1440,163296] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+395472 b 1 [0,-1,0,-32422,-1973849] 1 1 [] X1
+395472 b 2 [0,-1,0,-641002,197476339] 1 1 [] X1
+395472 c 1 [0,-1,0,-53072,-6490176] 1 1 [] X1
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+395472 d 2 [0,-1,0,-31344,-6385536] 3 2 [[1,1,0,1]] X6
+395472 e 1 [0,-1,0,-48224,3979008] 3 2 [[1,1,0,1]] X6
+395472 e 2 [0,-1,0,-116704,-9771776] 3 2 [[1,1,0,1]] X6
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+395472 f 2 [0,-1,0,-461384,120779904] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395472 f 3 [0,-1,0,-7382144,7722542688] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395472 f 4 [0,-1,0,-455504,124002144] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395472 g 1 [0,-1,0,-824,6528] 3 2 [[1,1,0,1]] X6
+395472 g 2 [0,-1,0,-5104,-133856] 3 2 [[1,1,0,1]] X6
+395472 h 1 [0,-1,0,-4339224,876753648] 3 2 [[1,1,0,1]] X6
+395472 h 2 [0,-1,0,16734696,6878606064] 3 2 [[1,1,0,1]] X6
+395472 i 1 [0,-1,0,-12724,-943040] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395472 i 2 [0,-1,0,-241704,-45639936] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395472 i 3 [0,-1,0,-280224,-30077856] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395472 i 4 [0,-1,0,-3866864,-2925467040] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395472 j 1 [0,-1,0,-49126,-4114121] 1 1 [] X1
+395472 k 1 [0,-1,0,-34606808,-78347744016] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+395472 k 2 [0,-1,0,-34598968,-78385024784] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+395472 k 3 [0,-1,0,-35406728,-74535094032] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+395472 k 4 [0,-1,0,39888632,-349092094736] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+395472 l 1 [0,-1,0,132,-660] 1 1 [] X1
+395472 m 1 [0,-1,0,-1605968,-784504896] 3 2 [[1,1,0,1]] X6
+395472 m 2 [0,-1,0,-25710928,-50170746944] 3 2 [[1,1,0,1]] X6
+395472 n 1 [0,-1,0,4612,51756] 1 1 [] X1
+395472 o 1 [0,-1,0,-324808,-24240656] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+395472 o 2 [0,-1,0,1211832,-188968464] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+395472 p 1 [0,-1,0,-63348,-5048064] 3 2 [[1,1,0,1]] X6
+395472 p 2 [0,-1,0,-301488,59154480] 3 2 [[1,1,0,1]] X6
+395472 q 1 [0,-1,0,-308,-1152] 3 2 [[1,1,0,1]] X6
+395472 q 2 [0,-1,0,952,-9216] 3 2 [[1,1,0,1]] X6
+395472 r 1 [0,-1,0,-8770888,10000966384] 1 1 [] X1
+395472 s 1 [0,-1,0,-3717488,-2639149632] 3 2 [[1,1,0,1]] X6
+395472 s 2 [0,-1,0,-58767728,-173382974016] 3 2 [[1,1,0,1]] X6
+395472 t 1 [0,-1,0,-23112,1248048] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 t 2 [0,-1,0,-81432,-7523280] 6 2 [] X8
+395472 t 3 [0,-1,0,149688,-42653520] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 t 4 [0,-1,0,-1245672,-534691152] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 u 1 [0,-1,0,-307956272,1978261061568] 3 2 [[1,1,0,1]] X6
+395472 u 2 [0,-1,0,-4859922992,130405629312960] 3 2 [[1,1,0,1]] X6
+395472 v 1 [0,-1,0,-18712,988912] 3 2 [[1,1,0,1]] X6
+395472 v 2 [0,-1,0,-11032,1799920] 3 2 [[1,1,0,1]] X6
+395472 w 1 [0,-1,0,-6952,-497552] 1 1 [] X1
+395472 x 1 [0,-1,0,-4576,286528] 3 2 [[1,1,0,1]] X6
+395472 x 2 [0,-1,0,-98736,11962368] 3 2 [[1,1,0,1]] X6
+395472 y 1 [0,-1,0,-896,-2352] 3 2 [[1,1,0,1]] X6
+395472 y 2 [0,-1,0,-8456,300048] 3 2 [[1,1,0,1]] X6
+395472 z 1 [0,1,0,-6000,-266796] 1 1 [] X1
+395472 ba 1 [0,1,0,-194892,10935939] 1 1 [] X1
+395472 bb 1 [0,1,0,-1904,-11868] 3 2 [[1,1,0,1]] X6
+395472 bb 2 [0,1,0,-24584,-1490604] 3 2 [[1,1,0,1]] X6
+395472 bc 1 [0,1,0,-54824,6885876] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 bc 2 [0,1,0,-970744,367758356] 6 2 [] X8
+395472 bc 3 [0,1,0,-15531304,23553994100] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 bc 4 [0,1,0,-1064904,292016052] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 bd 1 [0,1,0,8193049816,932972682058932] 1 1 [] X1
+395472 be 1 [0,1,0,628224211,-9213911998950] 3 2 [[1,1,0,1]] X6
+395472 be 2 [0,1,0,-4655053844,-97607380481544] 3 2 [[1,1,0,1]] X6
+395472 bf 1 [0,1,0,132776,27456020] 3 2 [[1,1,0,1]] X6
+395472 bf 2 [0,1,0,-962904,287351316] 3 2 [[1,1,0,1]] X6
+395472 bg 1 [0,1,0,-8308784,-9221316588] 1 1 [] X1
+395472 bh 1 [0,1,0,-282864,64313556] 3 2 [[1,1,0,1]] X6
+395472 bh 2 [0,1,0,-4665584,3877279956] 3 2 [[1,1,0,1]] X6
+395472 bi 1 [0,1,0,-364,-2740] 3 2 [[1,1,0,1]] X6
+395472 bi 2 [0,1,0,56,-8284] 3 2 [[1,1,0,1]] X6
+395472 bj 1 [0,1,0,-58224,-4893228] 3 2 [[1,1,0,1]] X6
+395472 bj 2 [0,1,0,-219504,34265556] 3 2 [[1,1,0,1]] X6
+395472 bk 1 [0,1,0,-448959,-250690860] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395472 bk 2 [0,1,0,-9306764,-10922574324] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395472 bk 3 [0,1,0,-11462984,-5484587484] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395472 bk 4 [0,1,0,-148875424,-699219377980] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395472 bl 1 [0,1,0,103256,-1033660] 3 2 [[1,1,0,1]] X6
+395472 bl 2 [0,1,0,-414624,-8698284] 3 2 [[1,1,0,1]] X6
+395472 bm 1 [0,1,0,-44584,2799092] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395472 bm 2 [0,1,0,-236664,-41993964] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395472 bm 3 [0,1,0,182776,-174369228] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395472 bm 4 [0,1,0,-3729384,-2773301004] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395472 bn 1 [0,1,0,-176,363] 1 1 [] X1
+395472 bo 1 [0,1,0,-298926,62803863] 1 1 [] X1
+395472 bp 1 [0,1,0,-8926,-327577] 1 1 [] X1
+395472 bq 1 [0,1,0,-3528,50292] 3 2 [[1,1,0,1]] X6
+395472 bq 2 [0,1,0,-50568,4359156] 3 2 [[1,1,0,1]] X6
+395472 br 1 [0,1,0,-448,3332] 3 2 [[1,1,0,1]] X6
+395472 br 2 [0,1,0,-1288,-13804] 3 2 [[1,1,0,1]] X6
+395472 bs 1 [0,1,0,-44958088,-116038783756] 3 2 [[1,1,0,1]] X6
+395472 bs 2 [0,1,0,-719323528,-7425890407180] 3 2 [[1,1,0,1]] X6
+395472 bt 1 [0,1,0,-1548,24012] 3 2 [[1,1,0,1]] X6
+395472 bt 2 [0,1,0,-25088,1521156] 3 2 [[1,1,0,1]] X6
+395472 bu 1 [0,1,0,-15848,-2540748] 3 2 [[1,1,0,1]] X6
+395472 bu 2 [0,1,0,-392488,-94591564] 3 2 [[1,1,0,1]] X6
+395472 bv 1 [0,1,0,109032,-1218924] 1 1 [] X1
+395472 bw 1 [0,1,0,-448,-10780] 1 1 [] X1
+395472 bx 1 [0,1,0,-7448,201684] 3 2 [[1,1,0,1]] X6
+395472 bx 2 [0,1,0,-113288,14638260] 3 2 [[1,1,0,1]] X6
+395472 by 1 [0,1,0,17920,3668532] 1 1 [] X1
+395472 bz 1 [0,1,0,-2287,41300] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 bz 2 [0,1,0,-2892,17100] 6 2 [] X8
+395472 bz 3 [0,1,0,10968,144612] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 bz 4 [0,1,0,-26432,-1649532] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395472 ca 1 [0,1,0,-290192,-60224748] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395472 ca 2 [0,1,0,-352912,-32351980] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395472 ca 3 [0,1,0,-2989392,1966099860] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395472 ca 4 [0,1,0,1280048,-245943148] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395472 cb 1 [0,1,0,-16632,737748] 3 2 [[1,1,0,1]] X6
+395472 cb 2 [0,1,0,22248,3708180] 3 2 [[1,1,0,1]] X6
+395472 cc 1 [0,1,0,-409587612,656867337228] 3 2 [[1,1,0,1]] X6
+395472 cc 2 [0,1,0,1599259368,5197665050820] 3 2 [[1,1,0,1]] X6
+395472 cd 1 [0,1,0,7688,-99628] 1 1 [] X1
+395472 ce 1 [0,1,0,-9876032,-11234266572] 24 8 [[7,7,0,3],[7,7,4,3],[5,0,0,3]] X33f
+395472 ce 2 [0,1,0,-30847552,52342993460] 24 8 [[1,0,2,5],[1,0,0,7],[3,6,6,7]] X46c
+395472 ce 3 [0,1,0,-464736832,3855816421940] 24 8 [[7,0,0,1],[5,5,0,1],[7,7,4,3]] X33h
+395472 ce 4 [0,1,0,67497408,318149751348] 24 8 [[7,7,0,3],[5,5,0,3],[1,0,4,1]] X48c
+395472 cf 1 [0,1,0,-2317952,1357498548] 3 2 [[1,1,0,1]] X6
+395472 cf 2 [0,1,0,-2195072,1507952820] 3 2 [[1,1,0,1]] X6
+395472 cg 1 [0,1,0,-31616744,68419895124] 1 1 [] X1
+395472 ch 1 [0,1,0,-33474,1197459] 1 1 [] X1
+395472 ci 1 [0,1,0,-1026184,-401086732] 1 1 [] X1
+395472 cj 1 [0,1,0,-407324,-100195317] 1 1 [] X1
+395472 ck 1 [0,1,0,-700656,174991572] 3 2 [[1,1,0,1]] X6
+395472 ck 2 [0,1,0,-10498416,13088439252] 3 2 [[1,1,0,1]] X6
+395472 cl 1 [0,1,0,144584,1358719172] 1 1 [] X1
+395472 cm 1 [0,1,0,-43356,-3371508] 3 2 [[1,1,0,1]] X6
+395472 cm 2 [0,1,0,18384,-12138588] 3 2 [[1,1,0,1]] X6
+395472 cn 1 [0,1,0,-4049392436,-99183361902888] 1 1 [] X1
+395473 a 1 [1,-1,1,-18436,968046] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395473 a 2 [1,-1,1,-19281,875096] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395473 a 3 [1,-1,1,35384,4898440] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395473 a 4 [1,-1,1,-87466,-9107188] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395473 b 1 [1,-1,1,-9720,340138] 1 1 [] X1
+395473 c 1 [1,-1,0,-104533,8812336] 1 1 [] X1
+395474 a 1 [1,1,0,-25667,1566157] 1 1 [] X1
+395474 b 1 [1,1,1,-912,-10763] 1 1 [] X1
+395475 a 1 [0,-1,1,242,1668] 1 1 [] X1
+395477 a 1 [0,0,1,-13532,605886] 1 1 [] X1
+395478 a 1 [1,-1,0,-780066,264971668] 1 1 [] X1
+395478 b 1 [1,-1,0,-23283,-117703179] 1 1 [] X1
+395478 c 1 [1,-1,0,-89820,7340112] 1 1 [] X1
+395478 d 1 [1,-1,0,3483,-54675] 1 1 [] X1
+395478 e 1 [1,-1,0,-274824,25792992] 1 1 [] X1
+395478 f 1 [1,-1,0,-45153,-3202403] 1 1 [] X1
+395478 g 1 [1,-1,0,-56574693,163801896597] 1 1 [] X1
+395478 h 1 [1,-1,1,-464,1509] 1 1 [] X1
+395478 i 1 [1,-1,1,-393799928,3007985760123] 1 1 [] X1
+395478 j 1 [1,-1,1,-18707,-834253] 1 1 [] X1
+395480 a 1 [0,1,0,-105,-485] 1 1 [] X1
+395480 b 1 [0,-1,0,-1712376,863046685] 1 1 [] X1
+395480 c 1 [0,0,0,52,-92] 1 1 [] X1
+395480 d 1 [0,-1,0,-220320,-39702100] 1 1 [] X1
+395481 a 1 [1,0,0,-849,-10278] 1 1 [] X1
+395481 b 1 [1,1,0,8,55] 1 1 [] X1
+395483 a 1 [0,-1,1,0,-333] 1 1 [] X1
+395485 a 1 [0,1,1,-4922316,4201778526] 1 1 [] X1
+395486 a 1 [1,1,0,-11686,483284] 1 1 [] X1
+395486 b 1 [1,1,0,-118429,-15735555] 3 2 [[1,1,0,1]] X6
+395486 b 2 [1,1,0,-111869,-17547427] 3 2 [[1,1,0,1]] X6
+395486 c 1 [1,-1,1,-103108,12789735] 1 1 [] X1
+395486 d 1 [1,1,1,-594,4511] 3 2 [[1,1,0,1]] X6
+395486 d 2 [1,1,1,1046,26815] 3 2 [[1,1,0,1]] X6
+395486 e 1 [1,-1,1,1986,-22175] 1 1 [] X1
+395487 a 1 [1,-1,1,-140,726] 1 1 [] X1
+395487 b 1 [0,0,1,-354,-2138] 1 1 [] X1
+395493 a 1 [0,1,1,-13935,643007] 1 1 [] X1
+395493 b 1 [0,-1,1,58,5021] 1 1 [] X1
+395493 c 1 [0,1,1,-714,-9151] 1 1 [] X1
+395494 a 1 [1,-1,0,-433,-3171] 3 2 [[1,1,0,1]] X6
+395494 a 2 [1,-1,0,-1313,14605] 3 2 [[1,1,0,1]] X6
+395496 a 1 [0,0,0,405,8694] 1 1 [] X1
+395496 b 1 [0,0,0,45,-322] 1 1 [] X1
+395496 c 1 [0,0,0,-540,-1404] 1 1 [] X1
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+395496 e 1 [0,0,0,5940,89748] 1 1 [] X1
+395496 f 1 [0,0,0,660,-3324] 1 1 [] X1
+395497 a 1 [1,-1,1,-27,50] 1 1 [] X1
+395499 a 1 [1,1,0,-2665,51688] 3 2 [[1,1,0,1]] X6
+395499 a 2 [1,1,0,-1450,100531] 3 2 [[1,1,0,1]] X6
+395502 a 1 [1,1,0,-38927,2947365] 1 1 [] X1
+395502 b 1 [1,1,0,-1126831,-469083803] 1 1 [] X1
+395502 c 1 [1,0,1,-1161,15346] 1 1 [] X1
+395502 c 2 [1,0,1,4494,74332] 1 1 [] X1
+395504 a 1 [0,0,0,197,-10871] 1 1 [] X1
+395504 b 1 [0,0,0,-31,73] 1 1 [] X1
+395504 c 1 [0,1,0,-427,-3540] 3 2 [[1,1,0,1]] X6
+395504 c 2 [0,1,0,-332,-5060] 3 2 [[1,1,0,1]] X6
+395504 d 1 [0,-1,0,-12214,-515509] 1 1 [] X1
+395504 e 1 [0,0,0,-4388,111964] 1 1 [] X1
+395505 a 1 [0,0,1,14307,1147414] 1 1 [] X1
+395505 b 1 [0,0,1,-243,-2032] 1 1 [] X1
+395505 c 1 [0,0,1,-19656993,-33557333886] 1 1 [] X1
+395505 d 1 [0,0,1,-277337493,1778137742198] 1 1 [] X1
+395505 e 1 [0,0,1,47607,-13788036] 1 1 [] X1
+395505 f 1 [0,0,1,-14997,-728240] 1 1 [] X1
+395505 g 1 [0,0,1,-67827,14025982] 1 1 [] X1
+395505 h 1 [0,0,1,-177,1410] 1 1 [] X1
+395505 i 1 [0,0,1,434013,376619440] 1 1 [] X1
+395505 j 1 [0,0,1,137673,-76768378] 1 1 [] X1
+395505 k 1 [0,0,1,-325587,-71507948] 1 1 [] X1
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+395505 m 1 [1,-1,1,-5003148893,136212586365732] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395505 m 2 [1,-1,1,-5006907338,135997690507656] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395505 m 3 [1,-1,1,-2912439083,250668151894302] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395505 m 4 [1,-1,1,-7161510713,7573849102806] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395505 n 1 [1,-1,1,-344183,-77633458] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395505 n 2 [1,-1,1,-349628,-75045994] 6 2 [] X8
+395505 n 3 [1,-1,1,-1064903,330944096] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395505 n 4 [1,-1,1,278527,-315503728] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395505 o 1 [1,-1,1,67,102102] 1 1 [] X1
+395505 p 1 [1,-1,1,-1688,11976] 1 1 [] X1
+395505 q 1 [1,-1,1,286537,25592942] 3 2 [[1,1,0,1]] X6
+395505 q 2 [1,-1,1,-1260338,214930442] 3 2 [[1,1,0,1]] X6
+395505 r 1 [1,-1,1,-22826858,-41982939394] 1 1 [] X1
+395505 s 1 [1,-1,1,-8267,291354] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395505 s 2 [1,-1,1,-8672,261546] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395505 s 3 [1,-1,1,16573,1483404] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395505 s 4 [1,-1,1,-40397,-2872884] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395505 t 1 [1,-1,1,-153406607,731369732456] 1 1 [] X1
+395505 u 1 [1,-1,1,-76296553333277,-256172126959227564646] 1 1 [] X1
+395505 v 1 [1,-1,1,-39381512,-95084973016] 1 1 [] X1
+395505 w 1 [1,-1,1,-10427,-355894] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395505 w 2 [1,-1,1,-43232,3108314] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395505 w 3 [1,-1,1,-671387,211907036] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395505 w 4 [1,-1,1,60043,15625244] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395505 x 1 [0,0,1,-43338,3472573] 1 1 [] X1
+395505 y 1 [0,0,1,-64458,6607298] 1 1 [] X1
+395505 z 1 [0,0,1,-223488,-45388286] 1 1 [] X1
+395505 ba 1 [0,0,1,-1421292,663196230] 1 1 [] X1
+395505 bb 1 [0,0,1,-2011392,1225483715] 1 1 [] X1
+395505 bc 1 [0,0,1,-507609642,4441782216897] 1 1 [] X1
+395505 bd 1 [1,-1,0,3060,-998325] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395505 bd 2 [1,-1,0,-133065,-18068400] 6 2 [] X8
+395505 bd 3 [1,-1,0,-333540,49411485] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395505 bd 4 [1,-1,0,-2110590,-1179666585] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395505 be 1 [1,-1,0,-73080,7111075] 3 2 [[1,1,0,1]] X6
+395505 be 2 [1,-1,0,69975,31459036] 3 2 [[1,1,0,1]] X6
+395505 bf 1 [1,-1,0,-74745,-7024050] 1 1 [] X1
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+395670 bk 1 [1,1,1,-73631,17137253] 1 1 [] X1
+395670 bl 1 [1,1,1,-34381366,-50908379587] 1 1 [] X1
+395670 bm 1 [1,1,1,-125540,-18128923] 1 1 [] X1
+395670 bn 1 [1,1,1,1290,-27213] 3 2 [[1,1,0,1]] X6
+395670 bn 2 [1,1,1,-9710,-300013] 3 2 [[1,1,0,1]] X6
+395670 bo 1 [1,1,1,27530825,-17694849523] 1 1 [] X1
+395670 bp 1 [1,1,1,-27530,-130840423] 1 1 [] X1
+395670 bq 1 [1,1,1,-32370,-139944705] 1 1 [] X1
+395670 br 1 [1,1,1,-1735,-835] 1 1 [] X1
+395670 bs 1 [1,1,1,-13010,-572065] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395670 bs 2 [1,1,1,-22690,380447] 6 2 [] X8
+395670 bs 3 [1,1,1,-286470,58834095] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395670 bs 4 [1,1,1,86210,3081167] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395670 bt 1 [1,1,1,-22595933555,1309214085796145] 1 1 [] X1
+395670 bu 1 [1,1,1,-69880,-263553223] 3 2 [[1,1,0,1]] X6
+395670 bu 2 [1,1,1,-6603880,-6463012423] 3 2 [[1,1,0,1]] X6
+395670 bv 1 [1,1,1,-437653565,3523866227795] 1 1 [] X1
+395670 bw 1 [1,1,1,-16884040,-26918259895] 1 1 [] X1
+395670 bx 1 [1,1,1,-246343655,-1488299330275] 3 2 [[1,1,0,1]] X6
+395670 bx 2 [1,1,1,-3941498855,-95246211250915] 3 2 [[1,1,0,1]] X6
+395670 by 1 [1,1,1,-113071780,-467889229675] 3 2 [[1,1,0,1]] X6
+395670 by 2 [1,1,1,-1814634280,-29753821729675] 3 2 [[1,1,0,1]] X6
+395670 bz 1 [1,1,1,-125868740,543479328965] 1 1 [] X1
+395670 ca 1 [1,0,0,942769,3222233961] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395670 ca 2 [1,0,0,-27809251,54176563805] 6 2 [] X8
+395670 ca 3 [1,0,0,-439965501,3551981795055] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395670 ca 4 [1,0,0,-75685321,-182436549349] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395670 cb 1 [1,0,0,-125195496,434414064690] 1 1 [] X1
+395670 cc 1 [1,0,0,-216229241,1252254003771] 1 1 [] X1
+395670 cd 1 [1,0,0,-101461,-9879319] 1 1 [] X1
+395670 ce 1 [1,0,0,-3075758111,-65648274251559] 1 1 [] X1
+395670 cf 1 [1,0,0,13005,2025] 1 1 [] X1
+395670 cf 2 [1,0,0,-177570,30837060] 1 1 [] X1
+395670 cg 1 [1,0,0,52330,-4417500] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395670 cg 2 [1,0,0,-296150,-41565468] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395670 cg 3 [1,0,0,-1878830,959637900] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395670 cg 4 [1,0,0,-4289150,-3418844868] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395670 ch 1 [1,0,0,-232020,42881400] 1 1 [] X1
+395670 ci 1 [1,0,0,-316775,68615625] 3 2 [[1,1,0,1]] X6
+395670 ci 2 [1,0,0,-5068775,4391985225] 3 2 [[1,1,0,1]] X6
+395670 cj 1 [1,0,0,-745,-8095] 1 1 [] X1
+395670 ck 1 [1,0,0,-420175,100727507] 1 1 [] X1
+395670 cl 1 [1,0,0,-70925,-7276125] 1 1 [] X1
+395670 cl 2 [1,0,0,-81650,-4933620] 1 1 [] X1
+395670 cm 1 [1,0,0,-2175,-40743] 3 2 [[1,1,0,1]] X6
+395670 cm 2 [1,0,0,-35175,-2542143] 3 2 [[1,1,0,1]] X6
+395670 cn 1 [1,0,0,9290075,-159146869375] 3 2 [[1,1,0,1]] X6
+395670 cn 2 [1,0,0,-390009925,-2870473729375] 3 2 [[1,1,0,1]] X6
+395670 co 1 [1,0,0,-112123745,-443489155383] 1 1 [] X1
+395670 cp 1 [1,0,0,39020,-197545600] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395670 cp 2 [1,0,0,-4861480,-4040517700] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395670 cp 3 [1,0,0,-10796530,7757174690] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395670 cp 4 [1,0,0,-77334430,-261768822490] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395675 a 1 [0,0,1,-13962138925,-635002847564094] 1 1 [] X1
+395675 b 1 [0,1,1,-3518736958,80338178361494] 1 1 [] X1
+395675 c 1 [0,1,1,-375258,88483644] 1 1 [] X1
+395675 d 1 [0,-1,1,-180695258,-932263610832] 1 1 [] X1
+395675 e 1 [0,0,1,-278075,54912156] 1 1 [] X1
+395675 f 1 [0,1,1,-3687658,2716916094] 1 1 [] X1
+395675 g 1 [0,1,1,-149368,-22273506] 1 1 [] X1
+395675 g 2 [0,1,1,908542,29372494] 1 1 [] X1
+395675 h 1 [0,-1,1,-71810958,-234201576932] 1 1 [] X1
+395675 i 1 [0,0,1,-684144807325,217805976714484156] 1 1 [] X1
+395675 j 1 [1,0,0,-1338,3667] 3 2 [[1,1,0,1]] X6
+395675 j 2 [1,0,0,-16213,792042] 3 2 [[1,1,0,1]] X6
+395675 k 1 [1,0,0,-2113763,-1183031858] 1 1 [] X1
+395675 l 1 [1,0,0,-4147263,3205616392] 3 2 [[1,1,0,1]] X6
+395675 l 2 [1,0,0,-66101638,206849647017] 3 2 [[1,1,0,1]] X6
+395675 m 1 [1,0,0,-9948,489397] 1 1 [] X1
+395675 n 1 [1,1,1,-104763,13009156] 1 1 [] X1
+395675 o 1 [1,1,1,-4313,-109614] 1 1 [] X1
+395675 p 1 [1,1,1,-56803888,-164807555844] 1 1 [] X1
+395675 q 1 [1,1,1,-86515528,307351075716] 1 1 [] X1
+395675 r 1 [1,-1,1,-866305,308950072] 3 2 [[1,1,0,1]] X6
+395675 r 2 [1,-1,1,-1386930,-105467428] 3 2 [[1,1,0,1]] X6
+395675 s 1 [1,-1,1,-580,5492] 1 1 [] X1
+395675 t 1 [1,-1,1,2465,-40008] 1 1 [] X1
+395675 u 1 [1,-1,1,468945,3362924072] 1 1 [] X1
+395675 v 1 [1,-1,1,9570,-9807178] 1 1 [] X1
+395675 w 1 [1,-1,1,50,102] 1 1 [] X1
+395675 x 1 [1,-1,1,-28405,-1827038] 1 1 [] X1
+395675 y 1 [1,0,0,48362,5562367] 1 1 [] X1
+395675 z 1 [1,1,1,-65563,-1323344] 3 2 [[1,1,0,1]] X6
+395675 z 2 [1,1,1,-794438,-272464844] 3 2 [[1,1,0,1]] X6
+395675 ba 1 [1,1,1,-103574388,405676352906] 1 1 [] X1
+395675 bb 1 [1,1,1,-19263901063,-1029124477064594] 1 1 [] X1
+395675 bc 1 [1,1,1,-347313,-79037344] 1 1 [] X1
+395675 bd 1 [1,1,1,-153587463,-732689037844] 3 2 [[1,1,0,1]] X6
+395675 bd 2 [1,1,1,-153471088,-733854649844] 3 2 [[1,1,0,1]] X6
+395675 be 1 [1,1,1,1077,19256] 3 2 [[1,1,0,1]] X6
+395675 be 2 [1,1,1,-7498,190756] 3 2 [[1,1,0,1]] X6
+395675 bf 1 [1,1,1,-84638,-9382094] 3 2 [[1,1,0,1]] X6
+395675 bf 2 [1,1,1,-1349013,-603638344] 3 2 [[1,1,0,1]] X6
+395675 bg 1 [0,1,1,-118015683,-464999090706] 1 1 [] X1
+395675 bh 1 [0,1,1,-70233,-7154556] 1 1 [] X1
+395675 bh 2 [0,1,1,-413233,97074569] 1 1 [] X1
+395675 bi 1 [0,-1,1,-80033,-8312907] 1 1 [] X1
+395675 bj 1 [0,-1,1,-374033,91169343] 1 1 [] X1
+395675 bk 1 [0,-1,1,-2686833,1682359818] 1 1 [] X1
+395675 bl 1 [0,-1,1,-2193,-38487] 1 1 [] X1
+395675 bm 1 [0,-1,1,-5911033,-3463425407] 1 1 [] X1
+395675 bm 2 [0,-1,1,-427200783,-3398426875782] 1 1 [] X1
+395675 bn 1 [0,-1,1,-396083,-98931057] 1 1 [] X1
+395675 bn 2 [0,-1,1,1931417,-318297932] 1 1 [] X1
+395675 bo 1 [0,-1,1,-239283,44864343] 1 1 [] X1
+395675 bp 1 [0,0,1,-17150,-525219] 1 1 [] X1
+395675 bq 1 [0,0,1,-350,1531] 1 1 [] X1
+395675 br 1 [0,1,1,-107473,13415889] 1 1 [] X1
+395675 bs 1 [0,1,1,-54833,-4920506] 1 1 [] X1
+395675 bt 1 [0,1,1,-1633,23769] 1 1 [] X1
+395675 bu 1 [0,1,1,-15843,-797786] 1 1 [] X1
+395675 bu 2 [0,1,1,77257,-2515481] 1 1 [] X1
+395675 bv 1 [0,1,1,-289640633,1188534195769] 1 1 [] X1
+395675 bv 2 [0,1,1,-20932838383,1165702284069894] 1 1 [] X1
+395675 bw 1 [0,1,1,44917,12191869] 1 1 [] X1
+395675 bw 2 [0,1,1,-2956333,1957301994] 1 1 [] X1
+395675 bx 1 [0,1,1,-11724883,-15365019981] 1 1 [] X1
+395675 by 1 [0,0,1,-56350,-11887094] 1 1 [] X1
+395675 bz 1 [1,-1,0,-6967,-720434] 1 1 [] X1
+395675 ca 1 [1,0,1,-263401,-51897177] 3 2 [[1,1,0,1]] X6
+395675 ca 2 [1,0,1,-147026,-97981677] 3 2 [[1,1,0,1]] X6
+395675 cb 1 [1,0,1,104099,-36131427] 1 1 [] X1
+395675 cc 1 [1,0,1,149,-3027] 1 1 [] X1
+395675 cd 1 [1,0,1,-4142976,3245410823] 1 1 [] X1
+395675 ce 1 [1,0,1,26924,2353173] 3 2 [[1,1,0,1]] X6
+395675 ce 2 [1,0,1,-187451,24219423] 3 2 [[1,1,0,1]] X6
+395675 cf 1 [1,0,1,-3386,-75057] 3 2 [[1,1,0,1]] X6
+395675 cf 2 [1,0,1,-53961,-4829107] 3 2 [[1,1,0,1]] X6
+395675 cg 1 [1,1,0,3411600,13969898125] 1 1 [] X1
+395675 ch 1 [1,1,0,1209050,695295875] 1 1 [] X1
+395675 ci 1 [1,1,0,-71250,-7355375] 1 1 [] X1
+395675 cj 1 [1,-1,0,-34652,2478531] 3 2 [[1,1,0,1]] X6
+395675 cj 2 [1,-1,0,-55477,-832644] 3 2 [[1,1,0,1]] X6
+395675 ck 1 [1,-1,0,21208,-3889509] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395675 ck 2 [1,-1,0,-278917,-51609384] 6 2 [] X8
+395675 ck 3 [1,-1,0,-1007792,332507741] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395675 ck 4 [1,-1,0,-4352042,-3493400009] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395675 cl 1 [1,-1,0,-710117,-229089834] 1 1 [] X1
+395675 cm 1 [1,-1,0,1258,14041] 1 1 [] X1
+395675 cn 1 [1,-1,0,383,-78534] 1 1 [] X1
+395675 co 1 [1,-1,0,18758,26899641] 1 1 [] X1
+395675 cp 1 [1,-1,0,61633,-4939334] 1 1 [] X1
+395675 cq 1 [1,-1,0,-14492,672041] 1 1 [] X1
+395675 cr 1 [1,0,1,-4191,104073] 1 1 [] X1
+395675 cs 1 [1,0,1,-107826,-13486077] 1 1 [] X1
+395675 ct 1 [1,0,1,167168374,-4791173551727] 1 1 [] X1
+395675 cu 1 [1,0,1,-3491276,2512419823] 1 1 [] X1
+395675 cv 1 [1,0,1,-2162888201,38423210240923] 1 1 [] X1
+395675 cw 1 [1,0,1,-2272156,-1318460447] 1 1 [] X1
+395675 cx 1 [1,1,0,7325,1045500] 1 1 [] X1
+395675 cy 1 [1,1,0,-84550,-9498075] 1 1 [] X1
+395675 cz 1 [1,1,0,360125,-1276053750] 1 1 [] X1
+395675 da 1 [1,1,0,-1033925,404144000] 3 2 [[1,1,0,1]] X6
+395675 da 2 [1,1,0,-917550,498756875] 3 2 [[1,1,0,1]] X6
+395675 db 1 [1,1,0,-165890,25578575] 3 2 [[1,1,0,1]] X6
+395675 db 2 [1,1,0,-2644065,1653739550] 3 2 [[1,1,0,1]] X6
+395675 dc 1 [1,1,0,-248700,61174625] 1 1 [] X1
+395675 dd 1 [1,-1,0,-142,2141] 1 1 [] X1
+395675 de 1 [0,0,1,-34994575,-70236978219] 1 1 [] X1
+395675 df 1 [0,1,1,2351592,1347645219] 1 1 [] X1
+395675 dg 1 [0,1,1,-2872438,-1874761591] 1 1 [] X1
+395675 dh 1 [0,1,1,-826013008,-9137813158981] 1 1 [] X1
+395675 di 1 [0,-1,1,-23158,-987407] 1 1 [] X1
+395675 dj 1 [0,-1,1,36342,220443] 1 1 [] X1
+395675 dj 2 [0,-1,1,-3734208,-2776719807] 1 1 [] X1
+395675 dk 1 [0,1,1,-1134758,340950019] 1 1 [] X1
+395675 dl 1 [0,1,1,-408,-185531] 1 1 [] X1
+395675 dm 1 [0,-1,1,-140749478,642761726683] 1 1 [] X1
+395675 dn 1 [0,0,1,-714175,204772531] 1 1 [] X1
+395676 a 1 [0,0,0,-68799,-6945914] 1 1 [] X1
+395676 b 1 [0,0,0,-161424,24963201] 1 1 [] X1
+395676 c 1 [0,0,0,-180624,175727401] 1 1 [] X1
+395676 d 1 [0,0,0,-72,-2943] 1 1 [] X1
+395676 e 1 [0,0,0,6486567,-16373153855] 1 1 [] X1
+395677 a 1 [0,-1,1,-7339,244456] 1 1 [] X1
+395680 a 1 [0,-1,0,-10145,399025] 1 1 [] X1
+395680 b 1 [0,1,0,-10145,-399025] 1 1 [] X1
+395681 a 1 [1,-1,1,-24744,-5092948] 1 1 [] X1
+395682 a 1 [1,0,1,-858,-25076] 1 1 [] X1
+395682 b 1 [1,0,1,-109,-856] 1 1 [] X1
+395682 c 1 [1,0,0,-3520,-13696] 1 1 [] X1
+395685 a 1 [0,0,1,-183,114] 1 1 [] X1
+395685 b 1 [0,0,1,-7317,218180] 1 1 [] X1
+395685 c 1 [0,0,1,-813,-8081] 1 1 [] X1
+395685 d 1 [0,0,1,-1647,-3085] 1 1 [] X1
+395686 a 1 [1,1,0,-81824,-8858624] 2 2 [[0,1,1,1]] X2
+395686 b 1 [1,1,0,3660,-303344] 1 1 [] X1
+395686 b 2 [1,1,0,-33320,8771548] 1 1 [] X1
+395686 c 1 [1,1,0,-18809915,32156182621] 1 1 [] X1
+395686 d 1 [1,1,0,-7176,-140288] 2 2 [[0,1,1,1]] X2
+395686 e 1 [1,1,0,-22226,-1360972] 1 1 [] X1
+395686 f 1 [1,1,1,-355971,-81904799] 1 1 [] X1
+395686 g 1 [1,-1,1,-187096,30917851] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395686 g 2 [1,-1,1,-335016,-24700069] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395686 g 3 [1,-1,1,1255124,-192618853] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395686 g 4 [1,-1,1,-4291876,-3418103205] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395686 h 1 [1,0,0,-13269387,10915034801] 4 8 [[1,1,3,0],[1,0,6,7]] X2b
+395686 i 1 [1,0,0,-151293539,701599340417] 2 2 [[0,1,1,1]] X2
+395686 j 1 [1,1,1,2735,-8891] 1 1 [] X1
+395688 a 1 [0,-1,0,-137739,-19630008] 1 1 [] X1
+395688 b 1 [0,1,0,-124,464] 1 1 [] X1
+395690 a 1 [1,1,0,-398667,98549821] 1 1 [] X1
+395690 b 1 [1,-1,0,-354359,-97145635] 1 1 [] X1
+395690 c 1 [1,0,1,-11253,458496] 1 1 [] X1
+395690 d 1 [1,-1,1,-2908,8731] 3 2 [[1,1,0,1]] X6
+395690 d 2 [1,-1,1,-34158,2433731] 3 2 [[1,1,0,1]] X6
+395690 e 1 [1,-1,1,-658,-4223] 3 2 [[1,1,0,1]] X6
+395690 e 2 [1,-1,1,1842,-30223] 3 2 [[1,1,0,1]] X6
+395690 f 1 [1,0,0,-61,-359] 1 1 [] X1
+395691 a 1 [0,-1,1,-20,-40] 1 1 [] X1
+395691 b 1 [0,-1,1,-177982,-28841712] 1 1 [] X1
+395691 c 1 [0,1,1,247,-15295] 1 1 [] X1
+395691 d 1 [0,1,1,-492,8825] 1 1 [] X1
+395692 a 1 [0,1,0,1411,-11540] 1 1 [] X1
+395692 b 1 [0,1,0,-429,-8228] 1 1 [] X1
+395692 c 1 [0,1,0,-227117,98293588] 1 1 [] X1
+395692 d 1 [0,1,0,746243,146377572] 1 1 [] X1
+395692 e 1 [0,0,0,-92,345] 1 1 [] X1
+395692 f 1 [0,0,0,184,2484] 1 1 [] X1
+395692 g 1 [0,0,0,97336,-30222828] 1 1 [] X1
+395692 h 1 [0,0,0,-287581328,-1877107482860] 1 1 [] X1
+395692 i 1 [0,0,0,-48668,-4197615] 1 1 [] X1
+395692 j 1 [0,0,0,-262384,51734084] 1 1 [] X1
+395692 k 1 [0,0,0,-1371003481,19855730550881] 1 1 [] X1
+395693 a 1 [0,1,1,-670,-6907] 1 1 [] X1
+395694 a 1 [1,-1,0,-562131,162360693] 1 1 [] X1
+395694 b 1 [1,-1,0,234,-1512] 1 1 [] X1
+395694 c 1 [1,-1,0,-2166,43396] 1 1 [] X1
+395694 d 1 [1,-1,0,57,-17379] 1 1 [] X1
+395694 e 1 [1,-1,0,-736567143,-7711327414531] 1 1 [] X1
+395694 f 1 [1,-1,0,-123961578,-531194319244] 3 2 [[1,1,0,1]] X6
+395694 f 2 [1,-1,0,-123989658,-530941604860] 3 2 [[1,1,0,1]] X6
+395694 g 1 [1,-1,0,-64350,-17394156] 1 1 [] X1
+395694 g 2 [1,-1,0,-2430090,2401831224] 1 1 [] X1
+395694 h 1 [1,-1,0,25218,-304236] 3 2 [[1,1,0,1]] X6
+395694 h 2 [1,-1,0,-102942,-2380428] 3 2 [[1,1,0,1]] X6
+395694 i 1 [1,-1,0,-717,-1423] 3 2 [[1,1,0,1]] X6
+395694 i 2 [1,-1,0,2793,-13357] 3 2 [[1,1,0,1]] X6
+395694 j 1 [1,-1,0,-107999127,-431967763107] 1 1 [] X1
+395694 j 2 [1,-1,0,-110259027,-412944423543] 1 1 [] X1
+395694 k 1 [1,-1,0,-73640232,246516175008] 1 1 [] X1
+395694 l 1 [1,-1,0,-17046,-189756] 1 1 [] X1
+395694 m 1 [1,-1,0,-7956,256720] 1 1 [] X1
+395694 n 1 [1,-1,0,-2340,-36612] 3 2 [[1,1,0,1]] X6
+395694 n 2 [1,-1,0,-10350,371898] 3 2 [[1,1,0,1]] X6
+395694 o 1 [1,-1,1,-24759077,47424600285] 3 2 [[1,1,0,1]] X6
+395694 o 2 [1,-1,1,-25271717,45358661085] 3 2 [[1,1,0,1]] X6
+395694 p 1 [1,-1,1,-7547,236135] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+395694 p 2 [1,-1,1,7663,1057475] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+395694 q 1 [1,-1,1,-16331,-798613] 1 1 [] X1
+395694 r 1 [1,-1,1,-80,79] 3 2 [[1,1,0,1]] X6
+395694 r 2 [1,-1,1,310,391] 3 2 [[1,1,0,1]] X6
+395694 s 1 [1,-1,1,-1400,-14277] 1 1 [] X1
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+395760 f 4 [0,-1,0,-19496,10314720] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+395760 bo 4 [0,1,0,-443776,-113916316] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+395760 bt 2 [0,1,0,75814424,-767258448076] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+395760 bu 1 [0,1,0,-93652515305621,348823593228800353155] 1 1 [] X1
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+395760 by 2 [0,1,0,-590656,171400244] 6 2 [] X8
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+395760 by 4 [0,1,0,30144,514330164] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+395840 o 1 [0,-1,0,-295745,-61837343] 1 1 [] X1
+395840 p 1 [0,-1,0,-115585,-21749983] 1 1 [] X1
+395840 q 1 [0,1,0,-148801,22044415] 1 1 [] X1
+395840 r 1 [0,1,0,1759,12095] 1 1 [] X1
+395840 s 1 [0,1,0,-115585,21749983] 1 1 [] X1
+395840 t 1 [0,1,0,-295745,61837343] 1 1 [] X1
+395840 u 1 [0,1,0,575,-14177] 1 1 [] X1
+395840 v 1 [0,1,0,-1505,-38497] 1 1 [] X1
+395840 w 1 [0,-1,0,-8161,-280959] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+395840 w 2 [0,-1,0,-6881,-373375] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+395840 x 1 [0,-1,0,-11201,459785] 1 1 [] X1
+395840 y 1 [0,-1,0,-2921,61745] 1 1 [] X1
+395840 y 2 [0,-1,0,-5721,-70975] 1 1 [] X1
+395840 z 1 [0,-1,0,-145,-615] 1 1 [] X1
+395840 ba 1 [0,-1,0,-5745,-165703] 1 1 [] X1
+395840 bb 1 [0,-1,0,-65,185] 1 1 [] X1
+395840 bc 1 [0,-1,0,-745,-6975] 1 1 [] X1
+395840 bd 1 [0,-1,0,-68105,6596897] 1 1 [] X1
+395840 be 1 [0,0,0,-18028,951152] 1 1 [] X1
+395840 bf 1 [0,0,0,-171148,27295472] 1 1 [] X1
+395841 a 1 [0,1,1,53,73] 1 1 [] X1
+395841 b 1 [1,0,1,-244,1655] 1 1 [] X1
+395842 a 1 [1,0,1,-2506,36796] 1 1 [] X1
+395842 b 1 [1,-1,1,179,245] 1 1 [] X1
+395842 c 1 [1,0,0,-35738,2597444] 1 1 [] X1
+395843 a 1 [0,0,1,575,-2443] 1 1 [] X1
+395846 a 1 [1,0,1,65,3088] 1 1 [] X1
+395846 b 1 [1,0,0,-2404,11952] 1 1 [] X1
+395846 c 1 [1,1,1,-32555,-2274407] 1 1 [] X1
+395848 a 1 [0,1,0,-7576,-256352] 1 1 [] X1
+395850 a 1 [1,1,0,-6125,-2107875] 1 1 [] X1
+395850 b 1 [1,1,0,-4780450,7561616500] 1 1 [] X1
+395850 c 1 [1,1,0,-487200,204624000] 1 1 [] X1
+395850 d 1 [1,1,0,-12700,-26000] 1 1 [] X1
+395850 e 1 [1,1,0,-86725,9794125] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+395850 e 2 [1,1,0,-88725,9316125] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+395850 e 3 [1,1,0,99775,43811625] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+395850 e 4 [1,1,0,-309225,-55731375] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+395850 e 5 [1,1,0,578025,-315695625] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+395850 e 6 [1,1,0,-4724475,-3954397125] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+395850 f 1 [1,1,0,-15745,8797045] 1 1 [] X1
+395850 g 1 [1,1,0,2310200,-185336000] 3 2 [[1,1,0,1]] X6
+395850 g 2 [1,1,0,-9337800,-1501560000] 3 2 [[1,1,0,1]] X6
+395850 h 1 [1,1,0,-1168975,-482262875] 1 1 [] X1
+395850 h 2 [1,1,0,-94432975,-353249862875] 1 1 [] X1
+395850 i 1 [1,1,0,-128458025,1552890208125] 1 1 [] X1
+395850 i 2 [1,1,0,1130707225,-37017725776125] 1 1 [] X1
+395850 j 1 [1,1,0,-2971150325,56244925102125] 1 1 [] X1
+395850 k 1 [1,1,0,-86775,9823125] 1 1 [] X1
+395850 l 1 [1,1,0,-25690,392980] 1 1 [] X1
+395850 l 2 [1,1,0,-1226290,-523183460] 1 1 [] X1
+395850 m 1 [1,1,0,-7800,72000] 1 1 [] X1
+395850 m 2 [1,1,0,-364800,-84957000] 1 1 [] X1
+395850 n 1 [1,1,0,-859250,-207931500] 1 1 [] X1
+395850 n 2 [1,1,0,-487277000,-4140314015250] 1 1 [] X1
+395850 o 1 [1,1,0,-228825,376657125] 1 1 [] X1
+395850 p 1 [1,1,0,-12350,-403650] 1 1 [] X1
+395850 q 1 [1,1,0,-10708201875,438310838062125] 1 1 [] X1
+395850 r 1 [1,1,0,-2450,-47250] 1 1 [] X1
+395850 s 1 [1,1,0,-1595750,-428317500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 s 2 [1,1,0,-22200250,-40256816000] 6 2 [] X8
+395850 s 3 [1,1,0,-18901500,-52630427250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 s 4 [1,1,0,-355171000,-2576495018750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 t 1 [1,1,0,-433278450,5012368749000] 1 1 [] X1
+395850 u 1 [1,1,0,-1226120,-523084800] 3 2 [[1,1,0,1]] X6
+395850 u 2 [1,1,0,-1231520,-518251800] 3 2 [[1,1,0,1]] X6
+395850 v 1 [1,1,0,-175325,28177125] 1 1 [] X1
+395850 v 2 [1,1,0,-456575,-81566625] 1 1 [] X1
+395850 w 1 [1,1,0,-214998450,1213302361500] 1 1 [] X1
+395850 x 1 [1,1,0,375,37125] 3 2 [[1,1,0,1]] X6
+395850 x 2 [1,1,0,-14625,652125] 3 2 [[1,1,0,1]] X6
+395850 y 1 [1,1,0,12320,1489600] 3 2 [[1,1,0,1]] X6
+395850 y 2 [1,1,0,-144280,18872200] 3 2 [[1,1,0,1]] X6
+395850 z 1 [1,1,0,-13109207765,577708356799725] 3 2 [[1,1,0,1]] X6
+395850 z 2 [1,1,0,-13082316565,580196518862125] 3 2 [[1,1,0,1]] X6
+395850 ba 1 [1,1,0,-66042125,338069818875] 1 1 [] X1
+395850 bb 1 [1,1,0,-500,-1200] 1 1 [] X1
+395850 bc 1 [1,1,0,-102000,-15831000] 1 1 [] X1
+395850 bc 2 [1,1,0,-8843250,-10125677250] 1 1 [] X1
+395850 bd 1 [1,1,0,-79920900,274980177000] 1 1 [] X1
+395850 bd 2 [1,1,0,-15910650,699322916250] 1 1 [] X1
+395850 be 1 [1,1,0,88706650,2088907012500] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+395850 be 2 [1,1,0,-2008445350,32914944260500] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+395850 be 3 [1,1,0,-31687549350,2171086633732500] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+395850 be 4 [1,1,0,-5883773350,-132348418299500] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+395850 be 5 [1,1,0,13994682650,-834197064291500] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+395850 be 6 [1,1,0,-87767477350,-10007277469587500] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+395850 bf 1 [1,1,0,-255075,-49687875] 3 2 [[1,1,0,1]] X6
+395850 bf 2 [1,1,0,-237575,-56775375] 3 2 [[1,1,0,1]] X6
+395850 bg 1 [1,1,0,-9472855,-11125992875] 3 2 [[1,1,0,1]] X6
+395850 bg 2 [1,1,0,-151190455,-715604182475] 3 2 [[1,1,0,1]] X6
+395850 bh 1 [1,1,0,-84921915512875,301215277473516752125] 3 2 [[1,1,0,1]] X6
+395850 bh 2 [1,1,0,-84017295544875,307946289601754128125] 3 2 [[1,1,0,1]] X6
+395850 bi 1 [1,1,0,40800,8064000] 1 1 [] X1
+395850 bj 1 [1,1,0,-81416575,282328877125] 1 1 [] X1
+395850 bk 1 [1,1,0,76475,-3951875] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 bk 2 [1,1,0,-344025,-33807375] 6 2 [] X8
+395850 bk 3 [1,1,0,-2830775,1808874375] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 bk 4 [1,1,0,-4585275,-3778831125] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 bl 1 [1,1,0,-2432650,1597004500] 3 2 [[1,1,0,1]] X6
+395850 bl 2 [1,1,0,-39932650,97109504500] 3 2 [[1,1,0,1]] X6
+395850 bm 1 [1,1,0,-875,-84375] 3 2 [[1,1,0,1]] X6
+395850 bm 2 [1,1,0,-34625,-2480625] 3 2 [[1,1,0,1]] X6
+395850 bn 1 [1,1,0,-588712750,-7099066887500] 1 1 [] X1
+395850 bo 1 [1,1,0,-3965475,-3041068275] 1 1 [] X1
+395850 bp 1 [1,1,0,-1384472875,20321895184375] 1 1 [] X1
+395850 bq 1 [1,1,0,-2600,-29400] 1 1 [] X1
+395850 br 1 [1,1,0,-15976950,-11418403500] 3 2 [[1,1,0,1]] X6
+395850 br 2 [1,1,0,55703050,-85607203500] 3 2 [[1,1,0,1]] X6
+395850 bs 1 [1,1,0,-280,1900] 3 2 [[1,1,0,1]] X6
+395850 bs 2 [1,1,0,-4630,119350] 3 2 [[1,1,0,1]] X6
+395850 bt 1 [1,1,0,-48125,94132125] 1 1 [] X1
+395850 bu 1 [1,1,0,-66325,-6601235] 1 1 [] X1
+395850 bv 1 [1,0,1,-6574326,6487615048] 3 2 [[1,1,0,1]] X6
+395850 bv 2 [1,0,1,-6429326,6787475048] 3 2 [[1,1,0,1]] X6
+395850 bw 1 [1,0,1,174,1348] 1 1 [] X1
+395850 bx 1 [1,0,1,-3734076,2434578298] 1 1 [] X1
+395850 by 1 [1,0,1,-8437976,-9434912602] 1 1 [] X1
+395850 bz 1 [1,0,1,-333417806,2503316177408] 3 2 [[1,1,0,1]] X6
+395850 bz 2 [1,0,1,-5435251406,154231847441408] 3 2 [[1,1,0,1]] X6
+395850 ca 1 [1,0,1,5249,-841102] 1 1 [] X1
+395850 cb 1 [1,0,1,-35326,2552048] 1 1 [] X1
+395850 cc 1 [1,0,1,-21151,1179698] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 cc 2 [1,0,1,-29151,203698] 6 2 [] X8
+395850 cc 3 [1,0,1,115849,1653698] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 cc 4 [1,0,1,-302151,-63678302] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 cd 1 [1,0,1,-1720576,-775041202] 1 1 [] X1
+395850 ce 1 [1,0,1,1405624,-443690602] 3 2 [[1,1,0,1]] X6
+395850 ce 2 [1,0,1,-6946376,-3918122602] 3 2 [[1,1,0,1]] X6
+395850 cf 1 [1,0,1,-16101,18512848] 1 1 [] X1
+395850 cg 1 [1,0,1,-2451,47548] 1 1 [] X1
+395850 ch 1 [1,0,1,879,86308] 1 1 [] X1
+395850 ci 1 [1,0,1,-3217201,2301444548] 1 1 [] X1
+395850 cj 1 [1,0,1,-3426,-194252] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 cj 2 [1,0,1,-75426,-7970252] 6 2 [] X8
+395850 cj 3 [1,0,1,-96426,-3182252] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 cj 4 [1,0,1,-1206426,-510134252] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 ck 1 [1,0,1,-3627326,2684107298] 1 1 [] X1
+395850 cl 1 [1,0,1,-33048751,72959476898] 3 2 [[1,1,0,1]] X6
+395850 cl 2 [1,0,1,-46040751,10260084898] 3 2 [[1,1,0,1]] X6
+395850 cm 1 [1,0,1,-1269416,471233378] 3 2 [[1,1,0,1]] X6
+395850 cm 2 [1,0,1,2212034,2601880778] 3 2 [[1,1,0,1]] X6
+395850 cn 1 [1,0,1,-261443883201,-51453630743853452] 1 1 [] X1
+395850 co 1 [1,0,1,-277701,56953048] 1 1 [] X1
+395850 cp 1 [1,0,1,-2551,3185498] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 cp 2 [1,0,1,-340551,75517498] 6 2 [] X8
+395850 cp 3 [1,0,1,-5430051,4869826498] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 cp 4 [1,0,1,-659051,-88191502] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 cq 1 [1,0,1,-443953751,3600395611898] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395850 cq 2 [1,0,1,-444753751,3586768411898] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395850 cq 3 [1,0,1,-159143751,8131965951898] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395850 cq 4 [1,0,1,-743163751,-1830566728102] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395850 cr 1 [1,0,1,-18876,1247398] 3 2 [[1,1,0,1]] X6
+395850 cr 2 [1,0,1,-322626,70502398] 3 2 [[1,1,0,1]] X6
+395850 cs 1 [1,0,1,-8137951,-8938833952] 1 1 [] X1
+395850 ct 1 [1,0,1,-3810251,-19136856202] 1 1 [] X1
+395850 cu 1 [1,0,1,5249,205898] 1 1 [] X1
+395850 cv 1 [1,0,1,-5451076,4686847298] 1 1 [] X1
+395850 cv 2 [1,0,1,-71190451,-229947585202] 1 1 [] X1
+395850 cw 1 [1,0,1,-7824076,-8433616702] 1 1 [] X1
+395850 cx 1 [1,0,1,4224,-499802] 1 1 [] X1
+395850 cy 1 [1,0,1,-1904451,239812798] 3 2 [[1,1,0,1]] X6
+395850 cy 2 [1,0,1,7375549,1891652798] 3 2 [[1,1,0,1]] X6
+395850 cz 1 [1,0,1,-28744516,-59247796222] 3 2 [[1,1,0,1]] X6
+395850 cz 2 [1,0,1,-36986316,-22522335422] 3 2 [[1,1,0,1]] X6
+395850 da 1 [1,0,1,-42141151,118804179698] 1 1 [] X1
+395850 db 1 [1,0,1,-291,-3362] 1 1 [] X1
+395850 dc 1 [1,0,1,129,-212] 1 1 [] X1
+395850 dd 1 [1,0,1,-78454951,267462976298] 3 2 [[1,1,0,1]] X6
+395850 dd 2 [1,0,1,-80484951,252891636298] 3 2 [[1,1,0,1]] X6
+395850 de 1 [1,0,1,-190676,-30566752] 1 1 [] X1
+395850 df 1 [1,0,1,-9228076,10792564298] 1 1 [] X1
+395850 dg 1 [1,0,1,-184349376,-800282511602] 3 2 [[1,1,0,1]] X6
+395850 dg 2 [1,0,1,-867241376,9087993648398] 3 2 [[1,1,0,1]] X6
+395850 dh 1 [1,0,1,63424,13670798] 1 1 [] X1
+395850 di 1 [1,0,1,-587751,-174935102] 1 1 [] X1
+395850 dj 1 [1,0,1,124249,7823648] 1 1 [] X1
+395850 dk 1 [1,0,1,77984,-2574802] 1 1 [] X1
+395850 dl 1 [1,0,1,-7131951,6450131548] 1 1 [] X1
+395850 dm 1 [1,0,1,-80601,8791798] 1 1 [] X1
+395850 dn 1 [1,0,1,-36493951,84852345548] 1 1 [] X1
+395850 dn 2 [1,0,1,-39492076,70092649298] 1 1 [] X1
+395850 do 1 [1,0,1,-141726,20005648] 1 1 [] X1
+395850 dp 1 [1,0,1,-46826,-17036452] 3 2 [[1,1,0,1]] X6
+395850 dp 2 [1,0,1,-1320826,-582692452] 3 2 [[1,1,0,1]] X6
+395850 dq 1 [1,0,1,-8578414876,-300400503688102] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395850 dq 2 [1,0,1,-136578414876,-19427696503688102] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395850 dq 3 [1,0,1,-135902414876,-19629528471688102] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395850 dq 4 [1,0,1,-2185254414876,-1243372296535688102] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395850 dr 1 [1,0,1,-85326,-9682952] 1 1 [] X1
+395850 ds 1 [1,0,1,-79776,-8758052] 1 1 [] X1
+395850 dt 1 [1,0,1,-20320576,35255855048] 1 1 [] X1
+395850 du 1 [1,0,1,7249,568898] 1 1 [] X1
+395850 dv 1 [1,1,1,-31735388,58904172281] 3 2 [[1,1,0,1]] X6
+395850 dv 2 [1,1,1,55300862,325235097281] 3 2 [[1,1,0,1]] X6
+395850 dw 1 [1,1,1,-10457755328,-411633229052959] 1 1 [] X1
+395850 dx 1 [1,1,1,549787,195941531] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 dx 2 [1,1,1,-3590713,1959794531] 6 2 [] X8
+395850 dx 3 [1,1,1,-53344963,149928934031] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 dx 4 [1,1,1,-20084463,-33039942969] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 dy 1 [1,1,1,11585437,2853063281] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 dy 2 [1,1,1,-47239063,22971042281] 6 2 [] X8
+395850 dy 3 [1,1,1,-568170313,5204153254781] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 dy 4 [1,1,1,-467499813,-3869484024219] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 dz 1 [1,1,1,44787,-90275469] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 dz 2 [1,1,1,-2767713,-1727150469] 6 2 [] X8
+395850 dz 3 [1,1,1,-6573963,4050737031] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 dz 4 [1,1,1,-43961463,-112208787969] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 ea 1 [1,1,1,-11108,451181] 1 1 [] X1
+395850 eb 1 [1,1,1,-17563,1560281] 3 2 [[1,1,0,1]] X6
+395850 eb 2 [1,1,1,-336063,74815281] 3 2 [[1,1,0,1]] X6
+395850 ec 1 [1,1,1,-312963,-67594119] 1 1 [] X1
+395850 ed 1 [1,1,1,-218043,37407561] 1 1 [] X1
+395850 ed 2 [1,1,1,-2847618,-1840719729] 1 1 [] X1
+395850 ee 1 [1,1,1,14437,-9341719] 1 1 [] X1
+395850 ef 1 [1,1,1,-95256263,-2392107025219] 1 1 [] X1
+395850 eg 1 [1,1,1,-325518,-71640879] 1 1 [] X1
+395850 eh 1 [1,1,1,-5030213,-4344483469] 1 1 [] X1
+395850 ei 1 [1,1,1,7128437,-14794907719] 1 1 [] X1
+395850 ej 1 [1,1,1,-3533088,2388265281] 3 2 [[1,1,0,1]] X6
+395850 ej 2 [1,1,1,-55501088,159123753281] 3 2 [[1,1,0,1]] X6
+395850 ek 1 [1,1,1,-718612888,-7405974527719] 3 2 [[1,1,0,1]] X6
+395850 ek 2 [1,1,1,-924657888,-2815291927719] 3 2 [[1,1,0,1]] X6
+395850 el 1 [1,1,1,-76178,1888031] 3 2 [[1,1,0,1]] X6
+395850 el 2 [1,1,1,295022,15251231] 3 2 [[1,1,0,1]] X6
+395850 em 1 [1,1,1,-7263,-420219] 1 1 [] X1
+395850 en 1 [1,1,1,-6328713,6893159031] 3 2 [[1,1,0,1]] X6
+395850 en 2 [1,1,1,-104743713,412559789031] 3 2 [[1,1,0,1]] X6
+395850 en 3 [1,1,1,42240912,-24046876719] 3 2 [[1,1,0,1]] X6
+395850 en 4 [1,1,1,-173759088,-195118876719] 3 2 [[1,1,0,1]] X6
+395850 eo 1 [1,1,1,-62083438,195063023531] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 eo 2 [1,1,1,-1003275438,12231026319531] 6 2 [] X8
+395850 eo 3 [1,1,1,311572187,561839783531] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 eo 4 [1,1,1,-16052400438,782806422819531] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 eo 5 [1,1,1,-1013222438,11976104603531] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 eo 6 [1,1,1,-1294059813,4572708519531] 6 2 [] X8
+395850 eo 7 [1,1,1,-16057899813,782243216679531] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 eo 8 [1,1,1,-12220331813,-516370087896469] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 ep 1 [1,1,1,1312,87281] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 ep 2 [1,1,1,-23188,1263281] 6 2 [] X8
+395850 ep 3 [1,1,1,-364438,84528281] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 ep 4 [1,1,1,-73938,-6247719] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 eq 1 [1,1,1,-3138198,2138448531] 3 2 [[1,1,0,1]] X6
+395850 eq 2 [1,1,1,-3219398,2021845331] 3 2 [[1,1,0,1]] X6
+395850 er 1 [1,1,1,3237,-26469] 1 1 [] X1
+395850 es 1 [1,1,1,5343813559162,1189109901260774531] 1 1 [] X1
+395850 et 1 [1,1,1,-61088,-5846719] 1 1 [] X1
+395850 eu 1 [1,1,1,2537,110381] 1 1 [] X1
+395850 ev 1 [1,1,1,-3543138,2500706031] 1 1 [] X1
+395850 ew 1 [1,1,1,-1459758,678234861] 1 1 [] X1
+395850 ew 2 [1,1,1,-1579683,560109321] 1 1 [] X1
+395850 ex 1 [1,1,1,-285278,51486941] 1 1 [] X1
+395850 ey 1 [1,1,1,-2015013,1098974781] 1 1 [] X1
+395850 ez 1 [1,1,1,1949612,-321850219] 1 1 [] X1
+395850 fa 1 [1,1,1,-183938,-36217969] 3 2 [[1,1,0,1]] X6
+395850 fa 2 [1,1,1,-3095938,-2097913969] 3 2 [[1,1,0,1]] X6
+395850 fb 1 [1,1,1,-3413,-78829] 1 1 [] X1
+395850 fc 1 [1,1,1,-812823,281721711] 1 1 [] X1
+395850 fd 1 [1,1,1,-262973,51795731] 3 2 [[1,1,0,1]] X6
+395850 fd 2 [1,1,1,-257173,54196931] 3 2 [[1,1,0,1]] X6
+395850 fe 1 [1,1,1,89712,-36760719] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fe 2 [1,1,1,-1262288,-501848719] 6 2 [] X8
+395850 fe 3 [1,1,1,-4421288,3010959281] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fe 4 [1,1,1,-19735288,-33753248719] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 ff 1 [1,1,1,7162,-195469] 3 2 [[1,1,0,1]] X6
+395850 ff 2 [1,1,1,-38338,-1833469] 3 2 [[1,1,0,1]] X6
+395850 fg 1 [1,1,1,-149363,19416881] 1 1 [] X1
+395850 fh 1 [1,1,1,4362,168531] 1 1 [] X1
+395850 fi 1 [1,1,1,-8335445138,312914522176031] 3 2 [[1,1,0,1]] X6
+395850 fi 2 [1,1,1,-135881285138,19278980930176031] 3 2 [[1,1,0,1]] X6
+395850 fj 1 [1,1,1,149377769437,-698460803702719] 1 1 [] X1
+395850 fk 1 [1,1,1,-210949388,-1179364075219] 1 1 [] X1
+395850 fl 1 [1,1,1,-1413,19851] 1 1 [] X1
+395850 fm 1 [1,1,1,-1386938,-621559969] 1 1 [] X1
+395850 fn 1 [1,1,1,-68823,-6227859] 1 1 [] X1
+395850 fo 1 [1,1,1,-71938,7343531] 3 2 [[1,1,0,1]] X6
+395850 fo 2 [1,1,1,-122688,-4430469] 3 2 [[1,1,0,1]] X6
+395850 fp 1 [1,1,1,477687,142847031] 1 1 [] X1
+395850 fq 1 [1,1,1,69812,29314781] 3 2 [[1,1,0,1]] X6
+395850 fq 2 [1,1,1,-1104688,414550781] 3 2 [[1,1,0,1]] X6
+395850 fr 1 [1,1,1,21987,10788531] 1 1 [] X1
+395850 fs 1 [1,1,1,-98,341] 1 1 [] X1
+395850 ft 1 [1,1,1,-791063,175216781] 1 1 [] X1
+395850 fu 1 [1,1,1,27764437,-138459311719] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fu 2 [1,1,1,-292235563,-1695579311719] 6 2 [] X8
+395850 fu 3 [1,1,1,-1184035563,13941241888281] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fu 4 [1,1,1,-4520435563,-116981680511719] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fv 1 [1,1,1,-128688,18360081] 1 1 [] X1
+395850 fw 1 [1,1,1,-136414688,-1004925032719] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fw 2 [1,1,1,-2549819188,-49543316336719] 6 2 [] X8
+395850 fw 3 [1,1,1,-2920562938,-34193042111719] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fw 4 [1,1,1,-40793547438,-3171302365927719] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fx 1 [1,1,1,-4675313,3826582031] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fx 2 [1,1,1,-9675313,-5803417969] 6 2 [] X8
+395850 fx 3 [1,1,1,32849687,-42970267969] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fx 4 [1,1,1,-132200313,-584856567969] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 fy 1 [1,1,1,-1473829938,-23261210967969] 1 1 [] X1
+395850 fz 1 [1,1,1,-145093,21414821] 1 1 [] X1
+395850 ga 1 [1,0,0,-38213,1932417] 3 2 [[1,1,0,1]] X6
+395850 ga 2 [1,0,0,-241213,-44148583] 3 2 [[1,1,0,1]] X6
+395850 gb 1 [1,0,0,2912,935792] 3 2 [[1,1,0,1]] X6
+395850 gb 2 [1,0,0,-127588,16987292] 3 2 [[1,1,0,1]] X6
+395850 gc 1 [1,0,0,-2338,43292] 1 1 [] X1
+395850 gd 1 [1,0,0,-517563,-143350383] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 gd 2 [1,0,0,-549563,-124630383] 6 2 [] X8
+395850 gd 3 [1,0,0,-2811563,1705327617] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 gd 4 [1,0,0,1200437,-756380383] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 ge 1 [1,0,0,16187,-1880383] 3 2 [[1,1,0,1]] X6
+395850 ge 2 [1,0,0,-165813,-22810383] 3 2 [[1,1,0,1]] X6
+395850 gf 1 [1,0,0,-10203,-397503] 3 2 [[1,1,0,1]] X6
+395850 gf 2 [1,0,0,-9503,-454203] 3 2 [[1,1,0,1]] X6
+395850 gg 1 [1,0,0,-236821388,-1390275466608] 3 2 [[1,1,0,1]] X6
+395850 gg 2 [1,0,0,-3779761388,-89442963286608] 3 2 [[1,1,0,1]] X6
+395850 gh 1 [1,0,0,-35967938,-82471400508] 3 2 [[1,1,0,1]] X6
+395850 gh 2 [1,0,0,-12419938,-188884812508] 3 2 [[1,1,0,1]] X6
+395850 gi 1 [1,0,0,-1413,567] 1 1 [] X1
+395850 gj 1 [1,0,0,-3256663,2258631017] 1 1 [] X1
+395850 gk 1 [1,0,0,1632,64512] 1 1 [] X1
+395850 gl 1 [1,0,0,-636188,195070992] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395850 gl 2 [1,0,0,-798188,87988992] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395850 gl 3 [1,0,0,3004312,684981492] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395850 gl 4 [1,0,0,-7192688,-7361603508] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395850 gm 1 [1,0,0,-398730338,-3800703243708] 3 2 [[1,1,0,1]] X6
+395850 gm 2 [1,0,0,-6796394338,-215646551275708] 3 2 [[1,1,0,1]] X6
+395850 gn 1 [1,0,0,-99136888,-379935260608] 1 1 [] X1
+395850 go 1 [1,0,0,-8842588,18982391792] 1 1 [] X1
+395850 gp 1 [1,0,0,-1715013,-867121983] 1 1 [] X1
+395850 gq 1 [1,0,0,-65013,-3544983] 1 1 [] X1
+395850 gr 1 [1,0,0,-7013,251517] 3 2 [[1,1,0,1]] X6
+395850 gr 2 [1,0,0,-115763,15150267] 3 2 [[1,1,0,1]] X6
+395850 gs 1 [1,0,0,-639078,-91347228] 3 2 [[1,1,0,1]] X6
+395850 gs 2 [1,0,0,2228122,-684857628] 3 2 [[1,1,0,1]] X6
+395850 gt 1 [1,0,0,9037,168417] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+395850 gt 2 [1,0,0,-40963,1418417] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+395850 gt 3 [1,0,0,-548463,156205917] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+395850 gt 4 [1,0,0,-333463,-73169083] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+395850 gu 1 [1,0,0,-1658138,-821838108] 1 1 [] X1
+395850 gv 1 [1,0,0,-19488,1636992] 1 1 [] X1
+395850 gw 1 [1,0,0,-191218,60492932] 1 1 [] X1
+395850 gx 1 [1,0,0,-508,-208] 1 1 [] X1
+395850 gy 1 [1,0,0,-138438,37659492] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 gy 2 [1,0,0,-2730438,1735419492] 6 2 [] X8
+395850 gy 3 [1,0,0,-43680438,111112869492] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 gy 4 [1,0,0,-3252438,1024977492] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 gz 1 [1,0,0,-84341088,-325736216208] 3 2 [[1,1,0,1]] X6
+395850 gz 2 [1,0,0,-1383866588,-19814720139708] 3 2 [[1,1,0,1]] X6
+395850 ha 1 [1,0,0,-38021813,-90469708383] 3 2 [[1,1,0,1]] X6
+395850 ha 2 [1,0,0,-608773813,-5781437900383] 3 2 [[1,1,0,1]] X6
+395850 hb 1 [1,0,0,-393638,1100417892] 1 1 [] X1
+395850 hc 1 [1,0,0,-12069588,-16140356208] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hc 2 [1,0,0,-12197588,-15780548208] 6 2 [] X8
+395850 hc 3 [1,0,0,-32497588,50377151792] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hc 4 [1,0,0,6054412,-58910024208] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hd 1 [1,0,0,-3588,363792] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hd 2 [1,0,0,-101588,12417792] 6 2 [] X8
+395850 hd 3 [1,0,0,-1624088,796505292] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hd 4 [1,0,0,-147088,178292] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 he 1 [1,0,0,-118846013,449959400817] 1 1 [] X1
+395850 hf 1 [1,0,0,-642263,50407017] 1 1 [] X1
+395850 hf 2 [1,0,0,-30657263,-65336617983] 1 1 [] X1
+395850 hg 1 [1,0,0,-9153,3013257] 1 1 [] X1
+395850 hh 1 [1,0,0,-25858938,50661291492] 1 1 [] X1
+395850 hi 1 [1,0,0,-98,-378] 1 1 [] X1
+395850 hj 1 [1,0,0,-308763,-49838733] 1 1 [] X1
+395850 hk 1 [1,0,0,-258728588,-1601845316208] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hk 2 [1,0,0,-259066588,-1597450302208] 6 2 [] X8
+395850 hk 3 [1,0,0,-406662088,429183508292] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hk 4 [1,0,0,-116879088,-3342801864708] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hl 1 [1,0,0,-11276713,-13003020583] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hl 2 [1,0,0,-44044713,98834163417] 6 2 [] X8
+395850 hl 3 [1,0,0,-680652713,6834783411417] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hl 4 [1,0,0,68275287,520595763417] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hm 1 [1,0,0,-143063,-2569383] 3 2 [[1,1,0,1]] X6
+395850 hm 2 [1,0,0,567437,-20331883] 3 2 [[1,1,0,1]] X6
+395850 hn 1 [1,0,0,-162488,25286592] 1 1 [] X1
+395850 ho 1 [1,0,0,-30653013,-65324293983] 3 2 [[1,1,0,1]] X6
+395850 ho 2 [1,0,0,-30788013,-64719898983] 3 2 [[1,1,0,1]] X6
+395850 hp 1 [1,0,0,-17331138,40098949992] 1 1 [] X1
+395850 hq 1 [1,0,0,-8599938,9706418892] 1 1 [] X1
+395850 hr 1 [1,0,0,-6555688,-6489488758] 1 1 [] X1
+395850 hs 1 [1,0,0,-686588,-228212208] 1 1 [] X1
+395850 ht 1 [1,0,0,-7013,225417] 1 1 [] X1
+395850 ht 2 [1,0,0,-18263,-652533] 1 1 [] X1
+395850 hu 1 [1,0,0,808937,1100112617] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hu 2 [1,0,0,-12313063,15389970617] 6 2 [] X8
+395850 hu 3 [1,0,0,-192902563,1031205908117] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hu 4 [1,0,0,-41675563,-85822566883] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+395850 hv 1 [1,0,0,-327730194138,72214200060353892] 3 2 [[1,1,0,1]] X6
+395850 hv 2 [1,0,0,-327057914138,72525218973593892] 3 2 [[1,1,0,1]] X6
+395850 hw 1 [1,0,0,307987,185584017] 3 2 [[1,1,0,1]] X6
+395850 hw 2 [1,0,0,-3607013,2366239017] 3 2 [[1,1,0,1]] X6
+395850 hx 1 [1,0,0,-12513,-124983] 1 1 [] X1
+395850 hy 1 [1,0,0,331187,162714617] 1 1 [] X1
+395850 hz 1 [1,0,0,-3688,62492] 3 2 [[1,1,0,1]] X6
+395850 hz 2 [1,0,0,-54438,4883742] 3 2 [[1,1,0,1]] X6
+395855 a 1 [1,1,1,-665,-6170] 3 2 [[1,1,0,1]] X6
+395855 a 2 [1,1,1,-10320,-407818] 3 2 [[1,1,0,1]] X6
+395855 b 1 [1,0,1,3581,-240383] 1 1 [] X1
+395856 a 1 [0,0,0,-219,-4534] 1 1 [] X1
+395856 b 1 [0,0,0,-8976,320555] 3 2 [[1,1,0,1]] X6
+395856 b 2 [0,0,0,-19911,-613294] 3 2 [[1,1,0,1]] X6
+395856 c 1 [0,0,0,-46803,3902866] 1 1 [] X1
+395856 d 1 [0,0,0,1257,23906] 1 1 [] X1
+395856 e 1 [0,0,0,184389,60555242] 1 1 [] X1
+395857 a 1 [1,-1,1,-496407,-46948330] 3 2 [[1,1,0,1]] X6
+395857 a 2 [1,-1,1,-4376272,3491488550] 3 2 [[1,1,0,1]] X6
+395857 b 1 [0,0,1,-59764,-5628676] 1 1 [] X1
+395857 c 1 [1,0,1,-766,79539] 3 2 [[1,1,0,1]] X6
+395857 c 2 [1,0,1,-32831,2272785] 3 2 [[1,1,0,1]] X6
+395859 a 1 [0,1,1,-70202,7132052] 1 1 [] X1
+395862 a 1 [1,1,0,-785,13833] 1 1 [] X1
+395862 b 1 [1,1,0,-2031987,755557677] 1 1 [] X1
+395862 c 1 [1,1,0,252,270] 1 1 [] X1
+395862 d 1 [1,0,1,-265,-628] 1 1 [] X1
+395862 e 1 [1,0,1,-131,566] 1 1 [] X1
+395862 f 1 [1,1,1,-54,2355] 1 1 [] X1
+395862 g 1 [1,1,1,-152329,-22946953] 1 1 [] X1
+395862 h 1 [1,0,0,-605220,181256976] 1 1 [] X1
+395862 i 1 [1,0,0,142,1668] 1 1 [] X1
+395862 j 1 [1,0,0,10132,-889440] 1 1 [] X1
+395862 k 1 [1,0,0,-54127,-4852807] 1 1 [] X1
+395862 l 1 [1,0,0,-36024,-2626284] 1 1 [] X1
+395863 a 1 [0,-1,1,-33259,2345716] 1 1 [] X1
+395864 a 1 [0,1,0,-4863,-132986] 1 1 [] X1
+395865 a 1 [0,0,1,153,-29680] 1 1 [] X1
+395865 b 1 [1,-1,1,-128,856] 1 1 [] X1
+395865 c 1 [1,-1,1,-457457,-118978194] 1 1 [] X1
+395865 d 1 [0,0,1,-588,5508] 1 1 [] X1
+395865 e 1 [0,0,1,-7149468,-7357984736] 1 1 [] X1
+395865 f 1 [0,0,1,-26418,-1761422] 1 1 [] X1
+395865 g 1 [0,0,1,6027,-1323797] 1 1 [] X1
+395865 h 1 [0,0,1,-693597,-223708055] 1 1 [] X1
+395868 a 1 [0,1,0,-100,-604] 1 1 [] X1
+395869 a 1 [1,0,1,-357,-2607] 1 1 [] X1
+395870 a 1 [1,0,0,-261,-1409] 1 1 [] X1
+395870 b 1 [1,0,0,-171430,27297252] 1 1 [] X1
+395871 a 1 [1,1,0,-5366,-52443] 1 1 [] X1
+395871 b 1 [1,0,1,-110,137] 1 1 [] X1
+395872 a 1 [0,-1,0,8159,217937] 1 1 [] X1
+395872 b 1 [0,-1,0,-45,-347] 1 1 [] X1
+395872 c 1 [0,1,0,8159,-217937] 1 1 [] X1
+395872 d 1 [0,1,0,-45,347] 1 1 [] X1
+395874 a 1 [1,-1,0,-1014,7892] 1 1 [] X1
+395874 b 1 [1,-1,1,-113,-255] 1 1 [] X1
+395876 a 1 [0,0,0,1049,38782] 1 1 [] X1
+395876 b 1 [0,1,0,-5957,357604] 1 1 [] X1
+395876 c 1 [0,-1,0,876,5128] 1 1 [] X1
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+396120 c 1 [0,-1,0,-1115,14700] 3 2 [[1,1,0,1]] X6
+396120 c 2 [0,-1,0,-1340,8580] 3 2 [[1,1,0,1]] X6
+396120 d 1 [0,1,0,-4276,-119776] 3 2 [[1,1,0,1]] X6
+396120 d 2 [0,1,0,-70296,-7197120] 3 2 [[1,1,0,1]] X6
+396121 a 1 [0,1,1,1056,133372] 1 1 [] X1
+396121 b 1 [1,0,0,-56,-131] 1 1 [] X1
+396121 c 1 [0,1,1,-489,4147] 1 1 [] X1
+396122 a 1 [1,-1,0,2314,-72808] 1 1 [] X1
+396123 a 1 [1,1,0,-30,99] 1 1 [] X1
+396126 a 1 [1,-1,0,-2232,-61826] 1 1 [] X1
+396126 b 1 [1,-1,1,-9569,363889] 1 1 [] X1
+396126 c 1 [1,-1,1,-73436,7678239] 1 1 [] X1
+396126 d 1 [1,-1,1,-411161,192799653] 1 1 [] X1
+396129 a 1 [1,0,0,-47,-492] 1 1 [] X1
+396130 a 1 [1,0,1,-9328,-221202] 1 1 [] X1
+396130 b 1 [1,-1,0,-1394,-19692] 1 1 [] X1
+396130 c 1 [1,1,0,-353,1253] 1 1 [] X1
+396130 d 1 [1,0,0,-395100,-95606000] 1 1 [] X1
+396130 e 1 [1,-1,1,-817,-8351] 1 1 [] X1
+396130 f 1 [1,-1,1,-272122,-54569671] 1 1 [] X1
+396130 g 1 [1,1,1,-5326,146443] 1 1 [] X1
+396130 h 1 [1,1,1,-256,673] 1 1 [] X1
+396130 i 1 [1,1,1,-251,-1751] 1 1 [] X1
+396132 a 1 [0,-1,0,243,13689] 1 1 [] X1
+396132 b 1 [0,-1,0,-2849,61710] 1 1 [] X1
+396132 c 1 [0,-1,0,-15843404,24415463448] 1 1 [] X1
+396132 d 1 [0,-1,0,-341,2577] 1 1 [] X1
+396132 e 1 [0,-1,0,1579,-11487] 1 1 [] X1
+396132 f 1 [0,1,0,116,2660] 1 1 [] X1
+396134 a 1 [1,0,1,-5648,166330] 1 1 [] X1
+396134 b 1 [1,1,0,-1190,14624] 3 2 [[1,1,0,1]] X6
+396134 b 2 [1,1,0,720,59318] 3 2 [[1,1,0,1]] X6
+396134 c 1 [1,1,1,123,2827] 1 1 [] X1
+396134 d 1 [1,0,0,-161414100,-789440094832] 1 1 [] X1
+396134 e 1 [1,0,0,-9132027,10622350205] 1 1 [] X1
+396134 f 1 [1,1,1,-20141,-5665949] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+396134 f 2 [1,1,1,-615501,-185464669] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+396135 a 1 [1,-1,1,-4727,125254] 3 2 [[1,1,0,1]] X6
+396135 a 2 [1,-1,1,-1352,298054] 3 2 [[1,1,0,1]] X6
+396135 b 1 [1,-1,0,1155,1700] 1 1 [] X1
+396135 c 1 [1,-1,0,-525,-4464] 3 2 [[1,1,0,1]] X6
+396135 c 2 [1,-1,0,-150,-10989] 3 2 [[1,1,0,1]] X6
+396135 d 1 [1,-1,0,-1485,22356] 1 1 [] X1
+396135 e 1 [0,0,1,177,5409] 1 1 [] X1
+396136 a 1 [0,0,0,845,-57122] 1 1 [] X1
+396136 b 1 [0,-1,0,-1304,18524] 3 2 [[1,1,0,1]] X6
+396136 b 2 [0,-1,0,-1824,2924] 3 2 [[1,1,0,1]] X6
+396136 c 1 [0,-1,0,-220432,39815580] 3 2 [[1,1,0,1]] X6
+396136 c 2 [0,-1,0,-308312,5190860] 3 2 [[1,1,0,1]] X6
+396137 a 1 [1,0,0,896,1225] 1 1 [] X1
+396138 a 1 [1,1,0,-2080,-134144] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+396138 a 2 [1,1,0,-53920,-4830848] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+396138 b 1 [1,1,0,56,160] 1 1 [] X1
+396138 c 1 [1,1,1,-3189,377667] 1 1 [] X1
+396138 d 1 [1,0,0,-8575,-306349] 1 1 [] X1
+396138 e 1 [1,0,0,93728,44673344] 1 1 [] X1
+396140 a 1 [0,0,0,-8872,1851364] 1 1 [] X1
+396140 b 1 [0,-1,0,-1965,37225] 1 1 [] X1
+396140 c 1 [0,0,0,-1148,-14547] 3 2 [[1,1,0,1]] X6
+396140 c 2 [0,0,0,-18223,-946842] 3 2 [[1,1,0,1]] X6
+396140 d 1 [0,0,0,43,81] 1 1 [] X1
+396140 e 1 [0,-1,0,-330,-16975] 1 1 [] X1
+396140 f 1 [0,0,0,1088,-4684] 1 1 [] X1
+396141 a 1 [1,1,1,2022,-14562] 3 2 [[1,1,0,1]] X6
+396141 a 2 [1,1,1,-8913,-132660] 3 2 [[1,1,0,1]] X6
+396143 a 1 [1,1,0,5,32] 1 1 [] X1
+396143 b 1 [0,-1,1,-44324,-3643707] 1 1 [] X1
+396144 a 1 [0,0,0,-1839,-30679] 1 1 [] X1
+396144 b 1 [0,0,0,-4644,47196] 1 1 [] X1
+396144 c 1 [0,0,0,-563664,162883824] 1 1 [] X1
+396144 d 1 [0,0,0,51,159] 1 1 [] X1
+396144 e 1 [0,0,0,-3425544,2440261836] 1 1 [] X1
+396144 f 1 [0,0,0,261,-6134] 1 1 [] X1
+396144 g 1 [0,0,0,-3051,3834] 1 1 [] X1
+396144 h 1 [0,0,0,-8448,-296336] 1 1 [] X1
+396144 i 1 [0,0,0,-33,79] 1 1 [] X1
+396144 j 1 [0,0,0,-20628,1139724] 1 1 [] X1
+396144 k 1 [0,0,0,-16308,156924] 1 1 [] X1
+396144 l 1 [0,0,0,-2208,-36304] 1 1 [] X1
+396144 m 1 [0,0,0,-85308,9505676] 1 1 [] X1
+396144 n 1 [0,0,0,-140475,-20262678] 1 1 [] X1
+396144 o 1 [0,0,0,-1264275,547092306] 1 1 [] X1
+396144 p 1 [0,0,0,-297,-2133] 1 1 [] X1
+396144 q 1 [0,0,0,-76032,8001072] 1 1 [] X1
+396144 r 1 [0,0,0,-19872,980208] 1 1 [] X1
+396144 s 1 [0,0,0,-767772,-256653252] 1 1 [] X1
+396144 t 1 [0,0,0,-1812,-5812] 1 1 [] X1
+396144 u 1 [0,0,0,-2292,-42212] 1 1 [] X1
+396144 v 1 [0,0,0,-339,-142] 1 1 [] X1
+396144 w 1 [0,0,0,-516,-1748] 1 1 [] X1
+396144 x 1 [0,0,0,-16551,828333] 1 1 [] X1
+396144 y 1 [0,0,0,-380616,-90380068] 1 1 [] X1
+396144 z 1 [0,0,0,2349,165618] 1 1 [] X1
+396144 ba 1 [0,0,0,459,-4293] 1 1 [] X1
+396144 bb 1 [0,0,0,-5072976,-4397863248] 1 1 [] X1
+396146 a 1 [1,-1,0,-15049,116109] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+396146 a 2 [1,-1,0,-178889,29115789] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+396147 a 1 [0,-1,1,2,90] 1 1 [] X1
+396147 b 1 [1,0,0,-2742,55035] 3 2 [[1,1,0,1]] X6
+396147 b 2 [1,0,0,-2607,60732] 3 2 [[1,1,0,1]] X6
+396147 c 1 [0,-1,1,-29,119] 1 1 [] X1
+396147 d 1 [1,0,1,-2289,42019] 1 1 [] X1
+396149 a 1 [0,0,1,-6523274,-6412784937] 1 1 [] X1
+396150 a 1 [1,1,0,-1209825,511687125] 1 1 [] X1
+396150 b 1 [1,1,0,-556525,159044125] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396150 b 2 [1,1,0,-300525,306244125] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396150 c 1 [1,1,0,-3407420,-2422374750] 1 1 [] X1
+396150 d 1 [1,1,0,-17825,-679125] 1 1 [] X1
+396150 e 1 [1,1,0,-625,293125] 3 2 [[1,1,0,1]] X6
+396150 e 2 [1,1,0,-70125,7034625] 3 2 [[1,1,0,1]] X6
+396150 f 1 [1,1,0,-25134950,47988931500] 1 1 [] X1
+396150 g 1 [1,1,0,-4042400,-2997120000] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396150 g 2 [1,1,0,2357600,-11592320000] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396150 h 1 [1,1,0,-2875,-21875] 3 2 [[1,1,0,1]] X6
+396150 h 2 [1,1,0,-25375,1530625] 3 2 [[1,1,0,1]] X6
+396150 i 1 [1,1,0,-195339275,1050748600125] 3 2 [[1,1,0,1]] X6
+396150 i 2 [1,1,0,-195617275,1047607478125] 3 2 [[1,1,0,1]] X6
+396150 j 1 [1,1,0,-1350,18540] 1 1 [] X1
+396150 k 1 [1,1,0,-120,-4800] 1 1 [] X1
+396150 l 1 [1,1,0,-128525,95308125] 3 2 [[1,1,0,1]] X6
+396150 l 2 [1,1,0,-4016525,3085180125] 3 2 [[1,1,0,1]] X6
+396150 m 1 [1,1,0,-81075,-1897875] 1 1 [] X1
+396150 n 1 [1,1,0,-47750,6580500] 1 1 [] X1
+396150 o 1 [1,1,0,-307259250,-1166519623500] 3 2 [[1,1,0,1]] X6
+396150 o 2 [1,1,0,-2227259250,39635400376500] 3 2 [[1,1,0,1]] X6
+396150 p 1 [1,1,0,-1408525,-644019875] 3 2 [[1,1,0,1]] X6
+396150 p 2 [1,1,0,-22536525,-41188651875] 3 2 [[1,1,0,1]] X6
+396150 q 1 [1,1,0,-1771550,906496500] 3 2 [[1,1,0,1]] X6
+396150 q 2 [1,1,0,-2049550,602642500] 3 2 [[1,1,0,1]] X6
+396150 r 1 [1,1,0,-4501375,3670253125] 3 2 [[1,1,0,1]] X6
+396150 r 2 [1,1,0,-72001375,235127753125] 3 2 [[1,1,0,1]] X6
+396150 s 1 [1,0,1,-30023951,-63324160702] 3 2 [[1,1,0,1]] X6
+396150 s 2 [1,0,1,-480383951,-4052613040702] 3 2 [[1,1,0,1]] X6
+396150 t 1 [1,0,1,-259582751,2579609854898] 3 2 [[1,1,0,1]] X6
+396150 t 2 [1,0,1,-4814334751,128536721662898] 3 2 [[1,1,0,1]] X6
+396150 u 1 [1,0,1,-21510201,38391695548] 1 1 [] X1
+396150 u 2 [1,0,1,-50439576,-83970178202] 1 1 [] X1
+396150 v 1 [1,0,1,-8701,-294952] 1 1 [] X1
+396150 w 1 [1,0,1,-3314042596,72870975794708] 1 1 [] X1
+396150 x 1 [1,0,1,-324751,1768898] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396150 x 2 [1,0,1,-3524751,-2539031102] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396150 x 3 [1,0,1,-1904751,-4881551102] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396150 x 4 [1,0,1,-56344751,-162794911102] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396150 y 1 [1,0,1,-626,-5002] 1 1 [] X1
+396150 z 1 [1,0,1,12099,-1112552] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 z 2 [1,0,1,-115901,-13144552] 6 2 [] X8
+396150 z 3 [1,0,1,-495901,121375448] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 z 4 [1,0,1,-1783901,-917200552] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 ba 1 [1,0,1,-116576,11030798] 1 1 [] X1
+396150 bb 1 [1,0,1,-749951,-250018702] 1 1 [] X1
+396150 bc 1 [1,0,1,-77803501,-269280055852] 3 2 [[1,1,0,1]] X6
+396150 bc 2 [1,0,1,-1251554251,-17042178273352] 3 2 [[1,1,0,1]] X6
+396150 bd 1 [1,0,1,-906126,-500764352] 3 2 [[1,1,0,1]] X6
+396150 bd 2 [1,0,1,-16458126,-25695004352] 3 2 [[1,1,0,1]] X6
+396150 be 1 [1,0,1,71249,250690898] 3 2 [[1,1,0,1]] X6
+396150 be 2 [1,0,1,-5558251,4923175898] 3 2 [[1,1,0,1]] X6
+396150 bf 1 [1,0,1,-250951,-52194202] 1 1 [] X1
+396150 bg 1 [1,0,1,39,508] 1 1 [] X1
+396150 bh 1 [1,0,1,-217376,-38195602] 3 2 [[1,1,0,1]] X6
+396150 bh 2 [1,0,1,-3457376,-2474675602] 3 2 [[1,1,0,1]] X6
+396150 bi 1 [1,0,1,-1426,-20752] 3 2 [[1,1,0,1]] X6
+396150 bi 2 [1,0,1,-2176,3248] 3 2 [[1,1,0,1]] X6
+396150 bj 1 [1,0,1,-10963626,-20038490852] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 bj 2 [1,0,1,-195795626,-1054358362852] 6 2 [] X8
+396150 bj 3 [1,0,1,-216315626,-819855802852] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 bj 4 [1,0,1,-3132587626,-67484593402852] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 bk 1 [1,1,1,-646563,-170182719] 3 2 [[1,1,0,1]] X6
+396150 bk 2 [1,1,1,-2896563,1733317281] 3 2 [[1,1,0,1]] X6
+396150 bl 1 [1,1,1,-10038,-421569] 1 1 [] X1
+396150 bm 1 [1,1,1,987,63531] 1 1 [] X1
+396150 bn 1 [1,1,1,-29998,-2012149] 1 1 [] X1
+396150 bo 1 [1,1,1,627937,257553281] 3 2 [[1,1,0,1]] X6
+396150 bo 2 [1,1,1,-4292813,2629354781] 3 2 [[1,1,0,1]] X6
+396150 bp 1 [1,1,1,180852707187,-157020282662105469] 3 2 [[1,1,0,1]] X6
+396150 bp 2 [1,1,1,-3492467484813,-2366588497913561469] 3 2 [[1,1,0,1]] X6
+396150 bp 3 [1,1,1,-17392092787188,-27931144224588534219] 3 2 [[1,1,0,1]] X6
+396150 bp 4 [1,1,1,-278311356019188,-1787082214600426230219] 3 2 [[1,1,0,1]] X6
+396150 bq 1 [1,1,1,-4663,86381] 1 1 [] X1
+396150 br 1 [1,1,1,-82851064888,9108871974338531] 1 1 [] X1
+396150 bs 1 [1,1,1,-12413,-537469] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 bs 2 [1,1,1,-12913,-492469] 6 2 [] X8
+396150 bs 3 [1,1,1,-55663,4552031] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 bs 4 [1,1,1,21837,-2646969] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 bt 1 [1,1,1,-37588,2725781] 3 2 [[1,1,0,1]] X6
+396150 bt 2 [1,1,1,-85588,-5722219] 3 2 [[1,1,0,1]] X6
+396150 bu 1 [1,1,1,-15638,-625219] 1 1 [] X1
+396150 bv 1 [1,1,1,-348,-2499] 1 1 [] X1
+396150 bw 1 [1,1,1,-860408,306789401] 1 1 [] X1
+396150 bw 2 [1,1,1,-2017583,-672568459] 1 1 [] X1
+396150 bx 1 [1,1,1,-1200958,-507073669] 3 2 [[1,1,0,1]] X6
+396150 bx 2 [1,1,1,-19215358,-32428590469] 3 2 [[1,1,0,1]] X6
+396150 by 1 [1,1,1,-384063,-46074219] 3 2 [[1,1,0,1]] X6
+396150 by 2 [1,1,1,1303437,-339699219] 3 2 [[1,1,0,1]] X6
+396150 by 3 [1,1,1,-26568438,-52721555469] 3 2 [[1,1,0,1]] X6
+396150 by 4 [1,1,1,-26448438,-53221235469] 3 2 [[1,1,0,1]] X6
+396150 bz 1 [1,1,1,-7562063,-12407314219] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396150 bz 2 [1,1,1,-138634063,-628183570219] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396150 bz 3 [1,1,1,-156426063,-456704274219] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396150 bz 4 [1,1,1,-2217994063,-40206721810219] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396150 ca 1 [1,0,0,-3243,-15183] 1 1 [] X1
+396150 cb 1 [1,0,0,-33763,2385017] 1 1 [] X1
+396150 cc 1 [1,0,0,-9640613,11535000717] 1 1 [] X1
+396150 cd 1 [1,0,0,-3013,-593983] 1 1 [] X1
+396150 ce 1 [1,0,0,-423188,77614992] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 ce 2 [1,0,0,-6255188,6020422992] 6 2 [] X8
+396150 ce 3 [1,0,0,-100080188,385354897992] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 ce 4 [1,0,0,-5742188,7048987992] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396150 cf 1 [1,0,0,-80813,6433617] 3 2 [[1,1,0,1]] X6
+396150 cf 2 [1,0,0,-1192813,501273617] 3 2 [[1,1,0,1]] X6
+396150 cg 1 [1,0,0,-532563,147379617] 3 2 [[1,1,0,1]] X6
+396150 cg 2 [1,0,0,-1072563,-202000383] 3 2 [[1,1,0,1]] X6
+396150 ch 1 [1,0,0,-961088,-360326208] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396150 ch 2 [1,0,0,-336088,-822201208] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396150 ci 1 [1,0,0,-1005398,383911452] 1 1 [] X1
+396150 cj 1 [1,0,0,204187,16399617] 3 2 [[1,1,0,1]] X6
+396150 cj 2 [1,0,0,-907813,137607617] 3 2 [[1,1,0,1]] X6
+396150 ck 1 [1,0,0,-85185513,-302626472733] 1 1 [] X1
+396150 cl 1 [1,0,0,-713,-5433] 1 1 [] X1
+396150 cm 1 [1,0,0,-336282813,-33667270186383] 1 1 [] X1
+396150 cn 1 [1,0,0,-48393,4093497] 1 1 [] X1
+396152 a 1 [0,1,0,-92,-2047] 1 1 [] X1
+396152 b 1 [0,-1,0,-121440,16375724] 1 1 [] X1
+396153 a 1 [0,0,1,-201,1791] 1 1 [] X1
+396154 a 1 [1,0,1,-17548,896850] 1 1 [] X1
+396154 b 1 [1,1,0,-179324,20624080] 1 1 [] X1
+396154 c 1 [1,0,1,-850,9436] 1 1 [] X1
+396154 d 1 [1,1,1,-1482,-16169] 1 1 [] X1
+396154 e 1 [1,-1,1,-628,59095] 1 1 [] X1
+396154 f 1 [1,0,0,-102792,-12662440] 1 1 [] X1
+396154 g 1 [1,1,1,1994,22045] 1 1 [] X1
+396157 a 1 [1,1,0,-14,-43] 1 1 [] X1
+396159 a 1 [0,-1,1,-2457697,1239967554] 1 1 [] X1
+396159 b 1 [0,1,1,-3523,78868] 1 1 [] X1
+396159 c 1 [0,1,1,-171,-682] 1 1 [] X1
+396162 a 1 [1,-1,0,-2598,-57420] 3 2 [[1,1,0,1]] X6
+396162 a 2 [1,-1,0,-43158,-3440124] 3 2 [[1,1,0,1]] X6
+396162 b 1 [1,-1,0,-1413,924885] 3 2 [[1,1,0,1]] X6
+396162 b 2 [1,-1,0,-151173,22400469] 3 2 [[1,1,0,1]] X6
+396162 c 1 [1,-1,0,-1035,-3443] 1 1 [] X1
+396162 d 1 [1,-1,0,-588474,173866932] 1 1 [] X1
+396162 e 1 [1,-1,1,2047,5327633] 1 1 [] X1
+396162 f 1 [1,-1,1,-3359,57223] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+396162 f 2 [1,-1,1,8161,356743] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+396162 g 1 [1,-1,1,-23384,1573723] 3 2 [[1,1,0,1]] X6
+396162 g 2 [1,-1,1,-388424,93271771] 3 2 [[1,1,0,1]] X6
+396163 a 1 [1,1,1,-8,28] 1 1 [] X1
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+396240 c 4 [0,-1,0,-37096,-2715104] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 d 1 [0,-1,0,5704,-308880] 1 1 [] X1
+396240 e 1 [0,-1,0,-6256,-201104] 1 1 [] X1
+396240 f 1 [0,-1,0,552584,-102675584] 3 2 [[1,1,0,1]] X6
+396240 f 2 [0,-1,0,-2673216,-894932064] 3 2 [[1,1,0,1]] X6
+396240 g 1 [0,-1,0,-81381,7443405] 1 1 [] X1
+396240 h 1 [0,-1,0,-6856,1084336] 1 1 [] X1
+396240 i 1 [0,-1,0,-14216,-644880] 1 1 [] X1
+396240 j 1 [0,-1,0,-23596,1402396] 1 1 [] X1
+396240 k 1 [0,-1,0,-6656,-206544] 1 1 [] X1
+396240 l 1 [0,-1,0,-941,-55695] 1 1 [] X1
+396240 l 2 [0,-1,0,8419,1456881] 1 1 [] X1
+396240 m 1 [0,-1,0,-1301581,571233025] 1 1 [] X1
+396240 n 1 [0,-1,0,-95291,11323866] 3 2 [[1,1,0,1]] X6
+396240 n 2 [0,-1,0,-135916,777616] 3 2 [[1,1,0,1]] X6
+396240 o 1 [0,-1,0,-251755881,-1537424577819] 1 1 [] X1
+396240 p 1 [0,-1,0,-68296,-6847904] 1 1 [] X1
+396240 q 1 [0,-1,0,75,-423] 1 1 [] X1
+396240 r 1 [0,-1,0,-537945,152043525] 1 1 [] X1
+396240 s 1 [0,-1,0,1475,-12248] 3 2 [[1,1,0,1]] X6
+396240 s 2 [0,-1,0,-6780,-98100] 3 2 [[1,1,0,1]] X6
+396240 t 1 [0,-1,0,-89560,-10384400] 1 1 [] X1
+396240 u 1 [0,-1,0,-5,-1875] 1 1 [] X1
+396240 v 1 [0,-1,0,-46740,-3875940] 1 1 [] X1
+396240 w 1 [0,-1,0,-55264685,158149812417] 1 1 [] X1
+396240 x 1 [0,-1,0,-325,1837] 1 1 [] X1
+396240 y 1 [0,-1,0,-9562280,30093743472] 1 1 [] X1
+396240 y 2 [0,-1,0,-1088190680,13817125101552] 1 1 [] X1
+396240 z 1 [0,-1,0,-3001137640,28066677535600] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396240 z 2 [0,-1,0,-24475974120,-1454590392781968] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396240 z 3 [0,-1,0,-2357574120,-3986244762061968] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396240 z 4 [0,-1,0,-390191757800,-93813332121210000] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396240 ba 1 [0,-1,0,-3343280,2354035200] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396240 ba 2 [0,-1,0,-3343360,2353916992] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396240 ba 3 [0,-1,0,-3090640,2724505600] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396240 ba 4 [0,-1,0,-3597360,1975761792] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396240 bb 1 [0,-1,0,-17165,857412] 3 2 [[1,1,0,1]] X6
+396240 bb 2 [0,-1,0,-20,2475900] 3 2 [[1,1,0,1]] X6
+396240 bc 1 [0,-1,0,-67525,7925677] 1 1 [] X1
+396240 bd 1 [0,-1,0,1330920,163434672] 1 1 [] X1
+396240 be 1 [0,-1,0,-235,-350] 3 2 [[1,1,0,1]] X6
+396240 be 2 [0,-1,0,-2140,38512] 3 2 [[1,1,0,1]] X6
+396240 bf 1 [0,-1,0,-640,-55088] 3 2 [[1,1,0,1]] X6
+396240 bf 2 [0,-1,0,-26040,-1599408] 3 2 [[1,1,0,1]] X6
+396240 bg 1 [0,-1,0,-105,-363] 1 1 [] X1
+396240 bh 1 [0,-1,0,-107320,-13946000] 3 2 [[1,1,0,1]] X6
+396240 bh 2 [0,-1,0,-1732920,-877464720] 3 2 [[1,1,0,1]] X6
+396240 bi 1 [0,-1,0,-235,742] 3 2 [[1,1,0,1]] X6
+396240 bi 2 [0,-1,0,-1860,-29808] 3 2 [[1,1,0,1]] X6
+396240 bj 1 [0,-1,0,380080,53303232] 1 1 [] X1
+396240 bk 1 [0,-1,0,-227780,41918892] 1 1 [] X1
+396240 bl 1 [0,-1,0,-105,372] 3 2 [[1,1,0,1]] X6
+396240 bl 2 [0,-1,0,220,1932] 3 2 [[1,1,0,1]] X6
+396240 bm 1 [0,-1,0,-522904435,-4602196459658] 3 2 [[1,1,0,1]] X6
+396240 bm 2 [0,-1,0,-522906340,-4602161248400] 3 2 [[1,1,0,1]] X6
+396240 bn 1 [0,-1,0,-5305,-57803] 1 1 [] X1
+396240 bo 1 [0,-1,0,-150925,-22519823] 1 1 [] X1
+396240 bp 1 [0,-1,0,-159640,278512] 1 1 [] X1
+396240 bq 1 [0,-1,0,6760,-179088] 1 1 [] X1
+396240 bq 2 [0,-1,0,-68840,9739632] 1 1 [] X1
+396240 br 1 [0,-1,0,6503600,-7101098048] 1 1 [] X1
+396240 bs 1 [0,-1,0,-80600,8931312] 1 1 [] X1
+396240 bt 1 [0,1,0,1984,-20940] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 bt 2 [0,1,0,-9536,-191436] 6 2 [] X8
+396240 bt 3 [0,1,0,-71936,7271604] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 bt 4 [0,1,0,-131456,-18381900] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 bu 1 [0,1,0,-1368216,627912084] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 bu 2 [0,1,0,-22013336,39746285460] 6 2 [] X8
+396240 bu 3 [0,1,0,-352213336,2544115165460] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 bu 4 [0,1,0,-22135256,39283623444] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 bv 1 [0,1,0,-67581,-6784650] 3 2 [[1,1,0,1]] X6
+396240 bv 2 [0,1,0,-65676,-7183176] 3 2 [[1,1,0,1]] X6
+396240 bw 1 [0,1,0,-71001,7887699] 1 1 [] X1
+396240 bx 1 [0,1,0,-370761,-86039565] 1 1 [] X1
+396240 by 1 [0,1,0,104,-3436] 1 1 [] X1
+396240 bz 1 [0,1,0,-64741,1552595] 1 1 [] X1
+396240 ca 1 [0,1,0,-82141,9023159] 1 1 [] X1
+396240 cb 1 [0,1,0,799,8955] 1 1 [] X1
+396240 cc 1 [0,1,0,-1136,-14076] 1 1 [] X1
+396240 cd 1 [0,1,0,12064,134004] 1 1 [] X1
+396240 ce 1 [0,1,0,-29751,-1797876] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396240 ce 2 [0,1,0,-110396,12137580] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396240 ce 3 [0,1,0,-1697896,850972580] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396240 ce 4 [0,1,0,186784,66462084] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396240 cf 1 [0,1,0,-976,-14860] 1 1 [] X1
+396240 cg 1 [0,1,0,-107656,13559540] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396240 cg 2 [0,1,0,-112776,12193524] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396240 cg 3 [0,1,0,211704,69691380] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396240 cg 4 [0,1,0,-519176,-132647436] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396240 ch 1 [0,1,0,16089,3644280] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 ch 2 [0,1,0,-279156,53009244] 6 2 [] X8
+396240 ch 3 [0,1,0,-4385856,3533848164] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 ch 4 [0,1,0,-896376,-263748060] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396240 ci 1 [0,1,0,-861,1710] 3 2 [[1,1,0,1]] X6
+396240 ci 2 [0,1,0,3364,16920] 3 2 [[1,1,0,1]] X6
+396240 cj 1 [0,1,0,-3016,-140716] 1 1 [] X1
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+396240 cl 1 [0,1,0,-855876,-305012376] 1 1 [] X1
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+396240 co 2 [0,1,0,-995584816,-11917858400380] 3 2 [[1,1,0,1]] X6
+396240 cp 1 [0,1,0,-156,360] 1 1 [] X1
+396240 cq 1 [0,1,0,-73880,7700100] 1 1 [] X1
+396240 cr 1 [0,1,0,1192560,-1374493932] 1 1 [] X1
+396240 cs 1 [0,1,0,-6000,-57852] 1 1 [] X1
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+396240 cu 1 [0,1,0,-2451519320,-47428494244332] 1 1 [] X1
+396240 cv 1 [0,1,0,-23245,-1371865] 1 1 [] X1
+396240 cw 1 [0,1,0,-832705,292194578] 3 2 [[1,1,0,1]] X6
+396240 cw 2 [0,1,0,-824580,298184328] 3 2 [[1,1,0,1]] X6
+396240 cx 1 [0,1,0,-640,-6220] 1 1 [] X1
+396240 cy 1 [0,1,0,-3903440,-2718569580] 1 1 [] X1
+396240 cz 1 [0,1,0,75,-28125] 1 1 [] X1
+396240 da 1 [0,1,0,-6625,-361477] 1 1 [] X1
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+396240 dc 2 [0,1,0,-8580,302328] 3 2 [[1,1,0,1]] X6
+396240 dd 1 [0,1,0,-30005,-25778397] 1 1 [] X1
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+396264 c 2 [0,-1,0,-6784,-73172] 3 2 [[1,1,0,1]] X6
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+396264 g 2 [0,1,0,-31404,-2124864] 6 2 [] X8
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+396264 g 4 [0,1,0,-500664,-136520928] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+396270 b 1 [1,-1,0,-3421045530,1255838280405300] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+396270 b 2 [1,-1,0,-196694573850,33300550621155636] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+396270 b 3 [1,-1,0,-3139919282970,2141538884858171700] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+396270 b 4 [1,-1,0,-345846317850,-24078513090178764] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+396270 b 5 [1,-1,0,-50238707428890,137058457246071970356] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+396270 b 6 [1,-1,0,-3132726482970,2151838596116891700] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+396270 c 1 [1,-1,0,-3255525,2261713045] 1 1 [] X1
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+396270 i 2 [1,-1,0,-8223255,-7782923799] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+396270 i 3 [1,-1,0,-35945505,75367192851] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+396270 i 4 [1,-1,0,-126301005,-546288310449] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+396270 j 1 [1,-1,0,-345780,-78954800] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 j 2 [1,-1,0,-5547780,-5028137600] 6 2 [] X8
+396270 j 3 [1,-1,0,-5563080,-4998997220] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 j 4 [1,-1,0,-88764480,-321867401180] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 k 1 [1,-1,0,-91950,16100000] 3 2 [[1,1,0,1]] X6
+396270 k 2 [1,-1,0,-1666320,828160046] 3 2 [[1,1,0,1]] X6
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+396270 m 2 [1,-1,0,-12199337955,-348108183437675] 6 2 [] X8
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+396270 m 4 [1,-1,0,-176773481955,-28602427629159275] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 n 1 [1,-1,0,-19185,-2201059] 3 2 [[1,1,0,1]] X6
+396270 n 2 [1,-1,0,-397185,-96171859] 3 2 [[1,1,0,1]] X6
+396270 o 1 [1,-1,0,-470601510,4035736180916] 3 2 [[1,1,0,1]] X6
+396270 o 2 [1,-1,0,-7586013030,254314644067700] 3 2 [[1,1,0,1]] X6
+396270 p 1 [1,-1,0,-332010,-73548324] 1 1 [] X1
+396270 q 1 [1,-1,0,1605,340721] 3 2 [[1,1,0,1]] X6
+396270 q 2 [1,-1,0,-64545,6122231] 3 2 [[1,1,0,1]] X6
+396270 r 1 [1,-1,0,2655,-255875] 3 2 [[1,1,0,1]] X6
+396270 r 2 [1,-1,0,-47745,-3753635] 3 2 [[1,1,0,1]] X6
+396270 s 1 [1,-1,0,8010,496800] 3 2 [[1,1,0,1]] X6
+396270 s 2 [1,-1,0,-66960,5579766] 3 2 [[1,1,0,1]] X6
+396270 t 1 [1,-1,0,-7286895,7863663325] 3 2 [[1,1,0,1]] X6
+396270 t 2 [1,-1,0,-117829395,492327223825] 3 2 [[1,1,0,1]] X6
+396270 u 1 [1,-1,0,6825,56861] 1 1 [] X1
+396270 v 1 [1,-1,0,-10995,443285] 1 1 [] X1
+396270 w 1 [1,-1,0,-120555,13780741] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+396270 w 2 [1,-1,0,-1849275,968379925] 12 4 [[3,0,0,1],[3,2,2,3],[3,0,0,3]] X24
+396270 w 3 [1,-1,0,-29588175,61955125465] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+396270 w 4 [1,-1,0,-1769895,1055237521] 12 4 [[3,3,0,1],[3,0,0,3],[1,2,0,1]] X27
+396270 x 1 [1,-1,0,-285,-1775] 3 2 [[1,1,0,1]] X6
+396270 x 2 [1,-1,0,-435,415] 3 2 [[1,1,0,1]] X6
+396270 y 1 [1,-1,0,-497582835,-4272294040075] 1 1 [] X1
+396270 z 1 [1,-1,0,-1275,-5339] 3 2 [[1,1,0,1]] X6
+396270 z 2 [1,-1,0,-16275,-794339] 3 2 [[1,1,0,1]] X6
+396270 ba 1 [1,-1,0,-3896970,2961976500] 3 2 [[1,1,0,1]] X6
+396270 ba 2 [1,-1,0,-3897570,2961019260] 3 2 [[1,1,0,1]] X6
+396270 ba 3 [1,-1,0,-3966585,2850716141] 3 2 [[1,1,0,1]] X6
+396270 ba 4 [1,-1,0,-12606585,-13812387859] 3 2 [[1,1,0,1]] X6
+396270 bb 1 [1,-1,0,6523740,-2395105200] 3 2 [[1,1,0,1]] X6
+396270 bb 2 [1,-1,0,-28036260,-19792609200] 3 2 [[1,1,0,1]] X6
+396270 bc 1 [1,-1,0,-14014035,20196303925] 1 1 [] X1
+396270 bd 1 [1,-1,0,355950,41280736] 3 2 [[1,1,0,1]] X6
+396270 bd 2 [1,-1,0,-1612800,351161986] 3 2 [[1,1,0,1]] X6
+396270 be 1 [1,-1,0,-488580,-132251824] 3 2 [[1,1,0,1]] X6
+396270 be 2 [1,-1,0,-7832580,-8435378224] 3 2 [[1,1,0,1]] X6
+396270 bf 1 [1,-1,0,-2331414,-1430431052] 3 2 [[1,1,0,1]] X6
+396270 bf 2 [1,-1,0,-37760814,-89302428932] 3 2 [[1,1,0,1]] X6
+396270 bg 1 [1,-1,0,2331,-92907] 1 1 [] X1
+396270 bh 1 [1,-1,0,-143789499,8565849176805] 3 2 [[1,1,0,1]] X6
+396270 bh 2 [1,-1,0,-7218509499,234335728760805] 3 2 [[1,1,0,1]] X6
+396270 bi 1 [1,-1,0,-692034,196074260] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+396270 bi 2 [1,-1,0,1036686,1017907748] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+396270 bj 1 [1,-1,0,-334524,87302480] 3 2 [[1,1,0,1]] X6
+396270 bj 2 [1,-1,0,-5603004,5106056528] 3 2 [[1,1,0,1]] X6
+396270 bk 1 [1,-1,0,-20874,1108468] 3 2 [[1,1,0,1]] X6
+396270 bk 2 [1,-1,0,14646,4468660] 3 2 [[1,1,0,1]] X6
+396270 bl 1 [1,-1,0,-13734,610740] 3 2 [[1,1,0,1]] X6
+396270 bl 2 [1,-1,0,1386,1871748] 3 2 [[1,1,0,1]] X6
+396270 bm 1 [1,-1,0,-15309,732645] 1 1 [] X1
+396270 bn 1 [1,-1,0,-159042969,-800539124967] 3 2 [[1,1,0,1]] X6
+396270 bn 2 [1,-1,0,-2570761719,-50168904281217] 3 2 [[1,1,0,1]] X6
+396270 bo 1 [1,-1,0,17586,2075220] 3 2 [[1,1,0,1]] X6
+396270 bo 2 [1,-1,0,-176814,25053300] 3 2 [[1,1,0,1]] X6
+396270 bp 1 [1,-1,0,-79711569,-276881183267] 3 2 [[1,1,0,1]] X6
+396270 bp 2 [1,-1,0,-1279231569,-17610185087267] 3 2 [[1,1,0,1]] X6
+396270 bq 1 [1,-1,0,-11709,-484785] 1 1 [] X1
+396270 br 1 [1,-1,0,-1674,-25180] 3 2 [[1,1,0,1]] X6
+396270 br 2 [1,-1,0,546,-88672] 3 2 [[1,1,0,1]] X6
+396270 bs 1 [1,-1,0,2304036,449480448] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 bs 2 [1,-1,0,-9770544,3702372300] 6 2 [] X8
+396270 bs 3 [1,-1,0,-124292574,532862864118] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 bs 4 [1,-1,0,-88441794,-317417935950] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 bt 1 [1,-1,0,-37374,963710] 1 1 [] X1
+396270 bu 1 [1,-1,0,-32649,13278393] 3 2 [[1,1,0,1]] X6
+396270 bu 2 [1,-1,0,-1064379,421224435] 3 2 [[1,1,0,1]] X6
+396270 bu 3 [1,-1,0,292476,-349134832] 3 2 [[1,1,0,1]] X6
+396270 bu 4 [1,-1,0,-6005004,-5353112440] 3 2 [[1,1,0,1]] X6
+396270 bv 1 [1,-1,0,391041,-24147347] 1 1 [] X1
+396270 bw 1 [1,-1,0,-1764,-7952] 1 1 [] X1
+396270 bx 1 [1,-1,0,-1049454,-454557740] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396270 bx 2 [1,-1,0,-17249454,-27570117740] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396270 bx 3 [1,-1,0,-17708454,-26025031940] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396270 bx 4 [1,-1,0,-275990454,-1764705443540] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396270 by 1 [1,-1,0,-5292684,-4173054512] 3 2 [[1,1,0,1]] X6
+396270 by 2 [1,-1,0,-20775564,32078560720] 3 2 [[1,1,0,1]] X6
+396270 bz 1 [1,-1,0,23961,5630345] 3 2 [[1,1,0,1]] X6
+396270 bz 2 [1,-1,0,-366189,79056575] 3 2 [[1,1,0,1]] X6
+396270 ca 1 [1,-1,0,-17829,924385] 3 2 [[1,1,0,1]] X6
+396270 ca 2 [1,-1,0,-285579,58811935] 3 2 [[1,1,0,1]] X6
+396270 cb 1 [1,-1,0,-365653044,2691329345280] 3 2 [[1,1,0,1]] X6
+396270 cb 2 [1,-1,0,-5850449424,172240645921668] 3 2 [[1,1,0,1]] X6
+396270 cc 1 [1,-1,0,10133181,37116459733] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396270 cc 2 [1,-1,0,-124236099,481529416405] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396270 cc 3 [1,-1,0,-1933944579,32735239772053] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396270 cc 4 [1,-1,0,-464436099,-3331364143595] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396270 cd 1 [1,-1,0,-288279,-167838647] 3 2 [[1,1,0,1]] X6
+396270 cd 2 [1,-1,0,-6660729,-6605287637] 3 2 [[1,1,0,1]] X6
+396270 ce 1 [1,-1,0,-1321164,652346320] 1 1 [] X1
+396270 cf 1 [1,-1,0,-4299,243693] 1 1 [] X1
+396270 cf 2 [1,-1,0,37326,-5362732] 1 1 [] X1
+396270 cg 1 [1,-1,0,-79254,-13944812] 1 1 [] X1
+396270 ch 1 [1,-1,0,-198234,-34899660] 3 2 [[1,1,0,1]] X6
+396270 ch 2 [1,-1,0,-3197034,-2199433500] 3 2 [[1,1,0,1]] X6
+396270 ci 1 [1,-1,0,-22205274,42091849268] 3 2 [[1,1,0,1]] X6
+396270 ci 2 [1,-1,0,-359705274,2625924349268] 3 2 [[1,1,0,1]] X6
+396270 cj 1 [1,-1,0,-132984,-18608832] 1 1 [] X1
+396270 cj 2 [1,-1,0,-534744,132300000] 1 1 [] X1
+396270 ck 1 [1,-1,1,3890092,1357785767] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 ck 2 [1,-1,1,-17286728,11421010631] 6 2 [] X8
+396270 ck 3 [1,-1,1,-228591878,1329458014271] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 ck 4 [1,-1,1,-144810698,-662823723553] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 cl 1 [1,-1,1,-15068,694927] 3 2 [[1,1,0,1]] X6
+396270 cl 2 [1,-1,1,4912,2389231] 3 2 [[1,1,0,1]] X6
+396270 cm 1 [1,-1,1,7196241622,-78004290488983] 1 1 [] X1
+396270 cn 1 [1,-1,1,-21270443,-35556949893] 3 2 [[1,1,0,1]] X6
+396270 cn 2 [1,-1,1,-334798763,-2357798510469] 3 2 [[1,1,0,1]] X6
+396270 co 1 [1,-1,1,-187868,-29740769] 3 2 [[1,1,0,1]] X6
+396270 co 2 [1,-1,1,131812,-120785633] 3 2 [[1,1,0,1]] X6
+396270 cp 1 [1,-1,1,-25268,42207] 1 1 [] X1
+396270 cq 1 [1,-1,1,-36702293,-95346276343] 3 2 [[1,1,0,1]] X6
+396270 cq 2 [1,-1,1,-605671043,-5737012813843] 3 2 [[1,1,0,1]] X6
+396270 cr 1 [1,-1,1,24862,1819361] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 cr 2 [1,-1,1,-159458,18186977] 6 2 [] X8
+396270 cr 3 [1,-1,1,-2362658,1398271457] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 cr 4 [1,-1,1,-905378,-316581919] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 cs 1 [1,-1,1,-32198,10490897] 3 2 [[1,1,0,1]] X6
+396270 cs 2 [1,-1,1,-942548,351325937] 3 2 [[1,1,0,1]] X6
+396270 ct 1 [1,-1,1,-48353,-4078303] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 ct 2 [1,-1,1,-57173,-2480119] 6 2 [] X8
+396270 ct 3 [1,-1,1,-453443,115925357] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 ct 4 [1,-1,1,197977,-18707659] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 cu 1 [1,-1,1,-23648,824229411] 1 1 [] X1
+396270 cv 1 [1,-1,1,-42908,-12517473] 3 2 [[1,1,0,1]] X6
+396270 cv 2 [1,-1,1,-1113908,-451199073] 3 2 [[1,1,0,1]] X6
+396270 cw 1 [1,-1,1,-2622756218,-76008436079943] 3 2 [[1,1,0,1]] X6
+396270 cw 2 [1,-1,1,-47229906218,-3949943142119943] 3 2 [[1,1,0,1]] X6
+396270 cx 1 [1,-1,1,-3010718,-2354156243] 3 2 [[1,1,0,1]] X6
+396270 cx 2 [1,-1,1,-50427038,-137813099219] 3 2 [[1,1,0,1]] X6
+396270 cy 1 [1,-1,1,-348143,-78000793] 3 2 [[1,1,0,1]] X6
+396270 cy 2 [1,-1,1,-41963,-210637969] 3 2 [[1,1,0,1]] X6
+396270 cz 1 [1,-1,1,-57721703,168973017887] 1 1 [] X1
+396270 da 1 [1,-1,1,-1598,24617] 3 2 [[1,1,0,1]] X6
+396270 da 2 [1,-1,1,-68,68681] 3 2 [[1,1,0,1]] X6
+396270 db 1 [1,-1,1,-1598,-1843] 3 2 [[1,1,0,1]] X6
+396270 db 2 [1,-1,1,-16718,832781] 3 2 [[1,1,0,1]] X6
+396270 dc 1 [1,-1,1,-2467253,-1558134963] 3 2 [[1,1,0,1]] X6
+396270 dc 2 [1,-1,1,-39967253,-97243134963] 3 2 [[1,1,0,1]] X6
+396270 dd 1 [1,-1,1,188617,172204431] 3 2 [[1,1,0,1]] X6
+396270 dd 2 [1,-1,1,-3728183,2614720911] 3 2 [[1,1,0,1]] X6
+396270 de 1 [1,-1,1,-753863,-204580033] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 de 2 [1,-1,1,-3702983,2559335231] 6 2 [] X8
+396270 de 3 [1,-1,1,-58134983,170623578431] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 de 4 [1,-1,1,3543097,11350279487] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 df 1 [1,-1,1,-30623,-2033913] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396270 df 2 [1,-1,1,-56543,1937031] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396270 df 3 [1,-1,1,-735863,242959767] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396270 df 4 [1,-1,1,208057,14743671] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396270 dg 1 [1,-1,1,4147,197237] 1 1 [] X1
+396270 dg 2 [1,-1,1,-38693,-6541019] 1 1 [] X1
+396270 dh 1 [1,-1,1,-2858,-19879] 3 2 [[1,1,0,1]] X6
+396270 dh 2 [1,-1,1,-36878,-2714263] 3 2 [[1,1,0,1]] X6
+396270 di 1 [1,-1,1,-6953,-229669] 1 1 [] X1
+396270 di 2 [1,-1,1,35122,-656539] 1 1 [] X1
+396270 dj 1 [1,-1,1,-6953,245337] 3 2 [[1,1,0,1]] X6
+396270 dj 2 [1,-1,1,-114053,14853777] 3 2 [[1,1,0,1]] X6
+396270 dk 1 [1,-1,1,-896963,-326746933] 1 1 [] X1
+396270 dk 2 [1,-1,1,-1076738,-186343423] 1 1 [] X1
+396270 dl 1 [1,-1,1,-6953,-537879] 1 1 [] X1
+396270 dm 1 [1,-1,1,693472,-962126013] 1 1 [] X1
+396270 dn 1 [1,-1,1,-198788,-34063833] 1 1 [] X1
+396270 do 1 [1,-1,1,-7050803,-6798280813] 1 1 [] X1
+396270 do 2 [1,-1,1,-102535178,398109412937] 1 1 [] X1
+396270 dp 1 [1,-1,1,-368381498,-5403810826119] 3 2 [[1,1,0,1]] X6
+396270 dp 2 [1,-1,1,-7387287098,-244231900333959] 3 2 [[1,1,0,1]] X6
+396270 dq 1 [1,-1,1,-2678,84341] 3 2 [[1,1,0,1]] X6
+396270 dq 2 [1,-1,1,-49298,4224197] 3 2 [[1,1,0,1]] X6
+396270 dr 1 [1,-1,1,-380903,-90077169] 3 2 [[1,1,0,1]] X6
+396270 dr 2 [1,-1,1,-566123,6755847] 3 2 [[1,1,0,1]] X6
+396270 ds 1 [1,-1,1,2662,-209419] 3 2 [[1,1,0,1]] X6
+396270 ds 2 [1,-1,1,-40688,-2914459] 3 2 [[1,1,0,1]] X6
+396270 dt 1 [1,-1,1,-11498,-481903] 1 1 [] X1
+396270 dt 2 [1,-1,1,49927,-2046823] 1 1 [] X1
+396270 du 1 [1,-1,1,21352,-106869] 3 2 [[1,1,0,1]] X6
+396270 du 2 [1,-1,1,-85748,-792309] 3 2 [[1,1,0,1]] X6
+396270 dv 1 [1,-1,1,32497,12920087] 3 2 [[1,1,0,1]] X6
+396270 dv 2 [1,-1,1,-667223,198485831] 3 2 [[1,1,0,1]] X6
+396270 dv 3 [1,-1,1,-293843,-358222769] 3 2 [[1,1,0,1]] X6
+396270 dv 4 [1,-1,1,-9579413,-11363480333] 3 2 [[1,1,0,1]] X6
+396270 dw 1 [1,-1,1,-2132,82231] 3 2 [[1,1,0,1]] X6
+396270 dw 2 [1,-1,1,-44132,3576631] 3 2 [[1,1,0,1]] X6
+396270 dx 1 [1,-1,1,-52289057,-149454280719] 3 2 [[1,1,0,1]] X6
+396270 dx 2 [1,-1,1,-842890337,-9418779927951] 3 2 [[1,1,0,1]] X6
+396270 dy 1 [1,-1,1,-108649742,435795017501] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396270 dy 2 [1,-1,1,-124420622,301010768669] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396270 dy 3 [1,-1,1,399934498,2174846225501] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396270 dy 4 [1,-1,1,-901109822,-10199205863971] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396270 dz 1 [1,-1,1,-106657457,423993843681] 3 2 [[1,1,0,1]] X6
+396270 dz 2 [1,-1,1,-108834737,405782202849] 3 2 [[1,1,0,1]] X6
+396270 ea 1 [1,-1,1,-10217,-592891] 3 2 [[1,1,0,1]] X6
+396270 ea 2 [1,-1,1,-185147,-30610879] 3 2 [[1,1,0,1]] X6
+396270 eb 1 [1,-1,1,-1292,6351] 3 2 [[1,1,0,1]] X6
+396270 eb 2 [1,-1,1,4828,45519] 3 2 [[1,1,0,1]] X6
+396270 ec 1 [1,-1,1,-33287,-96426241] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396270 ec 2 [1,-1,1,-3362567,-2345687809] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396270 ec 3 [1,-1,1,-6361367,2479981151] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396270 ec 4 [1,-1,1,-53632247,-151164048481] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396270 ed 1 [1,-1,1,548158,71676609] 3 2 [[1,1,0,1]] X6
+396270 ed 2 [1,-1,1,-2435522,603965121] 3 2 [[1,1,0,1]] X6
+396270 ee 1 [1,-1,1,-63887,-1786921] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396270 ee 2 [1,-1,1,-588767,172683191] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396270 ee 3 [1,-1,1,-9399947,11095021919] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396270 ee 4 [1,-1,1,-175667,410133071] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396270 ef 1 [1,-1,1,-3677,-60699] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 ef 2 [1,-1,1,-21677,1184901] 6 2 [] X8
+396270 ef 3 [1,-1,1,-342977,77397261] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 ef 4 [1,-1,1,11623,4474941] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 eg 1 [1,-1,1,-88558187,493696577211] 1 1 [] X1
+396270 eh 1 [1,-1,1,-170312,-23280501] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 eh 2 [1,-1,1,-734792,219671691] 6 2 [] X8
+396270 eh 3 [1,-1,1,-11444792,14905223691] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 eh 4 [1,-1,1,943528,1076286219] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396270 ei 1 [1,-1,1,-46311962,-119529256359] 3 2 [[1,1,0,1]] X6
+396270 ei 2 [1,-1,1,-2222042,-337756724391] 3 2 [[1,1,0,1]] X6
+396270 ej 1 [1,-1,1,-54287,4916311] 3 2 [[1,1,0,1]] X6
+396270 ej 2 [1,-1,1,-870287,312711511] 3 2 [[1,1,0,1]] X6
+396270 ek 1 [1,-1,1,2195968,-1405950811] 1 1 [] X1
+396270 ek 2 [1,-1,1,-21495317,61080348341] 1 1 [] X1
+396270 el 1 [1,-1,1,843538,-42318201] 1 1 [] X1
+396270 em 1 [1,-1,1,112738,789549] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396270 em 2 [1,-1,1,-451742,6660141] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396270 em 3 [1,-1,1,-5113742,4441154541] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396270 em 4 [1,-1,1,-4821422,-4058890131] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396270 en 1 [1,-1,1,-2567,50491] 3 2 [[1,1,0,1]] X6
+396270 en 2 [1,-1,1,-3917,-7289] 3 2 [[1,1,0,1]] X6
+396270 eo 1 [1,-1,1,-666167,-267943809] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396270 eo 2 [1,-1,1,-11470667,-14949098409] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396270 eo 3 [1,-1,1,-12286517,-12699636789] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396270 eo 4 [1,-1,1,-183526817,-956922108429] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396270 ep 1 [1,-1,1,-440732,-105435169] 3 2 [[1,1,0,1]] X6
+396270 ep 2 [1,-1,1,-1400732,512036831] 3 2 [[1,1,0,1]] X6
+396270 ep 3 [1,-1,1,-35072732,-79938292769] 3 2 [[1,1,0,1]] X6
+396270 ep 4 [1,-1,1,-35078132,-79912441889] 3 2 [[1,1,0,1]] X6
+396270 eq 1 [1,-1,1,-3609302,-2460378139] 3 2 [[1,1,0,1]] X6
+396270 eq 2 [1,-1,1,3465418,-10933062811] 3 2 [[1,1,0,1]] X6
+396270 eq 3 [1,-1,1,-56500637,162982698149] 3 2 [[1,1,0,1]] X6
+396270 eq 4 [1,-1,1,-31433117,308364287141] 3 2 [[1,1,0,1]] X6
+396270 er 1 [1,-1,1,-11477,155629] 3 2 [[1,1,0,1]] X6
+396270 er 2 [1,-1,1,-146477,21593629] 3 2 [[1,1,0,1]] X6
+396270 es 1 [1,-1,1,-13487,-60628561] 1 1 [] X1
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+396270 et 1 [1,-1,1,9282793,40459309359] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396270 et 2 [1,-1,1,-135224087,557851742511] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396270 et 3 [1,-1,1,-2116145687,37468760099631] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396270 et 4 [1,-1,1,-466412567,-3241674975441] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396270 eu 1 [1,-1,1,-7142,-1578891] 3 2 [[1,1,0,1]] X6
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+396272 a 1 [0,-1,0,400,-4672] 1 1 [] X1
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+396295 a 1 [0,-1,1,-1535,-22644] 1 1 [] X1
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+396304 e 1 [0,1,0,-11336,160132] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+396304 j 1 [0,0,0,-8299,290970] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+396480 bj 1 [0,-1,0,13859,3824605] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 bj 2 [0,-1,0,-298641,59637105] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 bj 3 [0,-1,0,-4708641,3934263105] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 bj 4 [0,-1,0,-888641,-247988895] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 bk 1 [0,-1,0,-61,511] 1 1 [] X1
+396480 bk 2 [0,-1,0,539,-11729] 1 1 [] X1
+396480 bl 1 [0,-1,0,-169391,26888841] 1 1 [] X1
+396480 bm 1 [0,-1,0,-68741,6931191] 1 1 [] X1
+396480 bn 1 [0,-1,0,-5601,19587681] 1 1 [] X1
+396480 bo 1 [0,-1,0,-456,3690] 3 2 [[1,1,0,1]] X6
+396480 bo 2 [0,-1,0,-1401,-15399] 3 2 [[1,1,0,1]] X6
+396480 bp 1 [0,-1,0,-193541,32564805] 3 2 [[1,1,0,1]] X6
+396480 bp 2 [0,-1,0,-341041,-23691695] 3 2 [[1,1,0,1]] X6
+396480 bp 3 [0,-1,0,-1381541,-605758395] 3 2 [[1,1,0,1]] X6
+396480 bp 4 [0,-1,0,-21919441,-39492218255] 3 2 [[1,1,0,1]] X6
+396480 bq 1 [0,-1,0,-3536,49890] 3 2 [[1,1,0,1]] X6
+396480 bq 2 [0,-1,0,10919,341881] 3 2 [[1,1,0,1]] X6
+396480 br 1 [0,-1,0,-75521,7565985] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 br 2 [0,-1,0,-1189441,499695841] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 br 3 [0,-1,0,-19031041,31961573281] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 br 4 [0,-1,0,-1170561,516306465] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 bs 1 [0,-1,0,-30241,1842625] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 bs 2 [0,-1,0,-112161,-12427839] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 bs 3 [0,-1,0,189919,-68070975] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 bs 4 [0,-1,0,-1724961,-871405119] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 bt 1 [0,-1,0,-4821,-134379] 3 2 [[1,1,0,1]] X6
+396480 bt 2 [0,-1,0,-78321,-8410479] 3 2 [[1,1,0,1]] X6
+396480 bu 1 [0,-1,0,-3354401,2365546401] 3 2 [[1,1,0,1]] X6
+396480 bu 2 [0,-1,0,-3077921,2771363745] 3 2 [[1,1,0,1]] X6
+396480 bu 3 [0,-1,0,-7487201,-4472786079] 3 2 [[1,1,0,1]] X6
+396480 bu 4 [0,-1,0,23970079,-32287313055] 3 2 [[1,1,0,1]] X6
+396480 bv 1 [0,-1,0,1379,16621] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 bv 2 [0,-1,0,-7441,159505] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 bv 3 [0,-1,0,-106561,13421761] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 bv 4 [0,-1,0,-49441,-4099295] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 bw 1 [0,-1,0,-238841,45006711] 1 1 [] X1
+396480 bx 1 [0,-1,0,-2021,-38955] 3 2 [[1,1,0,1]] X6
+396480 bx 2 [0,-1,0,-33521,-2351055] 3 2 [[1,1,0,1]] X6
+396480 by 1 [0,-1,0,3199,-44895] 1 1 [] X1
+396480 bz 1 [0,-1,0,-51593981,-105322030275] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+396480 bz 2 [0,-1,0,-293941201,1854249121201] 24 8 [[1,2,0,1],[5,0,0,5],[3,0,0,1],[5,0,0,3],[1,0,4,1]] X25g
+396480 bz 3 [0,-1,0,-4645191201,121859113371201] 24 8 [[1,2,0,1],[7,0,0,1],[5,0,0,5],[1,0,0,3],[1,0,4,1]] X25e
+396480 bz 4 [0,-1,0,179753279,7258061010145] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+396480 bz 5 [0,-1,0,-74323011201,7798919514279201] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+396480 bz 6 [0,-1,0,-4587371201,125040404463201] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+396480 ca 1 [0,-1,0,1119,-16575] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ca 2 [0,-1,0,-6881,-155775] 6 2 [] X8
+396480 ca 3 [0,-1,0,-40481,3022785] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ca 4 [0,-1,0,-101281,-12371135] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 cb 1 [0,-1,0,-13035,643725] 1 1 [] X1
+396480 cc 1 [0,-1,0,175,-2415] 1 1 [] X1
+396480 cd 1 [0,-1,0,-1765,-23963] 3 2 [[1,1,0,1]] X6
+396480 cd 2 [0,-1,0,-7665,236817] 3 2 [[1,1,0,1]] X6
+396480 ce 1 [0,-1,0,-28395745,-106772066975] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ce 2 [0,-1,0,-552683745,-4998483964575] 6 2 [] X8
+396480 ce 3 [0,-1,0,-652216545,-3073340453535] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ce 4 [0,-1,0,-8841758945,-320001577530015] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 cf 1 [0,-1,0,-257985,17827425] 24 8 [[5,5,0,1],[7,7,4,3],[5,0,0,3]] X33g
+396480 cf 2 [0,-1,0,-3331265,2339383137] 24 8 [[3,0,2,1],[1,0,2,5],[3,6,6,7]] X46d
+396480 cf 3 [0,-1,0,-53287745,149740973025] 24 8 [[1,1,0,3],[7,7,0,3],[7,7,4,3]] X33e
+396480 cf 4 [0,-1,0,-2547265,3468186337] 24 8 [[1,0,0,3],[3,3,0,7],[1,0,4,1]] X48d
+396480 cg 1 [0,-1,0,-9840,-372438] 3 2 [[1,1,0,1]] X6
+396480 cg 2 [0,-1,0,-9945,-363975] 3 2 [[1,1,0,1]] X6
+396480 ch 1 [0,-1,0,-75745,-7790975] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396480 ch 2 [0,-1,0,-179425,18274177] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 ch 3 [0,-1,0,-2558305,1575489025] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396480 ch 4 [0,-1,0,540575,127570177] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396480 ci 1 [0,-1,0,-960,-11118] 3 2 [[1,1,0,1]] X6
+396480 ci 2 [0,-1,0,-665,-18375] 3 2 [[1,1,0,1]] X6
+396480 cj 1 [0,-1,0,-198465,-42768063] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 cj 2 [0,-1,0,-3398465,-2410128063] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 cj 3 [0,-1,0,-3622465,-2074083263] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 cj 4 [0,-1,0,-54374465,-154308412863] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 ck 1 [0,-1,0,7405,969057] 1 1 [] X1
+396480 cl 1 [0,-1,0,-3365,-73923] 1 1 [] X1
+396480 cm 1 [0,-1,0,-4496065,-7332197663] 1 1 [] X1
+396480 cn 1 [0,-1,0,-211485,33121107] 1 1 [] X1
+396480 co 1 [0,-1,0,-155,-723] 1 1 [] X1
+396480 cp 1 [0,-1,0,-945,945] 3 2 [[1,1,0,1]] X6
+396480 cp 2 [0,-1,0,3775,3777] 3 2 [[1,1,0,1]] X6
+396480 cq 1 [0,-1,0,-7144240,7352293162] 3 2 [[1,1,0,1]] X6
+396480 cq 2 [0,-1,0,-7120345,7403892025] 3 2 [[1,1,0,1]] X6
+396480 cr 1 [0,-1,0,-3185,-65583] 3 2 [[1,1,0,1]] X6
+396480 cr 2 [0,-1,0,1535,-247775] 3 2 [[1,1,0,1]] X6
+396480 cs 1 [0,-1,0,-105,147] 1 1 [] X1
+396480 ct 1 [0,-1,0,-135105,19159137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ct 2 [0,-1,0,-137985,18302625] 6 2 [] X8
+396480 ct 3 [0,-1,0,145215,83495265] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ct 4 [0,-1,0,-467265,-101752863] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 cu 1 [0,-1,0,-2625,-50463] 3 2 [[1,1,0,1]] X6
+396480 cu 2 [0,-1,0,-705,-124575] 3 2 [[1,1,0,1]] X6
+396480 cv 1 [0,-1,0,-9665,-43935] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396480 cv 2 [0,-1,0,-113345,-14621343] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 cv 3 [0,-1,0,-73025,-25209375] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396480 cv 4 [0,-1,0,-1812545,-938646303] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396480 cw 1 [0,-1,0,-53025,4717377] 3 2 [[1,1,0,1]] X6
+396480 cw 2 [0,-1,0,-51905,4925025] 3 2 [[1,1,0,1]] X6
+396480 cx 1 [0,-1,0,-645,1125] 3 2 [[1,1,0,1]] X6
+396480 cx 2 [0,-1,0,-6545,-200655] 3 2 [[1,1,0,1]] X6
+396480 cy 1 [0,-1,0,-89991385,327939096217] 3 2 [[1,1,0,1]] X6
+396480 cy 2 [0,-1,0,-57049665,571095108225] 3 2 [[1,1,0,1]] X6
+396480 cz 1 [0,-1,0,-4705,-82175] 3 2 [[1,1,0,1]] X6
+396480 cz 2 [0,-1,0,13215,-573183] 3 2 [[1,1,0,1]] X6
+396480 da 1 [0,-1,0,475,-4923] 3 2 [[1,1,0,1]] X6
+396480 da 2 [0,-1,0,-3025,-46223] 3 2 [[1,1,0,1]] X6
+396480 db 1 [0,-1,0,-4282465,3412467937] 3 2 [[1,1,0,1]] X6
+396480 db 2 [0,-1,0,-4206945,3538541025] 3 2 [[1,1,0,1]] X6
+396480 dc 1 [0,-1,0,-1825,31777] 1 1 [] X1
+396480 dd 1 [0,-1,0,-155,-135] 1 1 [] X1
+396480 de 1 [0,-1,0,-46256645,-121068191715] 1 1 [] X1
+396480 df 1 [0,-1,0,-2533025,-169407423] 3 2 [[1,1,0,1]] X6
+396480 df 2 [0,-1,0,10064095,-1361094975] 3 2 [[1,1,0,1]] X6
+396480 dg 1 [0,-1,0,-164225,-24742623] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 dg 2 [0,-1,0,-415105,69237025] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 dg 3 [0,-1,0,-6015105,5679317025] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 dg 4 [0,-1,0,1170815,469840417] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 dh 1 [0,-1,0,-980145,-373693743] 1 1 [] X1
+396480 di 1 [0,-1,0,-207905,36680865] 1 1 [] X1
+396480 dj 1 [0,-1,0,-400,3190] 3 2 [[1,1,0,1]] X6
+396480 dj 2 [0,-1,0,-105,7497] 3 2 [[1,1,0,1]] X6
+396480 dk 1 [0,-1,0,-8186305,-9009592223] 3 2 [[1,1,0,1]] X6
+396480 dk 2 [0,-1,0,-6977985,-11762870175] 3 2 [[1,1,0,1]] X6
+396480 dl 1 [0,-1,0,-1045605,399494397] 1 1 [] X1
+396480 dm 1 [0,-1,0,-14085,-624483] 1 1 [] X1
+396480 dn 1 [0,-1,0,-7315,222337] 1 1 [] X1
+396480 do 1 [0,-1,0,-223025,40613937] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396480 do 2 [0,-1,0,-223105,40583425] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 do 3 [0,-1,0,-158305,64572385] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396480 do 4 [0,-1,0,-289185,14640417] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396480 dp 1 [0,-1,0,-104060,-12880350] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 dp 2 [0,-1,0,-121465,-8261063] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 dp 3 [0,-1,0,-930945,340301025] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 dp 4 [0,-1,0,409535,-61467263] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 dq 1 [0,-1,0,-18600,-1152990] 1 1 [] X1
+396480 dr 1 [0,-1,0,-10295,-398643] 1 1 [] X1
+396480 ds 1 [0,-1,0,-2541505,1560345025] 1 1 [] X1
+396480 ds 2 [0,-1,0,-2115265,2100179137] 1 1 [] X1
+396480 dt 1 [0,-1,0,-31605,-1330515] 1 1 [] X1
+396480 du 1 [0,-1,0,-18445,928525] 3 2 [[1,1,0,1]] X6
+396480 du 2 [0,-1,0,11055,3589425] 3 2 [[1,1,0,1]] X6
+396480 dv 1 [0,-1,0,-226840,-56317730] 3 2 [[1,1,0,1]] X6
+396480 dv 2 [0,-1,0,-3977545,-3051630743] 3 2 [[1,1,0,1]] X6
+396480 dw 1 [0,-1,0,-20560,1141582] 3 2 [[1,1,0,1]] X6
+396480 dw 2 [0,-1,0,-20265,1175625] 3 2 [[1,1,0,1]] X6
+396480 dx 1 [0,-1,0,-1120,-16790] 1 1 [] X1
+396480 dy 1 [0,-1,0,-645,-279243] 3 2 [[1,1,0,1]] X6
+396480 dy 2 [0,-1,0,-68145,-6745743] 3 2 [[1,1,0,1]] X6
+396480 dz 1 [0,-1,0,-2105,-14343] 3 2 [[1,1,0,1]] X6
+396480 dz 2 [0,-1,0,7615,-117375] 3 2 [[1,1,0,1]] X6
+396480 ea 1 [0,-1,0,-858740,-285135150] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396480 ea 2 [0,-1,0,-2811865,1480099225] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 ea 3 [0,-1,0,-42636865,107167684225] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396480 ea 4 [0,-1,0,5763135,8736264225] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396480 eb 1 [0,-1,0,-41300,-3216798] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396480 eb 2 [0,-1,0,-41305,-3215975] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 eb 3 [0,-1,0,-48385,-2030783] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396480 eb 4 [0,-1,0,-34305,-4348575] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396480 ec 1 [0,-1,0,-5019505,4329994705] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ec 2 [0,-1,0,-5297985,3822994017] 6 2 [] X8
+396480 ec 3 [0,-1,0,10891615,22599692097] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ec 4 [0,-1,0,-25943265,-47406203775] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 ed 1 [0,-1,0,5974555,8244543525] 3 2 [[1,1,0,1]] X6
+396480 ed 2 [0,-1,0,-43232945,86474627025] 3 2 [[1,1,0,1]] X6
+396480 ed 3 [0,-1,0,-56894405,-305956229403] 3 2 [[1,1,0,1]] X6
+396480 ed 4 [0,-1,0,-1111581905,-14257151541903] 3 2 [[1,1,0,1]] X6
+396480 ee 1 [0,-1,0,-7654480,-8148650978] 3 2 [[1,1,0,1]] X6
+396480 ee 2 [0,-1,0,-7654185,-8149310775] 3 2 [[1,1,0,1]] X6
+396480 ef 1 [0,-1,0,-404040,-86797638] 3 2 [[1,1,0,1]] X6
+396480 ef 2 [0,-1,0,622855,-457095975] 3 2 [[1,1,0,1]] X6
+396480 eg 1 [0,-1,0,-1245569185,51523682596417] 1 1 [] X1
+396480 eh 1 [0,-1,0,-4985,-114183] 3 2 [[1,1,0,1]] X6
+396480 eh 2 [0,-1,0,8735,-643775] 3 2 [[1,1,0,1]] X6
+396480 ei 1 [0,-1,0,-5,-483] 1 1 [] X1
+396480 ej 1 [0,-1,0,-8085,574605] 1 1 [] X1
+396480 ek 1 [0,-1,0,3551795,-8226233603] 3 2 [[1,1,0,1]] X6
+396480 ek 2 [0,-1,0,-45860785,-108701773775] 3 2 [[1,1,0,1]] X6
+396480 el 1 [0,1,0,-51593981,105322030275] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+396480 el 2 [0,1,0,-293941201,-1854249121201] 24 8 [[1,2,0,1],[7,0,0,1],[5,0,0,5],[1,0,0,3],[1,0,4,1]] X25e
+396480 el 3 [0,1,0,179753279,-7258061010145] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+396480 el 4 [0,1,0,-4645191201,-121859113371201] 24 8 [[1,2,0,1],[5,0,0,5],[3,0,0,1],[5,0,0,3],[1,0,4,1]] X25g
+396480 el 5 [0,1,0,-4587371201,-125040404463201] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+396480 el 6 [0,1,0,-74323011201,-7798919514279201] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+396480 em 1 [0,1,0,1119,16575] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 em 2 [0,1,0,-6881,155775] 6 2 [] X8
+396480 em 3 [0,1,0,-101281,12371135] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 em 4 [0,1,0,-40481,-3022785] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 en 1 [0,1,0,3199,44895] 1 1 [] X1
+396480 eo 1 [0,1,0,-2021,38955] 3 2 [[1,1,0,1]] X6
+396480 eo 2 [0,1,0,-33521,2351055] 3 2 [[1,1,0,1]] X6
+396480 ep 1 [0,1,0,-238841,-45006711] 1 1 [] X1
+396480 eq 1 [0,1,0,-456,-3690] 3 2 [[1,1,0,1]] X6
+396480 eq 2 [0,1,0,-1401,15399] 3 2 [[1,1,0,1]] X6
+396480 er 1 [0,1,0,-193541,-32564805] 3 2 [[1,1,0,1]] X6
+396480 er 2 [0,1,0,-341041,23691695] 3 2 [[1,1,0,1]] X6
+396480 er 3 [0,1,0,-1381541,605758395] 3 2 [[1,1,0,1]] X6
+396480 er 4 [0,1,0,-21919441,39492218255] 3 2 [[1,1,0,1]] X6
+396480 es 1 [0,1,0,-3536,-49890] 3 2 [[1,1,0,1]] X6
+396480 es 2 [0,1,0,10919,-341881] 3 2 [[1,1,0,1]] X6
+396480 et 1 [0,1,0,-75521,-7565985] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 et 2 [0,1,0,-1189441,-499695841] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 et 3 [0,1,0,-1170561,-516306465] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 et 4 [0,1,0,-19031041,-31961573281] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 eu 1 [0,1,0,-30241,-1842625] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 eu 2 [0,1,0,-112161,12427839] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 eu 3 [0,1,0,-1724961,871405119] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 eu 4 [0,1,0,189919,68070975] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 ev 1 [0,1,0,-4821,134379] 3 2 [[1,1,0,1]] X6
+396480 ev 2 [0,1,0,-78321,8410479] 3 2 [[1,1,0,1]] X6
+396480 ew 1 [0,1,0,-3354401,-2365546401] 3 2 [[1,1,0,1]] X6
+396480 ew 2 [0,1,0,-3077921,-2771363745] 3 2 [[1,1,0,1]] X6
+396480 ew 3 [0,1,0,-7487201,4472786079] 3 2 [[1,1,0,1]] X6
+396480 ew 4 [0,1,0,23970079,32287313055] 3 2 [[1,1,0,1]] X6
+396480 ex 1 [0,1,0,1379,-16621] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 ex 2 [0,1,0,-7441,-159505] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 ex 3 [0,1,0,-49441,4099295] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 ex 4 [0,1,0,-106561,-13421761] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 ey 1 [0,1,0,-68741,-6931191] 1 1 [] X1
+396480 ez 1 [0,1,0,-5601,-19587681] 1 1 [] X1
+396480 fa 1 [0,1,0,-61,-511] 1 1 [] X1
+396480 fa 2 [0,1,0,539,11729] 1 1 [] X1
+396480 fb 1 [0,1,0,-169391,-26888841] 1 1 [] X1
+396480 fc 1 [0,1,0,-3687481,-2726708281] 3 2 [[1,1,0,1]] X6
+396480 fc 2 [0,1,0,-3687201,-2727142785] 3 2 [[1,1,0,1]] X6
+396480 fd 1 [0,1,0,-2241,30015] 3 2 [[1,1,0,1]] X6
+396480 fd 2 [0,1,0,5439,197439] 3 2 [[1,1,0,1]] X6
+396480 fe 1 [0,1,0,-7596,208494] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 fe 2 [0,1,0,-115641,15097095] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 fe 3 [0,1,0,-1850241,968086335] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 fe 4 [0,1,0,-109761,16707039] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 ff 1 [0,1,0,13859,-3824605] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 ff 2 [0,1,0,-298641,-59637105] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 ff 3 [0,1,0,-888641,247988895] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 ff 4 [0,1,0,-4708641,-3934263105] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 fg 1 [0,1,0,-3431,72519] 1 1 [] X1
+396480 fh 1 [0,1,0,-5656,161294] 3 2 [[1,1,0,1]] X6
+396480 fh 2 [0,1,0,-3001,315815] 3 2 [[1,1,0,1]] X6
+396480 fi 1 [0,1,0,-5601,-125025] 3 2 [[1,1,0,1]] X6
+396480 fi 2 [0,1,0,13279,-770721] 3 2 [[1,1,0,1]] X6
+396480 fj 1 [0,1,0,-6221,-190845] 3 2 [[1,1,0,1]] X6
+396480 fj 2 [0,1,0,-5041,-264241] 3 2 [[1,1,0,1]] X6
+396480 fk 1 [0,1,0,-12551,-759801] 1 1 [] X1
+396480 fl 1 [0,1,0,-65381,-5909181] 1 1 [] X1
+396480 fm 1 [0,1,0,194459,25286459] 3 2 [[1,1,0,1]] X6
+396480 fm 2 [0,1,0,-996241,226038479] 3 2 [[1,1,0,1]] X6
+396480 fn 1 [0,1,0,-7581,-37485] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 fn 2 [0,1,0,-77201,8191599] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 fn 3 [0,1,0,-1233601,526952639] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 fn 4 [0,1,0,-34721,17205855] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 fo 1 [0,1,0,-3556,-82810] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 fo 2 [0,1,0,-3801,-71001] 6 2 [] X8
+396480 fo 3 [0,1,0,-20321,1049055] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 fo 4 [0,1,0,8799,-431361] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 fp 1 [0,1,0,-61,1235] 3 2 [[1,1,0,1]] X6
+396480 fp 2 [0,1,0,-2161,37775] 3 2 [[1,1,0,1]] X6
+396480 fq 1 [0,1,0,36819,332019] 3 2 [[1,1,0,1]] X6
+396480 fq 2 [0,1,0,-148401,2517615] 3 2 [[1,1,0,1]] X6
+396480 fr 1 [0,1,0,-65261,-6418461] 3 2 [[1,1,0,1]] X6
+396480 fr 2 [0,1,0,-35761,-12218161] 3 2 [[1,1,0,1]] X6
+396480 fs 1 [0,1,0,-301,100499] 3 2 [[1,1,0,1]] X6
+396480 fs 2 [0,1,0,-34321,2407055] 3 2 [[1,1,0,1]] X6
+396480 ft 1 [0,1,0,-282241,-57803905] 3 2 [[1,1,0,1]] X6
+396480 ft 2 [0,1,0,-263361,-65850561] 3 2 [[1,1,0,1]] X6
+396480 fu 1 [0,1,0,17759,-1199905] 1 1 [] X1
+396480 fv 1 [0,1,0,4739,-33565] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 fv 2 [0,1,0,-19761,-293265] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 fv 3 [0,1,0,-184961,30334815] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 fv 4 [0,1,0,-246561,-47150145] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 fw 1 [0,1,0,-2801,56079] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 fw 2 [0,1,0,-3521,24255] 6 2 [] X8
+396480 fw 3 [0,1,0,13279,202335] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 fw 4 [0,1,0,-31841,-2179041] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 fx 1 [0,1,0,-4297441,3427524095] 3 2 [[1,1,0,1]] X6
+396480 fx 2 [0,1,0,-4242561,3519382239] 3 2 [[1,1,0,1]] X6
+396480 fy 1 [0,1,0,-68801,6923199] 3 2 [[1,1,0,1]] X6
+396480 fy 2 [0,1,0,-68321,7025055] 3 2 [[1,1,0,1]] X6
+396480 fz 1 [0,1,0,-17421,892755] 3 2 [[1,1,0,1]] X6
+396480 fz 2 [0,1,0,-279921,56910255] 3 2 [[1,1,0,1]] X6
+396480 ga 1 [0,1,0,-1221281,330665919] 3 2 [[1,1,0,1]] X6
+396480 ga 2 [0,1,0,3611999,2303610815] 3 2 [[1,1,0,1]] X6
+396480 gb 1 [0,1,0,186339,-33672861] 3 2 [[1,1,0,1]] X6
+396480 gb 2 [0,1,0,-1126161,-326885361] 3 2 [[1,1,0,1]] X6
+396480 gc 1 [0,1,0,-621,5379] 3 2 [[1,1,0,1]] X6
+396480 gc 2 [0,1,0,559,24495] 3 2 [[1,1,0,1]] X6
+396480 gd 1 [0,1,0,-49339141,604223256395] 3 2 [[1,1,0,1]] X6
+396480 gd 2 [0,1,0,-1416526641,20457699818895] 3 2 [[1,1,0,1]] X6
+396480 ge 1 [0,1,0,-2681,-54201] 3 2 [[1,1,0,1]] X6
+396480 ge 2 [0,1,0,-1601,-97185] 3 2 [[1,1,0,1]] X6
+396480 gf 1 [0,1,0,-612221,-287224845] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+396480 gf 2 [0,1,0,-11241041,-14506460241] 24 8 [[1,2,0,1],[5,0,0,5],[3,0,0,1],[5,0,0,3],[1,0,4,1]] X25g
+396480 gf 3 [0,1,0,-12699041,-10504833441] 24 8 [[1,2,0,1],[7,0,0,1],[5,0,0,5],[1,0,0,3],[1,0,4,1]] X25e
+396480 gf 4 [0,1,0,-179844161,-928369091265] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36i
+396480 gf 5 [0,1,0,-87888641,309547217919] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+396480 gf 6 [0,1,0,39162559,-74429441601] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36k
+396480 gg 1 [0,1,0,-24421,1476779] 3 2 [[1,1,0,1]] X6
+396480 gg 2 [0,1,0,-391921,94307279] 3 2 [[1,1,0,1]] X6
+396480 gh 1 [0,1,0,-351,-3645] 1 1 [] X1
+396480 gi 1 [0,1,0,-86581,9753299] 1 1 [] X1
+396480 gj 1 [0,1,0,-81921,-6356385] 3 2 [[1,1,0,1]] X6
+396480 gj 2 [0,1,0,220159,-42062241] 3 2 [[1,1,0,1]] X6
+396480 gk 1 [0,1,0,-8403421,-9379415245] 3 2 [[1,1,0,1]] X6
+396480 gk 2 [0,1,0,-134455921,-600137061745] 3 2 [[1,1,0,1]] X6
+396480 gl 1 [0,1,0,-1181,18819] 3 2 [[1,1,0,1]] X6
+396480 gl 2 [0,1,0,-20081,1088559] 3 2 [[1,1,0,1]] X6
+396480 gm 1 [0,1,0,3551795,8226233603] 3 2 [[1,1,0,1]] X6
+396480 gm 2 [0,1,0,-45860785,108701773775] 3 2 [[1,1,0,1]] X6
+396480 gn 1 [0,1,0,-5,483] 1 1 [] X1
+396480 go 1 [0,1,0,-8085,-574605] 1 1 [] X1
+396480 gp 1 [0,1,0,-4985,114183] 3 2 [[1,1,0,1]] X6
+396480 gp 2 [0,1,0,8735,643775] 3 2 [[1,1,0,1]] X6
+396480 gq 1 [0,1,0,-1245569185,-51523682596417] 1 1 [] X1
+396480 gr 1 [0,1,0,-7654480,8148650978] 3 2 [[1,1,0,1]] X6
+396480 gr 2 [0,1,0,-7654185,8149310775] 3 2 [[1,1,0,1]] X6
+396480 gs 1 [0,1,0,-404040,86797638] 3 2 [[1,1,0,1]] X6
+396480 gs 2 [0,1,0,622855,457095975] 3 2 [[1,1,0,1]] X6
+396480 gt 1 [0,1,0,-2105,14343] 3 2 [[1,1,0,1]] X6
+396480 gt 2 [0,1,0,7615,117375] 3 2 [[1,1,0,1]] X6
+396480 gu 1 [0,1,0,-645,279243] 3 2 [[1,1,0,1]] X6
+396480 gu 2 [0,1,0,-68145,6745743] 3 2 [[1,1,0,1]] X6
+396480 gv 1 [0,1,0,-858740,285135150] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396480 gv 2 [0,1,0,-2811865,-1480099225] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 gv 3 [0,1,0,5763135,-8736264225] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396480 gv 4 [0,1,0,-42636865,-107167684225] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396480 gw 1 [0,1,0,-41300,3216798] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396480 gw 2 [0,1,0,-41305,3215975] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 gw 3 [0,1,0,-34305,4348575] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396480 gw 4 [0,1,0,-48385,2030783] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396480 gx 1 [0,1,0,-5019505,-4329994705] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 gx 2 [0,1,0,-5297985,-3822994017] 6 2 [] X8
+396480 gx 3 [0,1,0,-25943265,47406203775] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 gx 4 [0,1,0,10891615,-22599692097] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 gy 1 [0,1,0,5974555,-8244543525] 3 2 [[1,1,0,1]] X6
+396480 gy 2 [0,1,0,-43232945,-86474627025] 3 2 [[1,1,0,1]] X6
+396480 gy 3 [0,1,0,-56894405,305956229403] 3 2 [[1,1,0,1]] X6
+396480 gy 4 [0,1,0,-1111581905,14257151541903] 3 2 [[1,1,0,1]] X6
+396480 gz 1 [0,1,0,-1120,16790] 1 1 [] X1
+396480 ha 1 [0,1,0,-18445,-928525] 3 2 [[1,1,0,1]] X6
+396480 ha 2 [0,1,0,11055,-3589425] 3 2 [[1,1,0,1]] X6
+396480 hb 1 [0,1,0,-226840,56317730] 3 2 [[1,1,0,1]] X6
+396480 hb 2 [0,1,0,-3977545,3051630743] 3 2 [[1,1,0,1]] X6
+396480 hc 1 [0,1,0,-20560,-1141582] 3 2 [[1,1,0,1]] X6
+396480 hc 2 [0,1,0,-20265,-1175625] 3 2 [[1,1,0,1]] X6
+396480 hd 1 [0,1,0,-18600,1152990] 1 1 [] X1
+396480 he 1 [0,1,0,-10295,398643] 1 1 [] X1
+396480 hf 1 [0,1,0,-2541505,-1560345025] 1 1 [] X1
+396480 hf 2 [0,1,0,-2115265,-2100179137] 1 1 [] X1
+396480 hg 1 [0,1,0,-31605,1330515] 1 1 [] X1
+396480 hh 1 [0,1,0,-223025,-40613937] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396480 hh 2 [0,1,0,-223105,-40583425] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 hh 3 [0,1,0,-289185,-14640417] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396480 hh 4 [0,1,0,-158305,-64572385] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396480 hi 1 [0,1,0,-104060,12880350] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 hi 2 [0,1,0,-121465,8261063] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 hi 3 [0,1,0,409535,61467263] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 hi 4 [0,1,0,-930945,-340301025] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 hj 1 [0,1,0,-1045605,-399494397] 1 1 [] X1
+396480 hk 1 [0,1,0,-14085,624483] 1 1 [] X1
+396480 hl 1 [0,1,0,-7315,-222337] 1 1 [] X1
+396480 hm 1 [0,1,0,-400,-3190] 3 2 [[1,1,0,1]] X6
+396480 hm 2 [0,1,0,-105,-7497] 3 2 [[1,1,0,1]] X6
+396480 hn 1 [0,1,0,-8186305,9009592223] 3 2 [[1,1,0,1]] X6
+396480 hn 2 [0,1,0,-6977985,11762870175] 3 2 [[1,1,0,1]] X6
+396480 ho 1 [0,1,0,-207905,-36680865] 1 1 [] X1
+396480 hp 1 [0,1,0,-980145,373693743] 1 1 [] X1
+396480 hq 1 [0,1,0,-2533025,169407423] 3 2 [[1,1,0,1]] X6
+396480 hq 2 [0,1,0,10064095,1361094975] 3 2 [[1,1,0,1]] X6
+396480 hr 1 [0,1,0,-164225,24742623] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396480 hr 2 [0,1,0,-415105,-69237025] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396480 hr 3 [0,1,0,1170815,-469840417] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396480 hr 4 [0,1,0,-6015105,-5679317025] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396480 hs 1 [0,1,0,-1825,-31777] 1 1 [] X1
+396480 ht 1 [0,1,0,-155,135] 1 1 [] X1
+396480 hu 1 [0,1,0,-46256645,121068191715] 1 1 [] X1
+396480 hv 1 [0,1,0,475,4923] 3 2 [[1,1,0,1]] X6
+396480 hv 2 [0,1,0,-3025,46223] 3 2 [[1,1,0,1]] X6
+396480 hw 1 [0,1,0,-4282465,-3412467937] 3 2 [[1,1,0,1]] X6
+396480 hw 2 [0,1,0,-4206945,-3538541025] 3 2 [[1,1,0,1]] X6
+396480 hx 1 [0,1,0,-135105,-19159137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 hx 2 [0,1,0,-137985,-18302625] 6 2 [] X8
+396480 hx 3 [0,1,0,-467265,101752863] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396480 hx 4 [0,1,0,145215,-83495265] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+396480 hz 2 [0,1,0,-113345,14621343] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396480 hz 3 [0,1,0,-1812545,938646303] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
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+396480 ip 3 [0,1,0,-2547265,-3468186337] 24 8 [[7,7,0,3],[5,5,0,3],[1,0,4,1]] X48c
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+396480 iu 1 [0,1,0,-13035,-643725] 1 1 [] X1
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+396606 bq 2 [1,0,0,-19209,1018989] 3 2 [[1,1,0,1]] X6
+396606 br 1 [1,0,0,-7592159,-2341388967] 3 2 [[1,1,0,1]] X6
+396606 br 2 [1,0,0,-69935839,223355201369] 3 2 [[1,1,0,1]] X6
+396606 bs 1 [1,0,0,3086,-12412] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396606 bs 2 [1,0,0,-12594,-103356] 6 2 [] X8
+396606 bs 3 [1,0,0,-124314,16766364] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396606 bs 4 [1,0,0,-151754,-22730772] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396606 bt 1 [1,0,0,349,-1023] 1 1 [] X1
+396606 bu 1 [1,0,0,-3151,58169] 1 1 [] X1
+396606 bv 1 [1,0,0,-28421,5988177] 1 1 [] X1
+396606 bw 1 [1,0,0,-367403,85622193] 1 1 [] X1
+396606 bx 1 [1,0,0,726130,66046644] 1 1 [] X1
+396606 by 1 [1,0,0,-71512757,-178257306207] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396606 by 2 [1,0,0,-387684277,2788253597345] 6 2 [] X8
+396606 by 3 [1,0,0,-6114674917,184037198770193] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396606 by 4 [1,0,0,280562043,11397270937905] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396606 bz 1 [1,0,0,-867987,-573509343] 24 16 [[1,1,0,1],[7,0,8,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36m
+396606 bz 2 [1,0,0,-16924307,-26787057375] 24 8 [[1,0,0,5],[1,2,0,1],[1,0,0,3],[3,0,4,1],[5,0,0,1]] X25l
+396606 bz 3 [1,0,0,-19997587,-16384004575] 24 4 [[1,0,0,3],[3,2,0,1]] X25i
+396606 bz 4 [1,0,0,-270752147,-1714792958943] 24 16 [[1,1,0,1],[7,0,8,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36m
+396606 bz 5 [1,0,0,-158322627,755497383633] 24 8 [[7,7,0,7],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X36h
+396606 bz 6 [1,0,0,69154973,-122457720463] 24 8 [[7,7,0,7],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36f
+396606 ca 1 [1,0,0,-1324,-19468] 1 1 [] X1
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+396669 d 2 [1,1,0,-44074,-3579785] 6 2 [] X8
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+396669 d 4 [1,1,0,-705189,-228226662] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+396670 c 1 [1,0,0,9,-6775] 1 1 [] X1
+396671 a 1 [1,0,1,-19,3] 1 1 [] X1
+396672 a 1 [0,-1,0,-9294,348318] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396672 a 2 [0,-1,0,-148749,22131189] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396672 b 1 [0,-1,0,2026,14574] 3 2 [[1,1,0,1]] X6
+396672 b 2 [0,-1,0,-8909,130485] 3 2 [[1,1,0,1]] X6
+396672 c 1 [0,-1,0,-263,1863] 1 1 [] X1
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+396672 e 1 [0,-1,0,-2227,-15197] 3 2 [[1,1,0,1]] X6
+396672 e 2 [0,-1,0,8103,-124695] 3 2 [[1,1,0,1]] X6
+396672 f 1 [0,-1,0,-37187,-2747805] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396672 f 2 [0,-1,0,-37177,-2749367] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396672 g 1 [0,1,0,-9294,-348318] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396672 g 2 [0,1,0,-148749,-22131189] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396672 h 1 [0,1,0,2026,-14574] 3 2 [[1,1,0,1]] X6
+396672 h 2 [0,1,0,-8909,-130485] 3 2 [[1,1,0,1]] X6
+396672 i 1 [0,1,0,-1053,13851] 1 1 [] X1
+396672 j 1 [0,1,0,-263,-1863] 1 1 [] X1
+396672 k 1 [0,1,0,-2227,15197] 3 2 [[1,1,0,1]] X6
+396672 k 2 [0,1,0,8103,124695] 3 2 [[1,1,0,1]] X6
+396672 l 1 [0,1,0,-37187,2747805] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396672 l 2 [0,1,0,-37177,2749367] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396674 a 1 [1,0,1,14,84] 1 1 [] X1
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+396675 b 1 [0,0,1,-688125,-1286039844] 1 1 [] X1
+396675 c 1 [0,0,1,27825,41380906] 1 1 [] X1
+396675 d 1 [0,0,1,-2325,-853344] 1 1 [] X1
+396675 e 1 [0,0,1,-10425,-511844] 1 1 [] X1
+396675 f 1 [0,0,1,-22875,-1332344] 1 1 [] X1
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+396675 i 1 [1,-1,1,-1007105,-388642728] 3 2 [[1,1,0,1]] X6
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+396675 k 1 [1,-1,1,-278780,-22634778] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396675 k 2 [1,-1,1,-2358905,1379369472] 6 2 [] X8
+396675 k 3 [1,-1,1,-37624280,88837499472] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396675 k 4 [1,-1,1,-375530,3624549972] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396675 l 1 [1,-1,1,-16565,-823188] 3 2 [[1,1,0,1]] X6
+396675 l 2 [1,-1,1,-265640,-52630788] 3 2 [[1,1,0,1]] X6
+396675 m 1 [1,-1,1,30895,-4474978] 1 1 [] X1
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+396675 q 1 [0,0,1,-1100375850,14882734841031] 1 1 [] X1
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+396675 s 1 [0,0,1,-111450,-14361044] 1 1 [] X1
+396675 t 1 [0,0,1,600,19656] 1 1 [] X1
+396675 u 1 [0,0,1,150,6781] 1 1 [] X1
+396675 v 1 [0,0,1,-2786250,-1795130469] 1 1 [] X1
+396675 w 1 [0,0,1,46050,3199531] 1 1 [] X1
+396675 x 1 [1,-1,0,-19545192,36917468091] 3 2 [[1,1,0,1]] X6
+396675 x 2 [1,-1,0,-322171317,2225812230216] 3 2 [[1,1,0,1]] X6
+396675 y 1 [1,-1,0,-567,8716] 1 1 [] X1
+396675 z 1 [1,-1,0,-242442,3391591] 3 2 [[1,1,0,1]] X6
+396675 z 2 [1,-1,0,966933,26369716] 3 2 [[1,1,0,1]] X6
+396675 ba 1 [1,-1,0,-26667,1656616] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396675 ba 2 [1,-1,0,-54792,-2421509] 6 2 [] X8
+396675 ba 3 [1,-1,0,187083,-18143384] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396675 ba 4 [1,-1,0,-746667,-248037134] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396675 bb 1 [1,-1,0,-414117,-103312584] 3 2 [[1,1,0,1]] X6
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+396675 bc 1 [1,-1,0,278058,120546341] 1 1 [] X1
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+396675 be 1 [0,0,1,655575,510325281] 1 1 [] X1
+396675 bf 1 [0,0,1,375,-6219] 1 1 [] X1
+396675 bg 1 [0,0,1,-915,-10659] 1 1 [] X1
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+396675 bi 1 [0,0,1,-21225,-1190219] 1 1 [] X1
+396675 bj 1 [0,0,1,-205875,35973281] 1 1 [] X1
+396675 bk 1 [0,0,1,-27525,-10288319] 1 1 [] X1
+396676 a 1 [0,1,0,-180,1876] 1 1 [] X1
+396676 b 1 [0,1,0,-654764,-204146012] 1 1 [] X1
+396677 a 1 [0,1,1,-19,-19] 1 1 [] X1
+396678 a 1 [1,1,0,-322033,-70482731] 1 1 [] X1
+396678 b 1 [1,1,1,-18430975,30696502373] 1 1 [] X1
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+396678 d 1 [1,0,0,144,-5148] 1 1 [] X1
+396678 e 1 [1,0,0,-5112,-77760] 3 2 [[1,1,0,1]] X6
+396678 e 2 [1,0,0,16648,-560832] 3 2 [[1,1,0,1]] X6
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+396680 a 1 [0,0,0,593,1906] 1 1 [] X1
+396680 b 1 [0,1,0,-3611,-84626] 3 2 [[1,1,0,1]] X6
+396680 b 2 [0,1,0,-2556,-134000] 3 2 [[1,1,0,1]] X6
+396680 c 1 [0,1,0,-105,-197] 1 1 [] X1
+396680 d 1 [0,1,0,4304,35680] 1 1 [] X1
+396680 e 1 [0,1,0,-1406416,641506384] 1 1 [] X1
+396681 a 1 [0,1,1,-2034010,1115871148] 1 1 [] X1
+396681 b 1 [0,-1,1,-207,1190] 1 1 [] X1
+396681 c 1 [0,1,1,-62489,-6020071] 1 1 [] X1
+396681 d 1 [0,-1,1,-1850,-29935] 1 1 [] X1
+396682 a 1 [1,0,1,-3341,449562] 1 1 [] X1
+396682 a 2 [1,0,1,29934,-11851540] 1 1 [] X1
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+396682 b 1 [1,1,0,118,-37340] 1 1 [] X1
+396682 c 1 [1,-1,0,-263,-2211] 1 1 [] X1
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+396688 a 1 [0,0,0,-51955,2236338] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+396690 a 1 [1,1,0,-62853,-457443] 1 1 [] X1
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+396690 r 1 [1,0,0,-362395191,8739230039721] 24 8 [[3,0,4,5],[3,3,4,7],[3,0,0,1]] X34f
+396690 r 2 [1,0,0,-8962029111,325929847471785] 24 8 [[3,0,2,5],[3,0,0,1],[3,6,6,7]] X38d
+396690 r 3 [1,0,0,-143316171831,20882892937659561] 24 8 [[3,0,4,5],[3,3,4,7],[1,0,0,3]] X34g
+396690 r 4 [1,0,0,-12202029111,69200671471785] 24 8 [[1,0,0,7],[3,3,0,7],[1,0,4,1]] X44d
+396690 s 1 [1,0,0,-2496,109440] 1 1 [] X1
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+396704 bh 3 [0,0,0,-2891,-657874] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+396704 bi 1 [0,0,0,-202321,30046800] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+396704 bi 2 [0,0,0,-3107531,2108434034] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+396704 bi 3 [0,0,0,349909,165343150] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+396704 bi 4 [0,0,0,-884156,-290688384] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+396704 bj 1 [0,0,0,-581,5684] 3 2 [[1,1,0,1]] X6
+396704 bj 2 [0,0,0,-9436,352800] 3 2 [[1,1,0,1]] X6
+396704 bk 1 [0,0,0,-8281,288120] 6 2 [] X8
+396704 bk 2 [0,0,0,-132251,18511710] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396704 bk 3 [0,0,0,-2891,657874] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396704 bk 4 [0,0,0,-13916,-153664] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396704 bl 1 [0,0,0,-202321,-30046800] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+396704 bl 2 [0,0,0,-884156,290688384] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+396704 bl 3 [0,0,0,349909,-165343150] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+396704 bl 4 [0,0,0,-3107531,-2108434034] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+396704 bm 1 [0,0,0,-28763,-1125726] 1 1 [] X1
+396704 bn 1 [0,0,0,-28763,1125726] 1 1 [] X1
+396704 bo 1 [0,0,0,8575,537824] 3 2 [[1,1,0,1]] X6
+396704 bo 2 [0,0,0,-70315,5949678] 3 2 [[1,1,0,1]] X6
+396704 bp 1 [0,0,0,175,-1568] 3 2 [[1,1,0,1]] X6
+396704 bp 2 [0,0,0,-1435,-17346] 3 2 [[1,1,0,1]] X6
+396704 bq 1 [0,0,0,-9549365,-85117835908] 3 2 [[1,1,0,1]] X6
+396704 bq 2 [0,0,0,-354557875,-2556689799846] 3 2 [[1,1,0,1]] X6
+396704 br 1 [0,0,0,8575,-537824] 3 2 [[1,1,0,1]] X6
+396704 br 2 [0,0,0,-70315,-5949678] 3 2 [[1,1,0,1]] X6
+396704 bs 1 [0,0,0,175,1568] 3 2 [[1,1,0,1]] X6
+396704 bs 2 [0,0,0,-1435,17346] 3 2 [[1,1,0,1]] X6
+396704 bt 1 [0,0,0,-9549365,85117835908] 3 2 [[1,1,0,1]] X6
+396704 bt 2 [0,0,0,-354557875,2556689799846] 3 2 [[1,1,0,1]] X6
+396704 bu 1 [0,0,0,-28469,1949612] 3 2 [[1,1,0,1]] X6
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+396704 bv 1 [0,0,0,-28469,-1949612] 3 2 [[1,1,0,1]] X6
+396704 bv 2 [0,0,0,-462364,-121010400] 3 2 [[1,1,0,1]] X6
+396704 bw 1 [0,0,0,-28616,1926288] 1 1 [] X1
+396704 bx 1 [0,0,0,-28616,-1926288] 1 1 [] X1
+396704 by 1 [0,1,0,-18125,-826981] 1 1 [] X1
+396704 bz 1 [0,1,0,-177,-1] 1 1 [] X1
+396704 ca 1 [0,1,0,-1176315184,15528256695160] 1 1 [] X1
+396704 cb 1 [0,1,0,139536,-31907800] 1 1 [] X1
+396704 cc 1 [0,1,0,-11041,-324017] 1 1 [] X1
+396704 cd 1 [0,1,0,-4573,-20021] 1 1 [] X1
+396704 ce 1 [0,1,0,-408,15896] 1 1 [] X1
+396704 cf 1 [0,1,0,-93,-85] 1 1 [] X1
+396704 cg 1 [0,1,0,-215665,38100607] 1 1 [] X1
+396704 ch 1 [0,1,0,-24006432,45265026428] 1 1 [] X1
+396704 ci 1 [0,1,0,-5430392,4871129612] 1 1 [] X1
+396704 cj 1 [0,1,0,-8689,17023] 1 1 [] X1
+396704 ck 1 [0,1,0,-126103329,-545093772721] 1 1 [] X1
+396704 cl 1 [0,1,0,-888141,-281878213] 1 1 [] X1
+396704 cm 1 [0,-1,0,-72634,16123920] 3 2 [[1,1,0,1]] X6
+396704 cm 2 [0,-1,0,-1498289,705855809] 3 2 [[1,1,0,1]] X6
+396704 cn 1 [0,-1,0,-18406376,-20965594348] 1 1 [] X1
+396704 co 1 [0,-1,0,-57738,-5356504] 3 2 [[1,1,0,1]] X6
+396704 co 2 [0,-1,0,-925528,-342406140] 3 2 [[1,1,0,1]] X6
+396704 cp 1 [0,-1,0,-1178,-15280] 3 2 [[1,1,0,1]] X6
+396704 cp 2 [0,-1,0,-18888,-992872] 3 2 [[1,1,0,1]] X6
+396704 cq 1 [0,-1,0,-800,6644] 1 1 [] X1
+396704 cr 1 [0,-1,0,-2662,-619968] 3 2 [[1,1,0,1]] X6
+396704 cr 2 [0,-1,0,-126632,-17182360] 3 2 [[1,1,0,1]] X6
+396704 cs 1 [0,-1,0,-5477726,-5000955112] 3 2 [[1,1,0,1]] X6
+396704 cs 2 [0,-1,0,-87979761,-317601165727] 3 2 [[1,1,0,1]] X6
+396704 ct 1 [0,-1,0,-5406,152468] 3 2 [[1,1,0,1]] X6
+396704 ct 2 [0,-1,0,-11041,-213807] 3 2 [[1,1,0,1]] X6
+396704 cu 1 [0,-1,0,-12079006,16162298748] 3 2 [[1,1,0,1]] X6
+396704 cu 2 [0,-1,0,-12084641,16146470033] 3 2 [[1,1,0,1]] X6
+396704 cv 1 [0,0,0,-10444,410816] 1 1 [] X1
+396704 cw 1 [0,0,0,-35308,-2543296] 1 1 [] X1
+396704 cx 1 [0,0,0,-2903068,1903823264] 1 1 [] X1
+396704 cy 1 [0,0,0,-1435,19922] 1 1 [] X1
+396704 cz 1 [0,0,0,-70315,6833246] 1 1 [] X1
+396704 da 1 [0,0,0,-142250332,653011379552] 1 1 [] X1
+396704 db 1 [0,0,0,-1730092,-872350528] 1 1 [] X1
+396704 dc 1 [0,0,0,-511756,140909888] 1 1 [] X1
+396704 dd 1 [0,0,0,-405916,86018912] 1 1 [] X1
+396705 a 1 [1,1,1,-1125,-14988] 1 1 [] X1
+396705 b 1 [1,0,0,-461535,-125769528] 3 2 [[1,1,0,1]] X6
+396705 b 2 [1,0,0,-7469990,-7858898775] 3 2 [[1,1,0,1]] X6
+396705 c 1 [1,0,1,-10518,-853367] 1 1 [] X1
+396706 a 1 [1,-1,0,-23,9] 1 1 [] X1
+396706 b 1 [1,0,0,-1132,8448] 1 1 [] X1
+396707 a 1 [0,0,1,71,-911] 1 1 [] X1
+396708 a 1 [0,1,0,23,104] 1 1 [] X1
+396708 b 1 [0,1,0,-484,5012] 1 1 [] X1
+396708 c 1 [0,1,0,-1461,-22032] 1 1 [] X1
+396708 d 1 [0,1,0,1330883,-419963320] 3 2 [[1,1,0,1]] X6
+396708 d 2 [0,1,0,-6640732,-3729777868] 3 2 [[1,1,0,1]] X6
+396710 a 1 [1,0,0,-245,-863] 1 1 [] X1
+396711 a 1 [1,-1,1,-326,-3050] 1 1 [] X1
+396711 b 1 [1,-1,1,10,-82] 1 1 [] X1
+396711 c 1 [1,-1,1,-29027,1911088] 1 1 [] X1
+396711 d 1 [1,-1,0,-3225,-69706] 1 1 [] X1
+396711 e 1 [1,-1,0,93,2114] 1 1 [] X1
+396711 f 1 [1,-1,0,-36,125] 1 1 [] X1
+396712 a 1 [0,1,0,-2691,-17638] 1 1 [] X1
+396714 a 1 [1,1,1,-332314,-73873033] 1 1 [] X1
+396714 b 1 [1,0,0,-87,165] 3 2 [[1,1,0,1]] X6
+396714 b 2 [1,0,0,283,1275] 3 2 [[1,1,0,1]] X6
+396715 a 1 [1,0,0,-875,-5318] 1 1 [] X1
+396715 b 1 [0,1,1,-1,-334] 1 1 [] X1
+396716 a 1 [0,-1,0,-15689,768466] 1 1 [] X1
+396716 a 2 [0,-1,0,51551,3962366] 1 1 [] X1
+396716 b 1 [0,1,0,-2241,109016] 1 1 [] X1
+396716 c 1 [0,-1,0,17931,2434337] 1 1 [] X1
+396717 a 1 [0,1,1,-200374,-34590002] 1 1 [] X1
+396718 a 1 [1,-1,1,-460,2191] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396718 a 2 [1,-1,1,1500,14735] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396718 b 1 [1,1,1,-13789,658867] 3 2 [[1,1,0,1]] X6
+396718 b 2 [1,1,1,-224669,40894771] 3 2 [[1,1,0,1]] X6
+396718 c 1 [1,1,1,-2153,55735] 1 1 [] X1
+396720 a 1 [0,0,0,-135054003,422061232498] 1 1 [] X1
+396720 b 1 [0,0,0,-18543,-1089862] 1 1 [] X1
+396720 c 1 [0,0,0,-315963,-164921238] 1 1 [] X1
+396720 d 1 [0,0,0,668877,-168497678] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 d 2 [0,0,0,-3489843,-1525072142] 6 2 [] X8
+396720 d 3 [0,0,0,-24009843,44181175858] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 d 4 [0,0,0,-49509363,-134052085838] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 e 1 [0,0,0,-165783,25748822] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396720 e 2 [0,0,0,-297003,-20729302] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396720 e 3 [0,0,0,1112397,-160823662] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396720 e 4 [0,0,0,-3805923,-2855234878] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396720 f 1 [0,0,0,-288,-4752] 1 1 [] X1
+396720 g 1 [0,0,0,-30917163,231431244122] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 g 2 [0,0,0,-785891883,8462014646618] 6 2 [] X8
+396720 g 3 [0,0,0,-12566889003,542237788359002] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 g 4 [0,0,0,-1084490283,1443578693978] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 h 1 [0,0,0,-3382282443,75569830075258] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 h 2 [0,0,0,-4591605963,16724389456762] 6 2 [] X8
+396720 h 3 [0,0,0,18166257717,133112655889018] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 h 4 [0,0,0,-46698645963,-3865772076559238] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 i 1 [0,0,0,612,-25892] 1 1 [] X1
+396720 j 1 [0,0,0,-7736403,7471216402] 1 1 [] X1
+396720 j 2 [0,0,0,-1093150803,-13911312440558] 1 1 [] X1
+396720 k 1 [0,0,0,-428403,108354098] 1 1 [] X1
+396720 k 2 [0,0,0,3049197,-2516205742] 1 1 [] X1
+396720 l 1 [0,0,0,-243,-3662] 1 1 [] X1
+396720 m 1 [0,0,0,-2035935723,-35976723503078] 1 1 [] X1
+396720 n 1 [0,0,0,-2383653,1740072823] 1 1 [] X1
+396720 o 1 [0,0,0,-139683,-20067118] 1 1 [] X1
+396720 p 1 [0,0,0,177,1658] 1 1 [] X1
+396720 q 1 [0,0,0,-50448,4368368] 1 1 [] X1
+396720 r 1 [0,0,0,-322923,-25833062] 3 2 [[1,1,0,1]] X6
+396720 r 2 [0,0,0,-2811243,1796114842] 3 2 [[1,1,0,1]] X6
+396720 s 1 [0,0,0,58917,13934218] 3 2 [[1,1,0,1]] X6
+396720 s 2 [0,0,0,-634203,172104202] 3 2 [[1,1,0,1]] X6
+396720 t 1 [0,0,0,-2841243,1661657162] 3 2 [[1,1,0,1]] X6
+396720 t 2 [0,0,0,-10705563,-11693531062] 3 2 [[1,1,0,1]] X6
+396720 t 3 [0,0,0,-223779483,1288482463818] 3 2 [[1,1,0,1]] X6
+396720 t 4 [0,0,0,-223848603,1287646678602] 3 2 [[1,1,0,1]] X6
+396720 u 1 [0,0,0,-192288,32454587] 3 2 [[1,1,0,1]] X6
+396720 u 2 [0,0,0,-190983,32916818] 3 2 [[1,1,0,1]] X6
+396720 u 3 [0,0,0,-235488,16801607] 3 2 [[1,1,0,1]] X6
+396720 u 4 [0,0,0,862017,128966618] 3 2 [[1,1,0,1]] X6
+396720 v 1 [0,0,0,-40008,-12257332] 1 1 [] X1
+396720 w 1 [0,0,0,-426843,-120089142] 1 1 [] X1
+396720 x 1 [0,0,0,1487337,-239517038] 1 1 [] X1
+396720 y 1 [0,0,0,24699057,-22202993783] 1 1 [] X1
+396720 z 1 [0,0,0,-21963,1121402] 1 1 [] X1
+396720 ba 1 [0,0,0,-83133,-9440793] 1 1 [] X1
+396720 bb 1 [0,0,0,-31453563,-151388247638] 1 1 [] X1
+396720 bc 1 [0,0,0,-38523,2442778] 1 1 [] X1
+396720 bd 1 [0,0,0,5397,309773] 1 1 [] X1
+396720 be 1 [0,0,0,4077,80082] 1 1 [] X1
+396720 bf 1 [0,0,0,30957,217042] 3 2 [[1,1,0,1]] X6
+396720 bf 2 [0,0,0,-124563,1741138] 3 2 [[1,1,0,1]] X6
+396720 bg 1 [0,0,0,-20883,12699218] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+396720 bg 2 [0,0,0,-954003,356274002] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+396720 bg 3 [0,0,0,-15235923,22890287378] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+396720 bg 4 [0,0,0,-1602003,-188953198] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+396720 bg 5 [0,0,0,6195597,-1488033358] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+396720 bg 6 [0,0,0,-19767603,-33784413838] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+396720 bh 1 [0,0,0,-284538,58411087] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+396720 bh 2 [0,0,0,-312663,46165462] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+396720 bh 3 [0,0,0,861837,310897762] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+396720 bh 4 [0,0,0,-1937163,-1002286838] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+396720 bh 5 [0,0,0,833037,-3635638958] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+396720 bh 6 [0,0,0,-30699363,-65469881918] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+396720 bi 1 [0,0,0,897837,-80612462] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bi 2 [0,0,0,-3710163,-654769262] 6 2 [] X8
+396720 bi 3 [0,0,0,-35447763,80701394578] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bi 4 [0,0,0,-45700563,-118756968302] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bj 1 [0,0,0,-317523,-68871278] 1 1 [] X1
+396720 bk 1 [0,0,0,-84603,6057898] 3 2 [[1,1,0,1]] X6
+396720 bk 2 [0,0,0,249477,42071722] 3 2 [[1,1,0,1]] X6
+396720 bl 1 [0,0,0,-10218,-330253] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bl 2 [0,0,0,-48063,3749438] 6 2 [] X8
+396720 bl 3 [0,0,0,-752763,251381018] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bl 4 [0,0,0,51117,17218082] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bm 1 [0,0,0,-92928,20807948] 1 1 [] X1
+396720 bn 1 [0,0,0,-752763,136411562] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396720 bn 2 [0,0,0,-10441083,12981186218] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396720 bn 3 [0,0,0,-167041083,830965626218] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396720 bn 4 [0,0,0,-8854203,17062324202] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396720 bo 1 [0,0,0,7377,881678] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bo 2 [0,0,0,-105123,12064178] 6 2 [] X8
+396720 bo 3 [0,0,0,-1644123,811420778] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bo 4 [0,0,0,-366123,-71612422] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 bp 1 [0,0,0,767480172,9589612617452] 1 1 [] X1
+396720 bq 1 [0,0,0,-5943,176258] 1 1 [] X1
+396720 bq 2 [0,0,0,-18543,-763702] 1 1 [] X1
+396720 br 1 [0,0,0,-4323,-111022] 1 1 [] X1
+396720 bs 1 [0,0,0,2326407,-2245437133] 1 1 [] X1
+396720 bt 1 [0,0,0,-296163,-62476318] 1 1 [] X1
+396720 bt 2 [0,0,0,893997,-331355502] 1 1 [] X1
+396720 bu 1 [0,0,0,-1668,30908] 1 1 [] X1
+396720 bv 1 [0,0,0,-1668,25427] 3 2 [[1,1,0,1]] X6
+396720 bv 2 [0,0,0,-26463,1656938] 3 2 [[1,1,0,1]] X6
+396720 bw 1 [0,0,0,-11028,416027] 3 2 [[1,1,0,1]] X6
+396720 bw 2 [0,0,0,-35823,-2118022] 3 2 [[1,1,0,1]] X6
+396720 bx 1 [0,0,0,-619287528,5893707580463] 3 2 [[1,1,0,1]] X6
+396720 bx 2 [0,0,0,-223088223,13335836085722] 3 2 [[1,1,0,1]] X6
+396720 by 1 [0,0,0,-388601523,2948433892722] 3 2 [[1,1,0,1]] X6
+396720 by 2 [0,0,0,-406296243,2665208665458] 3 2 [[1,1,0,1]] X6
+396720 bz 1 [0,0,0,-13286208,-18638243593] 3 2 [[1,1,0,1]] X6
+396720 bz 2 [0,0,0,-12188703,-21844933702] 3 2 [[1,1,0,1]] X6
+396720 ca 1 [0,0,0,-2883,59202] 3 2 [[1,1,0,1]] X6
+396720 ca 2 [0,0,0,-4803,-29502] 3 2 [[1,1,0,1]] X6
+396720 cb 1 [0,0,0,-25083,1528362] 3 2 [[1,1,0,1]] X6
+396720 cb 2 [0,0,0,-29403,965898] 3 2 [[1,1,0,1]] X6
+396720 cc 1 [0,0,0,1032,-26548] 1 1 [] X1
+396720 cd 1 [0,0,0,-197328,42907952] 1 1 [] X1
+396720 cd 2 [0,0,0,-1298928,-4015179088] 1 1 [] X1
+396720 ce 1 [0,0,0,-48648,-4129913] 3 2 [[1,1,0,1]] X6
+396720 ce 2 [0,0,0,-47343,-4361942] 3 2 [[1,1,0,1]] X6
+396720 cf 1 [0,0,0,-768,7787] 3 2 [[1,1,0,1]] X6
+396720 cf 2 [0,0,0,537,31538] 3 2 [[1,1,0,1]] X6
+396720 cg 1 [0,0,0,-2763,34938] 1 1 [] X1
+396720 ch 1 [0,0,0,-18483,7485682] 1 1 [] X1
+396720 ci 1 [0,0,0,1317,-84118] 1 1 [] X1
+396720 cj 1 [0,0,0,-386611248,-3099819237572] 1 1 [] X1
+396720 ck 1 [0,0,0,-10368,639792] 1 1 [] X1
+396720 cl 1 [0,0,0,-344883,77952818] 3 2 [[1,1,0,1]] X6
+396720 cl 2 [0,0,0,-324003,87804002] 3 2 [[1,1,0,1]] X6
+396720 cm 1 [0,0,0,-166188,-26076548] 1 1 [] X1
+396720 cn 1 [0,0,0,842278272,-18567116557648] 1 1 [] X1
+396720 cn 2 [0,0,0,-36365881728,-2675015455381648] 1 1 [] X1
+396720 co 1 [0,0,0,-497928,-617624372] 1 1 [] X1
+396720 cp 1 [0,0,0,-37083,1952138] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 cp 2 [0,0,0,-221403,-38561398] 6 2 [] X8
+396720 cp 3 [0,0,0,112677,-144732022] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 cp 4 [0,0,0,-3504603,-2525257078] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 cq 1 [0,0,0,-18345243,-11530143542] 3 2 [[1,1,0,1]] X6
+396720 cq 2 [0,0,0,67179237,-88519280438] 3 2 [[1,1,0,1]] X6
+396720 cr 1 [0,0,0,20517,76682] 1 1 [] X1
+396720 cs 1 [0,0,0,-105483,-13187142] 1 1 [] X1
+396720 ct 1 [0,0,0,5508,699084] 1 1 [] X1
+396720 cu 1 [0,0,0,-3116127,-2117243554] 3 2 [[1,1,0,1]] X6
+396720 cu 2 [0,0,0,-3110907,-2124690406] 3 2 [[1,1,0,1]] X6
+396720 cv 1 [0,0,0,-86787,-20423934] 1 1 [] X1
+396720 cw 1 [0,0,0,-63147,-6651686] 3 2 [[1,1,0,1]] X6
+396720 cw 2 [0,0,0,-1035147,-405366086] 3 2 [[1,1,0,1]] X6
+396720 cx 1 [0,0,0,446733,-14778126] 3 2 [[1,1,0,1]] X6
+396720 cx 2 [0,0,0,-1803267,-118728126] 3 2 [[1,1,0,1]] X6
+396720 cy 1 [0,0,0,-28722,-1851289] 3 2 [[1,1,0,1]] X6
+396720 cy 2 [0,0,0,-3927,-4940746] 3 2 [[1,1,0,1]] X6
+396720 cz 1 [0,0,0,-147,73186] 3 2 [[1,1,0,1]] X6
+396720 cz 2 [0,0,0,-27147,1698586] 3 2 [[1,1,0,1]] X6
+396720 da 1 [0,0,0,1113,-16666] 3 2 [[1,1,0,1]] X6
+396720 da 2 [0,0,0,-6987,-164086] 3 2 [[1,1,0,1]] X6
+396720 db 1 [0,0,0,-1454187,665825434] 3 2 [[1,1,0,1]] X6
+396720 db 2 [0,0,0,-117867,1842588826] 3 2 [[1,1,0,1]] X6
+396720 dc 1 [0,0,0,-54542757,160030805731] 1 1 [] X1
+396720 dd 1 [0,0,0,-2187,98874] 1 1 [] X1
+396720 de 1 [0,0,0,-199947,621337786] 1 1 [] X1
+396720 df 1 [0,0,0,-4589427,3548573746] 3 2 [[1,1,0,1]] X6
+396720 df 2 [0,0,0,-14542707,-17088557006] 3 2 [[1,1,0,1]] X6
+396720 dg 1 [0,0,0,146373,40278634] 3 2 [[1,1,0,1]] X6
+396720 dg 2 [0,0,0,-1253307,453744106] 3 2 [[1,1,0,1]] X6
+396720 dh 1 [0,0,0,-24864387,-47721572734] 3 2 [[1,1,0,1]] X6
+396720 dh 2 [0,0,0,-24872067,-47690617726] 3 2 [[1,1,0,1]] X6
+396720 dh 3 [0,0,0,-25571187,-44864743374] 3 2 [[1,1,0,1]] X6
+396720 dh 4 [0,0,0,-96350067,315725338674] 3 2 [[1,1,0,1]] X6
+396720 di 1 [0,0,0,530253,-376223886] 3 2 [[1,1,0,1]] X6
+396720 di 2 [0,0,0,-5707827,-4646813454] 3 2 [[1,1,0,1]] X6
+396720 dj 1 [0,0,0,-146352,-15435241] 3 2 [[1,1,0,1]] X6
+396720 dj 2 [0,0,0,-865407,297641306] 3 2 [[1,1,0,1]] X6
+396720 dk 1 [0,0,0,453,-2966] 1 1 [] X1
+396720 dl 1 [0,0,0,-9237,349659] 1 1 [] X1
+396720 dm 1 [0,0,0,-100227,12274306] 1 1 [] X1
+396720 dn 1 [0,0,0,-1047,12994] 1 1 [] X1
+396720 do 1 [0,0,0,-5007,394] 1 1 [] X1
+396720 dp 1 [0,0,0,-8807547,10131104986] 1 1 [] X1
+396720 dq 1 [0,0,0,-47427,4447746] 1 1 [] X1
+396720 dr 1 [0,0,0,-7347,438914] 3 2 [[1,1,0,1]] X6
+396720 dr 2 [0,0,0,-142347,20661914] 3 2 [[1,1,0,1]] X6
+396720 ds 1 [0,0,0,-82722,-9144961] 3 2 [[1,1,0,1]] X6
+396720 ds 2 [0,0,0,-57927,-14733754] 3 2 [[1,1,0,1]] X6
+396720 dt 1 [0,0,0,-24807,-1503866] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 dt 2 [0,0,0,-24987,-1480934] 6 2 [] X8
+396720 dt 3 [0,0,0,-59187,3450706] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 dt 4 [0,0,0,6333,-4944926] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396720 du 1 [0,0,0,-2023347,1110835586] 3 2 [[1,1,0,1]] X6
+396720 du 2 [0,0,0,-32398347,70979410586] 3 2 [[1,1,0,1]] X6
+396720 dv 1 [0,0,0,-476067,2204030626] 3 2 [[1,1,0,1]] X6
+396720 dv 2 [0,0,0,-28469667,57972880546] 3 2 [[1,1,0,1]] X6
+396720 dw 1 [0,0,0,-4381707,-3199924294] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396720 dw 2 [0,0,0,-16178187,21556168634] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396720 dw 3 [0,0,0,-248697867,1509542608826] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396720 dw 4 [0,0,0,27597813,117959675834] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396720 dx 1 [0,0,0,-356367,-81667474] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396720 dx 2 [0,0,0,-507747,-5583886] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396720 dx 3 [0,0,0,-5466747,4902834314] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396720 dx 4 [0,0,0,2029173,-44652454] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396720 dy 1 [0,0,0,-94347,-11817414] 3 2 [[1,1,0,1]] X6
+396720 dy 2 [0,0,0,-1534347,-731529414] 3 2 [[1,1,0,1]] X6
+396720 dz 1 [0,0,0,-3207,-209594] 3 2 [[1,1,0,1]] X6
+396720 dz 2 [0,0,0,-76107,-8068214] 3 2 [[1,1,0,1]] X6
+396720 ea 1 [0,0,0,213,-58534] 3 2 [[1,1,0,1]] X6
+396720 ea 2 [0,0,0,-21387,-1177414] 3 2 [[1,1,0,1]] X6
+396720 eb 1 [0,0,0,-2712,-91924] 1 1 [] X1
+396720 ec 1 [0,0,0,-1589007,951646106] 1 1 [] X1
+396720 ec 2 [0,0,0,11795433,-8096707726] 1 1 [] X1
+396720 ed 1 [0,0,0,99333,12272426] 1 1 [] X1
+396720 ed 2 [0,0,0,-2665467,1686860586] 1 1 [] X1
+396720 ee 1 [0,0,0,-908427,299186746] 1 1 [] X1
+396720 ef 1 [0,0,0,-17918667,-29194877574] 1 1 [] X1
+396720 eg 1 [0,0,0,-14547,126866] 1 1 [] X1
+396720 eg 2 [0,0,0,-725907,-238047406] 1 1 [] X1
+396720 eh 1 [0,0,0,2810373,545002666] 1 1 [] X1
+396720 ei 1 [0,0,0,-84387,-13566814] 1 1 [] X1
+396720 ei 2 [0,0,0,-7635747,-8121297886] 1 1 [] X1
+396720 ej 1 [0,0,0,-597,-7261] 1 1 [] X1
+396720 ek 1 [0,0,0,-25947,-1598454] 3 2 [[1,1,0,1]] X6
+396720 ek 2 [0,0,0,-43227,796554] 3 2 [[1,1,0,1]] X6
+396720 el 1 [0,0,0,-2787,-56606] 3 2 [[1,1,0,1]] X6
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+396720 en 1 [0,0,0,-43177947,-109201255286] 3 2 [[1,1,0,1]] X6
+396720 en 2 [0,0,0,-45144027,-98711432054] 3 2 [[1,1,0,1]] X6
+396720 eo 1 [0,0,0,-507,-3814] 1 1 [] X1
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+396720 es 1 [0,0,0,-115167,15084749] 1 1 [] X1
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+396720 eu 1 [0,0,0,873890493,1744265421394] 3 2 [[1,1,0,1]] X6
+396720 eu 2 [0,0,0,-3554784507,14063953536394] 3 2 [[1,1,0,1]] X6
+396720 ev 1 [0,0,0,-362532,-84073844] 1 1 [] X1
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+396720 ew 2 [0,0,0,1293,-318494] 3 2 [[1,1,0,1]] X6
+396720 ex 1 [0,0,0,693,38394] 3 2 [[1,1,0,1]] X6
+396720 ex 2 [0,0,0,-13707,582714] 3 2 [[1,1,0,1]] X6
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+396720 ez 2 [0,0,0,-3685467,-1542625526] 3 2 [[1,1,0,1]] X6
+396720 fa 1 [0,0,0,337533,185457026] 3 2 [[1,1,0,1]] X6
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+396720 fa 4 [0,0,0,-70609827,-228068718046] 3 2 [[1,1,0,1]] X6
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+396850 b 1 [1,0,1,-5201,-127452] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+396850 b 2 [1,0,1,-21201,1056548] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+396850 c 1 [1,-1,1,-7653730,8151916897] 1 1 [] X1
+396850 d 1 [1,-1,1,195,-5303] 1 1 [] X1
+396855 a 1 [0,0,1,1653,-9180] 1 1 [] X1
+396855 b 1 [0,0,1,-21378,-1271592] 1 1 [] X1
+396855 b 2 [0,0,1,120372,-1427517] 1 1 [] X1
+396855 c 1 [0,0,1,-318,2848] 1 1 [] X1
+396855 d 1 [0,0,1,-1182,15052] 1 1 [] X1
+396855 e 1 [0,0,1,-914322,-337721630] 1 1 [] X1
+396855 f 1 [0,0,1,87,-5481] 1 1 [] X1
+396855 g 1 [0,0,1,-68727,-6935373] 1 1 [] X1
+396856 a 1 [0,1,0,-4,-1824] 3 2 [[1,1,0,1]] X6
+396856 a 2 [0,1,0,-2264,-41600] 3 2 [[1,1,0,1]] X6
+396856 b 1 [0,1,0,-1208,14080] 3 2 [[1,1,0,1]] X6
+396856 b 2 [0,1,0,-18768,983392] 3 2 [[1,1,0,1]] X6
+396858 a 1 [1,1,0,259,1725] 3 2 [[1,1,0,1]] X6
+396858 a 2 [1,1,0,-1501,14749] 3 2 [[1,1,0,1]] X6
+396858 b 1 [1,1,0,-4895,-29199] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396858 b 2 [1,1,0,19115,-206873] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396858 c 1 [1,1,0,-18113630,-29708063724] 1 1 [] X1
+396858 d 1 [1,1,0,-385,-11] 1 1 [] X1
+396858 e 1 [1,0,1,-3630378,2662112752] 1 1 [] X1
+396858 f 1 [1,0,1,-29173,1914932] 1 1 [] X1
+396858 g 1 [1,0,1,-3032,127334] 1 1 [] X1
+396858 h 1 [1,0,1,-67,14726] 1 1 [] X1
+396858 i 1 [1,0,1,-106,284] 1 1 [] X1
+396858 j 1 [1,0,1,-381,-1784] 3 2 [[1,1,0,1]] X6
+396858 j 2 [1,0,1,1159,-12256] 3 2 [[1,1,0,1]] X6
+396858 k 1 [1,0,1,-39960,-3073562] 3 2 [[1,1,0,1]] X6
+396858 k 2 [1,0,1,-52280,-1023514] 3 2 [[1,1,0,1]] X6
+396858 l 1 [1,0,1,-346959,70448194] 1 1 [] X1
+396858 m 1 [1,1,1,-5947878,-5145270813] 1 1 [] X1
+396858 n 1 [1,1,1,-59413,-5596933] 1 1 [] X1
+396858 o 1 [1,1,1,-27523,82529] 3 2 [[1,1,0,1]] X6
+396858 o 2 [1,1,1,109917,797217] 3 2 [[1,1,0,1]] X6
+396858 p 1 [1,1,1,-55,1403] 1 1 [] X1
+396858 q 1 [1,1,1,-189,-1101] 1 1 [] X1
+396858 r 1 [1,1,1,41041,12962549] 1 1 [] X1
+396858 s 1 [1,0,0,-17026554,27040319460] 1 1 [] X1
+396858 t 1 [1,0,0,-30274,-1738300] 1 1 [] X1
+396858 u 1 [1,0,0,6644,-469858] 1 1 [] X1
+396858 v 1 [1,0,0,-4708,-122452] 3 2 [[1,1,0,1]] X6
+396858 v 2 [1,0,0,-10098,208494] 3 2 [[1,1,0,1]] X6
+396858 w 1 [1,0,0,-3168,69120] 1 1 [] X1
+396858 w 2 [1,0,0,11112,354216] 1 1 [] X1
+396858 x 1 [1,0,0,220,2064] 1 1 [] X1
+396858 y 1 [1,0,0,115,-19041] 1 1 [] X1
+396858 z 1 [1,0,0,-894390,326581668] 1 1 [] X1
+396858 z 2 [1,0,0,6406050,-6994519812] 1 1 [] X1
+396858 ba 1 [1,0,0,-6180,-187632] 1 1 [] X1
+396858 bb 1 [1,0,0,135867313,-24527141415] 1 1 [] X1
+396858 bc 1 [1,0,0,-434399,-110236143] 1 1 [] X1
+396858 bd 1 [1,0,0,-2156,24108] 3 2 [[1,1,0,1]] X6
+396858 bd 2 [1,0,0,6434,170138] 3 2 [[1,1,0,1]] X6
+396860 a 1 [0,1,0,79,-596] 1 1 [] X1
+396860 b 1 [0,0,0,-194207,-26949994] 1 1 [] X1
+396862 a 1 [1,1,0,72,-896] 1 1 [] X1
+396862 b 1 [1,0,1,3313,217558] 1 1 [] X1
+396862 b 2 [1,0,1,-30322,-6442172] 1 1 [] X1
+396862 c 1 [1,1,0,654,2660] 3 2 [[1,1,0,1]] X6
+396862 c 2 [1,1,0,-2806,18576] 3 2 [[1,1,0,1]] X6
+396862 d 1 [1,0,0,-47710545,-114044547799] 1 1 [] X1
+396862 e 1 [1,-1,1,-468,439] 1 1 [] X1
+396864 a 1 [0,0,0,-792,-3240] 3 2 [[1,1,0,1]] X6
+396864 a 2 [0,0,0,-10332,-403920] 3 2 [[1,1,0,1]] X6
+396864 b 1 [0,0,0,108,-1350] 1 1 [] X1
+396864 c 1 [0,0,0,108,1350] 1 1 [] X1
+396864 d 1 [0,0,0,-792,3240] 3 2 [[1,1,0,1]] X6
+396864 d 2 [0,0,0,-10332,403920] 3 2 [[1,1,0,1]] X6
+396864 e 1 [0,0,0,2196,20304] 1 1 [] X1
+396864 f 1 [0,0,0,-14005164,-20182660144] 1 1 [] X1
+396864 g 1 [0,0,0,-29964,-37440016] 1 1 [] X1
+396864 g 2 [0,0,0,269556,1008364016] 1 1 [] X1
+396864 h 1 [0,0,0,-29964,37440016] 1 1 [] X1
+396864 h 2 [0,0,0,269556,-1008364016] 1 1 [] X1
+396864 i 1 [0,0,0,-14005164,20182660144] 1 1 [] X1
+396864 j 1 [0,0,0,2196,-20304] 1 1 [] X1
+396864 k 1 [0,0,0,-2865996,-19134159120] 3 2 [[1,1,0,1]] X6
+396864 k 2 [0,0,0,-126249516,-542527050960] 3 2 [[1,1,0,1]] X6
+396864 l 1 [0,0,0,-9386796,-11069545264] 1 1 [] X1
+396864 m 1 [0,0,0,-438096,-111609704] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+396864 m 2 [0,0,0,-436476,-112476080] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+396864 n 1 [0,0,0,-17211,-869060] 3 2 [[1,1,0,1]] X6
+396864 n 2 [0,0,0,-17796,-806816] 3 2 [[1,1,0,1]] X6
+396864 o 1 [0,0,0,-43536,-2109656] 3 2 [[1,1,0,1]] X6
+396864 o 2 [0,0,0,-301116,62079280] 3 2 [[1,1,0,1]] X6
+396864 p 1 [0,0,0,-223559436,-1271969358320] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+396864 p 2 [0,0,0,-34815756,-3351547224560] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+396864 q 1 [0,0,0,-8076,278800] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+396864 q 2 [0,0,0,-5196,480400] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+396864 r 1 [0,0,0,-13056,-574304] 1 1 [] X1
+396864 s 1 [0,0,0,-2504811,776169020] 3 2 [[1,1,0,1]] X6
+396864 s 2 [0,0,0,-19212996,-31878307744] 3 2 [[1,1,0,1]] X6
+396864 t 1 [0,0,0,46224,241056] 1 1 [] X1
+396864 u 1 [0,0,0,-5916,175606] 1 1 [] X1
+396864 v 1 [0,0,0,-127398636,553847244624] 1 1 [] X1
+396864 w 1 [0,0,0,-5196,1855856] 1 1 [] X1
+396864 x 1 [0,0,0,-806376,-152374264] 24 8 [[7,7,0,7],[1,0,0,7],[3,0,0,7],[3,0,0,3]] X36o
+396864 x 2 [0,0,0,-5947356,5475970640] 24 8 [[1,0,0,5],[1,2,0,1],[1,0,0,3],[3,0,0,1],[1,0,4,1]] X25a
+396864 x 3 [0,0,0,-94652076,354440339120] 24 8 [[3,0,0,5],[3,0,4,1],[5,0,0,1],[1,2,0,5],[3,0,0,3]] X25k
+396864 x 4 [0,0,0,501684,16725676016] 24 16 [[7,7,0,7],[7,0,8,7],[7,0,0,1],[3,0,0,7],[3,0,0,3]] X36r
+396864 x 5 [0,0,0,-1514433036,22684187365616] 24 16 [[1,1,0,1],[7,0,8,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36b
+396864 x 6 [0,0,0,-94146636,358412895344] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36a
+396864 y 1 [0,0,0,1284,20720] 3 2 [[1,1,0,1]] X6
+396864 y 2 [0,0,0,-8076,204176] 3 2 [[1,1,0,1]] X6
+396864 z 1 [0,0,0,-1836,166320] 3 2 [[1,1,0,1]] X6
+396864 z 2 [0,0,0,-57996,5355504] 3 2 [[1,1,0,1]] X6
+396864 ba 1 [0,0,0,-1836,-166320] 3 2 [[1,1,0,1]] X6
+396864 ba 2 [0,0,0,-57996,-5355504] 3 2 [[1,1,0,1]] X6
+396864 bb 1 [0,0,0,1284,-20720] 3 2 [[1,1,0,1]] X6
+396864 bb 2 [0,0,0,-8076,-204176] 3 2 [[1,1,0,1]] X6
+396864 bc 1 [0,0,0,-806376,152374264] 24 8 [[7,7,0,7],[7,0,0,1],[3,0,0,7],[3,0,0,3]] X36q
+396864 bc 2 [0,0,0,-5947356,-5475970640] 24 8 [[1,0,0,5],[1,2,0,1],[5,0,4,1],[7,0,0,1],[5,0,0,3]] X25b
+396864 bc 3 [0,0,0,501684,-16725676016] 24 16 [[7,7,0,7],[7,0,8,1],[1,0,0,7],[3,0,0,7],[3,0,0,3]] X36p
+396864 bc 4 [0,0,0,-94652076,-354440339120] 24 8 [[1,2,0,1],[3,0,0,5],[3,0,4,1],[5,0,0,1],[3,0,0,3]] X25j
+396864 bc 5 [0,0,0,-94146636,-358412895344] 24 8 [[7,7,0,7],[1,0,0,7],[5,0,0,1],[3,0,0,3]] X36s
+396864 bc 6 [0,0,0,-1514433036,-22684187365616] 24 16 [[7,7,0,7],[7,0,8,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36t
+396864 bd 1 [0,0,0,-5196,-1855856] 1 1 [] X1
+396864 be 1 [0,0,0,-127398636,-553847244624] 1 1 [] X1
+396864 bf 1 [0,0,0,46224,-241056] 1 1 [] X1
+396864 bg 1 [0,0,0,-5916,-175606] 1 1 [] X1
+396864 bh 1 [0,0,0,-2504811,-776169020] 3 2 [[1,1,0,1]] X6
+396864 bh 2 [0,0,0,-19212996,31878307744] 3 2 [[1,1,0,1]] X6
+396864 bi 1 [0,0,0,-13056,574304] 1 1 [] X1
+396864 bj 1 [0,0,0,-8076,-278800] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+396864 bj 2 [0,0,0,-5196,-480400] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+396864 bk 1 [0,0,0,-223559436,1271969358320] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+396864 bk 2 [0,0,0,-34815756,3351547224560] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+396864 bl 1 [0,0,0,-17211,869060] 3 2 [[1,1,0,1]] X6
+396864 bl 2 [0,0,0,-17796,806816] 3 2 [[1,1,0,1]] X6
+396864 bm 1 [0,0,0,-43536,2109656] 3 2 [[1,1,0,1]] X6
+396864 bm 2 [0,0,0,-301116,-62079280] 3 2 [[1,1,0,1]] X6
+396864 bn 1 [0,0,0,-438096,111609704] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+396864 bn 2 [0,0,0,-436476,112476080] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+396864 bo 1 [0,0,0,-9386796,11069545264] 1 1 [] X1
+396864 bp 1 [0,0,0,-2865996,19134159120] 3 2 [[1,1,0,1]] X6
+396864 bp 2 [0,0,0,-126249516,542527050960] 3 2 [[1,1,0,1]] X6
+396864 bq 1 [0,0,0,-7953708,8665145296] 1 1 [] X1
+396864 br 1 [0,0,0,2839092,130965104] 1 1 [] X1
+396864 bs 1 [0,0,0,-4465548,-3635257104] 1 1 [] X1
+396864 bt 1 [0,0,0,-4465548,3635257104] 1 1 [] X1
+396864 bu 1 [0,0,0,2839092,-130965104] 1 1 [] X1
+396864 bv 1 [0,0,0,-7953708,-8665145296] 1 1 [] X1
+396864 bw 1 [0,0,0,74760,-2895752] 3 2 [[1,1,0,1]] X6
+396864 bw 2 [0,0,0,-320700,-23934224] 3 2 [[1,1,0,1]] X6
+396864 bx 1 [0,0,0,-5880,-173144] 3 2 [[1,1,0,1]] X6
+396864 bx 2 [0,0,0,-8220,-22448] 3 2 [[1,1,0,1]] X6
+396864 by 1 [0,0,0,-480,18866] 1 1 [] X1
+396864 by 2 [0,0,0,-70680,7232618] 1 1 [] X1
+396864 bz 1 [0,0,0,285,8656] 3 2 [[1,1,0,1]] X6
+396864 bz 2 [0,0,0,-4980,126592] 3 2 [[1,1,0,1]] X6
+396864 ca 1 [0,0,0,-20640,662456] 3 2 [[1,1,0,1]] X6
+396864 ca 2 [0,0,0,65220,4749392] 3 2 [[1,1,0,1]] X6
+396864 cb 1 [0,0,0,-12000,-500888] 3 2 [[1,1,0,1]] X6
+396864 cb 2 [0,0,0,-2460,-1275536] 3 2 [[1,1,0,1]] X6
+396864 cc 1 [0,0,0,-10024275,12218575016] 3 2 [[1,1,0,1]] X6
+396864 cc 2 [0,0,0,-160397940,781891141952] 3 2 [[1,1,0,1]] X6
+396864 cd 1 [0,0,0,-1200,-17696] 1 1 [] X1
+396864 ce 1 [0,0,0,-480,952] 3 2 [[1,1,0,1]] X6
+396864 ce 2 [0,0,0,1860,7504] 3 2 [[1,1,0,1]] X6
+396864 cf 1 [0,0,0,-480,-952] 3 2 [[1,1,0,1]] X6
+396864 cf 2 [0,0,0,1860,-7504] 3 2 [[1,1,0,1]] X6
+396864 cg 1 [0,0,0,-1200,17696] 1 1 [] X1
+396864 ch 1 [0,0,0,-12000,500888] 3 2 [[1,1,0,1]] X6
+396864 ch 2 [0,0,0,-2460,1275536] 3 2 [[1,1,0,1]] X6
+396864 ci 1 [0,0,0,-10024275,-12218575016] 3 2 [[1,1,0,1]] X6
+396864 ci 2 [0,0,0,-160397940,-781891141952] 3 2 [[1,1,0,1]] X6
+396864 cj 1 [0,0,0,-20640,-662456] 3 2 [[1,1,0,1]] X6
+396864 cj 2 [0,0,0,65220,-4749392] 3 2 [[1,1,0,1]] X6
+396864 ck 1 [0,0,0,285,-8656] 3 2 [[1,1,0,1]] X6
+396864 ck 2 [0,0,0,-4980,-126592] 3 2 [[1,1,0,1]] X6
+396864 cl 1 [0,0,0,-480,-18866] 1 1 [] X1
+396864 cl 2 [0,0,0,-70680,-7232618] 1 1 [] X1
+396864 cm 1 [0,0,0,-5880,173144] 3 2 [[1,1,0,1]] X6
+396864 cm 2 [0,0,0,-8220,22448] 3 2 [[1,1,0,1]] X6
+396864 cn 1 [0,0,0,74760,2895752] 3 2 [[1,1,0,1]] X6
+396864 cn 2 [0,0,0,-320700,23934224] 3 2 [[1,1,0,1]] X6
+396864 co 1 [0,0,0,-12,89872] 1 1 [] X1
+396864 cp 1 [0,0,0,-622092,-211647152] 1 1 [] X1
+396864 cq 1 [0,0,0,-56172,-5368912] 1 1 [] X1
+396864 cr 1 [0,0,0,-56172,5368912] 1 1 [] X1
+396864 cs 1 [0,0,0,-622092,211647152] 1 1 [] X1
+396864 ct 1 [0,0,0,-12,-89872] 1 1 [] X1
+396864 cu 1 [0,0,0,-17679,-902320] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396864 cu 2 [0,0,0,-25284,-50560] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396864 cu 3 [0,0,0,-273324,54815888] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396864 cu 4 [0,0,0,101076,-404368] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396864 cv 1 [0,0,0,-22764,5397680] 3 2 [[1,1,0,1]] X6
+396864 cv 2 [0,0,0,-621804,188224688] 3 2 [[1,1,0,1]] X6
+396864 cw 1 [0,0,0,-318444,708672560] 3 2 [[1,1,0,1]] X6
+396864 cw 2 [0,0,0,-14027724,20093594480] 3 2 [[1,1,0,1]] X6
+396864 cx 1 [0,0,0,-77484,8259280] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 cx 2 [0,0,0,-123564,-2707760] 6 2 [] X8
+396864 cx 3 [0,0,0,486996,-21513008] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 cx 4 [0,0,0,-1471404,-685793072] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 cy 1 [0,0,0,203316,-10353008] 1 1 [] X1
+396864 cz 1 [0,0,0,5136,-8928] 1 1 [] X1
+396864 da 1 [0,0,0,-154704,-23341048] 3 2 [[1,1,0,1]] X6
+396864 da 2 [0,0,0,-2472924,-1496801680] 3 2 [[1,1,0,1]] X6
+396864 db 1 [0,0,0,-117504,15506208] 1 1 [] X1
+396864 dc 1 [0,0,0,816,-1201952] 1 1 [] X1
+396864 dd 1 [0,0,0,2976,26912] 1 1 [] X1
+396864 de 1 [0,0,0,-14155404,-20512860912] 1 1 [] X1
+396864 df 1 [0,0,0,-11244,-460528] 1 1 [] X1
+396864 dg 1 [0,0,0,-2664,-13608] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 dg 2 [0,0,0,-33084,-2313360] 6 2 [] X8
+396864 dg 3 [0,0,0,-23724,-3649968] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 dg 4 [0,0,0,-529164,-148160880] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 dh 1 [0,0,0,-1670124,-859672240] 3 2 [[1,1,0,1]] X6
+396864 dh 2 [0,0,0,-26979564,-53938629808] 3 2 [[1,1,0,1]] X6
+396864 di 1 [0,0,0,-204,-6160] 3 2 [[1,1,0,1]] X6
+396864 di 2 [0,0,0,-6444,-198352] 3 2 [[1,1,0,1]] X6
+396864 dj 1 [0,0,0,-204,6160] 3 2 [[1,1,0,1]] X6
+396864 dj 2 [0,0,0,-6444,198352] 3 2 [[1,1,0,1]] X6
+396864 dk 1 [0,0,0,-1670124,859672240] 3 2 [[1,1,0,1]] X6
+396864 dk 2 [0,0,0,-26979564,53938629808] 3 2 [[1,1,0,1]] X6
+396864 dl 1 [0,0,0,-2664,13608] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 dl 2 [0,0,0,-33084,2313360] 6 2 [] X8
+396864 dl 3 [0,0,0,-529164,148160880] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 dl 4 [0,0,0,-23724,3649968] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 dm 1 [0,0,0,-11244,460528] 1 1 [] X1
+396864 dn 1 [0,0,0,-14155404,20512860912] 1 1 [] X1
+396864 do 1 [0,0,0,2976,-26912] 1 1 [] X1
+396864 dp 1 [0,0,0,816,1201952] 1 1 [] X1
+396864 dq 1 [0,0,0,-117504,-15506208] 1 1 [] X1
+396864 dr 1 [0,0,0,-154704,23341048] 3 2 [[1,1,0,1]] X6
+396864 dr 2 [0,0,0,-2472924,1496801680] 3 2 [[1,1,0,1]] X6
+396864 ds 1 [0,0,0,5136,8928] 1 1 [] X1
+396864 dt 1 [0,0,0,203316,10353008] 1 1 [] X1
+396864 du 1 [0,0,0,-77484,-8259280] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 du 2 [0,0,0,-123564,2707760] 6 2 [] X8
+396864 du 3 [0,0,0,-1471404,685793072] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 du 4 [0,0,0,486996,21513008] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396864 dv 1 [0,0,0,-22764,-5397680] 3 2 [[1,1,0,1]] X6
+396864 dv 2 [0,0,0,-621804,-188224688] 3 2 [[1,1,0,1]] X6
+396864 dw 1 [0,0,0,-318444,-708672560] 3 2 [[1,1,0,1]] X6
+396864 dw 2 [0,0,0,-14027724,-20093594480] 3 2 [[1,1,0,1]] X6
+396864 dx 1 [0,0,0,-17679,902320] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396864 dx 2 [0,0,0,-25284,50560] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396864 dx 3 [0,0,0,101076,404368] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396864 dx 4 [0,0,0,-273324,-54815888] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396864 dy 1 [0,0,0,-102839916,405422458288] 1 1 [] X1
+396864 dz 1 [0,0,0,-8076,911792] 1 1 [] X1
+396864 ea 1 [0,0,0,-8076,-911792] 1 1 [] X1
+396864 eb 1 [0,0,0,-102839916,-405422458288] 1 1 [] X1
+396864 ec 1 [0,0,0,12,50] 1 1 [] X1
+396864 ed 1 [0,0,0,12,-50] 1 1 [] X1
+396865 a 1 [0,1,1,-342930,77131206] 1 1 [] X1
+396865 b 1 [1,0,0,-921,10576] 3 2 [[1,1,0,1]] X6
+396865 b 2 [1,0,0,-196,26961] 3 2 [[1,1,0,1]] X6
+396865 c 1 [1,0,0,-986,5491] 3 2 [[1,1,0,1]] X6
+396865 c 2 [1,0,0,-13311,589696] 3 2 [[1,1,0,1]] X6
+396865 d 1 [1,1,1,1204,-32496] 1 1 [] X1
+396865 e 1 [1,1,1,-28595,-268280] 3 2 [[1,1,0,1]] X6
+396865 e 2 [1,1,1,-336720,-75204280] 3 2 [[1,1,0,1]] X6
+396865 f 1 [1,1,1,-105,110] 3 2 [[1,1,0,1]] X6
+396865 f 2 [1,1,1,-910,-10838] 3 2 [[1,1,0,1]] X6
+396865 g 1 [0,0,1,-4052,99277] 1 1 [] X1
+396865 h 1 [1,1,0,-499887,-111319264] 3 2 [[1,1,0,1]] X6
+396865 h 2 [1,1,0,-2432692,1358772219] 3 2 [[1,1,0,1]] X6
+396865 i 1 [1,1,0,-55202,-4974001] 3 2 [[1,1,0,1]] X6
+396865 i 2 [1,1,0,-97107,3549476] 3 2 [[1,1,0,1]] X6
+396865 j 1 [0,0,1,-269447,-45793755] 1 1 [] X1
+396866 a 1 [1,-1,0,-7978,-272292] 1 1 [] X1
+396867 a 1 [1,1,0,-4671,120948] 1 1 [] X1
+396869 a 1 [0,1,1,-48544,-4132933] 1 1 [] X1
+396869 b 1 [0,0,1,-117791,-14774739] 1 1 [] X1
+396870 a 1 [1,0,1,-13719,-300517958] 1 1 [] X1
+396870 b 1 [1,0,1,-44819,3100142] 3 2 [[1,1,0,1]] X6
+396870 b 2 [1,0,1,-200339,-31549714] 3 2 [[1,1,0,1]] X6
+396870 c 1 [1,0,0,200,-11200] 1 1 [] X1
+396872 a 1 [0,1,0,-152,-28928] 3 2 [[1,1,0,1]] X6
+396872 a 2 [0,1,0,-15072,-709280] 3 2 [[1,1,0,1]] X6
+396872 b 1 [0,-1,0,-11009,437605] 1 1 [] X1
+396872 c 1 [0,-1,0,-208,9356] 1 1 [] X1
+396872 d 1 [0,0,0,-839,-155878] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+396872 d 2 [0,0,0,-48859,-4122330] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+396872 d 3 [0,0,0,-86099,3020302] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+396872 d 4 [0,0,0,-779939,-265117890] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+396872 e 1 [0,1,0,-7096,-233744] 1 1 [] X1
+396872 f 1 [0,1,0,-4391833,3541093339] 1 1 [] X1
+396876 a 1 [0,1,0,-277,2324] 1 1 [] X1
+396879 a 1 [1,0,0,-285145,51295136] 3 2 [[1,1,0,1]] X6
+396879 a 2 [1,0,0,-4402860,3555470601] 3 2 [[1,1,0,1]] X6
+396879 b 1 [1,1,0,-7750571,-8308402536] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+396879 b 2 [1,1,0,-7762576,-8281388885] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+396879 b 3 [1,1,0,-12584911,3231453694] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396879 b 4 [1,1,0,-3132321,-18065117700] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396880 a 1 [0,1,0,-40696,-3170796] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+396880 a 2 [0,1,0,-31016,-4707980] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+396880 b 1 [0,1,0,-334121,74171194] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+396880 b 2 [0,1,0,-260916,107640520] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+396880 c 1 [0,1,0,-3351135,-2335467092] 3 2 [[1,1,0,1]] X6
+396880 c 2 [0,1,0,-6352540,2485989900] 3 2 [[1,1,0,1]] X6
+396880 d 1 [0,1,0,1592320,971477428] 1 1 [] X1
+396880 e 1 [0,1,0,13160,-725100] 1 1 [] X1
+396880 f 1 [0,1,0,-1855,19248] 3 2 [[1,1,0,1]] X6
+396880 f 2 [0,1,0,-26660,1666300] 3 2 [[1,1,0,1]] X6
+396880 g 1 [0,1,0,-213000,-37465100] 3 2 [[1,1,0,1]] X6
+396880 g 2 [0,1,0,-406600,40981620] 3 2 [[1,1,0,1]] X6
+396880 h 1 [0,1,0,-4880,-3500] 3 2 [[1,1,0,1]] X6
+396880 h 2 [0,1,0,-53280,4700980] 3 2 [[1,1,0,1]] X6
+396880 i 1 [0,1,0,-159760,-16744092] 3 2 [[1,1,0,1]] X6
+396880 i 2 [0,1,0,445240,-112818092] 3 2 [[1,1,0,1]] X6
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+396880 j 2 [0,1,0,-130720,-18225132] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+396880 k 1 [0,-1,0,80304,-11714624] 1 1 [] X1
+396880 k 2 [0,-1,0,-771536,456456640] 1 1 [] X1
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+396880 s 2 [0,-1,0,-4605,-118655] 1 1 [] X1
+396880 t 1 [0,-1,0,-24845,-1264943] 1 1 [] X1
+396880 t 2 [0,-1,0,-557245,160158737] 1 1 [] X1
+396880 u 1 [0,-1,0,-530625,147578125] 1 1 [] X1
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+396880 w 1 [0,-1,0,-4880,5024032] 1 1 [] X1
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+396880 ba 1 [0,0,0,396517,-210428438] 1 1 [] X1
+396880 bb 1 [0,0,0,-22748,1295063] 3 2 [[1,1,0,1]] X6
+396880 bb 2 [0,0,0,2057,3969042] 3 2 [[1,1,0,1]] X6
+396880 bc 1 [0,0,0,-41987,3308866] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+396880 bc 2 [0,0,0,-51667,1669074] 12 4 [[3,0,0,1],[3,2,2,3],[3,0,0,3]] X24
+396880 bc 3 [0,0,0,190333,12849474] 12 4 [[3,3,0,1],[3,0,0,3],[1,2,0,1]] X27
+396880 bc 4 [0,0,0,-448547,-114458014] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+396880 bd 1 [0,0,0,-28181747,57596488114] 1 1 [] X1
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+396880 be 2 [0,0,0,-414667,102771834] 3 2 [[1,1,0,1]] X6
+396880 bf 1 [0,0,0,24148333,41933493074] 1 1 [] X1
+396880 bg 1 [0,0,0,-5687,-18634] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396880 bg 2 [0,0,0,-66187,-6540534] 6 2 [] X8
+396880 bg 3 [0,0,0,-41987,-11385374] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396880 bg 4 [0,0,0,-1058387,-419097294] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396880 bh 1 [0,0,0,199573,-31505254] 1 1 [] X1
+396880 bi 1 [0,0,0,-2771747,1776094386] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396880 bi 2 [0,0,0,-2650747,1938210186] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396880 bj 1 [0,0,0,-23695067,44322361226] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+396880 bj 2 [0,0,0,-15951067,73778988426] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+396880 bk 1 [0,0,0,-3788147,-2286266686] 3 2 [[1,1,0,1]] X6
+396880 bk 2 [0,0,0,-18913147,29624458314] 3 2 [[1,1,0,1]] X6
+396880 bl 1 [0,0,0,1573,274186] 1 1 [] X1
+396880 bm 1 [0,0,0,-2684627,-1605497454] 24 16 [[3,6,0,7],[1,2,0,7],[3,0,0,3],[3,9,12,7]] X115
+396880 bm 2 [0,0,0,-42333907,-106017911406] 24 8 [[1,4,0,5],[3,0,0,5],[3,0,0,3],[3,6,6,3]] X67
+396880 bm 3 [0,0,0,-41714387,-109271258734] 24 4 [[3,3,0,1],[3,0,0,3]] X60
+396880 bm 4 [0,0,0,-677341907,-6785159057006] 24 16 [[3,6,0,7],[1,2,0,7],[3,0,0,3],[3,9,12,7]] X115
+396880 bn 1 [0,0,0,-216227,38021346] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396880 bn 2 [0,0,0,-458227,-62602254] 6 2 [] X8
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+396880 bn 4 [0,0,0,-6314627,-6105235774] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396880 bo 1 [0,1,0,-656,9524] 1 1 [] X1
+396880 bp 1 [0,1,0,-2097696,-1175523340] 1 1 [] X1
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+396880 br 1 [0,1,0,-79416,-12994060] 1 1 [] X1
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+396880 bu 2 [0,-1,0,123864,867440] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
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+396880 bz 2 [0,-1,0,-31500,2000000] 3 2 [[1,1,0,1]] X6
+396880 ca 1 [0,-1,0,-5362760,4186948592] 3 2 [[1,1,0,1]] X6
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+396880 cd 4 [0,-1,0,-6083920,2800162752] 3 2 [[1,1,0,1]] X6
+396880 ce 1 [0,-1,0,498480,24093632] 1 1 [] X1
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+396888 e 2 [0,1,0,-6348,205344] 3 2 [[1,1,0,1]] X6
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+396891 g 1 [1,-1,0,-268101,-752328] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
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+396891 g 3 [1,-1,0,-46763721,123098553630] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+396891 g 4 [1,-1,0,-1602171,3664563444] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+396891 h 1 [1,-1,0,-3001491,-2000741000] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396891 h 2 [1,-1,0,-3001536,-2000677973] 6 2 [] X8
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+396891 h 4 [1,-1,0,-2821851,-2250835430] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+396891 i 1 [0,0,1,-3190251,-2238108593] 1 1 [] X1
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+396894 b 1 [1,1,0,-145,-2027] 1 1 [] X1
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+397100 q 2 [0,-1,0,-544508,-154082488] 3 2 [[1,1,0,1]] X6
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+397100 r 2 [0,-1,0,-472308,117967112] 3 2 [[1,1,0,1]] X6
+397100 s 1 [0,-1,0,-400108,88220712] 1 1 [] X1
+397100 s 2 [0,-1,0,-7259108,-7511551288] 1 1 [] X1
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+397100 t 2 [0,-1,0,-5959508,3969981512] 3 2 [[1,1,0,1]] X6
+397100 u 1 [0,0,0,-3258025,2166586625] 2 2 [[0,1,1,1]] X2
+397100 v 1 [0,0,0,-3325,73625] 2 2 [[0,1,1,1]] X2
+397102 a 1 [1,-1,0,-784,4864] 1 1 [] X1
+397102 b 1 [1,1,0,-2779,-3043] 1 1 [] X1
+397102 c 1 [1,1,0,-316249,-66029595] 1 1 [] X1
+397103 a 1 [1,1,1,77351,88622880] 1 1 [] X1
+397103 b 1 [1,-1,1,-2977,-61760] 3 2 [[1,1,0,1]] X6
+397103 b 2 [1,-1,1,-2742,-72100] 3 2 [[1,1,0,1]] X6
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+397103 c 2 [1,-1,1,-2368,42474] 3 2 [[1,1,0,1]] X6
+397103 d 1 [1,0,1,-95,919] 1 1 [] X1
+397104 a 1 [0,-1,0,-22037,-1251831] 1 1 [] X1
+397104 a 2 [0,-1,0,-20117,-1480839] 1 1 [] X1
+397104 b 1 [0,-1,0,-341,2589] 1 1 [] X1
+397104 c 1 [0,-1,0,1339,34029] 1 1 [] X1
+397104 d 1 [0,-1,0,-1621472,442076928] 24 8 [[7,7,0,3],[7,7,4,3],[5,0,0,3]] X33f
+397104 d 2 [0,-1,0,-22592992,41328152320] 24 8 [[1,0,2,5],[1,0,0,7],[3,6,6,7]] X46c
+397104 d 3 [0,-1,0,-361455072,2645144375040] 24 8 [[7,0,0,1],[5,5,0,1],[7,7,4,3]] X33h
+397104 d 4 [0,-1,0,-19275232,53885210368] 24 8 [[7,7,0,3],[5,5,0,3],[1,0,4,1]] X48c
+397110 a 1 [1,1,0,-2383,52693] 3 2 [[1,1,0,1]] X6
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+397110 b 1 [1,1,0,-20098648,48356944192] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+397110 b 2 [1,1,0,-355642968,2580978362688] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+397110 b 3 [1,1,0,-5690068568,165203076548928] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+397110 b 4 [1,1,0,-389926488,2053361846592] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+397110 c 1 [1,1,0,-310243,-66641603] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+397110 c 2 [1,1,0,-310263,-66632607] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+397110 c 3 [1,1,0,-349013,-48985857] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+397110 c 4 [1,1,0,-271833,-83703213] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+397110 d 1 [1,1,0,2672,-25472] 1 1 [] X1
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+397110 g 1 [1,1,0,-367,371221] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 g 2 [1,1,0,-79747,8515609] 6 2 [] X8
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+397110 g 4 [1,1,0,-158497,-11187641] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 h 1 [1,1,0,-2957642,-2467031604] 1 1 [] X1
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+397110 j 1 [1,1,0,-2187,-43011] 3 2 [[1,1,0,1]] X6
+397110 j 2 [1,1,0,-35667,-2607579] 3 2 [[1,1,0,1]] X6
+397110 k 1 [1,1,0,-40479497,-99122527419] 3 2 [[1,1,0,1]] X6
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+397110 n 1 [1,1,0,-71997,11042109] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 n 2 [1,1,0,-1302077,571220541] 6 2 [] X8
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+397110 n 4 [1,1,0,-1453357,430015789] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 o 1 [1,1,0,-8522,-318066] 1 1 [] X1
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+397110 v 1 [1,0,1,-10494,2091376] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 v 2 [1,0,1,-318014,68761712] 6 2 [] X8
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+397110 v 4 [1,0,1,-473014,-5266288] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 w 1 [1,0,1,-302894868774,64191569889022072] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 w 2 [1,0,1,-4846913715494,4107201439429984376] 6 2 [] X8
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+397110 w 4 [1,0,1,-77550619443014,262860911545929886712] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 w 5 [1,0,1,-4847509535494,4106141159627056376] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 w 6 [1,0,1,-4921424288309,3974405526127543232] 6 2 [] X8
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+397110 w 8 [1,0,1,-14841424288309,-17096067305872456768] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397110 x 1 [1,0,1,-1875934,988793846] 1 1 [] X1
+397110 x 2 [1,0,1,-1560199,1332441122] 1 1 [] X1
+397110 y 1 [1,0,1,15102,359578] 1 1 [] X1
+397110 z 1 [1,0,1,-323881653,2238073896256] 3 2 [[1,1,0,1]] X6
+397110 z 2 [1,0,1,-195810933,4025889919168] 3 2 [[1,1,0,1]] X6
+397110 ba 1 [1,0,1,-124713,-16962092] 1 1 [] X1
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+397110 bb 2 [1,0,1,-262658,-6876844] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397110 bb 3 [1,0,1,-2683138,1683586388] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397110 bb 4 [1,0,1,-3085058,-2081905324] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397110 bc 1 [1,1,1,-16732106,-26355672361] 1 1 [] X1
+397110 bd 1 [1,1,1,-1083047651,-21893255197567] 3 2 [[1,1,0,1]] X6
+397110 bd 2 [1,1,1,-20057478371,-1093060587519871] 3 2 [[1,1,0,1]] X6
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+397110 be 3 [1,1,1,3730189,20336200139] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397110 be 4 [1,1,1,-16523031,-19305087597] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397110 bf 1 [1,1,1,-118724911,-449427376267] 3 2 [[1,1,0,1]] X6
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+397110 bj 2 [1,1,1,-27780,1319925] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397110 bj 3 [1,1,1,68320,8546645] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397110 bj 4 [1,1,1,-155880,-22660395] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
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+397110 bl 1 [1,1,1,-95,-1045] 1 1 [] X1
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+397110 bq 2 [1,1,1,-296869650,-1963591898865] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
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+397110 bx 1 [1,0,0,-278576,-56620800] 1 1 [] X1
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+397118 a 1 [1,0,1,-5823,-153838] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397118 a 2 [1,0,1,-90463,-10479918] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397118 b 1 [1,1,0,-1,-1195] 1 1 [] X1
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+397120 g 2 [0,1,0,479,76479] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397120 h 1 [0,1,0,-2997921,-1998560321] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+397120 h 2 [0,1,0,-2670241,-2452003905] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+397120 i 1 [0,1,0,-138200481,625288515775] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397120 i 2 [0,1,0,-138216481,625136474175] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397120 j 1 [0,1,0,-18721,693855] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+397120 n 1 [0,-1,0,-5797441,-5270759359] 1 1 [] X1
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+397120 bj 1 [0,-1,0,-56065,-5090143] 1 1 [] X1
+397120 bk 1 [0,0,0,-25648,919752] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397120 bk 2 [0,0,0,80932,6589808] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397120 bl 1 [0,0,0,-11948,632272] 1 1 [] X1
+397120 bm 1 [0,0,0,-1388,-16688] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397120 bm 2 [0,0,0,2612,-95088] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397120 bn 1 [0,0,0,-1388,16688] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397120 bn 2 [0,0,0,2612,95088] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397120 bo 1 [0,0,0,-11948,-632272] 1 1 [] X1
+397120 bp 1 [0,0,0,-25648,-919752] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397120 bp 2 [0,0,0,80932,-6589808] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397120 bq 1 [0,0,0,-872,5096] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397120 bq 2 [0,0,0,-6652,-205296] 6 2 [] X8
+397120 bq 3 [0,0,0,148,-605136] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397120 bq 4 [0,0,0,-105932,-13270544] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397120 br 1 [0,0,0,-872,-5096] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397120 br 2 [0,0,0,-6652,205296] 6 2 [] X8
+397120 br 3 [0,0,0,-105932,13270544] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397120 br 4 [0,0,0,148,605136] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397120 bs 1 [0,1,0,-2401,-2561] 1 1 [] X1
+397120 bt 1 [0,1,0,-8321,289055] 1 1 [] X1
+397120 bu 1 [0,1,0,-91,-365] 1 1 [] X1
+397120 bv 1 [0,1,0,-15151,-722885] 1 1 [] X1
+397120 bw 1 [0,1,0,-64481,-5388385] 1 1 [] X1
+397120 bx 1 [0,1,0,-12161,-520225] 1 1 [] X1
+397120 by 1 [0,1,0,-49482401,133958659775] 1 1 [] X1
+397120 bz 1 [0,1,0,-341,-205] 1 1 [] X1
+397120 ca 1 [0,1,0,-258501,50437805] 1 1 [] X1
+397120 cb 1 [0,1,0,-291521,-60680545] 1 1 [] X1
+397120 cc 1 [0,1,0,-104481,-10072225] 1 1 [] X1
+397120 cc 2 [0,1,0,-2790881,1792875935] 1 1 [] X1
+397120 cd 1 [0,1,0,-5797441,5270759359] 1 1 [] X1
+397120 cd 2 [0,1,0,-467157441,3886204215359] 1 1 [] X1
+397120 ce 1 [0,1,0,-56065,5090143] 1 1 [] X1
+397120 cf 1 [0,1,0,-16385,-789505] 1 1 [] X1
+397120 cg 1 [0,1,0,-16940385,-26841460225] 1 1 [] X1
+397120 ch 1 [0,1,0,-14625,477023] 1 1 [] X1
+397120 ci 1 [0,1,0,-171045,-27284605] 1 1 [] X1
+397120 cj 1 [0,1,0,-577665,168759263] 1 1 [] X1
+397120 ck 1 [0,1,0,-26945,1692863] 1 1 [] X1
+397120 cl 1 [0,1,0,-9825,-127777] 1 1 [] X1
+397120 cm 1 [0,1,0,-705,-4705] 1 1 [] X1
+397120 cn 1 [0,1,0,-3125,-67375] 1 1 [] X1
+397120 cn 2 [0,1,0,-26485,1618633] 1 1 [] X1
+397120 co 1 [0,1,0,-25,-47] 1 1 [] X1
+397120 cp 1 [0,-1,0,-2656,-78750] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397120 cp 2 [0,-1,0,-48281,-4066375] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397120 cq 1 [0,-1,0,-18721,-693855] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397120 cq 2 [0,-1,0,-274721,-55324255] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397120 cr 1 [0,-1,0,-138200481,-625288515775] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397120 cr 2 [0,-1,0,-138216481,-625136474175] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397120 cs 1 [0,-1,0,-3321,29945] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397120 cs 2 [0,-1,0,-28321,-1805055] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397120 ct 1 [0,-1,0,-2997921,1998560321] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+397120 ct 2 [0,-1,0,-2670241,2452003905] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+397120 cu 1 [0,-1,0,-1521,-21679] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397120 cu 2 [0,-1,0,479,-76479] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397120 cv 1 [0,-1,0,-35905,2383425] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+397120 cv 2 [0,-1,0,46015,11607617] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+397120 cw 1 [0,0,0,-88108,6992432] 1 1 [] X1
+397120 cx 1 [0,0,0,-866039308,9248640144368] 1 1 [] X1
+397120 cy 1 [0,0,0,-4500268,-3673905808] 1 1 [] X1
+397120 cz 1 [0,0,0,-459532,-119900656] 1 1 [] X1
+397120 da 1 [0,0,0,-622,-5386] 1 1 [] X1
+397120 db 1 [0,0,0,-1132,-3856] 1 1 [] X1
+397122 a 1 [1,1,0,-11497,1376005] 1 1 [] X1
+397122 b 1 [1,1,0,-545089756,-4898580856880] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+397122 b 2 [1,1,0,-545128476,-4897850171760] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+397122 b 3 [1,1,0,-616610436,-3531300949656] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+397122 b 4 [1,1,0,-474266036,-6217634771784] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+397122 c 1 [1,1,0,-5482988073,164941389302661] 1 1 [] X1
+397122 d 1 [1,1,0,240,657144] 1 1 [] X1
+397122 e 1 [1,1,0,74413,7986477] 1 1 [] X1
+397122 f 1 [1,1,0,-39153424,94156835458] 1 1 [] X1
+397122 g 1 [1,1,0,-299,-2097] 1 1 [] X1
+397122 h 1 [1,0,1,-268623,53588962] 1 1 [] X1
+397122 i 1 [1,0,1,-1853723,-971162458] 1 1 [] X1
+397122 j 1 [1,0,1,-20353292,-35653386166] 1 1 [] X1
+397122 k 1 [1,0,1,67636,169294970] 1 1 [] X1
+397122 l 1 [1,0,1,229171,-51695800] 1 1 [] X1
+397122 m 1 [1,0,1,17179,-1188706] 1 1 [] X1
+397122 n 1 [1,0,1,-531,-4754] 1 1 [] X1
+397122 o 1 [1,0,1,-37150,-2759044] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397122 o 2 [1,0,1,-35940,-2946836] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397122 p 1 [1,0,1,-80,284] 1 1 [] X1
+397122 q 1 [1,1,1,-1391200,-1838418559] 1 1 [] X1
+397122 r 1 [1,1,1,-68307,-6921903] 1 1 [] X1
+397122 s 1 [1,1,1,-52819,-29743] 1 1 [] X1
+397122 t 1 [1,1,1,-252469,9785051] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397122 t 2 [1,1,1,986571,78675675] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397122 u 1 [1,1,1,-36242,2609993] 1 1 [] X1
+397122 v 1 [1,0,0,-15320,728256] 1 1 [] X1
+397122 w 1 [1,0,0,-168209,26771625] 1 1 [] X1
+397122 x 1 [1,0,0,-64193,6263049] 1 1 [] X1
+397122 y 1 [1,0,0,-4903,-2188075] 1 1 [] X1
+397122 y 2 [1,0,0,44102,58881956] 1 1 [] X1
+397122 z 1 [1,0,0,-7565,266289] 1 1 [] X1
+397122 ba 1 [1,0,0,-9622,-387958] 1 1 [] X1
+397122 bb 1 [1,0,0,-120216,15952608] 1 1 [] X1
+397123 a 1 [1,-1,1,-9259,345222] 1 1 [] X1
+397123 b 1 [1,0,1,-1064963,422920245] 1 1 [] X1
+397126 a 1 [1,1,0,-10324,-457504] 1 1 [] X1
+397126 b 1 [1,1,1,23,3] 1 1 [] X1
+397128 a 1 [0,-1,0,1436,11380] 1 1 [] X1
+397128 b 1 [0,-1,0,-73,-899] 1 1 [] X1
+397128 c 1 [0,1,0,-183,6030] 1 1 [] X1
+397128 d 1 [0,1,0,-493188,133148592] 1 1 [] X1
+397128 e 1 [0,1,0,69,-18] 1 1 [] X1
+397131 a 1 [1,0,0,-28,245] 1 1 [] X1
+397134 a 1 [1,-1,0,-441,-5441] 1 1 [] X1
+397134 b 1 [1,-1,1,237829,-43011093] 1 1 [] X1
+397134 c 1 [1,-1,1,-10634,-420087] 1 1 [] X1
+397136 a 1 [0,-1,0,-239472,-45025856] 1 1 [] X1
+397136 a 2 [0,-1,0,-202352,-59491904] 1 1 [] X1
+397136 b 1 [0,1,0,-280,-1964] 1 1 [] X1
+397137 a 1 [1,1,1,-2300500317,42468821453160] 1 1 [] X1
+397137 b 1 [1,1,1,-1275,11478] 1 1 [] X1
+397137 c 1 [1,1,1,-332502,-75518574] 3 2 [[1,1,0,1]] X6
+397137 c 2 [1,1,1,-5351667,-4767434016] 3 2 [[1,1,0,1]] X6
+397137 d 1 [1,1,1,-492,119316] 3 2 [[1,1,0,1]] X6
+397137 d 2 [1,1,1,-39507,2975214] 3 2 [[1,1,0,1]] X6
+397137 e 1 [1,1,1,-169,-772] 1 1 [] X1
+397137 f 1 [1,0,0,-372912,86156901] 1 1 [] X1
+397137 g 1 [1,0,0,-1046,5817] 1 1 [] X1
+397137 h 1 [1,1,0,-1265874,-548721225] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397137 h 2 [1,1,0,-1265879,-548716680] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397137 h 3 [1,1,0,-1304894,-513142803] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397137 h 4 [1,1,0,-1226944,-583999577] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397138 a 1 [1,-1,0,871507,-69947867] 1 1 [] X1
+397138 b 1 [1,1,1,-2195,37203] 1 1 [] X1
+397138 c 1 [1,1,1,-4150,100659] 1 1 [] X1
+397138 d 1 [1,1,1,-119041,15760807] 1 1 [] X1
+397140 a 1 [0,1,0,-44325,3594375] 1 1 [] X1
+397140 b 1 [0,1,0,-420,11268] 1 1 [] X1
+397145 a 1 [0,0,1,-637,158380] 1 1 [] X1
+397145 b 1 [1,1,1,-4411,-130292] 1 1 [] X1
+397145 c 1 [1,1,0,-70487,-7234814] 1 1 [] X1
+397145 d 1 [1,-1,0,67135,2814300] 1 1 [] X1
+397145 e 1 [1,-1,0,3289606,-971884117] 1 1 [] X1
+397145 f 1 [0,0,1,12887,-5510381] 1 1 [] X1
+397146 a 1 [1,1,1,-388,-3115] 1 1 [] X1
+397146 b 1 [1,1,1,-150211,-22469599] 1 1 [] X1
+397149 a 1 [1,1,1,-9,-36] 1 1 [] X1
+397150 a 1 [1,-1,0,8119658,2856176116] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 b 1 [1,0,1,27374,614148] 1 1 [] X1
+397150 c 1 [1,0,1,-2135676326,37988243469048] 3 2 [[1,1,0,1]] X6
+397150 c 2 [1,0,1,-2132296326,38114479709048] 3 2 [[1,1,0,1]] X6
+397150 d 1 [1,0,1,-463970576,-3846699671202] 1 1 [] X1
+397150 e 1 [1,0,1,126239,-33659052] 1 1 [] X1
+397150 f 1 [1,0,1,-1003526,628229448] 1 1 [] X1
+397150 g 1 [1,1,0,-655385,-204490775] 1 1 [] X1
+397150 g 2 [1,1,0,-1504610,419638900] 1 1 [] X1
+397150 h 1 [1,1,0,-24388900,46349090000] 1 1 [] X1
+397150 h 2 [1,1,0,-26818275,36554378125] 1 1 [] X1
+397150 i 1 [1,1,0,-183875,30098125] 1 1 [] X1
+397150 j 1 [1,-1,0,3433,300224341] 1 1 [] X1
+397150 k 1 [1,-1,0,-85692242,-293715975084] 3 2 [[1,1,0,1]] X6
+397150 k 2 [1,-1,0,-1356572242,-19231098855084] 3 2 [[1,1,0,1]] X6
+397150 l 1 [1,-1,0,-21917,-1339259] 1 1 [] X1
+397150 m 1 [1,-1,0,-199367,35536541] 1 1 [] X1
+397150 n 1 [1,-1,0,-67547,6799781] 1 1 [] X1
+397150 o 1 [1,0,1,2024,2368] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 p 1 [1,0,1,-15444576,-156117893202] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 p 2 [1,0,1,-2728739576,-54865284613202] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 q 1 [1,0,1,-412026,88274448] 1 1 [] X1
+397150 r 1 [1,0,1,-129796,18127618] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 s 1 [1,1,0,-46794075,123389070875] 1 1 [] X1
+397150 s 2 [1,1,0,77315300,605504349000] 1 1 [] X1
+397150 t 1 [1,1,0,2025,-152875] 1 1 [] X1
+397150 t 2 [1,1,0,-166975,-26347875] 1 1 [] X1
+397150 u 1 [1,1,0,-2380875,1429587125] 1 1 [] X1
+397150 u 2 [1,1,0,8540750,7209112500] 1 1 [] X1
+397150 v 1 [1,1,0,-741575,387702125] 1 1 [] X1
+397150 v 2 [1,1,0,6124050,-6429863500] 1 1 [] X1
+397150 w 1 [1,-1,0,-30367,-206959] 1 1 [] X1
+397150 x 1 [1,-1,1,-1215,-1413] 1 1 [] X1
+397150 y 1 [1,0,0,-5938,285492] 1 1 [] X1
+397150 z 1 [1,0,0,-29663,3101617] 1 1 [] X1
+397150 z 2 [1,0,0,244962,-51438908] 1 1 [] X1
+397150 ba 1 [1,0,0,-33888813,-163096770383] 1 1 [] X1
+397150 bb 1 [1,0,0,-464838,-408949958] 1 1 [] X1
+397150 bc 1 [1,0,0,-1047888,-412980608] 1 1 [] X1
+397150 bd 1 [1,0,0,-1871763,987112567] 1 1 [] X1
+397150 bd 2 [1,0,0,3092612,4844034792] 1 1 [] X1
+397150 be 1 [1,1,1,-3244888,2265952281] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 bf 1 [1,1,1,-617783,-1249190259] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 bf 2 [1,1,1,-109149583,-438965936739] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 bg 1 [1,1,1,50612,296031] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397150 bh 1 [1,1,1,-152188,22730781] 1 1 [] X1
+397150 bh 2 [1,1,1,-743688,-228065219] 1 1 [] X1
+397150 bi 1 [1,-1,1,-1688680,848283947] 1 1 [] X1
+397150 bj 1 [1,-1,1,-7975,285887] 1 1 [] X1
+397150 bk 1 [1,-1,1,-3427690,-2349042263] 3 2 [[1,1,0,1]] X6
+397150 bk 2 [1,-1,1,-54262890,-153837938263] 3 2 [[1,1,0,1]] X6
+397150 bl 1 [1,-1,1,-3704005,-2953464003] 1 1 [] X1
+397150 bm 1 [1,-1,1,1320,-180553] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397150 bm 2 [1,-1,1,-40930,-3053553] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397150 bn 1 [1,-1,1,-26290855,50837351647] 3 2 [[1,1,0,1]] X6
+397150 bn 2 [1,-1,1,-58062855,-95885744353] 3 2 [[1,1,0,1]] X6
+397150 bo 1 [1,-1,1,20,136647] 1 1 [] X1
+397150 bp 1 [1,0,0,-46563,3777617] 1 1 [] X1
+397150 bq 1 [1,0,0,-16384638,-25528577608] 1 1 [] X1
+397150 bq 2 [1,0,0,-37615263,52530093017] 1 1 [] X1
+397150 br 1 [1,1,1,3155987,-4207381469] 1 1 [] X1
+397150 bs 1 [1,1,1,-18558823,-30781020899] 1 1 [] X1
+397150 bt 1 [1,1,1,342137,-337577219] 1 1 [] X1
+397150 bt 2 [1,1,1,-28218863,-57745187219] 1 1 [] X1
+397150 bu 1 [1,1,1,-85427053,303871776931] 3 2 [[1,1,0,1]] X6
+397150 bu 2 [1,1,1,-85291853,304881720931] 3 2 [[1,1,0,1]] X6
+397150 bv 1 [1,-1,1,-493005,30906997] 1 1 [] X1
+397150 bw 1 [1,-1,1,202991445,357225005947] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397152 a 1 [0,0,0,-579,5686] 1 1 [] X1
+397152 b 1 [0,0,0,-57819,4730686] 1 1 [] X1
+397152 c 1 [0,0,0,-31659,-767534] 1 1 [] X1
+397152 d 1 [0,0,0,-31659,767534] 1 1 [] X1
+397152 e 1 [0,0,0,-57819,-4730686] 1 1 [] X1
+397152 f 1 [0,0,0,-579,-5686] 1 1 [] X1
+397152 g 1 [0,0,0,-363,-1874] 1 1 [] X1
+397152 h 1 [0,0,0,-363,1874] 1 1 [] X1
+397152 i 1 [0,0,0,-22305,1273372] 3 2 [[1,1,0,1]] X6
+397152 i 2 [0,0,0,-37740,-714656] 3 2 [[1,1,0,1]] X6
+397152 j 1 [0,0,0,-22305,-1273372] 3 2 [[1,1,0,1]] X6
+397152 j 2 [0,0,0,-37740,714656] 3 2 [[1,1,0,1]] X6
+397152 k 1 [0,0,0,-2712,54448] 1 1 [] X1
+397152 l 1 [0,0,0,-2712,-54448] 1 1 [] X1
+397152 m 1 [0,0,0,-9939,391498] 1 1 [] X1
+397152 n 1 [0,0,0,-45418449,-121799047592] 3 2 [[1,1,0,1]] X6
+397152 n 2 [0,0,0,-733502019,-7646268118970] 3 2 [[1,1,0,1]] X6
+397152 o 1 [0,0,0,-45418449,121799047592] 3 2 [[1,1,0,1]] X6
+397152 o 2 [0,0,0,-733502019,7646268118970] 3 2 [[1,1,0,1]] X6
+397152 p 1 [0,0,0,-9939,-391498] 1 1 [] X1
+397152 q 1 [0,0,0,-284931,20723418] 1 1 [] X1
+397152 r 1 [0,0,0,11544,-51886672] 1 1 [] X1
+397152 s 1 [0,0,0,11544,51886672] 1 1 [] X1
+397152 t 1 [0,0,0,-284931,-20723418] 1 1 [] X1
+397154 a 1 [1,-1,1,-4116,102647] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+397154 a 2 [1,-1,1,-3796,119031] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+397155 a 1 [1,1,1,-870,-18330] 1 1 [] X1
+397155 b 1 [1,0,0,-12166,-619645] 3 2 [[1,1,0,1]] X6
+397155 b 2 [1,0,0,-205161,-35783334] 3 2 [[1,1,0,1]] X6
+397155 c 1 [1,0,0,-1308853251,-18246395317320] 3 2 [[1,1,0,1]] X6
+397155 c 2 [1,0,0,-20948217446,-1166996013684099] 3 2 [[1,1,0,1]] X6
+397155 d 1 [1,0,0,-4901,160380] 1 1 [] X1
+397155 e 1 [0,1,1,-3081,-70369] 1 1 [] X1
+397155 f 1 [0,1,1,-7375,-697196] 1 1 [] X1
+397155 f 2 [0,1,1,-866425,-310705931] 1 1 [] X1
+397157 a 1 [0,-1,1,-483,4210] 1 1 [] X1
+397158 a 1 [1,1,0,349,-411] 1 1 [] X1
+397158 b 1 [1,0,1,-2074504,1120933334] 3 2 [[1,1,0,1]] X6
+397158 b 2 [1,0,1,-4873864,-2551826986] 3 2 [[1,1,0,1]] X6
+397158 c 1 [1,0,0,-19,-127] 1 1 [] X1
+397160 a 1 [0,-1,0,-4976,96860] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397160 a 2 [0,-1,0,-29976,-1913140] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397160 b 1 [0,-1,0,-2976,60476] 3 2 [[1,1,0,1]] X6
+397160 b 2 [0,-1,0,2024,238476] 3 2 [[1,1,0,1]] X6
+397163 a 1 [0,1,1,-2397,-1144397] 1 1 [] X1
+397163 b 1 [0,1,1,-411,5113] 1 1 [] X1
+397164 a 1 [0,-1,0,-110,-279] 1 1 [] X1
+397164 b 1 [0,-1,0,-4018,-79439] 1 1 [] X1
+397164 c 1 [0,-1,0,-14862,685773] 1 1 [] X1
+397164 d 1 [0,1,0,-730,-7291] 1 1 [] X1
+397164 e 1 [0,1,0,-134,465] 1 1 [] X1
+397164 f 1 [0,1,0,-626998,190885145] 1 1 [] X1
+397164 g 1 [0,1,0,-5778,167121] 1 1 [] X1
+397167 a 1 [1,0,0,-1084,13319] 3 2 [[1,1,0,1]] X6
+397167 a 2 [1,0,0,-17229,869004] 3 2 [[1,1,0,1]] X6
+397168 a 1 [0,0,0,-852259,302834610] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397168 a 2 [0,0,0,-852299,302804762] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397168 b 1 [0,-1,0,-9920,383744] 1 1 [] X1
+397170 a 1 [1,-1,0,4626,-139820] 1 1 [] X1
+397170 b 1 [1,-1,1,41632,3733507] 1 1 [] X1
+397173 a 1 [0,1,1,-64,-1718] 1 1 [] X1
+397173 b 1 [1,1,1,-143233,-106359352] 1 1 [] X1
+397173 c 1 [1,0,0,-18578,-970917] 3 2 [[1,1,0,1]] X6
+397173 c 2 [1,0,0,-7643,-2101596] 3 2 [[1,1,0,1]] X6
+397174 a 1 [1,1,0,-29566,-2877580] 1 1 [] X1
+397176 a 1 [0,-1,0,-320,636] 3 2 [[1,1,0,1]] X6
+397176 a 2 [0,-1,0,1240,3756] 3 2 [[1,1,0,1]] X6
+397176 b 1 [0,-1,0,-10956577,13962850069] 1 1 [] X1
+397176 c 1 [0,-1,0,1097,-9224] 3 2 [[1,1,0,1]] X6
+397176 c 2 [0,-1,0,-5268,-75420] 3 2 [[1,1,0,1]] X6
+397176 d 1 [0,-1,0,-149128,22158844] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397176 d 2 [0,-1,0,-88288,40337836] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397176 e 1 [0,-1,0,-78185,-8382771] 1 1 [] X1
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+397176 g 1 [0,-1,0,-4787,197652] 3 2 [[1,1,0,1]] X6
+397176 g 2 [0,-1,0,-87532,9994660] 3 2 [[1,1,0,1]] X6
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+397176 i 1 [0,-1,0,-1302496,-564687812] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397176 i 2 [0,-1,0,-160056,-1522052532] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397176 j 1 [0,1,0,-9937,377891] 1 1 [] X1
+397176 k 1 [0,1,0,-4044,-99360] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397176 k 2 [0,1,0,-7424,87216] 6 2 [] X8
+397176 k 3 [0,1,0,-96344,11468976] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397176 k 4 [0,1,0,27416,700400] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397176 l 1 [0,1,0,-15070719,-22524022074] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397176 l 2 [0,1,0,-15093164,-22453589664] 6 2 [] X8
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+397176 l 4 [0,1,0,-6261224,-48511345440] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397176 m 1 [0,1,0,-25721,1575771] 1 1 [] X1
+397176 n 1 [0,1,0,-4321,-22717] 1 1 [] X1
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+397176 p 1 [0,1,0,-209,-1197] 1 1 [] X1
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+397179 a 1 [0,0,1,-309,2245] 1 1 [] X1
+397180 a 1 [0,0,0,-6712,213316] 1 1 [] X1
+397182 a 1 [1,1,0,-2,90] 1 1 [] X1
+397182 b 1 [1,0,1,879155,200689352] 1 1 [] X1
+397182 c 1 [1,0,1,-118272016,495065533022] 1 1 [] X1
+397182 d 1 [1,0,1,-8176,592670] 1 1 [] X1
+397182 d 2 [1,0,1,70529,-12624046] 1 1 [] X1
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+397182 f 1 [1,0,1,-71045,7261616] 3 2 [[1,1,0,1]] X6
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+397184 a 1 [0,0,0,-568,6304] 1 1 [] X1
+397184 b 1 [0,0,0,-142,-788] 1 1 [] X1
+397184 c 1 [0,1,0,42,310] 3 2 [[1,1,0,1]] X6
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+397184 d 1 [0,1,0,-123,-515] 3 2 [[1,1,0,1]] X6
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+397184 e 1 [0,0,0,172,-976] 1 1 [] X1
+397184 f 1 [0,0,0,172,976] 1 1 [] X1
+397184 g 1 [0,0,0,43,-122] 1 1 [] X1
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+397184 i 1 [0,-1,0,42,-310] 3 2 [[1,1,0,1]] X6
+397184 i 2 [0,-1,0,-493,-3627] 3 2 [[1,1,0,1]] X6
+397184 j 1 [0,-1,0,-123,515] 3 2 [[1,1,0,1]] X6
+397184 j 2 [0,-1,0,167,2313] 3 2 [[1,1,0,1]] X6
+397184 k 1 [0,0,0,-568,-6304] 1 1 [] X1
+397184 l 1 [0,0,0,-142,788] 1 1 [] X1
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+397185 b 1 [1,0,0,-10,-2275] 1 1 [] X1
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+397186 a 1 [1,0,0,-4308,107920] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397186 a 2 [1,0,0,-6868,-35952] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397188 a 1 [0,0,0,96,3764] 1 1 [] X1
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+397188 c 1 [0,0,0,3240,-185679] 3 2 [[1,1,0,1]] X6
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+397188 e 1 [0,0,0,-2148327696,38396454607492] 1 1 [] X1
+397190 a 1 [1,0,0,-2125,39057] 1 1 [] X1
+397190 b 1 [1,1,1,-3131,-68747] 1 1 [] X1
+397195 a 1 [0,-1,1,2964,-37454] 1 1 [] X1
+397195 b 1 [1,-1,0,-679,38040] 3 2 [[1,1,0,1]] X6
+397195 b 2 [1,-1,0,-21584,1221263] 3 2 [[1,1,0,1]] X6
+397198 a 1 [1,0,1,-251,-2490] 1 1 [] X1
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+397200 b 1 [0,-1,0,-52258,4612387] 1 1 [] X1
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+397200 q 2 [0,-1,0,-90913008,322404184512] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397200 q 3 [0,-1,0,-1440913008,21053004184512] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397200 q 4 [0,-1,0,-233905008,-941073127488] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397200 r 1 [0,-1,0,312,-5328] 3 2 [[1,1,0,1]] X6
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+397200 bj 1 [0,-1,0,-844608,-311436288] 1 1 [] X1
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+397200 cv 2 [0,1,0,-753008,-199956012] 6 2 [] X8
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+397200 cv 4 [0,1,0,-11345008,-14710996012] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397200 cw 1 [0,1,0,-8208,-182412] 1 1 [] X1
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+397200 dc 1 [0,1,0,-142658,8668563] 1 1 [] X1
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+397200 de 1 [0,1,0,-148408,-22064812] 1 1 [] X1
+397200 de 2 [0,1,0,115592,-88448812] 1 1 [] X1
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+397206 a 1 [1,-1,0,-40761,-5176467] 1 1 [] X1
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+397210 n 2 [1,1,1,-182936,-29891111] 3 2 [[1,1,0,1]] X6
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+397215 e 1 [0,0,1,-221157,-40031250] 1 1 [] X1
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+397215 g 1 [0,0,1,-91017,-10568968] 1 1 [] X1
+397215 h 1 [0,0,1,-2337,49822] 1 1 [] X1
+397215 i 1 [1,-1,1,-1000463,385398942] 3 2 [[1,1,0,1]] X6
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+397215 k 2 [1,-1,1,-306653,65272412] 6 2 [] X8
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+397215 r 2 [1,-1,1,-21638568767,-1021212094593234] 6 2 [] X8
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+397215 r 4 [1,-1,1,41509908058,-5865912717825774] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397215 s 1 [1,-1,1,-4622,-422904] 1 1 [] X1
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+397215 ba 1 [1,-1,0,-195795,1885780120] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397215 ba 2 [1,-1,0,-24110640,45023377531] 6 2 [] X8
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+397215 ba 4 [1,-1,0,-46385235,-51198417950] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+397215 bb 2 [1,-1,0,-1113120,336740571] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+397215 bb 3 [1,-1,0,-16513245,25830107496] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+397215 bb 4 [1,-1,0,-6276915,-5776159950] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
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+397215 bc 1 [1,-1,0,-24570,-1531985] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397215 bc 2 [1,-1,0,-397215,-96258344] 6 2 [] X8
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+397215 bc 4 [1,-1,0,-6355440,-6165306329] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397215 bd 1 [1,-1,0,-4270680,-3389796149] 3 2 [[1,1,0,1]] X6
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+397215 bf 2 [1,-1,0,-4977189,-4267543280] 6 2 [] X8
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+397215 bf 4 [1,-1,0,-79608564,-273373355255] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+397243 k 1 [1,0,1,-118704,14836413] 1 1 [] X1
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+397280 e 1 [0,-1,0,-150,440] 3 2 [[1,1,0,1]] X6
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+397280 f 1 [0,-1,0,-28230,-1816228] 3 2 [[1,1,0,1]] X6
+397280 f 2 [0,-1,0,-29185,-1685775] 3 2 [[1,1,0,1]] X6
+397282 a 1 [1,1,1,-2292,41269] 1 1 [] X1
+397286 a 1 [1,1,0,64,-256] 1 1 [] X1
+397286 b 1 [1,-1,1,2421,-47717] 1 1 [] X1
+397287 a 1 [0,0,1,-6807,287919] 1 1 [] X1
+397290 a 1 [1,1,0,-10598,-349548] 1 1 [] X1
+397290 b 1 [1,1,0,-176758,-22893788] 1 1 [] X1
+397290 c 1 [1,1,0,992,5632] 1 1 [] X1
+397290 d 1 [1,1,0,-319259328,-2116949225472] 1 1 [] X1
+397290 e 1 [1,1,0,-3648291367,-84820316155979] 1 1 [] X1
+397290 f 1 [1,1,0,-6341462,6145095636] 1 1 [] X1
+397290 g 1 [1,1,0,-387777,-95422059] 1 1 [] X1
+397290 h 1 [1,1,0,-4812679942,160482124138516] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 h 2 [1,1,0,-82209385222,9071985208100884] 6 2 [] X8
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+397290 h 4 [1,1,0,-87437967622,7852553260726804] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 i 1 [1,1,0,-7582,-257036] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 i 2 [1,1,0,-9582,-113436] 6 2 [] X8
+397290 i 3 [1,1,0,-87482,9842184] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 i 4 [1,1,0,36318,-838656] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 j 1 [1,1,0,-3897,89829] 1 1 [] X1
+397290 k 1 [1,1,0,-635362,125112436] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397290 k 2 [1,1,0,1864638,869612436] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397290 l 1 [1,1,0,-3738987,-829901619] 1 1 [] X1
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+397290 m 2 [1,0,1,-11193321544,-449424393370474] 1 1 [] X1
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+397290 o 2 [1,0,1,-82084,4488692546] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397290 p 1 [1,0,1,-1789,-29224] 1 1 [] X1
+397290 q 1 [1,0,1,-1994,35126] 1 1 [] X1
+397290 r 1 [1,0,1,-2711644,-1748519014] 3 2 [[1,1,0,1]] X6
+397290 r 2 [1,0,1,-43593564,-110788776038] 3 2 [[1,1,0,1]] X6
+397290 s 1 [1,0,1,407,35996] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 s 2 [1,0,1,-14173,625028] 6 2 [] X8
+397290 s 3 [1,0,1,-224503,40924256] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 s 4 [1,0,1,-37123,-1917832] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 t 1 [1,0,1,-21209498,-37597944244] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397290 t 2 [1,0,1,-21209578,-37597646452] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397290 t 3 [1,0,1,-21848358,-35212697444] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397290 t 4 [1,0,1,-20572078,-39963536452] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397290 u 1 [1,0,1,-2458,-62644] 1 1 [] X1
+397290 v 1 [1,0,1,-28033243,57119585306] 1 1 [] X1
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+397290 x 2 [1,0,1,-154353603,722621075518] 1 1 [] X1
+397290 y 1 [1,0,1,164997,43602886] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 y 2 [1,0,1,-1314683,476261318] 6 2 [] X8
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+397290 y 4 [1,0,1,-6333083,-5700385402] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 z 1 [1,0,1,-1102153,409550348] 1 1 [] X1
+397290 ba 1 [1,1,1,-67026,6651099] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397290 ba 2 [1,1,1,-66776,6703499] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397290 bb 1 [1,1,1,-291001,60299339] 1 1 [] X1
+397290 bc 1 [1,1,1,-1361,11183] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bc 2 [1,1,1,-9361,-344017] 6 2 [] X8
+397290 bc 3 [1,1,1,2039,-1114657] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bc 4 [1,1,1,-148761,-22146177] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bd 1 [1,1,1,-766,20909] 1 1 [] X1
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+397290 bf 2 [1,1,1,7977510,-1383307545] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397290 bg 1 [1,1,1,310,4595] 3 2 [[1,1,0,1]] X6
+397290 bg 2 [1,1,1,-2920,51107] 3 2 [[1,1,0,1]] X6
+397290 bh 1 [1,1,1,-3205,61595] 1 1 [] X1
+397290 bi 1 [1,1,1,5666791870,66076752264527] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397290 bi 2 [1,1,1,-24616083010,549318756449615] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397290 bi 3 [1,1,1,-320104083010,69653560778849615] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397290 bi 4 [1,1,1,-213654081090,-37626829340607153] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397290 bj 1 [1,0,0,-12333936,16668917760] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bj 2 [1,0,0,-13583936,13084667760] 6 2 [] X8
+397290 bj 3 [1,0,0,37858564,88571392260] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bj 4 [1,0,0,-85026436,-291789056740] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bk 1 [1,0,0,-1856,76416] 1 1 [] X1
+397290 bl 1 [1,0,0,-61286,-4719900] 1 1 [] X1
+397290 bm 1 [1,0,0,22199,1895705] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bm 2 [1,0,0,-162121,19922201] 6 2 [] X8
+397290 bm 3 [1,0,0,-2442121,1468634201] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bm 4 [1,0,0,-831241,-274356775] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397290 bn 1 [1,0,0,-120,-600] 1 1 [] X1
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+397314 a 1 [1,-1,1,-4145,-101667] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397314 a 2 [1,-1,1,-4235,-96951] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397318 a 1 [1,0,0,1197813,883789297] 1 1 [] X1
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+397320 a 2 [0,-1,0,-512216,105695580] 6 2 [] X8
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+397320 c 2 [0,-1,0,-112376,-10145124] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+397320 c 3 [0,-1,0,-679376,207809676] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+397320 c 4 [0,-1,0,-1644896,-811346580] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+397320 d 1 [0,-1,0,-98528911,-376239311360] 3 2 [[1,1,0,1]] X6
+397320 d 2 [0,-1,0,-81732036,-508692748860] 3 2 [[1,1,0,1]] X6
+397320 e 1 [0,-1,0,24464,4034140] 3 2 [[1,1,0,1]] X6
+397320 e 2 [0,-1,0,-280456,51235756] 3 2 [[1,1,0,1]] X6
+397320 f 1 [0,-1,0,-65416,-9415940] 3 2 [[1,1,0,1]] X6
+397320 f 2 [0,-1,0,-1176736,-490839764] 3 2 [[1,1,0,1]] X6
+397320 g 1 [0,-1,0,-21489291,38320132680] 3 2 [[1,1,0,1]] X6
+397320 g 2 [0,-1,0,-343754916,2453249820180] 3 2 [[1,1,0,1]] X6
+397320 h 1 [0,-1,0,-936,-11364] 1 1 [] X1
+397320 i 1 [0,-1,0,-589401,-173970099] 1 1 [] X1
+397320 j 1 [0,-1,0,645904,-361880484] 3 2 [[1,1,0,1]] X6
+397320 j 2 [0,-1,0,-5404616,-4033336020] 3 2 [[1,1,0,1]] X6
+397320 k 1 [0,-1,0,-66276,-5227740] 3 2 [[1,1,0,1]] X6
+397320 k 2 [0,-1,0,142704,-31726404] 3 2 [[1,1,0,1]] X6
+397320 l 1 [0,-1,0,-1853321,-970505139] 1 1 [] X1
+397320 m 1 [0,-1,0,6064,-1266660] 3 2 [[1,1,0,1]] X6
+397320 m 2 [0,-1,0,-144856,-20161844] 3 2 [[1,1,0,1]] X6
+397320 n 1 [0,-1,0,-920591,-339664920] 3 2 [[1,1,0,1]] X6
+397320 n 2 [0,-1,0,-893716,-360455420] 3 2 [[1,1,0,1]] X6
+397320 o 1 [0,-1,0,-24256,1396396] 1 1 [] X1
+397320 p 1 [0,-1,0,-165551,24514260] 3 2 [[1,1,0,1]] X6
+397320 p 2 [0,-1,0,133924,103096500] 3 2 [[1,1,0,1]] X6
+397320 q 1 [0,-1,0,804,-5004] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 q 2 [0,-1,0,-3696,-39204] 6 2 [] X8
+397320 q 3 [0,-1,0,-29496,1931916] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 q 4 [0,-1,0,-49896,-4271124] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 r 1 [0,-1,0,-5831,-68100] 3 2 [[1,1,0,1]] X6
+397320 r 2 [0,-1,0,21044,-541100] 3 2 [[1,1,0,1]] X6
+397320 s 1 [0,-1,0,-1086951,-214599924] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 s 2 [0,-1,0,-8468076,9339528276] 6 2 [] X8
+397320 s 3 [0,-1,0,-134900976,603118999836] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 s 4 [0,-1,0,-133176,26906163516] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 t 1 [0,-1,0,-182491,31754416] 3 2 [[1,1,0,1]] X6
+397320 t 2 [0,-1,0,-2965236,1966318740] 3 2 [[1,1,0,1]] X6
+397320 u 1 [0,-1,0,-28711996,59226133876] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+397320 u 2 [0,-1,0,-28713616,59219117980] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+397320 u 3 [0,-1,0,-25385416,73465145260] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+397320 u 4 [0,-1,0,-32067736,44524047436] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+397320 v 1 [0,-1,0,-186891,-31030020] 3 2 [[1,1,0,1]] X6
+397320 v 2 [0,-1,0,-207516,-23737020] 3 2 [[1,1,0,1]] X6
+397320 w 1 [0,-1,0,-3018471,3302599896] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 w 2 [0,-1,0,-56384916,162932310180] 6 2 [] X8
+397320 w 3 [0,-1,0,-902080536,10428662302236] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 w 4 [0,-1,0,-64552416,112649913180] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 x 1 [0,-1,0,1084,6756] 3 2 [[1,1,0,1]] X6
+397320 x 2 [0,-1,0,-4936,62140] 3 2 [[1,1,0,1]] X6
+397320 y 1 [0,-1,0,-8455536,9233266140] 3 2 [[1,1,0,1]] X6
+397320 y 2 [0,-1,0,-19740456,-20617604244] 3 2 [[1,1,0,1]] X6
+397320 z 1 [0,-1,0,-2871,-55404] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 z 2 [0,-1,0,-8316,223380] 6 2 [] X8
+397320 z 3 [0,-1,0,-123816,16809180] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 z 4 [0,-1,0,20064,1392636] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 ba 1 [0,-1,0,-15356,-727020] 3 2 [[1,1,0,1]] X6
+397320 ba 2 [0,-1,0,-12776,-981924] 3 2 [[1,1,0,1]] X6
+397320 bb 1 [0,-1,0,-516,54180] 3 2 [[1,1,0,1]] X6
+397320 bb 2 [0,-1,0,-24816,1502460] 3 2 [[1,1,0,1]] X6
+397320 bc 1 [0,-1,0,595884,525171780] 3 2 [[1,1,0,1]] X6
+397320 bc 2 [0,-1,0,-7262736,6802637436] 3 2 [[1,1,0,1]] X6
+397320 bd 1 [0,-1,0,160768460,14240302080100] 3 2 [[1,1,0,1]] X6
+397320 bd 2 [0,-1,0,-7925751520,263696505031132] 3 2 [[1,1,0,1]] X6
+397320 be 1 [0,-1,0,-155,12] 3 2 [[1,1,0,1]] X6
+397320 be 2 [0,-1,0,-1660,26500] 3 2 [[1,1,0,1]] X6
+397320 bf 1 [0,-1,0,-96020,11459460] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 bf 2 [0,-1,0,-133000,1859452] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 bf 3 [0,-1,0,529200,14308812] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 bf 4 [0,-1,0,-1386880,-625582100] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 bg 1 [0,-1,0,-1687180,-712669100] 3 2 [[1,1,0,1]] X6
+397320 bg 2 [0,-1,0,3083240,-4015707908] 3 2 [[1,1,0,1]] X6
+397320 bh 1 [0,-1,0,-8720,-310068] 1 1 [] X1
+397320 bi 1 [0,-1,0,13580,-9403100] 3 2 [[1,1,0,1]] X6
+397320 bi 2 [0,-1,0,-593920,-170512100] 3 2 [[1,1,0,1]] X6
+397320 bj 1 [0,-1,0,-621780,319345380] 3 2 [[1,1,0,1]] X6
+397320 bj 2 [0,-1,0,-11752760,15506454492] 3 2 [[1,1,0,1]] X6
+397320 bk 1 [0,-1,0,-51814575,14513335177500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bk 2 [0,-1,0,-9243142700,337503958552500] 6 2 [] X8
+397320 bk 3 [0,-1,0,-147344375200,21769544711213500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bk 4 [0,-1,0,-18203160200,-423283959358500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bl 1 [0,-1,0,65,-8900] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bl 2 [0,-1,0,-6060,-175500] 6 2 [] X8
+397320 bl 3 [0,-1,0,-13760,369660] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bl 4 [0,-1,0,-96360,-11481060] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bm 1 [0,-1,0,17460,-3689388] 3 2 [[1,1,0,1]] X6
+397320 bm 2 [0,-1,0,-277520,-52184100] 3 2 [[1,1,0,1]] X6
+397320 bn 1 [0,-1,0,-9135,326592] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 bn 2 [0,-1,0,-24260,-1016508] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 bn 3 [0,-1,0,64840,-6825828] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 bn 4 [0,-1,0,-355360,-81407588] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 bo 1 [0,-1,0,-1160,-9348] 3 2 [[1,1,0,1]] X6
+397320 bo 2 [0,-1,0,-16640,-820500] 3 2 [[1,1,0,1]] X6
+397320 bp 1 [0,-1,0,-1154895,177582132] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 bp 2 [0,-1,0,-10012700,-12067447500] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 bp 3 [0,-1,0,-2000080,-30852233828] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 bp 4 [0,-1,0,-159750200,-777106282500] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 bq 1 [0,-1,0,-34655,1461660] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bq 2 [0,-1,0,-487660,131202292] 6 2 [] X8
+397320 bq 3 [0,-1,0,-7801960,8390509852] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bq 4 [0,-1,0,-421440,168047100] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 br 1 [0,-1,0,-437480,107001900] 1 1 [] X1
+397320 bs 1 [0,-1,0,-4740,28260] 3 2 [[1,1,0,1]] X6
+397320 bs 2 [0,-1,0,18480,204732] 3 2 [[1,1,0,1]] X6
+397320 bt 1 [0,-1,0,-6885075,2038612500] 3 2 [[1,1,0,1]] X6
+397320 bt 2 [0,-1,0,26193300,15905067300] 3 2 [[1,1,0,1]] X6
+397320 bu 1 [0,-1,0,-121220,38748900] 3 2 [[1,1,0,1]] X6
+397320 bu 2 [0,-1,0,-2611400,1623499452] 3 2 [[1,1,0,1]] X6
+397320 bv 1 [0,-1,0,-34475,2475252] 3 2 [[1,1,0,1]] X6
+397320 bv 2 [0,-1,0,-35980,2248900] 3 2 [[1,1,0,1]] X6
+397320 bw 1 [0,-1,0,-486340,-668620028] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 bw 2 [0,-1,0,-14834520,-21909665700] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 bw 3 [0,-1,0,-22118720,1857222060] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 bw 4 [0,-1,0,-237121200,-1405333047348] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 bx 1 [0,-1,0,-1475,-21000] 3 2 [[1,1,0,1]] X6
+397320 bx 2 [0,-1,0,-2980,30772] 3 2 [[1,1,0,1]] X6
+397320 by 1 [0,1,0,-11396,622080] 3 2 [[1,1,0,1]] X6
+397320 by 2 [0,1,0,-198896,34072080] 3 2 [[1,1,0,1]] X6
+397320 bz 1 [0,1,0,-231,-12246] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bz 2 [0,1,0,-9476,-356160] 6 2 [] X8
+397320 bz 3 [0,1,0,-15496,144704] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 bz 4 [0,1,0,-151376,-22719600] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 ca 1 [0,1,0,709844,-367459456] 3 2 [[1,1,0,1]] X6
+397320 ca 2 [0,1,0,-5439376,-3953684560] 3 2 [[1,1,0,1]] X6
+397320 cb 1 [0,1,0,67209,10917270] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 cb 2 [0,1,0,-521036,117507264] 6 2 [] X8
+397320 cb 3 [0,1,0,-7895536,8536236464] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 cb 4 [0,1,0,-2558456,-1470050400] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 cc 1 [0,1,0,452605544524,115843529306336640] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+397320 cc 2 [0,1,0,-2599152267976,1095550560556336640] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+397320 cc 3 [0,1,0,-37762011642976,89302652253668836640] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+397320 cc 4 [0,1,0,-16264417892976,-24410252304431163360] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+397320 cd 1 [0,1,0,2247944,807432800] 1 1 [] X1
+397320 ce 1 [0,1,0,-11571,-265926] 3 2 [[1,1,0,1]] X6
+397320 ce 2 [0,1,0,-85316,9379920] 3 2 [[1,1,0,1]] X6
+397320 cf 1 [0,1,0,-15576,126720] 3 2 [[1,1,0,1]] X6
+397320 cf 2 [0,1,0,-154896,-23390496] 3 2 [[1,1,0,1]] X6
+397320 cg 1 [0,1,0,-191191,-32239966] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 cg 2 [0,1,0,-200436,-28959840] 6 2 [] X8
+397320 cg 3 [0,1,0,-928856,317185344] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 cg 4 [0,1,0,380064,-165029040] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397320 ch 1 [0,1,0,-856336,80082464] 1 1 [] X1
+397320 ci 1 [0,1,0,-546371,108188574] 3 2 [[1,1,0,1]] X6
+397320 ci 2 [0,1,0,-3329116,-2254918480] 3 2 [[1,1,0,1]] X6
+397320 cj 1 [0,1,0,-739815956,-7745464754976] 3 2 [[1,1,0,1]] X6
+397320 cj 2 [0,1,0,-739813376,-7745521475760] 3 2 [[1,1,0,1]] X6
+397320 ck 1 [0,1,0,-4751,-127110] 3 2 [[1,1,0,1]] X6
+397320 ck 2 [0,1,0,-2276,-256800] 3 2 [[1,1,0,1]] X6
+397320 cl 1 [0,1,0,-8850511,-10137411190] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 cl 2 [0,1,0,-8853636,-10129897440] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 cl 3 [0,1,0,-11455136,-3692745840] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 cl 4 [0,1,0,-6302136,-16086119040] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 cm 1 [0,1,0,-9371,-122490] 3 2 [[1,1,0,1]] X6
+397320 cm 2 [0,1,0,-83116,9110384] 3 2 [[1,1,0,1]] X6
+397320 cn 1 [0,1,0,-8135776,3425045984] 1 1 [] X1
+397320 co 1 [0,1,0,2324,-54880] 3 2 [[1,1,0,1]] X6
+397320 co 2 [0,1,0,-15496,-568096] 3 2 [[1,1,0,1]] X6
+397320 cp 1 [0,1,0,55360944,-6423443856] 3 2 [[1,1,0,1]] X6
+397320 cp 2 [0,1,0,-221646776,-51631103760] 3 2 [[1,1,0,1]] X6
+397320 cq 1 [0,1,0,-236,2880] 3 2 [[1,1,0,1]] X6
+397320 cq 2 [0,1,0,-4856,128544] 3 2 [[1,1,0,1]] X6
+397320 cr 1 [0,1,0,-650116,348884000] 3 2 [[1,1,0,1]] X6
+397320 cr 2 [0,1,0,-12389536,16774680464] 3 2 [[1,1,0,1]] X6
+397320 cs 1 [0,1,0,-12815,549150] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 cs 2 [0,1,0,-22940,-451200] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 cs 3 [0,1,0,85960,-3413280] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 cs 4 [0,1,0,-293840,-61349520] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 ct 1 [0,1,0,-40815,-3158190] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 ct 2 [0,1,0,-73620,2602368] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 ct 3 [0,1,0,-946800,353970000] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 ct 4 [0,1,0,274680,20435328] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 cu 1 [0,1,0,440,3968] 3 2 [[1,1,0,1]] X6
+397320 cu 2 [0,1,0,-2640,36000] 3 2 [[1,1,0,1]] X6
+397320 cv 1 [0,1,0,11815,1771083] 1 1 [] X1
+397320 cw 1 [0,1,0,-595,-2782] 3 2 [[1,1,0,1]] X6
+397320 cw 2 [0,1,0,-8020,-278992] 3 2 [[1,1,0,1]] X6
+397320 cx 1 [0,1,0,-245355,-46808622] 3 2 [[1,1,0,1]] X6
+397320 cx 2 [0,1,0,-312180,-19356912] 3 2 [[1,1,0,1]] X6
+397320 cy 1 [0,1,0,-775,-8302] 3 2 [[1,1,0,1]] X6
+397320 cy 2 [0,1,0,300,-28512] 3 2 [[1,1,0,1]] X6
+397320 cz 1 [0,1,0,792385,-17443602] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 cz 2 [0,1,0,-3177020,-142876800] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 cz 3 [0,1,0,-33738320,75135717360] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 cz 4 [0,1,0,-36126200,-83385685152] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 da 1 [0,1,0,2060,78848] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397320 da 2 [0,1,0,-19720,915200] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397320 da 3 [0,1,0,-303520,64259360] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397320 da 4 [0,1,0,-84400,-8553952] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397320 db 1 [0,1,0,-81240,-8934912] 3 2 [[1,1,0,1]] X6
+397320 db 2 [0,1,0,-96720,-5306400] 3 2 [[1,1,0,1]] X6
+397320 dc 1 [0,1,0,110560,-20777712] 1 1 [] X1
+397320 dd 1 [0,1,0,-1892815,1001698490] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X36n
+397320 dd 2 [0,1,0,-1893220,1001247968] 24 4 [[3,0,0,1],[1,2,0,1]] X25n
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+397488 bg 1 [0,-1,0,-35884,-15197300] 1 1 [] X1
+397488 bh 1 [0,-1,0,-242909,51519168] 3 2 [[1,1,0,1]] X6
+397488 bh 2 [0,-1,0,-4010764,3092931724] 3 2 [[1,1,0,1]] X6
+397488 bi 1 [0,-1,0,-325719,71641998] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+397488 bi 2 [0,-1,0,-367124,52314144] 12 4 [[3,0,0,1],[3,2,2,3],[3,0,0,3]] X24
+397488 bi 3 [0,-1,0,1123456,368317104] 12 4 [[3,3,0,1],[3,0,0,3],[1,2,0,1]] X27
+397488 bi 4 [0,-1,0,-2520184,-1501333952] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+397488 bj 1 [0,-1,0,-157209264,1054246933440] 1 1 [] X1
+397488 bk 1 [0,-1,0,2336,8800] 1 1 [] X1
+397488 bl 1 [0,-1,0,-6495064,3262559728] 1 1 [] X1
+397488 bm 1 [0,-1,0,1082051,-93356927] 1 1 [] X1
+397488 bn 1 [0,-1,0,61,2430] 1 1 [] X1
+397488 bo 1 [0,-1,0,-4689169,2525487028] 3 2 [[1,1,0,1]] X6
+397488 bo 2 [0,-1,0,-67379524,212864166124] 3 2 [[1,1,0,1]] X6
+397488 bp 1 [0,-1,0,-77289,-6812196] 3 2 [[1,1,0,1]] X6
+397488 bp 2 [0,-1,0,-367124,79442700] 3 2 [[1,1,0,1]] X6
+397488 bq 1 [0,-1,0,3110896,1259882688] 1 1 [] X1
+397488 br 1 [0,-1,0,-316765024,536676687520] 1 1 [] X1
+397488 bs 1 [0,-1,0,-2188944,883859040] 1 1 [] X1
+397488 bt 1 [0,-1,0,5521,193530] 48 16 [[5,5,0,5],[7,0,0,7],[1,0,8,3],[5,0,0,3]] X228
+397488 bt 2 [0,-1,0,-35884,1965664] 48 8 [[7,0,0,7],[5,2,0,5],[7,0,4,3],[5,2,0,3]] X190
+397488 bt 3 [0,-1,0,-532744,149831200] 48 16 [[5,5,0,5],[7,0,0,7],[1,0,0,7],[1,0,8,3]] X219
+397488 bt 4 [0,-1,0,-201504,-33145776] 48 8 [[5,2,4,1],[7,0,0,7],[3,0,4,3],[1,0,4,7]] X204
+397488 bt 5 [0,-1,0,129736,-131722800] 48 8 [[7,0,0,7],[5,5,0,1],[3,0,0,1]] X197
+397488 bt 6 [0,-1,0,-3182664,-2184350832] 48 16 [[7,7,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,3]] X234
+397488 bu 1 [0,-1,0,-576,-4941] 2 2 [[0,1,1,1]] X2
+397488 bv 1 [0,-1,0,12619,-12188931] 1 1 [] X1
+397488 bw 1 [0,-1,0,-3489061,2871207949] 1 1 [] X1
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+397488 bx 2 [0,-1,0,-58816,-30506048] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 by 1 [0,-1,0,-14378576,-21257017536] 1 1 [] X1
+397488 bz 1 [0,-1,0,-1486,-12221] 2 2 [[0,1,1,1]] X2
+397488 ca 1 [0,-1,0,-16956,-683073] 2 2 [[0,1,1,1]] X2
+397488 cb 1 [0,-1,0,43919664,-368200443456] 1 1 [] X1
+397488 cc 1 [0,-1,0,12451864,382626672] 1 1 [] X1
+397488 cd 1 [0,-1,0,-466496,-4707207168] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 ce 1 [0,-1,0,-16407421,64237293457] 1 1 [] X1
+397488 cf 1 [0,-1,0,-52446,4640427] 4 4 [[1,1,1,2],[1,0,2,3]] X2a
+397488 cg 1 [0,-1,0,-237813,46709181] 1 1 [] X1
+397488 cg 2 [0,-1,0,-19500693,33151894749] 1 1 [] X1
+397488 ch 1 [0,-1,0,152,64] 1 1 [] X1
+397488 ci 1 [0,-1,0,-210968,-66648336] 1 1 [] X1
+397488 cj 1 [0,-1,0,-258288,50610624] 1 1 [] X1
+397488 cj 2 [0,-1,0,-8018768,-8734555584] 1 1 [] X1
+397488 ck 1 [0,-1,0,-2594713,3121848976] 3 2 [[1,1,0,1]] X6
+397488 ck 2 [0,-1,0,-51576828,142505355420] 3 2 [[1,1,0,1]] X6
+397488 cl 1 [0,-1,0,364152,-122978064] 1 1 [] X1
+397488 cl 2 [0,-1,0,-369197768,-2730342566160] 1 1 [] X1
+397488 cm 1 [0,-1,0,-2123,-35790] 6 4 [[1,0,0,3],[1,1,2,3]] X12
+397488 cm 2 [0,-1,0,-5308,100528] 6 4 [[1,0,0,3],[1,1,2,3]] X12
+397488 cn 1 [0,-1,0,-7128,234480] 1 1 [] X1
+397488 cn 2 [0,-1,0,7432,-16818192] 1 1 [] X1
+397488 co 1 [0,-1,0,-27603,-800190] 3 2 [[1,1,0,1]] X6
+397488 co 2 [0,-1,0,96612,-6116592] 3 2 [[1,1,0,1]] X6
+397488 cp 1 [0,-1,0,-20274648,35138182416] 1 1 [] X1
+397488 cq 1 [0,-1,0,96612,30054816] 12 8 [[1,2,0,1],[1,3,2,3],[5,0,0,1],[7,5,0,1]] X43
+397488 cq 2 [0,-1,0,-1062728,375074400] 12 4 [[1,0,2,3],[1,1,2,3]] X23
+397488 cr 1 [0,-1,0,-119968,16030624] 1 1 [] X1
+397488 cs 1 [0,-1,0,61541632,-269936640000] 1 1 [] X1
+397488 cs 2 [0,-1,0,-62394422848,-5998812195544832] 1 1 [] X1
+397488 ct 1 [0,-1,0,-1683803,835713306] 3 2 [[1,1,0,1]] X6
+397488 ct 2 [0,-1,0,-565868,1927265040] 3 2 [[1,1,0,1]] X6
+397488 cu 1 [0,-1,0,-358843,-80065922] 6 4 [[1,0,0,3],[1,1,2,3]] X12
+397488 cu 2 [0,-1,0,-897108,217271664] 6 4 [[1,0,0,3],[1,1,2,3]] X12
+397488 cv 1 [0,-1,0,-1204688,510333888] 1 1 [] X1
+397488 cv 2 [0,-1,0,1255952,-36944543936] 1 1 [] X1
+397488 cw 1 [0,-1,0,-43650728,111016938096] 1 1 [] X1
+397488 cw 2 [0,-1,0,-1355171848,-19195239305360] 1 1 [] X1
+397488 cx 1 [0,-1,0,-40190453,102459308925] 1 1 [] X1
+397488 cx 2 [0,-1,0,-3295617173,72821530294941] 1 1 [] X1
+397488 cy 1 [0,-1,0,25632,243216] 1 1 [] X1
+397488 cz 1 [0,-1,0,-3025325,-2073377151] 1 1 [] X1
+397488 da 1 [0,-1,0,-8863430,10159564479] 2 2 [[0,1,1,1]] X2
+397488 db 1 [0,-1,0,1464160,361559808] 1 1 [] X1
+397488 dc 1 [0,-1,0,-2760,-2141712] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 dd 1 [0,-1,0,-187484600,-13609899044496] 1 1 [] X1
+397488 de 1 [0,-1,0,73680,151488] 1 1 [] X1
+397488 df 1 [0,-1,0,-251190,-27854217] 2 2 [[0,1,1,1]] X2
+397488 dg 1 [0,-1,0,-2865620,-1512173781] 2 2 [[0,1,1,1]] X2
+397488 dh 1 [0,-1,0,50475,573273] 1 1 [] X1
+397488 di 1 [0,-1,0,-1327720,596210224] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 di 2 [0,-1,0,-9939960,-67061547216] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 dj 1 [0,-1,0,328480,163610784] 1 1 [] X1
+397488 dk 1 [0,-1,0,-97400,-11244897] 2 2 [[0,1,1,1]] X2
+397488 dl 1 [0,-1,0,-2760,81330768] 1 1 [] X1
+397488 dm 1 [0,-1,0,-8378400,9337974528] 1 1 [] X1
+397488 dn 1 [0,-1,0,-2760,129648] 1 1 [] X1
+397488 dn 2 [0,-1,0,-381320,-93904656] 1 1 [] X1
+397488 do 1 [0,-1,0,-1577,-65547] 1 1 [] X1
+397488 dp 1 [0,-1,0,-598992,-117413232] 3 2 [[1,1,0,1]] X6
+397488 dp 2 [0,-1,0,1719688,-807452400] 3 2 [[1,1,0,1]] X6
+397488 dq 1 [0,-1,0,-764612,257417952] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 dq 2 [0,-1,0,-930232,137906560] 6 2 [] X8
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+397488 dq 4 [0,-1,0,-7886272,-8426369888] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 dr 1 [0,-1,0,-2586432,33426201600] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 dr 2 [0,-1,0,-172181312,861727595520] 6 2 [] X8
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+397488 dr 4 [0,-1,0,-309977152,-712341843968] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 ds 1 [0,-1,0,-53533289112,1178864549325072] 1 1 [] X1
+397488 dt 1 [0,-1,0,-12952,406288] 1 1 [] X1
+397488 du 1 [0,-1,0,10253,5379802] 1 1 [] X1
+397488 dv 1 [0,-1,0,-792469617,5545325122128] 3 2 [[1,1,0,1]] X6
+397488 dv 2 [0,-1,0,-11387139612,467617024416060] 3 2 [[1,1,0,1]] X6
+397488 dw 1 [0,-1,0,-309157,-71793203] 1 1 [] X1
+397488 dw 2 [0,-1,0,-120880517,511994772717] 1 1 [] X1
+397488 dx 1 [0,-1,0,-38432,1496832] 1 1 [] X1
+397488 dy 1 [0,-1,0,-930232,480143728] 1 1 [] X1
+397488 dz 1 [0,-1,0,-60727,37391782] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 dz 2 [0,-1,0,-2089572,1158125760] 6 2 [] X8
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+397488 dz 4 [0,-1,0,-3248912,-269253648] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 ea 1 [0,-1,0,394728,20912592] 1 1 [] X1
+397488 eb 1 [0,-1,0,-60727,-297193742] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 eb 2 [0,-1,0,-7058172,-7129499040] 6 2 [] X8
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+397488 eb 4 [0,-1,0,-112558112,-459597641712] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 ec 1 [0,-1,0,-212,-6852] 1 1 [] X1
+397488 ed 1 [0,-1,0,-212,-1392] 1 1 [] X1
+397488 ee 1 [0,-1,0,-3397,-176567] 1 1 [] X1
+397488 ef 1 [0,-1,0,-269565872,-1950482515008] 1 1 [] X1
+397488 eg 1 [0,-1,0,-63912,-3976272] 3 2 [[1,1,0,1]] X6
+397488 eg 2 [0,-1,0,-420632,102183600] 3 2 [[1,1,0,1]] X6
+397488 eh 1 [0,-1,0,63488,-13138880] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 eh 2 [0,-1,0,-598992,-153584640] 6 2 [] X8
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+397488 eh 4 [0,-1,0,-9211232,-10756974528] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 ei 1 [0,-1,0,-4941706072,133711408045552] 3 2 [[1,1,0,1]] X6
+397488 ei 2 [0,-1,0,-4904607192,135817793414640] 3 2 [[1,1,0,1]] X6
+397488 ej 1 [0,-1,0,-202844672,1116097372272] 1 1 [] X1
+397488 ek 1 [0,-1,0,-143537,-24624627] 1 1 [] X1
+397488 el 1 [0,-1,0,-2188944,2764772256] 1 1 [] X1
+397488 em 1 [0,-1,0,-627384,-371464848] 1 1 [] X1
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+397488 er 1 [0,-1,0,-13313730824,-594664239511824] 1 1 [] X1
+397488 es 1 [0,-1,0,-326987509,2276348158057] 1 1 [] X1
+397488 et 1 [0,-1,0,-10404,-404613] 2 2 [[0,1,1,1]] X2
+397488 eu 1 [0,-1,0,-45250144,118246298416] 8 4 [[3,3,0,1],[1,1,3,0]] X20
+397488 ev 1 [0,-1,0,-74104,14410096] 8 4 [[3,3,0,1],[1,1,3,0]] X20
+397488 ew 1 [0,-1,0,6704,-4507712] 48 8 [[5,0,0,1],[7,7,2,1],[3,3,0,1]] X191
+397488 ew 2 [0,-1,0,-371856,-84762432] 48 8 [[1,1,0,3],[1,0,0,5],[3,3,2,5]] X196
+397488 ex 1 [0,-1,0,-568416,115728768] 1 1 [] X1
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+397488 ey 2 [0,-1,0,4667724,19482720048] 3 2 [[1,1,0,1]] X6
+397488 ez 1 [0,-1,0,-34915456,-44612882432] 1 1 [] X1
+397488 fa 1 [0,-1,0,-10072456,-12605161232] 1 1 [] X1
+397488 fb 1 [0,-1,0,-91433281,-337409126627] 1 1 [] X1
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+397488 fc 2 [0,-1,0,-300876,-63255492] 3 2 [[1,1,0,1]] X6
+397488 fd 1 [0,-1,0,-241277976,-1442883581712] 1 1 [] X1
+397488 fe 1 [0,-1,0,-1004761,-393336152] 1 1 [] X1
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+397488 ff 2 [0,-1,0,-1625836,-1022360912] 3 2 [[1,1,0,1]] X6
+397488 fg 1 [0,1,0,328480,1545488244] 48 8 [[5,0,0,1],[7,7,2,1],[3,3,0,1]] X191
+397488 fg 2 [0,1,0,-18220960,29109956084] 48 8 [[1,1,0,3],[1,0,0,5],[3,3,2,5]] X196
+397488 fh 1 [0,1,0,38645,9362744] 3 2 [[1,1,0,1]] X6
+397488 fh 2 [0,1,0,-499620,123474924] 3 2 [[1,1,0,1]] X6
+397488 fi 1 [0,1,0,-493550360,4324557403284] 1 1 [] X1
+397488 fj 1 [0,1,0,-712560,129863124] 1 1 [] X1
+397488 fk 1 [0,1,0,-24963605,-48015742566] 12 8 [[1,2,0,1],[5,0,4,1],[7,5,2,1],[7,5,0,1]] X45
+397488 fk 2 [0,1,0,-24705620,-49056454056] 12 8 [[1,1,2,7],[1,3,0,7],[1,3,2,7],[1,0,4,1]] X39
+397488 fl 1 [0,1,0,-4924040,4205250804] 1 1 [] X1
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+397488 fm 2 [0,1,0,-46541980,122196677084] 24 8 [[3,1,6,7],[1,1,6,7],[1,1,6,3]] X89
+397488 fn 1 [0,1,0,-1865985,983166939] 1 1 [] X1
+397488 fo 1 [0,1,0,-20505,1140894] 1 1 [] X1
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+397488 fp 2 [0,1,0,69292648,-296803439724] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 fq 1 [0,1,0,-30741832,127473926516] 1 1 [] X1
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+397488 fs 1 [0,1,0,-19322,-1013349] 2 2 [[0,1,1,1]] X2
+397488 ft 1 [0,1,0,-1758332,-338381289] 2 2 [[0,1,1,1]] X2
+397488 fu 1 [0,1,0,-38898617,133321430451] 1 1 [] X1
+397488 fv 1 [0,1,0,187703,38801699] 1 1 [] X1
+397488 fw 1 [0,1,0,6315643,69659752371] 1 1 [] X1
+397488 fw 2 [0,1,0,-8519801957,302683183208979] 1 1 [] X1
+397488 fx 1 [0,1,0,394728,96644484] 8 4 [[3,3,0,1],[1,1,3,0]] X20
+397488 fy 1 [0,1,0,-16022387957,-780755373437649] 1 1 [] X1
+397488 fz 1 [0,1,0,-212,1119] 2 2 [[0,1,1,1]] X2
+397488 ga 1 [0,1,0,-9236712,-10808071884] 1 1 [] X1
+397488 ga 2 [0,1,0,19046088,-55874710956] 1 1 [] X1
+397488 gb 1 [0,1,0,-849,-2430] 3 2 [[1,1,0,1]] X6
+397488 gb 2 [0,1,0,-10404,-411384] 3 2 [[1,1,0,1]] X6
+397488 gc 1 [0,1,0,-77289,22637187] 1 1 [] X1
+397488 gd 1 [0,1,0,-965904,-365939820] 1 1 [] X1
+397488 ge 1 [0,1,0,-1981919,1031536260] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36a
+397488 ge 2 [0,1,0,-5335724,-3384754164] 24 8 [[3,0,0,5],[3,0,4,1],[5,0,0,1],[1,2,0,5],[3,0,0,3]] X25k
+397488 ge 3 [0,1,0,14041816,-22304984220] 24 16 [[1,1,0,1],[7,0,8,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36b
+397488 ge 4 [0,1,0,-78374144,-267053450364] 24 8 [[1,0,0,5],[1,2,0,1],[1,0,0,3],[3,0,0,1],[1,0,4,1]] X25a
+397488 ge 5 [0,1,0,-71418104,-316382903628] 24 16 [[7,7,0,7],[7,0,8,7],[7,0,0,1],[3,0,0,7],[3,0,0,3]] X36r
+397488 ge 6 [0,1,0,-1253944904,-17091351939180] 24 8 [[7,7,0,7],[1,0,0,7],[3,0,0,7],[3,0,0,3]] X36o
+397488 gf 1 [0,1,0,-12224,338820] 3 2 [[1,1,0,1]] X6
+397488 gf 2 [0,1,0,35096,2364116] 3 2 [[1,1,0,1]] X6
+397488 gg 1 [0,1,0,-7488784,-7672788460] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397488 gg 2 [0,1,0,-18088464,18881529876] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397488 gg 3 [0,1,0,-259231184,1606082912916] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397488 gg 4 [0,1,0,53459376,131326115220] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397488 gh 1 [0,1,0,-6309,207507] 1 1 [] X1
+397488 gh 2 [0,1,0,-2466949,-1493400973] 1 1 [] X1
+397488 gi 1 [0,1,0,502381,-1846276860] 1 1 [] X1
+397488 gj 1 [0,1,0,6423296,-2592096844] 3 2 [[1,1,0,1]] X6
+397488 gj 2 [0,1,0,-28025664,-21621702348] 3 2 [[1,1,0,1]] X6
+397488 gj 3 [0,1,0,-587821264,5488692698516] 3 2 [[1,1,0,1]] X6
+397488 gj 4 [0,1,0,-9406755024,351159147928980] 3 2 [[1,1,0,1]] X6
+397488 gk 1 [0,1,0,-354384,-81216108] 3 2 [[1,1,0,1]] X6
+397488 gk 2 [0,1,0,-252464,-128792364] 3 2 [[1,1,0,1]] X6
+397488 gk 3 [0,1,0,-10597344,13270038900] 3 2 [[1,1,0,1]] X6
+397488 gk 4 [0,1,0,-8966624,17494908276] 3 2 [[1,1,0,1]] X6
+397488 gl 1 [0,1,0,419571,177284862] 3 2 [[1,1,0,1]] X6
+397488 gl 2 [0,1,0,-3348284,1936119576] 3 2 [[1,1,0,1]] X6
+397488 gm 1 [0,1,0,-10404,2371032] 1 1 [] X1
+397488 gn 1 [0,1,0,-10404,498252] 1 1 [] X1
+397488 go 1 [0,1,0,-5501344,5684966132] 1 1 [] X1
+397488 gp 1 [0,1,0,-605045744,5691094118100] 1 1 [] X1
+397488 gq 1 [0,1,0,-100851144,-389857992588] 3 2 [[1,1,0,1]] X6
+397488 gq 2 [0,1,0,-100094024,-395998841484] 3 2 [[1,1,0,1]] X6
+397488 gr 1 [0,1,0,129736,-3919980] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+397488 gr 2 [0,1,0,-532744,-32274124] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+397488 gr 3 [0,1,0,-5170104,4495644180] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+397488 gr 4 [0,1,0,-6495064,-6364257964] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+397488 gr 5 [0,1,0,-4507624,-10330393228] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+397488 gr 6 [0,1,0,-103879624,-407549691340] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+397488 gs 1 [0,1,0,-35884,-47179924] 3 2 [[1,1,0,1]] X6
+397488 gs 2 [0,1,0,-2188944,-1236530268] 3 2 [[1,1,0,1]] X6
+397488 gt 1 [0,1,0,-1304,11220] 3 2 [[1,1,0,1]] X6
+397488 gt 2 [0,1,0,-8584,-300364] 3 2 [[1,1,0,1]] X6
+397488 gu 1 [0,1,0,-9939388944,-382801519911420] 1 1 [] X1
+397488 gv 1 [0,1,0,-434308086,-3483862000137] 2 2 [[0,1,1,1]] X2
+397488 gw 1 [0,1,0,71743824,-124158501804] 1 1 [] X1
+397488 gx 1 [0,1,0,-6145299736,200670850429076] 1 1 [] X1
+397488 gy 1 [0,1,0,-3826216,39677912756] 1 1 [] X1
+397488 gz 1 [0,1,0,-140415396,518956437663] 2 2 [[0,1,1,1]] X2
+397488 ha 1 [0,1,0,1699,95031] 1 1 [] X1
+397488 hb 1 [0,1,0,-5126,79743] 2 2 [[0,1,1,1]] X2
+397488 hc 1 [0,1,0,4884,-1940184] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 hd 1 [0,1,0,2473259,-201579169] 1 1 [] X1
+397488 he 1 [0,1,0,6704,-475084] 1 1 [] X1
+397488 hf 1 [0,1,0,-4772616,3866544891] 4 4 [[1,1,1,2],[1,0,2,3]] X2a
+397488 hg 1 [0,1,0,-135256,-44198764] 1 1 [] X1
+397488 hg 2 [0,1,0,-18684696,32246666388] 1 1 [] X1
+397488 hh 1 [0,1,0,-410541616,-3202104179884] 1 1 [] X1
+397488 hi 1 [0,1,0,94599384,-4001370135372] 1 1 [] X1
+397488 hi 2 [0,1,0,-486856024776,-130752341731814412] 1 1 [] X1
+397488 hj 1 [0,1,0,7432,-36828] 1 1 [] X1
+397488 hk 1 [0,1,0,55207,-1684110] 3 2 [[1,1,0,1]] X6
+397488 hk 2 [0,1,0,-234628,-14089048] 3 2 [[1,1,0,1]] X6
+397488 hk 3 [0,1,0,-938513,-360715146] 3 2 [[1,1,0,1]] X6
+397488 hk 4 [0,1,0,-15140428,-22680444760] 3 2 [[1,1,0,1]] X6
+397488 hl 1 [0,1,0,-4853,-137565] 1 1 [] X1
+397488 hl 2 [0,1,0,-397973,-96766461] 1 1 [] X1
+397488 hm 1 [0,1,0,-163648,25418420] 1 1 [] X1
+397488 hm 2 [0,1,0,-12656128,-17334131788] 1 1 [] X1
+397488 hn 1 [0,1,0,-10337448,22881054132] 1 1 [] X1
+397488 ho 1 [0,1,0,-8493,226890] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+397488 ho 2 [0,1,0,20172,1453752] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+397488 hp 1 [0,1,0,-69008,-740076] 1 1 [] X1
+397488 hp 2 [0,1,0,-4043888,-3131355564] 1 1 [] X1
+397488 hq 1 [0,1,0,-1037248,402149684] 1 1 [] X1
+397488 hq 2 [0,1,0,-7916848,-8360259244] 1 1 [] X1
+397488 hr 1 [0,1,0,152,49076] 1 1 [] X1
+397488 hr 2 [0,1,0,-349288,-79728076] 1 1 [] X1
+397488 hs 1 [0,1,0,4278517,-2655860544] 3 2 [[1,1,0,1]] X6
+397488 hs 2 [0,1,0,-22096468,-23945748436] 3 2 [[1,1,0,1]] X6
+397488 ht 1 [0,1,0,7432,360660] 1 1 [] X1
+397488 ht 2 [0,1,0,-7534648,7958029652] 1 1 [] X1
+397488 hu 1 [0,1,0,-85487523,312277757364] 3 2 [[1,1,0,1]] X6
+397488 hu 2 [0,1,0,-1377861788,19685484939420] 3 2 [[1,1,0,1]] X6
+397488 hv 1 [0,1,0,1972,-87060] 12 8 [[1,2,0,1],[1,3,2,3],[5,0,0,1],[7,5,0,1]] X43
+397488 hv 2 [0,1,0,-21688,-1099708] 12 4 [[1,0,2,3],[1,1,2,3]] X23
+397488 hw 1 [0,1,0,-110413,270206] 3 2 [[1,1,0,1]] X6
+397488 hw 2 [0,1,0,-1228348,522122264] 3 2 [[1,1,0,1]] X6
+397488 hw 3 [0,1,0,-6072733,-5762013958] 3 2 [[1,1,0,1]] X6
+397488 hw 4 [0,1,0,-6196948,-5514130504] 3 2 [[1,1,0,1]] X6
+397488 hx 1 [0,1,0,25632,107717364] 1 1 [] X1
+397488 hx 2 [0,1,0,-59029728,-174926464140] 1 1 [] X1
+397488 hy 1 [0,1,0,1255952,787346132] 1 1 [] X1
+397488 hy 2 [0,1,0,-1273355568,17488884567636] 1 1 [] X1
+397488 hz 1 [0,1,0,-11662408,-1579297420] 1 1 [] X1
+397488 hz 2 [0,1,0,-683417128,-6876854505676] 1 1 [] X1
+397488 ia 1 [0,1,0,-175294968,884224035540] 1 1 [] X1
+397488 ia 2 [0,1,0,-1337947368,-18362137769676] 1 1 [] X1
+397488 ib 1 [0,1,0,-1435373,504218742] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+397488 ib 2 [0,1,0,3409012,3180257016] 6 4 [[1,0,2,3],[1,2,0,1],[3,1,2,1]] X11
+397488 ic 1 [0,1,0,-27656568,55954894932] 1 1 [] X1
+397488 ic 2 [0,1,0,-2138885688,-38074531995564] 1 1 [] X1
+397488 id 1 [0,1,0,1255952,-85935004] 1 1 [] X1
+397488 ie 1 [0,1,0,-27603,-3721236] 3 2 [[1,1,0,1]] X6
+397488 ie 2 [0,1,0,-565868,-163908900] 3 2 [[1,1,0,1]] X6
+397488 if 1 [0,1,0,-820213,-298949533] 1 1 [] X1
+397488 if 2 [0,1,0,-67257493,-212326884925] 1 1 [] X1
+397488 ig 1 [0,1,0,-28240,1751231] 2 2 [[0,1,1,1]] X2
+397488 ih 1 [0,1,0,336495675,-7633470073293] 1 1 [] X1
+397488 ii 1 [0,1,0,618315,4179566691] 1 1 [] X1
+397488 ij 1 [0,1,0,825340,-4265885688] 4 8 [[0,1,3,1],[1,0,3,3]] X3b
+397488 ik 1 [0,1,0,-830860,235955747] 2 2 [[0,1,1,1]] X2
+397488 il 1 [0,1,0,287075,207634727] 1 1 [] X1
+397488 im 1 [0,1,0,-30,27] 2 2 [[0,1,1,1]] X2
+397488 in 1 [0,1,0,896320,1073726772] 1 1 [] X1
+397488 io 1 [0,1,0,-996480,-440361804] 1 1 [] X1
+397488 ip 1 [0,1,0,-36362720,91327386996] 1 1 [] X1
+397488 iq 1 [0,1,0,-2569870,-1586526733] 2 2 [[0,1,1,1]] X2
+397488 ir 1 [0,1,0,-930232,-309720748] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 ir 2 [0,1,0,-3580152,2277661140] 6 2 [] X8
+397488 ir 3 [0,1,0,-55253592,158062748052] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 ir 4 [0,1,0,5694568,12127413780] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 is 1 [0,1,0,-158837072,176801468052] 3 2 [[1,1,0,1]] X6
+397488 is 2 [0,1,0,616453808,1395248615060] 3 2 [[1,1,0,1]] X6
+397488 it 1 [0,1,0,-220432,25531988] 3 2 [[1,1,0,1]] X6
+397488 it 2 [0,1,0,-1450752,-654096780] 3 2 [[1,1,0,1]] X6
+397488 iu 1 [0,1,0,-212,-21540] 3 2 [[1,1,0,1]] X6
+397488 iu 2 [0,1,0,-12952,-566812] 3 2 [[1,1,0,1]] X6
+397488 iv 1 [0,1,0,-598992,-199086588] 1 1 [] X1
+397488 iw 1 [0,1,0,-788950192,-8554284472252] 1 1 [] X1
+397488 ix 1 [0,1,0,-3580152,2589291732] 1 1 [] X1
+397488 iy 1 [0,1,0,-1758332,1101692892] 1 1 [] X1
+397488 iz 1 [0,1,0,-1758332,5216190552] 1 1 [] X1
+397488 ja 1 [0,1,0,-60727,-5741800] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 ja 2 [0,1,0,-102132,3036060] 6 2 [] X8
+397488 ja 3 [0,1,0,-1261472,544215972] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 ja 4 [0,1,0,394728,24301668] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 jb 1 [0,1,0,-59890952,-178192225548] 3 2 [[1,1,0,1]] X6
+397488 jb 2 [0,1,0,-42666472,-282786157900] 3 2 [[1,1,0,1]] X6
+397488 jb 3 [0,1,0,-1790951192,29161439267988] 3 2 [[1,1,0,1]] X6
+397488 jb 4 [0,1,0,-1515359512,38442374920340] 3 2 [[1,1,0,1]] X6
+397488 jc 1 [0,1,0,-60727,3301052] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 jc 2 [0,1,0,-433372,-107598100] 6 2 [] X8
+397488 jc 3 [0,1,0,63488,-339532348] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 jc 4 [0,1,0,-6892552,-6967247260] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 jd 1 [0,1,0,38008,-1168140] 3 2 [[1,1,0,1]] X6
+397488 jd 2 [0,1,0,-165832,-9892492] 3 2 [[1,1,0,1]] X6
+397488 jd 3 [0,1,0,-3478232,2497196820] 3 2 [[1,1,0,1]] X6
+397488 jd 4 [0,1,0,-55661272,159818625812] 3 2 [[1,1,0,1]] X6
+397488 je 1 [0,1,0,-1577,19410] 3 2 [[1,1,0,1]] X6
+397488 je 2 [0,1,0,-7492,-233752] 3 2 [[1,1,0,1]] X6
+397488 jf 1 [0,1,0,2973,-839448] 1 1 [] X1
+397488 jg 1 [0,1,0,22083,278487] 1 1 [] X1
+397488 jh 1 [0,1,0,63488,-3654988] 1 1 [] X1
+397488 ji 1 [0,1,0,-163237832,-803316833292] 1 1 [] X1
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+397488 jj 2 [0,1,0,-332501472,-2329591653180] 6 2 [] X8
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+397488 jj 4 [0,1,0,-218886152,-3945883195500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397488 jk 1 [0,1,0,-143537,-4764642] 3 2 [[1,1,0,1]] X6
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+397488 jn 1 [0,1,0,-29969,-2035461] 1 1 [] X1
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+397488 jp 1 [0,1,0,37371,31718259] 1 1 [] X1
+397488 jp 2 [0,1,0,-50413029,137755623123] 1 1 [] X1
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+397488 jr 1 [0,1,0,-5359384,5083510004] 1 1 [] X1
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+397488 js 2 [0,1,0,508296,-213112236] 1 1 [] X1
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+397488 ju 1 [0,1,0,1785936,8736046164] 1 1 [] X1
+397488 ju 2 [0,1,0,-16101024,-238139775756] 1 1 [] X1
+397488 ju 3 [0,1,0,-3452384784,-78080094933996] 1 1 [] X1
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+397488 jw 1 [0,1,0,-3265474,-2213265937] 2 2 [[0,1,1,1]] X2
+397488 jx 1 [0,1,0,-10404,-157221] 2 2 [[0,1,1,1]] X2
+397488 jy 1 [0,1,0,-230169,60612579] 1 1 [] X1
+397488 jz 1 [0,1,0,-6826304,6875802324] 1 1 [] X1
+397488 ka 1 [0,1,0,-48624,7209684] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 ka 2 [0,1,0,410016,-134968716] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397488 kb 1 [0,1,0,54024,-19365228] 1 1 [] X1
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+397488 kd 1 [0,1,0,-832162816,9242264667572] 1 1 [] X1
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+397488 ke 2 [0,1,0,-275396,55535052] 24 8 [[3,1,6,7],[1,1,6,7],[1,1,6,3]] X89
+397488 kf 1 [0,1,0,-11041,444107] 1 1 [] X1
+397488 kg 1 [0,1,0,-4218849301,-105473711020378] 12 8 [[1,2,0,1],[5,0,4,1],[7,5,2,1],[7,5,0,1]] X45
+397488 kg 2 [0,1,0,-4175249836,-107760328561768] 12 8 [[1,1,2,7],[1,3,0,7],[1,3,2,7],[1,0,4,1]] X39
+397488 kh 1 [0,1,0,-4216,57812] 1 1 [] X1
+397490 a 1 [1,1,1,-120,455] 1 1 [] X1
+397491 a 1 [0,-1,1,-3412,-75594] 1 1 [] X1
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+397494 b 1 [1,-1,1,-104897,-13554863] 1 1 [] X1
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+397495 b 1 [1,1,1,1003304,1458673618] 1 1 [] X1
+397495 c 1 [0,0,1,302,-11697] 1 1 [] X1
+397495 d 1 [0,0,1,11278,903427] 1 1 [] X1
+397495 e 1 [1,0,1,-8058,-279079] 1 1 [] X1
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+397495 f 2 [1,-1,0,5336,-93867] 3 2 [[1,1,0,1]] X6
+397495 g 1 [0,-1,1,4220,122653] 1 1 [] X1
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+397499 b 1 [1,0,1,-523,-4641] 1 1 [] X1
+397502 a 1 [1,0,0,-70077,7134449] 1 1 [] X1
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+397504 a 1 [0,1,0,11,-117] 1 1 [] X1
+397504 b 1 [0,-1,0,31,673] 1 1 [] X1
+397504 c 1 [0,-1,0,-89569,10349153] 1 1 [] X1
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+397504 f 1 [0,1,0,-89569,-10349153] 1 1 [] X1
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+397506 a 1 [1,1,1,-551,5357] 1 1 [] X1
+397506 b 1 [1,1,1,30,183] 1 1 [] X1
+397506 c 1 [1,1,1,5434,-361789] 1 1 [] X1
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+397506 d 2 [1,0,0,24698,-3681880] 3 2 [[1,1,0,1]] X6
+397506 e 1 [1,0,0,-3239,-71223] 1 1 [] X1
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+397509 b 1 [0,-1,1,-85,342] 1 1 [] X1
+397509 c 1 [0,1,1,-537,45578] 1 1 [] X1
+397509 d 1 [0,-1,1,-72271018,-236516480061] 1 1 [] X1
+397510 a 1 [1,0,1,561,5762] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397510 a 2 [1,0,1,-3439,55362] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397510 b 1 [1,1,0,378,2734] 1 1 [] X1
+397510 c 1 [1,-1,0,85,675] 1 1 [] X1
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+397512 a 1 [0,0,0,-102,2045] 1 1 [] X1
+397512 b 1 [0,0,0,-15591,-738790] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397512 b 2 [0,0,0,-1011,-2065570] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397512 c 1 [0,0,0,729,-2646] 1 1 [] X1
+397512 d 1 [0,0,0,285,-144434] 1 1 [] X1
+397512 e 1 [0,0,0,-1350,19197] 1 1 [] X1
+397512 f 1 [0,0,0,-150,-711] 1 1 [] X1
+397512 g 1 [0,0,0,-3567,-81997] 1 1 [] X1
+397512 h 1 [0,0,0,-327,2243] 1 1 [] X1
+397512 i 1 [0,0,0,6984141,-4720187842] 1 1 [] X1
+397512 j 1 [0,0,0,-19479,-976790] 3 2 [[1,1,0,1]] X6
+397512 j 2 [0,0,0,-63219,4963102] 3 2 [[1,1,0,1]] X6
+397512 k 1 [0,0,0,42486,-2199463] 3 2 [[1,1,0,1]] X6
+397512 k 2 [0,0,0,-205959,-19242790] 3 2 [[1,1,0,1]] X6
+397512 l 1 [0,0,0,81,98] 1 1 [] X1
+397512 m 1 [0,0,0,-1659,-27610] 1 1 [] X1
+397513 a 1 [1,0,1,-22,-51] 1 1 [] X1
+397514 a 1 [1,1,0,45,-10963] 1 1 [] X1
+397515 a 1 [1,1,0,-2517,45864] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397515 a 2 [1,1,0,1128,171981] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
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+397578 e 1 [1,1,0,-571239,-55677375] 3 2 [[1,1,0,1]] X6
+397578 e 2 [1,1,0,-5098329,4389019587] 3 2 [[1,1,0,1]] X6
+397578 f 1 [1,0,1,-47185,45528692] 1 1 [] X1
+397578 f 2 [1,0,1,424160,-1221258130] 1 1 [] X1
+397578 g 1 [1,0,1,868,16346] 3 2 [[1,1,0,1]] X6
+397578 g 2 [1,0,1,-6812,176090] 3 2 [[1,1,0,1]] X6
+397578 h 1 [1,0,1,53881,3356318] 1 1 [] X1
+397578 i 1 [1,0,1,-2006556,1092225370] 1 1 [] X1
+397578 j 1 [1,0,1,-23168340,-42924842414] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397578 j 2 [1,0,1,-23496020,-41648201134] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397578 j 3 [1,0,1,-68863060,167620880978] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397578 j 4 [1,0,1,16628140,-169210930606] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397578 k 1 [1,1,1,-4376575,-3525908599] 1 1 [] X1
+397578 l 1 [1,1,1,35608,-42775] 1 1 [] X1
+397578 m 1 [1,1,1,86513,142088981] 1 1 [] X1
+397578 n 1 [1,1,1,2708,-31219] 1 1 [] X1
+397578 o 1 [1,1,1,-10581,-423339] 1 1 [] X1
+397578 p 1 [1,0,0,-24729,1531449] 1 1 [] X1
+397578 q 1 [1,0,0,-474,2304] 3 2 [[1,1,0,1]] X6
+397578 q 2 [1,0,0,-6684,209718] 3 2 [[1,1,0,1]] X6
+397578 r 1 [1,0,0,-4509,-114291] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397578 r 2 [1,0,0,781,-365037] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397578 s 1 [1,0,0,-39914822,-118428059292] 3 2 [[1,1,0,1]] X6
+397578 s 2 [1,0,0,-676924742,-6778621576860] 3 2 [[1,1,0,1]] X6
+397579 a 1 [1,1,1,-19002,-1016126] 1 1 [] X1
+397579 b 1 [0,1,1,-1,-31] 1 1 [] X1
+397582 a 1 [1,0,0,-2562,-19196] 1 1 [] X1
+397582 a 2 [1,0,0,-169342,-26836344] 1 1 [] X1
+397584 a 1 [0,0,0,-207,910] 3 2 [[1,1,0,1]] X6
+397584 a 2 [0,0,0,453,5530] 3 2 [[1,1,0,1]] X6
+397584 b 1 [0,0,0,8016,390256] 1 1 [] X1
+397584 c 1 [0,0,0,-129900864,569857374844] 1 1 [] X1
+397584 d 1 [0,0,0,-580539,194290666] 1 1 [] X1
+397584 e 1 [0,0,0,-3459,97954] 1 1 [] X1
+397584 f 1 [0,0,0,-1296,-28944] 1 1 [] X1
+397584 g 1 [0,0,0,1734,140015] 3 2 [[1,1,0,1]] X6
+397584 g 2 [0,0,0,-32151,2085014] 3 2 [[1,1,0,1]] X6
+397584 h 1 [0,0,0,-73011,-7581710] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397584 h 2 [0,0,0,-49971,-12452366] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397584 i 1 [0,0,0,-7131,-206710] 3 2 [[1,1,0,1]] X6
+397584 i 2 [0,0,0,10149,-1053430] 3 2 [[1,1,0,1]] X6
+397584 j 1 [0,0,0,-1731,-11774] 3 2 [[1,1,0,1]] X6
+397584 j 2 [0,0,0,6189,-89390] 3 2 [[1,1,0,1]] X6
+397584 k 1 [0,0,0,-174531,-27830846] 3 2 [[1,1,0,1]] X6
+397584 k 2 [0,0,0,-47811,-67392830] 3 2 [[1,1,0,1]] X6
+397584 l 1 [0,0,0,-999651,-384689950] 3 2 [[1,1,0,1]] X6
+397584 l 2 [0,0,0,-960771,-415988350] 3 2 [[1,1,0,1]] X6
+397584 m 1 [0,0,0,-49008,-5744356] 1 1 [] X1
+397584 n 1 [0,0,0,-4611963,3812215466] 1 1 [] X1
+397584 o 1 [0,0,0,242637,-7512334] 1 1 [] X1
+397584 o 2 [0,0,0,-28602003,-58880468014] 1 1 [] X1
+397584 p 1 [0,0,0,-180075,-29386006] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397584 p 2 [0,0,0,-136515,-43961182] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397584 q 1 [0,0,0,157703685,-705914130134] 1 1 [] X1
+397584 r 1 [0,0,0,17925,-1283798] 1 1 [] X1
+397584 s 1 [0,0,0,-272595,-53252206] 3 2 [[1,1,0,1]] X6
+397584 s 2 [0,0,0,-4327635,-3465162862] 3 2 [[1,1,0,1]] X6
+397584 t 1 [0,0,0,-310755,38188514] 3 2 [[1,1,0,1]] X6
+397584 t 2 [0,0,0,-2227395,-1252476862] 3 2 [[1,1,0,1]] X6
+397584 u 1 [0,0,0,-272955,54888554] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397584 u 2 [0,0,0,-267195,57315818] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397584 v 1 [0,0,0,-199875,33626306] 3 2 [[1,1,0,1]] X6
+397584 v 2 [0,0,0,-453315,-68915518] 3 2 [[1,1,0,1]] X6
+397584 w 1 [0,0,0,-13995,-637254] 1 1 [] X1
+397584 x 1 [0,0,0,3885,-98926] 1 1 [] X1
+397584 x 2 [0,0,0,-106995,-13559758] 1 1 [] X1
+397584 y 1 [0,0,0,-1380,-28676] 1 1 [] X1
+397584 z 1 [0,0,0,-103035,-12837206] 1 1 [] X1
+397584 ba 1 [0,0,0,600,-452] 1 1 [] X1
+397584 bb 1 [0,0,0,-735,-162] 3 2 [[1,1,0,1]] X6
+397584 bb 2 [0,0,0,-7995,274266] 3 2 [[1,1,0,1]] X6
+397584 bc 1 [0,0,0,-10804715355,432282952177418] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397584 bc 2 [0,0,0,-10804541115,432297591508586] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397584 bc 3 [0,0,0,-10847580555,428680060838714] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397584 bc 4 [0,0,0,-643389195,1202702669745338] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397584 bd 1 [0,0,0,-6615,4374] 3 2 [[1,1,0,1]] X6
+397584 bd 2 [0,0,0,-71955,-7405182] 3 2 [[1,1,0,1]] X6
+397584 be 1 [0,0,0,9888,-348556048] 1 1 [] X1
+397584 bf 1 [0,0,0,-507,-85718] 1 1 [] X1
+397584 bg 1 [0,0,0,-10868592,13806065072] 1 1 [] X1
+397584 bh 1 [0,0,0,-372,11212] 1 1 [] X1
+397584 bi 1 [0,0,0,22128,3284912] 1 1 [] X1
+397584 bj 1 [0,0,0,-144,1072] 1 1 [] X1
+397584 bk 1 [0,0,0,-1644699,-811849142] 3 2 [[1,1,0,1]] X6
+397584 bk 2 [0,0,0,-1613019,-844625270] 3 2 [[1,1,0,1]] X6
+397584 bl 1 [0,0,0,-6339,80210] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397584 bl 2 [0,0,0,22821,610922] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397584 bm 1 [0,0,0,-8319,292030] 3 2 [[1,1,0,1]] X6
+397584 bm 2 [0,0,0,-8859,251962] 3 2 [[1,1,0,1]] X6
+397584 bn 1 [0,0,0,-1001379,385695650] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397584 bn 2 [0,0,0,-988419,396164738] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397584 bo 1 [0,0,0,-2349579,-1052750342] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397584 bo 2 [0,0,0,-12891099,16937407690] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397584 bo 3 [0,0,0,-203422539,1116722985658] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397584 bo 4 [0,0,0,8976021,68521943770] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397584 bp 1 [0,0,0,-9579,-341030] 3 2 [[1,1,0,1]] X6
+397584 bp 2 [0,0,0,-29019,1482442] 3 2 [[1,1,0,1]] X6
+397584 bq 1 [0,0,0,-1748739,483487490] 3 2 [[1,1,0,1]] X6
+397584 bq 2 [0,0,0,-12946179,-17591420158] 3 2 [[1,1,0,1]] X6
+397584 br 1 [0,0,0,-6744,216695] 3 2 [[1,1,0,1]] X6
+397584 br 2 [0,0,0,-108399,13736810] 3 2 [[1,1,0,1]] X6
+397584 bs 1 [0,0,0,-790491,373714058] 1 1 [] X1
+397584 bs 2 [0,0,0,6257589,-4817251078] 1 1 [] X1
+397584 bt 1 [0,0,0,-59196,5551292] 1 1 [] X1
+397584 bu 1 [0,0,0,-142176,20634608] 1 1 [] X1
+397584 bv 1 [0,0,0,-1863,-24570] 3 2 [[1,1,0,1]] X6
+397584 bv 2 [0,0,0,4077,-149310] 3 2 [[1,1,0,1]] X6
+397584 bw 1 [0,0,0,1437,-13790] 1 1 [] X1
+397584 bx 1 [0,0,0,43152,7482800] 1 1 [] X1
+397584 bx 2 [0,0,0,-4186128,-3330892240] 1 1 [] X1
+397585 a 1 [0,1,1,-131470,-18391869] 1 1 [] X1
+397586 a 1 [1,1,0,367,-1091] 1 1 [] X1
+397586 b 1 [1,-1,0,-15346,-120576] 3 2 [[1,1,0,1]] X6
+397586 b 2 [1,-1,0,-183416,-30137878] 3 2 [[1,1,0,1]] X6
+397586 c 1 [1,0,1,-4289,108238] 1 1 [] X1
+397588 a 1 [0,-1,0,-173,934] 1 1 [] X1
+397590 a 1 [1,1,0,-286433,-59718363] 1 1 [] X1
+397590 b 1 [1,1,0,-20798,136308] 3 2 [[1,1,0,1]] X6
+397590 b 2 [1,1,0,-243518,46061172] 3 2 [[1,1,0,1]] X6
+397590 c 1 [1,1,0,-133498308,586175805648] 3 2 [[1,1,0,1]] X6
+397590 c 2 [1,1,0,-259327428,-694991128368] 3 2 [[1,1,0,1]] X6
+397590 d 1 [1,1,0,1278,28404] 1 1 [] X1
+397590 e 1 [1,1,0,-1452,-21744] 3 2 [[1,1,0,1]] X6
+397590 e 2 [1,1,0,-2532,13464] 3 2 [[1,1,0,1]] X6
+397590 f 1 [1,0,1,-1309,17912] 3 2 [[1,1,0,1]] X6
+397590 f 2 [1,0,1,-229,46856] 3 2 [[1,1,0,1]] X6
+397590 g 1 [1,0,1,-5719,-165958] 3 2 [[1,1,0,1]] X6
+397590 g 2 [1,0,1,-2239,-365014] 3 2 [[1,1,0,1]] X6
+397590 h 1 [1,0,1,-111828,14384338] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397590 h 2 [1,0,1,-111908,14362706] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397590 h 3 [1,0,1,-66208,26208146] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397590 h 4 [1,0,1,-158888,1133138] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397590 i 1 [1,1,1,-641266,197215103] 3 2 [[1,1,0,1]] X6
+397590 i 2 [1,1,1,-796786,94074239] 3 2 [[1,1,0,1]] X6
+397590 j 1 [1,1,1,521844,106996653] 1 1 [] X1
+397590 k 1 [1,1,1,-18211406,-25529908597] 3 2 [[1,1,0,1]] X6
+397590 k 2 [1,1,1,32177074,-141665277301] 3 2 [[1,1,0,1]] X6
+397590 l 1 [1,1,1,-53516,4742813] 3 2 [[1,1,0,1]] X6
+397590 l 2 [1,1,1,-52936,4851389] 3 2 [[1,1,0,1]] X6
+397590 m 1 [1,1,1,-180,177] 3 2 [[1,1,0,1]] X6
+397590 m 2 [1,1,1,690,2265] 3 2 [[1,1,0,1]] X6
+397590 n 1 [1,1,1,655995,166960395] 1 1 [] X1
+397590 o 1 [1,1,1,-6598805,-3333473413] 24 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1]] X32l
+397590 o 2 [1,1,1,-90484885,-331193828485] 24 4 [[1,0,0,3],[3,2,2,3]] X24e
+397590 o 3 [1,1,1,-75554965,-444069995653] 24 4 [[1,1,0,3],[1,2,0,1]] X27h
+397590 o 4 [1,1,1,-1447592085,-21199702664325] 24 8 [[1,0,0,5],[3,3,4,7],[1,0,0,7]] X32i
+397590 p 1 [1,0,0,-138671,19479465] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397590 p 2 [1,0,0,12709,59776821] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397590 q 1 [1,0,0,-311,-2199] 1 1 [] X1
+397590 r 1 [1,0,0,-1670915,588463617] 3 2 [[1,1,0,1]] X6
+397590 r 2 [1,0,0,-24503195,46677704025] 3 2 [[1,1,0,1]] X6
+397590 r 3 [1,0,0,-50149415,-136662334683] 3 2 [[1,1,0,1]] X6
+397590 r 4 [1,0,0,-56734445,-98478379725] 3 2 [[1,1,0,1]] X6
+397592 a 1 [0,0,0,-1655,-107734] 3 2 [[1,1,0,1]] X6
+397592 a 2 [0,0,0,-45595,-3737178] 3 2 [[1,1,0,1]] X6
+397593 a 1 [0,0,1,-2286129,1338465366] 1 1 [] X1
+397593 b 1 [0,0,1,-44732721,-115155875979] 1 1 [] X1
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+397594 a 1 [1,1,0,-12835,254733] 1 1 [] X1
+397594 b 1 [1,1,1,-1488,21473] 1 1 [] X1
+397596 a 1 [0,-1,0,-169,898] 1 1 [] X1
+397596 b 1 [0,-1,0,-3133,68014] 1 1 [] X1
+397596 c 1 [0,1,0,-73325,7617564] 1 1 [] X1
+397596 d 1 [0,1,0,-8857,-226828] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+397596 d 2 [0,1,0,23948,-1486540] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+397600 a 1 [0,0,0,-79000,-10250000] 1 1 [] X1
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+397600 c 1 [0,0,0,-83800,-22262000] 1 1 [] X1
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+397600 e 2 [0,1,0,-9233,337663] 3 2 [[1,1,0,1]] X6
+397600 f 1 [0,1,0,-200033,-34501937] 1 1 [] X1
+397600 g 1 [0,1,0,-1642408,-810702312] 1 1 [] X1
+397600 h 1 [0,1,0,-57008,-5189012] 1 1 [] X1
+397600 i 1 [0,-1,0,-168,19012] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397600 j 1 [0,-1,0,-4208,-2368088] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397600 k 1 [0,-1,0,-14833,-690463] 1 1 [] X1
+397600 l 1 [0,-1,0,51967,2805937] 1 1 [] X1
+397600 m 1 [0,-1,0,26467,-7755563] 1 1 [] X1
+397600 n 1 [0,0,0,-9875,293750] 1 1 [] X1
+397600 o 1 [0,0,0,8500,600000] 1 1 [] X1
+397600 p 1 [0,0,0,2125,13750] 1 1 [] X1
+397600 q 1 [0,0,0,85,-110] 1 1 [] X1
+397600 r 1 [0,0,0,18575,1482000] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397600 r 2 [0,0,0,-137675,15700750] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397600 s 1 [0,0,0,340,-4800] 1 1 [] X1
+397600 t 1 [0,0,0,-395,-2350] 1 1 [] X1
+397600 u 1 [0,0,0,575,-19500] 3 2 [[1,1,0,1]] X6
+397600 u 2 [0,0,0,-8300,-268000] 3 2 [[1,1,0,1]] X6
+397600 v 1 [0,0,0,1675,57500] 3 2 [[1,1,0,1]] X6
+397600 v 2 [0,0,0,-16075,678750] 3 2 [[1,1,0,1]] X6
+397600 w 1 [0,0,0,-41425,-3243000] 6 2 [] X8
+397600 w 2 [0,0,0,-50300,-1752000] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397600 w 3 [0,0,0,-32675,-4651750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397600 w 4 [0,0,0,-662675,-207634250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397600 x 1 [0,0,0,575,19500] 3 2 [[1,1,0,1]] X6
+397600 x 2 [0,0,0,-8300,268000] 3 2 [[1,1,0,1]] X6
+397600 y 1 [0,0,0,1675,-57500] 3 2 [[1,1,0,1]] X6
+397600 y 2 [0,0,0,-16075,-678750] 3 2 [[1,1,0,1]] X6
+397600 z 1 [0,0,0,-41425,3243000] 6 2 [] X8
+397600 z 2 [0,0,0,-662675,207634250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397600 z 3 [0,0,0,-32675,4651750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397600 z 4 [0,0,0,-50300,1752000] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397600 ba 1 [0,0,0,340,4800] 1 1 [] X1
+397600 bb 1 [0,0,0,-395,2350] 1 1 [] X1
+397600 bc 1 [0,0,0,18575,-1482000] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397600 bc 2 [0,0,0,-137675,-15700750] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397600 bd 1 [0,0,0,2125,-13750] 1 1 [] X1
+397600 be 1 [0,0,0,85,110] 1 1 [] X1
+397600 bf 1 [0,0,0,-9875,-293750] 1 1 [] X1
+397600 bg 1 [0,0,0,8500,-600000] 1 1 [] X1
+397600 bh 1 [0,1,0,-14833,690463] 1 1 [] X1
+397600 bi 1 [0,1,0,51967,-2805937] 1 1 [] X1
+397600 bj 1 [0,1,0,26467,7755563] 1 1 [] X1
+397600 bk 1 [0,1,0,-4208,2368088] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397600 bl 1 [0,1,0,-168,-19012] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397600 bm 1 [0,-1,0,-57008,5189012] 1 1 [] X1
+397600 bn 1 [0,-1,0,-1642408,810702312] 1 1 [] X1
+397600 bo 1 [0,-1,0,-200033,34501937] 1 1 [] X1
+397600 bp 1 [0,-1,0,-358,-9288] 3 2 [[1,1,0,1]] X6
+397600 bp 2 [0,-1,0,-9233,-337663] 3 2 [[1,1,0,1]] X6
+397600 bq 1 [0,0,0,-1900,68000] 1 1 [] X1
+397600 br 1 [0,0,0,-3160,-82000] 1 1 [] X1
+397600 bs 1 [0,0,0,-83800,22262000] 1 1 [] X1
+397600 bt 1 [0,0,0,-79000,10250000] 1 1 [] X1
+397602 a 1 [1,-1,0,-46185,-3949363] 1 1 [] X1
+397602 b 1 [1,-1,0,-1008330,663693812] 1 1 [] X1
+397602 c 1 [1,-1,0,438,-5010] 1 1 [] X1
+397602 c 2 [1,-1,0,-14487,-670267] 1 1 [] X1
+397602 d 1 [1,-1,0,-35169,2547377] 1 1 [] X1
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+397648 e 1 [0,0,0,-5315,-270142] 1 1 [] X1
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+397649 a 1 [1,-1,0,-91,-374] 1 1 [] X1
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+397650 h 3 [1,1,0,-82725250,-666629375000] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+397650 h 4 [1,1,0,-1756950250,-28346440100000] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
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+397677 f 2 [1,0,1,-7057,-150265] 6 2 [] X8
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+397740 d 1 [0,-1,0,34,-279] 1 1 [] X1
+397740 e 1 [0,-1,0,-120236670,-509325527475] 1 1 [] X1
+397740 f 1 [0,-1,0,-35315140,-79995259400] 1 1 [] X1
+397740 g 1 [0,-1,0,3940,-503208] 1 1 [] X1
+397740 h 1 [0,1,0,-51546,4488309] 1 1 [] X1
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+397740 j 1 [0,1,0,-4810,225833] 1 1 [] X1
+397740 k 1 [0,1,0,-111980,14336100] 1 1 [] X1
+397742 a 1 [1,-1,0,-8662,-308140] 1 1 [] X1
+397742 b 1 [1,1,1,7,63] 1 1 [] X1
+397743 a 1 [0,-1,1,-685043,218463710] 1 1 [] X1
+397743 b 1 [0,1,1,-60790,-5732705] 1 1 [] X1
+397744 a 1 [0,-1,0,-69,557] 1 1 [] X1
+397746 a 1 [1,-1,1,3946,12197] 1 1 [] X1
+397746 b 1 [1,-1,1,-36653,2710113] 1 1 [] X1
+397747 a 1 [0,-1,1,-105,502] 1 1 [] X1
+397748 a 1 [0,1,0,-133,-585] 1 1 [] X1
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+397749 g 2 [1,0,1,-267972,46414525] 6 2 [] X8
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+397749 g 4 [1,0,1,-1129407,-415659209] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+397760 k 1 [0,1,0,-780,14350] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397760 k 2 [0,1,0,-14905,695175] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397760 l 1 [0,-1,0,-121,-6655] 1 1 [] X1
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+397760 r 2 [0,0,0,11252,-45072] 3 2 [[1,1,0,1]] X6
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+397760 t 1 [0,0,0,-57995228,169867378352] 3 2 [[1,1,0,1]] X6
+397760 t 2 [0,0,0,-45111148,247393464528] 3 2 [[1,1,0,1]] X6
+397760 u 1 [0,0,0,-57995228,-169867378352] 3 2 [[1,1,0,1]] X6
+397760 u 2 [0,0,0,-45111148,-247393464528] 3 2 [[1,1,0,1]] X6
+397760 v 1 [0,0,0,-188,-8112] 1 1 [] X1
+397760 w 1 [0,0,0,-2828,5648] 3 2 [[1,1,0,1]] X6
+397760 w 2 [0,0,0,11252,45072] 3 2 [[1,1,0,1]] X6
+397760 x 1 [0,0,0,-203,-848] 3 2 [[1,1,0,1]] X6
+397760 x 2 [0,0,0,-3028,-64128] 3 2 [[1,1,0,1]] X6
+397760 y 1 [0,0,0,-298667612,1986690924784] 1 1 [] X1
+397760 z 1 [0,0,0,-592,3336] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397760 z 2 [0,0,0,1828,23664] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397760 ba 1 [0,0,0,-5822,170986] 1 1 [] X1
+397760 bb 1 [0,0,0,-4412,105616] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+397760 bb 2 [0,0,0,-14092,-517776] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+397760 bb 3 [0,0,0,29908,-3104976] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+397760 bb 4 [0,0,0,-212972,-37827664] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+397760 bc 1 [0,0,0,-4412,-105616] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+397760 bc 2 [0,0,0,-14092,517776] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+397760 bc 3 [0,0,0,-212972,37827664] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+397760 bc 4 [0,0,0,29908,3104976] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+397760 bd 1 [0,0,0,-5822,-170986] 1 1 [] X1
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+397760 bm 2 [0,-1,0,-2414241,1324335905] 3 2 [[1,1,0,1]] X6
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+397761 b 2 [1,1,1,-121377,-15919794] 6 2 [] X8
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+397761 b 4 [1,1,1,28318,-52445374] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+397761 e 2 [1,1,0,-6996,-184005] 6 2 [] X8
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+397782 p 3 [1,-1,0,-10748943,102166807329] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+397782 p 4 [1,-1,0,-39837303,-15477115095] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+397782 p 5 [1,-1,0,157064787,-123103797489] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+397782 p 6 [1,-1,0,-473962113,-3964536861741] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+397782 q 1 [1,-1,0,-1517828748,23048182595024] 1 1 [] X1
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+397782 bc 2 [1,-1,0,-2332752,-1349030306] 3 2 [[1,1,0,1]] X6
+397782 bc 3 [1,-1,0,-2714217,-870961267] 3 2 [[1,1,0,1]] X6
+397782 bc 4 [1,-1,0,-20865777,36089245205] 3 2 [[1,1,0,1]] X6
+397782 bd 1 [1,-1,0,-59860467,178278293493] 1 1 [] X1
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+397782 br 1 [1,-1,0,290484,-9950256] 1 1 [] X1
+397782 bs 1 [1,-1,0,-1550962162836,743447244154123984] 1 1 [] X1
+397782 bt 1 [1,-1,0,1369939149,33316950452085] 1 1 [] X1
+397782 bu 1 [1,-1,0,-74373608661,-7905377882875915] 1 1 [] X1
+397782 bv 1 [1,-1,0,-631521,174925309] 3 2 [[1,1,0,1]] X6
+397782 bv 2 [1,-1,0,814959,858531757] 3 2 [[1,1,0,1]] X6
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+397782 bx 1 [1,-1,0,3516084,-446966827056] 1 1 [] X1
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+397782 bz 1 [1,-1,0,-9711,-832595] 1 1 [] X1
+397782 ca 1 [1,-1,0,-28233,1834573] 1 1 [] X1
+397782 ca 2 [1,-1,0,33507,8193793] 1 1 [] X1
+397782 cb 1 [1,-1,0,-3933288,3024516928] 1 1 [] X1
+397782 cc 1 [1,-1,0,-853785,-303474627] 1 1 [] X1
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+397782 ce 2 [1,-1,1,-7727,-889815] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397782 cf 1 [1,-1,1,-115142,15395685] 1 1 [] X1
+397782 cg 1 [1,-1,1,-1005017,-387906375] 1 1 [] X1
+397782 ch 1 [1,-1,1,16528,-1679205] 1 1 [] X1
+397782 ci 1 [1,-1,1,-9239,-352033] 1 1 [] X1
+397782 cj 1 [1,-1,1,1047586,1021173549] 1 1 [] X1
+397782 cj 2 [1,-1,1,-9648869,-31393363683] 1 1 [] X1
+397782 ck 1 [1,-1,1,-3194834,2200063569] 1 1 [] X1
+397782 ck 2 [1,-1,1,3043111,9302425017] 1 1 [] X1
+397782 cl 1 [1,-1,1,-886199,334897679] 1 1 [] X1
+397782 cm 1 [1,-1,1,-37274,-2219871] 1 1 [] X1
+397782 cn 1 [1,-1,1,-4872839,4729264719] 1 1 [] X1
+397782 co 1 [1,-1,1,-8263734296,292794528017947] 1 1 [] X1
+397782 cp 1 [1,-1,1,-2711351,-1616672753] 1 1 [] X1
+397782 cq 1 [1,-1,1,-2376191,1177824295] 3 2 [[1,1,0,1]] X6
+397782 cq 2 [1,-1,1,-11055071,-13045124249] 3 2 [[1,1,0,1]] X6
+397782 cr 1 [1,-1,1,799,-231353] 1 1 [] X1
+397782 cs 1 [1,-1,1,-172145021,917150488517] 1 1 [] X1
+397782 ct 1 [1,-1,1,-192506,44110217] 1 1 [] X1
+397782 cu 1 [1,-1,1,7249369,11495524191] 1 1 [] X1
+397782 cv 1 [1,-1,1,-95486,-109638259] 1 1 [] X1
+397782 cw 1 [1,-1,1,-13565831,-19228017553] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 cw 2 [1,-1,1,-13998011,-17937182329] 6 2 [] X8
+397782 cw 3 [1,-1,1,-55085981,138607983371] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 cw 4 [1,-1,1,20175079,-91874079853] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 cx 1 [1,-1,1,-530292146,4700373606065] 3 2 [[1,1,0,1]] X6
+397782 cx 2 [1,-1,1,-524506226,4807950059441] 3 2 [[1,1,0,1]] X6
+397782 cy 1 [1,-1,1,60439,49655337] 3 2 [[1,1,0,1]] X6
+397782 cy 2 [1,-1,1,-1713641,828121641] 3 2 [[1,1,0,1]] X6
+397782 cz 1 [1,-1,1,-222788,-40408217] 1 1 [] X1
+397782 da 1 [1,-1,1,-33368,4155995] 1 1 [] X1
+397782 db 1 [1,-1,1,-211028,52452663] 1 1 [] X1
+397782 dc 1 [1,-1,1,-6647423,-6575597017] 1 1 [] X1
+397782 dd 1 [1,-1,1,-4041113,-2654145637] 1 1 [] X1
+397782 de 1 [1,-1,1,17557,-245465] 1 1 [] X1
+397782 df 1 [1,-1,1,-5619893,-5126551475] 1 1 [] X1
+397782 dg 1 [1,-1,1,13235062,6366289353] 1 1 [] X1
+397782 dh 1 [1,-1,1,-85343,11360283] 1 1 [] X1
+397782 di 1 [1,-1,1,78772,-7552177] 1 1 [] X1
+397782 dj 1 [1,-1,1,-3406955,-2419621347] 1 1 [] X1
+397782 dk 1 [1,-1,1,-1490,-174639] 3 2 [[1,1,0,1]] X6
+397782 dk 2 [1,-1,1,-56930,-5186415] 3 2 [[1,1,0,1]] X6
+397782 dl 1 [1,-1,1,-1700,38343] 1 1 [] X1
+397782 dm 1 [1,-1,1,-13532315,19163849163] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397782 dm 2 [1,-1,1,-13461755,19373525259] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397782 dm 3 [1,-1,1,-16079090,11450380785] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397782 dm 4 [1,-1,1,56174350,85958128113] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397782 dn 1 [1,-1,1,-18039335,114256624479] 1 1 [] X1
+397782 do 1 [1,-1,1,-368150,-333004507] 1 1 [] X1
+397782 dp 1 [1,-1,1,-83285,-12985171] 1 1 [] X1
+397782 dq 1 [1,-1,1,-72995,60047075] 3 2 [[1,1,0,1]] X6
+397782 dq 2 [1,-1,1,-2789555,1784519363] 3 2 [[1,1,0,1]] X6
+397782 dr 1 [1,-1,1,-69530,7074155] 1 1 [] X1
+397782 ds 1 [1,-1,1,4495,-115167] 3 2 [[1,1,0,1]] X6
+397782 ds 2 [1,-1,1,-25745,-1070751] 3 2 [[1,1,0,1]] X6
+397782 dt 1 [1,-1,1,-11255,443279] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397782 dt 2 [1,-1,1,6385,1692191] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397782 du 1 [1,-1,1,72535,-8977755] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397782 du 2 [1,-1,1,-461075,-88592367] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397782 dv 1 [1,-1,1,-50945,6049761] 1 1 [] X1
+397782 dv 2 [1,-1,1,401080,-75350901] 1 1 [] X1
+397782 dw 1 [1,-1,1,-5900,175893] 1 1 [] X1
+397782 dw 2 [1,-1,1,-4325,270645] 1 1 [] X1
+397782 dx 1 [1,-1,1,-301580,32358351] 3 2 [[1,1,0,1]] X6
+397782 dx 2 [1,-1,1,-2318420,-1335865905] 3 2 [[1,1,0,1]] X6
+397782 dx 3 [1,-1,1,-20902160,36787173679] 3 2 [[1,1,0,1]] X6
+397782 dx 4 [1,-1,1,-20994770,36444813031] 3 2 [[1,1,0,1]] X6
+397782 dy 1 [1,-1,1,-804079940,-8815137092121] 1 1 [] X1
+397782 dz 1 [1,-1,1,-4511660,-3683872209] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397782 dz 2 [1,-1,1,-3382700,-5573299665] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397782 ea 1 [1,-1,1,-39399917045,3023670822431501] 1 1 [] X1
+397782 eb 1 [1,-1,1,-289085,-59753221] 1 1 [] X1
+397782 eb 2 [1,-1,1,-211910,-92407507] 1 1 [] X1
+397782 ec 1 [1,-1,1,220270,39061649] 3 2 [[1,1,0,1]] X6
+397782 ec 2 [1,-1,1,-1261490,369790481] 3 2 [[1,1,0,1]] X6
+397782 ed 1 [1,-1,1,358,613] 1 1 [] X1
+397782 ee 1 [1,-1,1,-1635017,-1422236343] 1 1 [] X1
+397782 ef 1 [1,-1,1,11028298,-272067709147] 1 1 [] X1
+397782 eg 1 [1,-1,1,3859843,2582676933] 1 1 [] X1
+397782 eh 1 [1,-1,1,-1742,-32623] 1 1 [] X1
+397782 ei 1 [1,-1,1,270103,-18637783] 1 1 [] X1
+397782 ej 1 [1,-1,1,355219096,-3943675235797] 1 1 [] X1
+397782 ek 1 [1,-1,1,-409919,-100914397] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397782 ek 2 [1,-1,1,-405509,-103195249] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397782 el 1 [1,-1,1,39166,79275655] 1 1 [] X1
+397782 em 1 [1,-1,1,-1122134,280816085] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 em 2 [1,-1,1,-15948554,24513116933] 6 2 [] X8
+397782 em 3 [1,-1,1,-255160184,1568863400213] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 em 4 [1,-1,1,-13959644,30852170885] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 en 1 [1,-1,1,-127679,12000615] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 en 2 [1,-1,1,-1856399,973860423] 6 2 [] X8
+397782 en 3 [1,-1,1,-29701139,62310253695] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 en 4 [1,-1,1,-1671179,1175750223] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397782 eo 1 [1,-1,1,-55334,4729141] 1 1 [] X1
+397782 ep 1 [1,-1,1,-168647639,-853580176529] 1 1 [] X1
+397782 eq 1 [1,-1,1,2961526,-17037703735] 3 2 [[1,1,0,1]] X6
+397782 eq 2 [1,-1,1,-83968394,-283877786167] 3 2 [[1,1,0,1]] X6
+397782 er 1 [1,-1,1,-334949,57034653] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397782 er 2 [1,-1,1,794011,358241181] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397782 es 1 [1,-1,1,-4678799,37615280343] 1 1 [] X1
+397782 et 1 [1,-1,1,-96221,11512379] 1 1 [] X1
+397782 eu 1 [1,-1,1,21379,-2983291] 1 1 [] X1
+397782 eu 2 [1,-1,1,-196916,91582103] 1 1 [] X1
+397782 ev 1 [1,-1,1,-452696,121652619] 1 1 [] X1
+397782 ew 1 [1,-1,1,-25660256,-50239396861] 1 1 [] X1
+397782 ex 1 [1,-1,1,16234,-3746907] 1 1 [] X1
+397782 ey 1 [1,-1,1,-1050251,718089243] 1 1 [] X1
+397782 ez 1 [1,-1,1,-4252270406,106729321913813] 1 1 [] X1
+397782 fa 1 [1,-1,1,-5641943,-5269436161] 1 1 [] X1
+397782 fb 1 [1,-1,1,337,4799] 1 1 [] X1
+397782 fc 1 [1,-1,1,-49245818,133150378169] 1 1 [] X1
+397783 a 1 [1,-1,0,-136,645] 1 1 [] X1
+397785 a 1 [0,1,1,-6045,178256] 1 1 [] X1
+397785 b 1 [0,1,1,-3915,92669] 1 1 [] X1
+397785 c 1 [0,1,1,-46,85] 1 1 [] X1
+397787 a 1 [0,0,1,-16,395] 1 1 [] X1
+397787 b 1 [0,1,1,2579,-99687] 1 1 [] X1
+397787 c 1 [0,1,1,11266,-298067] 1 1 [] X1
+397788 a 1 [0,-1,0,-509,-4071] 1 1 [] X1
+397789 a 1 [0,1,1,20677,721833] 1 1 [] X1
+397789 a 2 [0,1,1,-219423,-50916474] 1 1 [] X1
+397790 a 1 [1,1,0,-443,3413] 1 1 [] X1
+397790 b 1 [1,1,1,19717485,64602665105] 1 1 [] X1
+397793 a 1 [1,0,0,24792,-3689339] 1 1 [] X1
+397793 b 1 [1,1,1,326711,278484766] 3 2 [[1,1,0,1]] X6
+397793 b 2 [1,1,1,-4916924,3877715830] 3 2 [[1,1,0,1]] X6
+397793 c 1 [0,-1,1,-16259,4923642] 1 1 [] X1
+397793 d 1 [0,1,1,-19,195] 1 1 [] X1
+397793 e 1 [1,0,1,388,11445] 3 2 [[1,1,0,1]] X6
+397793 e 2 [1,0,1,-5847,158591] 3 2 [[1,1,0,1]] X6
+397793 f 1 [0,-1,1,-846326,299965785] 1 1 [] X1
+397794 a 1 [1,1,0,-2061,-57915] 1 1 [] X1
+397794 b 1 [1,1,0,-297381591,1973749223253] 1 1 [] X1
+397794 c 1 [1,0,1,63,-140] 1 1 [] X1
+397794 d 1 [1,0,1,408,-8006] 1 1 [] X1
+397794 e 1 [1,0,1,-236828,44324174] 1 1 [] X1
+397794 f 1 [1,1,1,-5509,-132853] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397794 f 2 [1,1,1,-25989,1480971] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397794 f 3 [1,1,1,-407109,99809931] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397794 f 4 [1,1,1,27451,6846347] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397794 g 1 [1,1,1,-20595,-73167] 1 1 [] X1
+397794 h 1 [1,1,1,-1324,-19087] 1 1 [] X1
+397796 a 1 [0,-1,0,-42,101] 1 1 [] X1
+397800 a 1 [0,0,0,2625,1569375] 1 1 [] X1
+397800 b 1 [0,0,0,105,-11365] 1 1 [] X1
+397800 c 1 [0,0,0,23625,-42373125] 1 1 [] X1
+397800 d 1 [0,0,0,-95475,11074750] 3 2 [[1,1,0,1]] X6
+397800 d 2 [0,0,0,21525,36463750] 3 2 [[1,1,0,1]] X6
+397800 e 1 [0,0,0,-11150175,3977649250] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+397800 e 2 [0,0,0,-139674675,634647370750] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+397800 e 3 [0,0,0,-2234091675,40644295321750] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+397800 e 4 [0,0,0,-101649675,987861595750] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+397800 f 1 [0,0,0,-301575,9972250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 f 2 [0,0,0,-3582075,2604847750] 6 2 [] X8
+397800 f 3 [0,0,0,-57285075,166882324750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 f 4 [0,0,0,-2367075,4399402750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 g 1 [0,0,0,-20779875,36486618750] 1 1 [] X1
+397800 h 1 [0,0,0,-660,-1420] 1 1 [] X1
+397800 i 1 [0,0,0,-14734875,21598843750] 3 2 [[1,1,0,1]] X6
+397800 i 2 [0,0,0,-25669875,-14760031250] 3 2 [[1,1,0,1]] X6
+397800 j 1 [0,0,0,-2365050,285465125] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 j 2 [0,0,0,-28700175,59091799250] 6 2 [] X8
+397800 j 3 [0,0,0,-459012675,3785167736750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 j 4 [0,0,0,-19749675,96621245750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 k 1 [0,0,0,620325,-86204250] 3 2 [[1,1,0,1]] X6
+397800 k 2 [0,0,0,-2754675,-724079250] 3 2 [[1,1,0,1]] X6
+397800 l 1 [0,0,0,68925,3192750] 3 2 [[1,1,0,1]] X6
+397800 l 2 [0,0,0,-306075,26817750] 3 2 [[1,1,0,1]] X6
+397800 m 1 [0,0,0,-2308875,-1351356250] 1 1 [] X1
+397800 n 1 [0,0,0,14325,-1084250] 1 1 [] X1
+397800 o 1 [0,0,0,-24075,357750] 3 2 [[1,1,0,1]] X6
+397800 o 2 [0,0,0,92925,2814750] 3 2 [[1,1,0,1]] X6
+397800 p 1 [0,0,0,-246375,-53915625] 1 1 [] X1
+397800 q 1 [0,0,0,72825,-21495125] 1 1 [] X1
+397800 r 1 [0,0,0,-103575,-13336625] 1 1 [] X1
+397800 s 1 [0,0,0,-384375,-92415625] 1 1 [] X1
+397800 t 1 [0,0,0,-27375,1996875] 1 1 [] X1
+397800 u 1 [0,0,0,-4402875,3751213750] 1 1 [] X1
+397800 v 1 [0,0,0,-2955,-58250] 3 2 [[1,1,0,1]] X6
+397800 v 2 [0,0,0,2445,-247250] 3 2 [[1,1,0,1]] X6
+397800 w 1 [0,0,0,-39675,-2704250] 3 2 [[1,1,0,1]] X6
+397800 w 2 [0,0,0,-156675,21046750] 3 2 [[1,1,0,1]] X6
+397800 x 1 [0,0,0,-3214875,-2210980250] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397800 x 2 [0,0,0,-1693875,-4308439250] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397800 y 1 [0,0,0,-1875,-3411250] 1 1 [] X1
+397800 z 1 [0,0,0,-376275,-88713250] 3 2 [[1,1,0,1]] X6
+397800 z 2 [0,0,0,-493275,-28926250] 3 2 [[1,1,0,1]] X6
+397800 ba 1 [0,0,0,-12900,157700] 1 1 [] X1
+397800 bb 1 [0,0,0,-2065709592075,-1142762178126172250] 1 1 [] X1
+397800 bc 1 [0,0,0,-20550,-963875] 3 2 [[1,1,0,1]] X6
+397800 bc 2 [0,0,0,36825,-5381750] 3 2 [[1,1,0,1]] X6
+397800 bd 1 [0,0,0,10050,-4505875] 3 2 [[1,1,0,1]] X6
+397800 bd 2 [0,0,0,-355575,-78727750] 3 2 [[1,1,0,1]] X6
+397800 be 1 [0,0,0,165,-3370] 1 1 [] X1
+397800 bf 1 [0,0,0,1485,90990] 1 1 [] X1
+397800 bg 1 [0,0,0,37125,-66656250] 3 2 [[1,1,0,1]] X6
+397800 bg 2 [0,0,0,-2257875,-1271531250] 3 2 [[1,1,0,1]] X6
+397800 bh 1 [0,0,0,4125,2468750] 3 2 [[1,1,0,1]] X6
+397800 bh 2 [0,0,0,-250875,47093750] 3 2 [[1,1,0,1]] X6
+397800 bi 1 [0,0,0,-16500,-2387500] 1 1 [] X1
+397800 bj 1 [0,0,0,-317775,61699250] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397800 bj 2 [0,0,0,442725,311903750] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397800 bk 1 [0,0,0,-176250,28096625] 3 2 [[1,1,0,1]] X6
+397800 bk 2 [0,0,0,-348375,-35761750] 3 2 [[1,1,0,1]] X6
+397800 bl 1 [0,0,0,-29850375,62772984250] 3 2 [[1,1,0,1]] X6
+397800 bl 2 [0,0,0,-29908875,62514589750] 3 2 [[1,1,0,1]] X6
+397800 bm 1 [0,0,0,-9024375,10258942250] 3 2 [[1,1,0,1]] X6
+397800 bm 2 [0,0,0,-18910875,-16246764250] 3 2 [[1,1,0,1]] X6
+397800 bn 1 [0,0,0,-12450,-396875] 3 2 [[1,1,0,1]] X6
+397800 bn 2 [0,0,0,-184575,-30518750] 3 2 [[1,1,0,1]] X6
+397800 bo 1 [0,0,0,-189900,-31851900] 1 1 [] X1
+397800 bp 1 [0,0,0,-5175,-33750] 3 2 [[1,1,0,1]] X6
+397800 bp 2 [0,0,0,-63675,-6176250] 3 2 [[1,1,0,1]] X6
+397800 bq 1 [0,0,0,-574950,202337125] 3 2 [[1,1,0,1]] X6
+397800 bq 2 [0,0,0,-9715575,11655540250] 3 2 [[1,1,0,1]] X6
+397800 br 1 [0,0,0,-75,-21850] 1 1 [] X1
+397800 bs 1 [0,0,0,-4494675,7623116750] 1 1 [] X1
+397800 bt 1 [0,0,0,-3002700,18537756500] 1 1 [] X1
+397800 bu 1 [0,0,0,-15375,603250] 3 2 [[1,1,0,1]] X6
+397800 bu 2 [0,0,0,-73875,-7177250] 3 2 [[1,1,0,1]] X6
+397800 bv 1 [0,0,0,2625,2021875] 1 1 [] X1
+397800 bw 1 [0,0,0,-703875,227265950] 1 1 [] X1
+397800 bx 1 [0,0,0,-54514875,157379171875] 1 1 [] X1
+397800 by 1 [0,0,0,233925,25695875] 1 1 [] X1
+397800 bz 1 [0,0,0,-470175,143169250] 3 2 [[1,1,0,1]] X6
+397800 bz 2 [0,0,0,-7839675,8448595750] 3 2 [[1,1,0,1]] X6
+397800 ca 1 [0,0,0,-7050,2631125] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ca 2 [0,0,0,-332175,73183250] 6 2 [] X8
+397800 ca 3 [0,0,0,-5304675,4702580750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ca 4 [0,0,0,-561675,-40878250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 cb 1 [0,0,0,-196050,-28081375] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 cb 2 [0,0,0,-899175,301684250] 6 2 [] X8
+397800 cb 3 [0,0,0,-14061675,20295521750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 cb 4 [0,0,0,1013325,1412846750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 cc 1 [0,0,0,-3729450,-2772140875] 24 16 [[1,1,0,1],[7,0,8,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36j
+397800 cc 2 [0,0,0,-3730575,-2770384750] 24 8 [[1,2,0,1],[5,0,4,1],[7,0,0,1],[5,0,0,5],[1,0,0,3]] X25c
+397800 cc 3 [0,0,0,-4743075,-1147347250] 24 8 [[7,0,0,1],[5,0,0,5],[1,0,0,3],[1,2,0,5],[1,0,4,1]] X25f
+397800 cc 4 [0,0,0,-2736075,-4281030250] 24 16 [[1,1,0,1],[7,0,8,1],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36j
+397800 cc 5 [0,0,0,-43758075,110552597750] 24 8 [[7,7,0,7],[7,0,0,1],[5,0,0,5],[3,0,0,7]] X36e
+397800 cc 6 [0,0,0,18071925,-8972892250] 24 8 [[7,7,0,7],[5,0,0,5],[1,0,0,7],[3,0,0,7]] X36c
+397800 cd 1 [0,0,0,248550,3311657125] 24 8 [[3,3,0,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X84
+397800 cd 2 [0,0,0,-31882575,67863087250] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,1],[5,0,0,1],[7,0,4,3]] X99
+397800 cd 3 [0,0,0,-507195075,4396534024750] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,1],[7,0,0,3],[3,0,4,7]] X87
+397800 cd 4 [0,0,0,-70668075,-129516322250] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X119
+397800 cd 5 [0,0,0,-8115120075,281378259499750] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X121
+397800 cd 6 [0,0,0,-504270075,4449748549750] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X86
+397800 ce 1 [0,0,0,-16650,-826875] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ce 2 [0,0,0,-17775,-708750] 6 2 [] X8
+397800 ce 3 [0,0,0,-94275,10536750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ce 4 [0,0,0,40725,-4394250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 cf 1 [0,0,0,-107175,-11551750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 cf 2 [0,0,0,-471675,113471750] 6 2 [] X8
+397800 cf 3 [0,0,0,-7356675,7680086750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 cf 4 [0,0,0,581325,548360750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 cg 1 [0,0,0,-63228675,-193227039250] 3 2 [[1,1,0,1]] X6
+397800 cg 2 [0,0,0,-43455675,-316274418250] 3 2 [[1,1,0,1]] X6
+397800 ch 1 [0,0,0,-6928363875,-221969259531250] 3 2 [[1,1,0,1]] X6
+397800 ch 2 [0,0,0,-7026778875,-215338548906250] 3 2 [[1,1,0,1]] X6
+397800 ci 1 [0,0,0,-277134555,-1775754076250] 3 2 [[1,1,0,1]] X6
+397800 ci 2 [0,0,0,-281071155,-1722708391250] 3 2 [[1,1,0,1]] X6
+397800 cj 1 [0,0,0,-4231575,-3865569750] 3 2 [[1,1,0,1]] X6
+397800 cj 2 [0,0,0,-70557075,-228112085250] 3 2 [[1,1,0,1]] X6
+397800 ck 1 [0,0,0,105,16175] 1 1 [] X1
+397800 cl 1 [0,0,0,-24075,1437875] 1 1 [] X1
+397800 cm 1 [0,0,0,-17596875,28408243750] 1 1 [] X1
+397800 cn 1 [0,0,0,-2180595,1259033375] 1 1 [] X1
+397800 co 1 [0,0,0,-216675,-38822625] 1 1 [] X1
+397800 cp 1 [0,0,0,14325,-2532891125] 1 1 [] X1
+397800 cq 1 [0,0,0,53700,18074500] 1 1 [] X1
+397800 cr 1 [0,0,0,-2250,10125] 3 2 [[1,1,0,1]] X6
+397800 cr 2 [0,0,0,-21375,-1194750] 3 2 [[1,1,0,1]] X6
+397800 cs 1 [0,0,0,-176115,30009710] 1 1 [] X1
+397800 ct 1 [0,0,0,-80175,8703250] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397800 ct 2 [0,0,0,-39675,17491750] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397800 cu 1 [0,0,0,-695068950,7053200549125] 3 2 [[1,1,0,1]] X6
+397800 cu 2 [0,0,0,-678487575,7405704000250] 3 2 [[1,1,0,1]] X6
+397800 cv 1 [0,0,0,2850,-14375] 3 2 [[1,1,0,1]] X6
+397800 cv 2 [0,0,0,-11775,-116750] 3 2 [[1,1,0,1]] X6
+397800 cw 1 [0,0,0,-75,-27290] 1 1 [] X1
+397800 cx 1 [0,0,0,-21982575,38483055250] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397800 cx 2 [0,0,0,7541925,134171959750] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397800 cy 1 [0,0,0,-73875,-7281250] 3 2 [[1,1,0,1]] X6
+397800 cy 2 [0,0,0,61125,-30906250] 3 2 [[1,1,0,1]] X6
+397800 cz 1 [0,0,0,-746175,-243926750] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397800 cz 2 [0,0,0,14325,-717718250] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397800 da 1 [0,0,0,-322500,19712500] 1 1 [] X1
+397800 db 1 [0,0,0,-31824075,131928907750] 1 1 [] X1
+397800 dc 1 [0,0,0,165,19750] 3 2 [[1,1,0,1]] X6
+397800 dc 2 [0,0,0,-10035,376750] 3 2 [[1,1,0,1]] X6
+397800 dd 1 [0,0,0,-99358612950,19963952147352125] 3 2 [[1,1,0,1]] X6
+397800 dd 2 [0,0,0,-1864160653575,979333283857630250] 3 2 [[1,1,0,1]] X6
+397800 de 1 [0,0,0,-660,-19100] 1 1 [] X1
+397800 df 1 [0,0,0,1485,-533250] 3 2 [[1,1,0,1]] X6
+397800 df 2 [0,0,0,-90315,-10172250] 3 2 [[1,1,0,1]] X6
+397800 dg 1 [0,0,0,-130350,-11525875] 3 2 [[1,1,0,1]] X6
+397800 dg 2 [0,0,0,386025,-80203750] 3 2 [[1,1,0,1]] X6
+397800 dh 1 [0,0,0,-82575,-9132750] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397800 dh 2 [0,0,0,-78075,-10172250] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397800 di 1 [0,0,0,-605550,181348625] 3 2 [[1,1,0,1]] X6
+397800 di 2 [0,0,0,-548175,217093250] 3 2 [[1,1,0,1]] X6
+397800 dj 1 [0,0,0,37125,11373750] 1 1 [] X1
+397800 dk 1 [0,0,0,4125,-421250] 1 1 [] X1
+397800 dl 1 [0,0,0,291300,32438500] 1 1 [] X1
+397800 dm 1 [0,0,0,-4747500,-3981487500] 1 1 [] X1
+397800 dn 1 [0,0,0,-1875,-2731250] 1 1 [] X1
+397800 do 1 [0,0,0,-29175,6649875] 1 1 [] X1
+397800 dp 1 [0,0,0,-9855,-431325] 1 1 [] X1
+397800 dq 1 [0,0,0,-15375,-739325] 1 1 [] X1
+397800 dr 1 [0,0,0,-1095,15975] 1 1 [] X1
+397800 ds 1 [0,0,0,-262575,-179546625] 1 1 [] X1
+397800 dt 1 [0,0,0,-350171175,-2522137135750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 dt 2 [0,0,0,-350535675,-2516623344250] 6 2 [] X8
+397800 dt 3 [0,0,0,-528492675,309867686750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 dt 4 [0,0,0,-178410675,-4990231719250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 du 1 [0,0,0,-186300,-31495500] 1 1 [] X1
+397800 dv 1 [0,0,0,-1408575,-643454750] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397800 dv 2 [0,0,0,-1404075,-647770250] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397800 dw 1 [0,0,0,-831195,291892950] 1 1 [] X1
+397800 dx 1 [0,0,0,-7050450,-7205635375] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+397800 dx 2 [0,0,0,-7141575,-7009807750] 12 4 [[3,0,0,1],[3,2,2,3],[3,0,0,3]] X24
+397800 dx 3 [0,0,0,-20304075,26251829750] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+397800 dx 4 [0,0,0,4562925,-27738477250] 12 4 [[3,3,0,1],[3,0,0,3],[1,2,0,1]] X27
+397800 dy 1 [0,0,0,-100650,-10674875] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 dy 2 [0,0,0,-425775,96291250] 6 2 [] X8
+397800 dy 3 [0,0,0,-6622275,6559240750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 dy 4 [0,0,0,568725,479173750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 dz 1 [0,0,0,-589395,172790750] 3 2 [[1,1,0,1]] X6
+397800 dz 2 [0,0,0,-1026795,-118080250] 3 2 [[1,1,0,1]] X6
+397800 ea 1 [0,0,0,-16500,-177500] 1 1 [] X1
+397800 eb 1 [0,0,0,-92355,-10810850] 1 1 [] X1
+397800 ec 1 [0,0,0,-20700,1166500] 1 1 [] X1
+397800 ed 1 [0,0,0,-99750,-43732375] 3 2 [[1,1,0,1]] X6
+397800 ed 2 [0,0,0,-2571375,-1583554750] 3 2 [[1,1,0,1]] X6
+397800 ee 1 [0,0,0,-7050,-176378875] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ee 2 [0,0,0,-4760175,-3936100750] 6 2 [] X8
+397800 ee 3 [0,0,0,-9732675,5705576750] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ee 4 [0,0,0,-75837675,-254199978250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ef 1 [0,0,0,-8850,-846875] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ef 2 [0,0,0,-198975,-34118750] 6 2 [] X8
+397800 ef 3 [0,0,0,-257475,-12415250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 ef 4 [0,0,0,-3182475,-2185222250] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397800 eg 1 [0,0,0,105,12555] 1 1 [] X1
+397800 eh 1 [0,0,0,-270084675,1708455794875] 1 1 [] X1
+397800 ei 1 [0,0,0,2625,-1420625] 1 1 [] X1
+397800 ej 1 [0,0,0,945,-338985] 1 1 [] X1
+397801 a 1 [1,-1,1,-217,1282] 1 1 [] X1
+397803 a 1 [0,-1,1,-280,-5046] 1 1 [] X1
+397803 b 1 [1,1,1,-2319783,1358123460] 3 2 [[1,1,0,1]] X6
+397803 b 2 [1,1,1,-37110098,86997962864] 3 2 [[1,1,0,1]] X6
+397803 c 1 [0,-1,1,-2338,-43119] 1 1 [] X1
+397804 a 1 [0,0,0,-9007,-329018] 1 1 [] X1
+397804 b 1 [0,-1,0,-71797,-7380879] 1 1 [] X1
+397806 a 1 [1,1,0,-179,-1005] 1 1 [] X1
+397808 a 1 [0,1,0,8,-684] 1 1 [] X1
+397808 b 1 [0,1,0,4056,8355124] 1 1 [] X1
+397808 c 1 [0,0,0,2645,-511014] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397808 c 2 [0,0,0,-81995,-8687238] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397808 d 1 [0,0,0,-29095,2847078] 3 2 [[1,1,0,1]] X6
+397808 d 2 [0,0,0,-526355,146953026] 3 2 [[1,1,0,1]] X6
+397808 e 1 [0,1,0,-38,-109] 1 1 [] X1
+397808 f 1 [0,1,0,-20278,1164427] 1 1 [] X1
+397808 g 1 [0,0,0,1399205,-167344918] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397808 h 1 [0,0,0,2645,13754] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+397809 a 1 [0,0,1,-30,477] 1 1 [] X1
+397809 b 1 [1,-1,0,-1791,-28742] 1 1 [] X1
+397810 a 1 [1,-1,0,-622069,-130294475] 1 1 [] X1
+397810 b 1 [1,0,1,-126298,-19793244] 1 1 [] X1
+397810 c 1 [1,1,0,-80572,8788176] 1 1 [] X1
+397810 d 1 [1,-1,1,-18657,5584689] 1 1 [] X1
+397810 e 1 [1,0,0,-865,321225] 1 1 [] X1
+397810 f 1 [1,1,1,45,145] 1 1 [] X1
+397810 g 1 [1,1,1,193880,2821545] 1 1 [] X1
+397814 a 1 [1,1,0,-10090,-394342] 1 1 [] X1
+397814 b 1 [1,1,0,-105,719] 1 1 [] X1
+397814 c 1 [1,0,0,-58504434,172233854588] 1 1 [] X1
+397814 d 1 [1,0,0,-1922,-32188] 1 1 [] X1
+397814 e 1 [1,0,0,-13126,76828] 1 1 [] X1
+397815 a 1 [1,1,1,-1299001,569310374] 3 2 [[1,1,0,1]] X6
+397815 a 2 [1,1,1,-1286946,580410618] 3 2 [[1,1,0,1]] X6
+397815 b 1 [1,1,1,-72480,-7398648] 3 2 [[1,1,0,1]] X6
+397815 b 2 [1,1,1,-156855,12952602] 3 2 [[1,1,0,1]] X6
+397815 c 1 [0,-1,1,-1875,30656] 1 1 [] X1
+397815 d 1 [1,0,1,-688,6113] 3 2 [[1,1,0,1]] X6
+397815 d 2 [1,0,1,-2713,-48157] 3 2 [[1,1,0,1]] X6
+397817 a 1 [1,-1,1,-9,-30] 1 1 [] X1
+397818 a 1 [1,-1,0,-18618,-972964] 1 1 [] X1
+397818 b 1 [1,-1,0,-4902,133172] 1 1 [] X1
+397818 c 1 [1,-1,0,-35196,-343216] 1 1 [] X1
+397818 d 1 [1,-1,0,-7251,235475] 1 1 [] X1
+397818 e 1 [1,-1,1,-3911,14015] 1 1 [] X1
+397818 f 1 [1,-1,1,-806,-8453] 1 1 [] X1
+397818 g 1 [1,-1,1,-545,-4751] 1 1 [] X1
+397818 h 1 [1,-1,1,-2069,36725] 1 1 [] X1
+397825 a 1 [1,-1,0,-1042,15741] 1 1 [] X1
+397826 a 1 [1,-1,0,-22665889,-41818192259] 1 1 [] X1
+397826 b 1 [1,1,0,-3461799,2480210101] 1 1 [] X1
+397826 c 1 [1,-1,0,-818,9556] 1 1 [] X1
+397826 d 1 [1,-1,0,-84278,49538360] 1 1 [] X1
+397826 e 1 [1,-1,0,79,-181] 1 1 [] X1
+397826 f 1 [1,1,0,-277511523,-1893851080051] 1 1 [] X1
+397826 g 1 [1,1,0,-3890,694322] 1 1 [] X1
+397826 h 1 [1,1,0,-4059,110765] 1 1 [] X1
+397826 i 1 [1,-1,1,1827,8246463] 1 1 [] X1
+397826 j 1 [1,0,0,-1102,-116988] 1 1 [] X1
+397826 k 1 [1,-1,1,13319,-357665] 1 1 [] X1
+397826 l 1 [1,-1,1,-37888,6635555] 1 1 [] X1
+397826 m 1 [1,-1,1,-138274,20579745] 1 1 [] X1
+397826 n 1 [1,1,1,6503,-390785] 1 1 [] X1
+397826 o 1 [1,1,1,-23,307] 1 1 [] X1
+397826 p 1 [1,1,1,241582,-362104865] 1 1 [] X1
+397830 a 1 [1,1,0,-10978297,-14005302491] 1 1 [] X1
+397830 b 1 [1,1,0,132983,8278021] 1 1 [] X1
+397830 c 1 [1,1,1,7184,-794887] 1 1 [] X1
+397830 d 1 [1,1,1,-13871376,19899257073] 1 1 [] X1
+397830 e 1 [1,1,1,-15,117] 1 1 [] X1
+397831 a 1 [1,0,0,-18033,-932240] 3 2 [[1,1,0,1]] X6
+397831 a 2 [1,0,0,-23668,-302247] 3 2 [[1,1,0,1]] X6
+397831 b 1 [1,1,1,-736,-50814] 1 1 [] X1
+397831 c 1 [1,0,0,-15,146] 1 1 [] X1
+397832 a 1 [0,1,0,-25875656,-50384010128] 2 8 [[5,5,0,1],[0,1,1,1]] X5
+397832 b 1 [0,-1,0,-292025264,1920040648060] 1 1 [] X1
+397832 c 1 [0,-1,0,-1210072,-444000772] 1 1 [] X1
+397832 d 1 [0,1,0,-5872,-175088] 1 1 [] X1
+397832 e 1 [0,-1,0,-520,4716] 2 8 [[5,5,0,1],[0,1,1,1]] X5
+397834 a 1 [1,0,0,12052597,-4757516047] 1 1 [] X1
+397835 a 1 [1,1,1,1650,-602140] 1 1 [] X1
+397836 a 1 [0,0,0,-1177167,491662150] 1 1 [] X1
+397836 b 1 [0,0,0,312,-524] 1 1 [] X1
+397836 c 1 [0,0,0,-25545,-1273619] 1 1 [] X1
+397836 c 2 [0,0,0,-626925,190945933] 1 1 [] X1
+397836 d 1 [0,0,0,-2383545,-1416390959] 1 1 [] X1
+397836 e 1 [0,0,0,15000,628036] 1 1 [] X1
+397836 f 1 [0,0,0,-975,-12314] 1 1 [] X1
+397836 g 1 [0,0,0,-417972,401168473] 1 1 [] X1
+397838 a 1 [1,1,0,746,-73804] 1 1 [] X1
+397838 b 1 [1,1,1,272706,210747623] 1 1 [] X1
+397838 c 1 [1,1,1,-37834,-3031337] 1 1 [] X1
+397839 a 1 [0,-1,1,-1907774018,32075029760090] 1 1 [] X1
+397839 b 1 [0,-1,1,57806,-27503502] 1 1 [] X1
+397839 c 1 [0,1,1,343434,-81784912] 1 1 [] X1
+397839 d 1 [1,1,1,-2514759,1533887220] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397839 d 2 [1,1,1,-2565764,1468355996] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397839 d 3 [1,1,1,2585741,6630164006] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397839 d 4 [1,1,1,-8533349,-7886430250] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397839 e 1 [1,0,0,4888,-279825] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397839 e 2 [1,0,0,-46117,-3289120] 6 2 [] X8
+397839 e 3 [1,0,0,-199132,30955637] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397839 e 4 [1,0,0,-709182,-229924737] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397839 f 1 [1,1,0,20190,11171199] 3 2 [[1,1,0,1]] X6
+397839 f 2 [1,1,0,-642875,190596588] 3 2 [[1,1,0,1]] X6
+397839 g 1 [0,-1,1,34,-91] 1 1 [] X1
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+397839 i 1 [0,1,1,-187018,31068751] 1 1 [] X1
+397840 a 1 [0,1,0,-5676,-169960] 1 1 [] X1
+397842 a 1 [1,1,1,-733,43187] 1 1 [] X1
+397842 b 1 [1,0,0,-109424,15392046] 1 1 [] X1
+397844 a 1 [0,0,0,-127,-602] 1 1 [] X1
+397845 a 1 [0,0,1,-297,15302] 1 1 [] X1
+397845 b 1 [0,0,1,-33,-567] 1 1 [] X1
+397848 a 1 [0,-1,0,15,981] 1 1 [] X1
+397848 b 1 [0,-1,0,1775,-1312859] 1 1 [] X1
+397848 c 1 [0,-1,0,-42632,3583164] 1 1 [] X1
+397848 d 1 [0,-1,0,-47472,28092924] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397848 e 1 [0,-1,0,-853332,304533396] 1 1 [] X1
+397848 f 1 [0,-1,0,-392,-20964] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+397848 g 1 [0,-1,0,-182024,29951484] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397848 g 2 [0,-1,0,-177184,31614508] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397848 h 1 [0,-1,0,53684,344285284] 1 1 [] X1
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+397848 k 1 [0,-1,0,-3743780,-2871362316] 1 1 [] X1
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+397848 x 1 [0,1,0,-216,-1344] 1 1 [] X1
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+397848 z 1 [0,1,0,-87499496,315027129888] 16 4 [[1,0,3,3],[3,3,1,0]] X20b
+397848 ba 1 [0,1,0,-165931,-31114294] 1 1 [] X1
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+397848 bd 2 [0,1,0,-504368,87191520] 3 2 [[1,1,0,1]] X6
+397848 be 1 [0,1,0,180,1296] 1 1 [] X1
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+397848 bl 1 [0,1,0,-16859,-1763082] 1 1 [] X1
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+397848 bn 1 [0,1,0,-408536,-97189248] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+397848 bn 2 [0,1,0,177104,-352528288] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+397850 a 1 [1,-1,0,-2447692,-2021668784] 1 1 [] X1
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+397850 j 1 [1,0,1,-8583158151,306067890886698] 1 1 [] X1
+397850 k 1 [1,1,0,-1512125,-716327875] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+397850 k 2 [1,1,0,-1504125,-724271875] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+397850 l 1 [1,1,1,-16313,-807969] 1 1 [] X1
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+397850 n 1 [1,-1,1,-22855,1299647] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397850 n 2 [1,-1,1,-54855,-3116353] 6 2 [] X8
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+397850 n 4 [1,-1,1,-784855,-267376353] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+397850 o 1 [1,-1,1,-10180,-1222553] 1 1 [] X1
+397850 p 1 [1,0,0,-3418563,-13164632383] 1 1 [] X1
+397850 q 1 [1,0,0,3637,175217] 1 1 [] X1
+397850 r 1 [1,0,0,-8819018,10079542052] 1 1 [] X1
+397850 s 1 [1,0,0,412,2042] 1 1 [] X1
+397851 a 1 [0,-1,1,-40,-90] 1 1 [] X1
+397851 b 1 [1,1,1,-6969252,7083858324] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+397851 b 2 [1,1,1,-111530897,453311134526] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+397851 b 3 [1,1,1,-1784494352,29014143238286] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+397851 b 4 [1,1,1,-111553762,453115940594] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+397851 c 1 [1,0,0,-1355,-65622] 1 1 [] X1
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+397854 b 1 [1,-1,0,94959,11722293] 1 1 [] X1
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+397854 h 2 [1,-1,0,-147213,14732145] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+397854 h 3 [1,-1,0,-2136483,1202326335] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+397854 h 4 [1,-1,0,-925623,-331348941] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+397854 i 1 [1,-1,0,-160150830,667343498452] 1 1 [] X1
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+397854 s 2 [1,-1,0,-12965031,17526777597] 6 2 [] X8
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+397854 s 4 [1,-1,0,2949129,57754591245] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+397854 v 2 [1,-1,0,-42804081,-105909105731] 6 8 [[1,0,2,5],[1,0,6,7],[1,1,6,7]] X18
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+397854 x 1 [1,-1,0,66320352,65401924608] 1 1 [] X1
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+397854 bc 1 [1,-1,0,-709398,201937828] 2 2 [[0,1,1,1]] X2
+397854 bd 1 [1,-1,0,-1513755,881619493] 1 1 [] X1
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+397854 bg 1 [1,-1,1,-1909037732,32331468425415] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397854 bg 2 [1,-1,1,-30604343972,2060745275918535] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397854 bh 1 [1,-1,1,-47409674,248539580489] 1 1 [] X1
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+397854 bl 2 [1,-1,1,-5848346,-5433603299] 3 2 [[1,1,0,1]] X6
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+397854 bq 2 [1,-1,1,-124939310,516200025885] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397854 bq 3 [1,-1,1,-162432725,168496525869] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397854 bq 4 [1,-1,1,-1579484885,-24016049278419] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397854 br 1 [1,-1,1,384700,24471159] 1 1 [] X1
+397854 br 2 [1,-1,1,-4588475,-4301793237] 1 1 [] X1
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+397854 bs 2 [1,-1,1,-4977680,4275766023] 3 2 [[1,1,0,1]] X6
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+397854 bt 2 [1,-1,1,-220730,-8341225] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397854 bu 1 [1,-1,1,-1499852,605161423] 1 1 [] X1
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+397854 ca 1 [1,-1,1,-532094,-153196599] 3 2 [[1,1,0,1]] X6
+397854 ca 2 [1,-1,1,-8575664,-9663913767] 3 2 [[1,1,0,1]] X6
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+397854 cf 1 [1,-1,1,-2720291,1100218403] 1 1 [] X1
+397854 cg 1 [1,-1,1,-2831,-36201] 1 1 [] X1
+397854 ch 1 [1,-1,1,-164932286,815290333773] 2 2 [[0,1,1,1]] X2
+397854 ci 1 [1,-1,1,-36776,-2705301] 1 1 [] X1
+397854 cj 1 [1,-1,1,-35341436,80876345663] 1 1 [] X1
+397854 ck 1 [1,-1,1,-314326463,-111152951369881] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397854 ck 2 [1,-1,1,-36631823423,-2666524672469401] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397854 cl 1 [1,-1,1,-151538,-21109071] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+397854 cl 2 [1,-1,1,-497498,110355729] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+397855 a 1 [0,-1,1,129,1072] 1 1 [] X1
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+397860 f 1 [0,1,0,-76612356,-334393069500] 1 1 [] X1
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+397863 a 1 [1,-1,0,-1701,-26244] 1 1 [] X1
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+397865 a 1 [1,1,0,-137,236] 1 1 [] X1
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+397866 e 1 [1,0,0,300191,273178313] 1 1 [] X1
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+397870 a 2 [1,-1,0,1871,110685] 3 2 [[1,1,0,1]] X6
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+397872 b 1 [0,0,0,-3483,96714] 1 1 [] X1
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+397872 e 1 [0,0,0,-2943,-59751] 2 2 [[0,1,1,1]] X2
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+398044 a 1 [0,1,0,-142,609] 1 1 [] X1
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+398073 a 1 [1,1,1,-18651379,30996000632] 48 16 [[1,1,8,1],[7,0,0,1],[5,0,8,5],[5,0,0,1]] X119d
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+398073 a 4 [1,1,1,-18801029,30473123546] 48 8 [[1,2,4,1],[1,0,0,5],[1,0,0,7],[5,2,0,1]] X87d
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+398073 a 6 [1,1,1,-45900614,-77339865418] 48 16 [[1,1,8,1],[5,5,0,1],[5,0,8,5],[5,0,8,3]] X121c
+398073 b 1 [0,-1,1,5,-3033] 1 1 [] X1
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+398090 k 4 [1,-1,0,-27335435,-55002583025] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+398090 l 3 [1,-1,0,-618359330,-5417837735700] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
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+398090 m 4 [1,-1,0,-909035,-333325459] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+398090 q 2 [1,-1,0,-650250574,6381122671380] 6 2 [] X8
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+398090 q 4 [1,-1,0,-577045574,7872879520380] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398090 r 1 [1,-1,0,-9224,343360] 1 1 [] X1
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+398090 bi 2 [1,0,0,-517096,-143163360] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
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+398090 bk 4 [1,0,0,-127725485,534041564497] 3 2 [[1,1,0,1]] X6
+398090 bl 1 [1,0,0,-106785,-29679275] 1 1 [] X1
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+398090 bm 2 [1,0,0,2522710,-59927900] 3 2 [[1,1,0,1]] X6
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+398090 bq 2 [1,-1,1,-946243,-684223493] 3 2 [[1,1,0,1]] X6
+398090 br 1 [1,-1,1,-1116127,-453663801] 1 1 [] X1
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+398090 bs 2 [1,-1,1,-133002,-18491899] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398090 bs 3 [1,-1,1,-39832,-43983211] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398090 bs 4 [1,-1,1,-2123452,-1190468859] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398090 bt 1 [1,-1,1,-51657,467129] 3 2 [[1,1,0,1]] X6
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+398090 ca 1 [1,0,0,-86435,-25346815] 1 1 [] X1
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+398090 cc 2 [1,1,1,-1888026,1185163079] 3 2 [[1,1,0,1]] X6
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+398090 cg 2 [1,1,1,-72905,-2060123] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398090 ch 1 [1,1,1,-9495780,-2663347675] 3 2 [[1,1,0,1]] X6
+398090 ch 2 [1,1,1,-90841660,331049990437] 3 2 [[1,1,0,1]] X6
+398091 a 1 [0,1,1,-67,-254] 1 1 [] X1
+398093 a 1 [0,1,1,-77,234] 1 1 [] X1
+398093 b 1 [0,0,1,-11075,-448537] 1 1 [] X1
+398096 a 1 [0,1,0,376,4852] 1 1 [] X1
+398096 b 1 [0,0,0,-56,-437] 1 1 [] X1
+398096 c 1 [0,0,0,-43,266] 1 1 [] X1
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+398097 a 2 [1,-1,0,-74691,7858552] 6 2 [] X8
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+398097 a 4 [1,-1,0,-103446,1273657] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398097 b 1 [1,-1,0,-1233,-17438] 1 1 [] X1
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+398098 a 2 [1,0,1,-4062,106400] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+398099 a 1 [0,-1,1,-27,-54] 1 1 [] X1
+398100 a 1 [0,-1,0,-620658,-224752563] 1 1 [] X1
+398100 b 1 [0,-1,0,-32133,-2198238] 3 2 [[1,1,0,1]] X6
+398100 b 2 [0,-1,0,-16508,-4354488] 3 2 [[1,1,0,1]] X6
+398100 c 1 [0,-1,0,-958,12037] 1 1 [] X1
+398100 d 1 [0,-1,0,-1433,20862] 1 1 [] X1
+398100 e 1 [0,-1,0,-2933,46362] 1 1 [] X1
+398100 f 1 [0,-1,0,-145158,21343437] 1 1 [] X1
+398100 g 1 [0,-1,0,542,6037] 1 1 [] X1
+398100 h 1 [0,-1,0,-62303433,189305714862] 1 1 [] X1
+398101 a 1 [1,1,1,-570,-5476] 1 1 [] X1
+398101 b 1 [1,-1,0,-106249,13357432] 1 1 [] X1
+398104 a 1 [0,0,0,-13355,1538262] 3 2 [[1,1,0,1]] X6
+398104 a 2 [0,0,0,-297715,62448174] 3 2 [[1,1,0,1]] X6
+398105 a 1 [0,-1,1,-2770,-35819] 1 1 [] X1
+398106 a 1 [1,-1,0,-31482,2098548] 3 2 [[1,1,0,1]] X6
+398106 a 2 [1,-1,0,-499842,136143180] 3 2 [[1,1,0,1]] X6
+398107 a 1 [1,1,1,-19,-18] 1 1 [] X1
+398109 a 1 [1,1,1,-13,50] 1 1 [] X1
+398109 b 1 [0,1,1,-94,-383] 1 1 [] X1
+398110 a 1 [1,1,1,-70,85] 1 1 [] X1
+398111 a 1 [1,1,0,-73153,7585064] 1 1 [] X1
+398112 a 1 [0,-1,0,408,5076] 1 1 [] X1
+398112 b 1 [0,-1,0,608,-35276] 1 1 [] X1
+398112 c 1 [0,-1,0,166,1248] 3 2 [[1,1,0,1]] X6
+398112 c 2 [0,-1,0,-1264,14404] 3 2 [[1,1,0,1]] X6
+398112 d 1 [0,-1,0,-845174,299349108] 1 1 [] X1
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+398112 e 2 [0,-1,0,-151928689,722922356929] 3 2 [[1,1,0,1]] X6
+398112 f 1 [0,-1,0,-254,2628] 1 1 [] X1
+398112 g 1 [0,-1,0,-11274,-493272] 3 2 [[1,1,0,1]] X6
+398112 g 2 [0,-1,0,-184304,-30392856] 3 2 [[1,1,0,1]] X6
+398112 h 1 [0,-1,0,-32023134,69760616904] 24 4 [[1,0,0,3],[3,2,2,3]] X24e
+398112 h 2 [0,-1,0,-512370144,4464167203188] 24 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1]] X32l
+398112 h 3 [0,-1,0,-31974129,69984716769] 24 4 [[1,1,0,3],[1,2,0,1]] X27h
+398112 h 4 [0,-1,0,-32072144,69536425560] 24 8 [[1,0,0,5],[3,3,4,7],[1,0,0,7]] X32i
+398112 i 1 [0,-1,0,-11434,435784] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398112 i 2 [0,-1,0,-178744,29146180] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398112 i 3 [0,-1,0,13071,2028609] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398112 i 4 [0,-1,0,-40144,-2595992] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398112 j 1 [0,-1,0,-787314,222592824] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398112 j 2 [0,-1,0,-11981024,15965426568] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398112 j 3 [0,-1,0,1548591,1290101409] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398112 j 4 [0,-1,0,-3739224,-2576998620] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398112 k 1 [0,-1,0,-190354,-951620] 3 2 [[1,1,0,1]] X6
+398112 k 2 [0,-1,0,760991,-8372111] 3 2 [[1,1,0,1]] X6
+398112 l 1 [0,-1,0,502304,-171248396] 1 1 [] X1
+398112 m 1 [0,-1,0,-9244056,10967082984] 1 1 [] X1
+398112 n 1 [0,-1,0,-26456,-1647768] 1 1 [] X1
+398112 o 1 [0,-1,0,-1138,15160] 3 2 [[1,1,0,1]] X6
+398112 o 2 [0,-1,0,-1248,12168] 3 2 [[1,1,0,1]] X6
+398112 p 1 [0,-1,0,-2938,48676] 3 2 [[1,1,0,1]] X6
+398112 p 2 [0,-1,0,-15553,-700655] 3 2 [[1,1,0,1]] X6
+398112 q 1 [0,-1,0,0,-1452] 1 1 [] X1
+398112 r 1 [0,-1,0,3517080,-3569224536] 1 1 [] X1
+398112 s 1 [0,-1,0,-11720,-519192] 1 1 [] X1
+398112 t 1 [0,-1,0,-235861642,1394794138432] 3 2 [[1,1,0,1]] X6
+398112 t 2 [0,-1,0,-3774152112,89244885243780] 3 2 [[1,1,0,1]] X6
+398112 u 1 [0,-1,0,-562,-4940] 3 2 [[1,1,0,1]] X6
+398112 u 2 [0,-1,0,-417,-7695] 3 2 [[1,1,0,1]] X6
+398112 v 1 [0,-1,0,-384,3096] 1 1 [] X1
+398112 w 1 [0,-1,0,-10186,-392312] 3 2 [[1,1,0,1]] X6
+398112 w 2 [0,-1,0,-10296,-383292] 3 2 [[1,1,0,1]] X6
+398112 x 1 [0,1,0,608,35276] 1 1 [] X1
+398112 y 1 [0,1,0,408,-5076] 1 1 [] X1
+398112 z 1 [0,1,0,-190354,951620] 3 2 [[1,1,0,1]] X6
+398112 z 2 [0,1,0,760991,8372111] 3 2 [[1,1,0,1]] X6
+398112 ba 1 [0,1,0,-787314,-222592824] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398112 ba 2 [0,1,0,-3739224,2576998620] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398112 ba 3 [0,1,0,1548591,-1290101409] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398112 ba 4 [0,1,0,-11981024,-15965426568] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398112 bb 1 [0,1,0,-11274,493272] 3 2 [[1,1,0,1]] X6
+398112 bb 2 [0,1,0,-184304,30392856] 3 2 [[1,1,0,1]] X6
+398112 bc 1 [0,1,0,-32023134,-69760616904] 24 4 [[1,0,0,3],[3,2,2,3]] X24e
+398112 bc 2 [0,1,0,-32072144,-69536425560] 24 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1]] X32l
+398112 bc 3 [0,1,0,-31974129,-69984716769] 24 4 [[1,1,0,3],[1,2,0,1]] X27h
+398112 bc 4 [0,1,0,-512370144,-4464167203188] 24 8 [[1,0,0,5],[3,3,4,7],[1,0,0,7]] X32i
+398112 bd 1 [0,1,0,-11434,-435784] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398112 bd 2 [0,1,0,-40144,2595992] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398112 bd 3 [0,1,0,13071,-2028609] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398112 bd 4 [0,1,0,-178744,-29146180] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398112 be 1 [0,1,0,-254,-2628] 1 1 [] X1
+398112 bf 1 [0,1,0,-152050634,-721707077448] 3 2 [[1,1,0,1]] X6
+398112 bf 2 [0,1,0,-151928689,-722922356929] 3 2 [[1,1,0,1]] X6
+398112 bg 1 [0,1,0,-845174,-299349108] 1 1 [] X1
+398112 bh 1 [0,1,0,166,-1248] 3 2 [[1,1,0,1]] X6
+398112 bh 2 [0,1,0,-1264,-14404] 3 2 [[1,1,0,1]] X6
+398112 bi 1 [0,1,0,-26456,1647768] 1 1 [] X1
+398112 bj 1 [0,1,0,-9244056,-10967082984] 1 1 [] X1
+398112 bk 1 [0,1,0,502304,171248396] 1 1 [] X1
+398112 bl 1 [0,1,0,-2938,-48676] 3 2 [[1,1,0,1]] X6
+398112 bl 2 [0,1,0,-15553,700655] 3 2 [[1,1,0,1]] X6
+398112 bm 1 [0,1,0,-1138,-15160] 3 2 [[1,1,0,1]] X6
+398112 bm 2 [0,1,0,-1248,-12168] 3 2 [[1,1,0,1]] X6
+398112 bn 1 [0,1,0,-11720,519192] 1 1 [] X1
+398112 bo 1 [0,1,0,3517080,3569224536] 1 1 [] X1
+398112 bp 1 [0,1,0,0,1452] 1 1 [] X1
+398112 bq 1 [0,1,0,-562,4940] 3 2 [[1,1,0,1]] X6
+398112 bq 2 [0,1,0,-417,7695] 3 2 [[1,1,0,1]] X6
+398112 br 1 [0,1,0,-235861642,-1394794138432] 3 2 [[1,1,0,1]] X6
+398112 br 2 [0,1,0,-3774152112,-89244885243780] 3 2 [[1,1,0,1]] X6
+398112 bs 1 [0,1,0,-384,-3096] 1 1 [] X1
+398112 bt 1 [0,1,0,-10186,392312] 3 2 [[1,1,0,1]] X6
+398112 bt 2 [0,1,0,-10296,383292] 3 2 [[1,1,0,1]] X6
+398118 a 1 [1,1,0,-72436,-15119024] 1 1 [] X1
+398118 b 1 [1,0,1,-1613,25544] 1 1 [] X1
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+398118 d 1 [1,1,1,-7839,-270435] 1 1 [] X1
+398118 e 1 [1,1,1,14854,-181165] 1 1 [] X1
+398118 f 1 [1,1,1,38,29] 1 1 [] X1
+398118 g 1 [1,0,0,6107,490625] 1 1 [] X1
+398120 a 1 [0,0,0,-198222748,1074183191572] 1 1 [] X1
+398120 b 1 [0,1,0,-1631,20194] 3 2 [[1,1,0,1]] X6
+398120 b 2 [0,1,0,-24756,1490944] 3 2 [[1,1,0,1]] X6
+398120 c 1 [0,1,0,-2371,-45030] 3 2 [[1,1,0,1]] X6
+398120 c 2 [0,1,0,-3716,10384] 3 2 [[1,1,0,1]] X6
+398120 d 1 [0,1,0,-26920,2726448] 1 1 [] X1
+398120 e 1 [0,1,0,200,48] 1 1 [] X1
+398120 f 1 [0,-1,0,-116,445] 1 1 [] X1
+398120 g 1 [0,-1,0,-705,-3275] 1 1 [] X1
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+398120 i 2 [0,0,0,-5023,-136878] 3 2 [[1,1,0,1]] X6
+398120 j 1 [0,0,0,60613,-4616266] 1 1 [] X1
+398120 k 1 [0,0,0,-8507,302006] 1 1 [] X1
+398120 l 1 [0,1,0,-201,1019] 1 1 [] X1
+398120 m 1 [0,1,0,-1761,27539] 1 1 [] X1
+398120 n 1 [0,1,0,-3600,-68875] 1 1 [] X1
+398120 o 1 [0,-1,0,-420,1892] 3 2 [[1,1,0,1]] X6
+398120 o 2 [0,-1,0,-5800,171900] 3 2 [[1,1,0,1]] X6
+398121 a 1 [1,1,1,-842,-9862] 1 1 [] X1
+398122 a 1 [1,-1,1,-7372,256463] 1 1 [] X1
+398126 a 1 [1,0,1,-4798,111472] 1 1 [] X1
+398126 b 1 [1,0,0,-57,137] 1 1 [] X1
+398128 a 1 [0,1,0,-1933520,-1557774956] 1 1 [] X1
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+398128 c 1 [0,1,0,-1755748,-896042004] 1 1 [] X1
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+398128 j 1 [0,-1,0,-28,144] 1 1 [] X1
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+398130 d 2 [1,1,0,-340177,-21524009] 3 2 [[1,1,0,1]] X6
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+398130 f 1 [1,0,1,-100087429,385396555952] 3 2 [[1,1,0,1]] X6
+398130 f 2 [1,0,1,-100617349,381109079216] 3 2 [[1,1,0,1]] X6
+398130 g 1 [1,0,1,-11874,536416] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398130 g 2 [1,0,1,-194124,32904016] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398130 h 1 [1,0,1,-4724,-150478] 3 2 [[1,1,0,1]] X6
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+398130 i 1 [1,0,1,-853,-544] 3 2 [[1,1,0,1]] X6
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+398130 n 1 [1,1,1,2808564,-1504749267] 3 2 [[1,1,0,1]] X6
+398130 n 2 [1,1,1,-14886156,-13735339731] 3 2 [[1,1,0,1]] X6
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+398130 s 1 [1,0,0,6144,37748736] 1 1 [] X1
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+398130 t 1 [1,0,0,-2641201,-1812178345] 1 1 [] X1
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+398130 v 1 [1,0,0,5184,0] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398130 v 2 [1,0,0,-20736,-5184] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398130 v 3 [1,0,0,-227736,41684616] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398130 v 4 [1,0,0,-228456,-41923080] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398130 w 1 [1,0,0,-128771,20531265] 1 1 [] X1
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+398130 y 1 [1,0,0,-143320320,660499660800] 48 16 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X118l
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+398130 y 3 [1,0,0,-36691660800,2705195632972032] 48 16 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X118l
+398130 y 4 [1,0,0,-2293332480,42264525254400] 48 4 [[1,0,2,3]] X58i
+398130 y 5 [1,0,0,-2055282480,51382840064400] 48 8 [[1,2,0,1],[5,5,0,7],[5,0,0,5],[5,0,0,1]] X92h
+398130 y 6 [1,0,0,-2533041360,32889367132272] 48 8 [[1,0,0,5],[1,2,0,1],[1,0,0,7],[5,0,0,1]] X96o
+398130 y 7 [1,0,0,7155054060,223971548339100] 48 16 [[1,1,0,1],[5,0,0,5],[5,0,0,1],[5,0,0,3]] X118i
+398130 y 8 [1,0,0,-16056478860,-758201975055228] 48 16 [[1,1,0,1],[5,0,0,5],[5,0,0,1],[5,0,0,3]] X118i
+398130 z 1 [1,0,0,0,-768] 1 1 [] X1
+398133 a 1 [0,0,1,-27489,-1742886] 1 1 [] X1
+398133 b 1 [0,0,1,-210,-837] 1 1 [] X1
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+398136 b 1 [0,-1,0,-2637652,1649703748] 24 8 [[1,1,0,3],[7,7,0,3],[7,7,4,3]] X33e
+398136 b 2 [0,-1,0,-2637672,1649677500] 24 8 [[3,0,2,1],[1,0,2,5],[3,6,6,7]] X46d
+398136 b 3 [0,-1,0,-2525312,1796509548] 24 8 [[1,0,0,3],[3,3,0,7],[1,0,4,1]] X48d
+398136 b 4 [0,-1,0,-2750352,1501165260] 24 8 [[5,5,0,1],[7,7,4,3],[5,0,0,3]] X33g
+398136 c 1 [0,1,0,-1816,-1063312] 1 1 [] X1
+398136 d 1 [0,1,0,-1016,-28944] 1 1 [] X1
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+398137 b 1 [0,-1,1,-4021,-158071] 1 1 [] X1
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+398138 d 1 [1,-1,1,-9111549,10588388165] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+398138 d 2 [1,-1,1,-9111469,10588583333] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+398139 a 1 [0,-1,1,-231,-1420] 1 1 [] X1
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+398144 j 1 [0,1,0,-97,3871] 1 1 [] X1
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+398144 m 1 [0,1,0,-1071755745,-13505271946849] 1 1 [] X1
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+398144 o 1 [0,0,0,116,-3856] 1 1 [] X1
+398144 p 1 [0,0,0,-76,31088] 1 1 [] X1
+398145 a 1 [1,1,1,-13935,-638460] 3 2 [[1,1,0,1]] X6
+398145 a 2 [1,1,1,-10760,-933100] 3 2 [[1,1,0,1]] X6
+398145 b 1 [1,0,0,-99497256,-386836328889] 3 2 [[1,1,0,1]] X6
+398145 b 2 [1,0,0,-1597537151,-24576884945370] 3 2 [[1,1,0,1]] X6
+398145 c 1 [1,0,0,-160,-49153] 3 2 [[1,1,0,1]] X6
+398145 c 2 [1,0,0,-21115,-1168150] 3 2 [[1,1,0,1]] X6
+398145 d 1 [0,-1,1,-959585,362124881] 1 1 [] X1
+398145 e 1 [0,1,1,3691159,-9305814049] 1 1 [] X1
+398145 f 1 [0,1,1,-232405,86323684] 1 1 [] X1
+398145 f 2 [0,1,1,1996445,-1794808571] 1 1 [] X1
+398145 g 1 [1,1,0,-1727,29766] 1 1 [] X1
+398145 h 1 [1,0,1,236,257] 1 1 [] X1
+398145 i 1 [1,0,1,-15318,-738917] 3 2 [[1,1,0,1]] X6
+398145 i 2 [1,0,1,-245823,-46932119] 3 2 [[1,1,0,1]] X6
+398145 j 1 [0,1,1,4400,15031] 1 1 [] X1
+398146 a 1 [1,0,1,-13595,608958] 1 1 [] X1
+398146 b 1 [1,0,0,-116,478] 1 1 [] X1
+398146 c 1 [1,1,1,-5343828,-4756967147] 1 1 [] X1
+398150 a 1 [1,1,0,-275,-9875] 1 1 [] X1
+398150 b 1 [1,1,0,-440150,118892500] 1 1 [] X1
+398150 b 2 [1,1,0,2503850,111084500] 1 1 [] X1
+398150 c 1 [1,1,0,2425,-12875] 1 1 [] X1
+398150 d 1 [1,-1,0,-62,2196] 1 1 [] X1
+398150 e 1 [1,0,1,-4418576,-3575335202] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+398150 f 1 [1,1,0,350,8250] 1 1 [] X1
+398150 g 1 [1,1,0,-2500,-49200] 1 1 [] X1
+398150 h 1 [1,0,0,-62513,-6024983] 1 1 [] X1
+398150 i 1 [1,1,1,-176743,-28673379] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+398150 j 1 [1,-1,1,-1555,272947] 1 1 [] X1
+398150 k 1 [1,0,0,97,-103] 1 1 [] X1
+398151 a 1 [0,0,1,-69,214] 1 1 [] X1
+398151 b 1 [1,-1,1,-14474,652402] 1 1 [] X1
+398151 c 1 [1,-1,1,-146,-6308] 1 1 [] X1
+398151 d 1 [0,0,1,-199902,-34397609] 1 1 [] X1
+398151 e 1 [1,-1,0,-25281,1553026] 1 1 [] X1
+398151 f 1 [1,-1,0,-11214,546817] 1 1 [] X1
+398151 g 1 [1,-1,0,-2421,-39528] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398151 g 2 [1,-1,0,-10026,348327] 6 2 [] X8
+398151 g 3 [1,-1,0,-155691,23683860] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398151 g 4 [1,-1,0,13959,1744254] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398151 h 1 [1,-1,0,-160081866,-779541071153] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398151 h 2 [1,-1,0,-160391871,-776370030008] 6 2 [] X8
+398151 h 3 [1,-1,0,-272027286,443380841365] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398151 h 4 [1,-1,0,-53716536,-1793177988161] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398151 i 1 [1,-1,0,-5088798,4417946793] 1 1 [] X1
+398151 j 1 [1,-1,0,-1608,-23627] 1 1 [] X1
+398151 k 1 [1,-1,0,-5712003,-5275248062] 1 1 [] X1
+398151 l 1 [0,0,1,-621,-5785] 1 1 [] X1
+398152 a 1 [0,-1,0,88,-164] 1 1 [] X1
+398154 a 1 [1,1,0,2945,-51131] 1 1 [] X1
+398154 b 1 [1,1,1,-4436,113141] 1 1 [] X1
+398157 a 1 [1,1,1,-26,20612] 1 1 [] X1
+398157 b 1 [1,1,1,1680930,-643089432] 1 1 [] X1
+398157 c 1 [1,0,0,-9404,349623] 3 2 [[1,1,0,1]] X6
+398157 c 2 [1,0,0,-6259,588014] 3 2 [[1,1,0,1]] X6
+398157 d 1 [1,1,0,304,-927] 1 1 [] X1
+398159 a 1 [1,-1,1,-3,-30] 1 1 [] X1
+398159 b 1 [1,1,1,-31,60] 1 1 [] X1
+398160 a 1 [0,0,0,39957,1797658] 3 2 [[1,1,0,1]] X6
+398160 a 2 [0,0,0,-187563,15494362] 3 2 [[1,1,0,1]] X6
+398160 b 1 [0,0,0,-2043,56618] 1 1 [] X1
+398160 c 1 [0,0,0,-163039203,801636803298] 1 1 [] X1
+398160 d 1 [0,0,0,-240138,29270187] 3 2 [[1,1,0,1]] X6
+398160 d 2 [0,0,0,-1573263,-737809938] 3 2 [[1,1,0,1]] X6
+398160 e 1 [0,0,0,-165828,25473548] 1 1 [] X1
+398160 f 1 [0,0,0,-6768,-212112] 1 1 [] X1
+398160 g 1 [0,0,0,-438483,112256818] 1 1 [] X1
+398160 h 1 [0,0,0,-184098,29434547] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 h 2 [0,0,0,-464943,-81836242] 6 2 [] X8
+398160 h 3 [0,0,0,1312557,-557139742] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 h 4 [0,0,0,-6735963,-6727863238] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 i 1 [0,0,0,-155763,-22376142] 3 2 [[1,1,0,1]] X6
+398160 i 2 [0,0,0,120717,-93210318] 3 2 [[1,1,0,1]] X6
+398160 j 1 [0,0,0,-2032203,-1115061302] 3 2 [[1,1,0,1]] X6
+398160 j 2 [0,0,0,-2031123,-1116305678] 3 2 [[1,1,0,1]] X6
+398160 k 1 [0,0,0,38382,-3757493] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 k 2 [0,0,0,-256863,-38064962] 6 2 [] X8
+398160 k 3 [0,0,0,-1408683,611791882] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 k 4 [0,0,0,-3828963,-2883599822] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 l 1 [0,0,0,78117,-4798582] 1 1 [] X1
+398160 l 2 [0,0,0,-1559883,-762789382] 1 1 [] X1
+398160 m 1 [0,0,0,-44331812328,3592703214977452] 1 1 [] X1
+398160 n 1 [0,0,0,-76141488,254103830192] 1 1 [] X1
+398160 o 1 [0,0,0,-2208,11468] 1 1 [] X1
+398160 o 2 [0,0,0,-103008,-12724612] 1 1 [] X1
+398160 p 1 [0,0,0,-700923,225870122] 1 1 [] X1
+398160 q 1 [0,0,0,-3638808,1606665132] 1 1 [] X1
+398160 r 1 [0,0,0,42597,145098] 1 1 [] X1
+398160 s 1 [0,0,0,-212043,36974842] 3 2 [[1,1,0,1]] X6
+398160 s 2 [0,0,0,-439563,-56353862] 3 2 [[1,1,0,1]] X6
+398160 t 1 [0,0,0,-15363,-489662] 3 2 [[1,1,0,1]] X6
+398160 t 2 [0,0,0,-97683,11380882] 3 2 [[1,1,0,1]] X6
+398160 u 1 [0,0,0,-1750038,683662163] 3 2 [[1,1,0,1]] X6
+398160 u 2 [0,0,0,4109337,4284834038] 3 2 [[1,1,0,1]] X6
+398160 v 1 [0,0,0,1257,41078] 3 2 [[1,1,0,1]] X6
+398160 v 2 [0,0,0,-12963,498962] 3 2 [[1,1,0,1]] X6
+398160 w 1 [0,0,0,-528,5427] 3 2 [[1,1,0,1]] X6
+398160 w 2 [0,0,0,-8823,318978] 3 2 [[1,1,0,1]] X6
+398160 x 1 [0,0,0,27357,-93028318] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 x 2 [0,0,0,-2921763,-1880784862] 6 2 [] X8
+398160 x 3 [0,0,0,-6562083,3740597282] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 x 4 [0,0,0,-46467363,-121918585822] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 y 1 [0,0,0,3102,114347] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 y 2 [0,0,0,-25023,1256222] 6 2 [] X8
+398160 y 3 [0,0,0,-380523,90344522] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 y 4 [0,0,0,-119523,-14752078] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 z 1 [0,0,0,-423,-21978] 3 2 [[1,1,0,1]] X6
+398160 z 2 [0,0,0,-14643,-678942] 3 2 [[1,1,0,1]] X6
+398160 ba 1 [0,0,0,4320117,10570703418] 3 2 [[1,1,0,1]] X6
+398160 ba 2 [0,0,0,-53925003,138022675002] 3 2 [[1,1,0,1]] X6
+398160 bb 1 [0,0,0,-44148,-62066653] 3 2 [[1,1,0,1]] X6
+398160 bb 2 [0,0,0,-2635743,-1633091542] 3 2 [[1,1,0,1]] X6
+398160 bb 3 [0,0,0,-13311948,-18694854673] 3 2 [[1,1,0,1]] X6
+398160 bb 4 [0,0,0,-212992743,-1196452119742] 3 2 [[1,1,0,1]] X6
+398160 bc 1 [0,0,0,-120963,127633858] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bc 2 [0,0,0,-4614483,3795244882] 6 2 [] X8
+398160 bc 3 [0,0,0,-73723683,243645634402] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bc 4 [0,0,0,-7401603,-1328039102] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bd 1 [0,0,0,-5988,-172037] 3 2 [[1,1,0,1]] X6
+398160 bd 2 [0,0,0,-94863,-11245862] 3 2 [[1,1,0,1]] X6
+398160 be 1 [0,0,0,-11253063,14529619078] 3 2 [[1,1,0,1]] X6
+398160 be 2 [0,0,0,-11267283,14491057282] 3 2 [[1,1,0,1]] X6
+398160 bf 1 [0,0,0,-768,-6928] 1 1 [] X1
+398160 bg 1 [0,0,0,-53004843,-507770687142] 1 1 [] X1
+398160 bh 1 [0,0,0,-843,-11142] 1 1 [] X1
+398160 bi 1 [0,0,0,446732637,10381801359778] 1 1 [] X1
+398160 bj 1 [0,0,0,-150078,-22373377] 3 2 [[1,1,0,1]] X6
+398160 bj 2 [0,0,0,-132303,-27872962] 3 2 [[1,1,0,1]] X6
+398160 bk 1 [0,0,0,-43203,-3438398] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398160 bk 2 [0,0,0,-69123,1170178] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398160 bk 3 [0,0,0,-825123,287996578] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398160 bk 4 [0,0,0,272157,9292642] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398160 bl 1 [0,0,0,-1996083,-1031968782] 3 2 [[1,1,0,1]] X6
+398160 bl 2 [0,0,0,1390797,-4175670798] 3 2 [[1,1,0,1]] X6
+398160 bm 1 [0,0,0,-843,-3078] 3 2 [[1,1,0,1]] X6
+398160 bm 2 [0,0,0,-7563,250938] 3 2 [[1,1,0,1]] X6
+398160 bn 1 [0,0,0,-627843,113984642] 3 2 [[1,1,0,1]] X6
+398160 bn 2 [0,0,0,1952637,811230338] 3 2 [[1,1,0,1]] X6
+398160 bn 3 [0,0,0,-22055043,-39861843838] 3 2 [[1,1,0,1]] X6
+398160 bn 4 [0,0,0,-20079363,-47293956862] 3 2 [[1,1,0,1]] X6
+398160 bo 1 [0,0,0,-3,55298] 1 1 [] X1
+398160 bp 1 [0,0,0,-113050488,-462654211588] 1 1 [] X1
+398160 bq 1 [0,0,0,-32583,-2261338] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bq 2 [0,0,0,-41403,-940102] 6 2 [] X8
+398160 bq 3 [0,0,0,-381603,90029378] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bq 4 [0,0,0,157677,-7350478] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 br 1 [0,0,0,-17778,1078747] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 br 2 [0,0,0,-298623,62808478] 6 2 [] X8
+398160 br 3 [0,0,0,-4777923,4019822098] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 br 4 [0,0,0,-312843,56497642] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bs 1 [0,0,0,-220323,41090978] 1 1 [] X1
+398160 bt 1 [0,0,0,-138,45547] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bt 2 [0,0,0,-19983,1073518] 6 2 [] X8
+398160 bt 3 [0,0,0,-318603,69218602] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bt 4 [0,0,0,-38883,-1281422] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 bu 1 [0,0,0,329037,-165828238] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398160 bu 2 [0,0,0,-3270963,-1985268238] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398160 bv 1 [0,0,0,45117,-423838] 1 1 [] X1
+398160 bw 1 [0,0,0,-24898548,47819667292] 1 1 [] X1
+398160 bx 1 [0,0,0,-6822003,6858177842] 3 2 [[1,1,0,1]] X6
+398160 bx 2 [0,0,0,-7049523,6376244978] 3 2 [[1,1,0,1]] X6
+398160 by 1 [0,0,0,-2910603,4279561018] 3 2 [[1,1,0,1]] X6
+398160 by 2 [0,0,0,-61155723,183919160122] 3 2 [[1,1,0,1]] X6
+398160 bz 1 [0,0,0,-2883,44098] 3 2 [[1,1,0,1]] X6
+398160 bz 2 [0,0,0,7197,284002] 3 2 [[1,1,0,1]] X6
+398160 ca 1 [0,0,0,-423,3302] 3 2 [[1,1,0,1]] X6
+398160 ca 2 [0,0,0,-843,-4342] 3 2 [[1,1,0,1]] X6
+398160 cb 1 [0,0,0,-7248,-133072] 1 1 [] X1
+398160 cc 1 [0,0,0,-7563,-254662] 1 1 [] X1
+398160 cd 1 [0,0,0,-717628098,7399412939203] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 cd 2 [0,0,0,-717908943,7393331577742] 6 2 [] X8
+398160 cd 3 [0,0,0,-500214963,11962771756738] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 cd 4 [0,0,0,-940096443,2434684265242] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 ce 1 [0,0,0,-2028,-41393] 3 2 [[1,1,0,1]] X6
+398160 ce 2 [0,0,0,-34023,-2415422] 3 2 [[1,1,0,1]] X6
+398160 cf 1 [0,0,0,-3918,41767] 3 2 [[1,1,0,1]] X6
+398160 cf 2 [0,0,0,13857,315502] 3 2 [[1,1,0,1]] X6
+398160 cg 1 [0,0,0,-180003,-29783518] 1 1 [] X1
+398160 ch 1 [0,0,0,-2238003,1288438002] 3 2 [[1,1,0,1]] X6
+398160 ch 2 [0,0,0,-2479923,992763378] 3 2 [[1,1,0,1]] X6
+398160 ci 1 [0,0,0,-33708,-2167657] 3 2 [[1,1,0,1]] X6
+398160 ci 2 [0,0,0,-122583,14132018] 3 2 [[1,1,0,1]] X6
+398160 cj 1 [0,0,0,-222843,52992938] 3 2 [[1,1,0,1]] X6
+398160 cj 2 [0,0,0,-3863163,2922293162] 3 2 [[1,1,0,1]] X6
+398160 ck 1 [0,0,0,-52794363,146216549162] 3 2 [[1,1,0,1]] X6
+398160 ck 2 [0,0,0,-11506683,368930552618] 3 2 [[1,1,0,1]] X6
+398160 cl 1 [0,0,0,-1263,-3922] 3 2 [[1,1,0,1]] X6
+398160 cl 2 [0,0,0,-15483,-740518] 3 2 [[1,1,0,1]] X6
+398160 cm 1 [0,0,0,6612,-1554037] 3 2 [[1,1,0,1]] X6
+398160 cm 2 [0,0,0,-167583,-25209718] 3 2 [[1,1,0,1]] X6
+398160 cn 1 [0,0,0,-768123,-374194998] 1 1 [] X1
+398160 co 1 [0,0,0,-9588,360988] 1 1 [] X1
+398160 cp 1 [0,0,0,-532803,5087128898] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[5,0,0,1],[5,0,0,3]] X120
+398160 cp 2 [0,0,0,-47718723,125515033922] 24 8 [[7,6,4,7],[7,0,0,7],[5,0,0,1],[7,0,4,3],[1,0,4,7]] X98
+398160 cp 3 [0,0,0,-761221443,8083781672258] 24 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1]] X102
+398160 cp 4 [0,0,0,-89190723,-125365682878] 24 8 [[7,6,4,7],[7,0,0,7],[7,0,0,3],[3,0,4,7],[1,0,4,7]] X101
+398160 cp 5 [0,0,0,325702077,-961208717758] 24 8 [[3,3,0,3],[7,0,0,7],[7,0,0,1],[7,0,0,3]] X85
+398160 cp 6 [0,0,0,-1167635523,-15345888523198] 24 16 [[3,3,0,3],[3,0,8,3],[7,0,0,7],[7,0,0,3],[5,0,0,3]] X122
+398160 cq 1 [0,0,0,-35873283,-82377285118] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398160 cq 2 [0,0,0,-573350403,-5284188347902] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398160 cq 3 [0,0,0,-572728323,-5296226964478] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398160 cq 4 [0,0,0,-9173606403,-338188057749502] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398160 cr 1 [0,0,0,72,13823] 3 2 [[1,1,0,1]] X6
+398160 cr 2 [0,0,0,-8223,280922] 3 2 [[1,1,0,1]] X6
+398160 cs 1 [0,0,0,-364908,-84803812] 1 1 [] X1
+398160 ct 1 [0,0,0,-3783,-73978] 3 2 [[1,1,0,1]] X6
+398160 ct 2 [0,0,0,-18003,861698] 3 2 [[1,1,0,1]] X6
+398160 cu 1 [0,0,0,-3618,78867] 3 2 [[1,1,0,1]] X6
+398160 cu 2 [0,0,0,-56943,5230062] 3 2 [[1,1,0,1]] X6
+398160 cv 1 [0,0,0,-568812,165341059] 3 2 [[1,1,0,1]] X6
+398160 cv 2 [0,0,0,-9104367,10573596826] 3 2 [[1,1,0,1]] X6
+398160 cw 1 [0,0,0,-7587,83106] 3 2 [[1,1,0,1]] X6
+398160 cw 2 [0,0,0,-68067,-6775326] 3 2 [[1,1,0,1]] X6
+398160 cx 1 [0,0,0,-57231732,-8808927181] 3 2 [[1,1,0,1]] X6
+398160 cx 2 [0,0,0,-611900607,5805119286794] 3 2 [[1,1,0,1]] X6
+398160 cx 3 [0,0,0,-3272345292,-72050155712449] 3 2 [[1,1,0,1]] X6
+398160 cx 4 [0,0,0,-3327892167,-69477435540574] 3 2 [[1,1,0,1]] X6
+398160 cy 1 [0,0,0,-2979462,-3764034209] 3 2 [[1,1,0,1]] X6
+398160 cy 2 [0,0,0,-58780767,-173366520626] 3 2 [[1,1,0,1]] X6
+398160 cz 1 [0,0,0,-3387,1618234] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398160 cz 2 [0,0,0,-228387,41623234] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398160 da 1 [0,0,0,-1902,110959] 3 2 [[1,1,0,1]] X6
+398160 da 2 [0,0,0,-48207,4065406] 3 2 [[1,1,0,1]] X6
+398160 db 1 [0,0,0,-221787,38221066] 3 2 [[1,1,0,1]] X6
+398160 db 2 [0,0,0,154533,154654474] 3 2 [[1,1,0,1]] X6
+398160 dc 1 [0,0,0,-1958547,1049743186] 3 2 [[1,1,0,1]] X6
+398160 dc 2 [0,0,0,-852627,2227990354] 3 2 [[1,1,0,1]] X6
+398160 dd 1 [0,0,0,-19092,653564] 1 1 [] X1
+398160 de 1 [0,0,0,-493932,-133613044] 1 1 [] X1
+398160 df 1 [0,0,0,-7587,300834] 1 1 [] X1
+398160 dg 1 [0,0,0,-19227,911626] 3 2 [[1,1,0,1]] X6
+398160 dg 2 [0,0,0,-76107,-7131206] 3 2 [[1,1,0,1]] X6
+398160 dh 1 [0,0,0,-3387,-75206] 3 2 [[1,1,0,1]] X6
+398160 dh 2 [0,0,0,-867,-184574] 3 2 [[1,1,0,1]] X6
+398160 di 1 [0,0,0,-14412,-665341] 3 2 [[1,1,0,1]] X6
+398160 di 2 [0,0,0,-17967,-311974] 3 2 [[1,1,0,1]] X6
+398160 dj 1 [0,0,0,-4752,-146529] 3 2 [[1,1,0,1]] X6
+398160 dj 2 [0,0,0,-79407,-8612406] 3 2 [[1,1,0,1]] X6
+398160 dk 1 [0,0,0,46428,-3059089] 3 2 [[1,1,0,1]] X6
+398160 dk 2 [0,0,0,-241527,-27650446] 3 2 [[1,1,0,1]] X6
+398160 dl 1 [0,0,0,-3193707,-1971390566] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398160 dl 2 [0,0,0,-12225387,14352467866] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398160 dl 3 [0,0,0,-188585067,996781701274] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398160 dl 4 [0,0,0,19627413,76650174106] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398160 dm 1 [0,0,0,-174207,27986366] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 dm 2 [0,0,0,-174387,27925634] 6 2 [] X8
+398160 dm 3 [0,0,0,-89067,55279226] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 dm 4 [0,0,0,-262587,-3314806] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 dn 1 [0,0,0,-16413070827,809343638012954] 1 1 [] X1
+398160 dn 2 [0,0,0,-14089776987,1046503739731466] 1 1 [] X1
+398160 do 1 [0,0,0,-7198707,7434124994] 3 2 [[1,1,0,1]] X6
+398160 do 2 [0,0,0,-7196187,7439589866] 3 2 [[1,1,0,1]] X6
+398160 dp 1 [0,0,0,-138267,13220874] 3 2 [[1,1,0,1]] X6
+398160 dp 2 [0,0,0,-879147,-307283814] 3 2 [[1,1,0,1]] X6
+398160 dq 1 [0,0,0,-15750342,-18458878401] 3 2 [[1,1,0,1]] X6
+398160 dq 2 [0,0,0,36984033,-115690519026] 3 2 [[1,1,0,1]] X6
+398160 dr 1 [0,0,0,91653,780586] 1 1 [] X1
+398160 ds 1 [0,0,0,-6627,270146] 1 1 [] X1
+398160 dt 1 [0,0,0,5013,317466] 1 1 [] X1
+398160 du 1 [0,0,0,-552,-3764] 1 1 [] X1
+398160 dv 1 [0,0,0,-36867,113283074] 1 1 [] X1
+398160 dv 2 [0,0,0,331773,-3057094654] 1 1 [] X1
+398160 dv 3 [0,0,0,-149376387,-702784752766] 1 1 [] X1
+398160 dw 1 [0,0,0,-753402,448786879] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398160 dw 2 [0,0,0,-14514807,21275297206] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398160 dw 3 [0,0,0,-232208787,1361965442434] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398160 dw 4 [0,0,0,-17003307,13481812906] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398160 dx 1 [0,0,0,170853,-10649014] 3 2 [[1,1,0,1]] X6
+398160 dx 2 [0,0,0,-739227,-88369846] 3 2 [[1,1,0,1]] X6
+398160 dy 1 [0,0,0,-17307,828746] 3 2 [[1,1,0,1]] X6
+398160 dy 2 [0,0,0,13413,3452234] 3 2 [[1,1,0,1]] X6
+398160 dz 1 [0,0,0,-32367,1439566] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398160 dz 2 [0,0,0,-464547,121844914] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398160 dz 3 [0,0,0,-7432347,7798966954] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398160 dz 4 [0,0,0,-411627,150665146] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398160 ea 1 [0,0,0,-507,14506] 1 1 [] X1
+398160 eb 1 [0,0,0,-18387,-1528686] 1 1 [] X1
+398160 ec 1 [0,0,0,-18115467,-29690251974] 1 1 [] X1
+398160 ed 1 [0,0,0,-26682,-1084081] 3 2 [[1,1,0,1]] X6
+398160 ed 2 [0,0,0,-174807,27326294] 3 2 [[1,1,0,1]] X6
+398160 ee 1 [0,0,0,-86187,960986] 3 2 [[1,1,0,1]] X6
+398160 ee 2 [0,0,0,-996267,381920474] 3 2 [[1,1,0,1]] X6
+398160 ef 1 [0,0,0,-402,-2921] 3 2 [[1,1,0,1]] X6
+398160 ef 2 [0,0,0,-6327,-193706] 3 2 [[1,1,0,1]] X6
+398160 eg 1 [0,0,0,-845472,-298912336] 1 1 [] X1
+398160 eh 1 [0,0,0,-1037847,406955414] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+398160 eh 2 [0,0,0,-1052427,394932746] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+398160 eh 3 [0,0,0,739293,1601476994] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+398160 eh 4 [0,0,0,-3077427,-1581062254] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+398160 ei 1 [0,0,0,-91227,10582346] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 ei 2 [0,0,0,-126507,1642394] 6 2 [] X8
+398160 ei 3 [0,0,0,503493,13108394] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 ei 4 [0,0,0,-1320987,-581980534] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 ej 1 [0,0,0,708,-709] 3 2 [[1,1,0,1]] X6
+398160 ej 2 [0,0,0,-2847,-5686] 3 2 [[1,1,0,1]] X6
+398160 ek 1 [0,0,0,648,-373221] 3 2 [[1,1,0,1]] X6
+398160 ek 2 [0,0,0,-74007,-7584894] 3 2 [[1,1,0,1]] X6
+398160 el 1 [0,0,0,-4942313067,-52534907834726] 3 2 [[1,1,0,1]] X6
+398160 el 2 [0,0,0,17990044053,-402193729786214] 3 2 [[1,1,0,1]] X6
+398160 em 1 [0,0,0,-85347,13859074] 1 1 [] X1
+398160 en 1 [0,0,0,-46227,-6077486] 1 1 [] X1
+398160 eo 1 [0,0,0,-248667,-47719926] 3 2 [[1,1,0,1]] X6
+398160 eo 2 [0,0,0,-275547,-36769014] 3 2 [[1,1,0,1]] X6
+398160 ep 1 [0,0,0,-169975999947,-17235858241809286] 3 2 [[1,1,0,1]] X6
+398160 ep 2 [0,0,0,-1124264046027,446104769926861946] 3 2 [[1,1,0,1]] X6
+398160 eq 1 [0,0,0,-1125192,-332211476] 1 1 [] X1
+398160 er 1 [0,0,0,4173,3539954] 1 1 [] X1
+398160 es 1 [0,0,0,2013,-24446] 1 1 [] X1
+398160 et 1 [0,0,0,618,-18601] 3 2 [[1,1,0,1]] X6
+398160 et 2 [0,0,0,-7887,-244834] 3 2 [[1,1,0,1]] X6
+398160 eu 1 [0,0,0,-712767,-223759874] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398160 eu 2 [0,0,0,-1836147,655397314] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398160 eu 3 [0,0,0,-26721147,53157770314] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398160 eu 4 [0,0,0,5074773,4419084346] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398160 ev 1 [0,0,0,-55443792,-154303732816] 1 1 [] X1
+398160 ew 1 [0,0,0,-612,5724] 1 1 [] X1
+398160 ex 1 [0,0,0,-101307,-15619606] 1 1 [] X1
+398160 ey 1 [0,0,0,933,-11734] 1 1 [] X1
+398160 ez 1 [0,0,0,-68547,-4327486] 3 2 [[1,1,0,1]] X6
+398160 ez 2 [0,0,0,-978627,-372545854] 3 2 [[1,1,0,1]] X6
+398160 fa 1 [0,0,0,-2188227,-1063308206] 3 2 [[1,1,0,1]] X6
+398160 fa 2 [0,0,0,3862293,-5900093894] 3 2 [[1,1,0,1]] X6
+398160 fb 1 [0,0,0,-3983017827,-31044913239454] 3 2 [[1,1,0,1]] X6
+398160 fb 2 [0,0,0,14991412893,-241406836859806] 3 2 [[1,1,0,1]] X6
+398160 fc 1 [0,0,0,-1518492,-657705701] 3 2 [[1,1,0,1]] X6
+398160 fc 2 [0,0,0,-23705247,-44423298614] 3 2 [[1,1,0,1]] X6
+398160 fd 1 [0,0,0,-3807,-89154] 3 2 [[1,1,0,1]] X6
+398160 fd 2 [0,0,0,-7587,117234] 3 2 [[1,1,0,1]] X6
+398160 fe 1 [0,0,0,933,-47126] 1 1 [] X1
+398160 ff 1 [0,0,0,406053,11443626] 1 1 [] X1
+398160 fg 1 [0,0,0,-5112147,43941815314] 1 1 [] X1
+398160 fh 1 [0,0,0,-31107,31106] 3 2 [[1,1,0,1]] X6
+398160 fh 2 [0,0,0,124413,248834] 3 2 [[1,1,0,1]] X6
+398160 fi 1 [0,0,0,933,260426] 3 2 [[1,1,0,1]] X6
+398160 fi 2 [0,0,0,-55947,4958714] 3 2 [[1,1,0,1]] X6
+398160 fj 1 [0,0,0,-61767,-10417626] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 fj 2 [0,0,0,-1185147,-496391814] 6 2 [] X8
+398160 fj 3 [0,0,0,-1384227,-318294846] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 fj 4 [0,0,0,-18960147,-31776836814] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398160 fk 1 [0,0,0,-36252,-2656341] 3 2 [[1,1,0,1]] X6
+398160 fk 2 [0,0,0,-39807,-2103894] 3 2 [[1,1,0,1]] X6
+398160 fl 1 [0,0,0,-93432,10100284] 1 1 [] X1
+398160 fm 1 [0,0,0,-6378672,1655874736] 1 1 [] X1
+398160 fn 1 [0,0,0,-1812,28159] 3 2 [[1,1,0,1]] X6
+398160 fn 2 [0,0,0,-5367,-116174] 3 2 [[1,1,0,1]] X6
+398160 fo 1 [0,0,0,-113412,384381191] 3 2 [[1,1,0,1]] X6
+398160 fo 2 [0,0,0,-8648967,9693257474] 3 2 [[1,1,0,1]] X6
+398164 a 1 [0,0,0,28561,-6683274] 1 1 [] X1
+398164 b 1 [0,0,0,67600,-10220444] 1 1 [] X1
+398164 c 1 [0,0,0,169,-3042] 1 1 [] X1
+398164 d 1 [0,-1,0,-1133877,-464778367] 1 1 [] X1
+398166 a 1 [1,1,0,-1746,27378] 1 1 [] X1
+398166 b 1 [1,1,0,-21,237] 1 1 [] X1
+398166 c 1 [1,0,1,-1437,20740] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398166 c 2 [1,0,1,-2247,-5504] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398168 a 1 [0,1,0,55,91] 1 1 [] X1
+398170 a 1 [1,1,0,-125482,-17161324] 1 1 [] X1
+398170 b 1 [1,1,0,-148,-1248] 1 1 [] X1
+398170 c 1 [1,1,0,87428,-79128894] 1 1 [] X1
+398170 d 1 [1,1,0,-61112,5789504] 1 1 [] X1
+398170 e 1 [1,0,0,-861,5041] 1 1 [] X1
+398170 f 1 [1,1,1,-18635,-1257863] 1 1 [] X1
+398171 a 1 [1,0,1,-23,49] 1 1 [] X1
+398174 a 1 [1,1,0,-146241,-21586571] 1 1 [] X1
+398174 b 1 [1,1,0,-8453,307021] 1 1 [] X1
+398174 c 1 [1,1,0,-6594396,11499529168] 1 1 [] X1
+398174 c 2 [1,1,0,-640686491,6241629957277] 1 1 [] X1
+398174 d 1 [1,-1,0,-1136,-79024] 1 1 [] X1
+398174 e 1 [1,-1,0,-23,237] 1 1 [] X1
+398174 f 1 [1,0,1,-134580,-33545550] 1 1 [] X1
+398174 f 2 [1,0,1,-13075235,-18199039778] 1 1 [] X1
+398174 g 1 [1,0,1,3943,-198404] 1 1 [] X1
+398174 h 1 [1,0,1,-173,-920] 1 1 [] X1
+398174 i 1 [1,0,0,-6714,-170780] 1 1 [] X1
+398174 j 1 [1,0,0,-2108,-25250] 1 1 [] X1
+398174 k 1 [1,0,0,-3661477,2627699073] 1 1 [] X1
+398174 l 1 [1,-1,1,2514,-1031719] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398174 l 2 [1,-1,1,-139096,-19384375] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398174 m 1 [1,-1,1,37059,8438021] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398174 m 2 [1,-1,1,-464701,110596357] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398174 n 1 [1,-1,1,-504685,133511893] 3 2 [[1,1,0,1]] X6
+398174 n 2 [1,-1,1,-7999725,8710835669] 3 2 [[1,1,0,1]] X6
+398174 o 1 [1,-1,1,-32080,-2007309] 3 2 [[1,1,0,1]] X6
+398174 o 2 [1,-1,1,-500520,-136168525] 3 2 [[1,1,0,1]] X6
+398174 p 1 [1,-1,1,-134980,-13835321] 1 1 [] X1
+398174 q 1 [1,-1,1,-34,-269279] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398174 q 2 [1,-1,1,-62754,-5939167] 6 2 [] X8
+398174 q 3 [1,-1,1,-129394,8934881] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398174 q 4 [1,-1,1,-999634,-384438687] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398174 r 1 [1,-1,1,-2049508,-1128766621] 3 2 [[1,1,0,1]] X6
+398174 r 2 [1,-1,1,-2166618,-992450581] 3 2 [[1,1,0,1]] X6
+398174 s 1 [1,1,1,-2255,413461] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398174 s 2 [1,1,1,-98295,11746181] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398174 t 1 [1,1,1,2547,-89377] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398174 t 2 [1,1,1,-21463,-1020965] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398174 u 1 [1,1,1,-43,55] 1 1 [] X1
+398174 v 1 [1,1,1,-25026653,-56105279693] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398174 v 2 [1,1,1,-418406493,-3294250770637] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398174 v 3 [1,1,1,175426467,309952825139] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398174 v 4 [1,1,1,-746941693,2552045348467] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398175 a 1 [1,0,0,-418,827] 3 2 [[1,1,0,1]] X6
+398175 a 2 [1,0,0,1607,6902] 3 2 [[1,1,0,1]] X6
+398175 b 1 [1,1,0,-305150,64786875] 1 1 [] X1
+398175 c 1 [1,1,0,-10450,103375] 3 2 [[1,1,0,1]] X6
+398175 c 2 [1,1,0,40175,862750] 3 2 [[1,1,0,1]] X6
+398175 d 1 [1,0,1,-31376,-9263227] 1 1 [] X1
+398177 a 1 [1,1,1,-24,310] 1 1 [] X1
+398177 b 1 [1,1,1,-107965,-16205112] 1 1 [] X1
+398178 a 1 [1,-1,0,-6024,181504] 1 1 [] X1
+398178 b 1 [1,-1,0,-476703,50548941] 3 2 [[1,1,0,1]] X6
+398178 b 2 [1,-1,0,-6268383,6037987725] 3 2 [[1,1,0,1]] X6
+398178 c 1 [1,-1,0,33,9] 1 1 [] X1
+398178 d 1 [1,-1,0,18,-8748] 1 1 [] X1
+398178 e 1 [1,-1,0,-2136042,1030532980] 3 2 [[1,1,0,1]] X6
+398178 e 2 [1,-1,0,-32802282,72317274484] 3 2 [[1,1,0,1]] X6
+398178 f 1 [1,-1,0,-68681494017,-14857373565281475] 1 1 [] X1
+398178 g 1 [1,-1,0,-2187,-16443] 3 2 [[1,1,0,1]] X6
+398178 g 2 [1,-1,0,-18027,924453] 3 2 [[1,1,0,1]] X6
+398178 h 1 [1,-1,0,-46779,950381] 1 1 [] X1
+398178 i 1 [1,-1,0,-24717906,47263154260] 3 2 [[1,1,0,1]] X6
+398178 i 2 [1,-1,0,-395385426,3026169745492] 3 2 [[1,1,0,1]] X6
+398178 j 1 [1,-1,0,-2418,-44812] 1 1 [] X1
+398178 k 1 [1,-1,0,77475,-31852027] 1 1 [] X1
+398178 l 1 [1,-1,0,45,44253] 1 1 [] X1
+398178 m 1 [1,-1,1,8608,1176835] 1 1 [] X1
+398178 n 1 [1,-1,1,-269,1749] 1 1 [] X1
+398178 o 1 [1,-1,1,-9338,-302407] 1 1 [] X1
+398178 p 1 [1,-1,1,-5198,-33467] 1 1 [] X1
+398178 q 1 [1,-1,1,295,-539] 1 1 [] X1
+398178 r 1 [1,-1,1,11515,-1380819] 1 1 [] X1
+398178 s 1 [1,-1,1,-9455,-343821] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398178 s 2 [1,-1,1,1435,-1097409] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398178 t 1 [1,-1,1,-268394,-54046479] 1 1 [] X1
+398178 u 1 [1,-1,1,-4124,102943] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398178 u 2 [1,-1,1,-3764,121375] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398178 v 1 [1,-1,1,-13136,-575971] 1 1 [] X1
+398178 v 2 [1,-1,1,-38381,2189693] 1 1 [] X1
+398178 w 1 [1,-1,1,-54218,-4846391] 1 1 [] X1
+398178 x 1 [1,-1,1,-135338,19188969] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398178 x 2 [1,-1,1,-112298,25916649] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398180 a 1 [0,-1,0,-205,-7975] 1 1 [] X1
+398180 b 1 [0,1,0,839,-3140] 1 1 [] X1
+398180 c 1 [0,1,0,-94345,-11185400] 1 1 [] X1
+398181 a 1 [0,1,1,-1160433,480761831] 1 1 [] X1
+398184 a 1 [0,-1,0,117056,-314183252] 1 1 [] X1
+398184 b 1 [0,-1,0,6000,217449] 1 1 [] X1
+398184 c 1 [0,-1,0,125,-2636] 1 1 [] X1
+398184 d 1 [0,-1,0,-5504,173292] 1 1 [] X1
+398184 e 1 [0,-1,0,-33744,2397132] 1 1 [] X1
+398184 f 1 [0,1,0,-88724,10105920] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398184 f 2 [0,1,0,-132904,-1062784] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398184 f 3 [0,1,0,530736,-7964640] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398184 f 4 [0,1,0,-1503424,-708251104] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398184 g 1 [0,1,0,-1505,-22749] 1 1 [] X1
+398187 a 1 [1,-1,1,-164,-1592] 1 1 [] X1
+398187 b 1 [1,-1,0,-18,65] 1 1 [] X1
+398190 a 1 [1,1,0,-6170398,-7524244748] 1 1 [] X1
+398190 b 1 [1,1,0,-818,-8268] 3 2 [[1,1,0,1]] X6
+398190 b 2 [1,1,0,1262,-41132] 3 2 [[1,1,0,1]] X6
+398190 c 1 [1,1,0,-2914613,1939670967] 1 1 [] X1
+398190 d 1 [1,1,0,49323,-2258451] 1 1 [] X1
+398190 e 1 [1,1,0,-32507,2111709] 1 1 [] X1
+398190 f 1 [1,0,1,-25082684,50050959482] 1 1 [] X1
+398190 g 1 [1,0,1,-297652004,-1880512735894] 1 1 [] X1
+398190 h 1 [1,0,1,-1876889,626673836] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398190 h 2 [1,0,1,-12505709,-16562253868] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398190 h 3 [1,0,1,3510421,-56045217544] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398190 h 4 [1,0,1,-198582959,-1077128147968] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398190 i 1 [1,0,1,-13554,-1867148] 1 1 [] X1
+398190 j 1 [1,0,1,-32544,2270026] 1 1 [] X1
+398190 k 1 [1,0,1,3672,23446] 1 1 [] X1
+398190 l 1 [1,0,1,100677,340185478] 1 1 [] X1
+398190 m 1 [1,1,1,-141,-2637] 1 1 [] X1
+398190 n 1 [1,1,1,-5185,-5185] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+398190 n 2 [1,1,1,20735,-15553] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+398190 o 1 [1,1,1,29954105,-27859193155] 1 1 [] X1
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+398192 a 1 [0,1,0,148,-308] 3 2 [[1,1,0,1]] X6
+398192 a 2 [0,1,0,-672,-3260] 3 2 [[1,1,0,1]] X6
+398192 b 1 [0,-1,0,202,511] 1 1 [] X1
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+398192 c 1 [0,-1,0,-8,-29] 1 1 [] X1
+398193 a 1 [1,1,1,-7642,286874] 1 1 [] X1
+398193 b 1 [1,0,0,226,4815] 1 1 [] X1
+398194 a 1 [1,-1,1,-1815,-25977] 1 1 [] X1
+398194 b 1 [1,1,1,-9177,341095] 1 1 [] X1
+398196 a 1 [0,0,0,1377,486] 1 1 [] X1
+398196 b 1 [0,0,0,153,-18] 1 1 [] X1
+398197 a 1 [0,1,1,-1003,9645] 1 1 [] X1
+398197 a 2 [0,1,1,-24303,-1465478] 1 1 [] X1
+398199 a 1 [1,1,0,114,4095] 3 2 [[1,1,0,1]] X6
+398199 a 2 [1,1,0,-3221,66126] 3 2 [[1,1,0,1]] X6
+398200 a 1 [0,1,0,-40408,-3140112] 1 1 [] X1
+398200 b 1 [0,1,0,-503,-902] 3 2 [[1,1,0,1]] X6
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+398200 d 1 [0,1,0,-5708,45088] 3 2 [[1,1,0,1]] X6
+398200 d 2 [0,1,0,21792,375088] 3 2 [[1,1,0,1]] X6
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+398200 e 2 [0,1,0,-194408,-29729312] 3 2 [[1,1,0,1]] X6
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+398200 g 1 [0,1,0,87,-197] 1 1 [] X1
+398200 h 1 [0,0,0,-190947575,1137363742250] 3 2 [[1,1,0,1]] X6
+398200 h 2 [0,0,0,-3155818075,68235348027750] 3 2 [[1,1,0,1]] X6
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+398200 j 1 [0,0,0,-6550,-57375] 3 2 [[1,1,0,1]] X6
+398200 j 2 [0,0,0,-82175,-9056750] 3 2 [[1,1,0,1]] X6
+398200 k 1 [0,0,0,-16458550,-24741643875] 3 2 [[1,1,0,1]] X6
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+398200 l 1 [0,0,0,-7175,-231750] 3 2 [[1,1,0,1]] X6
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+398200 m 1 [0,0,0,12425,62250] 3 2 [[1,1,0,1]] X6
+398200 m 2 [0,0,0,-50075,499750] 3 2 [[1,1,0,1]] X6
+398200 n 1 [0,-1,0,2167,-28963] 1 1 [] X1
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+398200 p 2 [0,-1,0,-125708,17107412] 3 2 [[1,1,0,1]] X6
+398200 q 1 [0,-1,0,-1010208,-390493588] 1 1 [] X1
+398202 a 1 [1,1,0,17427,1019421] 1 1 [] X1
+398202 b 1 [1,1,0,-7374,86580] 3 2 [[1,1,0,1]] X6
+398202 b 2 [1,1,0,27186,701748] 3 2 [[1,1,0,1]] X6
+398202 c 1 [1,0,1,-4369,248420] 1 1 [] X1
+398202 d 1 [1,0,1,725,16406] 1 1 [] X1
+398202 e 1 [1,0,1,-9535,357266] 3 2 [[1,1,0,1]] X6
+398202 e 2 [1,0,1,-7375,524018] 3 2 [[1,1,0,1]] X6
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+398202 g 2 [1,1,1,-53064,-1748739] 3 2 [[1,1,0,1]] X6
+398205 a 1 [0,0,1,-243723,-46282172] 1 1 [] X1
+398205 b 1 [0,0,1,-183,-486] 1 1 [] X1
+398205 c 1 [0,0,1,-15537,-745380] 1 1 [] X1
+398205 d 1 [0,0,1,-603462,179980740] 1 1 [] X1
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+398205 f 1 [1,-1,0,-11034,233415] 3 2 [[1,1,0,1]] X6
+398205 f 2 [1,-1,0,-151659,22761540] 3 2 [[1,1,0,1]] X6
+398205 g 1 [0,0,1,717,14049] 1 1 [] X1
+398208 a 1 [0,-1,0,-154,790] 1 1 [] X1
+398208 b 1 [0,-1,0,-594,4374] 3 2 [[1,1,0,1]] X6
+398208 b 2 [0,-1,0,-8829,322245] 3 2 [[1,1,0,1]] X6
+398208 c 1 [0,-1,0,-23039,1272495] 3 2 [[1,1,0,1]] X6
+398208 c 2 [0,-1,0,-72169,-5910311] 3 2 [[1,1,0,1]] X6
+398208 d 1 [0,-1,0,7322,-97214] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398208 d 2 [0,-1,0,-31693,-776075] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+398208 e 2 [0,-1,0,29287,748425] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398208 f 1 [0,-1,0,-2207,-39177] 3 2 [[1,1,0,1]] X6
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+398208 j 2 [0,1,0,-8829,-322245] 3 2 [[1,1,0,1]] X6
+398208 k 1 [0,1,0,-154,-790] 1 1 [] X1
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+398208 l 2 [0,1,0,29287,-748425] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
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+398208 m 2 [0,1,0,-31693,776075] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398208 n 1 [0,1,0,-617,5703] 1 1 [] X1
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+398210 a 1 [1,0,1,-71333,7327018] 1 1 [] X1
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+398216 e 2 [0,0,0,-2109259,-993717450] 6 2 [] X8
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+398225 d 1 [0,-1,1,-18601508,-30219633707] 1 1 [] X1
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+398226 d 1 [1,1,1,-120334,-16686517] 1 1 [] X1
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+398230 c 1 [1,0,1,-92744,71545222] 1 1 [] X1
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+398242 e 1 [1,1,0,1730093,-565741267] 1 1 [] X1
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+398242 k 2 [1,1,1,135246,-358312601] 1 1 [] X1
+398242 l 1 [1,-1,1,-2902915,-1902658445] 3 2 [[1,1,0,1]] X6
+398242 l 2 [1,-1,1,-2596575,-2320138597] 3 2 [[1,1,0,1]] X6
+398242 m 1 [1,-1,1,-132850,-18555891] 3 2 [[1,1,0,1]] X6
+398242 m 2 [1,-1,1,-2124060,-1190980339] 3 2 [[1,1,0,1]] X6
+398242 n 1 [1,-1,1,-2240527,1292517463] 1 1 [] X1
+398242 o 1 [1,-1,1,-48591214,130384269181] 24 8 [[3,3,4,1],[5,0,0,1],[5,5,4,1]] X32e
+398242 o 2 [1,-1,1,-48614334,130254001853] 24 4 [[1,0,0,3],[1,2,2,3]] X24d
+398242 o 3 [1,-1,1,-32378314,218642894733] 24 8 [[3,3,4,5],[1,0,0,5],[1,2,0,1],[3,0,4,3]] X27d
+398242 o 4 [1,-1,1,-65220274,33527722541] 24 8 [[1,0,0,5],[1,1,4,5],[1,0,0,7]] X32f
+398242 p 1 [1,1,1,-10699,-62999] 3 2 [[1,1,0,1]] X6
+398242 p 2 [1,1,1,-108959,13732705] 3 2 [[1,1,0,1]] X6
+398242 q 1 [1,1,1,-8017733,8595907339] 3 2 [[1,1,0,1]] X6
+398242 q 2 [1,1,1,-52893,24917457467] 3 2 [[1,1,0,1]] X6
+398242 r 1 [1,1,1,-112167842,-452100082769] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+398242 r 2 [1,1,1,-17468322,-1191135136849] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+398244 a 1 [0,-1,0,-2450,73041] 1 1 [] X1
+398244 b 1 [0,-1,0,-2469,74610] 1 1 [] X1
+398244 c 1 [0,-1,0,-98,441] 1 1 [] X1
+398244 d 1 [0,-1,0,-406,4753] 1 1 [] X1
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+398244 e 2 [0,1,0,-2364,-588] 3 2 [[1,1,0,1]] X6
+398244 f 1 [0,1,0,-25613,-9235569] 1 1 [] X1
+398244 f 2 [0,1,0,-4223933,-3342800433] 1 1 [] X1
+398244 g 1 [0,1,0,-1237,9320] 3 2 [[1,1,0,1]] X6
+398244 g 2 [0,1,0,3908,71060] 3 2 [[1,1,0,1]] X6
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+398255 b 1 [0,1,1,-22424225,-40859915346] 1 1 [] X1
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+398256 a 1 [0,-1,0,-20112,-1091136] 1 1 [] X1
+398256 b 1 [0,-1,0,-776,7344] 1 1 [] X1
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+398256 f 1 [0,-1,0,-229,13261] 1 1 [] X1
+398256 g 1 [0,-1,0,-1256,-16752] 1 1 [] X1
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+398262 a 1 [1,0,1,-32,50] 1 1 [] X1
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+398264 a 1 [0,-1,0,-24,-55] 1 1 [] X1
+398265 a 1 [0,-1,1,-6335,199148] 1 1 [] X1
+398265 b 1 [0,1,1,-227119205,1317934960256] 1 1 [] X1
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+398268 b 1 [0,0,0,-31290312,-66981682415] 3 2 [[1,1,0,1]] X6
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+398272 b 1 [0,0,0,-17836,787528] 2 2 [[0,1,1,1]] X2
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+398272 d 1 [0,1,0,-69057,-6667361] 1 1 [] X1
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+398272 t 1 [0,0,0,-150535,22480416] 24 16 [[1,2,0,1],[1,3,10,7],[1,0,4,13],[1,3,12,15]] X112
+398272 t 2 [0,0,0,-150500,22491392] 24 16 [[13,10,0,1],[13,13,2,3],[15,13,0,1],[1,0,4,1]] X105
+398272 u 1 [0,0,0,-7376215,-7710782688] 24 16 [[1,2,0,1],[1,3,10,7],[1,0,4,13],[1,3,12,15]] X112
+398272 u 2 [0,0,0,-7374500,-7714547456] 24 16 [[13,10,0,1],[13,13,2,3],[15,13,0,1],[1,0,4,1]] X105
+398272 v 1 [0,0,0,-7376215,7710782688] 24 16 [[1,2,0,1],[1,3,10,7],[1,0,4,13],[1,3,12,15]] X112
+398272 v 2 [0,0,0,-7374500,7714547456] 24 16 [[13,10,0,1],[13,13,2,3],[15,13,0,1],[1,0,4,1]] X105
+398272 w 1 [0,0,0,-50764,4033680] 3 2 [[1,1,0,1]] X6
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+398272 x 4 [0,0,0,-16993004,-26962077520] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
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+398272 z 1 [0,0,0,-50764,-4033680] 3 2 [[1,1,0,1]] X6
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+398272 ba 1 [0,0,0,-58604,8182608] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+398272 ba 2 [0,0,0,-1062124,421231440] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+398272 ba 3 [0,0,0,-16993004,26962077520] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+398272 ba 4 [0,0,0,-1187564,315510608] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+398272 bb 1 [0,0,0,-139453804,-633860460240] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+398272 bf 1 [0,-1,0,-69057,6667361] 1 1 [] X1
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+398286 t 1 [1,-1,1,-884755022,-10129153906083] 1 1 [] X1
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+398286 u 2 [1,-1,1,-159269,-17971747] 6 2 [] X8
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+398286 u 4 [1,-1,1,-2356709,-1391811235] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+398286 x 1 [1,-1,1,-292919279,1969333170603] 1 1 [] X1
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+398288 c 1 [0,1,0,-14762888,-21870827276] 1 1 [] X1
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+398288 e 1 [0,1,0,-32,340] 1 1 [] X1
+398288 f 1 [0,1,0,-536,-35948] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398288 f 2 [0,1,0,-19896,-1081388] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398288 g 1 [0,-1,0,-129,925] 1 1 [] X1
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+398294 c 1 [1,1,1,-188280,-31526087] 1 1 [] X1
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+398295 b 1 [0,0,1,-243858,46359513] 1 1 [] X1
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+398295 h 1 [1,-1,0,6111,75168] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398295 h 2 [1,-1,0,-26694,645975] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398295 h 3 [1,-1,0,-348669,79272270] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398295 h 4 [1,-1,0,-229599,-41842332] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
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+398297 a 1 [0,-1,1,-100,442] 1 1 [] X1
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+398307 a 1 [1,1,1,-102360,-8603424] 3 2 [[1,1,0,1]] X6
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+398307 e 2 [1,0,1,-44257,3579815] 6 2 [] X8
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+398307 e 4 [1,0,1,-42892,3811319] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398309 a 1 [0,1,1,-5669,-156303] 1 1 [] X1
+398309 b 1 [0,-1,1,-306302,63205501] 1 1 [] X1
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+398310 b 1 [1,1,0,-853,9943] 1 1 [] X1
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+398310 y 1 [1,1,1,-1746461,-956223511] 1 1 [] X1
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+398310 bc 2 [1,1,1,-17143610,-19293753913] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
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+398310 bd 1 [1,1,1,-4280,92825] 1 1 [] X1
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+398310 bh 1 [1,1,1,-128975,17775317] 1 1 [] X1
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+398310 bi 2 [1,1,1,-538665,-152293353] 6 2 [] X8
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+398310 bi 4 [1,1,1,-8617065,-9739738473] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+398310 bo 2 [1,0,0,-1747076,802466556] 3 2 [[1,1,0,1]] X6
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+398310 br 1 [1,0,0,-630856,182006336] 1 1 [] X1
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+398310 bx 2 [1,0,0,-2501840,-1505879808] 6 2 [] X8
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+398310 bx 4 [1,0,0,-39901840,-97017999808] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+398310 by 4 [1,0,0,2235,2604267] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+398337 b 2 [0,1,1,42673,6118115] 1 1 [] X1
+398337 c 1 [0,1,1,2469,-68011] 1 1 [] X1
+398337 d 1 [0,-1,1,-2292,51347] 1 1 [] X1
+398338 a 1 [1,1,0,13,-115] 1 1 [] X1
+398338 b 1 [1,1,1,-1139,-15965] 1 1 [] X1
+398340 a 1 [0,0,0,-21108,-1170443] 1 1 [] X1
+398340 b 1 [0,0,0,1167,11293] 1 1 [] X1
+398340 c 1 [0,0,0,-1848,30553] 1 1 [] X1
+398340 d 1 [0,0,0,15432,-1344508] 1 1 [] X1
+398340 e 1 [0,0,0,52467,192193] 1 1 [] X1
+398340 f 1 [0,0,0,-273,2097] 1 1 [] X1
+398340 g 1 [0,0,0,-6398832,1728541681] 1 1 [] X1
+398340 h 1 [0,0,0,753,-23114] 1 1 [] X1
+398340 i 1 [0,0,0,-1857,32569] 1 1 [] X1
+398340 j 1 [0,0,0,123,6329] 1 1 [] X1
+398340 k 1 [0,0,0,-2457,-56619] 1 1 [] X1
+398342 a 1 [1,0,1,-3585,54530] 1 1 [] X1
+398342 a 2 [1,0,1,-115090,-15034788] 1 1 [] X1
+398342 b 1 [1,-1,0,-10261844,-525771568] 1 1 [] X1
+398342 c 1 [1,0,1,-46742805,-122273766816] 1 1 [] X1
+398342 d 1 [1,-1,1,-74926,7937213] 1 1 [] X1
+398343 a 1 [1,0,0,-138,1089] 1 1 [] X1
+398344 a 1 [0,-1,0,-4425,114781] 1 1 [] X1
+398344 b 1 [0,-1,0,-1230993,-508492379] 1 1 [] X1
+398344 c 1 [0,1,0,-206369,23868755] 1 1 [] X1
+398344 d 1 [0,1,0,-54211369,152438507995] 1 1 [] X1
+398345 a 1 [1,1,1,-151,648] 1 1 [] X1
+398346 a 1 [1,1,1,-20573,-14162893] 1 1 [] X1
+398348 a 1 [0,0,0,-644,5713] 3 2 [[1,1,0,1]] X6
+398348 a 2 [0,0,0,-10039,387150] 3 2 [[1,1,0,1]] X6
+398348 b 1 [0,1,0,-1153,-15800] 1 1 [] X1
+398350 a 1 [1,-1,0,-7,241] 1 1 [] X1
+398350 b 1 [1,0,1,-5901,2672948] 3 2 [[1,1,0,1]] X6
+398350 b 2 [1,0,1,-327151,71420448] 3 2 [[1,1,0,1]] X6
+398350 c 1 [1,0,1,-2201,31548] 3 2 [[1,1,0,1]] X6
+398350 c 2 [1,0,1,-33201,2325548] 3 2 [[1,1,0,1]] X6
+398350 d 1 [1,0,1,-651,-2302] 3 2 [[1,1,0,1]] X6
+398350 d 2 [1,0,1,-8401,-296802] 3 2 [[1,1,0,1]] X6
+398350 e 1 [1,1,0,2879340,2012172880] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+398350 f 1 [1,1,0,-40575,-3162875] 1 1 [] X1
+398350 g 1 [1,-1,0,-89117,10265541] 1 1 [] X1
+398350 h 1 [1,-1,0,3083,18741] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398350 h 2 [1,-1,0,-12917,162741] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398350 i 1 [1,0,1,-79631711,279286476658] 1 1 [] X1
+398350 j 1 [1,0,1,-101,-452] 1 1 [] X1
+398350 k 1 [1,1,0,-8465200,9475872000] 3 2 [[1,1,0,1]] X6
+398350 k 2 [1,1,0,-135441200,606644000000] 3 2 [[1,1,0,1]] X6
+398350 k 3 [1,1,0,-16785200,-11950432000] 3 2 [[1,1,0,1]] X6
+398350 k 4 [1,1,0,-135949200,601863332000] 3 2 [[1,1,0,1]] X6
+398350 l 1 [1,1,0,-79525,-8581875] 3 2 [[1,1,0,1]] X6
+398350 l 2 [1,1,0,-17525,-21539875] 3 2 [[1,1,0,1]] X6
+398350 m 1 [1,1,1,-2513,-56469] 1 1 [] X1
+398350 n 1 [1,1,1,-1990792763,34910809582281] 1 1 [] X1
+398350 o 1 [1,-1,1,-3565,82837] 1 1 [] X1
+398350 p 1 [1,0,0,-1623,-25303] 1 1 [] X1
+398350 q 1 [1,0,0,71983487,251377643017] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+398350 r 1 [1,-1,1,-180,29947] 1 1 [] X1
+398352 a 1 [0,-1,0,408,-6096] 1 1 [] X1
+398352 b 1 [0,-1,0,-2376712,-1410296336] 1 1 [] X1
+398352 b 2 [0,-1,0,2174408,-5907323024] 1 1 [] X1
+398352 c 1 [0,-1,0,-2897,-59091] 1 1 [] X1
+398352 d 1 [0,-1,0,73388,4307596] 1 1 [] X1
+398352 e 1 [0,-1,0,-7568,255936] 1 1 [] X1
+398352 f 1 [0,-1,0,-1419248,650787264] 1 1 [] X1
+398352 g 1 [0,-1,0,-21547448,-38491038096] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398352 g 2 [0,-1,0,-21251608,-39599609744] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398352 h 1 [0,-1,0,-436768,-110547200] 3 2 [[1,1,0,1]] X6
+398352 h 2 [0,-1,0,-656928,12918528] 3 2 [[1,1,0,1]] X6
+398352 i 1 [0,-1,0,-117928,15622768] 3 2 [[1,1,0,1]] X6
+398352 i 2 [0,-1,0,-102568,19825264] 3 2 [[1,1,0,1]] X6
+398352 j 1 [0,-1,0,-90088,13209136] 1 1 [] X1
+398352 k 1 [0,-1,0,-11765,1097469] 1 1 [] X1
+398352 l 1 [0,-1,0,-7593712,-8051797568] 1 1 [] X1
+398352 m 1 [0,-1,0,33408,-149563392] 1 1 [] X1
+398352 n 1 [0,-1,0,176688,-53390400] 1 1 [] X1
+398352 o 1 [0,-1,0,-1967,1270302] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398352 o 2 [0,-1,0,-188212,31144000] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398352 o 3 [0,-1,0,-3002152,2003153152] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398352 o 4 [0,-1,0,-354192,-31928400] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398352 p 1 [0,-1,0,-192213656,-714557655312] 1 1 [] X1
+398352 q 1 [0,1,0,-3160,52244] 1 1 [] X1
+398352 r 1 [0,1,0,-3552,974196] 1 1 [] X1
+398352 s 1 [0,1,0,-8384,-298188] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398352 s 2 [0,1,0,-9664,-202444] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398352 s 3 [0,1,0,-71424,7184052] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398352 s 4 [0,1,0,31616,-1440844] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398352 t 1 [0,1,0,-464,2532] 3 2 [[1,1,0,1]] X6
+398352 t 2 [0,1,0,1256,18356] 3 2 [[1,1,0,1]] X6
+398352 u 1 [0,1,0,-63476,-6185304] 1 1 [] X1
+398352 v 1 [0,1,0,-9914016,12018996468] 1 1 [] X1
+398352 w 1 [0,1,0,-105128,-12257868] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398352 w 2 [0,1,0,102232,-54476364] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398352 x 1 [0,1,0,-808,6644] 3 2 [[1,1,0,1]] X6
+398352 x 2 [0,1,0,-4248,-102060] 3 2 [[1,1,0,1]] X6
+398352 y 1 [0,1,0,-1208,34644] 1 1 [] X1
+398352 z 1 [0,1,0,-800,13092] 1 1 [] X1
+398352 ba 1 [0,1,0,1115,153071] 1 1 [] X1
+398352 bb 1 [0,1,0,-4192,-100492] 3 2 [[1,1,0,1]] X6
+398352 bb 2 [0,1,0,-66112,-6564940] 3 2 [[1,1,0,1]] X6
+398352 bc 1 [0,1,0,128,-26188] 1 1 [] X1
+398352 bd 1 [0,1,0,-1612,21068] 3 2 [[1,1,0,1]] X6
+398352 bd 2 [0,1,0,-24832,1497860] 3 2 [[1,1,0,1]] X6
+398352 be 1 [0,1,0,-4512,98100] 3 2 [[1,1,0,1]] X6
+398352 be 2 [0,1,0,-19952,-995052] 3 2 [[1,1,0,1]] X6
+398354 a 1 [1,0,1,-952,-273914] 1 1 [] X1
+398354 b 1 [1,1,0,-45876,3762992] 1 1 [] X1
+398354 c 1 [1,1,0,17,-75] 1 1 [] X1
+398354 d 1 [1,0,0,-11259,459025] 1 1 [] X1
+398354 e 1 [1,1,1,108,725] 1 1 [] X1
+398355 a 1 [0,-1,1,-2471,53036] 1 1 [] X1
+398355 b 1 [0,1,1,15,26] 1 1 [] X1
+398358 a 1 [1,-1,0,-176595,28616309] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+398358 b 1 [1,-1,1,-19622,-1053323] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+398359 a 1 [0,0,1,-755,-8111] 1 1 [] X1
+398360 a 1 [0,1,0,-56216,5111584] 1 1 [] X1
+398360 b 1 [0,1,0,-4025,98923] 1 1 [] X1
+398360 c 1 [0,-1,0,-2885760,1886717020] 1 1 [] X1
+398360 d 1 [0,0,0,-1163,-15258] 1 1 [] X1
+398360 e 1 [0,1,0,-202856,-35253031] 1 1 [] X1
+398360 f 1 [0,1,0,-7216,-234416] 1 1 [] X1
+398360 g 1 [0,1,0,-11654425100,3514067127768125] 1 1 [] X1
+398360 h 1 [0,-1,0,-246616,47221260] 1 1 [] X1
+398361 a 1 [0,1,1,-324,-2401] 1 1 [] X1
+398363 a 1 [0,0,1,-2575,-50316] 1 1 [] X1
+398365 a 1 [0,-1,1,-23801,-1405418] 1 1 [] X1
+398366 a 1 [1,1,0,127,331] 1 1 [] X1
+398366 b 1 [1,1,1,-222,1321] 1 1 [] X1
+398367 a 1 [1,-1,1,1,52] 1 1 [] X1
+398367 b 1 [1,-1,0,12,-1423] 1 1 [] X1
+398368 a 1 [0,1,0,-6,-332] 1 1 [] X1
+398368 b 1 [0,-1,0,-6,332] 1 1 [] X1
+398370 a 1 [1,1,0,46427,3665677] 1 1 [] X1
+398370 b 1 [1,1,0,-7567928,-8016370368] 1 1 [] X1
+398370 b 2 [1,1,0,-12437303,3489668757] 1 1 [] X1
+398370 c 1 [1,1,0,-103268,12776688] 1 1 [] X1
+398370 d 1 [1,1,0,1837,-11283] 3 2 [[1,1,0,1]] X6
+398370 d 2 [1,1,0,-7963,-103403] 3 2 [[1,1,0,1]] X6
+398370 e 1 [1,1,0,-3605298,2633372442] 1 1 [] X1
+398370 f 1 [1,1,0,197347,17588733] 1 1 [] X1
+398370 g 1 [1,1,0,8697,-1879947] 1 1 [] X1
+398370 h 1 [1,1,0,-51177438,126229730292] 3 2 [[1,1,0,1]] X6
+398370 h 2 [1,1,0,70750242,636399528948] 3 2 [[1,1,0,1]] X6
+398370 i 1 [1,1,0,-44958,-3690252] 1 1 [] X1
+398370 j 1 [1,1,0,-2867,49869] 1 1 [] X1
+398370 k 1 [1,1,0,-325287,-62999019] 1 1 [] X1
+398370 k 2 [1,1,0,-6500022,6367449684] 1 1 [] X1
+398370 l 1 [1,0,1,-26094,-2162324] 3 2 [[1,1,0,1]] X6
+398370 l 2 [1,0,1,-454844,-118096324] 3 2 [[1,1,0,1]] X6
+398370 m 1 [1,0,1,-172200579,-869603889794] 1 1 [] X1
+398370 n 1 [1,0,1,-910366959,20911822774882] 1 1 [] X1
+398370 o 1 [1,0,1,-86119,-9485374] 1 1 [] X1
+398370 p 1 [1,0,1,372031,55176692] 1 1 [] X1
+398370 q 1 [1,0,1,-1830078,952758496] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 q 2 [1,0,1,-1831058,951686768] 6 2 [] X8
+398370 q 3 [1,0,1,-1182788,1635222656] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 q 4 [1,0,1,-2495008,199564208] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 r 1 [1,0,1,947,-10552] 1 1 [] X1
+398370 s 1 [1,0,1,2254072,10868594006] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 s 2 [1,0,1,-61971208,179806770518] 6 2 [] X8
+398370 s 3 [1,0,1,-979815688,11804857816406] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 s 4 [1,0,1,-171731208,-632944077482] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 t 1 [1,0,1,-5060158,-4397584432] 1 1 [] X1
+398370 u 1 [1,0,1,177,5506] 1 1 [] X1
+398370 v 1 [1,0,1,4027,-50704] 1 1 [] X1
+398370 w 1 [1,0,1,-15363,731518] 1 1 [] X1
+398370 x 1 [1,0,1,828172,-239828494] 1 1 [] X1
+398370 y 1 [1,0,1,-2202968,1259147558] 1 1 [] X1
+398370 z 1 [1,1,1,-876,8973] 3 2 [[1,1,0,1]] X6
+398370 z 2 [1,1,1,804,41229] 3 2 [[1,1,0,1]] X6
+398370 ba 1 [1,1,1,-12096351,-16198128507] 1 1 [] X1
+398370 bb 1 [1,1,1,5144,20579] 1 1 [] X1
+398370 bc 1 [1,1,1,-981,5193] 1 1 [] X1
+398370 bd 1 [1,1,1,-480446,-121002757] 1 1 [] X1
+398370 bd 2 [1,1,1,-54311846,154037238683] 1 1 [] X1
+398370 be 1 [1,1,1,-64191,1273509] 1 1 [] X1
+398370 bf 1 [1,1,1,-8331,111033] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 bf 2 [1,1,1,-71051,-7239751] 6 2 [] X8
+398370 bf 3 [1,1,1,-12251,-18788071] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 bf 4 [1,1,1,-1133371,-464887207] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398370 bg 1 [1,1,1,-550026,156779223] 1 1 [] X1
+398370 bh 1 [1,1,1,-3782311,-2832863461] 1 1 [] X1
+398370 bi 1 [1,1,1,-542235,-159728535] 1 1 [] X1
+398370 bj 1 [1,1,1,14405,1002245] 3 2 [[1,1,0,1]] X6
+398370 bj 2 [1,1,1,-105645,10462185] 3 2 [[1,1,0,1]] X6
+398370 bk 1 [1,1,1,23960,-10055095] 1 1 [] X1
+398370 bl 1 [1,1,1,-715205,-181056373] 3 2 [[1,1,0,1]] X6
+398370 bl 2 [1,1,1,-10717085,-13507561285] 3 2 [[1,1,0,1]] X6
+398370 bm 1 [1,1,1,-71927926680,7536386445868377] 1 1 [] X1
+398370 bn 1 [1,1,1,-439721395,-3036165898543] 1 1 [] X1
+398370 bo 1 [1,1,1,3380,-394843] 1 1 [] X1
+398370 bp 1 [1,1,1,90,195] 1 1 [] X1
+398370 bq 1 [1,1,1,-6420,-208755] 1 1 [] X1
+398370 bq 2 [1,1,1,33270,-494523] 1 1 [] X1
+398370 br 1 [1,0,0,-27686226,54255286980] 3 2 [[1,1,0,1]] X6
+398370 br 2 [1,0,0,10892454,193609194876] 3 2 [[1,1,0,1]] X6
+398370 bs 1 [1,0,0,-49001,4168905] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398370 bs 2 [1,0,0,-57821,2561901] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398370 bs 3 [1,0,0,199429,19180251] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398370 bs 4 [1,0,0,-456191,-116869425] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398370 bt 1 [1,0,0,-14596,525776] 3 2 [[1,1,0,1]] X6
+398370 bt 2 [1,0,0,-218716,39349400] 3 2 [[1,1,0,1]] X6
+398370 bu 1 [1,0,0,489,29385] 1 1 [] X1
+398370 bv 1 [1,0,0,-111476,16072230] 1 1 [] X1
+398370 bw 1 [1,0,0,-1467916871,-21972181847799] 1 1 [] X1
+398370 bx 1 [1,0,0,-16661,-14457759] 1 1 [] X1
+398370 by 1 [1,0,0,69,1161] 1 1 [] X1
+398370 bz 1 [1,0,0,4409,-53719] 1 1 [] X1
+398370 ca 1 [1,0,0,-14211,-250209] 1 1 [] X1
+398370 cb 1 [1,0,0,-11365782751,-450342096221095] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398370 cb 2 [1,0,0,-180108929071,-29420536691360599] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398370 cb 3 [1,0,0,-178366458691,-30017681639080675] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398370 cb 4 [1,0,0,-2881741740571,-1882915170859983499] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398370 cc 1 [1,0,0,-314581,70659161] 1 1 [] X1
+398370 cc 2 [1,0,0,1630229,174512015] 1 1 [] X1
+398370 cd 1 [1,0,0,-592721200,5554179914240] 1 1 [] X1
+398370 ce 1 [1,0,0,2645,76817] 1 1 [] X1
+398370 cf 1 [1,0,0,-42925,-3206575] 3 2 [[1,1,0,1]] X6
+398370 cf 2 [1,0,0,39395,-14023423] 3 2 [[1,1,0,1]] X6
+398370 cg 1 [1,0,0,4115,-2736175] 3 2 [[1,1,0,1]] X6
+398370 cg 2 [1,0,0,-270285,-52731855] 3 2 [[1,1,0,1]] X6
+398370 ch 1 [1,0,0,-3432082550,-77236034951118] 1 1 [] X1
+398370 ci 1 [1,0,0,-1310,-3900] 1 1 [] X1
+398370 cj 1 [1,0,0,-1111860,3968944272] 3 2 [[1,1,0,1]] X6
+398370 cj 2 [1,0,0,-45015860,115581693072] 3 2 [[1,1,0,1]] X6
+398370 ck 1 [1,0,0,-107295350,444348622500] 1 1 [] X1
+398370 cl 1 [1,0,0,-9850,368612] 1 1 [] X1
+398370 cm 1 [1,0,0,-77190,8248050] 1 1 [] X1
+398370 cn 1 [1,0,0,-26951275,-53856127375] 1 1 [] X1
+398370 co 1 [1,0,0,-47335,4022297] 1 1 [] X1
+398370 cp 1 [1,0,0,-3922500,-2990473200] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+398370 cp 2 [1,0,0,-3938180,-2965363248] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+398370 cp 3 [1,0,0,-7907180,4012932552] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+398370 cp 4 [1,0,0,-220060,-8336559400] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+398372 a 1 [0,-1,0,-4420,-112216] 1 1 [] X1
+398372 b 1 [0,0,0,-12295,750558] 1 1 [] X1
+398372 c 1 [0,0,0,185,3006] 1 1 [] X1
+398372 d 1 [0,1,0,36,884] 1 1 [] X1
+398373 a 1 [1,1,0,-68961,-6999144] 3 2 [[1,1,0,1]] X6
+398373 a 2 [1,1,0,-68816,-7029855] 3 2 [[1,1,0,1]] X6
+398373 b 1 [1,0,1,-277,1739] 3 2 [[1,1,0,1]] X6
+398373 b 2 [1,0,1,-132,3595] 3 2 [[1,1,0,1]] X6
+398376 a 1 [0,0,0,1113,5690] 3 2 [[1,1,0,1]] X6
+398376 a 2 [0,0,0,-4827,47270] 3 2 [[1,1,0,1]] X6
+398376 b 1 [0,0,0,13389,-14605] 1 1 [] X1
+398376 c 1 [0,0,0,-20091,-181114] 3 2 [[1,1,0,1]] X6
+398376 c 2 [0,0,0,-201171,34550030] 3 2 [[1,1,0,1]] X6
+398376 d 1 [0,0,0,-12171,-502666] 3 2 [[1,1,0,1]] X6
+398376 d 2 [0,0,0,-193251,-32698690] 3 2 [[1,1,0,1]] X6
+398376 e 1 [0,0,0,-273531,-61483786] 1 1 [] X1
+398376 f 1 [0,0,0,-1038,-12679] 1 1 [] X1
+398376 g 1 [0,0,0,-262683,51417126] 1 1 [] X1
+398376 h 1 [0,0,0,90285,-3961762] 3 2 [[1,1,0,1]] X6
+398376 h 2 [0,0,0,-388875,-32807194] 3 2 [[1,1,0,1]] X6
+398376 i 1 [0,0,0,-1485675,-695636586] 3 2 [[1,1,0,1]] X6
+398376 i 2 [0,0,0,-2028915,-141205842] 3 2 [[1,1,0,1]] X6
+398376 j 1 [0,0,0,-101775,12338962] 3 2 [[1,1,0,1]] X6
+398376 j 2 [0,0,0,-11235,33507214] 3 2 [[1,1,0,1]] X6
+398376 k 1 [0,0,0,-165075,25764318] 3 2 [[1,1,0,1]] X6
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+398378 a 1 [1,-1,0,-382,2972] 1 1 [] X1
+398379 a 1 [0,-1,1,-456,-41590] 1 1 [] X1
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+398379 c 2 [1,1,0,-231389,38227800] 24 8 [[1,0,0,5],[1,2,6,7],[3,6,2,7],[3,0,0,3]] X61
+398379 c 3 [1,1,0,323056,194026845] 24 8 [[7,7,0,1],[3,0,4,3],[3,1,0,1],[3,0,0,3]] X95
+398379 c 4 [1,1,0,-895354,-285919913] 24 16 [[1,0,0,5],[3,0,0,5],[3,0,0,3],[3,9,12,7]] X116
+398379 d 1 [0,-1,1,-2976662,7626168677] 1 1 [] X1
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+398382 a 1 [1,1,0,-2683466477,-53504344779747] 1 1 [] X1
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+398384 a 1 [0,-1,0,-2512952,-1532453008] 1 1 [] X1
+398385 a 1 [1,-1,1,-30728,2077462] 1 1 [] X1
+398385 b 1 [1,-1,0,-3414,-75805] 1 1 [] X1
+398386 a 1 [1,0,1,-2,30] 1 1 [] X1
+398386 b 1 [1,-1,0,-3467,65989] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+398386 c 1 [1,-1,0,-10310,-400332] 1 1 [] X1
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+398391 a 1 [1,1,0,229,-38226] 1 1 [] X1
+398391 b 1 [1,0,1,-1866,32317] 1 1 [] X1
+398392 a 1 [0,1,0,-114560,14886304] 1 1 [] X1
+398392 b 1 [0,1,0,-952,-1273872] 1 1 [] X1
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+398394 a 1 [1,-1,0,-19856934,34062748852] 1 1 [] X1
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+398396 a 1 [0,-1,0,26,-43] 1 1 [] X1
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+398398 a 1 [1,0,1,-612,-5854] 3 2 [[1,1,0,1]] X6
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+398398 e 2 [1,-1,0,-116431,12681837] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398398 e 3 [1,-1,0,-1772111,908404717] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398398 e 4 [1,-1,0,228529,73325805] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398398 f 1 [1,0,1,-492874,132114988] 1 1 [] X1
+398398 g 1 [1,1,0,-821,6809] 3 2 [[1,1,0,1]] X6
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+398400 a 1 [0,-1,0,-8633,310137] 3 2 [[1,1,0,1]] X6
+398400 a 2 [0,-1,0,-13633,-84863] 3 2 [[1,1,0,1]] X6
+398400 b 1 [0,-1,0,-4108,-102038] 1 1 [] X1
+398400 c 1 [0,-1,0,-5624033,-5023272063] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 c 2 [0,-1,0,775967,-15807272063] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 d 1 [0,-1,0,1867,-36363] 3 2 [[1,1,0,1]] X6
+398400 d 2 [0,-1,0,-11633,-346863] 3 2 [[1,1,0,1]] X6
+398400 e 1 [0,-1,0,-224108,-40760538] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+398400 e 2 [0,-1,0,-224233,-40712663] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+398400 e 3 [0,-1,0,-307233,-7761663] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+398400 e 4 [0,-1,0,-143233,-70601663] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+398400 f 1 [0,-1,0,90367,5947137] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398400 f 2 [0,-1,0,-421633,51515137] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398400 f 3 [0,-1,0,-5733633,5283835137] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398400 f 4 [0,-1,0,-3301633,-2272644863] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
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+398400 l 2 [0,-1,0,-2075033,1151126937] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
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+398400 m 1 [0,-1,0,-30833,-707240463] 1 1 [] X1
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+398400 bz 2 [0,-1,0,-712765633,2198251703137] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
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+398400 bz 4 [0,-1,0,-6521437633,-201076224936863] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398400 ca 1 [0,-1,0,-21633,-148863] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398400 ca 2 [0,-1,0,-221633,40051137] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398400 ca 3 [0,-1,0,-3541633,2566571137] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398400 ca 4 [0,-1,0,-101633,83131137] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398400 cb 1 [0,-1,0,-725633,-233620863] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
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+398400 cb 3 [0,-1,0,-20965633,36941819137] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398400 cb 4 [0,-1,0,5114367,2758939137] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
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+398400 cc 2 [0,-1,0,95967,-28692063] 3 2 [[1,1,0,1]] X6
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+398400 cd 2 [0,-1,0,-96033,-3456063] 3 2 [[1,1,0,1]] X6
+398400 ce 1 [0,-1,0,-88033,10083937] 1 1 [] X1
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+398400 cf 2 [0,-1,0,-209633,-35608863] 6 2 [] X8
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+398400 cf 4 [0,-1,0,90367,-129508863] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 cg 1 [0,-1,0,-6633,-139863] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 cg 2 [0,-1,0,18367,-964863] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 ch 1 [0,-1,0,44867,-5255363] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 ch 2 [0,-1,0,-319633,-54462863] 6 2 [] X8
+398400 ch 3 [0,-1,0,-1669633,783887137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 ch 4 [0,-1,0,-4801633,-4047924863] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 ci 1 [0,-1,0,-10605633,5846083137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 ci 2 [0,-1,0,-141677633,648754243137] 6 2 [] X8
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+398400 ci 4 [0,-1,0,-114029633,909502531137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+398400 ck 2 [0,-1,0,-1553,-28623] 3 2 [[1,1,0,1]] X6
+398400 cl 1 [0,-1,0,-9064193,-10507003743] 3 2 [[1,1,0,1]] X6
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+398400 cm 1 [0,-1,0,-167908,26627062] 3 2 [[1,1,0,1]] X6
+398400 cm 2 [0,-1,0,-2689033,1698132937] 3 2 [[1,1,0,1]] X6
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+398400 co 1 [0,-1,0,-353,-2943] 1 1 [] X1
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+398400 cq 1 [0,-1,0,-653,-6483] 1 1 [] X1
+398400 cr 1 [0,-1,0,1779167,1034389537] 1 1 [] X1
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+398400 cz 1 [0,-1,0,-50833,4459537] 1 1 [] X1
+398400 da 1 [0,-1,0,-5833,-805463] 1 1 [] X1
+398400 db 1 [0,-1,0,-5333,-723963] 1 1 [] X1
+398400 dc 1 [0,-1,0,-993,82017] 1 1 [] X1
+398400 dd 1 [0,-1,0,-933,-11523] 1 1 [] X1
+398400 de 1 [0,-1,0,1667,-2963] 1 1 [] X1
+398400 df 1 [0,-1,0,-150501833,-710672213463] 1 1 [] X1
+398400 dg 1 [0,-1,0,71167,-8303583] 1 1 [] X1
+398400 dh 1 [0,-1,0,-16333,843037] 1 1 [] X1
+398400 di 1 [0,-1,0,-548333,156467037] 1 1 [] X1
+398400 dj 1 [0,-1,0,-8833,385537] 1 1 [] X1
+398400 dk 1 [0,-1,0,-6433,267457] 1 1 [] X1
+398400 dl 1 [0,-1,0,-1233,-39663] 1 1 [] X1
+398400 dl 2 [0,-1,0,10767,908337] 1 1 [] X1
+398400 dm 1 [0,-1,0,-910808,-334267638] 1 1 [] X1
+398400 dn 1 [0,-1,0,39167,-2470463] 1 1 [] X1
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+398400 dp 2 [0,-1,0,-76033,-7136063] 3 2 [[1,1,0,1]] X6
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+398400 dq 2 [0,-1,0,-1376033,619871937] 3 2 [[1,1,0,1]] X6
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+398400 ds 1 [0,-1,0,1567,19137] 1 1 [] X1
+398400 dt 1 [0,-1,0,-1033,-371063] 3 2 [[1,1,0,1]] X6
+398400 dt 2 [0,-1,0,-84033,-9252063] 3 2 [[1,1,0,1]] X6
+398400 du 1 [0,-1,0,-8,762] 1 1 [] X1
+398400 dv 1 [0,-1,0,-160833,-33110463] 1 1 [] X1
+398400 dw 1 [0,-1,0,-32841333,72451088037] 1 1 [] X1
+398400 dx 1 [0,-1,0,-20833,-2770463] 1 1 [] X1
+398400 dy 1 [0,-1,0,-133,-1163] 1 1 [] X1
+398400 dz 1 [0,-1,0,-3333,152037] 1 1 [] X1
+398400 ea 1 [0,-1,0,-833,22497] 1 1 [] X1
+398400 eb 1 [0,-1,0,-1313653,-579083243] 1 1 [] X1
+398400 ec 1 [0,-1,0,-29633,-268863] 3 2 [[1,1,0,1]] X6
+398400 ec 2 [0,-1,0,-349633,-79308863] 3 2 [[1,1,0,1]] X6
+398400 ed 1 [0,-1,0,143167,-132038463] 3 2 [[1,1,0,1]] X6
+398400 ed 2 [0,-1,0,-3176833,-2067598463] 3 2 [[1,1,0,1]] X6
+398400 ee 1 [0,-1,0,-7233,218337] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 ee 2 [0,-1,0,8767,1034337] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 ef 1 [0,-1,0,-505633,-21660863] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 ef 2 [0,-1,0,1994367,-174160863] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 eg 1 [0,-1,0,5727,1054017] 3 2 [[1,1,0,1]] X6
+398400 eg 2 [0,-1,0,-127073,16591617] 3 2 [[1,1,0,1]] X6
+398400 eh 1 [0,-1,0,-495568033,-4244338532063] 3 2 [[1,1,0,1]] X6
+398400 eh 2 [0,-1,0,-577488033,-2746103652063] 3 2 [[1,1,0,1]] X6
+398400 ei 1 [0,-1,0,2367,19137] 1 1 [] X1
+398400 ej 1 [0,-1,0,1167,-104463] 1 1 [] X1
+398400 ek 1 [0,-1,0,-29633,-2229663] 1 1 [] X1
+398400 el 1 [0,-1,0,-37333,2790037] 1 1 [] X1
+398400 em 1 [0,-1,0,-106860833,430192329537] 1 1 [] X1
+398400 en 1 [0,-1,0,-4274433,-3439828863] 1 1 [] X1
+398400 eo 1 [0,-1,0,-1493,-21723] 1 1 [] X1
+398400 ep 1 [0,-1,0,-740833,280189537] 1 1 [] X1
+398400 eq 1 [0,-1,0,47,817] 1 1 [] X1
+398400 er 1 [0,1,0,-740833,-280189537] 1 1 [] X1
+398400 es 1 [0,1,0,47,-817] 1 1 [] X1
+398400 et 1 [0,1,0,-1493,21723] 1 1 [] X1
+398400 eu 1 [0,1,0,-4274433,3439828863] 1 1 [] X1
+398400 ev 1 [0,1,0,-106860833,-430192329537] 1 1 [] X1
+398400 ew 1 [0,1,0,-37333,-2790037] 1 1 [] X1
+398400 ex 1 [0,1,0,1167,104463] 1 1 [] X1
+398400 ey 1 [0,1,0,-29633,2229663] 1 1 [] X1
+398400 ez 1 [0,1,0,2367,-19137] 1 1 [] X1
+398400 fa 1 [0,1,0,5727,-1054017] 3 2 [[1,1,0,1]] X6
+398400 fa 2 [0,1,0,-127073,-16591617] 3 2 [[1,1,0,1]] X6
+398400 fb 1 [0,1,0,-495568033,4244338532063] 3 2 [[1,1,0,1]] X6
+398400 fb 2 [0,1,0,-577488033,2746103652063] 3 2 [[1,1,0,1]] X6
+398400 fc 1 [0,1,0,-7233,-218337] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 fc 2 [0,1,0,8767,-1034337] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 fd 1 [0,1,0,-505633,21660863] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 fd 2 [0,1,0,1994367,174160863] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 fe 1 [0,1,0,-29633,268863] 3 2 [[1,1,0,1]] X6
+398400 fe 2 [0,1,0,-349633,79308863] 3 2 [[1,1,0,1]] X6
+398400 ff 1 [0,1,0,143167,132038463] 3 2 [[1,1,0,1]] X6
+398400 ff 2 [0,1,0,-3176833,2067598463] 3 2 [[1,1,0,1]] X6
+398400 fg 1 [0,1,0,-1313653,579083243] 1 1 [] X1
+398400 fh 1 [0,1,0,-3333,-152037] 1 1 [] X1
+398400 fi 1 [0,1,0,-833,-22497] 1 1 [] X1
+398400 fj 1 [0,1,0,-20833,2770463] 1 1 [] X1
+398400 fk 1 [0,1,0,-133,1163] 1 1 [] X1
+398400 fl 1 [0,1,0,-32841333,-72451088037] 1 1 [] X1
+398400 fm 1 [0,1,0,-160833,33110463] 1 1 [] X1
+398400 fn 1 [0,1,0,-8,-762] 1 1 [] X1
+398400 fo 1 [0,1,0,-1033,371063] 3 2 [[1,1,0,1]] X6
+398400 fo 2 [0,1,0,-84033,9252063] 3 2 [[1,1,0,1]] X6
+398400 fp 1 [0,1,0,-1473,21663] 1 1 [] X1
+398400 fq 1 [0,1,0,1567,-19137] 1 1 [] X1
+398400 fr 1 [0,1,0,-48033,-18287937] 3 2 [[1,1,0,1]] X6
+398400 fr 2 [0,1,0,-1376033,-619871937] 3 2 [[1,1,0,1]] X6
+398400 fs 1 [0,1,0,6967,579063] 3 2 [[1,1,0,1]] X6
+398400 fs 2 [0,1,0,-76033,7136063] 3 2 [[1,1,0,1]] X6
+398400 ft 1 [0,1,0,39167,2470463] 1 1 [] X1
+398400 fu 1 [0,1,0,-36833,-2781537] 1 1 [] X1
+398400 fv 1 [0,1,0,-1233,39663] 1 1 [] X1
+398400 fv 2 [0,1,0,10767,-908337] 1 1 [] X1
+398400 fw 1 [0,1,0,-910808,334267638] 1 1 [] X1
+398400 fx 1 [0,1,0,-6433,-267457] 1 1 [] X1
+398400 fy 1 [0,1,0,-548333,-156467037] 1 1 [] X1
+398400 fz 1 [0,1,0,-8833,-385537] 1 1 [] X1
+398400 ga 1 [0,1,0,1667,2963] 1 1 [] X1
+398400 gb 1 [0,1,0,-150501833,710672213463] 1 1 [] X1
+398400 gc 1 [0,1,0,71167,8303583] 1 1 [] X1
+398400 gd 1 [0,1,0,-16333,-843037] 1 1 [] X1
+398400 ge 1 [0,1,0,-933,11523] 1 1 [] X1
+398400 gf 1 [0,1,0,-50833,-4459537] 1 1 [] X1
+398400 gg 1 [0,1,0,-5833,805463] 1 1 [] X1
+398400 gh 1 [0,1,0,-5333,723963] 1 1 [] X1
+398400 gi 1 [0,1,0,-993,-82017] 1 1 [] X1
+398400 gj 1 [0,1,0,-24833,10202463] 1 1 [] X1
+398400 gk 1 [0,1,0,-213,-5877] 1 1 [] X1
+398400 gl 1 [0,1,0,-233,-6537] 1 1 [] X1
+398400 gm 1 [0,1,0,-2033,34863] 1 1 [] X1
+398400 gn 1 [0,1,0,-23333,-1487037] 1 1 [] X1
+398400 go 1 [0,1,0,-653,6483] 1 1 [] X1
+398400 gp 1 [0,1,0,1779167,-1034389537] 1 1 [] X1
+398400 gq 1 [0,1,0,-6020073,-5687785737] 1 1 [] X1
+398400 gr 1 [0,1,0,67,3] 1 1 [] X1
+398400 gs 1 [0,1,0,-353,2943] 1 1 [] X1
+398400 gt 1 [0,1,0,-21933,1242963] 1 1 [] X1
+398400 gu 1 [0,1,0,-1653,25323] 3 2 [[1,1,0,1]] X6
+398400 gu 2 [0,1,0,-1553,28623] 3 2 [[1,1,0,1]] X6
+398400 gv 1 [0,1,0,-9064193,10507003743] 3 2 [[1,1,0,1]] X6
+398400 gv 2 [0,1,0,-145051393,672356706143] 3 2 [[1,1,0,1]] X6
+398400 gw 1 [0,1,0,-167908,-26627062] 3 2 [[1,1,0,1]] X6
+398400 gw 2 [0,1,0,-2689033,-1698132937] 3 2 [[1,1,0,1]] X6
+398400 gx 1 [0,1,0,-349633,73128863] 3 2 [[1,1,0,1]] X6
+398400 gx 2 [0,1,0,-5469633,4921768863] 3 2 [[1,1,0,1]] X6
+398400 gy 1 [0,1,0,-207633,36346863] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 gy 2 [0,1,0,-209633,35608863] 6 2 [] X8
+398400 gy 3 [0,1,0,90367,129508863] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 gy 4 [0,1,0,-541633,-105491137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 gz 1 [0,1,0,-6633,139863] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 gz 2 [0,1,0,18367,964863] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 ha 1 [0,1,0,44867,5255363] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 ha 2 [0,1,0,-319633,54462863] 6 2 [] X8
+398400 ha 3 [0,1,0,-4801633,4047924863] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 ha 4 [0,1,0,-1669633,-783887137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 hb 1 [0,1,0,-10605633,-5846083137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 hb 2 [0,1,0,-141677633,-648754243137] 6 2 [] X8
+398400 hb 3 [0,1,0,-114029633,-909502531137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 hb 4 [0,1,0,-2266477633,-41532031043137] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398400 hc 1 [0,1,0,-655408,-204446062] 3 2 [[1,1,0,1]] X6
+398400 hc 2 [0,1,0,-645033,-211220937] 3 2 [[1,1,0,1]] X6
+398400 hd 1 [0,1,0,-88033,-10083937] 1 1 [] X1
+398400 he 1 [0,1,0,-64033,5492063] 3 2 [[1,1,0,1]] X6
+398400 he 2 [0,1,0,95967,28692063] 3 2 [[1,1,0,1]] X6
+398400 hf 1 [0,1,0,-76033,8036063] 3 2 [[1,1,0,1]] X6
+398400 hf 2 [0,1,0,-96033,3456063] 3 2 [[1,1,0,1]] X6
+398400 hg 1 [0,1,0,169026367,-268009015137] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398400 hg 2 [0,1,0,-712765633,-2198251703137] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398400 hg 3 [0,1,0,-6521437633,201076224936863] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398400 hg 4 [0,1,0,-9012765633,-328994151703137] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398400 hh 1 [0,1,0,-21633,148863] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398400 hh 2 [0,1,0,-221633,-40051137] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398400 hh 3 [0,1,0,-101633,-83131137] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398400 hh 4 [0,1,0,-3541633,-2566571137] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398400 hi 1 [0,1,0,-725633,233620863] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398400 hi 2 [0,1,0,-1525633,-375179137] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398400 hi 3 [0,1,0,5114367,-2758939137] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398400 hi 4 [0,1,0,-20965633,-36941819137] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398400 hj 1 [0,1,0,-14508,-1385262] 3 2 [[1,1,0,1]] X6
+398400 hj 2 [0,1,0,-294633,-61612137] 3 2 [[1,1,0,1]] X6
+398400 hk 1 [0,1,0,-7633,246863] 3 2 [[1,1,0,1]] X6
+398400 hk 2 [0,1,0,2367,856863] 3 2 [[1,1,0,1]] X6
+398400 hl 1 [0,1,0,-55512033,158676636063] 3 2 [[1,1,0,1]] X6
+398400 hl 2 [0,1,0,-30512033,302301636063] 3 2 [[1,1,0,1]] X6
+398400 hm 1 [0,1,0,-226604833,-1313828677537] 3 2 [[1,1,0,1]] X6
+398400 hm 2 [0,1,0,-3626284833,-84051840837537] 3 2 [[1,1,0,1]] X6
+398400 hn 1 [0,1,0,-41333,-3248037] 3 2 [[1,1,0,1]] X6
+398400 hn 2 [0,1,0,-38833,-3655537] 3 2 [[1,1,0,1]] X6
+398400 ho 1 [0,1,0,6667,-332037] 1 1 [] X1
+398400 hp 1 [0,1,0,-25833,-1614537] 1 1 [] X1
+398400 hq 1 [0,1,0,187,-1557] 1 1 [] X1
+398400 hq 2 [0,1,0,-7013,-229077] 1 1 [] X1
+398400 hr 1 [0,1,0,-21120833,37576850463] 1 1 [] X1
+398400 hr 2 [0,1,0,59879167,200370650463] 1 1 [] X1
+398400 hs 1 [0,1,0,11127,-798057] 1 1 [] X1
+398400 ht 1 [0,1,0,697,-2157] 1 1 [] X1
+398400 hu 1 [0,1,0,17417,304463] 1 1 [] X1
+398400 hv 1 [0,1,0,278167,100313463] 1 1 [] X1
+398400 hw 1 [0,1,0,-844833,-300952737] 1 1 [] X1
+398400 hw 2 [0,1,0,2395167,-1602007137] 1 1 [] X1
+398400 hx 1 [0,1,0,4667,203963] 1 1 [] X1
+398400 hx 2 [0,1,0,-175333,28283963] 1 1 [] X1
+398400 hy 1 [0,1,0,-1033,12503] 1 1 [] X1
+398400 hz 1 [0,1,0,267,2763] 1 1 [] X1
+398400 ia 1 [0,1,0,16367,-8813137] 1 1 [] X1
+398400 ib 1 [0,1,0,-88033,-10275937] 3 2 [[1,1,0,1]] X6
+398400 ib 2 [0,1,0,-1416033,-649043937] 3 2 [[1,1,0,1]] X6
+398400 ic 1 [0,1,0,51667,-9917037] 1 1 [] X1
+398400 id 1 [0,1,0,-1233,-5658417] 1 1 [] X1
+398400 ie 1 [0,1,0,-134433,-19065537] 1 1 [] X1
+398400 if 1 [0,1,0,7,423] 1 1 [] X1
+398400 ig 1 [0,1,0,-711733,-231357037] 1 1 [] X1
+398400 ih 1 [0,1,0,3327,-94977] 1 1 [] X1
+398400 ii 1 [0,1,0,-160833,37670463] 1 1 [] X1
+398400 ij 1 [0,1,0,3087,18063] 1 1 [] X1
+398400 ik 1 [0,1,0,-41876833,104291938463] 1 1 [] X1
+398400 il 1 [0,1,0,-673,279263] 1 1 [] X1
+398400 im 1 [0,1,0,-16833,-34941537] 1 1 [] X1
+398400 in 1 [0,1,0,-1675073,-835005537] 1 1 [] X1
+398400 io 1 [0,1,0,77167,-2103537] 1 1 [] X1
+398400 ip 1 [0,1,0,-6433,-303937] 1 1 [] X1
+398400 iq 1 [0,1,0,83167,12038463] 1 1 [] X1
+398400 ir 1 [0,1,0,-17793333,28884042963] 1 1 [] X1
+398400 is 1 [0,1,0,167,-52537] 1 1 [] X1
+398400 it 1 [0,1,0,-3360833,2376470463] 1 1 [] X1
+398400 iu 1 [0,1,0,-30833,707240463] 1 1 [] X1
+398400 iv 1 [0,1,0,2067,80163] 1 1 [] X1
+398400 iw 1 [0,1,0,-121908,-20267562] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398400 iw 2 [0,1,0,-2075033,-1151126937] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398400 iw 3 [0,1,0,-2200033,-1004751937] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398400 iw 4 [0,1,0,-33200033,-73641251937] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398400 ix 1 [0,1,0,-13633,1848863] 1 1 [] X1
+398400 iy 1 [0,1,0,-548,4758] 3 2 [[1,1,0,1]] X6
+398400 iy 2 [0,1,0,-473,6183] 3 2 [[1,1,0,1]] X6
+398400 iz 1 [0,1,0,-74433,-7840737] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 iz 2 [0,1,0,-70433,-8716737] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 ja 1 [0,1,0,-108033,10152063] 3 2 [[1,1,0,1]] X6
+398400 ja 2 [0,1,0,-608033,-174347937] 3 2 [[1,1,0,1]] X6
+398400 jb 1 [0,1,0,-13708,-622162] 3 2 [[1,1,0,1]] X6
+398400 jb 2 [0,1,0,-11833,-796537] 3 2 [[1,1,0,1]] X6
+398400 jc 1 [0,1,0,-5624033,5023272063] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+398400 jc 2 [0,1,0,775967,15807272063] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+398400 jd 1 [0,1,0,1867,36363] 3 2 [[1,1,0,1]] X6
+398400 jd 2 [0,1,0,-11633,346863] 3 2 [[1,1,0,1]] X6
+398400 je 1 [0,1,0,90367,-5947137] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398400 je 2 [0,1,0,-421633,-51515137] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398400 je 3 [0,1,0,-3301633,2272644863] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398400 je 4 [0,1,0,-5733633,-5283835137] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398400 jf 1 [0,1,0,-224108,40760538] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+398400 jf 2 [0,1,0,-224233,40712663] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+398400 jf 3 [0,1,0,-143233,70601663] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+398400 jf 4 [0,1,0,-307233,7761663] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+398400 jg 1 [0,1,0,-4108,102038] 1 1 [] X1
+398400 jh 1 [0,1,0,-8633,-310137] 3 2 [[1,1,0,1]] X6
+398400 jh 2 [0,1,0,-13633,84863] 3 2 [[1,1,0,1]] X6
+398403 a 1 [0,0,1,-30,-7380] 1 1 [] X1
+398406 a 1 [1,1,0,52,90] 1 1 [] X1
+398406 b 1 [1,0,0,-113417,-14703975] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398406 b 2 [1,0,0,-133897,-9031015] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398406 b 3 [1,0,0,-1057737,412424793] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398406 b 4 [1,0,0,462263,-67335463] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398411 a 1 [1,0,1,559,7549] 1 1 [] X1
+398412 a 1 [0,0,0,-432,-19980] 1 1 [] X1
+398412 b 1 [0,0,0,-6432,419060] 1 1 [] X1
+398412 c 1 [0,0,0,39216,1701124] 1 1 [] X1
+398412 c 2 [0,0,0,-422064,-132731244] 1 1 [] X1
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+398466 e 1 [1,-1,1,-1677623,-563638385] 1 1 [] X1
+398466 f 1 [1,-1,1,-2513,-47195] 1 1 [] X1
+398468 a 1 [0,1,0,-4237,-290529] 1 1 [] X1
+398468 b 1 [0,-1,0,3316,38200] 1 1 [] X1
+398468 c 1 [0,0,0,268912,101312596] 1 1 [] X1
+398468 d 1 [0,0,0,5488,-295372] 1 1 [] X1
+398468 e 1 [0,1,0,68,-92] 1 1 [] X1
+398468 f 1 [0,-1,0,-207629,99236201] 1 1 [] X1
+398470 a 1 [1,-1,0,-995,12325] 1 1 [] X1
+398470 b 1 [1,1,0,-323,1997] 1 1 [] X1
+398470 c 1 [1,1,1,-77186130,248232770527] 1 1 [] X1
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+398470 e 1 [1,0,0,-1040,12800] 1 1 [] X1
+398470 f 1 [1,-1,1,-107973,-13620419] 1 1 [] X1
+398472 a 1 [0,-1,0,-67,6052] 1 1 [] X1
+398472 b 1 [0,1,0,-218416,39207533] 1 1 [] X1
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+398475 b 1 [0,0,1,-66907875,-210651048594] 1 1 [] X1
+398475 c 1 [0,0,1,-899625,-326942294] 1 1 [] X1
+398475 d 1 [0,0,1,-24324375,-46446177344] 1 1 [] X1
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+398475 o 2 [1,-1,1,-5458730,3055126272] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398475 o 3 [1,-1,1,16457395,21420839022] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398475 o 4 [1,-1,1,-36896855,-84028479978] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398475 p 1 [1,-1,1,-21829505,39016929872] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398475 p 2 [1,-1,1,-348665630,2505976001372] 6 2 [] X8
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+398475 p 4 [1,-1,1,-348059255,2515126200122] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398475 q 1 [1,-1,1,-18680,-1030678] 3 2 [[1,1,0,1]] X6
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+398475 t 1 [1,-1,1,4491070,-85336928] 3 2 [[1,1,0,1]] X6
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+398475 u 1 [1,-1,1,-830,-25828] 3 2 [[1,1,0,1]] X6
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+398475 v 1 [1,-1,1,2245,964122] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398475 v 2 [1,-1,1,-133880,18388122] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398475 v 3 [1,-1,1,-2126255,1193889372] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398475 v 4 [1,-1,1,-319505,-43610628] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398475 w 1 [1,-1,1,-15281623130,-727109922166878] 1 1 [] X1
+398475 x 1 [1,-1,1,-1355,18272] 1 1 [] X1
+398475 y 1 [1,-1,1,-91130,-54716128] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+398475 y 2 [1,-1,1,-2792255,-1788838378] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+398475 y 3 [1,-1,1,-4170380,162586622] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+398475 y 4 [1,-1,1,-44632130,-114756500878] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+398475 y 5 [1,-1,1,-47049755,123912462872] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+398475 y 6 [1,-1,1,16658995,1287372872] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+398475 z 1 [1,-1,1,-57722180,-168781235178] 3 2 [[1,1,0,1]] X6
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+398475 ba 1 [1,-1,1,-2960465,-1959975138] 1 1 [] X1
+398475 bb 1 [1,-1,1,19960,19962] 3 2 [[1,1,0,1]] X6
+398475 bb 2 [1,-1,1,-79865,219612] 3 2 [[1,1,0,1]] X6
+398475 bc 1 [1,-1,1,-194105,-32859728] 3 2 [[1,1,0,1]] X6
+398475 bc 2 [1,-1,1,-170480,-41175728] 3 2 [[1,1,0,1]] X6
+398475 bd 1 [1,-1,1,2245,100122] 3 2 [[1,1,0,1]] X6
+398475 bd 2 [1,-1,1,-23630,1238622] 3 2 [[1,1,0,1]] X6
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+398475 be 2 [1,-1,1,-30980,2106272] 3 2 [[1,1,0,1]] X6
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+398475 bg 2 [1,-1,1,-317630,65610622] 3 2 [[1,1,0,1]] X6
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+398475 bh 2 [1,-1,1,-630768605,5866373515772] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398475 bh 3 [1,-1,1,316475770,21950583003272] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398475 bh 4 [1,-1,1,-1684734980,-18847030045228] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398475 bi 1 [1,-1,1,-960755,-362176878] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+398475 bi 2 [1,-1,1,-1051880,-289276878] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+398475 bi 3 [1,-1,1,-6408005,6020238372] 12 4 [[3,0,0,1],[3,0,0,3],[1,2,0,1]] X25
+398475 bi 4 [1,-1,1,2846245,-1934285628] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
+398475 bi 5 [1,-1,1,-101498630,393609625872] 12 8 [[1,1,0,1],[7,0,0,7],[7,0,0,1],[5,0,0,1],[3,0,0,3]] X36
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+398475 cm 2 [1,-1,0,-224442,27682591] 6 2 [] X8
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+398475 cm 4 [1,-1,0,629433,187357216] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+398475 cr 2 [1,-1,0,-14479872,-12770797789] 3 2 [[1,1,0,1]] X6
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+398475 ct 2 [1,-1,0,-9963567,-14808028284] 3 2 [[1,1,0,1]] X6
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+398475 cz 2 [1,-1,0,-575667,74093616] 6 2 [] X8
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+398475 cz 4 [1,-1,0,-4710042,-3882503259] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398475 da 1 [1,-1,0,-2394792,6475594491] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398475 da 2 [1,-1,0,-68824917,219118424616] 6 2 [] X8
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+398480 h 2 [0,-1,0,-7960,-310800] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+398480 i 1 [0,-1,0,34000,5308352] 1 1 [] X1
+398480 j 1 [0,0,0,-1627,-25654] 1 1 [] X1
+398481 a 1 [0,-1,1,-8659,-307266] 1 1 [] X1
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+398487 a 1 [1,0,1,46,-241] 1 1 [] X1
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+398489 a 2 [1,-1,1,-26161,-1622084] 3 2 [[1,1,0,1]] X6
+398490 a 1 [1,1,0,-12413273,15310095333] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398490 a 2 [1,1,0,-45181273,-100052925467] 6 2 [] X8
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+398490 a 4 [1,1,0,-693539673,-7030096519707] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398490 b 1 [1,1,0,-6333225538,193993305210868] 1 1 [] X1
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+398490 c 2 [1,1,0,-6300193,-3427603403] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398490 c 3 [1,1,0,-45666193,116347388197] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398490 c 4 [1,1,0,20265807,-24749475003] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398490 d 1 [1,1,0,-19127,1120149] 3 2 [[1,1,0,1]] X6
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+398490 e 1 [1,0,1,-119329,8315456] 3 2 [[1,1,0,1]] X6
+398490 e 2 [1,0,1,-900579,-323247044] 3 2 [[1,1,0,1]] X6
+398490 f 1 [1,0,1,-69764,-7097038] 3 2 [[1,1,0,1]] X6
+398490 f 2 [1,0,1,-62584,-8613454] 3 2 [[1,1,0,1]] X6
+398490 g 1 [1,0,1,496717,-4142421682] 3 2 [[1,1,0,1]] X6
+398490 g 2 [1,0,1,-35875763,-80684668594] 3 2 [[1,1,0,1]] X6
+398490 h 1 [1,0,1,1245318057877,2280507771777931478] 3 2 [[1,1,0,1]] X6
+398490 h 2 [1,0,1,-20229518422123,32593038327214987478] 3 2 [[1,1,0,1]] X6
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+398934 a 1 [1,-1,0,-4194,145044] 1 1 [] X1
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+398958 bp 2 [1,1,1,-17671214,21668934251] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+398958 bp 3 [1,1,1,-263290574,1644132178667] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+398958 bp 4 [1,1,1,-97192334,-350807991829] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+398958 bq 1 [1,1,1,-94669,-12706093] 1 1 [] X1
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+398958 bs 1 [1,1,1,9554,-907285] 1 1 [] X1
+398958 bt 1 [1,1,1,-106,-205045] 1 1 [] X1
+398958 bu 1 [1,1,1,-1161448,-481551127] 3 2 [[1,1,0,1]] X6
+398958 bu 2 [1,1,1,-800808,-785642775] 3 2 [[1,1,0,1]] X6
+398958 bu 3 [1,1,1,-4865848,3670933097] 3 2 [[1,1,0,1]] X6
+398958 bu 4 [1,1,1,7057812,18856906473] 3 2 [[1,1,0,1]] X6
+398958 bv 1 [1,1,1,3772,122597] 1 1 [] X1
+398958 bw 1 [1,1,1,8378,128771] 3 2 [[1,1,0,1]] X6
+398958 bw 2 [1,1,1,-36702,1030371] 3 2 [[1,1,0,1]] X6
+398958 bx 1 [1,1,1,-883854847,6533474929253] 3 2 [[1,1,0,1]] X6
+398958 bx 2 [1,1,1,-12701306367,550850018921061] 3 2 [[1,1,0,1]] X6
+398958 by 1 [1,1,1,-25432,1420313] 3 2 [[1,1,0,1]] X6
+398958 by 2 [1,1,1,29448,6776601] 3 2 [[1,1,0,1]] X6
+398958 bz 1 [1,1,1,-4117,-127597] 1 1 [] X1
+398958 ca 1 [1,1,1,-1186242,496793163] 3 2 [[1,1,0,1]] X6
+398958 ca 2 [1,1,1,-1197512,486857531] 3 2 [[1,1,0,1]] X6
+398958 cb 1 [1,1,1,-161897,17575319] 3 2 [[1,1,0,1]] X6
+398958 cb 2 [1,1,1,-2370817,1403893511] 3 2 [[1,1,0,1]] X6
+398958 cc 1 [1,1,1,-7173209,-8549333017] 1 1 [] X1
+398958 cd 1 [1,1,1,-1015949929,12482120364503] 1 1 [] X1
+398958 ce 1 [1,1,1,3086,-24697] 1 1 [] X1
+398958 cf 1 [1,1,1,-76129684,255653924693] 1 1 [] X1
+398958 cg 1 [1,1,1,33221,-724711] 1 1 [] X1
+398958 ch 1 [1,1,1,-18124,288749] 1 1 [] X1
+398958 ch 2 [1,1,1,-1167244,484902893] 1 1 [] X1
+398958 ci 1 [1,1,1,118687554,-275101137669] 3 2 [[1,1,0,1]] X6
+398958 ci 2 [1,1,1,-549037406,-2355732113029] 3 2 [[1,1,0,1]] X6
+398958 cj 1 [1,0,0,2422195,802390161] 3 2 [[1,1,0,1]] X6
+398958 cj 2 [1,0,0,-11204845,6866422961] 3 2 [[1,1,0,1]] X6
+398958 ck 1 [1,0,0,-146392,24904256] 1 1 [] X1
+398958 cl 1 [1,0,0,-3730354517,-87700487233311] 1 1 [] X1
+398958 cm 1 [1,0,0,-20733672,-36393983424] 1 1 [] X1
+398958 cn 1 [1,0,0,1627828,253459296] 1 1 [] X1
+398958 co 1 [1,0,0,-888077,-101705199] 1 1 [] X1
+398958 co 2 [1,0,0,-57194957,-166493277231] 1 1 [] X1
+398958 cp 1 [1,0,0,-519,-4215] 3 2 [[1,1,0,1]] X6
+398958 cp 2 [1,0,0,601,-19671] 3 2 [[1,1,0,1]] X6
+398958 cq 1 [1,0,0,-84379,8768045] 3 2 [[1,1,0,1]] X6
+398958 cq 2 [1,0,0,83691,39390399] 3 2 [[1,1,0,1]] X6
+398958 cr 1 [1,0,0,3963021,3560243553] 1 1 [] X1
+398958 cs 1 [1,0,0,-14701,-816943] 1 1 [] X1
+398958 ct 1 [1,0,0,1859549,-488148991] 1 1 [] X1
+398958 cu 1 [1,0,0,-638,-40734] 1 1 [] X1
+398958 cv 1 [1,0,0,-224323,40876961] 1 1 [] X1
+398958 cw 1 [1,0,0,184827,-41496351] 1 1 [] X1
+398958 cx 1 [1,0,0,195,2673] 1 1 [] X1
+398958 cy 1 [1,0,0,-5195,70314789] 1 1 [] X1
+398958 cz 1 [1,0,0,-42827,-8598927] 1 1 [] X1
+398958 da 1 [1,0,0,-57282,3139758] 1 1 [] X1
+398958 db 1 [1,0,0,-2994537687,-63073147895703] 3 2 [[1,1,0,1]] X6
+398958 db 2 [1,0,0,-2994482807,-63075575314935] 3 2 [[1,1,0,1]] X6
+398958 dc 1 [1,0,0,-2356117,1391816957] 3 2 [[1,1,0,1]] X6
+398958 dc 2 [1,0,0,-2352687,1396072215] 3 2 [[1,1,0,1]] X6
+398958 dd 1 [1,0,0,-241099846,-1440951642292] 1 1 [] X1
+398958 de 1 [1,0,0,-9822541,11848241243] 1 1 [] X1
+398958 df 1 [1,0,0,-133281,368073] 1 1 [] X1
+398960 a 1 [0,1,0,-142101760,-652050382092] 1 1 [] X1
+398960 b 1 [0,-1,0,44,-64] 1 1 [] X1
+398960 c 1 [0,-1,0,-376,-31120] 1 1 [] X1
+398960 d 1 [0,-1,0,-36,160] 1 1 [] X1
+398960 e 1 [0,-1,0,-4840,179312] 1 1 [] X1
+398960 f 1 [0,0,0,-167,-874] 1 1 [] X1
+398960 g 1 [0,1,0,-2996,62204] 1 1 [] X1
+398960 h 1 [0,1,0,224,-3596] 1 1 [] X1
+398960 i 1 [0,1,0,-416,3140] 1 1 [] X1
+398960 j 1 [0,1,0,840,2900] 1 1 [] X1
+398960 k 1 [0,-1,0,-5320,380400] 1 1 [] X1
+398960 l 1 [0,0,0,6653,-124414] 1 1 [] X1
+398960 m 1 [0,0,0,-112747,-14624614] 1 1 [] X1
+398961 a 1 [1,-1,1,-8321,294216] 3 2 [[1,1,0,1]] X6
+398961 a 2 [1,-1,1,-8456,284280] 3 2 [[1,1,0,1]] X6
+398961 b 1 [0,0,1,3036840,-9942665] 1 1 [] X1
+398961 c 1 [1,-1,0,-576,42471] 1 1 [] X1
+398965 a 1 [0,1,1,7149,97305] 1 1 [] X1
+398968 a 1 [0,1,0,-5684,163061] 1 1 [] X1
+398968 b 1 [0,1,0,16,41] 1 1 [] X1
+398970 a 1 [1,-1,0,-10065,-386595] 1 1 [] X1
+398970 b 1 [1,-1,0,-29669805,48949144101] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 b 2 [1,-1,0,-154270125,-695139046875] 6 2 [] X8
+398970 b 3 [1,-1,0,126604755,-2943767161179] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 b 4 [1,-1,0,-2428750125,-46069650358875] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 c 1 [1,-1,0,11385,-11055299] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 c 2 [1,-1,0,-680535,-210189875] 6 2 [] X8
+398970 c 3 [1,-1,0,-1623555,500658601] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 c 4 [1,-1,0,-10808235,-13673954255] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 d 1 [1,-1,0,180,-3780] 3 2 [[1,1,0,1]] X6
+398970 d 2 [1,-1,0,-2790,-51894] 3 2 [[1,1,0,1]] X6
+398970 e 1 [1,-1,0,-23910,1382516] 3 2 [[1,1,0,1]] X6
+398970 e 2 [1,-1,0,9570,4924700] 3 2 [[1,1,0,1]] X6
+398970 f 1 [1,-1,0,-63195,1380005] 3 2 [[1,1,0,1]] X6
+398970 f 2 [1,-1,0,245685,10708181] 3 2 [[1,1,0,1]] X6
+398970 g 1 [1,-1,0,-1725,27781] 3 2 [[1,1,0,1]] X6
+398970 g 2 [1,-1,0,-3045,-19475] 3 2 [[1,1,0,1]] X6
+398970 h 1 [1,-1,0,-7602643035,-255093125258075] 3 2 [[1,1,0,1]] X6
+398970 h 2 [1,-1,0,-6697830555,-318098656527899] 3 2 [[1,1,0,1]] X6
+398970 i 1 [1,-1,0,-9250965,25705390581] 1 1 [] X1
+398970 j 1 [1,-1,0,-4796340,4385045456] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 j 2 [1,-1,0,-78524340,267844680656] 6 2 [] X8
+398970 j 3 [1,-1,0,-1256386740,17141194705616] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 j 4 [1,-1,0,-80309940,255026572496] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 k 1 [1,-1,0,-368955,-45540635] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 k 2 [1,-1,0,-5092875,-4420835339] 6 2 [] X8
+398970 k 3 [1,-1,0,-4290975,-5860566599] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 k 4 [1,-1,0,-81477495,-283056652175] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 l 1 [1,-1,0,-81675,-6257979] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+398970 l 2 [1,-1,0,-496395,129853125] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+398970 l 3 [1,-1,0,-7861995,8486862885] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+398970 l 4 [1,-1,0,233685,478977381] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+398970 m 1 [1,-1,0,-45507855870,3736586343458196] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 m 2 [1,-1,0,-46632855870,3542124918458196] 6 2 [] X8
+398970 m 3 [1,-1,0,55488119130,16905124253693196] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 m 4 [1,-1,0,-166753830870,-22266419116776804] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 n 1 [1,-1,0,-912195,1176172245] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 n 2 [1,-1,0,-23214915,42967008981] 6 2 [] X8
+398970 n 3 [1,-1,0,-371219715,2753019588501] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 n 4 [1,-1,0,-32053635,7260347925] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 o 1 [1,-1,0,-5130,-140324] 1 1 [] X1
+398970 p 1 [1,-1,0,-945,8041] 3 2 [[1,1,0,1]] X6
+398970 p 2 [1,-1,0,-13815,628375] 3 2 [[1,1,0,1]] X6
+398970 q 1 [1,-1,0,-315,3645] 1 1 [] X1
+398970 r 1 [1,-1,0,-111188790,-451178818700] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 r 2 [1,-1,0,-122259510,-355884275084] 6 2 [] X8
+398970 r 3 [1,-1,0,-759741030,7787432157700] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 r 4 [1,-1,0,338090490,-2400482765084] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 s 1 [1,-1,0,-1724634,-940890060] 1 1 [] X1
+398970 t 1 [1,-1,0,-1264344,547343360] 3 2 [[1,1,0,1]] X6
+398970 t 2 [1,-1,0,-1081824,710771768] 3 2 [[1,1,0,1]] X6
+398970 u 1 [1,-1,0,-36684,-6109232] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 u 2 [1,-1,0,-773964,-261650480] 6 2 [] X8
+398970 u 3 [1,-1,0,-964044,-123158192] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 u 4 [1,-1,0,-12380364,-16763630000] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 v 1 [1,-1,0,561,-3555] 3 2 [[1,1,0,1]] X6
+398970 v 2 [1,-1,0,-2739,-29295] 3 2 [[1,1,0,1]] X6
+398970 w 1 [1,-1,0,-252039,29008445] 3 2 [[1,1,0,1]] X6
+398970 w 2 [1,-1,0,-1762119,-879153667] 3 2 [[1,1,0,1]] X6
+398970 x 1 [1,-1,0,61776,301158] 1 1 [] X1
+398970 y 1 [1,-1,0,-148683612384,22067605360677888] 3 2 [[1,1,0,1]] X6
+398970 y 2 [1,-1,0,-2378955612384,1412302749962277888] 3 2 [[1,1,0,1]] X6
+398970 z 1 [1,-1,0,5436,-9893552] 1 1 [] X1
+398970 ba 1 [1,-1,0,-519467364,-4556938315752] 1 1 [] X1
+398970 ba 2 [1,-1,0,-481153374,-5257563630570] 1 1 [] X1
+398970 bb 1 [1,-1,0,-57924,-6048432] 1 1 [] X1
+398970 bc 1 [1,-1,0,-190089,31919373] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 bc 2 [1,-1,0,-236169,15302925] 6 2 [] X8
+398970 bc 3 [1,-1,0,879831,117751725] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 bc 4 [1,-1,0,-2089449,-1151151507] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 bd 1 [1,-1,0,-619297919964,187567872089815120] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 bd 2 [1,-1,0,-667616302044,156594271979337808] 6 2 [] X8
+398970 bd 3 [1,-1,0,1646521297956,1003059986134857808] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 bd 4 [1,-1,0,-3754848015324,-2672182429067315120] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 be 1 [1,-1,0,-63774,6339028] 3 2 [[1,1,0,1]] X6
+398970 be 2 [1,-1,0,-1026054,400296460] 3 2 [[1,1,0,1]] X6
+398970 bf 1 [1,-1,0,-251574,48226868] 3 2 [[1,1,0,1]] X6
+398970 bf 2 [1,-1,0,-69054,116598860] 3 2 [[1,1,0,1]] X6
+398970 bg 1 [1,-1,0,279396,104190160] 1 1 [] X1
+398970 bh 1 [1,-1,0,231,-15367] 3 2 [[1,1,0,1]] X6
+398970 bh 2 [1,-1,0,-8019,-264517] 3 2 [[1,1,0,1]] X6
+398970 bi 1 [1,-1,0,-7269,-68715] 3 2 [[1,1,0,1]] X6
+398970 bi 2 [1,-1,0,-91749,-10662507] 3 2 [[1,1,0,1]] X6
+398970 bj 1 [1,-1,0,-441099,-120629957] 1 1 [] X1
+398970 bk 1 [1,-1,0,-21669,-767467] 3 2 [[1,1,0,1]] X6
+398970 bk 2 [1,-1,0,64731,-5415787] 3 2 [[1,1,0,1]] X6
+398970 bl 1 [1,-1,0,33381,-98504667] 3 2 [[1,1,0,1]] X6
+398970 bl 2 [1,-1,0,-3007899,-1961592795] 3 2 [[1,1,0,1]] X6
+398970 bm 1 [1,-1,0,-29235534,250871125588] 3 2 [[1,1,0,1]] X6
+398970 bm 2 [1,-1,0,-802280334,8723287524628] 3 2 [[1,1,0,1]] X6
+398970 bn 1 [1,-1,1,5047,90937] 3 2 [[1,1,0,1]] X6
+398970 bn 2 [1,-1,1,-24653,815617] 3 2 [[1,1,0,1]] X6
+398970 bo 1 [1,-1,1,-2268353,-780959663] 3 2 [[1,1,0,1]] X6
+398970 bo 2 [1,-1,1,-15859073,23753008081] 3 2 [[1,1,0,1]] X6
+398970 bp 1 [1,-1,1,-19038263,32836093071] 3 2 [[1,1,0,1]] X6
+398970 bp 2 [1,-1,1,-306876983,2069237469327] 3 2 [[1,1,0,1]] X6
+398970 bq 1 [1,-1,1,-140483,-20225149] 3 2 [[1,1,0,1]] X6
+398970 bq 2 [1,-1,1,-120203,-26284813] 3 2 [[1,1,0,1]] X6
+398970 br 1 [1,-1,1,-20048,1688627] 1 1 [] X1
+398970 bs 1 [1,-1,1,-1187708,1416361727] 3 2 [[1,1,0,1]] X6
+398970 bs 2 [1,-1,1,-27541508,55557608447] 3 2 [[1,1,0,1]] X6
+398970 bt 1 [1,-1,1,-44959613,-261556693819] 1 1 [] X1
+398970 bu 1 [1,-1,1,-2408,-45529] 3 2 [[1,1,0,1]] X6
+398970 bu 2 [1,-1,1,-38678,-2918113] 3 2 [[1,1,0,1]] X6
+398970 bv 1 [1,-1,1,-27953,-1776863] 3 2 [[1,1,0,1]] X6
+398970 bv 2 [1,-1,1,-7673,-4315919] 3 2 [[1,1,0,1]] X6
+398970 bw 1 [1,-1,1,2767,128081] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398970 bw 2 [1,-1,1,-27653,1551737] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398970 bw 3 [1,-1,1,-426623,107358581] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398970 bw 4 [1,-1,1,-115403,-13506163] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398970 bx 1 [1,-1,1,39892,5209611] 3 2 [[1,1,0,1]] X6
+398970 bx 2 [1,-1,1,-319478,57246387] 3 2 [[1,1,0,1]] X6
+398970 by 1 [1,-1,1,-2558,-9628019] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 by 2 [1,-1,1,-694478,-219418163] 6 2 [] X8
+398970 by 3 [1,-1,1,-1391978,295615837] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 by 4 [1,-1,1,-11067698,-14169324419] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 bz 1 [1,-1,1,25087,-2192583] 1 1 [] X1
+398970 ca 1 [1,-1,1,-2408,29227] 3 2 [[1,1,0,1]] X6
+398970 ca 2 [1,-1,1,7192,198187] 3 2 [[1,1,0,1]] X6
+398970 cb 1 [1,-1,1,2077,412831] 3 2 [[1,1,0,1]] X6
+398970 cb 2 [1,-1,1,-72173,7214131] 3 2 [[1,1,0,1]] X6
+398970 cc 1 [1,-1,1,-3038,-49719] 3 2 [[1,1,0,1]] X6
+398970 cc 2 [1,-1,1,-15908,732777] 3 2 [[1,1,0,1]] X6
+398970 cd 1 [1,-1,1,-65423,1920727] 3 2 [[1,1,0,1]] X6
+398970 cd 2 [1,-1,1,-825743,288713431] 3 2 [[1,1,0,1]] X6
+398970 ce 1 [1,-1,1,-263119808,-6773257271069] 3 2 [[1,1,0,1]] X6
+398970 ce 2 [1,-1,1,-7220523008,-235521542641949] 3 2 [[1,1,0,1]] X6
+398970 cf 1 [1,-1,1,31663003,8409358221] 3 2 [[1,1,0,1]] X6
+398970 cf 2 [1,-1,1,-127707377,67631391429] 3 2 [[1,1,0,1]] X6
+398970 cg 1 [1,-1,1,-90587,10528651] 1 1 [] X1
+398970 ch 1 [1,-1,1,-1211297,482208369] 3 2 [[1,1,0,1]] X6
+398970 ch 2 [1,-1,1,1053823,2075946801] 3 2 [[1,1,0,1]] X6
+398970 ci 1 [1,-1,1,-16187,776859] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398970 ci 2 [1,-1,1,-37967,-1740909] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398970 ci 3 [1,-1,1,115483,-12359649] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398970 ci 4 [1,-1,1,-539897,-152520681] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398970 cj 1 [1,-1,1,-15527,-734561] 3 2 [[1,1,0,1]] X6
+398970 cj 2 [1,-1,1,-27407,553231] 3 2 [[1,1,0,1]] X6
+398970 ck 1 [1,-1,1,-2657,-50319] 3 2 [[1,1,0,1]] X6
+398970 ck 2 [1,-1,1,1063,-182751] 3 2 [[1,1,0,1]] X6
+398970 cl 1 [1,-1,1,-7022,-48771] 3 2 [[1,1,0,1]] X6
+398970 cl 2 [1,-1,1,27298,-405699] 3 2 [[1,1,0,1]] X6
+398970 cm 1 [1,-1,1,-82202,-14609221] 1 1 [] X1
+398970 cn 1 [1,-1,1,14818,-345769] 1 1 [] X1
+398970 co 1 [1,-1,1,-54122,4235429] 3 2 [[1,1,0,1]] X6
+398970 co 2 [1,-1,1,87448,22582901] 3 2 [[1,1,0,1]] X6
+398970 cp 1 [1,-1,1,10723,7466789] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+398970 cp 2 [1,-1,1,-514157,137846981] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+398970 cp 3 [1,-1,1,-8158937,8972154749] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+398970 cp 4 [1,-1,1,-1267457,-358427059] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+398970 cq 1 [1,-1,1,4598878,41279464721] 3 2 [[1,1,0,1]] X6
+398970 cq 2 [1,-1,1,-154771502,714077460929] 3 2 [[1,1,0,1]] X6
+398970 cr 1 [1,-1,1,-3227,1234379] 3 2 [[1,1,0,1]] X6
+398970 cr 2 [1,-1,1,-193307,32483531] 3 2 [[1,1,0,1]] X6
+398970 cs 1 [1,-1,1,-20972,1173871] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 cs 2 [1,-1,1,-23852,832879] 6 2 [] X8
+398970 cs 3 [1,-1,1,75148,5901679] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 cs 4 [1,-1,1,-168932,-26093969] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 ct 1 [1,-1,1,-19832,-1724421] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 ct 2 [1,-1,1,-368312,-85917189] 6 2 [] X8
+398970 ct 3 [1,-1,1,-419792,-60300741] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 ct 4 [1,-1,1,-5892512,-5504052549] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 cu 1 [1,-1,1,-1169357,-326575051] 3 2 [[1,1,0,1]] X6
+398970 cu 2 [1,-1,1,-7398437,7499641061] 3 2 [[1,1,0,1]] X6
+398970 cu 3 [1,-1,1,-37122692,87049751591] 3 2 [[1,1,0,1]] X6
+398970 cu 4 [1,-1,1,-593930372,5571382676519] 3 2 [[1,1,0,1]] X6
+398970 cv 1 [1,-1,1,-118472,-7365621] 3 2 [[1,1,0,1]] X6
+398970 cv 2 [1,-1,1,-942152,347146251] 3 2 [[1,1,0,1]] X6
+398970 cw 1 [1,-1,1,-37025537,-85021677439] 3 2 [[1,1,0,1]] X6
+398970 cw 2 [1,-1,1,3463483,-261051740791] 3 2 [[1,1,0,1]] X6
+398970 cx 1 [1,-1,1,-684257,-217896271] 1 1 [] X1
+398970 cx 2 [1,-1,1,860008,-994443109] 1 1 [] X1
+398970 cy 1 [1,-1,1,707008,12623098659] 3 2 [[1,1,0,1]] X6
+398970 cy 2 [1,-1,1,-77237672,255685788771] 3 2 [[1,1,0,1]] X6
+398970 cz 1 [1,-1,1,-930920117,-10932193057219] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 cz 2 [1,-1,1,-936061097,-10805336291131] 6 2 [] X8
+398970 cz 3 [1,-1,1,-2049509147,19830964115009] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398970 cz 4 [1,-1,1,95131273,-33322865359399] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398973 a 1 [1,0,1,-1174,6599] 1 1 [] X1
+398975 a 1 [1,-1,1,-17730,-2537728] 3 2 [[1,1,0,1]] X6
+398975 a 2 [1,-1,1,-408355,-100193978] 3 2 [[1,1,0,1]] X6
+398975 b 1 [0,-1,1,-283,-2407] 1 1 [] X1
+398976 a 1 [0,-1,0,-5759,44319] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398976 a 2 [0,-1,0,-71369,7353273] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398976 b 1 [0,-1,0,-17842,-910238] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398976 b 2 [0,-1,0,-23037,-331515] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398976 c 1 [0,1,0,-5759,-44319] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398976 c 2 [0,1,0,-71369,-7353273] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398976 d 1 [0,1,0,-17842,910238] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+398976 d 2 [0,1,0,-23037,331515] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+398979 a 1 [1,-1,1,-26,46] 1 1 [] X1
+398979 b 1 [1,-1,1,-67961,4432726] 1 1 [] X1
+398979 c 1 [1,-1,1,-893,46954] 1 1 [] X1
+398979 d 1 [1,-1,0,-99,-1706] 1 1 [] X1
+398979 e 1 [1,-1,0,-7551,-161658] 1 1 [] X1
+398979 f 1 [1,-1,0,-231,-1018] 1 1 [] X1
+398981 a 1 [0,-1,1,-8321,-229802] 1 1 [] X1
+398982 a 1 [1,1,0,149,-275] 1 1 [] X1
+398982 b 1 [1,0,1,-37325040,87762726142] 1 1 [] X1
+398982 c 1 [1,0,1,-1747,27950] 1 1 [] X1
+398982 d 1 [1,0,1,-1441,-19948] 1 1 [] X1
+398982 e 1 [1,0,1,-16052,834482] 1 1 [] X1
+398982 f 1 [1,1,1,-1809,-30225] 1 1 [] X1
+398982 g 1 [1,0,0,18346,278820] 1 1 [] X1
+398982 h 1 [1,0,0,-47229,969201] 1 1 [] X1
+398982 i 1 [1,0,0,-166,-82] 1 1 [] X1
+398984 a 1 [0,0,0,-55,151] 1 1 [] X1
+398984 b 1 [0,1,0,-315208,-68220624] 1 1 [] X1
+398984 c 1 [0,1,0,-33052,2301853] 1 1 [] X1
+398985 a 1 [0,-1,1,-16716,843986] 1 1 [] X1
+398985 b 1 [0,1,1,134,-2114] 1 1 [] X1
+398985 c 1 [0,1,1,-1002146,-615196264] 1 1 [] X1
+398985 d 1 [0,1,1,-155,-799] 1 1 [] X1
+398985 e 1 [1,1,0,4087,50592] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398985 e 2 [1,1,0,-18358,405223] 6 2 [] X8
+398985 e 3 [1,1,0,-244483,46399048] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398985 e 4 [1,1,0,-151353,-22443318] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+398986 a 1 [1,0,1,-37992,-2855194] 3 2 [[1,1,0,1]] X6
+398986 a 2 [1,0,1,-607972,-182512890] 3 2 [[1,1,0,1]] X6
+398986 b 1 [1,1,1,-4,453] 1 1 [] X1
+398987 a 1 [1,0,1,-236,1371] 1 1 [] X1
+398987 b 1 [1,-1,0,-9797,-282802] 1 1 [] X1
+398988 a 1 [0,0,0,81,-314] 1 1 [] X1
+398988 b 1 [0,0,0,-140016,-20166199] 1 1 [] X1
+398988 c 1 [0,0,0,-633,6129] 1 1 [] X1
+398988 d 1 [0,0,0,25800,7920493] 3 2 [[1,1,0,1]] X6
+398988 d 2 [0,0,0,-472935,117542446] 3 2 [[1,1,0,1]] X6
+398988 e 1 [0,0,0,-5697,-165483] 1 1 [] X1
+398988 f 1 [0,0,0,-2937,-55667] 1 1 [] X1
+398988 g 1 [0,0,0,-10551,1011022] 1 1 [] X1
+398988 h 1 [0,0,0,729,8478] 1 1 [] X1
+398990 a 1 [1,1,1,-86,-717] 1 1 [] X1
+398990 b 1 [1,-1,1,-85957,1097789] 1 1 [] X1
+398990 c 1 [1,1,1,-336125,-75146633] 1 1 [] X1
+398992 a 1 [0,0,0,-499,3634] 1 1 [] X1
+398992 b 1 [0,-1,0,6347,12221] 1 1 [] X1
+398992 b 2 [0,-1,0,-90453,11120989] 1 1 [] X1
+398992 c 1 [0,0,0,325,-7446] 1 1 [] X1
+398992 d 1 [0,1,0,-166856,26177876] 1 1 [] X1
+398992 e 1 [0,1,0,-33,-421] 1 1 [] X1
+398992 f 1 [0,-1,0,-264,1760] 1 1 [] X1
+398995 a 1 [0,1,1,430,-1494] 1 1 [] X1
+398997 a 1 [0,0,1,-261,-1600] 1 1 [] X1
+398997 b 1 [1,-1,1,-83,-1430] 1 1 [] X1
+398997 c 1 [1,-1,1,-1532363,730496738] 1 1 [] X1
+398997 d 1 [1,-1,1,-194,5528] 3 2 [[1,1,0,1]] X6
+398997 d 2 [1,-1,1,-5999,179678] 3 2 [[1,1,0,1]] X6
+398997 e 1 [1,-1,0,-9,56] 1 1 [] X1
+398998 a 1 [1,1,0,-66,-232] 1 1 [] X1
+398999 a 1 [1,-1,1,-254544,-46931678] 1 1 [] X1
+399003 a 1 [0,1,1,-2487,-48679] 1 1 [] X1
+399003 b 1 [1,1,0,-154,-803] 1 1 [] X1
+399003 c 1 [0,-1,1,-154,-759] 1 1 [] X1
+399003 d 1 [0,-1,1,-48476,-4247395] 1 1 [] X1
+399003 e 1 [0,-1,1,-318,14969] 1 1 [] X1
+399003 f 1 [0,-1,1,-14420,782945] 1 1 [] X1
+399003 g 1 [0,1,1,622,737] 1 1 [] X1
+399003 h 1 [0,1,1,-714,-8401] 1 1 [] X1
+399004 a 1 [0,-1,0,98,3953] 1 1 [] X1
+399005 a 1 [1,0,0,595,-6350] 1 1 [] X1
+399005 b 1 [1,-1,1,-463,3946] 1 1 [] X1
+399005 c 1 [1,0,1,-344,2301] 1 1 [] X1
+399005 d 1 [1,-1,0,-6800,-214139] 1 1 [] X1
+399006 a 1 [1,-1,0,-2931,-71947] 1 1 [] X1
+399006 b 1 [1,-1,0,-69027,7043093] 1 1 [] X1
+399006 c 1 [1,-1,0,-168,-832] 1 1 [] X1
+399006 d 1 [1,-1,1,-1514,23977] 1 1 [] X1
+399006 e 1 [1,-1,1,-7670,-258299] 1 1 [] X1
+399006 f 1 [1,-1,1,-326,2773] 1 1 [] X1
+399009 a 1 [1,1,1,-4989,-278400] 1 1 [] X1
+399009 b 1 [0,-1,1,789,-2806] 1 1 [] X1
+399009 c 1 [1,1,0,-29,-138] 1 1 [] X1
+399010 a 1 [1,0,1,-6523,-203322] 1 1 [] X1
+399014 a 1 [1,1,0,-700,-3696] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399014 a 2 [1,1,0,-5540,154088] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399014 b 1 [1,1,0,-270112615,2628931568949] 3 2 [[1,1,0,1]] X6
+399014 b 2 [1,1,0,-4939716455,133595442627893] 3 2 [[1,1,0,1]] X6
+399015 a 1 [1,-1,1,637267,167878752] 1 1 [] X1
+399015 b 1 [1,-1,1,-3863,48142] 3 2 [[1,1,0,1]] X6
+399015 b 2 [1,-1,1,13012,345142] 3 2 [[1,1,0,1]] X6
+399015 c 1 [1,-1,1,-6562607,6472521906] 1 1 [] X1
+399015 d 1 [0,0,1,-192,-1193] 1 1 [] X1
+399015 e 1 [1,-1,0,-1344245310,37596298594675] 1 1 [] X1
+399015 f 1 [1,-1,0,720,295825] 1 1 [] X1
+399015 g 1 [1,-1,0,-234,-2237] 1 1 [] X1
+399015 h 1 [1,-1,0,329346,119385085] 1 1 [] X1
+399015 i 1 [1,-1,0,-429,-1640] 3 2 [[1,1,0,1]] X6
+399015 i 2 [1,-1,0,1446,-13265] 3 2 [[1,1,0,1]] X6
+399015 j 1 [0,0,1,-273,-1841] 1 1 [] X1
+399015 k 1 [0,0,1,33,607] 1 1 [] X1
+399018 a 1 [1,1,0,90,48276] 3 2 [[1,1,0,1]] X6
+399018 a 2 [1,1,0,-19350,1008612] 3 2 [[1,1,0,1]] X6
+399018 b 1 [1,0,1,-1268316,-549842534] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399018 b 2 [1,0,1,-1360476,-465350246] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399018 c 1 [1,0,1,1001,-7366] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399018 c 2 [1,0,1,-4759,-64966] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399018 d 1 [1,1,1,-70369,4178207] 3 2 [[1,1,0,1]] X6
+399018 d 2 [1,1,1,221151,30181791] 3 2 [[1,1,0,1]] X6
+399018 e 1 [1,1,1,1148,3461] 3 2 [[1,1,0,1]] X6
+399018 e 2 [1,1,1,-4692,22149] 3 2 [[1,1,0,1]] X6
+399018 f 1 [1,0,0,70036,-6846576] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399018 f 2 [1,0,0,-396524,-64420080] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399018 g 1 [1,0,0,-857,-10455] 3 2 [[1,1,0,1]] X6
+399018 g 2 [1,0,0,-13997,-638547] 3 2 [[1,1,0,1]] X6
+399020 a 1 [0,0,0,-292,2449] 1 1 [] X1
+399020 b 1 [0,0,0,-113992,28201549] 1 1 [] X1
+399020 c 1 [0,-1,0,19,46] 1 1 [] X1
+399020 d 1 [0,-1,0,-21,-239] 1 1 [] X1
+399020 e 1 [0,-1,0,1195,-26303] 1 1 [] X1
+399022 a 1 [1,0,1,114418167,-1443000272308] 1 1 [] X1
+399022 b 1 [1,0,1,-88694,10159464] 1 1 [] X1
+399022 c 1 [1,0,1,-1274,17260] 1 1 [] X1
+399022 d 1 [1,0,0,-30921437,66158289281] 1 1 [] X1
+399024 a 1 [0,0,0,513,-3510] 1 1 [] X1
+399024 b 1 [0,0,0,-1227,18970] 1 1 [] X1
+399024 c 1 [0,0,0,1536,-6964] 1 1 [] X1
+399024 d 1 [0,0,0,-379944,-90915156] 1 1 [] X1
+399024 e 1 [0,0,0,-1172739,-434158846] 1 1 [] X1
+399024 e 2 [0,0,0,-92009379,-339700559326] 1 1 [] X1
+399024 f 1 [0,0,0,-3339,53946] 1 1 [] X1
+399024 g 1 [0,0,0,-1731,43954] 1 1 [] X1
+399024 h 1 [0,0,0,-105771,12451930] 3 2 [[1,1,0,1]] X6
+399024 h 2 [0,0,0,90069,53304154] 3 2 [[1,1,0,1]] X6
+399024 i 1 [0,0,0,-8931,257506] 1 1 [] X1
+399024 j 1 [0,0,0,-891,-33750] 1 1 [] X1
+399024 k 1 [0,0,0,-64915491,201312060194] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399024 k 2 [0,0,0,-65652771,196505142050] 6 2 [] X8
+399024 k 3 [0,0,0,35746269,748582355234] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399024 k 4 [0,0,0,-178848291,-663214832350] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399024 l 1 [0,0,0,-1257891,542778530] 3 2 [[1,1,0,1]] X6
+399024 l 2 [0,0,0,-20123811,34746691490] 3 2 [[1,1,0,1]] X6
+399024 m 1 [0,0,0,-179931,33226634] 1 1 [] X1
+399024 n 1 [0,0,0,15549,-202174] 1 1 [] X1
+399024 o 1 [0,0,0,6729,4139026] 1 1 [] X1
+399024 p 1 [0,0,0,-75171,-7933790] 1 1 [] X1
+399024 q 1 [0,0,0,1134,73359] 3 2 [[1,1,0,1]] X6
+399024 q 2 [0,0,0,-20871,1089990] 3 2 [[1,1,0,1]] X6
+399024 r 1 [0,0,0,-4851,-247374] 1 1 [] X1
+399024 s 1 [0,0,0,-16671,-726370] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399024 s 2 [0,0,0,-68691,6192290] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399024 s 3 [0,0,0,-1066251,423770906] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399024 s 4 [0,0,0,96549,31407914] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399024 t 1 [0,0,0,-588,5596] 1 1 [] X1
+399024 u 1 [0,0,0,-18795,-205414] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399024 u 2 [0,0,0,73365,-1624678] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399024 v 1 [0,0,0,-435,1618] 1 1 [] X1
+399024 w 1 [0,0,0,-24915,-1513694] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399024 w 2 [0,0,0,-24555,-1559558] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399024 x 1 [0,0,0,438045,1288076258] 1 1 [] X1
+399024 y 1 [0,0,0,-84590715,141995322794] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399024 y 2 [0,0,0,292896645,1062083014058] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399024 z 1 [0,0,0,-1635,-25502] 1 1 [] X1
+399024 ba 1 [0,0,0,-79860,-13144916] 1 1 [] X1
+399024 bb 1 [0,0,0,-14715,688554] 1 1 [] X1
+399024 bc 1 [0,0,0,-49467,1639658] 1 1 [] X1
+399024 bd 1 [0,0,0,-192,-18628] 1 1 [] X1
+399024 be 1 [0,0,0,-86907,-3274742] 1 1 [] X1
+399024 bf 1 [0,0,0,-99,1250] 1 1 [] X1
+399024 bg 1 [0,0,0,-11321019,-14655020310] 3 2 [[1,1,0,1]] X6
+399024 bg 2 [0,0,0,-181114299,-938160670230] 3 2 [[1,1,0,1]] X6
+399024 bh 1 [0,0,0,-9939,-69230] 3 2 [[1,1,0,1]] X6
+399024 bh 2 [0,0,0,39021,-549038] 3 2 [[1,1,0,1]] X6
+399024 bi 1 [0,0,0,126,-2717] 3 2 [[1,1,0,1]] X6
+399024 bi 2 [0,0,0,-2319,-40370] 3 2 [[1,1,0,1]] X6
+399024 bj 1 [0,0,0,-881139,320396978] 1 1 [] X1
+399024 bk 1 [0,0,0,-42216,3367228] 1 1 [] X1
+399024 bl 1 [0,0,0,-209451,-36890278] 1 1 [] X1
+399024 bm 1 [0,0,0,-78400011,-267190958662] 1 1 [] X1
+399024 bn 1 [0,0,0,-116256,15257072] 1 1 [] X1
+399024 bn 2 [0,0,0,-106176,18010928] 1 1 [] X1
+399024 bn 3 [0,0,0,832704,-219244048] 1 1 [] X1
+399024 bo 1 [0,0,0,-523731,133512338] 1 1 [] X1
+399024 bp 1 [0,0,0,1032,-75620] 1 1 [] X1
+399024 bq 1 [0,0,0,57,130] 1 1 [] X1
+399024 br 1 [0,0,0,17592,-359566900] 1 1 [] X1
+399025 a 1 [0,0,1,-3425,64406] 1 1 [] X1
+399025 b 1 [0,1,1,-812633,281690769] 1 1 [] X1
+399025 c 1 [0,1,1,-1383,19269] 1 1 [] X1
+399025 d 1 [0,0,1,-89675,10037781] 1 1 [] X1
+399026 a 1 [1,0,1,-43010,-3436716] 1 1 [] X1
+399027 a 1 [0,-1,1,-985690028,11911614717977] 1 1 [] X1
+399030 a 1 [1,1,0,-3,-348147] 1 1 [] X1
+399030 b 1 [1,0,1,-1674,23932] 3 2 [[1,1,0,1]] X6
+399030 b 2 [1,0,1,-5994,-152324] 3 2 [[1,1,0,1]] X6
+399030 c 1 [1,0,1,-36207474,7757536787716] 1 1 [] X1
+399030 c 2 [1,0,1,325861311,-209432131054988] 1 1 [] X1
+399030 d 1 [1,0,1,-10388,-292462] 3 2 [[1,1,0,1]] X6
+399030 d 2 [1,0,1,27212,-1916782] 3 2 [[1,1,0,1]] X6
+399030 e 1 [1,0,1,-40728,-3173402] 3 2 [[1,1,0,1]] X6
+399030 e 2 [1,0,1,-652008,-202695194] 3 2 [[1,1,0,1]] X6
+399030 f 1 [1,0,1,-25793,-1930444] 1 1 [] X1
+399030 g 1 [1,0,1,-6933,300976] 1 1 [] X1
+399030 h 1 [1,1,1,-31,713] 1 1 [] X1
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+399126 bq 2 [1,1,1,-290429,-38689963] 3 2 [[1,1,0,1]] X6
+399126 br 1 [1,1,1,88061,5594081] 3 2 [[1,1,0,1]] X6
+399126 br 2 [1,1,1,-407299,47402465] 3 2 [[1,1,0,1]] X6
+399126 bs 1 [1,1,1,-1684,-5035] 3 2 [[1,1,0,1]] X6
+399126 bs 2 [1,1,1,6636,-31659] 3 2 [[1,1,0,1]] X6
+399126 bt 1 [1,1,1,158924,4071215] 1 1 [] X1
+399126 bu 1 [1,1,1,-4005203,-3084674863] 3 2 [[1,1,0,1]] X6
+399126 bu 2 [1,1,1,-4885843,-1629505327] 3 2 [[1,1,0,1]] X6
+399126 bv 1 [1,1,1,-78568,8053337] 3 2 [[1,1,0,1]] X6
+399126 bv 2 [1,1,1,-223908,-30548967] 3 2 [[1,1,0,1]] X6
+399126 bw 1 [1,1,1,-3443,-75727] 3 2 [[1,1,0,1]] X6
+399126 bw 2 [1,1,1,-54403,-4906735] 3 2 [[1,1,0,1]] X6
+399126 bx 1 [1,1,1,-65895,15966273] 1 1 [] X1
+399126 by 1 [1,1,1,-97,-10609] 3 2 [[1,1,0,1]] X6
+399126 by 2 [1,1,1,-7837,-267577] 3 2 [[1,1,0,1]] X6
+399126 bz 1 [1,1,1,336353,155889851] 1 1 [] X1
+399126 ca 1 [1,1,1,4782641668,29866169028701] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399126 ca 2 [1,1,1,-19706159612,242233053728861] 6 2 [] X8
+399126 ca 3 [1,1,1,-241627873052,45653451894158429] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399126 ca 4 [1,1,1,-189605266652,-31577015389864867] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399126 cb 1 [1,1,1,-4967,131741] 3 2 [[1,1,0,1]] X6
+399126 cb 2 [1,1,1,-8407,-78787] 3 2 [[1,1,0,1]] X6
+399126 cc 1 [1,1,1,-3324,17560413] 1 1 [] X1
+399126 cd 1 [1,1,1,-679081,201061271] 3 2 [[1,1,0,1]] X6
+399126 cd 2 [1,1,1,-10667241,13405408791] 3 2 [[1,1,0,1]] X6
+399126 ce 1 [1,0,0,-46028030,-88958696124] 3 2 [[1,1,0,1]] X6
+399126 ce 2 [1,0,0,114908930,-572896134844] 3 2 [[1,1,0,1]] X6
+399126 cf 1 [1,0,0,-12814,-558076] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+399126 cf 2 [1,0,0,-17934,-71676] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+399126 cf 3 [1,0,0,-189294,31561380] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+399126 cf 4 [1,0,0,71506,-554652] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+399126 cg 1 [1,0,0,-52854,-2050560] 3 2 [[1,1,0,1]] X6
+399126 cg 2 [1,0,0,187516,-15463206] 3 2 [[1,1,0,1]] X6
+399126 ch 1 [1,0,0,-8749,-305071] 3 2 [[1,1,0,1]] X6
+399126 ch 2 [1,0,0,-22509,886545] 3 2 [[1,1,0,1]] X6
+399126 ci 1 [1,0,0,-1456,74624] 1 1 [] X1
+399126 cj 1 [1,0,0,-548041,770931737] 1 1 [] X1
+399126 ck 1 [1,0,0,74159,59926457] 1 1 [] X1
+399126 cl 1 [1,0,0,-80598,8800404] 3 2 [[1,1,0,1]] X6
+399126 cl 2 [1,0,0,-81458,8602776] 3 2 [[1,1,0,1]] X6
+399126 cm 1 [1,0,0,-7098,-101916] 3 2 [[1,1,0,1]] X6
+399126 cm 2 [1,0,0,-58058,5310036] 3 2 [[1,1,0,1]] X6
+399126 cn 1 [1,0,0,-24443920,-76283995516] 1 1 [] X1
+399126 co 1 [1,0,0,-1327,-37063] 1 1 [] X1
+399126 cp 1 [1,0,0,1716,-18144] 1 1 [] X1
+399126 cq 1 [1,0,0,-2561,33033] 3 2 [[1,1,0,1]] X6
+399126 cq 2 [1,0,0,-16321,-778807] 3 2 [[1,1,0,1]] X6
+399127 a 1 [0,-1,1,-4019,99534] 1 1 [] X1
+399128 a 1 [0,0,0,-2,-43] 1 1 [] X1
+399129 a 1 [0,-1,1,-101049,12397871] 1 1 [] X1
+399129 b 1 [0,-1,1,-3192763,2196958767] 1 1 [] X1
+399129 c 1 [1,0,1,-2220,33997] 1 1 [] X1
+399130 a 1 [1,-1,1,-32953,2376581] 1 1 [] X1
+399130 b 1 [1,-1,1,-2203,171387] 1 1 [] X1
+399130 c 1 [1,-1,1,-5653,-162169] 1 1 [] X1
+399134 a 1 [1,1,0,-134,-748] 1 1 [] X1
+399134 b 1 [1,0,0,-79,-327] 1 1 [] X1
+399135 a 1 [0,1,1,-53116,4101160] 1 1 [] X1
+399135 b 1 [1,0,0,-5196903021,144199491237390] 1 1 [] X1
+399135 c 1 [1,0,0,-1546,25691] 3 2 [[1,1,0,1]] X6
+399135 c 2 [1,0,0,-25441,1559750] 3 2 [[1,1,0,1]] X6
+399135 d 1 [1,0,1,-2760113,4896860663] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399135 d 2 [1,0,1,-63346918,193782283931] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399135 d 3 [1,0,1,-1013155173,12412495599553] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399135 d 4 [1,0,1,-82927543,63978404681] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399135 e 1 [1,0,1,-4998,-136397] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399135 e 2 [1,0,1,-5123,-129247] 6 2 [] X8
+399135 e 3 [1,0,1,-18398,815933] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399135 e 4 [1,0,1,6152,-616327] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399136 a 1 [0,0,0,-227,1322] 1 1 [] X1
+399136 b 1 [0,0,0,-227,-1322] 1 1 [] X1
+399139 a 1 [0,1,1,-7,-34] 1 1 [] X1
+399140 a 1 [0,0,0,-4952,119901] 3 2 [[1,1,0,1]] X6
+399140 a 2 [0,0,0,-19207,-897906] 3 2 [[1,1,0,1]] X6
+399142 a 1 [1,1,0,-40610,-3167116] 1 1 [] X1
+399144 a 1 [0,1,0,-95,-366] 1 1 [] X1
+399144 b 1 [0,1,0,-408,576] 1 1 [] X1
+399144 c 1 [0,1,0,32,1040] 1 1 [] X1
+399144 d 1 [0,1,0,-47,102] 1 1 [] X1
+399144 e 1 [0,1,0,-76464,8112864] 1 1 [] X1
+399145 a 1 [1,1,0,-87,286] 1 1 [] X1
+399147 a 1 [0,-1,1,-4480,116922] 1 1 [] X1
+399147 b 1 [1,1,1,577153,-1065899536] 1 1 [] X1
+399150 a 1 [1,-1,0,-1392,-24184] 1 1 [] X1
+399150 b 1 [1,-1,0,-33983442,-76243131284] 1 1 [] X1
+399150 c 1 [1,-1,0,534258,62808916] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399150 d 1 [1,-1,0,-135342,-19728684] 1 1 [] X1
+399150 e 1 [1,-1,0,-27852,-1770544] 1 1 [] X1
+399150 f 1 [1,-1,0,7398,-560844] 1 1 [] X1
+399150 g 1 [1,-1,0,-268542,-53499884] 1 1 [] X1
+399150 h 1 [1,-1,0,-508977,-139380669] 1 1 [] X1
+399150 i 1 [1,-1,0,-237,-1179] 3 2 [[1,1,0,1]] X6
+399150 i 2 [1,-1,0,363,-6579] 3 2 [[1,1,0,1]] X6
+399150 j 1 [1,-1,0,-62817,-6043159] 3 2 [[1,1,0,1]] X6
+399150 j 2 [1,-1,0,-69567,-4659409] 3 2 [[1,1,0,1]] X6
+399150 k 1 [1,-1,0,-1505817,-710958659] 1 1 [] X1
+399150 k 2 [1,-1,0,434808,-2375086784] 1 1 [] X1
+399150 l 1 [1,-1,0,-221742,-40139584] 3 2 [[1,1,0,1]] X6
+399150 l 2 [1,-1,0,-3547992,-2571415834] 3 2 [[1,1,0,1]] X6
+399150 m 1 [1,-1,0,-3267,-54059] 1 1 [] X1
+399150 n 1 [1,-1,0,-24192,-1462784] 1 1 [] X1
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+399150 p 1 [1,-1,0,-1242,348916] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399150 p 2 [1,-1,0,-82242,9015916] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
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+399150 q 2 [1,-1,0,-1277277,555936731] 3 2 [[1,1,0,1]] X6
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+399150 u 1 [1,-1,0,-3094917,2096438741] 1 1 [] X1
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+399150 z 1 [1,-1,0,-7106607,7110841261] 1 1 [] X1
+399150 ba 1 [1,-1,0,-77367,8248541] 1 1 [] X1
+399150 bb 1 [1,-1,0,3,611] 1 1 [] X1
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+399150 bd 1 [1,-1,0,-3867,114541] 1 1 [] X1
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+399150 bf 1 [1,-1,1,-1940,-30693] 1 1 [] X1
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+399150 bh 1 [1,-1,1,-155,947] 1 1 [] X1
+399150 bi 1 [1,-1,1,-53532230,150558589397] 1 1 [] X1
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+399150 bk 2 [1,-1,1,-31931930,69460159447] 3 2 [[1,1,0,1]] X6
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+399150 bn 2 [1,-1,1,3265,174367] 3 2 [[1,1,0,1]] X6
+399150 bo 1 [1,-1,1,-132305,1727269697] 1 1 [] X1
+399150 bp 1 [1,-1,1,-51755,4362747] 1 1 [] X1
+399150 bq 1 [1,-1,1,-177665180,888677492447] 1 1 [] X1
+399150 br 1 [1,-1,1,1120,-51253] 1 1 [] X1
+399150 bs 1 [1,-1,1,-5044505,2369605497] 1 1 [] X1
+399150 bt 1 [1,-1,1,-482855,129535647] 1 1 [] X1
+399150 bu 1 [1,-1,1,75145,4813647] 3 2 [[1,1,0,1]] X6
+399150 bu 2 [1,-1,1,-356855,41965647] 3 2 [[1,1,0,1]] X6
+399150 bv 1 [1,-1,1,36745,-19928753] 1 1 [] X1
+399150 bw 1 [1,-1,1,-46355,-5236603] 1 1 [] X1
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+399150 bz 2 [1,-1,1,9070,-813303] 3 2 [[1,1,0,1]] X6
+399150 ca 1 [1,-1,1,-343880,-77531253] 1 1 [] X1
+399150 cb 1 [1,-1,1,-162380,-19496753] 1 1 [] X1
+399150 cc 1 [1,-1,1,-81680,-6839053] 1 1 [] X1
+399150 cd 1 [1,-1,1,-8870,-319343] 3 2 [[1,1,0,1]] X6
+399150 cd 2 [1,-1,1,-141920,-20542943] 3 2 [[1,1,0,1]] X6
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+399150 cg 1 [1,-1,1,-2255,-31003] 1 1 [] X1
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+399161 a 1 [1,0,0,-150759,-22543136] 3 2 [[1,1,0,1]] X6
+399161 a 2 [1,0,0,-149044,-23080617] 3 2 [[1,1,0,1]] X6
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+399162 b 1 [1,0,1,-115901,-14170408] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399162 b 2 [1,0,1,-378341,72854696] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399162 c 1 [1,0,0,48288,-4414464] 1 1 [] X1
+399162 d 1 [1,0,0,-1641,25497] 1 1 [] X1
+399165 a 1 [1,1,1,-112516,-13271812] 3 2 [[1,1,0,1]] X6
+399165 a 2 [1,1,1,-1755061,-895646986] 3 2 [[1,1,0,1]] X6
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+399165 c 1 [1,1,1,6630,17791782] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399165 c 2 [1,1,1,-983495,367503932] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399165 c 3 [1,1,1,-15648470,23819731952] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399165 c 4 [1,1,1,-2160520,-683343988] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399165 d 1 [0,1,1,-741,-13660] 1 1 [] X1
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+399165 e 2 [1,1,0,-1021318,-396084953] 6 2 [] X8
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+399165 e 4 [1,1,0,-16322643,-25389269208] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+399165 h 2 [1,1,0,-35237,-2114064] 6 2 [] X8
+399165 h 3 [1,1,0,-168292,24576769] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399165 h 4 [1,1,0,-535862,-151200189] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+399168 i 1 [0,0,0,27740148,-68190375920] 1 1 [] X1
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+399168 s 1 [0,0,0,-3196044,-2895438096] 1 1 [] X1
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+399168 v 1 [0,0,0,-4779,-1066284] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+399168 w 1 [0,0,0,-3196044,2895438096] 1 1 [] X1
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+399312 e 2 [0,0,0,-8751,-263410] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399312 e 3 [0,0,0,-40611,2903474] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399312 e 4 [0,0,0,16629,-1507030] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399312 f 1 [0,0,0,-576,-3024] 1 1 [] X1
+399312 g 1 [0,0,0,-229251,-42336574] 3 2 [[1,1,0,1]] X6
+399312 g 2 [0,0,0,-3670131,-2706265870] 3 2 [[1,1,0,1]] X6
+399312 h 1 [0,0,0,1749,-45990] 3 2 [[1,1,0,1]] X6
+399312 h 2 [0,0,0,-13611,-497574] 3 2 [[1,1,0,1]] X6
+399312 i 1 [0,0,0,-63,-7506] 1 1 [] X1
+399312 j 1 [0,0,0,-89355,10775738] 3 2 [[1,1,0,1]] X6
+399312 j 2 [0,0,0,-1448715,671152826] 3 2 [[1,1,0,1]] X6
+399312 k 1 [0,0,0,227925,20487978] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399312 k 2 [0,0,0,-1025235,173122866] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399312 l 1 [0,0,0,-4215,97846] 3 2 [[1,1,0,1]] X6
+399312 l 2 [0,0,0,4245,441322] 3 2 [[1,1,0,1]] X6
+399312 m 1 [0,0,0,-2287800,1331910972] 1 1 [] X1
+399312 n 1 [0,0,0,-636555,-196091174] 1 1 [] X1
+399312 o 1 [0,0,0,72045,18600786] 1 1 [] X1
+399312 p 1 [0,0,0,254625,-157912994] 3 2 [[1,1,0,1]] X6
+399312 p 2 [0,0,0,-3288315,-2087398118] 3 2 [[1,1,0,1]] X6
+399312 q 1 [0,0,0,-114555,14985466] 3 2 [[1,1,0,1]] X6
+399312 q 2 [0,0,0,-1834995,956754322] 3 2 [[1,1,0,1]] X6
+399312 r 1 [0,0,0,989205,-57573862] 1 1 [] X1
+399312 s 1 [0,0,0,-257952,-50426192] 1 1 [] X1
+399312 t 1 [0,0,0,-4442427,3603950442] 1 1 [] X1
+399312 u 1 [0,0,0,-1659,-902] 3 2 [[1,1,0,1]] X6
+399312 u 2 [0,0,0,-18579,-972110] 3 2 [[1,1,0,1]] X6
+399312 v 1 [0,0,0,15741,1241730] 3 2 [[1,1,0,1]] X6
+399312 v 2 [0,0,0,-122499,13434498] 3 2 [[1,1,0,1]] X6
+399312 w 1 [0,0,0,-3486,79243] 1 1 [] X1
+399312 x 1 [0,0,0,-2916,42012] 1 1 [] X1
+399312 y 1 [0,0,0,-1563,-20790] 3 2 [[1,1,0,1]] X6
+399312 y 2 [0,0,0,-24123,-1442070] 3 2 [[1,1,0,1]] X6
+399312 z 1 [0,0,0,-384843,-91880390] 3 2 [[1,1,0,1]] X6
+399312 z 2 [0,0,0,-351003,-108698870] 3 2 [[1,1,0,1]] X6
+399312 ba 1 [0,0,0,-1336563,594958770] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399312 ba 2 [0,0,0,-21387123,38069455410] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399313 a 1 [1,0,0,324317,-189157182] 1 1 [] X1
+399313 b 1 [1,1,0,119,10442] 1 1 [] X1
+399314 a 1 [1,1,0,-424,-3544] 1 1 [] X1
+399315 a 1 [1,0,1,-104819,-13070599] 3 2 [[1,1,0,1]] X6
+399315 a 2 [1,0,1,-104794,-13077139] 3 2 [[1,1,0,1]] X6
+399316 a 1 [0,-1,0,-77,-71] 1 1 [] X1
+399318 a 1 [1,1,0,-2034,24948] 3 2 [[1,1,0,1]] X6
+399318 a 2 [1,1,0,-11754,-474660] 3 2 [[1,1,0,1]] X6
+399318 b 1 [1,1,0,67267,11681085] 1 1 [] X1
+399318 c 1 [1,0,1,-10603,241622] 3 2 [[1,1,0,1]] X6
+399318 c 2 [1,0,1,-148843,22083542] 3 2 [[1,1,0,1]] X6
+399318 d 1 [1,1,1,-27850,2547671] 1 1 [] X1
+399320 a 1 [0,-1,0,-59905,-5623515] 1 1 [] X1
+399321 a 1 [1,-1,1,1633,28370] 1 1 [] X1
+399321 b 1 [1,-1,1,-83606,-12107514] 1 1 [] X1
+399321 c 1 [1,-1,1,4,-2464] 1 1 [] X1
+399321 d 1 [1,-1,1,-200363,34608174] 1 1 [] X1
+399321 e 1 [0,0,1,-750,-7331] 1 1 [] X1
+399321 f 1 [0,0,1,-4573254,3755764044] 1 1 [] X1
+399321 g 1 [1,-1,0,9297,-31914] 1 1 [] X1
+399322 a 1 [1,0,1,312484,-252812646] 1 1 [] X1
+399322 b 1 [1,1,0,-198,-1210] 1 1 [] X1
+399324 a 1 [0,1,0,-6813,-75249] 1 1 [] X1
+399324 b 1 [0,1,0,-7572,-256140] 1 1 [] X1
+399324 c 1 [0,1,0,-11821,484772] 3 2 [[1,1,0,1]] X6
+399324 c 2 [0,1,0,-22756,-564988] 3 2 [[1,1,0,1]] X6
+399325 a 1 [0,1,1,-833,-9506] 1 1 [] X1
+399325 b 1 [1,0,1,-126,1773] 1 1 [] X1
+399325 c 1 [0,1,1,-1908,25219] 1 1 [] X1
+399327 a 1 [1,1,0,-299,1926] 1 1 [] X1
+399327 b 1 [0,-1,1,-184,1023] 1 1 [] X1
+399330 a 1 [1,-1,0,-19815,-1108369] 1 1 [] X1
+399330 b 1 [1,-1,0,-284100,58356386] 1 1 [] X1
+399330 c 1 [1,-1,0,-1109175,-510777379] 1 1 [] X1
+399330 d 1 [1,-1,0,133956705,-1048078868779] 1 1 [] X1
+399330 e 1 [1,-1,0,-86145,-9710299] 1 1 [] X1
+399330 f 1 [1,-1,0,98771520,356736876200] 1 1 [] X1
+399330 g 1 [1,-1,0,75,16181] 1 1 [] X1
+399330 h 1 [1,-1,0,-3544560,-2569661184] 1 1 [] X1
+399330 i 1 [1,-1,0,0,136] 1 1 [] X1
+399330 j 1 [1,-1,0,-1590,34676] 1 1 [] X1
+399330 k 1 [1,-1,0,-915,12725] 1 1 [] X1
+399330 l 1 [1,-1,0,1125,-30489] 1 1 [] X1
+399330 l 2 [1,-1,0,-50640,-4382200] 1 1 [] X1
+399330 m 1 [1,-1,0,-6961344,-5813067592] 1 1 [] X1
+399330 n 1 [1,-1,0,-14769,-687867] 1 1 [] X1
+399330 o 1 [1,-1,0,-3264,1185920] 1 1 [] X1
+399330 o 2 [1,-1,0,29361,-31902355] 1 1 [] X1
+399330 p 1 [1,-1,0,304761,18371645] 1 1 [] X1
+399330 q 1 [1,-1,0,1821,-236215] 1 1 [] X1
+399330 r 1 [1,-1,0,201351,602007533] 1 1 [] X1
+399330 s 1 [1,-1,0,-1914,16820] 1 1 [] X1
+399330 t 1 [1,-1,0,-451104,50121728] 1 1 [] X1
+399330 u 1 [1,-1,0,1821,44693] 1 1 [] X1
+399330 v 1 [1,-1,0,-35799,-2675395] 1 1 [] X1
+399330 w 1 [1,-1,0,8571,-11191465] 1 1 [] X1
+399330 x 1 [1,-1,1,-773483,215556627] 1 1 [] X1
+399330 y 1 [1,-1,1,3262,1180481] 1 1 [] X1
+399330 y 2 [1,-1,1,-29378,-31990463] 1 1 [] X1
+399330 z 1 [1,-1,1,-132923,18705331] 1 1 [] X1
+399330 ba 1 [1,-1,1,202,8681] 1 1 [] X1
+399330 bb 1 [1,-1,1,33862,-691719] 1 1 [] X1
+399330 bc 1 [1,-1,1,202,-1723] 1 1 [] X1
+399330 bd 1 [1,-1,1,-50123,-1839653] 1 1 [] X1
+399330 be 1 [1,-1,1,22372,-22304033] 1 1 [] X1
+399330 bf 1 [1,-1,1,-17228,-436913] 1 1 [] X1
+399330 bg 1 [1,-1,1,-322193,72557857] 1 1 [] X1
+399330 bh 1 [1,-1,1,952,414181] 1 1 [] X1
+399330 bi 1 [1,-1,1,-2556902,-1573065521] 1 1 [] X1
+399330 bj 1 [1,-1,1,-178337,30104299] 1 1 [] X1
+399330 bk 1 [1,-1,1,-123242,18958761] 1 1 [] X1
+399330 bl 1 [1,-1,1,-9572,362831] 1 1 [] X1
+399330 bm 1 [1,-1,1,14884078,38812774521] 1 1 [] X1
+399330 bn 1 [1,-1,1,10974613,-13216135101] 1 1 [] X1
+399330 bo 1 [1,-1,1,673,-437561] 1 1 [] X1
+399330 bp 1 [1,-1,1,-31901042,69412753009] 1 1 [] X1
+399330 bq 1 [1,-1,1,-8237,-335339] 1 1 [] X1
+399330 br 1 [1,-1,1,-14312,-921941] 1 1 [] X1
+399330 bs 1 [1,-1,1,-2,-3671] 1 1 [] X1
+399330 bt 1 [1,-1,1,-5627,164179] 1 1 [] X1
+399330 bt 2 [1,-1,1,10123,813079] 1 1 [] X1
+399336 a 1 [0,-1,0,-624,-3492] 3 2 [[1,1,0,1]] X6
+399336 a 2 [0,-1,0,1896,-26676] 3 2 [[1,1,0,1]] X6
+399336 b 1 [0,-1,0,-64048,6260188] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399336 b 2 [0,-1,0,-62088,6659244] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399336 c 1 [0,-1,0,-8968,455404] 1 1 [] X1
+399336 d 1 [0,-1,0,-596,1188] 3 2 [[1,1,0,1]] X6
+399336 d 2 [0,-1,0,2344,7068] 3 2 [[1,1,0,1]] X6
+399336 e 1 [0,1,0,-1902404,1009321632] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399336 e 2 [0,1,0,-1902584,1009120896] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399336 e 3 [0,1,0,-1617344,1322428512] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399336 e 4 [0,1,0,-2190704,682969056] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399336 f 1 [0,1,0,-3879,-83214] 3 2 [[1,1,0,1]] X6
+399336 f 2 [0,1,0,-15764,672672] 3 2 [[1,1,0,1]] X6
+399336 g 1 [0,1,0,-1548,-10368] 3 2 [[1,1,0,1]] X6
+399336 g 2 [0,1,0,-12888,552096] 3 2 [[1,1,0,1]] X6
+399336 h 1 [0,1,0,-708,6624] 3 2 [[1,1,0,1]] X6
+399336 h 2 [0,1,0,552,28800] 3 2 [[1,1,0,1]] X6
+399336 i 1 [0,1,0,-64636,6302432] 3 2 [[1,1,0,1]] X6
+399336 i 2 [0,1,0,-71496,4875552] 3 2 [[1,1,0,1]] X6
+399339 a 1 [0,0,1,-84,-873] 1 1 [] X1
+399340 a 1 [0,-1,0,-381,8425] 1 1 [] X1
+399340 b 1 [0,-1,0,-37085,2761225] 1 1 [] X1
+399340 c 1 [0,-1,0,-165,-7775] 1 1 [] X1
+399342 a 1 [1,1,0,-8666282,9816061140] 1 1 [] X1
+399342 b 1 [1,1,0,-554,-5556] 1 1 [] X1
+399342 c 1 [1,1,0,-7455733,7808372449] 1 1 [] X1
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+399342 e 2 [1,1,0,-435119,-110655525] 3 2 [[1,1,0,1]] X6
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+399342 g 1 [1,1,0,-8271,-4666203] 1 1 [] X1
+399342 h 1 [1,0,1,-135232841,617950994654] 1 1 [] X1
+399342 h 2 [1,0,1,581720434,2631103315976] 1 1 [] X1
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+399342 j 1 [1,1,1,-22787,1290977] 1 1 [] X1
+399342 k 1 [1,1,1,49700569,129986456285] 1 1 [] X1
+399342 l 1 [1,1,1,-1783,28109] 1 1 [] X1
+399342 m 1 [1,1,1,-105450,244983] 1 1 [] X1
+399342 n 1 [1,0,0,30,-114] 1 1 [] X1
+399342 o 1 [1,0,0,-170934,23283108] 1 1 [] X1
+399342 p 1 [1,0,0,-5276,-147936] 1 1 [] X1
+399342 q 1 [1,0,0,-439026,-90739836] 1 1 [] X1
+399342 r 1 [1,0,0,-143,9153] 1 1 [] X1
+399342 s 1 [1,0,0,-3848,1034304] 1 1 [] X1
+399342 t 1 [1,0,0,-201603,31857849] 1 1 [] X1
+399342 t 2 [1,0,0,-3479673,-2493170217] 1 1 [] X1
+399343 a 1 [1,-1,1,-201,-1288] 3 2 [[1,1,0,1]] X6
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+399345 a 1 [1,0,0,79,0] 3 2 [[1,1,0,1]] X6
+399345 a 2 [1,0,0,-316,-79] 3 2 [[1,1,0,1]] X6
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+399346 a 1 [1,1,1,-575,5413] 1 1 [] X1
+399347 a 1 [0,0,1,-1690,-71952] 1 1 [] X1
+399347 b 1 [0,1,1,-4309725,3676140745] 1 1 [] X1
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+399350 s 1 [1,1,0,-31630,-2178700] 1 1 [] X1
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+399350 u 1 [1,-1,0,15083,410241] 3 2 [[1,1,0,1]] X6
+399350 u 2 [1,-1,0,-70667,3582991] 3 2 [[1,1,0,1]] X6
+399350 v 1 [1,-1,0,186583,-3534259] 1 1 [] X1
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+399350 z 1 [1,-1,0,-269117,201785541] 1 1 [] X1
+399350 ba 1 [1,-1,0,-49667,4326741] 1 1 [] X1
+399350 bb 1 [1,-1,0,-14072,-3074] 1 1 [] X1
+399350 bc 1 [1,0,1,-86266,12034348] 1 1 [] X1
+399350 bd 1 [1,0,1,667599,-254261052] 1 1 [] X1
+399350 be 1 [1,0,1,-1549896,742644438] 1 1 [] X1
+399350 bf 1 [1,0,1,53403849,1750485052698] 1 1 [] X1
+399350 bg 1 [1,0,1,-2966,-146072] 1 1 [] X1
+399350 bh 1 [1,1,0,67350,-3156250] 1 1 [] X1
+399350 bi 1 [1,1,0,389126125,1017020478125] 3 2 [[1,1,0,1]] X6
+399350 bi 2 [1,1,0,-1655545875,8371705662125] 3 2 [[1,1,0,1]] X6
+399350 bj 1 [1,1,0,-85005,7914845] 1 1 [] X1
+399350 bk 1 [1,1,0,18350,1192500] 1 1 [] X1
+399350 bk 2 [1,1,0,-177650,-48395500] 1 1 [] X1
+399350 bl 1 [1,1,0,-1985,31445] 2 8 [[5,5,0,1],[0,1,1,1]] X5
+399350 bm 1 [1,1,0,22515,-1009315] 1 1 [] X1
+399350 bn 1 [1,1,0,-414075,-102730375] 1 1 [] X1
+399350 bn 2 [1,1,0,-260950,-179323500] 1 1 [] X1
+399350 bo 1 [1,1,0,-138450,-9844750] 1 1 [] X1
+399350 bp 1 [1,1,0,-4680,85100] 3 2 [[1,1,0,1]] X6
+399350 bp 2 [1,1,0,12470,582450] 3 2 [[1,1,0,1]] X6
+399350 bq 1 [1,1,0,-1250,-583750] 1 1 [] X1
+399350 br 1 [1,-1,0,-150292,24529616] 1 1 [] X1
+399350 bs 1 [1,-1,0,3008,396416] 1 1 [] X1
+399350 bt 1 [1,-1,1,5895,6591897] 1 1 [] X1
+399350 bu 1 [1,-1,1,120,3147] 1 1 [] X1
+399350 bv 1 [1,-1,1,5895,-254103] 1 1 [] X1
+399350 bw 1 [1,-1,1,-7914933480,271033015263147] 1 1 [] X1
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+399350 by 1 [1,0,0,-11663,-560183] 1 1 [] X1
+399350 bz 1 [1,0,0,-2125138,993605892] 1 1 [] X1
+399350 ca 1 [1,0,0,-49638,4029892] 2 8 [[5,5,0,1],[0,1,1,1]] X5
+399350 cb 1 [1,0,0,-64688,-6342008] 1 1 [] X1
+399350 cc 1 [1,0,0,-16563,-821843] 1 1 [] X1
+399350 cc 2 [1,0,0,-10438,-1434588] 1 1 [] X1
+399350 cd 1 [1,0,0,562862,-127290108] 1 1 [] X1
+399350 ce 1 [1,0,0,-366913,-85575183] 1 1 [] X1
+399350 ce 2 [1,0,0,-434288,-51991808] 1 1 [] X1
+399350 ce 3 [1,0,0,-17406663,27949431817] 1 1 [] X1
+399350 cf 1 [1,0,0,-5538,-78758] 1 1 [] X1
+399350 cg 1 [1,0,0,-117013,10871517] 3 2 [[1,1,0,1]] X6
+399350 cg 2 [1,0,0,311737,72182767] 3 2 [[1,1,0,1]] X6
+399350 ch 1 [1,0,0,-4385088,-3561310208] 1 1 [] X1
+399350 ci 1 [1,1,1,388912,273205281] 1 1 [] X1
+399350 cj 1 [1,1,1,-2156638,1504293531] 1 1 [] X1
+399350 ck 1 [1,1,1,-463,-4719] 1 1 [] X1
+399350 cl 1 [1,1,1,-12216338,33740144031] 1 1 [] X1
+399350 cm 1 [1,1,1,1889537,-897282219] 1 1 [] X1
+399350 cm 2 [1,1,1,-47030838,-125252875469] 1 1 [] X1
+399350 cn 1 [1,1,1,-74138,-18258969] 1 1 [] X1
+399350 co 1 [1,1,1,-38747388,92830554781] 1 1 [] X1
+399350 cp 1 [1,-1,1,-1725520,873378867] 1 1 [] X1
+399350 cq 1 [1,-1,1,-57805,-4702603] 1 1 [] X1
+399350 cr 1 [1,-1,1,-10765,1616437] 1 1 [] X1
+399350 cs 1 [1,-1,1,-527470,-553383043] 1 1 [] X1
+399350 ct 1 [1,-1,1,-98230,11859397] 1 1 [] X1
+399350 cu 1 [1,-1,1,-11299630,14795815997] 1 1 [] X1
+399350 cv 1 [1,-1,1,-171730,25554897] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399350 cv 2 [1,-1,1,-563730,-132813103] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399350 cv 3 [1,-1,1,1151270,-784513103] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399350 cv 4 [1,-1,1,-8550730,-9621369103] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399350 cw 1 [1,-1,1,-347568255,-12378372396253] 3 2 [[1,1,0,1]] X6
+399350 cw 2 [1,-1,1,-10435970005,-408953445188753] 3 2 [[1,1,0,1]] X6
+399350 cx 1 [1,-1,1,-351805,-736053] 1 1 [] X1
+399350 cy 1 [1,0,0,7937,-795383] 1 1 [] X1
+399350 cz 1 [1,0,0,-249313,-98403383] 1 1 [] X1
+399350 da 1 [1,0,0,-22688,1550492] 1 1 [] X1
+399350 db 1 [1,0,0,38562,2621492] 1 1 [] X1
+399350 db 2 [1,0,0,-959813,365031617] 1 1 [] X1
+399350 dc 1 [1,0,0,-790763,-270755983] 1 1 [] X1
+399350 dd 1 [1,0,0,-1513,53017] 1 1 [] X1
+399350 de 1 [1,0,0,-12888,1116842] 1 1 [] X1
+399350 df 1 [1,1,1,412,-2969] 1 1 [] X1
+399350 dg 1 [1,1,1,-104131763,-340910952719] 1 1 [] X1
+399350 dh 1 [1,1,1,-2432263,-1384685219] 2 8 [[5,5,0,1],[0,1,1,1]] X5
+399350 di 1 [1,1,1,-87845388,317788084781] 1 1 [] X1
+399350 dj 1 [1,1,1,-3169713,2172139031] 1 1 [] X1
+399350 dk 1 [1,1,1,-2481263,1423749781] 1 1 [] X1
+399350 dl 1 [1,1,1,-113,181] 1 1 [] X1
+399350 dm 1 [1,1,1,-2388,-32719] 3 2 [[1,1,0,1]] X6
+399350 dm 2 [1,1,1,6362,-207719] 3 2 [[1,1,0,1]] X6
+399350 dn 1 [1,1,1,-190806638,-1014547456469] 1 1 [] X1
+399350 do 1 [1,1,1,-214869313,1221314532031] 1 1 [] X1
+399350 dp 1 [1,-1,1,-1455,3847] 1 1 [] X1
+399350 dq 1 [1,-1,1,288870,86579497] 1 1 [] X1
+399350 dr 1 [1,-1,1,5895,-1091303] 1 1 [] X1
+399350 ds 1 [1,-1,1,120,-19253] 1 1 [] X1
+399350 dt 1 [1,-1,1,-161529255,-790137566753] 1 1 [] X1
+399354 a 1 [1,1,0,-1093,12109] 1 1 [] X1
+399354 b 1 [1,0,1,-8285,289544] 1 1 [] X1
+399354 c 1 [1,0,0,-23,-1299] 1 1 [] X1
+399355 a 1 [1,0,0,-716,7231] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399355 a 2 [1,0,0,-111,19210] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399355 b 1 [1,-1,1,-419038,-97559844] 3 2 [[1,1,0,1]] X6
+399355 b 2 [1,-1,1,386217,-428358598] 3 2 [[1,1,0,1]] X6
+399355 c 1 [1,1,0,335586743,4119368206364] 1 1 [] X1
+399355 d 1 [0,1,1,-176,855] 1 1 [] X1
+399357 a 1 [0,0,1,-2295,13142] 1 1 [] X1
+399357 b 1 [0,0,1,-5724,-162358] 1 1 [] X1
+399357 c 1 [0,0,1,564246,-196676053] 1 1 [] X1
+399357 d 1 [0,0,1,62694,7284298] 1 1 [] X1
+399357 e 1 [0,0,1,-636,6013] 1 1 [] X1
+399357 f 1 [0,0,1,-255,-487] 1 1 [] X1
+399358 a 1 [1,-1,0,-67,-193] 1 1 [] X1
+399359 a 1 [1,0,0,-282,-1619] 1 1 [] X1
+399362 a 1 [1,1,1,-3343,-85995] 1 1 [] X1
+399362 b 1 [1,-1,1,-4161,-102259] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399362 b 2 [1,-1,1,-4171,-101735] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399363 a 1 [0,1,1,-380,-2995] 1 1 [] X1
+399364 a 1 [0,-1,0,-994934766,-12078494996411] 1 1 [] X1
+399364 b 1 [0,1,0,118,485] 1 1 [] X1
+399364 c 1 [0,0,0,-61,173] 1 1 [] X1
+399365 a 1 [1,-1,1,-33,86] 1 1 [] X1
+399366 a 1 [1,-1,0,-34956,3189456] 1 1 [] X1
+399366 b 1 [1,-1,0,-231,4301] 1 1 [] X1
+399366 c 1 [1,-1,0,-12408,535040] 3 2 [[1,1,0,1]] X6
+399366 c 2 [1,-1,0,-11328,631160] 3 2 [[1,1,0,1]] X6
+399366 d 1 [1,-1,0,-1305,-39123] 1 1 [] X1
+399366 e 1 [1,-1,0,-21696,-667648] 3 2 [[1,1,0,1]] X6
+399366 e 2 [1,-1,0,-159936,24187904] 3 2 [[1,1,0,1]] X6
+399366 f 1 [1,-1,0,-4106106,-3200509260] 3 2 [[1,1,0,1]] X6
+399366 f 2 [1,-1,0,-65692026,-204919031628] 3 2 [[1,1,0,1]] X6
+399366 g 1 [1,-1,0,-12456,-531968] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399366 g 2 [1,-1,0,-12096,-564440] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399366 h 1 [1,-1,0,-576,3820] 3 2 [[1,1,0,1]] X6
+399366 h 2 [1,-1,0,-3546,-77558] 3 2 [[1,1,0,1]] X6
+399366 i 1 [1,-1,1,-44897,3668145] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399366 i 2 [1,-1,1,-31937,5819505] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399366 j 1 [1,-1,1,-2876,51455] 3 2 [[1,1,0,1]] X6
+399366 j 2 [1,-1,1,5044,279551] 3 2 [[1,1,0,1]] X6
+399366 k 1 [1,-1,1,34,2557] 1 1 [] X1
+399366 l 1 [1,-1,1,-2411,25531] 3 2 [[1,1,0,1]] X6
+399366 l 2 [1,-1,1,-17771,-889925] 3 2 [[1,1,0,1]] X6
+399366 m 1 [1,-1,1,25537,-748825] 1 1 [] X1
+399366 n 1 [1,-1,1,-41315,3242855] 1 1 [] X1
+399366 o 1 [1,-1,1,-1337,-25743] 1 1 [] X1
+399366 p 1 [1,-1,1,-1379,-19357] 3 2 [[1,1,0,1]] X6
+399366 p 2 [1,-1,1,-1259,-22957] 3 2 [[1,1,0,1]] X6
+399366 q 1 [1,-1,1,-26,-151] 1 1 [] X1
+399366 r 1 [1,-1,1,-388013,-92326251] 3 2 [[1,1,0,1]] X6
+399366 r 2 [1,-1,1,-6196973,-5936140011] 3 2 [[1,1,0,1]] X6
+399369 a 1 [0,1,1,-339,12908] 1 1 [] X1
+399370 a 1 [1,1,0,-318,2638] 1 1 [] X1
+399370 b 1 [1,0,0,-145,2025] 1 1 [] X1
+399370 c 1 [1,0,0,-181,961] 1 1 [] X1
+399370 d 1 [1,0,0,2665,-273175] 1 1 [] X1
+399372 a 1 [0,-1,0,-369,5130] 1 1 [] X1
+399376 a 1 [0,0,0,-29779,1599826] 1 1 [] X1
+399376 b 1 [0,1,0,-224312,-41104556] 1 1 [] X1
+399376 c 1 [0,0,0,-5471,253978] 1 1 [] X1
+399376 d 1 [0,1,0,-5352,-128716] 1 1 [] X1
+399376 e 1 [0,1,0,-214534160,-1178381119468] 1 1 [] X1
+399376 e 2 [0,1,0,-17658984720,903216141583892] 1 1 [] X1
+399376 f 1 [0,0,0,-1102,-14077] 1 1 [] X1
+399377 a 1 [1,1,1,-23320,1360926] 1 1 [] X1
+399377 b 1 [1,1,0,-330,2173] 1 1 [] X1
+399378 a 1 [1,0,1,-57082,5772440] 3 2 [[1,1,0,1]] X6
+399378 a 2 [1,0,1,-938592,349913944] 3 2 [[1,1,0,1]] X6
+399378 b 1 [1,0,1,-4502,-114520] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+399378 b 2 [1,0,1,-9622,192680] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+399378 b 3 [1,0,1,-132982,18647336] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+399378 b 4 [1,0,1,31818,1419304] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+399378 c 1 [1,0,1,-1632,-271250] 3 2 [[1,1,0,1]] X6
+399378 c 2 [1,0,1,-73592,-7639954] 3 2 [[1,1,0,1]] X6
+399378 d 1 [1,0,1,15895921,4323400130] 1 1 [] X1
+399378 e 1 [1,0,1,-1928,-611386] 1 1 [] X1
+399378 f 1 [1,0,1,123,13648] 1 1 [] X1
+399378 g 1 [1,0,1,-3721792,-2797090378] 1 1 [] X1
+399378 h 1 [1,0,0,-13621341,19348730289] 1 1 [] X1
+399379 a 1 [0,1,1,-12,-39] 1 1 [] X1
+399380 a 1 [0,1,0,535,83800] 3 2 [[1,1,0,1]] X6
+399380 a 2 [0,1,0,-25740,1534180] 3 2 [[1,1,0,1]] X6
+399380 b 1 [0,0,0,-777512,-243351891] 3 2 [[1,1,0,1]] X6
+399380 b 2 [0,0,0,-2674567,1405947726] 3 2 [[1,1,0,1]] X6
+399381 a 1 [1,1,1,8511593,4652386412] 1 1 [] X1
+399381 b 1 [1,0,0,-13684961,19485614892] 1 1 [] X1
+399381 c 1 [1,0,1,-360,-2663] 1 1 [] X1
+399384 a 1 [0,0,0,-199692,42933780] 4 4 [[2,1,3,1],[3,1,2,1]] X7
+399384 b 1 [0,0,0,-2446227,-1481215410] 1 1 [] X1
+399384 c 1 [0,0,0,-1806,29541] 1 1 [] X1
+399384 d 1 [0,0,0,-30053646,63415339749] 1 1 [] X1
+399384 e 1 [0,0,0,-49923,-72987426] 1 1 [] X1
+399384 f 1 [0,0,0,998460,1038997476] 1 1 [] X1
+399384 g 1 [0,0,0,110940,-38481388] 1 1 [] X1
+399384 h 1 [0,0,0,-5547,2703238] 1 1 [] X1
+399384 i 1 [0,0,0,-16254,-797607] 1 1 [] X1
+399384 j 1 [0,0,0,-3339294,-2348716287] 1 1 [] X1
+399384 k 1 [0,0,0,-22188,-1590140] 4 4 [[2,1,3,1],[3,1,2,1]] X7
+399384 l 1 [0,0,0,-271803,54859830] 1 1 [] X1
+399385 a 1 [0,1,1,-16591,-2964174] 1 1 [] X1
+399386 a 1 [1,0,0,670,-20924] 1 1 [] X1
+399387 a 1 [0,-1,1,-197053,37089972] 1 1 [] X1
+399388 a 1 [0,1,0,-38,97] 1 1 [] X1
+399388 b 1 [0,-1,0,58,7337] 1 1 [] X1
+399390 a 1 [1,1,0,3842,102772] 1 1 [] X1
+399390 b 1 [1,1,0,-7302,-243234] 1 1 [] X1
+399390 c 1 [1,1,0,-997,-13169] 1 1 [] X1
+399390 d 1 [1,0,1,-34199844,-76984013534] 1 1 [] X1
+399390 e 1 [1,0,1,5751,147916] 1 1 [] X1
+399390 f 1 [1,0,1,66,-104] 1 1 [] X1
+399390 g 1 [1,0,1,-1008,-7694] 1 1 [] X1
+399390 h 1 [1,0,1,-3900658,5154999428] 1 1 [] X1
+399390 i 1 [1,0,1,-2513,-50524] 1 1 [] X1
+399390 j 1 [1,0,1,-33490683,-173335143194] 1 1 [] X1
+399390 k 1 [1,1,1,40209,-1971531] 1 1 [] X1
+399390 l 1 [1,1,1,-35306,-2615881] 3 2 [[1,1,0,1]] X6
+399390 l 2 [1,1,1,-567826,-164927977] 3 2 [[1,1,0,1]] X6
+399390 m 1 [1,0,0,27704,821120] 1 1 [] X1
+399390 m 2 [1,0,0,-307636,-79424284] 1 1 [] X1
+399390 n 1 [1,0,0,-5,105] 1 1 [] X1
+399392 a 1 [0,1,0,366,-4760] 3 2 [[1,1,0,1]] X6
+399392 a 2 [0,1,0,-3064,-55524] 3 2 [[1,1,0,1]] X6
+399392 b 1 [0,-1,0,366,4760] 3 2 [[1,1,0,1]] X6
+399392 b 2 [0,-1,0,-3064,55524] 3 2 [[1,1,0,1]] X6
+399393 a 1 [1,-1,0,159399,36353718] 1 1 [] X1
+399394 a 1 [1,1,1,-222,1181] 1 1 [] X1
+399395 a 1 [0,-1,1,-1606220,-791903444] 1 1 [] X1
+399395 b 1 [0,-1,1,2469,366102] 1 1 [] X1
+399395 c 1 [0,-1,1,-187971,-32640324] 1 1 [] X1
+399395 d 1 [0,0,1,1058,9125] 1 1 [] X1
+399395 e 1 [0,0,1,-3654332,2743497287] 1 1 [] X1
+399395 f 1 [0,-1,1,-180565,-29487484] 1 1 [] X1
+399395 g 1 [1,0,1,782,35031] 3 2 [[1,1,0,1]] X6
+399395 g 2 [1,0,1,-12443,495261] 3 2 [[1,1,0,1]] X6
+399395 h 1 [1,0,1,782,-13637] 1 1 [] X1
+399395 i 1 [0,0,1,-30109093,63591345639] 1 1 [] X1
+399395 j 1 [0,-1,1,27523694,97837151887] 1 1 [] X1
+399395 k 1 [0,1,1,-176,-16169] 1 1 [] X1
+399395 l 1 [0,-1,1,-735486,-556879853] 1 1 [] X1
+399395 m 1 [0,0,1,-3703,-88211] 1 1 [] X1
+399398 a 1 [1,-1,0,-836,9516] 1 1 [] X1
+399398 b 1 [1,-1,0,-241658,45785552] 1 1 [] X1
+399398 c 1 [1,0,0,-431,6457] 1 1 [] X1
+399398 d 1 [1,1,1,-124565,31847803] 1 1 [] X1
+399399 a 1 [0,-1,1,-5723951186,175628251774478] 1 1 [] X1
+399399 b 1 [0,-1,1,-9718,307026] 1 1 [] X1
+399399 c 1 [0,-1,1,-3981084,3058709618] 1 1 [] X1
+399399 d 1 [0,-1,1,-183864,-28641292] 1 1 [] X1
+399399 e 1 [0,1,1,-23633500,-44229476000] 1 1 [] X1
+399399 f 1 [0,1,1,-195073132,-1048747252808] 1 1 [] X1
+399399 g 1 [0,1,1,-116815330,-512069095268] 1 1 [] X1
+399399 h 1 [0,1,1,-19812,-1076596] 1 1 [] X1
+399399 i 1 [1,1,1,-5370,148686] 3 2 [[1,1,0,1]] X6
+399399 i 2 [1,1,1,-85835,9643556] 3 2 [[1,1,0,1]] X6
+399399 j 1 [1,1,1,-8725970,-28141506394] 3 2 [[1,1,0,1]] X6
+399399 j 2 [1,1,1,-202155185,-1104768517084] 3 2 [[1,1,0,1]] X6
+399399 k 1 [1,1,1,234327456,26480429520] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 k 2 [1,1,1,-937499949,210691697586] 6 2 [] X8
+399399 k 3 [1,1,1,-10415531484,407978355608970] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 k 4 [1,1,1,-10208706894,-395744014509474] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 l 1 [1,1,1,-305663,-65161132] 3 2 [[1,1,0,1]] X6
+399399 l 2 [1,1,1,-338248,-50458780] 3 2 [[1,1,0,1]] X6
+399399 m 1 [1,1,1,-17543,-926836] 3 2 [[1,1,0,1]] X6
+399399 m 2 [1,1,1,-282878,-58026928] 3 2 [[1,1,0,1]] X6
+399399 n 1 [1,1,1,-195217,-155875714] 3 2 [[1,1,0,1]] X6
+399399 n 2 [1,1,1,-5702082,-5226597006] 3 2 [[1,1,0,1]] X6
+399399 o 1 [1,1,1,-58262,5388578] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 o 2 [1,1,1,-58507,5340656] 6 2 [] X8
+399399 o 3 [1,1,1,-1912,15301376] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 o 4 [1,1,1,-119022,-7682172] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 p 1 [1,1,1,-10242,-10242] 3 2 [[1,1,0,1]] X6
+399399 p 2 [1,1,1,40963,-30724] 3 2 [[1,1,0,1]] X6
+399399 q 1 [1,1,1,-7449,545124] 1 1 [] X1
+399399 r 1 [1,0,0,-3984,453879] 3 2 [[1,1,0,1]] X6
+399399 r 2 [1,0,0,-116369,15221268] 3 2 [[1,1,0,1]] X6
+399399 s 1 [1,0,0,-6238,189083] 3 2 [[1,1,0,1]] X6
+399399 s 2 [1,0,0,-6903,146124] 3 2 [[1,1,0,1]] X6
+399399 t 1 [1,0,0,-263131,-51788752] 3 2 [[1,1,0,1]] X6
+399399 t 2 [1,0,0,-4205916,-3320357517] 3 2 [[1,1,0,1]] X6
+399399 u 1 [0,-1,1,-133149,-28916476] 1 1 [] X1
+399399 v 1 [0,-1,1,-61511,4427828] 1 1 [] X1
+399399 w 1 [0,-1,1,-681,7328] 1 1 [] X1
+399399 x 1 [0,-1,1,-28766299,-54881866173] 1 1 [] X1
+399399 x 2 [0,-1,1,-472421119,3942123036648] 1 1 [] X1
+399399 x 3 [0,-1,1,-38238501289,2878069853124717] 1 1 [] X1
+399399 y 1 [0,1,1,-1255,-13268] 1 1 [] X1
+399399 z 1 [0,1,1,-33385,-2446832] 1 1 [] X1
+399399 ba 1 [0,1,1,-105905,906287] 1 1 [] X1
+399399 bb 1 [1,1,0,18154,409431] 3 2 [[1,1,0,1]] X6
+399399 bb 2 [1,1,0,-79601,3322530] 3 2 [[1,1,0,1]] X6
+399399 bc 1 [1,1,0,-326575,-71768024] 3 2 [[1,1,0,1]] X6
+399399 bc 2 [1,1,0,-187590,-133116003] 3 2 [[1,1,0,1]] X6
+399399 bd 1 [1,1,0,-234320405,1380468661776] 3 2 [[1,1,0,1]] X6
+399399 bd 2 [1,1,0,-3749112070,88355394328867] 3 2 [[1,1,0,1]] X6
+399399 be 1 [1,1,0,-940335,372960792] 3 2 [[1,1,0,1]] X6
+399399 be 2 [1,1,0,-15310320,23051671119] 3 2 [[1,1,0,1]] X6
+399399 bf 1 [1,1,0,5120,3069739] 3 2 [[1,1,0,1]] X6
+399399 bf 2 [1,1,0,-288145,57792988] 3 2 [[1,1,0,1]] X6
+399399 bg 1 [1,1,0,-43684,-3453533] 3 2 [[1,1,0,1]] X6
+399399 bg 2 [1,1,0,7521,-11001150] 3 2 [[1,1,0,1]] X6
+399399 bh 1 [1,1,0,731251,467012568] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bh 2 [1,1,0,-6432794,5314205415] 6 2 [] X8
+399399 bh 3 [1,1,0,-98476109,376083086898] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bh 4 [1,1,0,-29014199,-55091052960] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bi 1 [1,1,0,-858,78975] 3 2 [[1,1,0,1]] X6
+399399 bi 2 [1,1,0,-33443,2327340] 3 2 [[1,1,0,1]] X6
+399399 bj 1 [1,0,1,-11481699871,-473535196088755] 3 2 [[1,1,0,1]] X6
+399399 bj 2 [1,0,1,-183706491456,-30306451374275723] 3 2 [[1,1,0,1]] X6
+399399 bk 1 [1,0,1,-16002201,24568425655] 3 2 [[1,1,0,1]] X6
+399399 bk 2 [1,0,1,-9191936,45631213247] 3 2 [[1,1,0,1]] X6
+399399 bl 1 [1,0,1,-3785031,-6852745259] 3 2 [[1,1,0,1]] X6
+399399 bl 2 [1,0,1,-82021616,-285625344931] 3 2 [[1,1,0,1]] X6
+399399 bm 1 [1,0,1,-40990,8420843] 3 2 [[1,1,0,1]] X6
+399399 bm 2 [1,0,1,-920785,339575681] 3 2 [[1,1,0,1]] X6
+399399 bn 1 [1,0,1,7520,-352999] 3 2 [[1,1,0,1]] X6
+399399 bn 2 [1,0,1,-52995,-3669221] 3 2 [[1,1,0,1]] X6
+399399 bo 1 [1,0,1,-2093845,1165996451] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bo 2 [1,0,1,-2135250,1117469791] 6 2 [] X8
+399399 bo 3 [1,0,1,2103985,5005696133] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bo 4 [1,0,1,-7036965,-5876297171] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bp 1 [1,0,1,-140797254715,-20334787792283527] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bp 2 [1,0,1,-140797284360,-20334778801121039] 6 2 [] X8
+399399 bp 3 [1,0,1,-141798393315,-20030932222188989] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bp 4 [1,0,1,-139796649725,-20638049945535277] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399399 bq 1 [1,0,1,-5609105,-5012136601] 3 2 [[1,1,0,1]] X6
+399399 bq 2 [1,0,1,586700,-15480568729] 3 2 [[1,1,0,1]] X6
+399399 br 1 [0,-1,1,-4720,116367] 1 1 [] X1
+399399 bs 1 [0,-1,1,-64108,2646237] 1 1 [] X1
+399399 bt 1 [0,1,1,-911710,262317073] 1 1 [] X1
+399400 a 1 [0,1,0,-23,-2] 1 1 [] X1
+399400 b 1 [0,-1,0,-7208,-269588] 1 1 [] X1
+399400 c 1 [0,-1,0,792,412] 1 1 [] X1
+399400 d 1 [0,0,0,-275,350] 1 1 [] X1
+399400 e 1 [0,0,0,-6875,43750] 1 1 [] X1
+399400 f 1 [0,1,0,-288,-2272] 1 1 [] X1
+399400 g 1 [0,1,0,-33608,2360288] 1 1 [] X1
+399400 h 1 [0,-1,0,-583,912] 1 1 [] X1
+399402 a 1 [1,-1,0,-2592,-34992] 1 1 [] X1
+399402 b 1 [1,-1,0,-74157,-7754203] 1 1 [] X1
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+399403 a 1 [0,0,1,4,30] 1 1 [] X1
+399404 a 1 [0,0,0,-437,-4927] 1 1 [] X1
+399405 a 1 [0,1,1,-20331,-1181725] 1 1 [] X1
+399405 b 1 [0,1,1,-111935,24064364] 1 1 [] X1
+399405 c 1 [0,1,1,-90575,10462031] 1 1 [] X1
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+399406 a 1 [1,-1,0,800,-12208] 1 1 [] X1
+399406 b 1 [1,0,0,-853,37821] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399406 b 2 [1,0,0,-22943,1332295] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399406 c 1 [1,0,0,-1117,-6735] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
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+399406 d 1 [1,-1,1,-4,-121] 1 1 [] X1
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+399406 e 2 [1,-1,1,-158139,-20260837] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399406 e 3 [1,-1,1,-728719,220523923] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399406 e 4 [1,-1,1,-2415079,-1443938589] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399406 f 1 [1,0,0,-33236,3301172] 1 1 [] X1
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+399411 b 1 [1,-1,0,2550,28817] 2 4 [[3,3,0,1],[0,1,3,1]] X3
+399413 a 1 [0,0,1,389,2611] 1 1 [] X1
+399414 a 1 [1,0,1,-6,-44] 1 1 [] X1
+399414 b 1 [1,1,1,-15,-231] 1 1 [] X1
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+399424 m 1 [0,-1,0,-151864,-22665694] 1 1 [] X1
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+399424 bo 2 [0,-1,0,-3603137,-2254653247] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399424 bp 1 [0,0,0,-4108,-99856] 1 1 [] X1
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+399450 q 1 [1,0,1,-41,-172] 1 1 [] X1
+399450 r 1 [1,0,1,451149,23115598] 1 1 [] X1
+399450 s 1 [1,0,1,-7101326,-7284405952] 3 2 [[1,1,0,1]] X6
+399450 s 2 [1,0,1,-113621326,-466172565952] 3 2 [[1,1,0,1]] X6
+399450 t 1 [1,0,1,1674,-24452] 1 1 [] X1
+399450 u 1 [1,0,1,-15376,306398] 1 1 [] X1
+399450 v 1 [1,0,1,-3826,36548] 1 1 [] X1
+399450 w 1 [1,1,1,-153,231] 1 1 [] X1
+399450 x 1 [1,1,1,2912,-914719] 1 1 [] X1
+399450 y 1 [1,1,1,67,-169] 1 1 [] X1
+399450 z 1 [1,1,1,-96178588,-361709959219] 1 1 [] X1
+399450 ba 1 [1,1,1,-284053,-58388869] 3 2 [[1,1,0,1]] X6
+399450 ba 2 [1,1,1,-4544853,-3731198469] 3 2 [[1,1,0,1]] X6
+399450 bb 1 [1,1,1,-164013,-25128969] 1 1 [] X1
+399450 bc 1 [1,1,1,-6813,213531] 1 1 [] X1
+399450 bd 1 [1,1,1,-1013,-21469] 1 1 [] X1
+399450 be 1 [1,1,1,-170715138,865921526031] 1 1 [] X1
+399450 bf 1 [1,1,1,587,29531] 3 2 [[1,1,0,1]] X6
+399450 bf 2 [1,1,1,-11413,437531] 3 2 [[1,1,0,1]] X6
+399450 bg 1 [1,0,0,-200838,31496292] 1 1 [] X1
+399450 bh 1 [1,0,0,-19173,-792063] 1 1 [] X1
+399450 bi 1 [1,0,0,-11438,435492] 1 1 [] X1
+399450 bj 1 [1,0,0,-704438,-233852508] 3 2 [[1,1,0,1]] X6
+399450 bj 2 [1,0,0,-11356438,-14731224508] 3 2 [[1,1,0,1]] X6
+399450 bk 1 [1,0,0,-301978,62774372] 1 1 [] X1
+399450 bl 1 [1,0,0,-1688,-26508] 1 1 [] X1
+399450 bm 1 [1,0,0,-4013,-223983] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399450 bm 2 [1,0,0,-85013,-9538983] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399450 bn 1 [1,0,0,-24678,673272] 1 1 [] X1
+399450 bo 1 [1,0,0,-9313,329117] 1 1 [] X1
+399450 bp 1 [1,0,0,-98,-828] 1 1 [] X1
+399450 bq 1 [1,0,0,-15322809338,730053899960292] 1 1 [] X1
+399450 br 1 [1,0,0,-1743,-27423] 1 1 [] X1
+399450 bs 1 [1,0,0,-15313,4728617] 1 1 [] X1
+399450 bt 1 [1,0,0,-292963,-60915583] 1 1 [] X1
+399454 a 1 [1,0,1,-115995017,-482471109908] 1 1 [] X1
+399454 b 1 [1,1,0,-2469,-48259] 1 1 [] X1
+399454 c 1 [1,0,0,-5850,171364] 1 1 [] X1
+399454 d 1 [1,0,0,-2349,-10499] 1 1 [] X1
+399454 e 1 [1,1,1,3211,-10341] 1 1 [] X1
+399454 f 1 [1,-1,1,-204463582,-1125258577763] 1 1 [] X1
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+399454 h 1 [1,1,1,-236363,-43987463] 3 2 [[1,1,0,1]] X6
+399454 h 2 [1,1,1,-409803,28926713] 3 2 [[1,1,0,1]] X6
+399455 a 1 [1,0,0,-37996,-2805299] 1 1 [] X1
+399455 b 1 [0,0,1,-748,4728] 1 1 [] X1
+399456 a 1 [0,0,0,-561,736] 3 2 [[1,1,0,1]] X6
+399456 a 2 [0,0,0,-5691,-164450] 3 2 [[1,1,0,1]] X6
+399456 b 1 [0,0,0,-7941,-272324] 3 2 [[1,1,0,1]] X6
+399456 b 2 [0,0,0,-8796,-210080] 3 2 [[1,1,0,1]] X6
+399456 c 1 [0,0,0,-79221,-8582276] 3 2 [[1,1,0,1]] X6
+399456 c 2 [0,0,0,-81651,-8027750] 3 2 [[1,1,0,1]] X6
+399456 d 1 [0,0,0,1464,-54736] 1 1 [] X1
+399456 e 1 [0,0,0,1464,54736] 1 1 [] X1
+399456 f 1 [0,0,0,-79221,8582276] 3 2 [[1,1,0,1]] X6
+399456 f 2 [0,0,0,-81651,8027750] 3 2 [[1,1,0,1]] X6
+399456 g 1 [0,0,0,-7941,272324] 3 2 [[1,1,0,1]] X6
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+399456 h 1 [0,0,0,-561,-736] 3 2 [[1,1,0,1]] X6
+399456 h 2 [0,0,0,-5691,164450] 3 2 [[1,1,0,1]] X6
+399456 i 1 [0,0,0,-2363880,-3891705968] 1 1 [] X1
+399456 j 1 [0,0,0,-711525,231011372] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399456 j 2 [0,0,0,-711435,231072734] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399456 k 1 [0,0,0,-4125,-33932] 3 2 [[1,1,0,1]] X6
+399456 k 2 [0,0,0,-52860,-4673504] 3 2 [[1,1,0,1]] X6
+399456 l 1 [0,0,0,-1560,-36592] 1 1 [] X1
+399456 m 1 [0,0,0,-705,5128] 3 2 [[1,1,0,1]] X6
+399456 m 2 [0,0,0,1860,33856] 3 2 [[1,1,0,1]] X6
+399456 n 1 [0,0,0,-705,-5128] 3 2 [[1,1,0,1]] X6
+399456 n 2 [0,0,0,1860,-33856] 3 2 [[1,1,0,1]] X6
+399456 o 1 [0,0,0,-1560,36592] 1 1 [] X1
+399456 p 1 [0,0,0,-4125,33932] 3 2 [[1,1,0,1]] X6
+399456 p 2 [0,0,0,-52860,4673504] 3 2 [[1,1,0,1]] X6
+399456 q 1 [0,0,0,-711525,-231011372] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399456 q 2 [0,0,0,-711435,-231072734] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399456 r 1 [0,0,0,-2363880,3891705968] 1 1 [] X1
+399456 s 1 [0,0,0,-191175069,996485935988] 3 2 [[1,1,0,1]] X6
+399456 s 2 [0,0,0,-3041295339,64555878029150] 3 2 [[1,1,0,1]] X6
+399456 t 1 [0,0,0,-42429,-3131012] 3 2 [[1,1,0,1]] X6
+399456 t 2 [0,0,0,-665724,-209067680] 3 2 [[1,1,0,1]] X6
+399456 u 1 [0,0,0,-12909,-408940] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+399456 u 2 [0,0,0,-75324,7630112] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+399456 u 3 [0,0,0,33261,-2671270] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+399456 u 4 [0,0,0,-190299,-31948882] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+399456 v 1 [0,0,0,-12909,408940] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+399456 v 2 [0,0,0,-190299,31948882] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+399456 v 3 [0,0,0,33261,2671270] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+399456 v 4 [0,0,0,-75324,-7630112] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+399456 w 1 [0,0,0,-42429,3131012] 3 2 [[1,1,0,1]] X6
+399456 w 2 [0,0,0,-665724,209067680] 3 2 [[1,1,0,1]] X6
+399456 x 1 [0,0,0,-191175069,-996485935988] 3 2 [[1,1,0,1]] X6
+399456 x 2 [0,0,0,-3041295339,-64555878029150] 3 2 [[1,1,0,1]] X6
+399456 y 1 [0,0,0,-20808,-1177200] 1 1 [] X1
+399456 z 1 [0,0,0,-15573,-690140] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399456 z 2 [0,0,0,16917,-3191870] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399456 ba 1 [0,0,0,-4654353,-3864773720] 3 2 [[1,1,0,1]] X6
+399456 ba 2 [0,0,0,-4446588,-4225453760] 3 2 [[1,1,0,1]] X6
+399456 bb 1 [0,0,0,-333,-1620] 3 2 [[1,1,0,1]] X6
+399456 bb 2 [0,0,0,-2043,34290] 3 2 [[1,1,0,1]] X6
+399456 bc 1 [0,0,0,-333,1620] 3 2 [[1,1,0,1]] X6
+399456 bc 2 [0,0,0,-2043,-34290] 3 2 [[1,1,0,1]] X6
+399456 bd 1 [0,0,0,-15573,690140] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399456 bd 2 [0,0,0,16917,3191870] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399456 be 1 [0,0,0,-4654353,3864773720] 3 2 [[1,1,0,1]] X6
+399456 be 2 [0,0,0,-4446588,4225453760] 3 2 [[1,1,0,1]] X6
+399456 bf 1 [0,0,0,-20808,1177200] 1 1 [] X1
+399462 a 1 [1,0,1,-1585,-25300] 1 1 [] X1
+399462 b 1 [1,0,1,73,26] 1 1 [] X1
+399462 c 1 [1,0,1,2036557764,128144514700666] 1 1 [] X1
+399462 d 1 [1,1,1,-1323,17817] 3 2 [[1,1,0,1]] X6
+399462 d 2 [1,1,1,-363,44313] 3 2 [[1,1,0,1]] X6
+399462 e 1 [1,1,1,1310,19823] 1 1 [] X1
+399462 f 1 [1,0,0,-1355,48201] 1 1 [] X1
+399462 g 1 [1,0,0,-28924,1894928] 1 1 [] X1
+399462 h 1 [1,0,0,1326,5364] 3 2 [[1,1,0,1]] X6
+399462 h 2 [1,0,0,-5534,42408] 3 2 [[1,1,0,1]] X6
+399462 i 1 [1,0,0,-3710,153174] 1 1 [] X1
+399464 a 1 [0,0,0,493,-7282] 1 1 [] X1
+399464 b 1 [0,1,0,-19440,-1050016] 1 1 [] X1
+399465 a 1 [1,-1,1,-1082,15256] 1 1 [] X1
+399465 b 1 [1,-1,1,19168,-124336] 1 1 [] X1
+399465 c 1 [0,0,1,-18318,953523] 1 1 [] X1
+399465 d 1 [0,0,1,-1428,-9042] 1 1 [] X1
+399465 d 2 [0,0,1,-59178,5540733] 1 1 [] X1
+399465 e 1 [0,0,1,-164862,-25745128] 1 1 [] X1
+399465 f 1 [0,0,1,-12852,244127] 1 1 [] X1
+399465 f 2 [0,0,1,-532602,-149599798] 1 1 [] X1
+399465 g 1 [1,-1,0,-120,-525] 1 1 [] X1
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+399467 a 1 [1,0,1,-107,99] 1 1 [] X1
+399469 a 1 [1,-1,1,-55326,4775488] 1 1 [] X1
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+399470 a 1 [1,1,0,-88,272] 1 1 [] X1
+399470 b 1 [1,1,0,1003,-14141] 1 1 [] X1
+399470 c 1 [1,-1,0,-17000,-863744] 1 1 [] X1
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+399470 j 1 [1,0,0,-3785,99097] 1 1 [] X1
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+399470 l 1 [1,0,0,-125510,17104100] 1 1 [] X1
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+399475 a 1 [0,1,1,-2445908,1471642344] 1 1 [] X1
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+399483 d 1 [1,-1,1,-24971,-1512534] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399483 d 2 [1,-1,1,-25016,-1506774] 6 2 [] X8
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+399483 d 4 [1,-1,1,-8951,-3428148] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399483 e 1 [1,-1,1,-69365,-6979580] 3 2 [[1,1,0,1]] X6
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+399483 g 1 [1,-1,0,-7707,261072] 3 2 [[1,1,0,1]] X6
+399483 g 2 [1,-1,0,-3372,549783] 3 2 [[1,1,0,1]] X6
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+399488 a 1 [0,1,0,-2079,35881] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
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+399488 b 1 [0,1,0,-8322,-294998] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+399488 b 2 [0,1,0,-8317,-295365] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+399488 c 1 [0,-1,0,-2079,-35881] 12 4 [[1,1,0,3],[1,0,2,1]] X10d
+399488 c 2 [0,-1,0,-33289,-2326695] 12 8 [[1,1,0,1],[1,0,6,3],[5,0,0,1]] X9d
+399488 d 1 [0,-1,0,-8322,294998] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+399488 d 2 [0,-1,0,-8317,295365] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+399489 a 1 [1,1,0,219,11880] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399489 a 2 [1,1,0,-6626,196695] 6 2 [] X8
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+399489 a 4 [1,1,0,-17911,-667736] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
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+399490 b 1 [1,0,1,13292,-1139694] 3 2 [[1,1,0,1]] X6
+399490 b 2 [1,0,1,-116708,-12995694] 3 2 [[1,1,0,1]] X6
+399490 c 1 [1,0,1,-31538,-2160444] 3 2 [[1,1,0,1]] X6
+399490 c 2 [1,0,1,-504738,-138063484] 3 2 [[1,1,0,1]] X6
+399490 d 1 [1,1,0,-1612,33104] 1 1 [] X1
+399490 e 1 [1,-1,0,-28910,-1834364] 3 2 [[1,1,0,1]] X6
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+399490 f 2 [1,-1,0,-339724,76299468] 3 2 [[1,1,0,1]] X6
+399490 g 1 [1,0,1,-290004,60090342] 1 1 [] X1
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+399490 j 1 [1,0,0,799,28105] 3 2 [[1,1,0,1]] X6
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+399602 d 1 [1,1,0,9959,6963045] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399602 d 2 [1,1,0,-491801,128690021] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399602 e 1 [1,0,0,4402056,7292912704] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399602 e 2 [1,0,0,-40372504,84511118880] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399602 f 1 [1,0,0,-2205,52273] 1 1 [] X1
+399602 g 1 [1,-1,1,-930770356,-10929602282217] 1 1 [] X1
+399602 h 1 [1,0,0,-14249,652241] 1 1 [] X1
+399602 h 2 [1,0,0,-64159,-5673449] 1 1 [] X1
+399602 i 1 [1,1,1,-2777388382,56288487493531] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399602 i 2 [1,1,1,-3448477022,27018822242203] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399602 j 1 [1,1,1,16698,-1141069] 3 2 [[1,1,0,1]] X6
+399602 j 2 [1,1,1,-116242,-11882621] 3 2 [[1,1,0,1]] X6
+399603 a 1 [1,1,1,-2694,-54774] 3 2 [[1,1,0,1]] X6
+399603 a 2 [1,1,1,-1479,-102888] 3 2 [[1,1,0,1]] X6
+399604 a 1 [0,1,0,-29,-16] 1 1 [] X1
+399605 a 1 [0,0,1,-673,-6641] 1 1 [] X1
+399606 a 1 [1,1,0,-1531,-23075] 3 2 [[1,1,0,1]] X6
+399606 a 2 [1,1,0,-3691,53389] 3 2 [[1,1,0,1]] X6
+399606 b 1 [1,1,0,2,244] 1 1 [] X1
+399606 c 1 [1,0,1,-1260,16426] 3 2 [[1,1,0,1]] X6
+399606 c 2 [1,0,1,660,62506] 3 2 [[1,1,0,1]] X6
+399606 d 1 [1,0,0,-79,293] 1 1 [] X1
+399607 a 1 [0,1,1,2803,-705] 1 1 [] X1
+399607 a 2 [0,1,1,-38877,-3159528] 1 1 [] X1
+399607 b 1 [1,-1,0,-510526,533025011] 1 1 [] X1
+399609 a 1 [0,0,1,-152543424,725162034271] 1 1 [] X1
+399609 b 1 [1,-1,0,-162,-2273] 1 1 [] X1
+399609 c 1 [1,-1,0,315,-392] 1 1 [] X1
+399610 a 1 [1,0,1,-540469,-114086208] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399610 a 2 [1,0,1,-3040469,1946913792] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399610 b 1 [1,0,1,-2133,-24544] 3 2 [[1,1,0,1]] X6
+399610 b 2 [1,0,1,-30613,-2063712] 3 2 [[1,1,0,1]] X6
+399610 c 1 [1,0,1,-146278,21521256] 3 2 [[1,1,0,1]] X6
+399610 c 2 [1,0,1,-148058,20970168] 3 2 [[1,1,0,1]] X6
+399610 d 1 [1,0,1,-38,-24] 1 1 [] X1
+399610 e 1 [1,-1,0,-372095,87450125] 3 2 [[1,1,0,1]] X6
+399610 e 2 [1,-1,0,-346495,99978765] 3 2 [[1,1,0,1]] X6
+399610 f 1 [1,1,0,-1757,18989] 3 2 [[1,1,0,1]] X6
+399610 f 2 [1,1,0,-10737,-417439] 3 2 [[1,1,0,1]] X6
+399610 g 1 [1,-1,1,-1589143,655052207] 3 2 [[1,1,0,1]] X6
+399610 g 2 [1,-1,1,2860857,3661472207] 3 2 [[1,1,0,1]] X6
+399610 h 1 [1,-1,1,-20808,-1150069] 12 8 [[1,1,0,1],[7,0,2,1],[1,0,6,3]] X9c
+399610 h 2 [1,-1,1,-20728,-1159413] 12 8 [[1,0,2,1],[3,3,6,3],[3,0,6,7]] X10a
+399610 i 1 [1,-1,1,-364777,-84694999] 3 2 [[1,1,0,1]] X6
+399610 i 2 [1,-1,1,-328857,-102065911] 3 2 [[1,1,0,1]] X6
+399610 j 1 [1,1,1,-60441,-4372441] 3 2 [[1,1,0,1]] X6
+399610 j 2 [1,1,1,144359,-27391961] 3 2 [[1,1,0,1]] X6
+399612 a 1 [0,1,0,-2042,37797] 1 1 [] X1
+399615 a 1 [1,1,0,-13632,-617661] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399615 a 2 [1,1,0,-9987,-950814] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399616 a 1 [0,0,0,-1006,-40920] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399616 a 2 [0,0,0,-25016,-1519936] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399616 b 1 [0,0,0,-1006,40920] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399616 b 2 [0,0,0,-25016,1519936] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399616 c 1 [0,0,0,-6254,-189992] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399616 c 2 [0,0,0,-4024,-327360] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399616 d 1 [0,0,0,-6254,189992] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399616 d 2 [0,0,0,-4024,327360] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399618 a 1 [1,-1,0,-81226521,20908660711] 1 1 [] X1
+399618 a 2 [1,-1,0,-4693817286,123776961653596] 1 1 [] X1
+399618 b 1 [1,-1,0,-72568131,61982952821] 1 1 [] X1
+399618 c 1 [1,-1,0,-16008,783584] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399618 d 1 [1,-1,0,-24616639470,-1486584031371308] 1 1 [] X1
+399618 e 1 [1,-1,0,-2501775,1314191317] 1 1 [] X1
+399618 f 1 [1,-1,0,-3722545737,-87419386788723] 1 1 [] X1
+399618 g 1 [1,-1,0,-3101202,3435563470] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399618 h 1 [1,-1,0,-1640535957,-92613939648651] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399618 i 1 [1,-1,0,-45017671194,3213228647742772] 1 1 [] X1
+399618 j 1 [1,-1,0,-703494,196481972] 1 1 [] X1
+399618 k 1 [1,-1,0,-122187366,650622553524] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399618 l 1 [1,-1,0,29139,-80741915] 3 2 [[1,1,0,1]] X6
+399618 l 2 [1,-1,0,-2634981,-1608348323] 3 2 [[1,1,0,1]] X6
+399618 m 1 [1,-1,0,-11892798,15746639598] 1 1 [] X1
+399618 n 1 [1,-1,0,-183395523,196233998293] 1 1 [] X1
+399618 n 2 [1,-1,0,-9049586883,-331345898379307] 1 1 [] X1
+399618 o 1 [1,-1,0,-363,-603] 1 1 [] X1
+399618 p 1 [1,-1,0,-2771854515,56170646446653] 1 1 [] X1
+399618 p 2 [1,-1,0,6010750080,293287126745088] 1 1 [] X1
+399618 q 1 [1,-1,0,162345,69736463] 1 1 [] X1
+399618 r 1 [1,-1,1,-1005509654,12272405480229] 1 1 [] X1
+399618 r 2 [1,-1,1,-1650559709,-5296667394203] 1 1 [] X1
+399618 s 1 [1,-1,1,-3269,19549] 1 1 [] X1
+399618 t 1 [1,-1,1,-355397771,2578906243387] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399618 u 1 [1,-1,1,262249,2179769455] 3 2 [[1,1,0,1]] X6
+399618 u 2 [1,-1,1,-23714831,43449119551] 3 2 [[1,1,0,1]] X6
+399618 v 1 [1,-1,1,-6331448,-5298681797] 1 1 [] X1
+399618 w 1 [1,-1,1,-7596905,1367317705385] 1 1 [] X1
+399618 x 1 [1,-1,1,-73895,-27979041] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399618 y 1 [1,-1,1,-140,1073] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399618 z 1 [1,-1,1,-2027732,971869367] 1 1 [] X1
+399618 ba 1 [1,-1,1,-221549755232,40137990396780547] 1 1 [] X1
+399618 bb 1 [1,-1,1,-3800534,-3087950619] 1 1 [] X1
+399618 bc 1 [1,-1,1,-5504,198051] 2 8 [[7,7,0,1],[5,0,1,1]] X4
+399618 bd 1 [1,-1,1,-49356986,-74081686791] 1 1 [] X1
+399618 be 1 [1,-1,1,-8396141,-9347922187] 1 1 [] X1
+399618 bf 1 [1,-1,1,-8063126,-2292977211] 1 1 [] X1
+399618 bg 1 [1,-1,1,-124853,17011509] 1 1 [] X1
+399618 bg 2 [1,-1,1,270742,88594089] 1 1 [] X1
+399620 a 1 [0,0,0,-868,2577] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399620 a 2 [0,0,0,3337,20238] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399620 b 1 [0,0,0,-6652,208821] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399620 b 2 [0,0,0,-6527,217046] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399620 c 1 [0,1,0,-6156,184004] 1 1 [] X1
+399620 c 2 [0,1,0,6604,814580] 1 1 [] X1
+399620 d 1 [0,1,0,-852196,303024100] 1 1 [] X1
+399620 d 2 [0,1,0,1422564,1492465364] 1 1 [] X1
+399620 e 1 [0,-1,0,-6981,-196894] 3 2 [[1,1,0,1]] X6
+399620 e 2 [0,-1,0,10244,-1030584] 3 2 [[1,1,0,1]] X6
+399621 a 1 [0,1,1,101,1507] 1 1 [] X1
+399621 b 1 [0,1,1,60883,-1225864474] 1 1 [] X1
+399621 c 1 [1,0,1,4153,29405] 3 2 [[1,1,0,1]] X6
+399621 c 2 [1,0,1,-17332,235661] 3 2 [[1,1,0,1]] X6
+399621 d 1 [0,-1,1,-1572,-23479] 1 1 [] X1
+399624 a 1 [0,1,0,-9,891] 1 1 [] X1
+399626 a 1 [1,1,0,156,-560] 1 1 [] X1
+399627 a 1 [1,-1,1,14011,615736] 1 1 [] X1
+399627 b 1 [0,0,1,389880,-211073722] 1 1 [] X1
+399627 b 2 [0,0,1,-3606390,6645326717] 1 1 [] X1
+399627 c 1 [0,0,1,43320,7817545] 1 1 [] X1
+399627 c 2 [0,0,1,-400710,-246123212] 1 1 [] X1
+399627 d 1 [1,-1,0,1557,-23324] 1 1 [] X1
+399630 a 1 [1,1,0,-20013598,-34390964492] 3 2 [[1,1,0,1]] X6
+399630 a 2 [1,1,0,-320013598,-2203570964492] 3 2 [[1,1,0,1]] X6
+399630 b 1 [1,1,0,-31003,-2114147] 1 1 [] X1
+399630 c 1 [1,1,0,20732,4458172] 3 2 [[1,1,0,1]] X6
+399630 c 2 [1,1,0,-312018,61890822] 3 2 [[1,1,0,1]] X6
+399630 d 1 [1,1,0,-202828423,1110504991477] 3 2 [[1,1,0,1]] X6
+399630 d 2 [1,1,0,-258815623,448433956597] 3 2 [[1,1,0,1]] X6
+399630 e 1 [1,1,0,-11678,426228] 3 2 [[1,1,0,1]] X6
+399630 e 2 [1,1,0,17122,2229108] 3 2 [[1,1,0,1]] X6
+399630 f 1 [1,1,0,-349638,-65946348] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+399630 f 2 [1,1,0,-1660358,762166548] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+399630 f 3 [1,1,0,-26018758,51072005908] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+399630 f 4 [1,1,0,1726522,3477766932] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+399630 g 1 [1,1,0,58273,-19060659] 1 1 [] X1
+399630 h 1 [1,1,0,-2082,35424] 3 2 [[1,1,0,1]] X6
+399630 h 2 [1,1,0,-612,86286] 3 2 [[1,1,0,1]] X6
+399630 i 1 [1,1,0,-314443798727,-299002517036622219] 1 1 [] X1
+399630 j 1 [1,1,0,-46392,3956544] 1 1 [] X1
+399630 k 1 [1,1,0,-21787,-1295171] 1 1 [] X1
+399630 l 1 [1,1,0,-15592,802624] 1 1 [] X1
+399630 m 1 [1,1,0,-106197,13274541] 3 2 [[1,1,0,1]] X6
+399630 m 2 [1,1,0,-96477,15815349] 3 2 [[1,1,0,1]] X6
+399630 n 1 [1,1,0,-108122,-8912316] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 n 2 [1,1,0,-706702,221780416] 6 2 [] X8
+399630 n 3 [1,1,0,-11216452,14454083866] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 n 4 [1,1,0,225768,765783414] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 o 1 [1,1,0,173,2941] 1 1 [] X1
+399630 p 1 [1,1,0,-27796237,51344497501] 3 2 [[1,1,0,1]] X6
+399630 p 2 [1,1,0,34135283,247877983069] 3 2 [[1,1,0,1]] X6
+399630 q 1 [1,1,0,-1557,-10899] 3 2 [[1,1,0,1]] X6
+399630 q 2 [1,1,0,-20757,-1159059] 3 2 [[1,1,0,1]] X6
+399630 r 1 [1,1,0,-22612,-1318064] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 r 2 [1,1,0,-24612,-1073664] 6 2 [] X8
+399630 r 3 [1,1,0,-145712,20506356] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 r 4 [1,1,0,64488,-6972084] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 s 1 [1,1,0,-7562,251154] 1 1 [] X1
+399630 t 1 [1,1,0,-8950252,10602259024] 1 1 [] X1
+399630 u 1 [1,1,0,-53797,95885581] 1 1 [] X1
+399630 v 1 [1,0,1,-3725755139,109902186642686] 1 1 [] X1
+399630 w 1 [1,0,1,322711161,23798218675786] 1 1 [] X1
+399630 x 1 [1,0,1,-10599,231466] 3 2 [[1,1,0,1]] X6
+399630 x 2 [1,0,1,34401,1689466] 3 2 [[1,1,0,1]] X6
+399630 y 1 [1,0,1,1866,489172] 3 2 [[1,1,0,1]] X6
+399630 y 2 [1,0,1,-82904,8898356] 3 2 [[1,1,0,1]] X6
+399630 z 1 [1,0,1,2443566,1242938596] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 z 2 [1,0,1,-13044434,11365895396] 6 2 [] X8
+399630 z 3 [1,0,1,-186254834,978157064036] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 z 4 [1,0,1,-87642034,-307494086044] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 ba 1 [1,0,1,-4274,-221884] 1 1 [] X1
+399630 bb 1 [1,0,1,25491,1498432] 1 1 [] X1
+399630 bc 1 [1,0,1,-2054,34952] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 bc 2 [1,0,1,-4474,-63784] 6 2 [] X8
+399630 bc 3 [1,0,1,14556,-459608] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 bc 4 [1,0,1,-62224,-5977384] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 bd 1 [1,0,1,244061,22627262] 1 1 [] X1
+399630 be 1 [1,0,1,-31599,-520478] 3 2 [[1,1,0,1]] X6
+399630 be 2 [1,0,1,-301599,63307522] 3 2 [[1,1,0,1]] X6
+399630 bf 1 [1,0,1,-199,-1378] 1 1 [] X1
+399630 bg 1 [1,0,1,-30419,15325742] 3 2 [[1,1,0,1]] X6
+399630 bg 2 [1,0,1,-1130419,460165742] 3 2 [[1,1,0,1]] X6
+399630 bh 1 [1,0,1,-1238014,510361712] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 bh 2 [1,0,1,-3286014,-1614643088] 6 2 [] X8
+399630 bh 3 [1,0,1,8787586,-10722966928] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 bh 4 [1,0,1,-48127614,-128498434448] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 bi 1 [1,0,1,-16760019,31380991342] 1 1 [] X1
+399630 bj 1 [1,0,1,-2559,46366] 3 2 [[1,1,0,1]] X6
+399630 bj 2 [1,0,1,-8229,-232598] 3 2 [[1,1,0,1]] X6
+399630 bk 1 [1,0,1,-3820183,2831549306] 3 2 [[1,1,0,1]] X6
+399630 bk 2 [1,0,1,-175183,8011823306] 3 2 [[1,1,0,1]] X6
+399630 bl 1 [1,0,1,-298,-1972] 3 2 [[1,1,0,1]] X6
+399630 bl 2 [1,0,1,-598,2588] 3 2 [[1,1,0,1]] X6
+399630 bm 1 [1,0,1,989092,1896857498] 1 1 [] X1
+399630 bn 1 [1,0,1,-218103,-182745302] 1 1 [] X1
+399630 bo 1 [1,0,1,3007,62588] 1 1 [] X1
+399630 bp 1 [1,0,1,-12723,-1878494] 1 1 [] X1
+399630 bq 1 [1,0,1,-4058183,-3146950582] 3 2 [[1,1,0,1]] X6
+399630 bq 2 [1,0,1,-3983183,-3268840582] 3 2 [[1,1,0,1]] X6
+399630 br 1 [1,0,1,-41125158,101506702456] 3 2 [[1,1,0,1]] X6
+399630 br 2 [1,0,1,-40969638,102312544888] 3 2 [[1,1,0,1]] X6
+399630 bs 1 [1,0,1,-228,1006] 3 2 [[1,1,0,1]] X6
+399630 bs 2 [1,0,1,522,6406] 3 2 [[1,1,0,1]] X6
+399630 bt 1 [1,0,1,-107808,15191806] 1 1 [] X1
+399630 bu 1 [1,0,1,-491618,-3139997644] 1 1 [] X1
+399630 bv 1 [1,0,1,-25103,1528898] 1 1 [] X1
+399630 bw 1 [1,0,1,4060577,-9092016922] 1 1 [] X1
+399630 bx 1 [1,0,1,2397,-674] 1 1 [] X1
+399630 by 1 [1,0,1,-280819018,1811256712508] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399630 by 2 [1,0,1,-286061898,1740108733756] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399630 by 3 [1,0,1,267538102,7665400253756] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399630 by 4 [1,0,1,-923547978,-8738632454852] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399630 bz 1 [1,1,1,-10826,-292777] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 bz 2 [1,1,1,-69146,6752279] 6 2 [] X8
+399630 bz 3 [1,1,1,-1096766,441641063] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 bz 4 [1,1,1,25354,23913479] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 ca 1 [1,1,1,4947404,-1956414091] 1 1 [] X1
+399630 cb 1 [1,1,1,-5948900,5580782885] 3 2 [[1,1,0,1]] X6
+399630 cb 2 [1,1,1,-5161580,7112592677] 3 2 [[1,1,0,1]] X6
+399630 cc 1 [1,1,1,-261575,51370157] 3 2 [[1,1,0,1]] X6
+399630 cc 2 [1,1,1,-227555,65263925] 3 2 [[1,1,0,1]] X6
+399630 cd 1 [1,1,1,-270,-2043] 1 1 [] X1
+399630 ce 1 [1,1,1,7735,995447] 1 1 [] X1
+399630 cf 1 [1,1,1,-1350325,-626138533] 1 1 [] X1
+399630 cg 1 [1,1,1,-624560,-192556015] 1 1 [] X1
+399630 ch 1 [1,1,1,-19690,1055207] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399630 ch 2 [1,1,1,-20670,943095] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399630 ch 3 [1,1,1,39880,5496455] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399630 ch 4 [1,1,1,-96900,-10765833] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399630 ci 1 [1,0,0,-223383492961,41187184850790041] 1 1 [] X1
+399630 cj 1 [1,0,0,-215646,-38092860] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+399630 cj 2 [1,0,0,-415646,43627140] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+399630 cj 3 [1,0,0,-5518646,4986392940] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+399630 cj 4 [1,0,0,1487354,331741340] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+399630 ck 1 [1,0,0,-5997081,-5653226439] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 ck 2 [1,0,0,-5999081,-5649267639] 6 2 [] X8
+399630 ck 3 [1,0,0,-7711781,-2163238059] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 ck 4 [1,0,0,-4318381,-8881926019] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399630 cl 1 [1,0,0,-12355921,11966567465] 3 2 [[1,1,0,1]] X6
+399630 cl 2 [1,0,0,-73105921,-231118482535] 3 2 [[1,1,0,1]] X6
+399630 cm 1 [1,0,0,-133395966,-433572717600] 3 2 [[1,1,0,1]] X6
+399630 cm 2 [1,0,0,339192864,-2815325903034] 3 2 [[1,1,0,1]] X6
+399630 cn 1 [1,0,0,794,-3064] 1 1 [] X1
+399630 co 1 [1,0,0,-5501,976881] 1 1 [] X1
+399630 cp 1 [1,0,0,64,-984] 1 1 [] X1
+399630 cq 1 [1,0,0,-8143636,-8977546534] 1 1 [] X1
+399630 cr 1 [1,0,0,15905,1069817] 1 1 [] X1
+399630 cs 1 [1,0,0,-55185,4982697] 3 2 [[1,1,0,1]] X6
+399630 cs 2 [1,0,0,-65265,3033225] 3 2 [[1,1,0,1]] X6
+399630 ct 1 [1,0,0,-4343175,3483455625] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X36n
+399630 ct 2 [1,0,0,-4446855,3308381577] 24 4 [[3,0,0,1],[1,2,0,1]] X25n
+399630 ct 3 [1,0,0,5144265,15636807225] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X36n
+399630 ct 4 [1,0,0,-15696855,-20224368423] 24 4 [[1,0,0,3],[1,2,0,1]] X25h
+399630 ct 5 [1,0,0,28770645,-113970751923] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36l
+399630 ct 6 [1,0,0,-240164355,-1432528984923] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36l
+399630 cu 1 [1,0,0,-26380,-991600] 3 2 [[1,1,0,1]] X6
+399630 cu 2 [1,0,0,81620,-7018000] 3 2 [[1,1,0,1]] X6
+399630 cv 1 [1,0,0,-161020,72772112] 1 1 [] X1
+399630 cw 1 [1,0,0,-451710,147599172] 1 1 [] X1
+399630 cx 1 [1,0,0,-6134759145,-376508782852263] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X36n
+399630 cx 2 [1,0,0,-124197883625,-16835618128734375] 24 4 [[3,0,0,1],[1,2,0,1]] X25n
+399630 cx 3 [1,0,0,-150608883625,-9153984060934375] 24 8 [[1,1,0,1],[7,0,0,1],[5,0,0,5],[5,0,0,1]] X36n
+399630 cx 4 [1,0,0,-1986796875305,-1077899778080491623] 24 4 [[1,0,0,3],[1,2,0,1]] X25h
+399630 cx 5 [1,0,0,-1986427617185,-1078320471862613775] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36l
+399630 cx 6 [1,0,0,-31788750000305,-68985577870814866623] 24 8 [[1,1,0,1],[5,0,0,5],[1,0,0,7],[5,0,0,1]] X36l
+399630 cy 1 [1,0,0,-33310,2336672] 3 2 [[1,1,0,1]] X6
+399630 cy 2 [1,0,0,-29260,2927162] 3 2 [[1,1,0,1]] X6
+399630 cz 1 [1,0,0,-13495,-4093975] 1 1 [] X1
+399630 cz 2 [1,0,0,-2402995,-1433978875] 1 1 [] X1
+399630 da 1 [1,0,0,-6650,-207900] 3 2 [[1,1,0,1]] X6
+399630 da 2 [1,0,0,-2330,-473148] 3 2 [[1,1,0,1]] X6
+399630 db 1 [1,0,0,-656625,-148980375] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399630 db 2 [1,0,0,-9688305,-11606569623] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399630 db 3 [1,0,0,-8875185,-13634978775] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399630 db 4 [1,0,0,-155008305,-742827745623] 12 8 [[1,1,0,1],[1,0,0,5],[1,0,0,3],[3,0,4,1]] X13d
+399632 a 1 [0,0,0,-295,1954] 1 1 [] X1
+399632 b 1 [0,-1,0,-22696,1323632] 1 1 [] X1
+399632 c 1 [0,-1,0,20944,127557568] 1 1 [] X1
+399632 d 1 [0,1,0,112,212] 1 1 [] X1
+399633 a 1 [1,1,0,45,-2448] 3 2 [[1,1,0,1]] X6
+399633 a 2 [1,1,0,-2490,-47571] 3 2 [[1,1,0,1]] X6
+399634 a 1 [1,1,0,134,404] 1 1 [] X1
+399640 a 1 [0,1,0,-3336,-97040] 1 1 [] X1
+399640 b 1 [0,1,0,600,5248] 3 2 [[1,1,0,1]] X6
+399640 b 2 [0,1,0,-3280,45600] 3 2 [[1,1,0,1]] X6
+399640 c 1 [0,-1,0,-25055,-2526428] 1 1 [] X1
+399640 d 1 [0,0,0,2497,2498] 12 8 [[1,1,0,1],[5,0,4,1],[1,0,0,3],[3,0,4,1]] X13c
+399640 d 2 [0,0,0,-10003,19998] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
+399640 d 3 [0,0,0,-113003,14584198] 12 8 [[5,5,0,1],[1,0,0,3],[3,3,0,1],[1,0,4,1]] X13e
+399640 d 4 [0,0,0,-107003,-13424202] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+399640 e 1 [0,1,0,-10420,406288] 1 1 [] X1
+399640 f 1 [0,0,0,2,-43] 1 1 [] X1
+399641 a 1 [0,0,1,13,99] 1 1 [] X1
+399641 b 1 [0,1,1,-3620,82837] 1 1 [] X1
+399642 a 1 [1,0,1,-729,-7400] 1 1 [] X1
+399642 b 1 [1,0,1,-3173932,-1274147542] 1 1 [] X1
+399642 b 2 [1,0,1,-226191067,-1309385327002] 1 1 [] X1
+399642 c 1 [1,1,1,-8,-247] 1 1 [] X1
+399642 d 1 [1,1,1,-361576164,-2780299615131] 1 1 [] X1
+399642 e 1 [1,0,0,-2,516] 1 1 [] X1
+399642 f 1 [1,0,0,-204516,35584272] 1 1 [] X1
+399642 g 1 [1,0,0,642,2628] 3 2 [[1,1,0,1]] X6
+399642 g 2 [1,0,0,-2798,21204] 3 2 [[1,1,0,1]] X6
+399642 h 1 [1,0,0,-24298,1573934] 1 1 [] X1
+399644 a 1 [0,1,0,-156,-764] 1 1 [] X1
+399644 b 1 [0,1,0,-575570,167880341] 1 1 [] X1
+399644 c 1 [0,-1,0,-7660,246744] 1 1 [] X1
+399645 a 1 [1,-1,1,-9193352,7457228754] 3 2 [[1,1,0,1]] X6
+399645 a 2 [1,-1,1,24978523,49871360004] 3 2 [[1,1,0,1]] X6
+399645 b 1 [1,-1,1,-3930257,-1966105736] 3 2 [[1,1,0,1]] X6
+399645 b 2 [1,-1,1,-56664632,-164134855736] 3 2 [[1,1,0,1]] X6
+399645 c 1 [0,0,1,-4519612218,-116949905334702] 1 1 [] X1
+399645 c 2 [0,0,1,-4507644468,-117600058195227] 1 1 [] X1
+399645 d 1 [0,0,1,-732,-12213] 1 1 [] X1
+399645 e 1 [1,-1,0,-436695,72964296] 3 2 [[1,1,0,1]] X6
+399645 e 2 [1,-1,0,-6296070,6081167421] 3 2 [[1,1,0,1]] X6
+399645 f 1 [1,-1,0,-7290,-66825] 3 2 [[1,1,0,1]] X6
+399645 f 2 [1,-1,0,-91665,-10647450] 3 2 [[1,1,0,1]] X6
+399645 g 1 [1,-1,0,-1620,-24629] 3 2 [[1,1,0,1]] X6
+399645 g 2 [1,-1,0,-945,-45824] 3 2 [[1,1,0,1]] X6
+399645 h 1 [1,-1,0,-2025,-11664] 3 2 [[1,1,0,1]] X6
+399645 h 2 [1,-1,0,-26100,-1615059] 3 2 [[1,1,0,1]] X6
+399645 i 1 [1,-1,0,-4914,136723] 1 1 [] X1
+399645 j 1 [0,0,1,-209757,-36978863] 1 1 [] X1
+399646 a 1 [1,-1,0,-4715,-231803] 1 1 [] X1
+399646 b 1 [1,1,0,4426,828596] 1 1 [] X1
+399646 c 1 [1,1,1,56,3913] 1 1 [] X1
+399648 a 1 [0,-1,0,-9016,300472] 1 1 [] X1
+399648 b 1 [0,-1,0,-1560,-23196] 1 1 [] X1
+399648 c 1 [0,-1,0,198888,51846120] 1 1 [] X1
+399648 d 1 [0,-1,0,12232063,-22893327375] 1 1 [] X1
+399648 e 1 [0,-1,0,-10712,-423180] 1 1 [] X1
+399648 f 1 [0,1,0,-9016,-300472] 1 1 [] X1
+399648 g 1 [0,1,0,-1560,23196] 1 1 [] X1
+399648 h 1 [0,1,0,-10712,423180] 1 1 [] X1
+399648 i 1 [0,1,0,12232063,22893327375] 1 1 [] X1
+399648 j 1 [0,1,0,198888,-51846120] 1 1 [] X1
+399650 a 1 [1,0,0,-1788,28942] 1 1 [] X1
+399650 b 1 [1,0,0,-226438,-41492508] 1 1 [] X1
+399650 c 1 [1,0,0,62,742] 1 1 [] X1
+399650 d 1 [1,0,0,-11533039988,476720218792592] 1 1 [] X1
+399652 a 1 [0,0,0,20407,-357519] 1 1 [] X1
+399652 b 1 [0,0,0,-11621,482197] 1 1 [] X1
+399652 c 1 [0,-1,0,116,29400] 1 1 [] X1
+399652 d 1 [0,0,0,-1760428495,28430058794582] 1 1 [] X1
+399653 a 1 [0,0,1,-266,-1588] 1 1 [] X1
+399655 a 1 [1,1,0,-14037,606536] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399655 a 2 [1,1,0,8408,2388669] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399656 a 1 [0,0,0,-187,-1098] 1 1 [] X1
+399657 a 1 [0,-1,1,-35,-85] 1 1 [] X1
+399658 a 1 [1,0,1,-2190667,1247811510] 1 1 [] X1
+399658 b 1 [1,0,1,-10340,403806] 1 1 [] X1
+399658 c 1 [1,1,0,-1039,-13321] 1 1 [] X1
+399658 d 1 [1,-1,0,-82523,-9117531] 1 1 [] X1
+399658 e 1 [1,0,1,-126617,17292412] 1 1 [] X1
+399658 f 1 [1,-1,0,-40,-46] 1 1 [] X1
+399658 g 1 [1,0,0,-27,-35] 1 1 [] X1
+399658 h 1 [1,1,1,-6026,-182505] 1 1 [] X1
+399660 a 1 [0,-1,0,-8350,296377] 1 1 [] X1
+399660 b 1 [0,-1,0,-50,105] 1 1 [] X1
+399660 c 1 [0,1,0,-2085,-36792] 3 2 [[1,1,0,1]] X6
+399660 c 2 [0,1,0,-60,-103212] 3 2 [[1,1,0,1]] X6
+399660 d 1 [0,1,0,-2845,-51400] 3 2 [[1,1,0,1]] X6
+399660 d 2 [0,1,0,-12220,466100] 3 2 [[1,1,0,1]] X6
+399663 a 1 [1,-1,0,-7101,-221292] 1 1 [] X1
+399663 b 1 [1,-1,0,-7471107,7853633640] 3 2 [[1,1,0,1]] X6
+399663 b 2 [1,-1,0,-9469422,3322654209] 3 2 [[1,1,0,1]] X6
+399664 a 1 [0,-1,0,-521,4757] 1 1 [] X1
+399665 a 1 [0,-1,1,-1749230,391552806] 1 1 [] X1
+399665 b 1 [0,1,1,-1386,-20330] 1 1 [] X1
+399665 c 1 [1,0,0,-6319495,6114124422] 1 1 [] X1
+399665 d 1 [1,1,1,-4801,125254] 3 2 [[1,1,0,1]] X6
+399665 d 2 [1,1,1,-1796,283918] 3 2 [[1,1,0,1]] X6
+399665 e 1 [1,1,1,-16771,828568] 3 2 [[1,1,0,1]] X6
+399665 e 2 [1,1,1,-13766,1138684] 3 2 [[1,1,0,1]] X6
+399665 f 1 [0,0,1,-262,997] 1 1 [] X1
+399665 g 1 [1,0,1,-634,-19679] 1 1 [] X1
+399665 h 1 [0,-1,1,-218596,-39281573] 1 1 [] X1
+399665 i 1 [0,1,1,-96,355] 1 1 [] X1
+399666 a 1 [1,1,0,-2041,-36479] 1 1 [] X1
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+399666 e 1 [1,0,1,18525864,85635918886] 1 1 [] X1
+399666 f 1 [1,0,1,14893,8240942] 1 1 [] X1
+399668 a 1 [0,-1,0,-948,-11032] 1 1 [] X1
+399669 a 1 [0,1,1,-262,-1700] 1 1 [] X1
+399670 a 1 [1,1,0,-6367480138,195253364941268] 1 1 [] X1
+399670 b 1 [1,1,0,-323,973] 1 1 [] X1
+399670 c 1 [1,1,0,-19673,-749723] 1 1 [] X1
+399670 d 1 [1,-1,0,-416729,-103445147] 1 1 [] X1
+399670 e 1 [1,1,0,-88,318] 1 1 [] X1
+399670 f 1 [1,1,1,-3021,62443] 1 1 [] X1
+399671 a 1 [1,-1,0,2660,365627] 1 1 [] X1
+399672 a 1 [0,0,0,1101,-5346] 1 1 [] X1
+399672 b 1 [0,0,0,6756,1398836] 1 1 [] X1
+399672 c 1 [0,0,0,-66,-608515] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 c 2 [0,0,0,-108111,-13465870] 6 2 [] X8
+399672 c 3 [0,0,0,-222771,20083646] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 c 4 [0,0,0,-1722171,-869886106] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 d 1 [0,0,0,-7750011,-7629278074] 3 2 [[1,1,0,1]] X6
+399672 d 2 [0,0,0,8783709,-35799430210] 3 2 [[1,1,0,1]] X6
+399672 e 1 [0,0,0,-7446,428321] 3 2 [[1,1,0,1]] X6
+399672 e 2 [0,0,0,-141951,20577170] 3 2 [[1,1,0,1]] X6
+399672 f 1 [0,0,0,-3891,-57346] 3 2 [[1,1,0,1]] X6
+399672 f 2 [0,0,0,-26571,1625510] 3 2 [[1,1,0,1]] X6
+399672 g 1 [0,0,0,-7446,-201035] 3 2 [[1,1,0,1]] X6
+399672 g 2 [0,0,0,15369,-1191206] 3 2 [[1,1,0,1]] X6
+399672 h 1 [0,0,0,-4611,91726] 1 1 [] X1
+399672 i 1 [0,0,0,-1791,5346] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399672 i 2 [0,0,0,7029,42390] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399672 j 1 [0,0,0,-192531,-32516066] 3 2 [[1,1,0,1]] X6
+399672 j 2 [0,0,0,-190011,-33408650] 3 2 [[1,1,0,1]] X6
+399672 k 1 [0,0,0,-9922611,12020859646] 3 2 [[1,1,0,1]] X6
+399672 k 2 [0,0,0,-158726091,769698419110] 3 2 [[1,1,0,1]] X6
+399672 l 1 [0,0,0,-13675548,-19607085916] 1 1 [] X1
+399672 m 1 [0,0,0,64079772,2125520402164] 1 1 [] X1
+399672 n 1 [0,0,0,-11028,-445916] 1 1 [] X1
+399672 o 1 [0,0,0,-5550,-159143] 3 2 [[1,1,0,1]] X6
+399672 o 2 [0,0,0,-5535,-160046] 3 2 [[1,1,0,1]] X6
+399672 p 1 [0,0,0,-8938695,10283087194] 3 2 [[1,1,0,1]] X6
+399672 p 2 [0,0,0,-10235235,7104749038] 3 2 [[1,1,0,1]] X6
+399672 q 1 [0,0,0,1590,147877] 3 2 [[1,1,0,1]] X6
+399672 q 2 [0,0,0,-34095,2296114] 3 2 [[1,1,0,1]] X6
+399672 r 1 [0,0,0,-2460,86452] 1 1 [] X1
+399672 s 1 [0,0,0,-116535,-15312022] 3 2 [[1,1,0,1]] X6
+399672 s 2 [0,0,0,-115995,-15460954] 3 2 [[1,1,0,1]] X6
+399672 t 1 [0,0,0,-1875,19294] 3 2 [[1,1,0,1]] X6
+399672 t 2 [0,0,0,5685,135718] 3 2 [[1,1,0,1]] X6
+399672 u 1 [0,0,0,-113655,14714282] 3 2 [[1,1,0,1]] X6
+399672 u 2 [0,0,0,-69915,26165414] 3 2 [[1,1,0,1]] X6
+399672 v 1 [0,0,0,-49950,4296861] 3 2 [[1,1,0,1]] X6
+399672 v 2 [0,0,0,-49815,4321242] 3 2 [[1,1,0,1]] X6
+399672 w 1 [0,0,0,-289470,-56843719] 3 2 [[1,1,0,1]] X6
+399672 w 2 [0,0,0,212865,-233364238] 3 2 [[1,1,0,1]] X6
+399672 x 1 [0,0,0,-163137706455,-25361774791804726] 3 2 [[1,1,0,1]] X6
+399672 x 2 [0,0,0,-163105819995,-25372184592214042] 3 2 [[1,1,0,1]] X6
+399672 y 1 [0,0,0,-315615,-40667902] 3 2 [[1,1,0,1]] X6
+399672 y 2 [0,0,0,980925,-289344274] 3 2 [[1,1,0,1]] X6
+399672 z 1 [0,0,0,-402555,98306822] 3 2 [[1,1,0,1]] X6
+399672 z 2 [0,0,0,-410115,94422494] 3 2 [[1,1,0,1]] X6
+399672 ba 1 [0,0,0,125493,-26940058] 1 1 [] X1
+399672 bb 1 [0,0,0,-21999,-1252942] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 bb 2 [0,0,0,-30819,-153970] 6 2 [] X8
+399672 bb 3 [0,0,0,-325659,71256278] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 bb 4 [0,0,0,122901,-1230010] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 bc 1 [0,0,0,-33977919,-75806123902] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 bc 2 [0,0,0,-55154739,30005974910] 6 2 [] X8
+399672 bc 3 [0,0,0,-665269419,6594229817030] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 bc 4 [0,0,0,216130821,237756456758] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399672 bd 1 [0,0,0,-59905299,26925555998] 3 2 [[1,1,0,1]] X6
+399672 bd 2 [0,0,0,236570181,214120174070] 3 2 [[1,1,0,1]] X6
+399672 be 1 [0,0,0,-1456374,672567145] 3 2 [[1,1,0,1]] X6
+399672 be 2 [0,0,0,-570639,1482306082] 3 2 [[1,1,0,1]] X6
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+399798 o 2 [1,-1,0,-7762662,8326555380] 3 2 [[1,1,0,1]] X6
+399798 p 1 [1,-1,0,-6102,-210956] 3 2 [[1,1,0,1]] X6
+399798 p 2 [1,-1,0,-101862,-12487388] 3 2 [[1,1,0,1]] X6
+399798 q 1 [1,-1,0,-231,-85123] 3 2 [[1,1,0,1]] X6
+399798 q 2 [1,-1,0,-30471,-2014435] 3 2 [[1,1,0,1]] X6
+399798 r 1 [1,-1,0,-298446,-59953276] 3 2 [[1,1,0,1]] X6
+399798 r 2 [1,-1,0,-4717266,-3942328528] 3 2 [[1,1,0,1]] X6
+399798 s 1 [1,-1,0,-61774263,186892074607] 1 1 [] X1
+399798 t 1 [1,-1,0,-881343,-318197363] 1 1 [] X1
+399798 u 1 [1,-1,0,-562023,-161234307] 1 1 [] X1
+399798 v 1 [1,-1,0,-14418,-525452] 1 1 [] X1
+399798 w 1 [1,-1,0,-15053299560,710882738542368] 1 1 [] X1
+399798 x 1 [1,-1,0,8280,136768] 3 2 [[1,1,0,1]] X6
+399798 x 2 [1,-1,0,-37080,1180048] 3 2 [[1,1,0,1]] X6
+399798 y 1 [1,-1,1,-632,-84905] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399798 y 2 [1,-1,1,-33122,-2294225] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399798 z 1 [1,-1,1,-26,3161] 3 2 [[1,1,0,1]] X6
+399798 z 2 [1,-1,1,-3386,75737] 3 2 [[1,1,0,1]] X6
+399798 ba 1 [1,-1,1,-33161,2231545] 3 2 [[1,1,0,1]] X6
+399798 ba 2 [1,-1,1,-524141,146186881] 3 2 [[1,1,0,1]] X6
+399798 bb 1 [1,-1,1,-9095,2204543] 1 1 [] X1
+399798 bc 1 [1,-1,1,-1122305,-2729096512207] 1 1 [] X1
+399798 bd 1 [1,-1,1,-803840,-8617754221] 3 2 [[1,1,0,1]] X6
+399798 bd 2 [1,-1,1,-68119700,-214119611629] 3 2 [[1,1,0,1]] X6
+399798 bd 3 [1,-1,1,7233385,232471990703] 3 2 [[1,1,0,1]] X6
+399798 bd 4 [1,-1,1,-526122455,4531533403439] 3 2 [[1,1,0,1]] X6
+399798 be 1 [1,-1,1,-451292,-27297633] 1 1 [] X1
+399798 bf 1 [1,-1,1,-786434,-270008319] 3 2 [[1,1,0,1]] X6
+399798 bf 2 [1,-1,1,-12605954,-17223927807] 3 2 [[1,1,0,1]] X6
+399798 bg 1 [1,-1,1,-47714,4463201] 3 2 [[1,1,0,1]] X6
+399798 bg 2 [1,-1,1,-786434,268629473] 3 2 [[1,1,0,1]] X6
+399798 bh 1 [1,-1,1,413626,417051605] 3 2 [[1,1,0,1]] X6
+399798 bh 2 [1,-1,1,-6481094,5894217173] 3 2 [[1,1,0,1]] X6
+399798 bi 1 [1,-1,1,-540491936,-163076308797] 1 1 [] X1
+399798 bj 1 [1,-1,1,-34403,1826979] 3 2 [[1,1,0,1]] X6
+399798 bj 2 [1,-1,1,85837,11686659] 3 2 [[1,1,0,1]] X6
+399798 bk 1 [1,-1,1,-1508168,-267470261] 3 2 [[1,1,0,1]] X6
+399798 bk 2 [1,-1,1,-19659728,-33521128181] 3 2 [[1,1,0,1]] X6
+399800 a 1 [0,1,0,-956528,359754448] 1 1 [] X1
+399800 b 1 [0,1,0,-108,4288] 1 1 [] X1
+399800 c 1 [0,-1,0,-153,877] 1 1 [] X1
+399800 d 1 [0,1,0,-3833,101963] 1 1 [] X1
+399800 e 1 [0,-1,0,-23913208,45017132412] 1 1 [] X1
+399800 f 1 [0,-1,0,12492,-24988] 3 2 [[1,1,0,1]] X6
+399800 f 2 [0,-1,0,-50008,-149988] 3 2 [[1,1,0,1]] X6
+399802 a 1 [1,0,0,7,-29] 1 1 [] X1
+399802 b 1 [1,1,1,-5201,-283473] 1 1 [] X1
+399806 a 1 [1,-1,0,-350,-1516] 1 1 [] X1
+399810 a 1 [1,1,0,-34563,-1785267] 1 1 [] X1
+399810 b 1 [1,1,0,-468,-3888] 1 1 [] X1
+399810 c 1 [1,1,0,-53473,-4781867] 1 1 [] X1
+399810 d 1 [1,1,0,-110052,-14065326] 1 1 [] X1
+399810 e 1 [1,1,0,-2657,-52299] 1 1 [] X1
+399810 f 1 [1,0,1,-7724,-256534] 1 1 [] X1
+399810 g 1 [1,0,1,-668,6428] 1 1 [] X1
+399810 h 1 [1,0,1,-2336358,-1374733694] 1 1 [] X1
+399810 i 1 [1,0,1,-413,-17344] 1 1 [] X1
+399810 j 1 [1,0,1,2463282,4346040448] 1 1 [] X1
+399810 k 1 [1,1,1,-10575921,13233621879] 1 1 [] X1
+399810 l 1 [1,1,1,-27370,-1751455] 1 1 [] X1
+399810 m 1 [1,0,0,6344,1027136] 1 1 [] X1
+399810 n 1 [1,0,0,-2597331,-1081110879] 1 1 [] X1
+399810 n 2 [1,0,0,-190504371,-1012074103935] 1 1 [] X1
+399810 o 1 [1,0,0,-1346,-19074] 1 1 [] X1
+399810 p 1 [1,0,0,-5,-183] 1 1 [] X1
+399811 a 1 [0,-1,1,-139,-2557] 1 1 [] X1
+399813 a 1 [1,1,1,-308,1952] 1 1 [] X1
+399813 b 1 [0,-1,1,-27,-37] 1 1 [] X1
+399813 c 1 [0,-1,1,-14100,242957] 1 1 [] X1
+399813 d 1 [0,-1,1,-32308,-2224449] 1 1 [] X1
+399817 a 1 [1,-1,0,4393,-177118] 1 1 [] X1
+399819 a 1 [0,-1,1,-7890,272600] 1 1 [] X1
+399819 b 1 [0,1,1,-3372,171452] 1 1 [] X1
+399819 c 1 [0,1,1,546,5630] 1 1 [] X1
+399819 d 1 [0,-1,1,79,-415] 1 1 [] X1
+399820 a 1 [0,-1,0,-6705,209150] 3 2 [[1,1,0,1]] X6
+399820 a 2 [0,-1,0,-106660,13443192] 3 2 [[1,1,0,1]] X6
+399820 b 1 [0,-1,0,-725,-7375] 1 1 [] X1
+399822 a 1 [1,1,0,6,-72] 1 1 [] X1
+399822 b 1 [1,0,1,578033,-271046206] 1 1 [] X1
+399822 c 1 [1,0,1,-2,-1126] 1 1 [] X1
+399822 d 1 [1,0,1,-246372,-47089310] 3 2 [[1,1,0,1]] X6
+399822 d 2 [1,0,1,-249332,-45900574] 3 2 [[1,1,0,1]] X6
+399822 e 1 [1,0,1,-70257875,-226673469394] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399822 e 2 [1,0,1,-69324755,-232986959314] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399822 f 1 [1,0,1,-470,3944] 1 1 [] X1
+399822 g 1 [1,1,1,-3939,-8601] 1 1 [] X1
+399822 h 1 [1,1,1,-1864,-6967] 1 1 [] X1
+399823 a 1 [1,0,1,-2307,74007] 1 1 [] X1
+399824 a 1 [0,1,0,-69,-209] 1 1 [] X1
+399824 b 1 [0,-1,0,-1608,25360] 1 1 [] X1
+399824 c 1 [0,-1,0,-1968,34240] 1 1 [] X1
+399825 a 1 [1,-1,1,-6305,56072] 3 2 [[1,1,0,1]] X6
+399825 a 2 [1,-1,1,24070,420572] 3 2 [[1,1,0,1]] X6
+399825 b 1 [1,-1,1,-10655,425972] 1 1 [] X1
+399825 c 1 [1,-1,1,87520,-106510228] 1 1 [] X1
+399825 d 1 [1,-1,1,-2255,21372] 1 1 [] X1
+399825 e 1 [1,-1,1,1345,7472] 1 1 [] X1
+399825 f 1 [0,0,1,1950,12906] 1 1 [] X1
+399825 g 1 [1,-1,0,-95892,-11405359] 1 1 [] X1
+399825 h 1 [0,0,1,-11325,464031] 1 1 [] X1
+399826 a 1 [1,0,1,-52,-90] 1 1 [] X1
+399826 b 1 [1,0,1,-6896,-132930] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399826 b 2 [1,0,1,-47856,3930302] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399826 c 1 [1,0,0,-9139,-316191] 1 1 [] X1
+399828 a 1 [0,-1,0,16195,1092201] 1 1 [] X1
+399828 b 1 [0,-1,0,-8443929,9447010794] 3 2 [[1,1,0,1]] X6
+399828 b 2 [0,-1,0,-8442764,9449746680] 3 2 [[1,1,0,1]] X6
+399828 c 1 [0,-1,0,-4641,-120042] 3 2 [[1,1,0,1]] X6
+399828 c 2 [0,-1,0,-3476,-182952] 3 2 [[1,1,0,1]] X6
+399828 d 1 [0,1,0,-2309,-73833] 1 1 [] X1
+399828 e 1 [0,1,0,-533,11124] 1 1 [] X1
+399828 f 1 [0,1,0,-64598313,199817298720] 3 2 [[1,1,0,1]] X6
+399828 f 2 [0,1,0,-64597148,199824867492] 3 2 [[1,1,0,1]] X6
+399828 f 3 [0,1,0,-64874433,198022632444] 3 2 [[1,1,0,1]] X6
+399828 f 4 [0,1,0,-1627748,567484467540] 3 2 [[1,1,0,1]] X6
+399828 g 1 [0,1,0,-1378213,625930724] 1 1 [] X1
+399828 g 2 [0,1,0,3870587,3341476136] 1 1 [] X1
+399829 a 1 [1,1,0,-49748,2853991] 1 1 [] X1
+399829 b 1 [1,1,0,-22,-37] 1 1 [] X1
+399830 a 1 [1,-1,0,-3329,-72947] 1 1 [] X1
+399830 b 1 [1,-1,0,-13289,592973] 1 1 [] X1
+399830 c 1 [1,0,0,-4680,-113600] 1 1 [] X1
+399830 d 1 [1,0,0,-30,-20] 1 1 [] X1
+399832 a 1 [0,0,0,-899,-6706] 1 1 [] X1
+399832 b 1 [0,-1,0,-1312,-996] 1 1 [] X1
+399832 c 1 [0,-1,0,24936,-4551268] 1 1 [] X1
+399833 a 1 [1,-1,0,-1435,-20576] 1 1 [] X1
+399833 b 1 [1,-1,0,5411,-119168] 1 1 [] X1
+399834 a 1 [1,-1,0,378,1944] 1 1 [] X1
+399834 b 1 [1,-1,0,5778,443092] 3 2 [[1,1,0,1]] X6
+399834 b 2 [1,-1,0,-64062,5569348] 3 2 [[1,1,0,1]] X6
+399834 c 1 [1,-1,0,-4236,273392] 1 1 [] X1
+399834 d 1 [1,-1,1,-7871,-224409] 1 1 [] X1
+399834 e 1 [1,-1,1,-66852905,-94793675799] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399834 e 2 [1,-1,1,235207255,-714500300055] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399836 a 1 [0,0,0,-1148,14969] 1 1 [] X1
+399836 b 1 [0,0,0,-848,-8059] 1 1 [] X1
+399836 c 1 [0,-1,0,-53121,4518902] 1 1 [] X1
+399838 a 1 [1,1,1,-37,-5] 1 1 [] X1
+399839 a 1 [0,-1,1,-45,75] 1 1 [] X1
+399839 b 1 [0,1,1,-20339,1109479] 1 1 [] X1
+399839 c 1 [0,0,1,-13234,570385] 1 1 [] X1
+399839 d 1 [1,-1,0,120076,14893921] 1 1 [] X1
+399840 a 1 [0,-1,0,-2466,200880] 3 2 [[1,1,0,1]] X6
+399840 a 2 [0,-1,0,-68616,6921720] 3 2 [[1,1,0,1]] X6
+399840 b 1 [0,-1,0,1454,-34124] 3 2 [[1,1,0,1]] X6
+399840 b 2 [0,-1,0,-11041,-356495] 3 2 [[1,1,0,1]] X6
+399840 c 1 [0,-1,0,-243546,45966096] 6 2 [] X8
+399840 c 2 [0,-1,0,-3887921,2951990721] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 c 3 [0,-1,0,-68616,110480280] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 c 4 [0,-1,0,-427296,-32605404] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 d 1 [0,-1,0,39674,2857660] 3 2 [[1,1,0,1]] X6
+399840 d 2 [0,-1,0,-222721,26945521] 3 2 [[1,1,0,1]] X6
+399840 e 1 [0,-1,0,-8346,543096] 3 2 [[1,1,0,1]] X6
+399840 e 2 [0,-1,0,-162696,25300836] 3 2 [[1,1,0,1]] X6
+399840 f 1 [0,-1,0,-15206,-510600] 12 4 [[3,0,0,1],[3,2,2,3],[3,0,0,3]] X24
+399840 f 2 [0,-1,0,-90176,10045176] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+399840 f 3 [0,-1,0,39919,-3410175] 12 4 [[3,3,0,1],[3,0,0,3],[1,2,0,1]] X27
+399840 f 4 [0,-1,0,-223456,-40577900] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+399840 g 1 [0,-1,0,-676461,-214175835] 1 1 [] X1
+399840 h 1 [0,-1,0,-3166,73060] 3 2 [[1,1,0,1]] X6
+399840 h 2 [0,-1,0,-51361,4497361] 3 2 [[1,1,0,1]] X6
+399840 i 1 [0,-1,0,-17936,-974364] 1 1 [] X1
+399840 j 1 [0,-1,0,-299896,63634516] 1 1 [] X1
+399840 k 1 [0,-1,0,-16721021,27140913045] 1 1 [] X1
+399840 l 1 [0,-1,0,6712739,-15636455435] 1 1 [] X1
+399840 m 1 [0,-1,0,1699,-230859] 1 1 [] X1
+399840 n 1 [0,-1,0,-7366,-62800184] 3 2 [[1,1,0,1]] X6
+399840 n 2 [0,-1,0,-2414736,-1422482760] 3 2 [[1,1,0,1]] X6
+399840 o 1 [0,-1,0,1456019,-136580219] 1 1 [] X1
+399840 p 1 [0,-1,0,-135746,-19170780] 3 2 [[1,1,0,1]] X6
+399840 p 2 [0,-1,0,-89441,-32497359] 3 2 [[1,1,0,1]] X6
+399840 q 1 [0,-1,0,-3655335581,-85377226634475] 1 1 [] X1
+399840 r 1 [0,-1,0,-65186,-7150884] 3 2 [[1,1,0,1]] X6
+399840 r 2 [0,-1,0,-1077281,-430004175] 3 2 [[1,1,0,1]] X6
+399840 s 1 [0,-1,0,-226,-11024] 3 2 [[1,1,0,1]] X6
+399840 s 2 [0,-1,0,-8976,-322524] 3 2 [[1,1,0,1]] X6
+399840 t 1 [0,-1,0,-1388186,629372640] 6 2 [] X8
+399840 t 2 [0,-1,0,-22204856,40280965656] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 t 3 [0,-1,0,-1034161,957695425] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 t 4 [0,-1,0,-1748336,277722180] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 u 1 [0,-1,0,1699,-61515] 1 1 [] X1
+399840 v 1 [0,-1,0,-5406,-356544] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399840 v 2 [0,-1,0,-115656,-15085944] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399840 w 1 [0,-1,0,-146663386,657504492940] 3 2 [[1,1,0,1]] X6
+399840 w 2 [0,-1,0,74602239,2467324546065] 3 2 [[1,1,0,1]] X6
+399840 x 1 [0,-1,0,-200566,-33742484] 3 2 [[1,1,0,1]] X6
+399840 x 2 [0,-1,0,-453441,68773041] 3 2 [[1,1,0,1]] X6
+399840 y 1 [0,-1,0,-1093696,608244820] 1 1 [] X1
+399840 z 1 [0,-1,0,-503981,-137547675] 1 1 [] X1
+399840 ba 1 [0,-1,0,1454,2920] 3 2 [[1,1,0,1]] X6
+399840 ba 2 [0,-1,0,-5896,29380] 3 2 [[1,1,0,1]] X6
+399840 bb 1 [0,-1,0,54,1296] 3 2 [[1,1,0,1]] X6
+399840 bb 2 [0,-1,0,-1521,22401] 3 2 [[1,1,0,1]] X6
+399840 bc 1 [0,-1,0,-41666,-3255384] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+399840 bc 2 [0,-1,0,-54161,-1128735] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+399840 bc 3 [0,-1,0,-29416,-5220284] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+399840 bc 4 [0,-1,0,-666416,-209172984] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+399840 bd 1 [0,-1,0,-25198266,-2389902896520] 3 2 [[1,1,0,1]] X6
+399840 bd 2 [0,-1,0,-2838227016,-57515139493020] 3 2 [[1,1,0,1]] X6
+399840 be 1 [0,-1,0,-441261186,3606913208340] 3 2 [[1,1,0,1]] X6
+399840 be 2 [0,-1,0,-7081616481,229377665167281] 3 2 [[1,1,0,1]] X6
+399840 bf 1 [0,-1,0,-30886,-1271864] 6 2 [] X8
+399840 bf 2 [0,-1,0,-210961,36435841] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bf 3 [0,-1,0,94064,-9068744] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bf 4 [0,-1,0,-439056,-111804300] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bg 1 [0,-1,0,-993246,-380613204] 3 2 [[1,1,0,1]] X6
+399840 bg 2 [0,-1,0,-889121,-463642479] 3 2 [[1,1,0,1]] X6
+399840 bh 1 [0,-1,0,-22066,659716] 3 2 [[1,1,0,1]] X6
+399840 bh 2 [0,-1,0,-167841,-25958799] 3 2 [[1,1,0,1]] X6
+399840 bi 1 [0,-1,0,-16886,3156336] 3 2 [[1,1,0,1]] X6
+399840 bi 2 [0,-1,0,-442136,113040936] 3 2 [[1,1,0,1]] X6
+399840 bj 1 [0,-1,0,-23466,1423080] 3 2 [[1,1,0,1]] X6
+399840 bj 2 [0,-1,0,-377841,89520705] 3 2 [[1,1,0,1]] X6
+399840 bk 1 [0,-1,0,-138686,19925340] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399840 bk 2 [0,-1,0,-136481,20587281] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399840 bl 1 [0,-1,0,-897010,448290592] 3 2 [[1,1,0,1]] X6
+399840 bl 2 [0,-1,0,-15780760,24131313592] 3 2 [[1,1,0,1]] X6
+399840 bm 1 [0,-1,0,-1149850,485816752] 3 2 [[1,1,0,1]] X6
+399840 bm 2 [0,-1,0,-18514225,30668573377] 3 2 [[1,1,0,1]] X6
+399840 bn 1 [0,-1,0,-87530,6148500] 3 2 [[1,1,0,1]] X6
+399840 bn 2 [0,-1,0,266495,43037905] 3 2 [[1,1,0,1]] X6
+399840 bo 1 [0,-1,0,-15010,-30008] 6 2 [] X8
+399840 bo 2 [0,-1,0,-160785,24780897] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bo 3 [0,-1,0,59960,-299900] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bo 4 [0,-1,0,-169360,-26701688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bp 1 [0,-1,0,-26217270,-12601056600] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+399840 bp 2 [0,-1,0,-249473520,1506613073400] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+399840 bp 3 [0,-1,0,101335855,-99311670975] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+399840 bp 4 [0,-1,0,-323773200,-2239390614348] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+399840 bq 1 [0,-1,0,1650,3312] 3 2 [[1,1,0,1]] X6
+399840 bq 2 [0,-1,0,-6680,33300] 3 2 [[1,1,0,1]] X6
+399840 br 1 [0,-1,0,-827430,1080968400] 3 2 [[1,1,0,1]] X6
+399840 br 2 [0,-1,0,-21664680,38729711700] 3 2 [[1,1,0,1]] X6
+399840 bs 1 [0,-1,0,1650,-540000] 3 2 [[1,1,0,1]] X6
+399840 bs 2 [0,-1,0,-90225,-10113375] 3 2 [[1,1,0,1]] X6
+399840 bt 1 [0,-1,0,-450,2052] 3 2 [[1,1,0,1]] X6
+399840 bt 2 [0,-1,0,-3425,-74703] 3 2 [[1,1,0,1]] X6
+399840 bu 1 [0,-1,0,-514250,-6967500000] 3 2 [[1,1,0,1]] X6
+399840 bu 2 [0,-1,0,-57923000,-167666073000] 3 2 [[1,1,0,1]] X6
+399840 bv 1 [0,-1,0,-4230,-99000] 6 2 [] X8
+399840 bv 2 [0,-1,0,-12560,420792] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bv 3 [0,-1,0,3120,-413580] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bv 4 [0,-1,0,-66705,-6608895] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 bw 1 [0,-1,0,2630,449800] 3 2 [[1,1,0,1]] X6
+399840 bw 2 [0,-1,0,-74545,7534465] 3 2 [[1,1,0,1]] X6
+399840 bx 1 [0,-1,0,-10285,-398075] 1 1 [] X1
+399840 by 1 [0,-1,0,-53591120,208520791032] 1 1 [] X1
+399840 bz 1 [0,-1,0,-9827750,-11593327500] 3 2 [[1,1,0,1]] X6
+399840 bz 2 [0,-1,0,-22218625,23544715825] 3 2 [[1,1,0,1]] X6
+399840 ca 1 [0,-1,0,83235,-20933163] 1 1 [] X1
+399840 cb 1 [0,-1,0,18048595,18942840645] 1 1 [] X1
+399840 cc 1 [0,-1,0,-11090,-3803400] 3 2 [[1,1,0,1]] X6
+399840 cc 2 [0,-1,0,-439840,-111505400] 3 2 [[1,1,0,1]] X6
+399840 cd 1 [0,-1,0,-310,-8840] 3 2 [[1,1,0,1]] X6
+399840 cd 2 [0,-1,0,-8640,-305388] 3 2 [[1,1,0,1]] X6
+399840 ce 1 [0,-1,0,-598110,178158492] 3 2 [[1,1,0,1]] X6
+399840 ce 2 [0,-1,0,-493985,242070417] 3 2 [[1,1,0,1]] X6
+399840 cf 1 [0,-1,0,-66910790,210686592600] 24 8 [[3,6,2,5],[3,6,0,5],[1,2,0,5]] X38a
+399840 cf 2 [0,-1,0,-1070571665,13482897271425] 24 8 [[3,3,4,5],[1,1,4,5],[3,3,0,5]] X34a
+399840 cf 3 [0,-1,0,-65919520,217230560632] 24 8 [[1,1,4,5],[1,0,0,3],[1,0,4,7]] X34d
+399840 cf 4 [0,-1,0,-67903040,204116706900] 24 8 [[5,0,4,3],[5,5,0,1],[3,0,4,3]] X44b
+399840 cg 1 [0,-1,0,-3820350,-2892586248] 3 2 [[1,1,0,1]] X6
+399840 cg 2 [0,-1,0,-61242225,-184449070623] 3 2 [[1,1,0,1]] X6
+399840 ch 1 [0,-1,0,-95686285,386834352997] 1 1 [] X1
+399840 ci 1 [0,-1,0,-9130,-141728] 6 2 [] X8
+399840 ci 2 [0,-1,0,-75280,7875652] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ci 3 [0,-1,0,32520,-1108008] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ci 4 [0,-1,0,-121585,-16267775] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 cj 1 [0,-1,0,-5210,-140748] 3 2 [[1,1,0,1]] X6
+399840 cj 2 [0,-1,0,-65,-411375] 3 2 [[1,1,0,1]] X6
+399840 ck 1 [0,-1,0,5570,-112328] 3 2 [[1,1,0,1]] X6
+399840 ck 2 [0,-1,0,-27505,-965663] 3 2 [[1,1,0,1]] X6
+399840 cl 1 [0,-1,0,136995,-45626475] 1 1 [] X1
+399840 cm 1 [0,-1,0,-4230,-37260] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399840 cm 2 [0,-1,0,15615,-303183] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399840 cn 1 [0,-1,0,-211010,-101538408] 3 2 [[1,1,0,1]] X6
+399840 cn 2 [0,-1,0,-4804760,-4046650908] 3 2 [[1,1,0,1]] X6
+399840 co 1 [0,-1,0,377970,104594400] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399840 co 2 [0,-1,0,-2378280,1032899400] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399840 cp 1 [0,-1,0,-341245,79225525] 1 1 [] X1
+399840 cq 1 [0,-1,0,-6120,187272] 1 1 [] X1
+399840 cr 1 [0,-1,0,-878880,-335964600] 1 1 [] X1
+399840 cs 1 [0,-1,0,-155150,24749292] 3 2 [[1,1,0,1]] X6
+399840 cs 2 [0,-1,0,-2516705,1537561425] 3 2 [[1,1,0,1]] X6
+399840 ct 1 [0,-1,0,-945030,353403072] 6 2 [] X8
+399840 ct 2 [0,-1,0,-15114360,22621922100] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ct 3 [0,-1,0,-653480,575214312] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ct 4 [0,-1,0,-1242705,112345857] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 cu 1 [0,-1,0,-170830,31466800] 3 2 [[1,1,0,1]] X6
+399840 cu 2 [0,-1,0,-2849905,1852701985] 3 2 [[1,1,0,1]] X6
+399840 cv 1 [0,-1,0,-2647290,629001612] 3 2 [[1,1,0,1]] X6
+399840 cv 2 [0,-1,0,9705855,4821659025] 3 2 [[1,1,0,1]] X6
+399840 cw 1 [0,-1,0,-170,1632] 3 2 [[1,1,0,1]] X6
+399840 cw 2 [0,-1,0,-3320,74712] 3 2 [[1,1,0,1]] X6
+399840 cx 1 [0,-1,0,810,8100] 3 2 [[1,1,0,1]] X6
+399840 cx 2 [0,-1,0,-4545,79857] 3 2 [[1,1,0,1]] X6
+399840 cy 1 [0,-1,0,-21870,409032] 6 2 [] X8
+399840 cy 2 [0,-1,0,-279120,56798232] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 cy 3 [0,-1,0,82255,3095457] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 cy 4 [0,-1,0,-196800,-33247500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 cz 1 [0,1,0,-23466,-1423080] 3 2 [[1,1,0,1]] X6
+399840 cz 2 [0,1,0,-377841,-89520705] 3 2 [[1,1,0,1]] X6
+399840 da 1 [0,1,0,-138686,-19925340] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399840 da 2 [0,1,0,-136481,-20587281] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399840 db 1 [0,1,0,-41666,3255384] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+399840 db 2 [0,1,0,-666416,209172984] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+399840 db 3 [0,1,0,-29416,5220284] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+399840 db 4 [0,1,0,-54161,1128735] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+399840 dc 1 [0,1,0,-25198266,2389902896520] 3 2 [[1,1,0,1]] X6
+399840 dc 2 [0,1,0,-2838227016,57515139493020] 3 2 [[1,1,0,1]] X6
+399840 dd 1 [0,1,0,-30886,1271864] 6 2 [] X8
+399840 dd 2 [0,1,0,-439056,111804300] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 dd 3 [0,1,0,94064,9068744] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 dd 4 [0,1,0,-210961,-36435841] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 de 1 [0,1,0,-441261186,-3606913208340] 3 2 [[1,1,0,1]] X6
+399840 de 2 [0,1,0,-7081616481,-229377665167281] 3 2 [[1,1,0,1]] X6
+399840 df 1 [0,1,0,-22066,-659716] 3 2 [[1,1,0,1]] X6
+399840 df 2 [0,1,0,-167841,25958799] 3 2 [[1,1,0,1]] X6
+399840 dg 1 [0,1,0,-993246,380613204] 3 2 [[1,1,0,1]] X6
+399840 dg 2 [0,1,0,-889121,463642479] 3 2 [[1,1,0,1]] X6
+399840 dh 1 [0,1,0,-16886,-3156336] 3 2 [[1,1,0,1]] X6
+399840 dh 2 [0,1,0,-442136,-113040936] 3 2 [[1,1,0,1]] X6
+399840 di 1 [0,1,0,1699,61515] 1 1 [] X1
+399840 dj 1 [0,1,0,-200566,33742484] 3 2 [[1,1,0,1]] X6
+399840 dj 2 [0,1,0,-453441,-68773041] 3 2 [[1,1,0,1]] X6
+399840 dk 1 [0,1,0,-5406,356544] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399840 dk 2 [0,1,0,-115656,15085944] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399840 dl 1 [0,1,0,-146663386,-657504492940] 3 2 [[1,1,0,1]] X6
+399840 dl 2 [0,1,0,74602239,-2467324546065] 3 2 [[1,1,0,1]] X6
+399840 dm 1 [0,1,0,-1093696,-608244820] 1 1 [] X1
+399840 dn 1 [0,1,0,-503981,137547675] 1 1 [] X1
+399840 do 1 [0,1,0,54,-1296] 3 2 [[1,1,0,1]] X6
+399840 do 2 [0,1,0,-1521,-22401] 3 2 [[1,1,0,1]] X6
+399840 dp 1 [0,1,0,1454,-2920] 3 2 [[1,1,0,1]] X6
+399840 dp 2 [0,1,0,-5896,-29380] 3 2 [[1,1,0,1]] X6
+399840 dq 1 [0,1,0,1699,230859] 1 1 [] X1
+399840 dr 1 [0,1,0,-7366,62800184] 3 2 [[1,1,0,1]] X6
+399840 dr 2 [0,1,0,-2414736,1422482760] 3 2 [[1,1,0,1]] X6
+399840 ds 1 [0,1,0,1456019,136580219] 1 1 [] X1
+399840 dt 1 [0,1,0,-135746,19170780] 3 2 [[1,1,0,1]] X6
+399840 dt 2 [0,1,0,-89441,32497359] 3 2 [[1,1,0,1]] X6
+399840 du 1 [0,1,0,-3655335581,85377226634475] 1 1 [] X1
+399840 dv 1 [0,1,0,-65186,7150884] 3 2 [[1,1,0,1]] X6
+399840 dv 2 [0,1,0,-1077281,430004175] 3 2 [[1,1,0,1]] X6
+399840 dw 1 [0,1,0,-226,11024] 3 2 [[1,1,0,1]] X6
+399840 dw 2 [0,1,0,-8976,322524] 3 2 [[1,1,0,1]] X6
+399840 dx 1 [0,1,0,-1388186,-629372640] 6 2 [] X8
+399840 dx 2 [0,1,0,-1748336,-277722180] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 dx 3 [0,1,0,-1034161,-957695425] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 dx 4 [0,1,0,-22204856,-40280965656] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 dy 1 [0,1,0,-299896,-63634516] 1 1 [] X1
+399840 dz 1 [0,1,0,-16721021,-27140913045] 1 1 [] X1
+399840 ea 1 [0,1,0,6712739,15636455435] 1 1 [] X1
+399840 eb 1 [0,1,0,-17936,974364] 1 1 [] X1
+399840 ec 1 [0,1,0,1454,34124] 3 2 [[1,1,0,1]] X6
+399840 ec 2 [0,1,0,-11041,356495] 3 2 [[1,1,0,1]] X6
+399840 ed 1 [0,1,0,39674,-2857660] 3 2 [[1,1,0,1]] X6
+399840 ed 2 [0,1,0,-222721,-26945521] 3 2 [[1,1,0,1]] X6
+399840 ee 1 [0,1,0,-243546,-45966096] 6 2 [] X8
+399840 ee 2 [0,1,0,-427296,32605404] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ee 3 [0,1,0,-68616,-110480280] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ee 4 [0,1,0,-3887921,-2951990721] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ef 1 [0,1,0,-8346,-543096] 3 2 [[1,1,0,1]] X6
+399840 ef 2 [0,1,0,-162696,-25300836] 3 2 [[1,1,0,1]] X6
+399840 eg 1 [0,1,0,-15206,510600] 12 4 [[3,0,0,1],[3,2,2,3],[3,0,0,3]] X24
+399840 eg 2 [0,1,0,-223456,40577900] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+399840 eg 3 [0,1,0,39919,3410175] 12 4 [[3,3,0,1],[3,0,0,3],[1,2,0,1]] X27
+399840 eg 4 [0,1,0,-90176,-10045176] 12 8 [[7,0,0,1],[7,7,4,3],[5,0,0,1],[3,0,0,3]] X32
+399840 eh 1 [0,1,0,-676461,214175835] 1 1 [] X1
+399840 ei 1 [0,1,0,-3166,-73060] 3 2 [[1,1,0,1]] X6
+399840 ei 2 [0,1,0,-51361,-4497361] 3 2 [[1,1,0,1]] X6
+399840 ej 1 [0,1,0,-2466,-200880] 3 2 [[1,1,0,1]] X6
+399840 ej 2 [0,1,0,-68616,-6921720] 3 2 [[1,1,0,1]] X6
+399840 ek 1 [0,1,0,-155150,-24749292] 3 2 [[1,1,0,1]] X6
+399840 ek 2 [0,1,0,-2516705,-1537561425] 3 2 [[1,1,0,1]] X6
+399840 el 1 [0,1,0,-945030,-353403072] 6 2 [] X8
+399840 el 2 [0,1,0,-1242705,-112345857] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 el 3 [0,1,0,-653480,-575214312] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 el 4 [0,1,0,-15114360,-22621922100] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 em 1 [0,1,0,-2647290,-629001612] 3 2 [[1,1,0,1]] X6
+399840 em 2 [0,1,0,9705855,-4821659025] 3 2 [[1,1,0,1]] X6
+399840 en 1 [0,1,0,-170830,-31466800] 3 2 [[1,1,0,1]] X6
+399840 en 2 [0,1,0,-2849905,-1852701985] 3 2 [[1,1,0,1]] X6
+399840 eo 1 [0,1,0,-170,-1632] 3 2 [[1,1,0,1]] X6
+399840 eo 2 [0,1,0,-3320,-74712] 3 2 [[1,1,0,1]] X6
+399840 ep 1 [0,1,0,-21870,-409032] 6 2 [] X8
+399840 ep 2 [0,1,0,-196800,33247500] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ep 3 [0,1,0,82255,-3095457] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ep 4 [0,1,0,-279120,-56798232] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 eq 1 [0,1,0,810,-8100] 3 2 [[1,1,0,1]] X6
+399840 eq 2 [0,1,0,-4545,-79857] 3 2 [[1,1,0,1]] X6
+399840 er 1 [0,1,0,-878880,335964600] 1 1 [] X1
+399840 es 1 [0,1,0,136995,45626475] 1 1 [] X1
+399840 et 1 [0,1,0,-211010,101538408] 3 2 [[1,1,0,1]] X6
+399840 et 2 [0,1,0,-4804760,4046650908] 3 2 [[1,1,0,1]] X6
+399840 eu 1 [0,1,0,-4230,37260] 6 4 [[1,1,0,1],[3,0,2,1]] X9
+399840 eu 2 [0,1,0,15615,303183] 6 4 [[1,0,2,1],[3,3,0,1],[1,2,0,1]] X10
+399840 ev 1 [0,1,0,377970,-104594400] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399840 ev 2 [0,1,0,-2378280,-1032899400] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399840 ew 1 [0,1,0,-341245,-79225525] 1 1 [] X1
+399840 ex 1 [0,1,0,-6120,-187272] 1 1 [] X1
+399840 ey 1 [0,1,0,18048595,-18942840645] 1 1 [] X1
+399840 ez 1 [0,1,0,-11090,3803400] 3 2 [[1,1,0,1]] X6
+399840 ez 2 [0,1,0,-439840,111505400] 3 2 [[1,1,0,1]] X6
+399840 fa 1 [0,1,0,-310,8840] 3 2 [[1,1,0,1]] X6
+399840 fa 2 [0,1,0,-8640,305388] 3 2 [[1,1,0,1]] X6
+399840 fb 1 [0,1,0,-66910790,-210686592600] 24 8 [[3,6,2,5],[3,6,0,5],[1,2,0,5]] X38a
+399840 fb 2 [0,1,0,-67903040,-204116706900] 24 8 [[5,0,4,3],[5,5,0,1],[3,0,4,3]] X44b
+399840 fb 3 [0,1,0,-65919520,-217230560632] 24 8 [[3,3,4,5],[1,1,4,5],[3,3,0,5]] X34a
+399840 fb 4 [0,1,0,-1070571665,-13482897271425] 24 8 [[1,1,4,5],[1,0,0,3],[1,0,4,7]] X34d
+399840 fc 1 [0,1,0,-598110,-178158492] 3 2 [[1,1,0,1]] X6
+399840 fc 2 [0,1,0,-493985,-242070417] 3 2 [[1,1,0,1]] X6
+399840 fd 1 [0,1,0,-3820350,2892586248] 3 2 [[1,1,0,1]] X6
+399840 fd 2 [0,1,0,-61242225,184449070623] 3 2 [[1,1,0,1]] X6
+399840 fe 1 [0,1,0,-95686285,-386834352997] 1 1 [] X1
+399840 ff 1 [0,1,0,-9130,141728] 6 2 [] X8
+399840 ff 2 [0,1,0,-121585,16267775] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ff 3 [0,1,0,32520,1108008] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 ff 4 [0,1,0,-75280,-7875652] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 fg 1 [0,1,0,5570,112328] 3 2 [[1,1,0,1]] X6
+399840 fg 2 [0,1,0,-27505,965663] 3 2 [[1,1,0,1]] X6
+399840 fh 1 [0,1,0,-5210,140748] 3 2 [[1,1,0,1]] X6
+399840 fh 2 [0,1,0,-65,411375] 3 2 [[1,1,0,1]] X6
+399840 fi 1 [0,1,0,2630,-449800] 3 2 [[1,1,0,1]] X6
+399840 fi 2 [0,1,0,-74545,-7534465] 3 2 [[1,1,0,1]] X6
+399840 fj 1 [0,1,0,-10285,398075] 1 1 [] X1
+399840 fk 1 [0,1,0,-53591120,-208520791032] 1 1 [] X1
+399840 fl 1 [0,1,0,-9827750,11593327500] 3 2 [[1,1,0,1]] X6
+399840 fl 2 [0,1,0,-22218625,-23544715825] 3 2 [[1,1,0,1]] X6
+399840 fm 1 [0,1,0,83235,20933163] 1 1 [] X1
+399840 fn 1 [0,1,0,-26217270,12601056600] 12 8 [[1,0,6,7],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X38
+399840 fn 2 [0,1,0,-323773200,2239390614348] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+399840 fn 3 [0,1,0,101335855,99311670975] 12 8 [[5,0,4,3],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X34
+399840 fn 4 [0,1,0,-249473520,-1506613073400] 12 8 [[3,0,0,5],[1,1,0,5],[3,0,0,3],[1,0,4,1]] X44
+399840 fo 1 [0,1,0,-15010,30008] 6 2 [] X8
+399840 fo 2 [0,1,0,-169360,26701688] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 fo 3 [0,1,0,59960,299900] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 fo 4 [0,1,0,-160785,-24780897] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 fp 1 [0,1,0,1650,-3312] 3 2 [[1,1,0,1]] X6
+399840 fp 2 [0,1,0,-6680,-33300] 3 2 [[1,1,0,1]] X6
+399840 fq 1 [0,1,0,-827430,-1080968400] 3 2 [[1,1,0,1]] X6
+399840 fq 2 [0,1,0,-21664680,-38729711700] 3 2 [[1,1,0,1]] X6
+399840 fr 1 [0,1,0,1650,540000] 3 2 [[1,1,0,1]] X6
+399840 fr 2 [0,1,0,-90225,10113375] 3 2 [[1,1,0,1]] X6
+399840 fs 1 [0,1,0,-450,-2052] 3 2 [[1,1,0,1]] X6
+399840 fs 2 [0,1,0,-3425,74703] 3 2 [[1,1,0,1]] X6
+399840 ft 1 [0,1,0,-514250,6967500000] 3 2 [[1,1,0,1]] X6
+399840 ft 2 [0,1,0,-57923000,167666073000] 3 2 [[1,1,0,1]] X6
+399840 fu 1 [0,1,0,-4230,99000] 6 2 [] X8
+399840 fu 2 [0,1,0,-66705,6608895] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 fu 3 [0,1,0,3120,413580] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 fu 4 [0,1,0,-12560,-420792] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399840 fv 1 [0,1,0,-897010,-448290592] 3 2 [[1,1,0,1]] X6
+399840 fv 2 [0,1,0,-15780760,-24131313592] 3 2 [[1,1,0,1]] X6
+399840 fw 1 [0,1,0,-1149850,-485816752] 3 2 [[1,1,0,1]] X6
+399840 fw 2 [0,1,0,-18514225,-30668573377] 3 2 [[1,1,0,1]] X6
+399840 fx 1 [0,1,0,-87530,-6148500] 3 2 [[1,1,0,1]] X6
+399840 fx 2 [0,1,0,266495,-43037905] 3 2 [[1,1,0,1]] X6
+399843 a 1 [1,-1,1,-360320,83339286] 1 1 [] X1
+399843 b 1 [1,-1,1,-20,50] 1 1 [] X1
+399843 c 1 [1,-1,0,-3242877,-2246917852] 1 1 [] X1
+399843 d 1 [1,-1,0,-177,-1180] 1 1 [] X1
+399845 a 1 [1,0,1,-954709,359089171] 1 1 [] X1
+399846 a 1 [1,0,1,-55250,-48993820] 1 1 [] X1
+399846 b 1 [1,0,1,4247,-227476] 1 1 [] X1
+399846 c 1 [1,0,1,272,254] 1 1 [] X1
+399846 d 1 [1,1,1,-1605,24219] 1 1 [] X1
+399846 e 1 [1,0,0,11921,-20935] 1 1 [] X1
+399846 f 1 [1,0,0,-9375,348633] 1 1 [] X1
+399848 a 1 [0,0,0,-226,-1307] 1 1 [] X1
+399848 b 1 [0,1,0,855488,72446640] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399848 b 2 [0,1,0,-3526952,584315632] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399848 c 1 [0,-1,0,-1759,-27064] 1 1 [] X1
+399848 d 1 [0,0,0,-1754,177269] 1 1 [] X1
+399848 e 1 [0,1,0,-9952,361456] 1 1 [] X1
+399848 f 1 [0,-1,0,-2327,-90004] 1 1 [] X1
+399848 g 1 [0,-1,0,260,1284] 1 1 [] X1
+399849 a 1 [0,-1,1,-81102,-8862892] 1 1 [] X1
+399850 a 1 [1,1,0,-9650,-479750] 1 1 [] X1
+399850 b 1 [1,1,0,-20650,-5180500] 1 1 [] X1
+399850 c 1 [1,-1,0,-11692,491216] 1 1 [] X1
+399851 a 1 [1,1,1,-19,36] 1 1 [] X1
+399852 a 1 [0,0,0,-5817,-179615] 1 1 [] X1
+399852 b 1 [0,0,0,-74316,-7791595] 3 2 [[1,1,0,1]] X6
+399852 b 2 [0,0,0,-91551,-3906826] 3 2 [[1,1,0,1]] X6
+399855 a 1 [0,-1,1,360,-5974] 1 1 [] X1
+399855 b 1 [0,1,1,-280800,-57365896] 1 1 [] X1
+399855 c 1 [1,1,1,1660,-50848] 1 1 [] X1
+399855 d 1 [1,0,0,-1743256,-936174889] 3 2 [[1,1,0,1]] X6
+399855 d 2 [1,0,0,-28328151,-58035212370] 3 2 [[1,1,0,1]] X6
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+399855 f 1 [0,1,1,-848653121,9515476083485] 1 1 [] X1
+399855 g 1 [0,1,1,57325069,-227799666919] 1 1 [] X1
+399855 g 2 [0,1,1,-1871215271,-31287312611290] 1 1 [] X1
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+399855 i 1 [1,1,0,-507663,1392994368] 3 2 [[1,1,0,1]] X6
+399855 i 2 [1,1,0,-22070858,39650414937] 3 2 [[1,1,0,1]] X6
+399856 a 1 [0,1,0,-558122,-160729721] 1 1 [] X1
+399856 b 1 [0,-1,0,-60,203] 1 1 [] X1
+399859 a 1 [0,-1,1,-111,490] 1 1 [] X1
+399860 a 1 [0,0,0,-92,-151] 1 1 [] X1
+399861 a 1 [0,0,1,-20340,-1182850] 1 1 [] X1
+399861 b 1 [1,-1,0,-8568,-189189] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399861 b 2 [1,-1,0,-57573,5191560] 6 2 [] X8
+399861 b 3 [1,-1,0,-914418,336790575] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399861 b 4 [1,-1,0,15192,17372421] 6 4 [[3,0,0,1],[1,1,0,1],[3,0,0,3]] X13
+399861 c 1 [1,-1,0,-4212,70227] 3 2 [[1,1,0,1]] X6
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+399861 d 1 [1,-1,0,-262431,-51661800] 3 2 [[1,1,0,1]] X6
+399861 d 2 [1,-1,0,-302526,-34797843] 3 2 [[1,1,0,1]] X6
+399861 e 1 [0,0,1,51,-711] 1 1 [] X1
+399864 a 1 [0,-1,0,-124,484] 1 1 [] X1
+399864 b 1 [0,-1,0,-639,-1296] 1 1 [] X1
+399864 c 1 [0,-1,0,-268,1825] 1 1 [] X1
+399867 a 1 [0,1,1,13,29] 1 1 [] X1
+399868 a 1 [0,0,0,-5,61] 1 1 [] X1
+399868 b 1 [0,-1,0,-602,-6223] 1 1 [] X1
+399870 a 1 [1,-1,0,-11919,-498067] 1 1 [] X1
+399870 b 1 [1,-1,0,-26664,-4111552] 1 1 [] X1
+399870 c 1 [1,-1,1,-2963,153267] 1 1 [] X1
+399870 d 1 [1,-1,1,-107273,13555081] 1 1 [] X1
+399873 a 1 [0,1,1,-100019,-12209740] 1 1 [] X1
+399874 a 1 [1,-1,0,-131852,-18340400] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399874 a 2 [1,-1,0,-74092,-34547856] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399874 b 1 [1,1,1,-698871,-225167483] 1 1 [] X1
+399874 c 1 [1,-1,1,-4165,-102407] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
+399874 c 2 [1,-1,1,-4155,-102931] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
+399874 d 1 [1,0,0,-145,649] 1 1 [] X1
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+399876 a 1 [0,1,0,-377,1680] 3 2 [[1,1,0,1]] X6
+399876 a 2 [0,1,0,-2492,-47388] 3 2 [[1,1,0,1]] X6
+399878 a 1 [1,1,0,-324,-2156] 1 1 [] X1
+399878 b 1 [1,1,1,-1459374,-679182613] 1 1 [] X1
+399879 a 1 [1,-1,1,-1904,-26062] 3 2 [[1,1,0,1]] X6
+399879 a 2 [1,-1,1,-8969,304580] 3 2 [[1,1,0,1]] X6
+399882 a 1 [1,1,0,-3120610,-2280301376] 6 8 [[1,1,0,1],[7,0,0,1],[5,0,2,1]] X16
+399882 a 2 [1,1,0,-50950300,-140001110762] 6 8 [[1,0,2,1],[1,0,0,7],[1,1,0,5]] X17
+399882 b 1 [1,0,1,283,-8566] 1 1 [] X1
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+399882 d 1 [1,0,1,-182830,-26360224] 3 2 [[1,1,0,1]] X6
+399882 d 2 [1,0,1,-756270,226412128] 3 2 [[1,1,0,1]] X6
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+399885 a 1 [1,1,1,-835,-9760] 3 2 [[1,1,0,1]] X6
+399885 a 2 [1,1,1,-13410,-603300] 3 2 [[1,1,0,1]] X6
+399885 b 1 [1,1,0,-93,1122] 1 1 [] X1
+399886 a 1 [1,-1,0,22,-52] 1 1 [] X1
+399888 a 1 [0,0,0,2481,19006] 1 1 [] X1
+399888 b 1 [0,0,0,-12459,-541766] 1 1 [] X1
+399888 c 1 [0,0,0,-219,3994] 1 1 [] X1
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+399888 f 2 [0,0,0,-18656211,-22312797550] 12 8 [[3,0,0,5],[3,0,6,7],[3,0,0,3],[3,6,6,7]] X46
+399888 f 3 [0,0,0,48528429,-146375953774] 12 8 [[1,1,0,5],[3,0,0,1],[3,0,0,3],[1,0,4,1]] X48
+399888 f 4 [0,0,0,-274584531,-1751108599150] 12 8 [[7,0,0,1],[7,7,4,3],[3,0,0,3],[7,0,4,3]] X33
+399888 g 1 [0,0,0,-17523,1152306] 1 1 [] X1
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+399888 j 1 [0,0,0,-345,-101] 1 1 [] X1
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+399888 l 1 [0,0,0,-43275,-2962879] 1 1 [] X1
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+399888 s 1 [0,0,0,-129,-493] 1 1 [] X1
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+399888 u 2 [0,0,0,22704,3725327] 1 1 [] X1
+399888 v 1 [0,0,0,24,27] 1 1 [] X1
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+399889 b 1 [1,1,0,-907,14442] 1 1 [] X1
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+399893 a 1 [1,1,0,-636,5915] 3 2 [[1,1,0,1]] X6
+399893 a 2 [1,1,0,-571,7254] 3 2 [[1,1,0,1]] X6
+399894 a 1 [1,1,0,-32244,-2242224] 1 1 [] X1
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+399894 f 1 [1,1,0,126,4212] 1 1 [] X1
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+399894 g 2 [1,1,0,-588404,79608060] 12 8 [[1,0,2,1],[1,0,0,7],[3,6,0,5],[1,2,0,5]] X8c
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+399894 g 4 [1,1,0,2057866,600923250] 12 8 [[1,1,0,3],[5,5,0,1],[3,0,0,1],[1,0,4,1]] X13g
+399894 h 1 [1,0,1,-1310,-15370] 1 1 [] X1
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+399894 o 4 [1,1,1,-4866794,-4121857519] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399894 p 1 [1,1,1,-2371,44195] 1 1 [] X1
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+399894 r 2 [1,1,1,-153387918,-731360504757] 6 8 [[1,0,2,1],[1,0,0,3],[1,1,0,5]] X19
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+399894 t 1 [1,1,1,-3048300,2046527493] 1 1 [] X1
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+399894 u 2 [1,1,1,-13862,420131] 12 4 [[1,0,0,3],[1,0,2,1],[3,2,0,1]] X8d
+399894 u 3 [1,1,1,38698,2900963] 12 4 [[3,0,0,1],[1,1,0,3]] X13h
+399894 u 4 [1,1,1,-86902,-9571741] 12 4 [[1,0,0,3],[3,3,0,1]] X13f
+399894 v 1 [1,1,1,-167987,-26570959] 6 8 [[1,1,0,1],[7,0,2,1],[5,0,2,1]] X15
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+399894 w 1 [1,0,0,-80783617,-240455491831] 1 1 [] X1
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+399894 bb 2 [1,0,0,-540064897,4833549660065] 3 2 [[1,1,0,1]] X6
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+399900 o 2 [0,1,0,-21306508,-15479914012] 3 2 [[1,1,0,1]] X6
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+399900 q 1 [0,1,0,-135658,-25473187] 1 1 [] X1
+399900 r 1 [0,1,0,-54933,-5879097] 1 1 [] X1
+399900 s 1 [0,1,0,-5333,251463] 1 1 [] X1
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+399900 u 1 [0,1,0,-48633,4111488] 3 2 [[1,1,0,1]] X6
+399900 u 2 [0,1,0,-52508,3413988] 3 2 [[1,1,0,1]] X6
+399900 v 1 [0,1,0,309667,-61743537] 1 1 [] X1
+399900 w 1 [0,1,0,-4646158,3853138313] 1 1 [] X1
+399900 x 1 [0,1,0,-1107693,-449091297] 1 1 [] X1
+399900 y 1 [0,1,0,-558,-5487] 1 1 [] X1
+399900 z 1 [0,1,0,5342,118313] 1 1 [] X1
+399900 ba 1 [0,1,0,-28293,-1841337] 1 1 [] X1
+399900 bb 1 [0,1,0,-1484158,-941167687] 1 1 [] X1
+399903 a 1 [1,1,1,-47163,3343824] 3 2 [[1,1,0,1]] X6
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diff --git a/allbigsha/allbigsha.390000-399999 b/allbigsha/allbigsha.390000-399999
new file mode 100644
index 0000000..faf021b
--- /dev/null
+++ b/allbigsha/allbigsha.390000-399999
@@ -0,0 +1,5094 @@
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+390150 de 1 [1,-1,0,-12192,-707034]	0	1	9
+390150 de 2 [1,-1,0,96183,8938341]	0	1	9
+390150 df 2 [1,-1,0,-439516167,840400592741]	0	1	9
+390150 di 1 [1,-1,0,-710127,-226180499]	0	1	4
+390150 dp 1 [1,-1,0,573033,-1069621219]	0	1	4
+390150 dr 1 [1,-1,0,-1088682417,-13824258492259]	0	1	16
+390150 dt 1 [1,-1,0,-28579842,58814737816]	0	1	4
+390150 dx 1 [1,-1,0,-402342,-87652684]	0	1	16
+390150 dx 2 [1,-1,0,-31614342,-68410720684]	0	1	16
+390150 dy 1 [1,-1,0,-1767867,-566951959]	0	1	4
+390150 ec 2 [1,-1,0,-275067942,-1755873455284]	0	1	9
+390150 eo 1 [1,-1,1,-17930,-2281553]	0	1	9
+390150 gp 2 [1,-1,1,-3707780,2748963597]	0	1	9
+390150 ht 1 [1,-1,1,-1355,-11073103]	0	1	9
+390150 id 1 [1,-1,1,-257218580,-1587740702453]	0	1	49
+390159 b 1 [0,0,1,216504,-12591376]	0	1	4
+390162 e 1 [1,0,0,16,36]	1	1	4
+390168 d 1 [0,0,0,-5418,-153595]	0	2	9
+390168 d 2 [0,0,0,-86703,-9826510]	0	2	9
+390170 b 1 [1,0,1,-2564,-50174]	0	1	9
+390172 b 1 [0,1,0,-373468,-56609276]	1	3	4
+390172 b 2 [0,1,0,-27140868,-54432197644]	1	1	4
+390174 c 1 [1,0,1,-337646,-82610656]	0	1	4
+390184 b 2 [0,1,0,-124048,16765344]	0	2	4
+390185 a 1 [1,-1,1,-593407,176093286]	0	4	4
+390186 f 2 [1,-1,1,-244301,-46415595]	1	2	4
+390195 g 1 [1,-1,1,193,-1074]	0	2	4
+390195 m 4 [1,-1,0,38010,15513605]	1	2	4
+390195 u 3 [1,-1,0,243846,50863603]	0	2	4
+390195 v 1 [1,-1,0,-193599,-32666720]	0	2	4
+390195 v 2 [1,-1,0,-120474,-57690095]	0	2	4
+390198 e 1 [1,1,1,-1124378,-336071257]	0	1	4
+390203 a 1 [1,1,0,-421,-3504]	0	2	9
+390203 a 2 [1,1,0,-326,-5005]	0	2	9
+390208 l 3 [0,-1,0,2184863,-9266719]	0	1	9
+390208 r 1 [0,0,0,-18389531,-30369491896]	0	2	9
+390208 r 2 [0,0,0,-294276436,-1943038226880]	0	2	9
+390208 bg 1 [0,-1,0,863,-26943]	0	2	4
+390208 bg 2 [0,-1,0,-9857,-333535]	0	2	4
+390208 bj 1 [0,0,0,-17356,-17083792]	0	1	25
+390210 c 1 [1,0,1,-1418,-674692]	0	2	9
+390210 c 2 [1,0,1,-124298,-16698244]	0	2	9
+390210 e 1 [1,1,1,-8601,-319101]	0	2	25
+390210 e 2 [1,1,1,-138671,-19933657]	0	2	25
+390210 h 1 [1,1,1,-128619025,-766042212625]	0	2	25
+390210 h 2 [1,1,1,-2259685905,-41340703181073]	0	2	25
+390215 b 1 [0,-1,1,-21469575,-38282660844]	0	1	9
+390222 h 1 [1,-1,0,4104,112752]	0	2	4
+390222 i 2 [1,-1,0,17100,155796048]	0	2	4
+390222 m 4 [1,-1,1,-2150006,-1212850443]	1	2	4
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+390225 p 4 [1,0,0,-3777378063,-89358387712758]	1	2	4
+390225 bc 3 [1,1,0,319075,33331500]	0	2	4
+390225 bc 4 [1,1,0,-739675,-242155250]	0	2	4
+390225 bg 2 [1,0,1,-131651,-17656927]	0	4	4
+390225 bg 4 [1,0,1,-2082776,-1157113927]	0	2	16
+390225 bk 1 [0,-1,1,-388208,-86716807]	0	1	4
+390228 a 1 [0,-1,0,-76845,-8173719]	0	1	9
+390228 d 1 [0,-1,0,119824852,-1366649674104]	0	1	100
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+390240 e 3 [0,0,0,-207363,44159578]	0	2	4
+390240 v 4 [0,0,0,-3512163,-2533436998]	1	2	4
+390243 b 1 [0,-1,1,-2366,-44701]	0	1	4
+390246 c 1 [1,0,1,-5897,-174772]	0	1	25
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+390246 j 2 [1,0,0,-172548,27573168]	0	2	4
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+390285 v 1 [0,0,1,91287,34490279]	0	1	9
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+390313 k 1 [1,1,0,204496,5333627]	0	2	9
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+390321 c 1 [0,0,1,133629,-31254255]	0	1	4
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+392768 bs 2 [0,0,0,3195572,5124496080]	0	2	4
+392768 bt 1 [0,0,0,-2017268,-964649760]	0	2	9
+392768 bt 2 [0,0,0,3195572,-5124496080]	0	2	9
+392768 bw 1 [0,1,0,-612737,199891583]	0	1	4
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+394944 di 1 [0,-1,0,-1804997,-932789493]	0	1	4
+394944 dp 1 [0,-1,0,-69857,-3427455]	0	2	4
+394944 ds 3 [0,-1,0,-2896417,1898282113]	1	2	4
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+396010 h 1 [1,1,1,-32671650,25631816987]	0	1	25
+396010 i 1 [1,1,1,6731345,-358398515]	0	1	25
+396010 j 2 [1,1,1,-21035656015,1174299735711445]	0	1	9
+396018 m 1 [1,-1,0,18513,-9112811]	0	1	4
+396018 m 2 [1,-1,0,-2790657,-1794145865]	0	1	4
+396018 q 1 [1,-1,0,-5903184114,-174571737765804]	0	1	25
+396024 b 1 [0,-1,0,144,-24372]	0	1	4
+396025 o 1 [0,0,1,-9175,654031]	0	1	9
+396030 c 1 [1,1,0,-784993,-181411403]	0	2	9
+396030 c 2 [1,1,0,-4932193,4076104117]	0	2	9
+396030 i 1 [1,0,1,-23809,-936268]	0	2	4
+396030 i 2 [1,0,1,-343809,-77608268]	0	2	4
+396030 r 1 [1,1,1,-104442774695,25466713916837645]	0	1	16
+396030 s 3 [1,1,1,-227950,-3254471215]	0	2	4
+396030 s 4 [1,1,1,-34225130,-77080770223]	0	2	4
+396030 x 2 [1,1,1,-1800275,-930479083]	0	2	4
+396030 z 1 [1,0,0,-60282616911,-5696874368221959]	0	2	4
+396030 z 2 [1,0,0,-60282125711,-5696971849514439]	0	2	16
+396030 bg 2 [1,0,0,-1555,-21583]	0	2	4
+396032 j 2 [0,1,0,819,-13013]	0	2	4
+396032 p 2 [0,0,0,-1720,-22272]	1	2	4
+396032 ba 1 [0,-1,0,24549,1468967]	0	1	4
+396032 bf 2 [0,-1,0,819,13013]	0	2	4
+396036 b 1 [0,0,0,-303,-3930]	0	1	4
+396040 a 1 [0,0,0,197,-202]	0	1	4
+396045 f 1 [1,-1,1,-41252,-3214546]	0	2	4
+396050 c 2 [1,1,0,-994250,-382007300]	0	1	9
+396050 c 4 [1,1,0,4352425,-1582632875]	0	1	9
+396050 d 1 [1,1,0,-10486418000,-413326692132200]	0	1	4
+396050 d 2 [1,1,0,-11193961325,-354368389467875]	0	1	4
+396050 e 1 [1,1,0,-1301622450,-18076834323500]	0	1	25
+396050 e 2 [1,1,0,7069884425,-28252621232875]	0	1	25
+396050 g 2 [1,-1,0,-26077417,-34682912259]	1	4	4
+396050 g 3 [1,-1,0,72935083,-235183224759]	1	2	4
+396050 j 1 [1,0,1,-15054026,-22460289902]	0	1	4
+396050 j 2 [1,0,1,-420411201,3316308142548]	0	1	4
+396050 n 2 [1,0,0,-21489838,-38308676208]	0	2	4
+396050 o 2 [1,0,0,-161889563,-2046505350383]	0	2	4
+396050 r 1 [1,1,1,-16816448,26523738561]	0	1	4
+396050 r 2 [1,1,1,-376350638,-2807536237719]	0	1	100
+396050 s 1 [1,-1,1,-1027255,-24527253]	0	2	9
+396050 s 2 [1,-1,1,-10928505,13857025247]	0	2	9
+396050 w 3 [1,0,0,-103138,-150446858]	0	1	25
+396050 w 4 [1,0,0,-24856263,-47701199983]	0	1	25
+396050 x 1 [1,0,0,-447758453,-2834947115743]	0	1	4
+396050 x 2 [1,0,0,-262160450013,-51665312195624983]	0	1	100
+396050 y 2 [1,1,1,-135552238,607375183531]	0	2	4
+396050 z 1 [1,1,1,-82877588,286034075281]	0	2	9
+396050 z 2 [1,1,1,-1320533838,18469679700281]	0	2	36
+396054 b 1 [1,-1,0,-5235,-144487]	0	1	4
+396055 a 1 [0,1,1,-3206,-68975]	0	1	4
+396060 c 1 [0,-1,0,-389821,-92032430]	0	2	4
+396066 h 1 [1,0,1,-36449,2672084]	0	2	4
+396066 j 1 [1,1,1,-1456197,-676967349]	0	2	4
+396066 m 1 [1,0,0,-14179,-651343]	0	1	4
+396074 a 1 [1,-1,0,-368305,-64023907]	0	1	4
+396084 c 1 [0,1,0,-1892,-32316]	0	1	4
+396088 d 1 [0,1,0,-33969897116,-2409858271050592]	0	1	9
+396090 g 1 [1,-1,0,-735,-20659]	0	1	9
+396090 g 2 [1,-1,0,6465,492461]	0	3	9
+396090 k 1 [1,-1,0,-1576994604,-15452520596272]	0	1	4
+396096 w 1 [0,1,0,-13633,1050815]	0	2	4
+396096 w 2 [0,1,0,-259393,50743487]	0	2	4
+396102 d 1 [1,0,1,-339405,-76135352]	0	1	4
+396108 a 1 [0,0,0,-115500,-15108491]	0	1	4
+396108 a 2 [0,0,0,-112980,-15799223]	0	3	4
+396108 b 1 [0,0,0,-588,-5515]	1	1	4
+396117 d 1 [1,-1,0,1065,3518]	1	1	4
+396132 e 1 [0,-1,0,1579,-11487]	0	1	4
+396134 b 2 [1,1,0,720,59318]	0	2	4
+396134 d 1 [1,0,0,-161414100,-789440094832]	0	1	16
+396140 c 1 [0,0,0,-1148,-14547]	0	2	4
+396140 c 2 [0,0,0,-18223,-946842]	0	2	16
+396144 r 1 [0,0,0,-19872,980208]	0	1	4
+396149 a 1 [0,0,1,-6523274,-6412784937]	0	1	9
+396150 f 1 [1,1,0,-25134950,47988931500]	0	1	4
+396150 r 1 [1,1,0,-4501375,3670253125]	0	2	4
+396150 r 2 [1,1,0,-72001375,235127753125]	0	2	4
+396150 t 1 [1,0,1,-259582751,2579609854898]	0	2	16
+396150 t 2 [1,0,1,-4814334751,128536721662898]	0	2	4
+396150 x 3 [1,0,1,-1904751,-4881551102]	0	2	4
+396150 x 4 [1,0,1,-56344751,-162794911102]	0	2	4
+396150 bo 1 [1,1,1,627937,257553281]	0	2	4
+396150 bo 2 [1,1,1,-4292813,2629354781]	0	2	4
+396150 bp 1 [1,1,1,180852707187,-157020282662105469]	0	2	4
+396150 bp 2 [1,1,1,-3492467484813,-2366588497913561469]	0	2	4
+396150 bp 3 [1,1,1,-17392092787188,-27931144224588534219]	0	2	4
+396150 bp 4 [1,1,1,-278311356019188,-1787082214600426230219]	0	2	4
+396150 by 2 [1,1,1,1303437,-339699219]	0	2	4
+396150 by 4 [1,1,1,-26448438,-53221235469]	0	2	4
+396157 a 1 [1,1,0,-14,-43]	0	1	9
+396170 a 1 [1,-1,0,-42479,1239085]	0	2	4
+396170 a 2 [1,-1,0,-370159,-85727187]	0	4	4
+396170 a 3 [1,-1,0,-77039,-218041555]	0	4	4
+396170 a 4 [1,-1,0,-5906159,-5523186387]	0	2	4
+396176 e 1 [0,-1,0,3312,-96832]	0	1	4
+396176 e 2 [0,-1,0,-31888,3794880]	0	1	4
+396186 d 2 [1,0,1,-3781,-89008]	1	2	4
+396186 e 2 [1,0,1,475,3206]	1	2	4
+396192 b 1 [0,-1,0,-2191088,-1247624172]	0	1	16
+396195 e 1 [0,-1,1,232394,-11566119]	0	1	4
+396198 l 1 [1,-1,0,385237173,15257008216133]	0	1	4
+396198 r 1 [1,-1,0,-96270,11243348]	0	1	9
+396198 z 1 [1,-1,1,-32955650,-70770722869]	0	1	9
+396198 be 2 [1,-1,1,-54515,-5877845]	0	1	9
+396210 i 1 [1,0,1,-866306509,-9814397163304]	0	1	4
+396214 c 2 [1,-1,0,-332621,73919747]	0	2	4
+396214 h 1 [1,1,1,-1275,-17837]	0	1	4
+396214 k 1 [1,0,0,-13427,-585271]	0	3	4
+396214 k 2 [1,0,0,-1080157,-432184229]	0	1	4
+396219 o 1 [1,0,1,-68196637,216761014199]	0	1	9
+396219 p 1 [1,0,1,-14888564,-22113005101]	0	1	9
+396221 d 1 [1,-1,0,-628,-5943]	0	1	9
+396224 a 1 [0,-1,0,175618911,-1713625576895]	0	1	16
+396224 c 1 [0,1,0,175618911,1713625576895]	0	1	4
+396224 d 1 [0,1,0,-4257,-113953]	0	1	4
+396226 b 1 [1,1,0,-108909,-13881347]	0	1	9
+396234 a 1 [1,-1,0,-39786,-3044620]	0	1	4
+396235 a 2 [1,0,1,697,-1227]	0	2	4
+396235 b 1 [0,-1,1,44,-1069]	0	1	9
+396240 m 1 [0,-1,0,-1301581,571233025]	0	1	4
+396240 bt 3 [0,1,0,-71936,7271604]	0	2	4
+396240 bv 1 [0,1,0,-67581,-6784650]	0	2	4
+396240 bv 2 [0,1,0,-65676,-7183176]	0	2	16
+396258 a 3 [1,0,1,-5269965440,-227208308499250]	0	1	9
+396264 c 2 [0,-1,0,-6784,-73172]	0	2	4
+396270 f 1 [1,-1,0,-3468960,-15117270224]	0	2	4
+396270 f 2 [1,-1,0,-115403580,-475146171500]	0	2	4
+396270 g 1 [1,-1,0,-565980180885,-237811345026872459]	0	2	4
+396270 g 2 [1,-1,0,-10147364352405,-12439472217960641675]	0	2	4
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+396270 j 4 [1,-1,0,-88764480,-321867401180]	1	2	4
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+396270 m 4 [1,-1,0,-176773481955,-28602427629159275]	0	2	4
+396270 bs 4 [1,-1,0,-88441794,-317417935950]	1	2	4
+396270 ca 2 [1,-1,0,-285579,58811935]	1	2	4
+396270 cc 1 [1,-1,0,10133181,37116459733]	0	2	4
+396270 cd 2 [1,-1,0,-6660729,-6605287637]	1	2	4
+396270 cj 1 [1,-1,0,-132984,-18608832]	0	1	9
+396270 ck 4 [1,-1,1,-144810698,-662823723553]	0	2	4
+396270 ct 3 [1,-1,1,-453443,115925357]	0	2	4
+396270 ct 4 [1,-1,1,197977,-18707659]	0	2	4
+396270 dj 2 [1,-1,1,-114053,14853777]	1	2	4
+396270 dp 2 [1,-1,1,-7387287098,-244231900333959]	1	2	4
+396270 du 2 [1,-1,1,-85748,-792309]	1	2	4
+396270 dv 2 [1,-1,1,-667223,198485831]	0	6	4
+396270 dv 3 [1,-1,1,-293843,-358222769]	0	2	9
+396270 dv 4 [1,-1,1,-9579413,-11363480333]	0	2	36
+396270 dy 4 [1,-1,1,-901109822,-10199205863971]	0	2	16
+396270 ee 4 [1,-1,1,-175667,410133071]	0	2	4
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+396270 eh 3 [1,-1,1,-11444792,14905223691]	1	2	4
+396270 eo 4 [1,-1,1,-183526817,-956922108429]	1	2	4
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+396306 k 1 [1,-1,0,-9887550,-11960867692]	0	1	25
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+396340 g 2 [0,0,0,7193,43374]	0	2	4
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+396340 k 2 [0,-1,0,-24876,-1501864]	1	2	4
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+396352 g 1 [0,-1,0,-46507213,-122060019667]	0	1	9
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+399840 bv 4 [0,-1,0,-66705,-6608895]	0	2	4
+399840 ci 3 [0,-1,0,32520,-1108008]	1	2	4
+399840 ct 3 [0,-1,0,-653480,575214312]	0	2	4
+399840 cy 2 [0,-1,0,-279120,56798232]	0	2	4
+399840 dc 2 [0,1,0,-2838227016,57515139493020]	0	2	4
+399840 dd 3 [0,1,0,94064,9068744]	0	2	4
+399840 dl 1 [0,1,0,-146663386,-657504492940]	0	2	9
+399840 dl 2 [0,1,0,74602239,-2467324546065]	0	2	9
+399840 dp 2 [0,1,0,-5896,-29380]	0	2	4
+399840 dx 1 [0,1,0,-1388186,-629372640]	0	4	4
+399840 dx 2 [0,1,0,-1748336,-277722180]	0	2	4
+399840 dx 3 [0,1,0,-1034161,-957695425]	0	2	4
+399840 dx 4 [0,1,0,-22204856,-40280965656]	0	2	16
+399840 ee 1 [0,1,0,-243546,-45966096]	0	4	4
+399840 ee 2 [0,1,0,-427296,32605404]	0	2	4
+399840 ee 3 [0,1,0,-68616,-110480280]	0	2	16
+399840 ee 4 [0,1,0,-3887921,-2951990721]	0	2	4
+399840 ef 2 [0,1,0,-162696,-25300836]	0	2	4
+399840 eg 4 [0,1,0,-90176,-10045176]	0	2	4
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+399950 g 3 [1,-1,0,-533266667,4739985203241]	0	4	16
+399960 a 4 [0,0,0,53037,-12843522]	0	2	4
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+399966 c 3 [1,1,0,-118684944,497581740288]	0	4	9
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+399966 h 1 [1,1,1,56584,-13862599]	0	2	4
+399966 h 2 [1,1,1,-636776,-174722119]	0	2	4
+399969 c 1 [0,0,1,-117,1289]	0	1	4
+399976 m 1 [0,0,0,1445,579734]	0	1	4
+399976 n 1 [0,0,0,-112999,14198570]	0	1	4
+399984 j 1 [0,1,0,-71843,-29182848]	0	2	4
+399986 b 1 [1,1,1,-312,1991]	0	1	4
+399988 g 1 [0,-1,0,-82428,-9081784]	0	1	9
+399990 c 2 [1,1,0,-13968847,18808665031]	0	2	4
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+399990 p 3 [1,1,1,-533320000,4740340747685]	1	4	4
diff --git a/allbsd/allbsd.390000-399999 b/allbsd/allbsd.390000-399999
new file mode 100644
index 0000000..31e27a3
--- /dev/null
+++ b/allbsd/allbsd.390000-399999
@@ -0,0 +1,58170 @@
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diff --git a/allcurves/allcurves.390000-399999 b/allcurves/allcurves.390000-399999
new file mode 100644
index 0000000..2242f58
--- /dev/null
+++ b/allcurves/allcurves.390000-399999
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+390150 bq 1 [1,-1,0,-17292,881616] 2 1
+390150 bq 2 [1,-1,0,33708,4468616] 2 1
+390150 br 1 [1,-1,0,813,8241] 2 1
+390150 br 2 [1,-1,0,-20862,1174356] 2 1
+390150 bs 1 [1,-1,0,-345836817,-4208086826659] 1 1
+390150 bt 1 [1,-1,0,-3133392,12934774016] 0 1
+390150 bt 2 [1,-1,0,28078608,-340853245984] 0 1
+390150 bu 1 [1,-1,0,-510913617,9733780888541] 1 1
+390150 bv 1 [1,-1,0,-7857,-585059] 1 1
+390150 bw 1 [1,-1,0,-252244167,1542044401991] 0 1
+390150 bx 1 [1,-1,0,-3523542,1419106616] 1 1
+390150 by 1 [1,-1,0,-3523542,-2527260634] 2 1
+390150 bz 1 [1,-1,0,-13940547,-20001259819] 1 1
+390150 ca 1 [1,-1,0,-23667,-3621259] 0 1
+390150 cb 1 [1,-1,0,-6839817,-17818604659] 1 1
+390150 cc 1 [1,-1,0,-38723742,92624240916] 2 1
+390150 cd 1 [1,-1,0,-12192,-511534] 0 1
+390150 ce 1 [1,-1,0,-872817,314075591] 1 1
+390150 cf 1 [1,-1,0,-12192,291716] 1 1
+390150 cg 1 [1,-1,0,-1767867,1981645541] 1 1
+390150 ch 1 [1,-1,0,-2270727,-2883477699] 1 1
+390150 ci 1 [1,-1,0,-1196667,-856239259] 0 1
+390150 cj 1 [1,-1,0,-4997442,4311389716] 0 1
+390150 cj 2 [1,-1,0,9741558,21993276716] 0 1
+390150 ck 1 [1,-1,0,182883,-28544959] 0 1
+390150 ck 2 [1,-1,0,-4693992,-3944675584] 0 1
+390150 cl 1 [1,-1,0,-207267,-202551859] 0 1
+390150 cl 2 [1,-1,0,-33370017,-74188647109] 0 1
+390150 cm 1 [1,-1,0,-101451192,393409054016] 0 1
+390150 cn 1 [1,-1,0,-6640407,10265097501] 0 1
+390150 co 1 [1,-1,0,3759258,-1181691084] 0 1
+390150 co 2 [1,-1,0,-42300117,126264599541] 0 1
+390150 cp 1 [1,-1,0,-717,-7059] 2 1
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+390150 cq 1 [1,-1,0,-120567,-27547909] 0 1
+390150 cr 1 [1,-1,0,-428352,-98617344] 0 1
+390150 cs 1 [1,-1,0,52833,-61982259] 1 1
+390150 cs 2 [1,-1,0,-10351167,-12818442259] 1 1
+390150 ct 1 [1,-1,0,-3522,64596] 2 1
+390150 ct 2 [1,-1,0,-90222,-10402984] 2 1
+390150 cu 1 [1,-1,0,-333492,67902416] 0 1
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+390150 da 2 [1,-1,0,1548408,-895263184] 1 1
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+390150 db 2 [1,-1,0,1591758,-2148396084] 0 1
+390150 dc 1 [1,-1,0,-1959688348692,1055914493787755216] 0 1
+390150 dc 2 [1,-1,0,-2241844828692,732077636332715216] 0 1
+390150 dd 1 [1,-1,0,-1992,4416] 1 1
+390150 dd 2 [1,-1,0,-103992,-12881584] 1 1
+390150 de 1 [1,-1,0,-12192,-707034] 0 1
+390150 de 2 [1,-1,0,96183,8938341] 0 1
+390150 df 1 [1,-1,0,-338077167,2392690397741] 0 1
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+390150 dg 1 [1,-1,0,-77478535167,9033044329769741] 1 1
+390150 dh 1 [1,-1,0,-112960617,-462040273459] 1 1
+390150 di 1 [1,-1,0,-710127,-226180499] 0 1
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+390150 ds 2 [1,-1,0,-1182642,-468439084] 0 1
+390150 dt 1 [1,-1,0,-28579842,58814737816] 0 1
+390150 du 1 [1,-1,0,-575742,416117666] 0 1
+390150 dv 1 [1,-1,0,-717,-18109] 1 1
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+390150 dx 1 [1,-1,0,-402342,-87652684] 0 1
+390150 dx 2 [1,-1,0,-31614342,-68410720684] 0 1
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+390150 ee 1 [1,-1,0,161208,-2715584] 1 1
+390150 ef 1 [1,-1,1,1450870,1875923497] 1 1
+390150 eg 1 [1,-1,1,4030195,-335417803] 0 1
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+390150 ei 2 [1,-1,1,-196430,56682947] 1 1
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+390720 be 2 [0,-1,0,-2509881,1531218681] 0 4
+390720 be 3 [0,-1,0,-2345601,1740149985] 0 2
+390720 be 4 [0,-1,0,-2674881,1318599681] 0 2
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+390720 bi 1 [0,-1,0,-3623521,-1116268799] 0 1
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+390720 br 1 [0,-1,0,-33296,-2327430] 1 2
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+390720 bs 1 [0,-1,0,-926661,399956661] 0 2
+390720 bs 2 [0,-1,0,-15492081,23474495025] 0 2
+390720 bt 1 [0,-1,0,-3256,-65150] 1 2
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+390720 bu 1 [0,-1,0,-8376961,-8705811839] 1 1
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+390720 cy 2 [0,-1,0,-5065,140137] 2 2
+390720 cz 1 [0,-1,0,4575,-1781823] 1 2
+390720 cz 2 [0,-1,0,-195425,-32141823] 1 4
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+390720 db 1 [0,-1,0,-56705,-1866975] 1 2
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+390720 de 1 [0,-1,0,-17205,668997] 1 2
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+394800 x 3 [0,-1,0,67192,8024112] 1 2
+394800 x 4 [0,-1,0,-152808,-21927888] 1 2
+394800 y 1 [0,-1,0,-8533,-216188] 0 2
+394800 y 2 [0,-1,0,22092,-1441188] 0 2
+394800 z 1 [0,-1,0,-64408,-6328688] 1 1
+394800 ba 1 [0,-1,0,-19983,811962] 0 2
+394800 ba 2 [0,-1,0,-296108,62111712] 0 4
+394800 ba 3 [0,-1,0,-4737608,3970631712] 0 2
+394800 ba 4 [0,-1,0,-272608,72357712] 0 2
+394800 bb 1 [0,-1,0,8190789592,-1136127107276688] 0 2
+394800 bb 2 [0,-1,0,-126026938408,-15952690536652688] 0 4
+394800 bb 3 [0,-1,0,-424625338408,88067048087347312] 0 2
+394800 bb 4 [0,-1,0,-1974912186408,-1068234636124364688] 0 2
+394800 bc 1 [0,-1,0,-32650018408,-2247793222180688] 1 2
+394800 bc 2 [0,-1,0,-520931268408,-144716543222180688] 1 4
+394800 bc 3 [0,-1,0,-519462518408,-145573153472180688] 1 2
+394800 bc 4 [0,-1,0,-8334900018408,-9261867745472180688] 1 2
+394800 bd 1 [0,-1,0,412,432] 0 1
+394800 be 1 [0,-1,0,-10199008,-12329439488] 0 2
+394800 be 2 [0,-1,0,40992,-35963359488] 0 2
+394800 bf 1 [0,-1,0,-2808,60912] 2 1
+394800 bg 1 [0,-1,0,111660492,234792316512] 1 2
+394800 bg 2 [0,-1,0,-508354008,1995633496512] 1 2
+394800 bh 1 [0,-1,0,-308,14112] 1 2
+394800 bh 2 [0,-1,0,-10808,434112] 1 2
+394800 bi 1 [0,-1,0,-952208,362430912] 1 2
+394800 bi 2 [0,-1,0,-15288208,23013310912] 1 2
+394800 bj 1 [0,-1,0,-1410808,-645119888] 1 2
+394800 bj 2 [0,-1,0,-22578808,-41287679888] 1 2
+394800 bk 1 [0,-1,0,867,-154863] 1 1
+394800 bl 1 [0,-1,0,-57608,-5967888] 0 1
+394800 bm 1 [0,-1,0,-3248,390432] 2 1
+394800 bn 1 [0,-1,0,2067,32337] 0 1
+394800 bn 2 [0,-1,0,-51933,4611537] 0 1
+394800 bo 1 [0,-1,0,-12208,-1537088] 0 1
+394800 bo 2 [0,-1,0,107792,37342912] 0 1
+394800 bp 1 [0,-1,0,-62783,5945562] 0 2
+394800 bp 2 [0,-1,0,-140908,-11710688] 0 4
+394800 bp 3 [0,-1,0,446592,-84560688] 0 2
+394800 bp 4 [0,-1,0,-1978408,-1070110688] 0 2
+394800 bq 1 [0,-1,0,-8303008,-9232095488] 0 1
+394800 br 1 [0,-1,0,709667,107413537] 1 1
+394800 bs 1 [0,-1,0,-40590383,-99523079238] 0 2
+394800 bs 2 [0,-1,0,-40590508,-99522435488] 0 4
+394800 bs 3 [0,-1,0,-41695008,-93818797488] 0 4
+394800 bs 4 [0,-1,0,-39488008,-105184875488] 0 4
+394800 bs 5 [0,-1,0,-154542008,637429762512] 0 2
+394800 bs 6 [0,-1,0,53479992,-460052197488] 0 2
+394800 bt 1 [0,-1,0,-883,1762] 0 2
+394800 bt 2 [0,-1,0,3492,10512] 0 2
+394800 bu 1 [0,-1,0,-1083,18162] 1 1
+394800 bv 1 [0,-1,0,23792,-93319088] 1 1
+394800 bw 1 [0,-1,0,-11313,-486243] 1 1
+394800 bx 1 [0,-1,0,-848,-9333] 1 1
+394800 by 1 [0,-1,0,-308,2352] 0 1
+394800 bz 1 [0,-1,0,-582708,-171016713] 0 1
+394800 ca 1 [0,-1,0,-35033,-2527563] 1 1
+394800 cb 1 [0,-1,0,4439092,2078829312] 1 2
+394800 cb 2 [0,-1,0,-20771408,17911023312] 1 2
+394800 cc 1 [0,-1,0,-800133,-275649363] 0 1
+394800 cd 1 [0,-1,0,13792,408912] 2 2
+394800 cd 2 [0,-1,0,-67208,3648912] 2 2
+394800 ce 1 [0,-1,0,-3333,197037] 1 1
+394800 cf 1 [0,-1,0,14867,-234863] 2 1
+394800 cg 1 [0,-1,0,-9387951333,350113002353037] 0 1
+394800 ch 1 [0,-1,0,-29783,1987062] 1 2
+394800 ch 2 [0,-1,0,-35908,1117312] 1 4
+394800 ch 3 [0,-1,0,128592,8355312] 1 2
+394800 ch 4 [0,-1,0,-298408,-61882688] 1 2
+394800 ci 1 [0,-1,0,27,792] 0 2
+394800 ci 2 [0,-1,0,-1148,14892] 0 2
+394800 cj 1 [0,-1,0,-2633,-13488] 0 2
+394800 cj 2 [0,-1,0,-24508,1474012] 0 2
+394800 ck 1 [0,-1,0,7,-123] 0 1
+394800 cl 1 [0,-1,0,-2451825208,-46727754451088] 0 1
+394800 cm 1 [0,-1,0,-11383,313762] 0 2
+394800 cm 2 [0,-1,0,-164508,25732512] 0 4
+394800 cm 3 [0,-1,0,-2632008,1644412512] 0 2
+394800 cm 4 [0,-1,0,-147008,31402512] 0 2
+394800 cn 1 [0,-1,0,-115183,13760362] 1 2
+394800 cn 2 [0,-1,0,-415308,-87681888] 1 4
+394800 cn 3 [0,-1,0,736192,-488403888] 1 2
+394800 cn 4 [0,-1,0,-6368808,-6184065888] 1 2
+394800 co 1 [0,-1,0,-79133,-8524488] 0 2
+394800 co 2 [0,-1,0,-108508,-1591988] 0 2
+394800 cp 1 [0,-1,0,-368828208,26622659454912] 0 1
+394800 cq 1 [0,-1,0,-195333,33547437] 0 1
+394800 cr 1 [0,-1,0,-18523,976522] 1 1
+394800 cs 1 [0,-1,0,-208,-151088] 1 1
+394800 ct 1 [0,-1,0,14112,974592] 0 1
+394800 cu 1 [0,-1,0,-58408,7033687] 1 1
+394800 cv 1 [0,-1,0,346128867,-704913760863] 1 1
+394800 cw 1 [0,-1,0,-3158,420687] 1 1
+394800 cx 1 [0,-1,0,16792,10284912] 1 1
+394800 cy 1 [0,-1,0,-10333,-82088] 1 2
+394800 cy 2 [0,-1,0,40292,-689588] 1 2
+394800 cz 1 [0,-1,0,211017792,-11372890457088] 1 1
+394800 da 1 [0,-1,0,-38808,3056112] 2 2
+394800 da 2 [0,-1,0,-626808,191216112] 2 2
+394800 db 1 [0,-1,0,-328133,41031012] 1 2
+394800 db 2 [0,-1,0,1052492,295066012] 1 2
+394800 dc 1 [0,-1,0,-1166408,-482204688] 1 2
+394800 dc 2 [0,-1,0,-526408,-1009564688] 1 2
+394800 dd 1 [0,-1,0,-366440208,2700054078912] 0 1
+394800 de 1 [0,-1,0,-133708,-25376839088] 0 1
+394800 df 1 [0,-1,0,-136008,-19300113] 0 1
+394800 dg 1 [0,-1,0,-15314633,23074289637] 0 1
+394800 dh 1 [0,-1,0,1114792,139068912] 0 1
+394800 di 1 [0,-1,0,-14835758,22012741887] 0 1
+394800 dj 1 [0,-1,0,-47033,1180812] 0 2
+394800 dj 2 [0,-1,0,-593908,176180812] 0 2
+394800 dk 1 [0,-1,0,-2795133,1799071512] 2 2
+394800 dk 2 [0,-1,0,-2404508,2319384012] 2 2
+394800 dl 1 [0,-1,0,-1008,40512] 2 1
+394800 dm 1 [0,-1,0,-68383,2551762] 1 2
+394800 dm 2 [0,-1,0,-888508,322400512] 1 4
+394800 dm 3 [0,-1,0,-14213008,20628938512] 1 2
+394800 dm 4 [0,-1,0,-686008,473060512] 1 4
+394800 dn 1 [0,-1,0,14832,119232] 0 2
+394800 dn 2 [0,-1,0,-60368,1021632] 0 2
+394800 do 1 [0,-1,0,-677783,214943562] 1 2
+394800 do 2 [0,-1,0,-768908,153525312] 1 4
+394800 do 3 [0,-1,0,2403592,1092585312] 1 2
+394800 do 4 [0,-1,0,-5399408,-4717760688] 1 2
+394800 dp 1 [0,-1,0,2072,-33968] 1 1
+394800 dq 1 [0,-1,0,-12541123008,-540568258495488] 0 2
+394800 dq 2 [0,-1,0,-200658115008,-34596516022207488] 0 2
+394800 dr 1 [0,-1,0,-16408,-31036688] 1 2
+394800 dr 2 [0,-1,0,-1584408,-758588688] 1 4
+394800 dr 3 [0,-1,0,-2984408,787011312] 1 2
+394800 dr 4 [0,-1,0,-25272408,-48892604688] 1 2
+394800 ds 1 [0,-1,0,5592,381312] 1 2
+394800 ds 2 [0,-1,0,-57408,4665312] 1 2
+394800 dt 1 [0,-1,0,-4099333,-3682490963] 1 1
+394800 du 1 [0,-1,0,-488,-4368] 1 1
+394800 dv 1 [0,-1,0,-156392208,-752729537088] 0 2
+394800 dv 2 [0,-1,0,-153832208,-778565057088] 0 2
+394800 dw 1 [0,-1,0,-22008,-1177488] 0 2
+394800 dw 2 [0,-1,0,17992,-5017488] 0 2
+394800 dx 1 [0,-1,0,-221908,40309312] 0 2
+394800 dx 2 [0,-1,0,-219408,41259312] 0 2
+394800 dy 1 [0,-1,0,-1183,2362] 0 2
+394800 dy 2 [0,-1,0,4692,14112] 0 2
+394800 dz 1 [0,-1,0,-1708,-49088] 0 2
+394800 dz 2 [0,-1,0,-33208,-2317088] 0 2
+394800 ea 1 [0,-1,0,112853992,183219190512] 0 2
+394800 ea 2 [0,-1,0,-489258008,1522316278512] 0 2
+394800 eb 1 [0,-1,0,-6448,-197168] 1 1
+394800 ec 1 [0,-1,0,7917,-292338] 1 1
+394800 ed 1 [0,-1,0,-358818,-106314453] 0 1
+394800 ee 1 [0,-1,0,1892,-92288] 0 2
+394800 ee 2 [0,-1,0,-22608,-1170288] 0 4
+394800 ee 3 [0,-1,0,-85608,8405712] 0 2
+394800 ee 4 [0,-1,0,-351608,-80130288] 0 2
+394800 ef 1 [0,-1,0,-1285208,571068912] 1 1
+394800 eg 1 [0,-1,0,-287208,-59147088] 1 2
+394800 eg 2 [0,-1,0,-277208,-63467088] 1 2
+394800 eh 1 [0,-1,0,204392,-95187728] 0 1
+394800 ei 1 [0,-1,0,-3563,-83598] 1 1
+394800 ej 1 [0,-1,0,-19208,-5411088] 1 2
+394800 ej 2 [0,-1,0,-595208,-175907088] 1 2
+394800 ek 1 [0,-1,0,-298208,-62585088] 0 1
+394800 el 1 [0,1,0,-10808,482388] 2 2
+394800 el 2 [0,1,0,-178808,29042388] 2 2
+394800 em 1 [0,1,0,6992,163988] 0 2
+394800 em 2 [0,1,0,-35008,1423988] 0 2
+394800 en 1 [0,1,0,342,4563] 1 1
+394800 eo 1 [0,1,0,-133,1523] 1 1
+394800 ep 1 [0,1,0,-4883333,4183662963] 0 1
+394800 eq 1 [0,1,0,-14753128,212975374388] 0 1
+394800 er 1 [0,1,0,-3137008,-1950580012] 0 2
+394800 er 2 [0,1,0,-11329008,12516491988] 0 4
+394800 er 3 [0,1,0,-173761008,881527691988] 0 2
+394800 er 4 [0,1,0,20030992,69528971988] 0 4
+394800 es 1 [0,1,0,-1212408,513415188] 0 2
+394800 es 2 [0,1,0,-1262408,468715188] 0 4
+394800 es 3 [0,1,0,2167592,2574735188] 0 4
+394800 es 4 [0,1,0,-5492408,-4497304812] 0 2
+394800 et 1 [0,1,0,-98073008,-373861264812] 0 1
+394800 eu 1 [0,1,0,167,-15037] 0 1
+394800 ev 1 [0,1,0,667,100338] 1 2
+394800 ev 2 [0,1,0,-28708,1804088] 1 2
+394800 ew 1 [0,1,0,-375518053,2800753811603] 0 1
+394800 ex 1 [0,1,0,352792,122529588] 2 1
+394800 ey 1 [0,1,0,-8,-1212] 1 1
+394800 ez 1 [0,1,0,-463083,121139088] 1 1
+394800 fa 1 [0,1,0,-897408,-339604812] 0 2
+394800 fa 2 [0,1,0,-14505408,-21268708812] 0 2
+394800 fb 1 [0,1,0,8440712,-90979747372] 0 1
+394800 fc 1 [0,1,0,-413,-822] 0 2
+394800 fc 2 [0,1,0,1612,-4872] 0 2
+394800 fd 1 [0,1,0,672,82548] 2 1
+394800 fe 1 [0,1,0,44592,1130388] 0 1
+394800 ff 1 [0,1,0,-414533,2382736563] 0 1
+394800 fg 1 [0,1,0,-5348,-203016852] 0 1
+394800 fh 1 [0,1,0,-826533,-805891437] 1 1
+394800 fi 1 [0,1,0,-14657608,21594569588] 0 1
+394800 fj 1 [0,1,0,-163973,-29525517] 0 1
+394800 fk 1 [0,1,0,-78008,347988] 1 2
+394800 fk 2 [0,1,0,-878008,315547988] 1 4
+394800 fk 3 [0,1,0,-14038008,20239787988] 1 4
+394800 fk 4 [0,1,0,-518008,576907988] 1 2
+394800 fl 1 [0,1,0,51792,-4142412] 1 1
+394800 fm 1 [0,1,0,370792,15645588] 1 2
+394800 fm 2 [0,1,0,-1509208,124685588] 1 2
+394800 fn 1 [0,1,0,-199054808,-102109989612] 0 2
+394800 fn 2 [0,1,0,-2296206808,-42259059493612] 0 4
+394800 fn 3 [0,1,0,-1429902808,-74521953061612] 0 2
+394800 fn 4 [0,1,0,-36716942808,-2708007379749612] 0 2
+394800 fo 1 [0,1,0,-1233,-16962] 0 2
+394800 fo 2 [0,1,0,-2108,9288] 0 2
+394800 fp 1 [0,1,0,14392,28788] 1 2
+394800 fp 2 [0,1,0,-57608,172788] 1 4
+394800 fp 3 [0,1,0,-645608,198916788] 1 2
+394800 fp 4 [0,1,0,-621608,-188203212] 1 2
+394800 fq 1 [0,1,0,-31019133,-63478838262] 1 2
+394800 fq 2 [0,1,0,-490003508,-4175060869512] 1 2
+394800 fr 1 [0,1,0,-12208,-570412] 1 1
+394800 fs 1 [0,1,0,-100758,-55042137] 0 1
+394800 ft 1 [0,1,0,638392,-76987212] 2 2
+394800 ft 2 [0,1,0,-2763608,-641719212] 2 2
+394800 fu 1 [0,1,0,-60495408,181184311188] 0 2
+394800 fu 2 [0,1,0,-968073408,11593070083188] 0 2
+394800 fv 1 [0,1,0,2941367,2219573363] 1 1
+394800 fw 1 [0,1,0,61467,1588563] 0 1
+394800 fx 1 [0,1,0,-6255688,-6024338572] 1 2
+394800 fx 2 [0,1,0,-6153288,-6230981772] 1 2
+394800 fy 1 [0,1,0,107592,-66472812] 0 2
+394800 fy 2 [0,1,0,-1950408,-984340812] 0 2
+394800 fz 1 [0,1,0,-1368008,-1008432012] 0 2
+394800 fz 2 [0,1,0,-25560008,-49731120012] 0 2
+394800 ga 1 [0,1,0,-8970458,-13307247537] 0 1
+394800 gb 1 [0,1,0,317,-2212] 1 1
+394800 gc 1 [0,1,0,-161208,-24968412] 1 1
+394800 gd 1 [0,1,0,-95233,11280038] 1 2
+394800 gd 2 [0,1,0,-96108,11061288] 1 2
+394800 ge 1 [0,1,0,-57533,5292438] 0 2
+394800 ge 2 [0,1,0,-56908,5413688] 0 2
+394800 gf 1 [0,1,0,-11488,-477772] 0 2
+394800 gf 2 [0,1,0,-11088,-512172] 0 2
+394800 gg 1 [0,1,0,-13783,618188] 0 2
+394800 gg 2 [0,1,0,-14908,510188] 0 4
+394800 gg 3 [0,1,0,37592,3345188] 0 2
+394800 gg 4 [0,1,0,-85408,-9218812] 0 2
+394800 gh 1 [0,1,0,-2745608,-1793395212] 1 2
+394800 gh 2 [0,1,0,-44217608,-113187187212] 1 4
+394800 gh 3 [0,1,0,-44505608,-111638323212] 1 4
+394800 gh 4 [0,1,0,-707481608,-7243275187212] 1 2
+394800 gh 5 [0,1,0,-102129608,236986876788] 1 2
+394800 gh 6 [0,1,0,8510392,-361131619212] 1 2
+394800 gi 1 [0,1,0,-2082008,-1150980012] 1 2
+394800 gi 2 [0,1,0,-3332008,391519988] 1 4
+394800 gi 3 [0,1,0,-39782008,96400819988] 1 4
+394800 gi 4 [0,1,0,13117992,3122219988] 1 2
+394800 gi 5 [0,1,0,-636212008,6176408239988] 1 2
+394800 gi 6 [0,1,0,-26552008,161571799988] 1 2
+394800 gj 1 [0,1,0,-51408,4547988] 1 1
+394800 gk 1 [0,1,0,-72699408,268824583188] 1 2
+394800 gk 2 [0,1,0,-1203707408,16073530375188] 1 4
+394800 gk 3 [0,1,0,-19259227408,1028735425095188] 1 4
+394800 gk 4 [0,1,0,-1244315408,14930902471188] 1 2
+394800 gl 1 [0,1,0,-89083,-10627912] 1 1
+394800 gm 1 [0,1,0,5467,-91437] 0 1
+394800 gn 1 [0,1,0,5109792,-11888246412] 0 1
+394800 go 1 [0,1,0,-11928,-505452] 1 1
+394800 gp 1 [0,1,0,-18508,-1045012] 1 2
+394800 gp 2 [0,1,0,-302008,-63982012] 1 2
+394800 gq 1 [0,1,0,-44413,-3617422] 0 2
+394800 gq 2 [0,1,0,-44388,-3621672] 0 2
+394800 gr 1 [0,1,0,8129792,38915693588] 1 1
+394800 gs 1 [0,1,0,47217,2593188] 1 2
+394800 gs 2 [0,1,0,-228908,22474188] 1 4
+394800 gs 3 [0,1,0,-3166408,2166849188] 1 4
+394800 gs 4 [0,1,0,-1709408,-845098812] 1 2
+394800 gt 1 [0,1,0,6992,-6916012] 0 2
+394800 gt 2 [0,1,0,-505008,-134916012] 0 4
+394800 gt 3 [0,1,0,-1177008,299195988] 0 2
+394800 gt 4 [0,1,0,-8025008,-8752836012] 0 2
+394800 gu 1 [0,1,0,-5778333,5376587463] 2 1
+394800 gu 2 [0,1,0,-468828333,3907072931463] 2 1
+394800 gv 1 [0,1,0,42,8463] 0 1
+394800 gw 1 [0,1,0,-3533,81063] 1 1
+394800 gx 1 [0,1,0,34792,-5507037] 1 1
+394800 gy 1 [0,1,0,-759928,318469748] 2 1
+394800 gz 1 [0,1,0,-217908,-39175812] 1 2
+394800 gz 2 [0,1,0,-155408,-62050812] 1 2
+394800 ha 1 [0,1,0,-8183,279888] 0 2
+394800 ha 2 [0,1,0,-2308,679388] 0 2
+394800 hb 1 [0,1,0,-208,221588] 0 2
+394800 hb 2 [0,1,0,-56208,5037588] 0 2
+394800 hc 1 [0,1,0,1119992,-1081131637] 1 1
+394800 hd 1 [0,1,0,2667,92463] 0 1
+394800 he 1 [0,1,0,-11508,-486612] 0 1
+394800 hf 1 [0,1,0,-4508,-140637] 1 1
+394800 hg 1 [0,1,0,108992,8167988] 2 1
+394800 hg 2 [0,1,0,-2201008,1276987988] 2 1
+394800 hh 1 [0,1,0,16186592,-3539084812] 1 2
+394800 hh 2 [0,1,0,-65461408,-28523372812] 1 2
+394800 hh 3 [0,1,0,-204619408,1241304231188] 1 2
+394800 hh 4 [0,1,0,-3365707408,75153863847188] 1 2
+394800 hi 1 [0,1,0,-201208,-35034412] 0 2
+394800 hi 2 [0,1,0,-3225208,-2230458412] 0 2
+394800 hi 3 [0,1,0,590792,-185802412] 0 2
+394800 hi 4 [0,1,0,-3525208,-1791042412] 0 2
+394800 hj 1 [0,1,0,-1008,29988] 1 2
+394800 hj 2 [0,1,0,-22008,1247988] 1 2
+394800 hk 1 [0,1,0,-710508,-241521012] 1 2
+394800 hk 2 [0,1,0,-11515008,-15043686012] 1 4
+394800 hk 3 [0,1,0,-11662008,-14640024012] 1 2
+394800 hk 4 [0,1,0,-184240008,-962613036012] 1 2
+394800 hl 1 [0,1,0,-126133,-10639762] 0 2
+394800 hl 2 [0,1,0,-860508,299266488] 0 2
+394800 hl 3 [0,1,0,-4326133,3461447738] 0 2
+394800 hl 4 [0,1,0,-69215508,221619526488] 0 2
+394800 hm 1 [0,1,0,-68,-4932] 1 2
+394800 hm 2 [0,1,0,-4768,-127132] 1 2
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+396480 gk 1 [0,1,0,-8403421,-9379415245] 1 2
+396480 gk 2 [0,1,0,-134455921,-600137061745] 1 2
+396480 gl 1 [0,1,0,-1181,18819] 1 2
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+396480 gm 1 [0,1,0,3551795,8226233603] 0 2
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+396480 gt 2 [0,1,0,7615,117375] 1 2
+396480 gu 1 [0,1,0,-645,279243] 1 2
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+396480 gv 1 [0,1,0,-858740,285135150] 1 2
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+396480 gy 1 [0,1,0,5974555,-8244543525] 0 2
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+396480 hw 1 [0,1,0,-4282465,-3412467937] 0 2
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+399822 h 1 [1,1,1,-1864,-6967] 1 1
+399823 a 1 [1,0,1,-2307,74007] 1 1
+399824 a 1 [0,1,0,-69,-209] 2 1
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+399824 c 1 [0,-1,0,-1968,34240] 2 1
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+399825 b 1 [1,-1,1,-10655,425972] 2 1
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+399826 a 1 [1,0,1,-52,-90] 3 1
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+399828 f 1 [0,1,0,-64598313,199817298720] 0 6
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+399838 a 1 [1,1,1,-37,-5] 1 1
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+399839 b 1 [0,1,1,-20339,1109479] 0 1
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+399840 bb 2 [0,-1,0,-1521,22401] 1 2
+399840 bc 1 [0,-1,0,-41666,-3255384] 0 4
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+399840 bd 1 [0,-1,0,-25198266,-2389902896520] 0 2
+399840 bd 2 [0,-1,0,-2838227016,-57515139493020] 0 2
+399840 be 1 [0,-1,0,-441261186,3606913208340] 1 2
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+399840 bi 1 [0,-1,0,-16886,3156336] 1 2
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+399840 bp 1 [0,-1,0,-26217270,-12601056600] 0 4
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+399840 bp 3 [0,-1,0,101335855,-99311670975] 0 2
+399840 bp 4 [0,-1,0,-323773200,-2239390614348] 0 2
+399840 bq 1 [0,-1,0,1650,3312] 1 2
+399840 bq 2 [0,-1,0,-6680,33300] 1 2
+399840 br 1 [0,-1,0,-827430,1080968400] 1 2
+399840 br 2 [0,-1,0,-21664680,38729711700] 1 2
+399840 bs 1 [0,-1,0,1650,-540000] 1 2
+399840 bs 2 [0,-1,0,-90225,-10113375] 1 2
+399840 bt 1 [0,-1,0,-450,2052] 2 2
+399840 bt 2 [0,-1,0,-3425,-74703] 2 2
+399840 bu 1 [0,-1,0,-514250,-6967500000] 1 2
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+399840 ca 1 [0,-1,0,83235,-20933163] 0 1
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+399840 cf 3 [0,-1,0,-65919520,217230560632] 0 2
+399840 cf 4 [0,-1,0,-67903040,204116706900] 0 2
+399840 cg 1 [0,-1,0,-3820350,-2892586248] 0 2
+399840 cg 2 [0,-1,0,-61242225,-184449070623] 0 2
+399840 ch 1 [0,-1,0,-95686285,386834352997] 1 1
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+399840 ci 3 [0,-1,0,32520,-1108008] 1 2
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+399840 cj 1 [0,-1,0,-5210,-140748] 0 2
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+399840 ck 1 [0,-1,0,5570,-112328] 0 2
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+399840 cl 1 [0,-1,0,136995,-45626475] 1 1
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+399840 cu 1 [0,-1,0,-170830,31466800] 1 2
+399840 cu 2 [0,-1,0,-2849905,1852701985] 1 2
+399840 cv 1 [0,-1,0,-2647290,629001612] 1 2
+399840 cv 2 [0,-1,0,9705855,4821659025] 1 2
+399840 cw 1 [0,-1,0,-170,1632] 1 2
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+399840 cx 1 [0,-1,0,810,8100] 1 2
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+399840 cz 1 [0,1,0,-23466,-1423080] 0 2
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+399840 du 1 [0,1,0,-3655335581,85377226634475] 0 1
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+399840 dv 2 [0,1,0,-1077281,430004175] 1 2
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+399840 eg 3 [0,1,0,39919,3410175] 0 2
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diff --git a/alldegphi/alldegphi.390000-399999 b/alldegphi/alldegphi.390000-399999
new file mode 100644
index 0000000..42d56b5
--- /dev/null
+++ b/alldegphi/alldegphi.390000-399999
@@ -0,0 +1,58170 @@
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+390150 p 1 [1,-1,0,-3767067,-2812925659] 15095808
+390150 q 1 [1,-1,0,182883,37780541] 8957952
+390150 q 2 [1,-1,0,-1767867,-1528671709] 26873856
+390150 r 1 [1,-1,0,1591758,4950888916] 29030400
+390150 s 1 [1,-1,0,26823,1340531] 2156544
+390150 t 1 [1,-1,0,56658,-30736684] 5515776
+390150 u 1 [1,-1,0,-20104917,34896902741] 47001600
+390150 v 1 [1,-1,0,-390867,-93952459] 4043520
+390150 w 1 [1,-1,0,-159778617,763998298541] 104509440
+390150 x 1 [1,-1,0,-502047,137034701] 4582656
+390150 y 1 [1,-1,0,-575742,19392916] 6345216
+390150 y 2 [1,-1,0,-30053742,-63407437084] 19035648
+390150 z 1 [1,-1,0,-402342,98448866] 4105728
+390150 z 2 [1,-1,0,573033,463824341] 12317184
+390150 ba 1 [1,-1,0,-20061567,-34580604659] 19353600
+390150 bb 1 [1,-1,0,-619092,206404816] 9732096
+390150 bc 1 [1,-1,0,-1992,-21084] 440640
+390150 bd 1 [1,-1,0,-922542,337596366] 6635520
+390150 be 1 [1,-1,0,-7857,120951] 774144
+390150 bf 1 [1,-1,0,-207267,22954841] 4494528
+390150 bg 1 [1,-1,0,-33867,-26955459] 5909760
+390150 bh 1 [1,-1,0,-1482,-19724] 371712
+390150 bi 1 [1,-1,0,-96379242,333219052916] 94786560
+390150 bj 1 [1,-1,0,-250617,48329041] 3317760
+390150 bj 2 [1,-1,0,-792492,-214841584] 9953280
+390150 bk 1 [1,-1,0,1353333,254703941] 14370048
+390150 bk 2 [1,-1,0,-15228042,-27267062284] 43110144
+390150 bl 1 [1,-1,0,-207267,-35509859] 4758912
+390150 bl 2 [1,-1,0,-2049642,1115974516] 14276736
+390150 bm 1 [1,-1,0,-1494091617,-34638727699459] 437114880
+390150 bn 1 [1,-1,0,-281808867,-1821150340459] 107827200
+390150 bo 1 [1,-1,0,-717,-41059] 524880
+390150 bo 2 [1,-1,0,-115467,-15073309] 1574640
+390150 bp 1 [1,-1,0,9483,-251859] 1119744
+390150 bp 2 [1,-1,0,-98892,15896016] 3359232
+390150 bp 3 [1,-1,0,-207267,-36738109] 3359232
+390150 bq 1 [1,-1,0,-17292,881616] 746496
+390150 bq 2 [1,-1,0,33708,4468616] 2239488
+390150 br 1 [1,-1,0,813,8241] 331776
+390150 br 2 [1,-1,0,-20862,1174356] 995328
+390150 bs 1 [1,-1,0,-345836817,-4208086826659] 227487744
+390150 bt 1 [1,-1,0,-3133392,12934774016] 33592320
+390150 bt 2 [1,-1,0,28078608,-340853245984] 100776960
+390150 bu 1 [1,-1,0,-510913617,9733780888541] 347995440
+390150 bv 1 [1,-1,0,-7857,-585059] 1364688
+390150 bw 1 [1,-1,0,-252244167,1542044401991] 61102080
+390150 bx 1 [1,-1,0,-3523542,1419106616] 23265792
+390150 by 1 [1,-1,0,-3523542,-2527260634] 12337920
+390150 bz 1 [1,-1,0,-13940547,-20001259819] 17418240
+390150 ca 1 [1,-1,0,-23667,-3621259] 1935360
+390150 cb 1 [1,-1,0,-6839817,-17818604659] 32901120
+390150 cc 1 [1,-1,0,-38723742,92624240916] 29030400
+390150 cd 1 [1,-1,0,-12192,-511534] 725760
+390150 ce 1 [1,-1,0,-872817,314075591] 3594240
+390150 cf 1 [1,-1,0,-12192,291716] 1368576
+390150 cg 1 [1,-1,0,-1767867,1981645541] 20470320
+390150 ch 1 [1,-1,0,-2270727,-2883477699] 23199696
+390150 ci 1 [1,-1,0,-1196667,-856239259] 13381632
+390150 cj 1 [1,-1,0,-4997442,4311389716] 12690432
+390150 cj 2 [1,-1,0,9741558,21993276716] 38071296
+390150 ck 1 [1,-1,0,182883,-28544959] 4976640
+390150 ck 2 [1,-1,0,-4693992,-3944675584] 14929920
+390150 cl 1 [1,-1,0,-207267,-202551859] 8922960
+390150 cl 2 [1,-1,0,-33370017,-74188647109] 26768880
+390150 cm 1 [1,-1,0,-101451192,393409054016] 64696320
+390150 cn 1 [1,-1,0,-6640407,10265097501] 29140992
+390150 co 1 [1,-1,0,3759258,-1181691084] 23950080
+390150 co 2 [1,-1,0,-42300117,126264599541] 71850240
+390150 cp 1 [1,-1,0,-717,-7059] 279936
+390150 cp 2 [1,-1,0,-7092,228816] 839808
+390150 cq 1 [1,-1,0,-120567,-27547909] 4644864
+390150 cr 1 [1,-1,0,-428352,-98617344] 6319104
+390150 cs 1 [1,-1,0,52833,-61982259] 7257600
+390150 cs 2 [1,-1,0,-10351167,-12818442259] 21772800
+390150 ct 1 [1,-1,0,-3522,64596] 663552
+390150 ct 2 [1,-1,0,-90222,-10402984] 1990656
+390150 cu 1 [1,-1,0,-333492,67902416] 5575680
+390150 cv 1 [1,-1,0,-155682042,723824748116] 99532800
+390150 cw 1 [1,-1,0,-12192,5827256] 3545856
+390150 cx 1 [1,-1,0,-575742,-105888584] 7490880
+390150 cy 1 [1,-1,0,-1767867,-401138209] 11612160
+390150 cz 1 [1,-1,0,-717,4841] 264384
+390150 da 1 [1,-1,0,-185592,50922816] 4478976
+390150 da 2 [1,-1,0,1548408,-895263184] 13436928
+390150 db 1 [1,-1,0,-1117617,-455036709] 6842880
+390150 db 2 [1,-1,0,1591758,-2148396084] 20528640
+390150 dc 1 [1,-1,0,-1959688348692,1055914493787755216] 5643509760
+390150 dc 2 [1,-1,0,-2241844828692,732077636332715216] 16930529280
+390150 dd 1 [1,-1,0,-1992,4416] 373248
+390150 dd 2 [1,-1,0,-103992,-12881584] 1119744
+390150 de 1 [1,-1,0,-12192,-707034] 1451520
+390150 de 2 [1,-1,0,96183,8938341] 4354560
+390150 df 1 [1,-1,0,-338077167,2392690397741] 107495424
+390150 df 2 [1,-1,0,-439516167,840400592741] 322486272
+390150 dg 1 [1,-1,0,-77478535167,9033044329769741] 2759049216
+390150 dh 1 [1,-1,0,-112960617,-462040273459] 68739840
+390150 di 1 [1,-1,0,-710127,-226180499] 6967296
+390150 dj 1 [1,-1,0,-120567,-1754659] 4644864
+390150 dk 1 [1,-1,0,-1737,28301] 269568
+390150 dl 1 [1,-1,0,-69567,7119341] 2764800
+390150 dm 1 [1,-1,0,-12192,298985966] 14515200
+390150 dn 1 [1,-1,0,16374108,-150943831984] 93768192
+390150 do 1 [1,-1,0,74508,-6255834] 3594240
+390150 dp 1 [1,-1,0,573033,-1069621219] 17418240
+390150 dq 1 [1,-1,0,-129237,-21834379] 5209344
+390150 dr 1 [1,-1,0,-1088682417,-13824258492259] 256628736
+390150 ds 1 [1,-1,0,-207267,36219941] 4478976
+390150 ds 2 [1,-1,0,-1182642,-468439084] 13436928
+390150 dt 1 [1,-1,0,-28579842,58814737816] 32901120
+390150 du 1 [1,-1,0,-575742,416117666] 12044160
+390150 dv 1 [1,-1,0,-717,-18109] 425088
+390150 dw 1 [1,-1,0,813,-286539] 1451520
+390150 dx 1 [1,-1,0,-402342,-87652684] 8398080
+390150 dx 2 [1,-1,0,-31614342,-68410720684] 25194240
+390150 dy 1 [1,-1,0,-1767867,-566951959] 17418240
+390150 dz 1 [1,-1,0,-23421192,43283762216] 53581824
+390150 ea 1 [1,-1,0,-120567,-13314659] 4105728
+390150 ea 2 [1,-1,0,-2829942,1831769716] 12317184
+390150 eb 1 [1,-1,0,558,-14284] 725760
+390150 ec 1 [1,-1,0,-1962942,-4451090284] 26873856
+390150 ec 2 [1,-1,0,-275067942,-1755873455284] 80621568
+390150 ed 1 [1,-1,0,125508,1806416] 8320320
+390150 ee 1 [1,-1,0,161208,-2715584] 9429696
+390150 ef 1 [1,-1,1,1450870,1875923497] 37013760
+390150 eg 1 [1,-1,1,4030195,-335417803] 47148480
+390150 eh 1 [1,-1,1,5020,13447] 1664064
+390150 ei 1 [1,-1,1,20320,-1406053] 2985984
+390150 ei 2 [1,-1,1,-196430,56682947] 8957952
+390150 ej 1 [1,-1,1,-3230930,-2732528303] 26046720
+390150 ek 1 [1,-1,1,-33903605,75982896397] 45287424
+390150 el 1 [1,-1,1,-5181680,4522310947] 22394880
+390150 el 2 [1,-1,1,-29566055,-58584451553] 67184640
+390150 em 1 [1,-1,1,-890030,-322961903] 5806080
+390150 en 1 [1,-1,1,20320,-35797053] 7257600
+390150 eo 1 [1,-1,1,-17930,-2281553] 2125440
+390150 ep 1 [1,-1,1,-23030,3333547] 2408832
+390150 eq 1 [1,-1,1,-12919655,15971074847] 47589120
+390150 eq 2 [1,-1,1,-1015171655,12449909386847] 142767360
+390150 er 1 [1,-1,1,-122031605,692208397] 149299200
+390150 es 1 [1,-1,1,-70715,-4521473] 3483648
+390150 et 1 [1,-1,1,-9005,-324003] 1050624
+390150 eu 1 [1,-1,1,-313595255,1770279567247] 209392128
+390150 eu 2 [1,-1,1,-7360679630,-242890395764003] 628176384
+390150 ev 1 [1,-1,1,-434855,105104897] 5971968
+390150 ev 2 [1,-1,1,-5961980,-5575551353] 17915904
+390150 ew 1 [1,-1,1,-2233880,-1291733253] 15667200
+390150 ex 1 [1,-1,1,6295,1136297] 1838592
+390150 ey 1 [1,-1,1,2980,-50643] 718848
+390150 ez 1 [1,-1,1,14325820,-133688326553] 87091200
+390150 fa 1 [1,-1,1,150370,-9483603] 4790016
+390150 fa 2 [1,-1,1,-1692005,1010455197] 14370048
+390150 fb 1 [1,-1,1,-1865405,960631597] 14276736
+390150 fb 2 [1,-1,1,-18446780,-30112865153] 42830208
+390150 fc 1 [1,-1,1,-13340,545887] 1115136
+390150 fd 1 [1,-1,1,-10708805,-12337876803] 31595520
+390150 fe 1 [1,-1,1,-88055,7986447] 3317760
+390150 fe 2 [1,-1,1,-2255555,-1302628553] 9953280
+390150 ff 1 [1,-1,1,-304805,728102197] 17729280
+390150 fg 1 [1,-1,1,-17930,587197] 1321920
+390150 fh 1 [1,-1,1,-8302880,-9106799003] 19906560
+390150 fi 1 [1,-1,1,-70715,-3194963] 2322432
+390150 fj 1 [1,-1,1,-23030,-842503] 1498176
+390150 fk 1 [1,-1,1,-44705,-3631353] 1368576
+390150 fk 2 [1,-1,1,63670,-17199903] 4105728
+390150 fl 1 [1,-1,1,-180554105,933856879897] 58060800
+390150 fm 1 [1,-1,1,-5571830,-5567358203] 29196288
+390150 fn 1 [1,-1,1,-3339305,2349536697] 6345216
+390150 fn 2 [1,-1,1,-5181680,-518427053] 19035648
+390150 fo 1 [1,-1,1,-43430,3494197] 1347840
+390150 fp 1 [1,-1,1,-17753180,-28290315553] 34836480
+390150 fq 1 [1,-1,1,-4518425,-3695418503] 13747968
+390150 fr 1 [1,-1,1,-348155,-478949653] 11197440
+390150 fr 2 [1,-1,1,3119845,12623154347] 33592320
+390150 fs 1 [1,-1,1,-3112531355,113621456851147] 682463232
+390150 ft 1 [1,-1,1,3745,-166753] 746496
+390150 ft 2 [1,-1,1,-155630,-23648003] 2239488
+390150 fu 1 [1,-1,1,7315,-229823] 995328
+390150 fu 2 [1,-1,1,-187760,-31519853] 2985984
+390150 fv 1 [1,-1,1,-80,1547] 174960
+390150 fv 2 [1,-1,1,-12830,562547] 524880
+390150 fw 1 [1,-1,1,-23030,1368347] 1119744
+390150 fw 2 [1,-1,1,85345,6714847] 3359232
+390150 fw 3 [1,-1,1,-890030,-428302403] 10077696
+390150 fx 1 [1,-1,1,-166010180,1282971177447] 145704960
+390150 fy 1 [1,-1,1,-2536279805,49173595472197] 323481600
+390150 fz 1 [1,-1,1,-196430,-73328803] 6823440
+390150 ga 1 [1,-1,1,-20436545,77874334417] 69599088
+390150 gb 1 [1,-1,1,-96980,-11600103] 1198080
+390150 gc 1 [1,-1,1,-1355,-10353] 456192
+390150 gd 1 [1,-1,1,-1355,19397] 241920
+390150 ge 1 [1,-1,1,-348513680,-2500505991053] 87091200
+390150 gf 1 [1,-1,1,-759980,660201647] 10967040
+390150 gg 1 [1,-1,1,-2630,134997] 645120
+390150 gh 1 [1,-1,1,-1548950,741303717] 5806080
+390150 gi 1 [1,-1,1,-391505,93732747] 4112640
+390150 gj 1 [1,-1,1,-28027130,-57103413253] 20367360
+390150 gk 1 [1,-1,1,-391505,-52429003] 7755264
+390150 gl 1 [1,-1,1,-56768180,-360491480553] 115998480
+390150 gm 1 [1,-1,1,-70715,15867307] 4094064
+390150 gn 1 [1,-1,1,-11272355,-14566948253] 21565440
+390150 go 1 [1,-1,1,-59763665,-277097868863] 87422976
+390150 gp 1 [1,-1,1,-23030,7509597] 2974320
+390150 gp 2 [1,-1,1,-3707780,2748963597] 8922960
+390150 gq 1 [1,-1,1,1082395,-814926603] 12690432
+390150 gq 2 [1,-1,1,-44976980,-116362545353] 38071296
+390150 gr 1 [1,-1,1,20320,1050447] 1658880
+390150 gr 2 [1,-1,1,-521555,146272947] 4976640
+390150 gs 1 [1,-1,1,-10770005,23129229997] 40144896
+390150 gt 1 [1,-1,1,-12551180,17116786447] 22913280
+390150 gu 1 [1,-1,1,-6391145,6113264617] 20901888
+390150 gv 1 [1,-1,1,-1085105,48460897] 13934592
+390150 gw 1 [1,-1,1,-15635,-748493] 808704
+390150 gx 1 [1,-1,1,-8608726130,-334554327823503] 919683072
+390150 gy 1 [1,-1,1,-249093869855,-27113903499551353] 5643509760
+390150 gy 2 [1,-1,1,-217743149855,-39107871633311353] 16930529280
+390150 gz 1 [1,-1,1,-11555,480947] 373248
+390150 gz 2 [1,-1,1,-17930,-101303] 1119744
+390150 ha 1 [1,-1,1,-109730,19199647] 4354560
+390150 ha 2 [1,-1,1,865645,-242200853] 13063680
+390150 hb 1 [1,-1,1,-37564130,-88605641503] 35831808
+390150 hb 2 [1,-1,1,-48835130,-31109669503] 107495424
+390150 hc 1 [1,-1,1,172045,33100547] 4478976
+390150 hc 2 [1,-1,1,-1670330,-1373245703] 13436928
+390150 hd 1 [1,-1,1,-10058555,12296049697] 20528640
+390150 hd 2 [1,-1,1,14325820,57992368447] 61585920
+390150 he 1 [1,-1,1,-5181680,2864173447] 22472640
+390150 hf 1 [1,-1,1,-196430,14922447] 3870720
+390150 hg 1 [1,-1,1,-80,-153] 88128
+390150 hh 1 [1,-1,1,-1355,-215373] 1181952
+390150 hi 1 [1,-1,1,-3855170,2666523457] 18957312
+390150 hj 1 [1,-1,1,-10025,388637] 663552
+390150 hj 2 [1,-1,1,-31700,-1712393] 1990656
+390150 hk 1 [1,-1,1,-1150130,475140497] 7257600
+390150 hk 2 [1,-1,1,475495,1673045497] 21772800
+390150 hl 1 [1,-1,1,-37055,-2502553] 1858560
+390150 hm 1 [1,-1,1,-17298005,-26802558003] 33177600
+390150 hn 1 [1,-1,1,-1085105,744878647] 13934592
+390150 ho 1 [1,-1,1,33833320,31871825947] 71850240
+390150 ho 2 [1,-1,1,-380701055,-3408763486553] 215550720
+390150 hp 1 [1,-1,1,-6455,197047] 839808
+390150 hp 2 [1,-1,1,-63830,-6114203] 2519424
+390150 hq 1 [1,-1,1,63670,39594377] 5806080
+390150 hr 1 [1,-1,1,670570,168236947] 10782720
+390150 hs 1 [1,-1,1,1819345,5589905847] 31256064
+390150 ht 1 [1,-1,1,-1355,-11073103] 4838400
+390150 hu 1 [1,-1,1,-7730,-261103] 921600
+390150 hv 1 [1,-1,1,-2602355,-1602234853] 17860608
+390150 hw 1 [1,-1,1,-1085105,360580897] 12317184
+390150 hw 2 [1,-1,1,-25469480,-49432312853] 36951552
+390150 hx 1 [1,-1,1,-196430,21063697] 5806080
+390150 hy 1 [1,-1,1,-44705,3261297] 2799360
+390150 hy 2 [1,-1,1,-3512705,2534901297] 8398080
+390150 hz 1 [1,-1,1,-5181680,-11229995303] 36132480
+390150 ia 1 [1,-1,1,-80,697] 141696
+390150 ib 1 [1,-1,1,7315,7729237] 4354560
+390150 ic 1 [1,-1,1,-23030,-1333803] 1492992
+390150 ic 2 [1,-1,1,-131405,17393397] 4478976
+390150 id 1 [1,-1,1,-257218580,-1587740702453] 98703360
+390150 ie 1 [1,-1,1,-14360,813467] 1736448
+390150 if 1 [1,-1,1,-9798141755,373264777432747] 769886208
+390150 ig 1 [1,-1,1,13945,-71553] 2773440
+390150 ih 1 [1,-1,1,1450870,71869897] 28289088
+390150 ii 1 [1,-1,1,-218105,164927897] 8957952
+390150 ii 2 [1,-1,1,-30563105,65042537897] 26873856
+390150 ij 1 [1,-1,1,5020,380647] 2177280
+390152 a 1 [0,1,0,-4348,-191136] 655360
+390152 b 1 [0,1,0,104,-768] 204928
+390154 a 1 [1,-1,1,-8775,-314177] 638496
+390156 a 1 [0,-1,0,8203,723489] 1296000
+390156 b 1 [0,-1,0,-1469,20934] 310272
+390156 b 2 [0,-1,0,1196,85960] 620544
+390156 c 1 [0,-1,0,-595869,-176466906] 4091904
+390156 c 2 [0,-1,0,-822804,-29503800] 8183808
+390156 d 1 [0,-1,0,-61269,4310514] 2045952
+390156 d 2 [0,-1,0,154596,27710280] 4091904
+390156 e 1 [0,-1,0,9451,-181311] 1003968
+390156 f 1 [0,-1,0,-34,4237] 192960
+390156 g 1 [0,1,0,6003,21951] 950400
+390156 h 1 [0,1,0,-566,-6879] 215040
+390156 i 1 [0,1,0,-51501,7266351] 2117760
+390156 j 1 [0,1,0,-9550,434597] 927936
+390156 k 1 [0,1,0,-20170,1101761] 794112
+390158 a 1 [1,1,0,1942,18004] 592800
+390159 a 1 [1,-1,1,-219335,-39474682] 1612800
+390159 a 2 [1,-1,1,-194000,-48960106] 3225600
+390159 b 1 [0,0,1,216504,-12591376] 3978240
+390159 c 1 [1,-1,0,-226296,-245965937] 11257344
+390160 a 1 [0,1,0,-256,-6300] 296960
+390160 b 1 [0,-1,0,-336,-2624] 110592
+390160 c 1 [0,-1,0,-1000,-11920] 209952
+390160 d 1 [0,-1,0,-2310889920,42758732692480] 95364864
+390160 e 1 [0,0,0,677,522] 209952
+390160 f 1 [0,0,0,277,-742] 119808
+390160 g 1 [0,1,0,64,-1036] 103936
+390160 h 1 [0,1,0,-200,10868] 337824
+390160 i 1 [0,1,0,-1180,16600] 214848
+390160 j 1 [0,-1,0,59520,-30281728] 3919104
+390160 k 1 [0,0,0,-134107,-20088694] 5225472
+390162 a 1 [1,0,1,-3382,61640] 575916
+390162 a 2 [1,0,1,6858,364744] 1151832
+390162 b 1 [1,1,1,-1632,89985] 1262592
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+390390 bp 1 [1,0,1,70820291,-632920060264] 192675840
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+390390 bp 3 [1,0,1,-3147156029,59457578903192] 770703360
+390390 bp 4 [1,0,1,-12660044349,-548271689959784] 770703360
+390390 bp 5 [1,0,1,-12277239069,-582980950941608] 1541406720
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+390390 bs 1 [1,0,1,-106189464,1949078493286] 232243200
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+390390 cf 1 [1,0,1,-2911198,-1912090672] 10321920
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+390390 cf 3 [1,0,1,-9556278,9188051056] 41287680
+390390 cf 4 [1,0,1,2760442,-8080698832] 41287680
+390390 cg 1 [1,0,1,-1733,-27844] 405504
+390390 cg 2 [1,0,1,-2383,-5224] 811008
+390390 ch 1 [1,0,1,5782074567,252389964510556] 1248952320
+390390 ch 2 [1,0,1,-42298073913,2658724467696988] 2497904640
+390390 ci 1 [1,0,1,-1018,1016] 414720
+390390 ci 2 [1,0,1,4052,9128] 829440
+390390 cj 1 [1,0,1,-8298,-292004] 766080
+390390 ck 1 [1,0,1,-6841293,-7361982392] 35389440
+390390 ck 2 [1,0,1,-111540173,-453421090744] 70778880
+390390 ck 3 [1,0,1,-113622253,-435614309752] 141557760
+390390 ck 4 [1,0,1,-1784640173,-29018592010744] 141557760
+390390 cl 1 [1,0,1,500912,399704606] 16515072
+390390 cl 2 [1,0,1,-6042768,5153033758] 33030144
+390390 cl 3 [1,0,1,-94010648,350831615006] 66060288
+390390 cl 4 [1,0,1,-22773768,-36286307042] 66060288
+390390 cm 1 [1,0,1,-167483,-18197242] 4915200
+390390 cm 2 [1,0,1,-1032763,389868806] 9830400
+390390 cm 3 [1,0,1,-16364443,25478629958] 19660800
+390390 cm 4 [1,0,1,454437,1420795846] 19660800
+390390 cn 1 [1,0,1,2192602,-467394172] 22708224
+390390 cn 2 [1,0,1,-9426148,-3869364172] 45416448
+390390 co 1 [1,0,1,-392253,69380248] 6881280
+390390 co 2 [1,0,1,-5800253,5375709848] 13762560
+390390 co 3 [1,0,1,-92801453,344088781688] 27525120
+390390 co 4 [1,0,1,-5327053,6289364408] 27525120
+390390 cp 1 [1,0,1,87,461788] 1769472
+390390 cp 2 [1,0,1,-89093,10057556] 3538944
+390390 cq 1 [1,1,1,10811349,-515894407527] 173408256
+390390 cq 2 [1,1,1,-903140651,-10204151188327] 346816512
+390390 cq 3 [1,1,1,-2072823451,21676255335353] 693633024
+390390 cq 4 [1,1,1,-14356689851,-662114712643207] 693633024
+390390 cr 1 [1,1,1,-6040830156,180712914115053] 420249600
+390390 cr 2 [1,1,1,-96653417676,11565713350547949] 840499200
+390390 cs 1 [1,1,1,-1197791,-562311391] 17805312
+390390 cs 2 [1,1,1,-19762441,-33822738331] 35610624
+390390 ct 1 [1,1,1,-9763183661,-378150520658461] 939294720
+390390 ct 2 [1,1,1,-157008638381,-23946081308595997] 1878589440
+390390 cu 1 [1,1,1,-6938721,8362178079] 37739520
+390390 cv 1 [1,1,1,1525644,-515609931] 18579456
+390390 cv 2 [1,1,1,-7613876,-4580868427] 37158912
+390390 cv 3 [1,1,1,-54981196,153663874229] 74317824
+390390 cv 4 [1,1,1,-106478876,-422819364427] 74317824
+390390 cw 1 [1,1,1,-56382206,-166197776581] 91693056
+390390 cw 2 [1,1,1,-907060606,-10515210919621] 183386112
+390390 cx 1 [1,1,1,-1286516,548511413] 10321920
+390390 cx 2 [1,1,1,-2922436,-1131905611] 20643840
+390390 cx 3 [1,1,1,9161064,-8072668011] 41287680
+390390 cx 4 [1,1,1,-41180656,-101705114347] 41287680
+390390 cy 1 [1,1,1,-13101,-573981] 1179648
+390390 cy 2 [1,1,1,-26621,794243] 2359296
+390390 cy 3 [1,1,1,-361241,83378459] 4718592
+390390 cy 4 [1,1,1,91679,6046763] 4718592
+390390 cz 1 [1,1,1,-368229456,-2719900183551] 110691840
+390390 da 1 [1,1,1,77656764,76802199339] 123402240
+390390 db 1 [1,1,1,-503065261,3678768214883] 347602944
+390390 db 2 [1,1,1,-7702194861,260166477951843] 695205888
+390390 dc 1 [1,1,1,-60488841,177719758263] 82188288
+390390 dc 2 [1,1,1,3941239,537059200439] 164376576
+390390 dd 1 [1,1,1,5452359,-1316837241] 43130880
+390390 dd 2 [1,1,1,-22669241,-10754446201] 86261760
+390390 de 1 [1,1,1,-881,-3697] 399360
+390390 de 2 [1,1,1,-11281,-465457] 798720
+390390 df 1 [1,1,1,-1607876,784068293] 7372800
+390390 df 2 [1,1,1,-1636996,754156229] 14745600
+390390 dg 1 [1,1,1,5489,783089] 1892352
+390390 dg 2 [1,1,1,-100981,11557853] 3784704
+390390 dh 1 [1,1,1,-15610,1057415] 1769472
+390390 dh 2 [1,1,1,-277690,56199047] 3538944
+390390 di 1 [1,1,1,185,12605] 491520
+390390 di 2 [1,1,1,-7095,219357] 983040
+390390 dj 1 [1,1,1,-145935,-21475563] 2949120
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+390390 dj 3 [1,1,1,-2059015,1131285605] 11796480
+390390 dj 4 [1,1,1,793705,-32413243] 11796480
+390390 dk 1 [1,1,1,-358875,54515625] 6881280
+390390 dk 2 [1,1,1,-2305755,-1307521623] 13762560
+390390 dk 3 [1,1,1,817365,-4579302135] 27525120
+390390 dk 4 [1,1,1,-36578955,-85167187383] 27525120
+390390 dl 1 [1,1,1,7507230,-3657023505] 37158912
+390390 dl 2 [1,1,1,-33390770,-30780577105] 74317824
+390390 dl 3 [1,1,1,-279336470,1775641400255] 148635648
+390390 dl 4 [1,1,1,-441813070,-3572292024865] 148635648
+390390 dm 1 [1,1,1,-9370,344807] 774144
+390390 dm 2 [1,1,1,-11970,134727] 1548288
+390390 dn 1 [1,1,1,-6251060,-6017982235] 16293888
+390390 dn 2 [1,1,1,-6558640,-5393471803] 32587776
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+390390 do 3 [1,1,1,-505434810,4357588714695] 192675840
+390390 do 4 [1,1,1,189168710,-56919805753] 192675840
+390390 dp 1 [1,1,1,-33550,2777627] 2336256
+390390 dq 1 [1,1,1,-2443685,-164757013] 27648000
+390390 dq 2 [1,1,1,-25273765,48682482155] 55296000
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+390390 ds 3 [1,1,1,-25701270,50086150707] 35389440
+390390 ds 4 [1,1,1,7774250,2546672435] 35389440
+390390 dt 1 [1,1,1,-6274720,6046161857] 16515072
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+390390 dt 3 [1,1,1,19680300,32031958785] 66060288
+390390 dt 4 [1,1,1,-44154380,-109402524223] 66060288
+390390 du 1 [1,0,0,452494,54046836] 10321920
+390390 du 2 [1,0,0,-2011526,453710880] 20643840
+390390 du 3 [1,0,0,-26606096,52786036926] 41287680
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+390390 dv 1 [1,0,0,-426306,-76296780] 9633792
+390390 dv 2 [1,0,0,-2538806,1496670720] 19267584
+390390 dv 3 [1,0,0,-40183556,98040396570] 38535168
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+390390 eg 2 [1,0,0,-69805240021,7098715888645601] 758661120
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+390390 ei 1 [1,0,0,-160976,33265920] 7077888
+390390 ei 2 [1,0,0,-2810896,1813482176] 14155776
+390390 ei 3 [1,0,0,-44973016,116081259800] 28311552
+390390 ei 4 [1,0,0,-3047496,1490144616] 28311552
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+390390 ek 1 [1,0,0,-310885390,2109809530100] 83607552
+390390 ek 2 [1,0,0,-310969890,2108605219200] 167215104
+390390 ek 3 [1,0,0,-318999925,1993861140257] 250822656
+390390 ek 4 [1,0,0,-232241240,3202004456130] 334430208
+390390 ek 5 [1,0,0,-391050540,938130422670] 334430208
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+390402 bd 1 [1,-1,1,-17956211,29303728067] 29392896
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+390696 g 1 [0,1,0,-121644,16031520] 3262464
+390696 g 2 [0,1,0,-1224,46473696] 6524928
+390696 h 1 [0,1,0,-357801,-94415589] 5276160
+390696 i 1 [0,1,0,-10027,-380278] 587520
+390696 j 1 [0,1,0,-247,1370] 100352
+390696 j 2 [0,1,0,-612,-4032] 200704
+390698 a 1 [1,0,1,535,13620] 597120
+390698 b 1 [1,0,1,-111786,7383500] 3686400
+390698 b 2 [1,0,1,375554,54558012] 7372800
+390698 c 1 [1,1,0,-19245,1019677] 742560
+390698 d 1 [1,1,0,-443,3305] 333312
+390698 d 2 [1,1,0,147,12155] 666624
+390698 e 1 [1,-1,0,-113154139,-463369497811] 173305440
+390698 f 1 [1,-1,0,46388,-12473392] 5882400
+390698 g 1 [1,0,0,-364,-5232] 248960
+390698 g 2 [1,0,0,-7244,-237776] 497920
+390698 h 1 [1,0,0,266184061,839055471613] 196515840
+390698 h 2 [1,0,0,-1203900369,7107789498019] 393031680
+390698 i 1 [1,0,0,-123,14209] 446976
+390698 i 2 [1,0,0,-9583,356661] 893952
+390698 j 1 [1,-1,1,-739,-7523] 207104
+390698 k 1 [1,-1,1,-145032001,669945624017] 67682304
+390698 k 2 [1,-1,1,-216322881,-57306901039] 135364608
+390698 k 3 [1,-1,1,864236159,-458842640303] 270729216
+390698 k 4 [1,-1,1,-2437536001,-46200788255919] 270729216
+390698 l 1 [1,-1,1,-3957441,-3028641199] 13972992
+390698 l 2 [1,-1,1,-4397761,-2312680879] 27945984
+390698 m 1 [1,0,0,-308,4088] 241056
+390698 m 2 [1,0,0,2642,-84530] 723168
+390698 n 1 [1,1,1,66,215] 144000
+390698 n 2 [1,1,1,-364,1591] 288000
+390700 a 1 [0,1,0,1667,-26412] 824040
+390700 b 1 [0,0,0,40,-220] 56736
+390700 c 1 [0,0,0,1000,-27500] 283680
+390700 d 1 [0,-1,0,67,-238] 164808
+390701 a 1 [0,-1,1,-20947,-1101088] 1287356
+390701 b 1 [0,-1,1,-6941,-220280] 238516
+390702 a 1 [1,1,0,-176,-960] 102816
+390702 b 1 [1,1,0,12673,-8297403] 4704000
+390702 c 1 [1,0,1,-1091059,-445614322] 8959328
+390702 d 1 [1,0,1,-3827,90992] 720576
+390702 d 2 [1,0,1,7288,464222] 2161728
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+390702 g 1 [1,1,1,-22421008390,557076541845803] 1736308224
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+390705 a 1 [0,-1,1,4494,-32794] 1088640
+390705 b 1 [0,-1,1,-4615280,-465597813172] 221356800
+390705 c 1 [0,-1,1,-71518860,232805681648] 58924800
+390705 d 1 [0,-1,1,-1240,17226] 293760
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+390705 f 1 [1,1,1,-738696,441316584] 11427840
+390705 f 2 [1,1,1,-14301741,20802159738] 22855680
+390705 f 3 [1,1,1,-228798786,1331979696414] 45711360
+390705 f 4 [1,1,1,-16813416,12989845818] 45711360
+390705 g 1 [1,1,1,-1228255665,-16762459303770] 239803200
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+390705 h 2 [1,0,0,-13297071,18394576776] 28569600
+390705 h 3 [1,0,0,-211905446,1187284307001] 57139200
+390705 h 4 [1,0,0,-738696,51732039051] 57139200
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+390705 j 1 [1,0,0,-9380,330495] 921600
+390705 j 2 [1,0,0,-27985,-1392328] 1843200
+390705 j 3 [1,0,0,65040,-8666883] 3686400
+390705 j 4 [1,0,0,-418690,-104304025] 3686400
+390705 k 1 [1,0,0,-473246519795,125308092859037400] 1159925760
+390705 k 2 [1,0,0,-473246538400,125308082513790407] 2319851520
+390705 k 3 [1,0,0,-471793022775,126116056674649782] 4639703040
+390705 k 4 [1,0,0,-474700351705,124499446257197900] 4639703040
+390705 l 1 [1,0,0,-7097885,-7424638488] 21081600
+390705 m 1 [0,-1,1,-44619751,-110908431708] 44640000
+390705 n 1 [0,1,1,-691,6655] 201600
+390705 n 2 [0,1,1,-6181,-186044] 604800
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+390705 o 2 [0,1,1,-32584504281,-2263356576769300] 752094720
+390705 o 3 [0,1,1,-2639152595121,-1650232354730211439] 2256284160
+390705 p 1 [0,1,1,-79381,-7443275] 3214080
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+390705 q 2 [0,1,1,-23000741,-41768389999] 36892800
+390705 r 1 [1,1,0,-17168842917,866662358828904] 685670400
+390705 r 2 [1,1,0,-274770714722,55437403524620631] 1371340800
+390705 r 3 [1,1,0,-4396331434397,3547999322960723466] 2742681600
+390705 r 4 [1,1,0,-274839943927,55408070736624424] 2742681600
+390705 r 5 [1,1,0,-207824938582,83104474444641301] 5485363200
+390705 r 6 [1,1,0,-342962616552,25834369981434399] 5485363200
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+390705 v 1 [1,0,1,-1908,-32867] 345600
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+390705 y 1 [0,-1,1,-62461946,-189746453149] 96422400
+390705 z 1 [0,-1,1,-4615280,3817734251] 17919360
+390705 ba 1 [0,-1,1,-1240,-2050857] 3628800
+390705 bb 1 [0,-1,1,-25415670,49331785763] 37497600
+390705 bc 1 [0,1,1,-9527000,5934569531] 44640000
+390705 bc 2 [0,1,1,-2795253650,-56883598396189] 223200000
+390705 bd 1 [0,1,1,-630,1409] 436800
+390709 a 1 [0,0,1,4961,-672488] 3248640
+390709 b 1 [1,1,0,-57961,2297420] 1382400
+390709 c 1 [1,1,0,-1091,12940] 145600
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+390710 a 2 [1,0,1,-424004,52692606] 8921600
+390710 b 1 [1,-1,1,387,11717] 258048
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+390711 a 1 [0,1,1,190,23732] 529120
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+390714 a 1 [1,0,1,134,-2644] 264768
+390716 a 1 [0,0,0,35,-587] 210672
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+390720 z 1 [0,-1,0,-2421,19845] 491520
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+390720 ba 1 [0,-1,0,-40771841,100198711041] 31457280
+390720 ba 2 [0,-1,0,-45456961,75743321665] 62914560
+390720 ba 3 [0,-1,0,133623039,525126673665] 125829120
+390720 ba 4 [0,-1,0,-299498881,-1938859912319] 125829120
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+390720 bb 3 [0,-1,0,-157121,24021921] 1703936
+390720 bb 4 [0,-1,0,26399,1994785] 1703936
+390720 bc 1 [0,-1,0,-1784661,-908506539] 7667712
+390720 bc 2 [0,-1,0,-3228081,771923025] 15335424
+390720 bd 1 [0,-1,0,-18056,937950] 884736
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+390720 bs 2 [0,-1,0,-15492081,23474495025] 15261696
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+390720 db 3 [0,-1,0,-7894785,8540678817] 9437184
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+390720 df 3 [0,-1,0,-25398384225,1549256934650625] 1114767360
+390720 df 4 [0,-1,0,10095831455,-75760796454143] 1114767360
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+390720 di 2 [0,-1,0,-219785,39729417] 2752512
+390720 di 3 [0,-1,0,-203585,45817377] 5505024
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+390720 dk 1 [0,-1,0,-6082785,-1976867775] 27205632
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+390720 dm 1 [0,-1,0,-586465,-151016063] 7225344
+390720 dm 2 [0,-1,0,929055,-803598975] 14450688
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+390720 dt 1 [0,-1,0,-445,-93443] 688128
+390720 dt 2 [0,-1,0,-33745,-2351183] 1376256
+390720 du 1 [0,-1,0,-212385,37265217] 3870720
+390720 dv 1 [0,-1,0,262395,296178525] 10616832
+390720 dw 1 [0,-1,0,-2184385,-1241882783] 6303744
+390720 dx 1 [0,-1,0,-725,8277] 282624
+390720 dx 2 [0,-1,0,-11825,498897] 565248
+390720 dy 1 [0,-1,0,-2740,56110] 286720
+390720 dy 2 [0,-1,0,-3145,38857] 573440
+390720 dy 3 [0,-1,0,10175,270625] 1146880
+390720 dy 4 [0,-1,0,-22945,-1303583] 1146880
+390720 dz 1 [0,-1,0,-684485,218212725] 7004160
+390720 dz 2 [0,-1,0,-10951985,13954074225] 14008320
+390720 ea 1 [0,-1,0,-3642145,3541509025] 24772608
+390720 ea 2 [0,-1,0,-63361825,194130895777] 49545216
+390720 ea 3 [0,-1,0,-1013761825,12424068175777] 99090432
+390720 ea 4 [0,-1,0,-68476705,160958853025] 99090432
+390720 eb 1 [0,1,0,-29381,1911819] 1769472
+390720 eb 2 [0,1,0,-7601,4704015] 3538944
+390720 ec 1 [0,1,0,-59936,5627874] 901120
+390720 ec 2 [0,1,0,-59881,5638775] 1802240
+390720 ed 1 [0,1,0,-1101,12915] 327680
+390720 ed 2 [0,1,0,879,56079] 655360
+390720 ee 1 [0,1,0,1161779,-956701021] 17694720
+390720 ee 2 [0,1,0,-10400721,-10986013521] 35389440
+390720 ef 1 [0,1,0,-31361,-2146785] 940032
+390720 eg 1 [0,1,0,-8376961,8705811839] 19968000
+390720 eg 2 [0,1,0,-5137820161,141746131253759] 99840000
+390720 eh 1 [0,1,0,-9696,-271746] 983040
+390720 eh 2 [0,1,0,24679,-1736121] 1966080
+390720 ei 1 [0,1,0,-926661,-399956661] 7630848
+390720 ei 2 [0,1,0,-15492081,-23474495025] 15261696
+390720 ej 1 [0,1,0,-33296,2327430] 491520
+390720 ej 2 [0,1,0,-33241,2335559] 983040
+390720 ek 1 [0,1,0,-3256,65150] 540672
+390720 ek 2 [0,1,0,3399,303399] 1081344
+390720 el 1 [0,1,0,-1562881,-1749031681] 14622720
+390720 em 1 [0,1,0,2404,70854] 552960
+390720 en 1 [0,1,0,-2421,3187755] 2211840
+390720 en 2 [0,1,0,-339921,75210255] 4423680
+390720 eo 1 [0,1,0,-54561,4882239] 1916928
+390720 eo 2 [0,1,0,-40481,7475775] 3833856
+390720 ep 1 [0,1,0,-1156,14750] 215040
+390720 eq 1 [0,1,0,-1172641,-488368705] 8847360
+390720 eq 2 [0,1,0,-793761,-808976961] 17694720
+390720 er 1 [0,1,0,-31681,922175] 1658880
+390720 es 1 [0,1,0,-3623521,1116268799] 15998976
+390720 et 1 [0,1,0,-1761,27039] 331776
+390720 eu 1 [0,1,0,-2901,-197901] 737280
+390720 ev 1 [0,1,0,-1784661,908506539] 7667712
+390720 ev 2 [0,1,0,-3228081,-771923025] 15335424
+390720 ew 1 [0,1,0,-18056,-937950] 884736
+390720 ew 2 [0,1,0,-11401,-1631401] 1769472
+390720 ex 1 [0,1,0,-2509836,-1531276290] 3366912
+390720 ex 2 [0,1,0,-2509881,-1531218681] 6733824
+390720 ex 3 [0,1,0,-2674881,-1318599681] 13467648
+390720 ex 4 [0,1,0,-2345601,-1740149985] 13467648
+390720 ey 1 [0,1,0,-1156,-9250] 303104
+390720 ey 2 [0,1,0,-16281,-804825] 606208
+390720 ey 3 [0,1,0,-14081,-1027905] 1212416
+390720 ey 4 [0,1,0,-260481,-51256545] 1212416
+390720 ez 1 [0,1,0,34719,-30420225] 4128768
+390720 ez 2 [0,1,0,-1276001,-536096001] 8257536
+390720 ez 3 [0,1,0,-3303521,1588339455] 16515072
+390720 ez 4 [0,1,0,-20220001,-35002809601] 16515072
+390720 fa 1 [0,1,0,23499,1148499] 1290240
+390720 fb 1 [0,1,0,-2421,-19845] 491520
+390720 fb 2 [0,1,0,-20241,1088559] 983040
+390720 fc 1 [0,1,0,-40771841,-100198711041] 31457280
+390720 fc 2 [0,1,0,-45456961,-75743321665] 62914560
+390720 fc 3 [0,1,0,-299498881,1938859912319] 125829120
+390720 fc 4 [0,1,0,133623039,-525126673665] 125829120
+390720 fc 5 [0,1,0,-4754498881,126182572912319] 251658240
+390720 fc 6 [0,1,0,90830399,6633818558015] 251658240
+390720 fd 1 [0,1,0,-3756,83394] 425984
+390720 fd 2 [0,1,0,-10601,-314985] 851968
+390720 fd 3 [0,1,0,26399,-1994785] 1703936
+390720 fd 4 [0,1,0,-157121,-24021921] 1703936
+390720 fe 1 [0,1,0,-52321,4574975] 1105920
+390720 ff 1 [0,1,0,-35461,18820835] 4423680
+390720 fg 1 [0,1,0,-12321,-6953121] 3072000
+390720 fh 1 [0,1,0,-172721,-27522225] 2506752
+390720 fh 2 [0,1,0,-66241,-60978241] 5013504
+390720 fi 1 [0,1,0,280939,-1978701] 7225344
+390720 fj 1 [0,1,0,-1001,11415] 212992
+390720 fj 2 [0,1,0,479,43679] 425984
+390720 fk 1 [0,1,0,479,6719] 258048
+390720 fl 1 [0,1,0,219,2619] 258048
+390720 fl 2 [0,1,0,-2001,28815] 516096
+390720 fm 1 [0,1,0,-1687201,-248107201] 12288000
+390720 fm 2 [0,1,0,6417279,-1932218145] 24576000
+390720 fn 1 [0,1,0,-179761,-29395345] 1916928
+390720 fn 2 [0,1,0,-178881,-29696481] 3833856
+390720 fo 1 [0,1,0,-798721,-271151521] 9289728
+390720 fp 1 [0,1,0,-19041,33759] 1806336
+390720 fq 1 [0,1,0,39837419,-150156483661] 87736320
+390720 fr 1 [0,1,0,1822019,23688275] 21233664
+390720 fr 2 [0,1,0,-7290481,182245775] 42467328
+390720 fr 3 [0,1,0,-81216481,280908838175] 84934656
+390720 fr 4 [0,1,0,-79164481,-270250866625] 84934656
+390720 fs 1 [0,1,0,-2461,-33661] 491520
+390720 fs 2 [0,1,0,-14961,673839] 983040
+390720 fs 3 [0,1,0,-236961,44319039] 1966080
+390720 fs 4 [0,1,0,7039,2508639] 1966080
+390720 ft 1 [0,1,0,-241,-7441] 359424
+390720 ft 2 [0,1,0,2159,192719] 1078272
+390720 fu 1 [0,1,0,-2981,142659] 884736
+390720 fv 1 [0,1,0,-34941,-5358141] 4325376
+390720 fv 2 [0,1,0,-719441,-234939441] 8650752
+390720 fv 3 [0,1,0,-882241,-120881761] 17301504
+390720 fv 4 [0,1,0,-11508641,-15031248321] 17301504
+390720 fw 1 [0,1,0,-921841,-363995665] 8985600
+390720 fx 1 [0,1,0,-17916,917070] 630784
+390720 fx 2 [0,1,0,-18041,903495] 1261568
+390720 fx 3 [0,1,0,4159,3003615] 2523136
+390720 fx 4 [0,1,0,-42241,-2063425] 2523136
+390720 fy 1 [0,1,0,-4801,-41665] 786432
+390720 fy 2 [0,1,0,-43521,3450879] 1572864
+390720 fy 3 [0,1,0,-694721,222644799] 3145728
+390720 fy 4 [0,1,0,-11841,8399295] 3145728
+390720 fz 1 [0,1,0,-14816,-734130] 1128960
+390720 ga 1 [0,1,0,-391841,71279295] 10321920
+390720 gb 1 [0,1,0,-725,-8277] 282624
+390720 gb 2 [0,1,0,-11825,-498897] 565248
+390720 gc 1 [0,1,0,-2740,-56110] 286720
+390720 gc 2 [0,1,0,-3145,-38857] 573440
+390720 gc 3 [0,1,0,-22945,1303583] 1146880
+390720 gc 4 [0,1,0,10175,-270625] 1146880
+390720 gd 1 [0,1,0,-684485,-218212725] 7004160
+390720 gd 2 [0,1,0,-10951985,-13954074225] 14008320
+390720 ge 1 [0,1,0,-3642145,-3541509025] 24772608
+390720 ge 2 [0,1,0,-63361825,-194130895777] 49545216
+390720 ge 3 [0,1,0,-68476705,-160958853025] 99090432
+390720 ge 4 [0,1,0,-1013761825,-12424068175777] 99090432
+390720 gf 1 [0,1,0,262395,-296178525] 10616832
+390720 gg 1 [0,1,0,-2184385,1241882783] 6303744
+390720 gh 1 [0,1,0,-212385,-37265217] 3870720
+390720 gi 1 [0,1,0,-16225,-597985] 1769472
+390720 gi 2 [0,1,0,40095,-3785697] 3538944
+390720 gj 1 [0,1,0,-965,27675] 405504
+390720 gj 2 [0,1,0,-20945,1158543] 811008
+390720 gk 1 [0,1,0,-5933025,-5570167905] 10948608
+390720 gk 2 [0,1,0,7813215,-25711094817] 32845824
+390720 gl 1 [0,1,0,-154687105,-740558757025] 28508160
+390720 gl 2 [0,1,0,-154681185,-740618268417] 57016320
+390720 gm 1 [0,1,0,-445,93443] 688128
+390720 gm 2 [0,1,0,-33745,2351183] 1376256
+390720 gn 1 [0,1,0,-586465,151016063] 7225344
+390720 gn 2 [0,1,0,929055,803598975] 14450688
+390720 go 1 [0,1,0,-1985,-32865] 327680
+390720 go 2 [0,1,0,1535,-133537] 655360
+390720 gp 1 [0,1,0,-155025045,10975043030643] 273162240
+390720 gq 1 [0,1,0,-445,-3775] 110592
+390720 gr 1 [0,1,0,-6082785,1976867775] 27205632
+390720 gs 1 [0,1,0,-45045,-3695277] 995328
+390720 gt 1 [0,1,0,-1058760,-379386342] 9707520
+390720 gt 2 [0,1,0,-3949385,2608941783] 19415040
+390720 gu 1 [0,1,0,-17205,-668997] 1179648
+390720 gu 2 [0,1,0,-256785,-50166225] 2359296
+390720 gv 1 [0,1,0,-1941780065,32882011499775] 278691840
+390720 gv 2 [0,1,0,-2576168545,9559734054143] 557383680
+390720 gv 3 [0,1,0,10095831455,75760796454143] 1114767360
+390720 gv 4 [0,1,0,-25398384225,-1549256934650625] 1114767360
+390720 gw 1 [0,1,0,-203585,-35424225] 1327104
+390720 gw 2 [0,1,0,-204865,-34957537] 2654208
+390720 gw 3 [0,1,0,-465345,71682975] 5308416
+390720 gw 4 [0,1,0,35135,-111709537] 5308416
+390720 gx 1 [0,1,0,0,30] 38400
+390720 gy 1 [0,1,0,-219780,-39731310] 1376256
+390720 gy 2 [0,1,0,-219785,-39729417] 2752512
+390720 gy 3 [0,1,0,-236065,-33520225] 5505024
+390720 gy 4 [0,1,0,-203585,-45817377] 5505024
+390720 gz 1 [0,1,0,-780,8058] 212992
+390720 gz 2 [0,1,0,-1385,-6825] 425984
+390720 gz 3 [0,1,0,5215,-47745] 851968
+390720 gz 4 [0,1,0,-17665,-908737] 851968
+390720 ha 1 [0,1,0,-2495725,1520361875] 11010048
+390720 ha 2 [0,1,0,-39958225,97207079375] 22020096
+390720 hb 1 [0,1,0,-11085,-452925] 393216
+390720 hb 2 [0,1,0,-10865,-471537] 786432
+390720 hc 1 [0,1,0,-440,-462] 188416
+390720 hc 2 [0,1,0,-5065,-140137] 376832
+390720 hd 1 [0,1,0,4575,1781823] 1310720
+390720 hd 2 [0,1,0,-195425,32141823] 2621440
+390720 hd 3 [0,1,0,-3099425,2099209023] 5242880
+390720 hd 4 [0,1,0,-491425,-88685377] 5242880
+390720 he 1 [0,1,0,-9505,331583] 884736
+390720 he 2 [0,1,0,-29985,-1605825] 1769472
+390720 he 3 [0,1,0,64735,-9619137] 3538944
+390720 he 4 [0,1,0,-452385,-117258945] 3538944
+390720 hf 1 [0,1,0,-56705,1866975] 2359296
+390720 hf 2 [0,1,0,-494785,-132798817] 4718592
+390720 hf 3 [0,1,0,-104065,-336520225] 9437184
+390720 hf 4 [0,1,0,-7894785,-8540678817] 9437184
+390720 hg 1 [0,1,0,-100405,12212243] 1474560
+390720 hh 1 [0,1,0,-4860453665,130424121822303] 210124800
+390720 hi 1 [0,1,0,47295,-11119275] 2764800
+390720 hj 1 [0,1,0,-35585,-2595585] 1105920
+390720 hj 2 [0,1,0,-60545,1462143] 3317760
+390720 hk 1 [0,1,0,1915,82275] 589824
+390720 hl 1 [0,1,0,-9505,-357697] 638976
+390720 hl 2 [0,1,0,-3585,-792225] 1277952
+390720 hm 1 [0,1,0,-2053485,1131938883] 4718592
+390720 hm 2 [0,1,0,-2053265,1132193775] 9437184
+390720 hn 1 [0,1,0,-21185,551583] 1474560
+390720 hn 2 [0,1,0,73535,4207775] 2949120
+390720 ho 1 [0,1,0,300,-6930] 270336
+390720 hp 1 [0,1,0,-2465,-79905] 516096
+390720 hq 1 [0,1,0,-60445665,160052823423] 65802240
+390720 hr 1 [0,1,0,-4005,100035] 491520
+390720 hs 1 [0,1,0,55,33] 92160
+390720 ht 1 [0,1,0,-76865,-7204065] 2396160
+390720 hu 1 [0,1,0,-94729675265,-1354790903419137] 4383375360
+390720 hv 1 [0,1,0,-225,-1185] 182272
+390720 hw 1 [0,1,0,154795,-14848197] 6451200
+390720 hw 2 [0,1,0,-744305,-130112817] 12902400
+390720 hx 1 [0,1,0,-1985,-1812417] 2359296
+390720 hx 2 [0,1,0,-235265,-43476225] 4718592
+390720 hx 3 [0,1,0,-451265,48582975] 9437184
+390720 hx 4 [0,1,0,-3751745,-2798286657] 9437184
+390720 hy 1 [0,1,0,-825,8973] 276480
+390720 hz 1 [0,1,0,-45,-42525] 589824
+390720 hz 2 [0,1,0,-18545,-963825] 1179648
+390720 ia 1 [0,1,0,-1185,13023] 442368
+390720 ib 1 [0,1,0,-8193985,-9030713857] 13977600
+390722 a 1 [1,1,0,-53907690,-152382703532] 59825920
+390724 a 1 [0,-1,0,-24430,1477893] 565728
+390725 a 1 [1,-1,1,-730,6772] 125184
+390726 a 1 [1,-1,0,38946,8300564] 4354560
+390726 b 1 [1,-1,0,-160974,24890004] 4064256
+390726 c 1 [1,-1,0,-1626,59156] 737280
+390726 d 1 [1,-1,0,651789,-88690379] 11354112
+390726 e 1 [1,-1,0,-1664343,826816801] 5720064
+390726 f 1 [1,-1,0,-11328,476440] 815616
+390726 g 1 [1,-1,0,-281808,55323904] 5225472
+390726 h 1 [1,-1,0,285,-25271] 552960
+390726 i 1 [1,-1,0,1765755,-2018442483] 16588800
+390726 j 1 [1,-1,0,-820710,297409972] 8921088
+390726 k 1 [1,-1,0,-163620,41529424] 3686400
+390726 l 1 [1,-1,0,-157887,-23739507] 2548224
+390726 l 2 [1,-1,0,-1392687,622159677] 7644672
+390726 m 1 [1,-1,0,-3222,70132] 364032
+390726 m 2 [1,-1,0,-28422,-1805756] 1092096
+390726 n 1 [1,-1,0,-1332,-9248] 276480
+390726 o 1 [1,-1,0,-65277,3302613] 1935360
+390726 p 1 [1,-1,0,-106452852,422748457424] 52968960
+390726 q 1 [1,-1,0,-192579,-59517739] 4792320
+390726 r 1 [1,-1,0,-33966,-2400840] 817152
+390726 s 1 [1,-1,0,-492606,-159271596] 6635520
+390726 s 2 [1,-1,0,-8307126,-9213174468] 13271040
+390726 t 1 [1,-1,0,-12798,-557852] 995328
+390726 u 1 [1,-1,1,-6257,191125] 929280
+390726 v 1 [1,-1,1,26671,-713023] 1966080
+390726 w 1 [1,-1,1,158971,-22893951] 5750784
+390726 w 2 [1,-1,1,-4054784,-3167392413] 17252352
+390726 x 1 [1,-1,1,-108716,-13764369] 1762560
+390726 x 2 [1,-1,1,-91076,-18393105] 3525120
+390726 y 1 [1,-1,1,69889,-2213305] 2851200
+390726 z 1 [1,-1,1,-40046,2600525] 2107392
+390726 ba 1 [1,-1,1,-7286,213077] 844800
+390726 bb 1 [1,-1,1,-35951,1148487] 2709504
+390726 bc 1 [1,-1,1,-21398,2211493] 1597440
+390726 bd 1 [1,-1,1,-170712653,-858474673675] 47775744
+390726 be 1 [1,-1,1,-106385,13330433] 2196480
+390726 bf 1 [1,-1,1,-70024415,-225253796421] 40836096
+390726 bf 2 [1,-1,1,-5670104810,-164335351306647] 122508288
+390726 bg 1 [1,-1,1,-1429070,657124913] 5833728
+390726 bg 2 [1,-1,1,-115716425,479144873225] 17501184
+390726 bh 1 [1,-1,1,-5212850,-4561912911] 15375360
+390726 bi 1 [1,-1,1,-965,-9971] 297984
+390726 bj 1 [1,-1,1,-47270,3514501] 2085888
+390726 bk 1 [1,-1,1,-7921472,30132524643] 39813120
+390726 bl 1 [1,-1,1,7708,96653] 860160
+390726 bm 1 [1,-1,1,-530312,148775883] 3421440
+390726 bn 1 [1,-1,1,2563,679753] 1658880
+390726 bo 1 [1,-1,1,-1994,-56815] 508032
+390726 bp 1 [1,-1,1,-101954,-12761927] 2446848
+390726 bq 1 [1,-1,1,-1962239,-888055689] 14751744
+390726 br 1 [1,-1,1,-734,-3139] 387072
+390726 bs 1 [1,-1,1,-590729,1480824713] 20321280
+390726 bt 1 [1,-1,1,803419,-184277411] 11673600
+390726 bu 1 [1,-1,1,4327,-308871] 1451520
+390726 bv 1 [1,-1,1,-125033,-14017111] 5702400
+390728 a 1 [0,1,0,-1383828,-231529856] 10027008
+390728 a 2 [0,1,0,-17989768,-29351706240] 20054016
+390728 b 1 [0,1,0,-27355748,55061630560] 17891328
+390728 b 2 [0,1,0,-27413208,54818643712] 35782656
+390728 c 1 [0,1,0,-407008,-72894288] 4423680
+390728 c 2 [0,1,0,-2360648,1336852336] 8847360
+390728 d 1 [0,1,0,-13407,-592370] 1032192
+390728 d 2 [0,1,0,-27772,884352] 2064384
+390728 e 1 [0,-1,0,-211644,26055769] 3144960
+390728 f 1 [0,-1,0,-797736,-286770836] 6773760
+390728 g 1 [0,-1,0,-106448,-15004484] 1775616
+390728 h 1 [0,-1,0,-17989768,-33036810340] 23083008
+390728 i 1 [0,-1,0,-1252,12245] 241920
+390728 j 1 [0,0,0,-45666335,-118538181502] 23396352
+390728 j 2 [0,0,0,-29060395,-205882104714] 46792704
+390728 k 1 [0,0,0,-488410,-32381583] 6193152
+390728 k 2 [0,0,0,-4639895,3821026794] 12386304
+390728 l 1 [0,0,0,-158015,-24127454] 1376256
+390728 l 2 [0,0,0,-100555,-41905578] 2752512
+390728 m 1 [0,0,0,-3614234,2644495945] 6193152
+390728 m 2 [0,0,0,-3858439,2266710810] 12386304
+390728 m 3 [0,0,0,8840221,14053607022] 24772608
+390728 m 4 [0,0,0,-20464379,-33698434042] 24772608
+390728 n 1 [0,0,0,-1123343,107938610] 12386304
+390728 n 2 [0,0,0,-13822003,19752765630] 24772608
+390728 o 1 [0,1,0,-62248,-6746336] 1357824
+390728 p 1 [0,1,0,-368,-3184] 104448
+390728 q 1 [0,-1,0,-3874719,-2887065676] 17547264
+390728 q 2 [0,-1,0,-8026204,4392978420] 35094528
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+391104 cs 2 [0,0,0,-909660,333927088] 3440640
+391104 ct 1 [0,0,0,19860,-1554352] 983040
+391104 cu 1 [0,0,0,-57900,5358512] 1245184
+391104 cu 2 [0,0,0,-70860,2782064] 2490368
+391104 cv 1 [0,0,0,216105,-5757964] 3942400
+391104 cw 1 [0,0,0,-38982,-3154282] 1413120
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+391104 cy 1 [0,0,0,-13002,-572598] 442368
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+391104 da 1 [0,0,0,-6852,218342] 430080
+391104 db 1 [0,0,0,-13002,572598] 442368
+391104 dc 1 [0,0,0,288,15328] 368640
+391104 dd 1 [0,0,0,-38982,3154282] 1413120
+391104 de 1 [0,0,0,-5724,229392] 718848
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+391104 dg 1 [0,0,0,18096,-929752] 1290240
+391104 dg 2 [0,0,0,-104124,-8800720] 2580480
+391104 dh 1 [0,0,0,36,1080] 106496
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+391104 di 2 [0,0,0,396,10432] 262144
+391104 dj 1 [0,0,0,-6039,304992] 884736
+391104 dj 2 [0,0,0,-114084,14826240] 1769472
+391104 dj 3 [0,0,0,-1825164,949075920] 3538944
+391104 dj 4 [0,0,0,-131724,9936432] 3538944
+391104 dk 1 [0,0,0,-9682284,11597658032] 15482880
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+391104 dm 1 [0,0,0,-1500924,-778542280] 9289728
+391104 dn 1 [0,0,0,-32108844,70030160048] 13271040
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+391104 dp 2 [0,0,0,36276,-17218640] 3276800
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+391104 dq 2 [0,0,0,-84684,169360] 2621440
+391104 dq 3 [0,0,0,338676,1354768] 5242880
+391104 dq 4 [0,0,0,-922764,-340091120] 5242880
+391104 dr 1 [0,0,0,-8139,282620] 380928
+391104 dr 2 [0,0,0,-8004,292448] 761856
+391104 ds 1 [0,0,0,-8139,-282620] 380928
+391104 ds 2 [0,0,0,-8004,-292448] 761856
+391104 dt 1 [0,0,0,-51204,4236608] 1638400
+391104 dt 2 [0,0,0,36276,17218640] 3276800
+391104 du 1 [0,0,0,-58764,-5467408] 1310720
+391104 du 2 [0,0,0,-84684,-169360] 2621440
+391104 du 3 [0,0,0,-922764,340091120] 5242880
+391104 du 4 [0,0,0,338676,-1354768] 5242880
+391104 dv 1 [0,0,0,31956,1792600] 1548288
+391104 dw 1 [0,0,0,-1500924,778542280] 9289728
+391104 dx 1 [0,0,0,-32108844,-70030160048] 13271040
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+391104 ed 2 [0,0,0,-104124,8800720] 2580480
+391104 ee 1 [0,0,0,-2964,-62120] 304128
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+391104 eh 1 [0,0,0,-66,-1258] 151552
+391104 ei 1 [0,0,0,-66,1258] 151552
+391104 ej 1 [0,0,0,5604,522898] 921600
+391104 ek 1 [0,0,0,-540190668,4831769676400] 129761280
+391104 ek 2 [0,0,0,-593274828,3824763161200] 259522560
+391104 el 1 [0,0,0,-24408,1467720] 798720
+391104 el 2 [0,0,0,-23868,1535760] 1597440
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+391104 em 2 [0,0,0,-23868,-1535760] 1597440
+391104 en 1 [0,0,0,-540190668,-4831769676400] 129761280
+391104 en 2 [0,0,0,-593274828,-3824763161200] 259522560
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+391170 a 2 [1,1,0,-28418618,58297461588] 44236800
+391170 a 3 [1,1,0,-454693618,3731679646588] 88473600
+391170 a 4 [1,1,0,-29771138,52441320492] 88473600
+391170 b 1 [1,1,0,-165308,25807398] 2806272
+391170 c 1 [1,1,0,-1873798,194565652] 19109376
+391170 d 1 [1,1,0,-11258,-391788] 1403136
+391170 e 1 [1,1,0,-45078,-1884972] 3118080
+391170 f 1 [1,1,0,-40263,-3120627] 1700352
+391170 g 1 [1,1,0,-1003,-14297] 401408
+391170 h 1 [1,1,0,711397,98519853] 12902400
+391170 i 1 [1,1,0,-58603,-5483543] 2383872
+391170 i 2 [1,1,0,-66273,-3966417] 4767744
+391170 j 1 [1,1,0,-20166003,34847623557] 31394304
+391170 k 1 [1,1,0,338,14254] 342528
+391170 l 1 [1,1,0,48,216] 138240
+391170 m 1 [1,1,0,-14627,363789] 1459200
+391170 n 1 [1,1,0,-1021702,-189902444] 16031232
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+391170 p 1 [1,0,1,70121,-116317894] 17565184
+391170 q 1 [1,0,1,-5109,178096] 1090560
+391170 q 2 [1,0,1,-87729,9993352] 2181120
+391170 r 1 [1,0,1,-3284,-71224] 587520
+391170 s 1 [1,0,1,112450721,21579738482] 150339840
+391170 t 1 [1,0,1,-20319,-1225358] 1351680
+391170 u 1 [1,0,1,-1484809,-4180244404] 24256512
+391170 u 2 [1,0,1,-49073929,-131776192948] 48513024
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+391170 y 1 [1,0,1,-433910264,-3441532073314] 209442816
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+391170 bb 1 [1,0,1,-14573,-20422744] 5660160
+391170 bb 2 [1,0,1,-1212653,-508760152] 11320320
+391170 bc 1 [1,0,1,-12158,195056] 1234944
+391170 bc 2 [1,0,1,-104638,-12900112] 2469888
+391170 bc 3 [1,0,1,-19638,-33232112] 4939776
+391170 bc 4 [1,0,1,-1669318,-830288944] 4939776
+391170 bd 1 [1,0,1,382,-2194] 347136
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+391170 be 2 [1,1,1,-211016,10980809] 6666240
+391170 bf 1 [1,1,1,-1025755946,12760294253879] 344467200
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+391170 bg 2 [1,1,1,-9536,190433] 1597440
+391170 bg 3 [1,1,1,-132256,18451169] 3194880
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+391170 bh 1 [1,1,1,-9363816,-11032716387] 16859136
+391170 bi 1 [1,1,1,-4165081,-3262928281] 13105152
+391170 bi 2 [1,1,1,-6128601,124536423] 26210304
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+391170 bk 1 [1,1,1,-386,-2041] 422400
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+391170 bo 2 [1,0,0,7941499,43339911231] 63825408
+391170 bp 1 [1,0,0,-6966,61020] 953856
+391170 bp 2 [1,0,0,-327756,-72248514] 2861568
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+391170 br 1 [1,0,0,-18958756,-31774849264] 23772672
+391170 bs 1 [1,0,0,-97481,11687961] 2433024
+391170 bs 2 [1,0,0,-129481,3348761] 4866048
+391170 bs 3 [1,0,0,507719,26670281] 9732096
+391170 bs 4 [1,0,0,-1278681,-553553559] 9732096
+391170 bt 1 [1,0,0,-885210086,13148377970916] 361870080
+391170 bu 1 [1,0,0,-59176,5518400] 1631232
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+391170 bz 1 [1,0,0,-4080,93342] 671232
+391170 ca 1 [1,0,0,-35590295,-139930128663] 111513600
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+391170 cb 2 [1,0,0,-4615600515,-120695699774943] 377913600
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+391170 cc 2 [1,0,0,-542215,153061625] 6291456
+391170 cc 3 [1,0,0,-8666515,9819353765] 12582912
+391170 cc 4 [1,0,0,-815995,-17941363] 12582912
+391170 cc 5 [1,0,0,3256775,-142568125] 25165824
+391170 cc 6 [1,0,0,-9269245,-10836410713] 25165824
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+391170 cg 1 [1,0,0,1910,-15808] 648192
+391170 cg 2 [1,0,0,-8620,-135850] 1296384
+391170 ch 1 [1,0,0,-5528230,-5002994350] 24977920
+391171 a 1 [0,-1,1,-515125894,-4499887064038] 89710368
+391171 b 1 [1,1,0,-100591,-12355198] 2617248
+391173 a 1 [1,0,0,81,-9720] 225280
+391173 a 2 [1,0,0,-6374,-191751] 450560
+391174 a 1 [1,1,1,357,10729] 301248
+391174 b 1 [1,0,0,-8509,323185] 686336
+391174 c 1 [1,1,1,-5023,-138683] 550368
+391176 a 1 [0,0,0,-21939,1250926] 776640
+391176 b 1 [0,0,0,-197451,-33775002] 2329920
+391178 a 1 [1,-1,0,-451,3541] 479232
+391178 b 1 [1,1,0,-75,223] 65996
+391178 c 1 [1,1,1,-161257,80047803] 5850048
+391179 a 1 [0,-1,1,-446,3788] 210880
+391179 b 1 [1,1,0,-10249,-347168] 1096160
+391179 b 2 [1,1,0,-44694,3283335] 2192320
+391179 b 3 [1,1,0,-696659,223517112] 4384640
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+391181 a 1 [1,-1,1,53954,4555066] 1944640
+391181 b 1 [0,1,1,-4429,111980] 300816
+391181 b 2 [0,1,1,-8939,-155955] 902448
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+391184 a 1 [0,0,0,155,-641] 211680
+391184 b 1 [0,0,0,-5299,166386] 718848
+391184 c 1 [0,-1,0,-31048,2197488] 943104
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+391186 a 1 [1,0,1,-745,7756] 170960
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+391188 b 1 [0,1,0,139,-57] 172608
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+391200 bb 2 [0,1,0,-329808,-73211112] 3809280
+391200 bc 1 [0,1,0,-3658,79688] 430080
+391200 bc 2 [0,1,0,2592,329688] 860160
+391200 bd 1 [0,1,0,-4158,101688] 387072
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+391200 br 1 [0,1,0,-8,-3012] 261120
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+391902 y 1 [1,0,0,25185,-1525287] 2399232
+391902 z 1 [1,0,0,72323,6474257] 3911040
+391902 ba 1 [1,0,0,18178,1458372] 2709504
+391902 bb 1 [1,0,0,-3529,52121] 903168
+391902 bc 1 [1,0,0,-72031,-7446937] 1774080
+391904 a 1 [0,-1,0,-10657,426833] 354816
+391904 b 1 [0,-1,0,-742877,-246199403] 3094272
+391904 c 1 [0,1,0,-742877,246199403] 3094272
+391904 d 1 [0,1,0,-10657,-426833] 354816
+391905 a 1 [0,0,1,-378,-2167] 116640
+391905 b 1 [0,0,1,-648,-6122] 171648
+391905 c 1 [0,0,1,-5832,165287] 514944
+391905 d 1 [0,0,1,-42,80] 38880
+391906 a 1 [1,1,0,-19360,1038656] 798336
+391906 a 2 [1,1,0,64740,5455588] 2395008
+391906 b 1 [1,0,0,-4643,-116771] 501760
+391906 b 2 [1,0,0,-13053,423151] 1003520
+391906 c 1 [1,0,0,-134157,-17000687] 3225600
+391906 c 2 [1,0,0,-2085277,-1159186335] 6451200
+391909 a 1 [0,-1,1,-1790629,922863847] 3038392
+391910 a 1 [1,-1,1,-16707,-827069] 1430280
+391911 a 1 [0,1,1,118582,-23030458] 6552000
+391911 b 1 [1,0,0,-13270,587573] 662400
+391911 c 1 [1,0,0,-364616912,4599395105655] 176874048
+391911 c 2 [1,0,0,-6928472977,221890599052628] 353748096
+391911 d 1 [0,1,1,-563,-19249] 262080
+391911 e 1 [1,0,1,-2157497,2093322935] 13605696
+391911 e 2 [1,0,1,-40996882,100993932899] 27211392
+391911 f 1 [1,0,1,-2242634,1293140513] 8611200
+391911 g 1 [1,0,1,-6257,-1254823] 1451520
+391914 a 1 [1,-1,0,-51723,-4557627] 1797376
+391914 b 1 [1,-1,1,184,-1357] 278400
+391915 a 1 [0,0,1,-13547,-611830] 920160
+391915 b 1 [0,-1,1,-751,8177] 91596
+391915 c 1 [0,-1,1,-11,37] 28416
+391915 d 1 [0,-1,1,-5,-29] 43160
+391916 a 1 [0,0,0,-10268,118085] 980700
+391916 a 2 [0,0,0,-94303,-11058570] 1961400
+391918 a 1 [1,-1,0,1352,-173760] 1297088
+391918 a 2 [1,-1,0,-39608,-2901696] 2594176
+391920 a 1 [0,-1,0,-155616,61320960] 9434880
+391920 b 1 [0,-1,0,-1324616,698985456] 14598144
+391920 b 2 [0,-1,0,-22296136,40528096240] 29196288
+391920 b 3 [0,-1,0,-356734536,2593497066480] 58392576
+391920 b 4 [0,-1,0,-23402056,36286671856] 58392576
+391920 c 1 [0,-1,0,4504,372720] 1296000
+391920 d 1 [0,-1,0,-61221,-5810355] 1075200
+391920 e 1 [0,-1,0,-16901,7726125] 2764800
+391920 f 1 [0,-1,0,-1232821,-883032515] 14100480
+391920 f 2 [0,-1,0,10314539,15789885661] 42301440
+391920 g 1 [0,-1,0,-161,-26979] 364544
+391920 h 1 [0,-1,0,1704,-725904] 1804032
+391920 h 2 [0,-1,0,-15336,19613040] 5412096
+391920 i 1 [0,-1,0,-4102840,-3197344400] 7402752
+391920 i 2 [0,-1,0,-3465640,-4224502160] 22208256
+391920 j 1 [0,-1,0,32320,998400] 1555200
+391920 k 1 [0,-1,0,-77480,13076400] 2506752
+391920 k 2 [0,-1,0,-1427480,656756400] 5013504
+391920 l 1 [0,-1,0,-13640,617712] 448512
+391920 l 2 [0,-1,0,-14120,572400] 897024
+391920 m 1 [0,-1,0,-433520,95581632] 4902912
+391920 m 2 [0,-1,0,-1833200,-859560000] 9805824
+391920 n 1 [0,-1,0,202400,-51054848] 5111808
+391920 n 2 [0,-1,0,-1456480,-532793600] 10223616
+391920 n 3 [0,-1,0,-7550560,7526017792] 20447232
+391920 n 4 [0,-1,0,-21904480,-39449427200] 20447232
+391920 n 5 [0,-1,0,-118855840,498783001600] 40894464
+391920 n 6 [0,-1,0,6249440,31935457792] 40894464
+391920 o 1 [0,-1,0,25640,-4989968] 2338560
+391920 p 1 [0,-1,0,-805,-7475] 226560
+391920 q 1 [0,-1,0,-5685,190845] 1170432
+391920 r 1 [0,-1,0,-21800,-781200] 2045952
+391920 r 2 [0,-1,0,-144680,20649072] 4091904
+391920 s 1 [0,-1,0,-126360,-31146768] 4704000
+391920 t 1 [0,-1,0,5020,826272] 1343488
+391920 t 2 [0,-1,0,-107480,12886272] 2686976
+391920 t 3 [0,-1,0,-1694480,849552672] 5373952
+391920 t 4 [0,-1,0,-320480,-53740128] 5373952
+391920 u 1 [0,-1,0,13560,1119600] 1928448
+391920 u 2 [0,-1,0,-556440,160335600] 5785344
+391920 v 1 [0,1,0,-91167976,340656249140] 89631360
+391920 w 1 [0,1,0,-361,-1981] 139776
+391920 x 1 [0,1,0,-376,-2956] 117376
+391920 y 1 [0,1,0,-59853976,178347993140] 35981568
+391920 z 1 [0,1,0,1784,-45580] 466560
+391920 ba 1 [0,1,0,-11931176,15870726324] 18195840
+391920 bb 1 [0,1,0,59,4019] 197120
+391920 bc 1 [0,1,0,9664,197460] 1224960
+391920 bd 1 [0,1,0,-376,-8476] 245760
+391920 bd 2 [0,1,0,-8896,-325420] 491520
+391920 be 1 [0,1,0,-19217336,40987013460] 43819776
+391920 bf 1 [0,1,0,-91361,10408635] 1972224
+391920 bg 1 [0,1,0,-5988741,2862355059] 28512000
+391920 bh 1 [0,1,0,73784,-13905916] 4239360
+391920 bh 2 [0,1,0,-616336,-155518540] 8478720
+391920 bi 1 [0,1,0,-10281,-404685] 332800
+391920 bj 1 [0,1,0,210475,3097923] 5391360
+391920 bk 1 [0,1,0,-5802440,-5396707212] 28532736
+391920 bk 2 [0,1,0,-92910920,-344736501900] 57065472
+391920 bl 1 [0,1,0,-1505305,-710951437] 5614080
+391920 bm 1 [0,1,0,-806965,-236882077] 8211456
+391920 bn 1 [0,1,0,-1160,-16140] 228096
+391920 bo 1 [0,1,0,5320,793428] 1548288
+391920 bo 2 [0,1,0,-102680,11895828] 3096576
+391920 bp 1 [0,1,0,-122560,16473908] 1228800
+391920 bp 2 [0,1,0,-123840,16110900] 2457600
+391920 bp 3 [0,1,0,60160,60050100] 4915200
+391920 bp 4 [0,1,0,-328320,-51040332] 4915200
+391920 bq 1 [0,1,0,-10112480,12425916228] 21749760
+391920 bq 2 [0,1,0,-161987480,793488666228] 43499520
+391920 br 1 [0,1,0,-5800,769460] 1181952
+391920 bs 1 [0,1,0,-2160,-39852] 272640
+391920 bt 1 [0,1,0,9320,94100] 1032192
+391920 bt 2 [0,1,0,-38680,727700] 2064384
+391920 bu 1 [0,1,0,19600,-26016300] 3317760
+391920 bu 2 [0,1,0,-1207280,-497628972] 6635520
+391920 bv 1 [0,1,0,-47112000,124450485300] 28200960
+391920 bv 2 [0,1,0,-753794880,7965521048628] 56401920
+391920 bw 1 [0,1,0,-26669520,-53709668460] 38465280
+391920 bx 1 [0,1,0,-2040,35028] 487296
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+391922 b 1 [1,0,1,394,2386] 158760
+391922 b 2 [1,0,1,-4051,-136298] 476280
+391923 a 1 [0,0,1,-2558433,1575103792] 7073280
+391923 b 1 [0,0,1,-1452,-20696] 214272
+391924 a 1 [0,0,0,-237169,39031717] 7772544
+391924 b 1 [0,1,0,-1554,-23935] 256512
+391925 a 1 [1,-1,1,195,-578] 247680
+391925 b 1 [1,-1,0,4883,-67334] 1238400
+391926 a 1 [1,1,0,-8383,1246909] 1488960
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+391926 c 2 [1,1,1,-9406224,-11107705359] 12957696
+391926 c 3 [1,1,1,-9399584,-11124161935] 25915392
+391926 c 4 [1,1,1,-150499584,-710705021583] 25915392
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+391926 e 1 [1,0,0,-332,0] 194688
+391926 e 2 [1,0,0,1328,332] 389376
+391929 a 1 [1,0,0,3194,-334897] 1672848
+391929 b 1 [1,1,0,-64,-233] 61488
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+391930 a 2 [1,0,1,-16199,682122] 2027520
+391930 b 1 [1,-1,0,-10360,-235200] 952320
+391930 b 2 [1,-1,0,-145880,-21403424] 1904640
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+391930 e 2 [1,-1,0,-82874,9030580] 1937408
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+391930 f 2 [1,1,0,-421617133,-3327303117177] 189112320
+391930 g 1 [1,1,0,8888,534336] 1769472
+391930 g 2 [1,1,0,-69512,5724416] 3538944
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+391930 i 1 [1,1,0,154378543,-139357090411] 167731200
+391930 i 2 [1,1,0,-629621457,-1125785890411] 335462400
+391930 j 1 [1,0,0,-210,3700] 301056
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+391930 k 1 [1,-1,1,196733,28531459] 6598656
+391930 k 2 [1,-1,1,-1053267,262031459] 13197312
+391930 k 3 [1,-1,1,-15050767,22473264459] 26394624
+391930 k 4 [1,-1,1,-7055767,-7020201541] 26394624
+391930 l 1 [1,-1,1,23,1001] 158208
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+391930 m 2 [1,-1,1,-653217,203368109] 2457600
+391930 m 3 [1,-1,1,-10451467,13007721209] 4915200
+391930 m 4 [1,-1,1,-654967,202225009] 4915200
+391930 n 1 [1,-1,1,-6244947,-6005185549] 11317248
+391930 n 2 [1,-1,1,-6351427,-5789712621] 22634496
+391930 o 1 [1,0,0,-1595,25025] 291840
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+391933 a 1 [0,-1,1,-35501,2598034] 2155968
+391935 a 1 [0,-1,1,-56,-1138] 240960
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+391935 e 2 [1,0,0,-226010,32936475] 5455872
+391935 e 3 [1,0,0,490285,199546692] 10911744
+391935 e 4 [1,0,0,-1150385,-446074650] 10911744
+391935 f 1 [0,-1,1,145,-544] 191232
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+391935 l 1 [1,1,0,-128598853,533208253432] 99256320
+391935 l 2 [1,1,0,-376899898,-2146506284417] 198512640
+391935 l 3 [1,1,0,895964477,-13525150078292] 397025280
+391935 l 4 [1,1,0,-5622580993,-162264626891978] 397025280
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+391935 m 2 [1,1,0,-12585483,-17190309888] 13132800
+391935 m 3 [1,1,0,-12792978,-16594425747] 26265600
+391935 m 4 [1,1,0,-201367508,-1099930736073] 26265600
+391935 n 1 [1,1,0,-4118,12183] 727040
+391935 n 2 [1,1,0,-41963,-3310608] 1454080
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+391941 e 2 [1,-1,0,-11580963,15240324050] 19660800
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+391950 t 2 [1,-1,0,-312021042,2121001884116] 84934656
+391950 t 3 [1,-1,0,-4992021042,135758401884116] 169869312
+391950 t 4 [1,-1,0,-350613042,1563231708116] 169869312
+391950 u 1 [1,-1,0,688068,1464714576] 14909440
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+391950 v 1 [1,-1,0,-453492,-74017584] 6635520
+391950 v 2 [1,-1,0,-6483492,-6351247584] 13271040
+391950 w 1 [1,-1,0,-25241674167,-1542760973300259] 934281216
+391950 w 2 [1,-1,0,-29960266167,-925583295476259] 1868562432
+391950 w 3 [1,-1,0,-239912266167,44594739680523741] 3737124864
+391950 w 4 [1,-1,0,104494261833,-6946591513844259] 3737124864
+391950 x 1 [1,-1,0,4007133,7462155541] 32440320
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+391950 z 1 [1,-1,0,-76724442,259137535716] 55738368
+391950 z 2 [1,-1,0,-1228179942,16567201782216] 111476736
+391950 ba 1 [1,-1,0,-26549817,52628607341] 27426816
+391950 ba 2 [1,-1,0,-21149817,74655207341] 54853632
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+391950 bc 1 [1,-1,0,78258,2872916] 3840000
+391950 bd 1 [1,-1,0,-1840031442,6524780165716] 504483840
+391950 be 1 [1,-1,0,-343692,-76302284] 5971968
+391950 be 2 [1,-1,0,-3015567,1981463341] 17915904
+391950 be 3 [1,-1,0,-243084942,1458825317716] 53747712
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+391950 bf 2 [1,-1,0,-21985265817,-679649656840659] 1884782592
+391950 bg 1 [1,-1,0,-389592,93738816] 5391360
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+391950 bn 1 [1,-1,0,-30232917,-71020325259] 61931520
+391950 bo 1 [1,-1,0,-212067,-37236159] 4128768
+391950 bo 2 [1,-1,0,-61317,-89244909] 8257536
+391950 bp 1 [1,-1,0,263208,-28040384] 8460288
+391950 bp 2 [1,-1,0,-5136792,-4563040384] 25380864
+391950 bq 1 [1,-1,0,-136986567,-7308828782659] 355829760
+391950 br 1 [1,-1,0,-38353167,-91411018259] 31948800
+391950 br 2 [1,-1,0,-39505167,-85626826259] 63897600
+391950 br 3 [1,-1,0,-152005167,630435673741] 127795200
+391950 br 4 [1,-1,0,54562833,-431514862259] 127795200
+391950 bs 1 [1,-1,0,-1559742,715744916] 11427840
+391950 bs 2 [1,-1,0,-4439742,-2685535084] 22855680
+391950 bt 1 [1,-1,0,18376083,3424412241] 51609600
+391950 bt 2 [1,-1,0,-74024667,27541007991] 103219200
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+391950 ca 2 [1,-1,1,-2382005,735249997] 21233664
+391950 cb 1 [1,-1,1,-32555480,23964285147] 75694080
+391950 cb 2 [1,-1,1,121812520,185741949147] 151388160
+391950 cc 1 [1,-1,1,-3367055,-2376495053] 13434880
+391950 cc 2 [1,-1,1,-53868305,-152163202553] 26869760
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+391950 cd 2 [1,-1,1,-177590,-21448763] 4571136
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+391950 cg 1 [1,-1,1,-381152670005,90573401774829997] 2836684800
+391950 ch 1 [1,-1,1,19885,2118867] 2444400
+391950 ci 1 [1,-1,1,-6260,-65833] 921600
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+391950 ck 1 [1,-1,1,-133130,-18608003] 3981312
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+391950 cm 1 [1,-1,1,12595,-1067403] 1966080
+391950 cn 1 [1,-1,1,-123230,-8387603] 3870720
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+391950 cp 1 [1,-1,1,3130,22357] 768000
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+391950 ct 2 [1,-1,1,-747230,-248425603] 4718592
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+391950 cw 1 [1,-1,1,-36767352380,2713583065813247] 487710720
+391950 cw 2 [1,-1,1,-36777000380,2712087702997247] 975421440
+391950 cx 1 [1,-1,1,182094520,10640219435147] 297271296
+391950 cx 2 [1,-1,1,-6287537480,185009741099147] 594542592
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+391950 cz 1 [1,-1,1,160285,59665187] 6488064
+391950 cz 2 [1,-1,1,-1664915,727688387] 12976128
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+391950 da 2 [1,-1,1,-259340,-50758113] 2654208
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+391950 de 4 [1,-1,1,-107011130,-425291796003] 66060288
+391950 de 5 [1,-1,1,-1454569880,21352925393997] 132120576
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+391950 dg 1 [1,-1,1,-1185476180,-15369308868553] 227942400
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+391950 di 1 [1,-1,1,-41501181380,-3248235916593753] 1254113280
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+391950 du 2 [1,-1,1,-164030,-23026903] 5570560
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+391950 dv 2 [1,-1,1,12845020,-36303980853] 75202560
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+391952 b 1 [0,1,0,-31298088,-67425829196] 31887360
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+392490 bv 1 [1,-1,0,-2519911494,-45211984407500] 507248640
+392490 bv 2 [1,-1,0,-39513672774,-3023187571190732] 1014497280
+392490 bv 3 [1,-1,0,-38709853254,-3152076333652940] 2028994560
+392490 bv 4 [1,-1,0,-632217672774,-193485180287990732] 2028994560
+392490 bw 1 [1,-1,0,19101,-5634595] 2193408
+392490 bx 1 [1,-1,0,19101,21852053] 4838400
+392490 by 1 [1,-1,0,358671,-36038115] 8128512
+392490 by 2 [1,-1,0,-6509904,-6543020800] 24385536
+392490 bz 1 [1,-1,0,-6617214,4618515348] 35942400
+392490 bz 2 [1,-1,0,-96934014,367312720788] 71884800
+392490 ca 1 [1,-1,0,22041,-599747] 1658880
+392490 cb 1 [1,-1,0,-58074,-2779120] 2878848
+392490 cc 1 [1,-1,0,-34250274,77150243988] 33030144
+392490 cc 2 [1,-1,0,-31110354,91865793060] 66060288
+392490 cd 1 [1,-1,0,-4419,-112127] 414720
+392490 ce 1 [1,-1,0,-1966869,-1070712707] 13160448
+392490 cf 1 [1,-1,0,-16923384,9519674688] 50319360
+392490 cf 2 [1,-1,0,-1107498744,14186363976000] 150958080
+392490 cg 1 [1,-1,0,-5303979,4703006853] 10450944
+392490 ch 1 [1,-1,0,4191696,-7610395640] 29030400
+392490 ci 1 [1,-1,0,-238149,-42335595] 4644864
+392490 cj 1 [1,-1,0,1306296,427489600] 18708480
+392490 ck 1 [1,-1,0,4401,1323405] 2160000
+392490 ck 2 [1,-1,0,-899649,-344680785] 10800000
+392490 cl 1 [1,-1,0,-22794,1286900] 1474560
+392490 cl 2 [1,-1,0,-58074,-3631132] 2949120
+392490 cl 3 [1,-1,0,162426,-24755032] 5898240
+392490 cl 4 [1,-1,0,-843054,-297684640] 5898240
+392490 cm 1 [1,-1,0,-73509,-6745915] 3612672
+392490 cm 2 [1,-1,0,111711,-35380927] 7225344
+392490 cn 1 [1,-1,0,-831294,228529300] 10616832
+392490 cn 2 [1,-1,0,-4359294,-3305821100] 21233664
+392490 cn 3 [1,-1,0,3490506,-13904621060] 42467328
+392490 cn 4 [1,-1,0,-68657094,-218947782740] 42467328
+392490 co 1 [1,-1,0,-19139409,31635438813] 47185920
+392490 co 2 [1,-1,0,-41189409,-54849071187] 94371840
+392490 co 3 [1,-1,0,135431091,-400636686087] 188743680
+392490 co 4 [1,-1,0,-570609909,-5244334696287] 188743680
+392490 co 5 [1,-1,0,-483093459,-6908004907497] 377487360
+392490 co 6 [1,-1,0,-9128854359,-335714097537477] 377487360
+392490 cp 1 [1,-1,0,-1479,-27917] 431424
+392490 cq 1 [1,-1,0,-80859,-8829787] 2064384
+392490 cr 1 [1,-1,0,-1307574,584363380] 11612160
+392490 cs 1 [1,-1,0,-11664,-482112] 995328
+392490 ct 1 [1,-1,0,-86890239,271010799373] 164376576
+392490 cu 1 [1,-1,0,-20589,-1391195] 2322432
+392490 cu 2 [1,-1,0,-349869,-79562267] 4644864
+392490 cv 1 [1,-1,0,-103644,20813008] 5160960
+392490 cw 1 [1,-1,1,-185303,37747567] 6967296
+392490 cw 2 [1,-1,1,-3148823,2151330031] 13934592
+392490 cx 1 [1,-1,1,-164723,8270147] 5308416
+392490 cx 2 [1,-1,1,620257,63846731] 10616832
+392490 cy 1 [1,-1,1,-1553,-100663] 737280
+392490 cz 1 [1,-1,1,-11800508,-15251756929] 40140800
+392490 cz 2 [1,-1,1,-187636028,-989239869313] 80281600
+392490 da 1 [1,-1,1,-8168,252571] 1204224
+392490 da 2 [1,-1,1,12412,1306267] 2408448
+392490 db 1 [1,-1,1,1114177,11707123047] 38707200
+392490 dc 1 [1,-1,1,-3758,-27219] 829440
+392490 dc 2 [1,-1,1,-47858,-4013859] 1658880
+392490 dd 1 [1,-1,1,-13313,767071] 1294272
+392490 de 1 [1,-1,1,-2288,-2033] 737280
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+392490 dg 1 [1,-1,1,393142,105828657] 7483392
+392490 dh 1 [1,-1,1,-36505328,187416935507] 112066560
+392490 di 1 [1,-1,1,-8903,484831] 1198080
+392490 dj 1 [1,-1,1,-32108,-2002269] 1597440
+392490 dk 1 [1,-1,1,21770617,69528623231] 74511360
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+392490 dm 1 [1,-1,1,-102983,-17994049] 3833856
+392490 dm 2 [1,-1,1,-1831703,-953577313] 7667712
+392490 dm 3 [1,-1,1,-2016923,-748872169] 15335424
+392490 dm 4 [1,-1,1,-29306003,-61056355993] 15335424
+392490 dn 1 [1,-1,1,-1775108,-870842969] 11010048
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+392490 dp 2 [1,-1,1,-1807448,69981531] 16711680
+392490 dp 3 [1,-1,1,-20646968,36030857307] 33423360
+392490 dp 4 [1,-1,1,-19094648,-31987402149] 33423360
+392490 dq 1 [1,-1,1,-184568,30110231] 3096576
+392490 dq 2 [1,-1,1,-2940818,1941845231] 6193152
+392490 dr 1 [1,-1,1,-63293,6097781] 1572864
+392490 dr 2 [1,-1,1,-19193,14406221] 3145728
+392490 ds 1 [1,-1,1,-20283143,35383580831] 29859840
+392490 dt 1 [1,-1,1,2122,207981] 731136
+392490 du 1 [1,-1,1,-147083,-80311269] 6120576
+392490 dv 1 [1,-1,1,-2755598,1762237397] 10765440
+392490 dw 1 [1,-1,1,1912,43467] 507904
+392490 dw 2 [1,-1,1,-13208,454731] 1015808
+392490 dx 1 [1,-1,1,-434540903,3486644249631] 63700992
+392490 dx 2 [1,-1,1,-434364503,3489616307391] 127401984
+392490 dx 3 [1,-1,1,-449365118,3236018783757] 191102976
+392490 dx 4 [1,-1,1,679594882,16880177759757] 382205952
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+392490 ea 1 [1,-1,1,-723323,242575211] 8128512
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+392490 ef 2 [1,-1,1,-351071363,2475915691267] 139345920
+392490 eg 1 [1,-1,1,-116003,-15170669] 1886976
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+392490 eh 2 [1,-1,1,7663901512,74552261289531] 1203019776
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+392490 fo 1 [1,-1,1,221278,-309288031] 10383360
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+392490 fq 1 [1,-1,1,-31664912,-70911113101] 57286656
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+392490 ft 1 [1,-1,1,-4052,369191] 1053696
+392490 fu 1 [1,-1,1,-810347,279019451] 8257536
+392490 fu 2 [1,-1,1,-1374827,-159242821] 16515072
+392490 fu 3 [1,-1,1,5293093,-1255448869] 33030144
+392490 fu 4 [1,-1,1,-17074427,-27118595941] 33030144
+392490 fv 1 [1,-1,1,-38597,2913369] 1400832
+392490 fv 2 [1,-1,1,-16547,6203229] 2801664
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+392498 a 1 [1,-1,0,-47372484782,-3968320028989740] 984379968
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+392502 ba 1 [1,0,0,-13357339,18788941265] 9338880
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+392502 bc 1 [1,0,0,2299585341,52214374142145] 682214400
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+392633 a 1 [1,-1,1,-11394,528198] 2070080
+392637 a 1 [1,1,0,-221,10326] 291312
+392637 b 1 [1,1,0,-931270,-346275761] 3859200
+392637 b 2 [1,1,0,-871735,-392391572] 7718400
+392637 c 1 [1,0,1,-5,-31] 41616
+392640 a 1 [0,-1,0,-344721,77984145] 2949120
+392640 a 2 [0,-1,0,-403041,49862241] 5898240
+392640 a 3 [0,-1,0,1363839,367547265] 11796480
+392640 a 4 [0,-1,0,-3103041,-2068557759] 11796480
+392640 b 1 [0,-1,0,-406081,-99321119] 4718592
+392640 b 2 [0,-1,0,-534081,-31301919] 9437184
+392640 b 3 [0,-1,0,-5199681,4538186721] 18874368
+392640 b 4 [0,-1,0,2083519,-249609759] 18874368
+392640 c 1 [0,-1,0,101079,15401745] 3264000
+392640 d 1 [0,-1,0,-1,121] 58368
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+392640 f 1 [0,-1,0,-4841,-127959] 344064
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+392640 g 1 [0,-1,0,-430881,106959681] 4546560
+392640 g 2 [0,-1,0,-930881,-187340319] 9093120
+392640 h 1 [0,-1,0,-561,-87759] 573440
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+392640 i 1 [0,-1,0,-386881,-81599519] 5160960
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+392640 j 1 [0,-1,0,6239,-143039] 829440
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+392640 l 2 [0,-1,0,1079,-47759] 622080
+392640 m 1 [0,-1,0,-636,5586] 227328
+392640 m 2 [0,-1,0,-2681,-47175] 454656
+392640 n 1 [0,-1,0,-25921,730945] 2654208
+392640 n 2 [0,-1,0,-210241,-36538559] 5308416
+392640 n 3 [0,-1,0,-18241,-100935359] 10616832
+392640 n 4 [0,-1,0,-3351361,-2360339135] 10616832
+392640 o 1 [0,-1,0,-11036,450846] 655360
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+392640 p 1 [0,-1,0,-220861,-39877379] 983040
+392640 p 2 [0,-1,0,-220881,-39869775] 1966080
+392640 p 3 [0,-1,0,-253601,-27246399] 3932160
+392640 p 4 [0,-1,0,-188481,-52006815] 3932160
+392640 q 1 [0,-1,0,-437151,116424801] 5214720
+392640 r 1 [0,-1,0,-4481,113025] 638976
+392640 r 2 [0,-1,0,1919,403585] 1277952
+392640 s 1 [0,-1,0,-13761,625761] 540672
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+392640 t 1 [0,-1,0,-236,390] 122880
+392640 t 2 [0,-1,0,-2281,-40919] 245760
+392640 u 1 [0,-1,0,-34401,2588385] 1179648
+392640 u 2 [0,-1,0,-557921,160586721] 2359296
+392640 v 1 [0,-1,0,-5761,159265] 516096
+392640 v 2 [0,-1,0,-18561,-780255] 1032192
+392640 w 1 [0,-1,0,-4241,-94095] 589824
+392640 w 2 [0,-1,0,5759,-480095] 1179648
+392640 x 1 [0,-1,0,-18241,169441] 1310720
+392640 x 2 [0,-1,0,-218241,39249441] 2621440
+392640 x 3 [0,-1,0,-3490241,2510918241] 5242880
+392640 x 4 [0,-1,0,-146241,65500641] 5242880
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+392640 z 1 [0,-1,0,404,406] 393216
+392640 z 2 [0,-1,0,-1641,4905] 786432
+392640 ba 1 [0,-1,0,1145,-7175] 388608
+392640 bb 1 [0,-1,0,-12065,-429375] 884736
+392640 bb 2 [0,-1,0,-184865,-30531135] 1769472
+392640 bc 1 [0,-1,0,-585,-5175] 225280
+392640 bc 2 [0,-1,0,-1185,7905] 450560
+392640 bd 1 [0,-1,0,415,57] 222208
+392640 be 1 [0,-1,0,-4424225,-3578857023] 15040512
+392640 be 2 [0,-1,0,-70779425,-229173265983] 30081024
+392640 bf 1 [0,-1,0,-12865,-550175] 1179648
+392640 bf 2 [0,-1,0,-1345,-1510943] 2359296
+392640 bg 1 [0,-1,0,-1345,-2975] 458752
+392640 bg 2 [0,-1,0,-13345,594625] 917504
+392640 bh 1 [0,-1,0,-515485,142639867] 2737152
+392640 bi 1 [0,-1,0,-11905,504097] 509952
+392640 bj 1 [0,-1,0,-90683905,332376756097] 45613056
+392640 bj 2 [0,-1,0,-82583905,394161936097] 91226112
+392640 bk 1 [0,-1,0,-605,4077] 237568
+392640 bk 2 [0,-1,0,-8785,319825] 475136
+392640 bl 1 [0,-1,0,-43105,-3422975] 1081344
+392640 bl 2 [0,-1,0,-27105,-6011775] 2162688
+392640 bm 1 [0,-1,0,-11905,-453503] 720896
+392640 bm 2 [0,-1,0,14015,-2179775] 1441792
+392640 bn 1 [0,-1,0,-1025,6177] 311296
+392640 bn 2 [0,-1,0,-8225,-280383] 622592
+392640 bo 1 [0,-1,0,-4225,-593375] 958464
+392640 bo 2 [0,-1,0,-135105,-18995103] 1916928
+392640 bp 1 [0,-1,0,-2705,20625] 491520
+392640 bp 2 [0,-1,0,-35105,2541345] 983040
+392640 bq 1 [0,-1,0,-40545,3013857] 1769472
+392640 bq 2 [0,-1,0,-640545,197533857] 3538944
+392640 br 1 [0,-1,0,-550785,-98457183] 7372800
+392640 br 2 [0,-1,0,-3700065,2668500225] 14745600
+392640 bs 1 [0,-1,0,-1364374465,-43737147164063] 722810880
+392640 bt 1 [0,-1,0,-341345,-82901535] 3784704
+392640 bt 2 [0,-1,0,-5584225,-5077269023] 7569408
+392640 bt 3 [0,-1,0,-5707105,-4842002975] 15138816
+392640 bt 4 [0,-1,0,-89347425,-325035940383] 15138816
+392640 bu 1 [0,-1,0,-6305,-135903] 516096
+392640 bu 2 [0,-1,0,-92705,-10832223] 1032192
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+392640 by 2 [0,-1,0,735,17697] 589824
+392640 bz 1 [0,-1,0,-1985,-53823] 497664
+392640 ca 1 [0,-1,0,-5318442945,149288869181025] 259522560
+392640 ca 2 [0,-1,0,-5212274625,155534602810977] 519045120
+392640 cb 1 [0,-1,0,-13345,517057] 1179648
+392640 cb 2 [0,-1,0,-205345,35883457] 2359296
+392640 cc 1 [0,-1,0,-54545,-4720143] 1671168
+392640 cc 2 [0,-1,0,-864545,-309118143] 3342336
+392640 cd 1 [0,-1,0,-3583265,-2609543775] 8552448
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+392640 ce 1 [0,-1,0,-787865,-268278375] 5242880
+392640 ce 2 [0,-1,0,-12597665,-17205893535] 10485760
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+392640 cf 2 [0,-1,0,-359265,-68644863] 6488064
+392640 cg 1 [0,-1,0,-505,-4103] 184320
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+392640 ch 1 [0,-1,0,-3545,-39975] 786432
+392640 ch 2 [0,-1,0,-48545,-4098975] 1572864
+392640 ci 1 [0,-1,0,-2345,47025] 505344
+392640 cj 1 [0,-1,0,355,-16275] 491520
+392640 cj 2 [0,-1,0,-7825,-250223] 983040
+392640 ck 1 [0,-1,0,-13625,-607623] 458752
+392640 ck 2 [0,-1,0,-13505,-618975] 917504
+392640 cl 1 [0,-1,0,-865,6625] 327680
+392640 cl 2 [0,-1,0,-5665,-157535] 655360
+392640 cm 1 [0,-1,0,-1145,-4743] 327680
+392640 cm 2 [0,-1,0,-10145,393057] 655360
+392640 cn 1 [0,1,0,404,-406] 393216
+392640 cn 2 [0,1,0,-1641,-4905] 786432
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+392640 cp 2 [0,1,0,-218241,-39249441] 2621440
+392640 cp 3 [0,1,0,-146241,-65500641] 5242880
+392640 cp 4 [0,1,0,-3490241,-2510918241] 5242880
+392640 cq 1 [0,1,0,-4241,94095] 589824
+392640 cq 2 [0,1,0,5759,480095] 1179648
+392640 cr 1 [0,1,0,-34401,-2588385] 1179648
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+392640 cs 1 [0,1,0,-5761,-159265] 516096
+392640 cs 2 [0,1,0,-18561,780255] 1032192
+392640 ct 1 [0,1,0,-236,-390] 122880
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+392640 cu 1 [0,1,0,-13761,-625761] 540672
+392640 cu 2 [0,1,0,-15681,-441825] 1081344
+392640 cv 1 [0,1,0,-4481,-113025] 638976
+392640 cv 2 [0,1,0,1919,-403585] 1277952
+392640 cw 1 [0,1,0,-437151,-116424801] 5214720
+392640 cx 1 [0,1,0,-220861,39877379] 983040
+392640 cx 2 [0,1,0,-220881,39869775] 1966080
+392640 cx 3 [0,1,0,-188481,52006815] 3932160
+392640 cx 4 [0,1,0,-253601,27246399] 3932160
+392640 cy 1 [0,1,0,-11036,-450846] 655360
+392640 cy 2 [0,1,0,-176681,-28643625] 1310720
+392640 cz 1 [0,1,0,-636,-5586] 227328
+392640 cz 2 [0,1,0,-2681,47175] 454656
+392640 da 1 [0,1,0,-25921,-730945] 2654208
+392640 da 2 [0,1,0,-210241,36538559] 5308416
+392640 da 3 [0,1,0,-3351361,2360339135] 10616832
+392640 da 4 [0,1,0,-18241,100935359] 10616832
+392640 db 1 [0,1,0,-121,-1921] 207360
+392640 db 2 [0,1,0,1079,47759] 622080
+392640 dc 1 [0,1,0,699,-14301] 380928
+392640 dd 1 [0,1,0,-561,87759] 573440
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+392640 de 1 [0,1,0,-386881,81599519] 5160960
+392640 de 2 [0,1,0,-5985601,5634410015] 10321920
+392640 df 1 [0,1,0,6239,143039] 829440
+392640 dg 1 [0,1,0,-430881,-106959681] 4546560
+392640 dg 2 [0,1,0,-930881,187340319] 9093120
+392640 dh 1 [0,1,0,-4841,127959] 344064
+392640 dh 2 [0,1,0,-3841,183359] 688128
+392640 di 1 [0,1,0,-4921,-134521] 344064
+392640 di 2 [0,1,0,-5121,-123201] 688128
+392640 dj 1 [0,1,0,101079,-15401745] 3264000
+392640 dk 1 [0,1,0,-1,-121] 58368
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+392640 dl 2 [0,1,0,-534081,31301919] 9437184
+392640 dl 3 [0,1,0,2083519,249609759] 18874368
+392640 dl 4 [0,1,0,-5199681,-4538186721] 18874368
+392640 dm 1 [0,1,0,-344721,-77984145] 2949120
+392640 dm 2 [0,1,0,-403041,-49862241] 5898240
+392640 dm 3 [0,1,0,-3103041,2068557759] 11796480
+392640 dm 4 [0,1,0,1363839,-367547265] 11796480
+392640 dn 1 [0,1,0,-1145,4743] 327680
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+392640 dq 2 [0,1,0,-7825,250223] 983040
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+392640 ds 2 [0,1,0,-48545,4098975] 1572864
+392640 dt 1 [0,1,0,-505,4103] 184320
+392640 dt 2 [0,1,0,95,13823] 368640
+392640 du 1 [0,1,0,-3583265,2609543775] 8552448
+392640 du 2 [0,1,0,-3663265,2486839775] 17104896
+392640 dv 1 [0,1,0,-787865,268278375] 5242880
+392640 dv 2 [0,1,0,-12597665,17205893535] 10485760
+392640 dw 1 [0,1,0,-341985,76859775] 3244032
+392640 dw 2 [0,1,0,-359265,68644863] 6488064
+392640 dx 1 [0,1,0,-54545,4720143] 1671168
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+392640 dy 1 [0,1,0,-1985,53823] 497664
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+392640 ea 1 [0,1,0,-13345,-517057] 1179648
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+392640 eg 1 [0,1,0,-341345,82901535] 3784704
+392640 eg 2 [0,1,0,-5584225,5077269023] 7569408
+392640 eg 3 [0,1,0,-89347425,325035940383] 15138816
+392640 eg 4 [0,1,0,-5707105,4842002975] 15138816
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+392646 a 1 [1,0,1,-686010,218667742] 6782400
+392646 b 1 [1,0,1,366037,-483267490] 16016832
+392646 c 1 [1,0,0,29976,1548864] 2638848
+392646 c 2 [1,0,0,-154344,13898304] 5277696
+392646 c 3 [1,0,0,-2180904,1239156480] 10555392
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+392649 a 1 [1,1,0,-268789,-53732912] 2762000
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+392650 a 1 [1,0,1,34,-32] 60960
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+392652 b 1 [0,0,0,-185241,30686965] 1490400
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+392654 c 1 [1,0,0,-39360,-3076096] 1185920
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+392656 b 1 [0,1,0,-384440,91610452] 3725568
+392656 c 1 [0,-1,0,-2867864,2434443760] 13602816
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+392658 b 1 [1,0,1,148362,12329224] 4013568
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+392658 i 1 [1,0,0,276,1392] 430400
+392660 a 1 [0,0,0,-853,8977] 321120
+392660 b 1 [0,0,0,-12143,-516058] 448320
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+392730 o 2 [1,1,0,-38687,-2807571] 2073600
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+392730 q 1 [1,1,0,-3057,-91179] 749568
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+392730 s 1 [1,1,0,-1548384133127,699337618323292149] 17221386240
+392730 s 2 [1,1,0,1261062266873,2954801082382172149] 34442772480
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+392730 u 1 [1,0,1,-250070174,-1522113027184] 63348480
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+392730 ba 1 [1,0,1,-8219,291926] 1081344
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+392730 bb 2 [1,0,1,-167508,22492468] 5505024
+392730 bc 1 [1,0,1,122,22616] 665856
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+392730 bp 3 [1,1,1,-4104790,-61099031053] 66846720
+392730 bp 4 [1,1,1,-258386070,-1598751502605] 66846720
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+392730 bq 2 [1,1,1,-1301645,-61400005] 16680960
+392730 br 1 [1,1,1,-923410,-341940193] 5519360
+392730 bs 1 [1,1,1,410,-2653] 253440
+392730 bt 1 [1,0,0,-1765510431,-28553423335839] 240192000
+392730 bu 1 [1,0,0,101454984,-325386362304] 175488768
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+392730 bw 1 [1,0,0,-5616,172800] 777600
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+392730 by 1 [1,0,0,-43843558726,3554065211854466] 1803417600
+392730 bz 1 [1,0,0,-141,921] 178176
+392730 ca 1 [1,0,0,-10216,-545920] 1175040
+392730 cb 1 [1,0,0,-6896766,-6672627900] 28532736
+392730 cb 2 [1,0,0,4077634,-25906361340] 57065472
+392730 cb 3 [1,0,0,-551949006,-4991149162764] 85598208
+392730 cb 4 [1,0,0,-551901506,-4992051159264] 171196416
+392730 cc 1 [1,0,0,36185,-7348933] 2874240
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+392730 cd 3 [1,0,0,-1429886430,20811239342532] 102236160
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+392730 cd 6 [1,0,0,-293274910,-1562005253500] 204472320
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+392730 cd 8 [1,0,0,-4437482710,-113771404487860] 408944640
+392730 ce 1 [1,0,0,-90935,12861225] 3521280
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+392730 cg 1 [1,0,0,-55170,4630212] 2580480
+392730 cg 2 [1,0,0,-183170,-24784188] 5160960
+392730 cg 3 [1,0,0,368030,-145056028] 10321920
+392730 cg 4 [1,0,0,-2782370,-1786521948] 10321920
+392733 a 1 [0,0,1,-990927,379220258] 7557120
+392733 b 1 [0,0,1,-151662,16833793] 2965248
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+392734 a 1 [1,0,0,-122,-5660] 318144
+392734 a 2 [1,0,0,-5562,-159068] 636288
+392736 a 1 [0,-1,0,-25902,1613196] 678912
+392736 b 1 [0,-1,0,-53594,6485124] 3156384
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+392736 c 1 [0,-1,0,-30,108] 64512
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+392736 f 1 [0,1,0,-53594,-6485124] 3156384
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+392736 g 1 [0,1,0,610,1692] 220160
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+392739 c 1 [0,-1,1,-1,-30] 47440
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+392742 b 1 [1,-1,0,-4551,119321] 379872
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+392768 bb 1 [0,0,0,-2892332,-1890340400] 13271040
+392768 bb 2 [0,0,0,-1968172,-3119473200] 26542080
+392768 bc 1 [0,0,0,-11191,-411540] 737280
+392768 bc 2 [0,0,0,-41876,2853344] 1474560
+392768 bd 1 [0,0,0,-155591,23622396] 1105920
+392768 bd 2 [0,0,0,-157396,23046240] 2211840
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+392768 be 1 [0,0,0,-155591,-23622396] 1105920
+392768 be 2 [0,0,0,-157396,-23046240] 2211840
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+392768 bi 1 [0,0,0,192052,-18766224] 3939840
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+392768 bl 2 [0,0,0,7220,-987696] 884736
+392768 bm 1 [0,0,0,-7220,219488] 442368
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+392768 bo 1 [0,0,0,-15884,329232] 884736
+392768 bo 2 [0,0,0,-131404,-18107760] 1769472
+392768 bo 3 [0,0,0,-15884,-48836080] 3538944
+392768 bo 4 [0,0,0,-2095244,-1167346928] 3538944
+392768 bp 1 [0,0,0,-9373004,-11012481168] 13271040
+392768 bp 2 [0,0,0,-149845324,-706013331600] 26542080
+392768 bq 1 [0,0,0,-9373004,11012481168] 13271040
+392768 bq 2 [0,0,0,-149845324,706013331600] 26542080
+392768 br 1 [0,0,0,-15884,-329232] 884736
+392768 br 2 [0,0,0,-131404,18107760] 1769472
+392768 br 3 [0,0,0,-2095244,1167346928] 3538944
+392768 br 4 [0,0,0,-15884,48836080] 3538944
+392768 bs 1 [0,0,0,-2017268,964649760] 11059200
+392768 bs 2 [0,0,0,3195572,5124496080] 22118400
+392768 bt 1 [0,0,0,-2017268,-964649760] 11059200
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+393150 r 1 [1,0,1,-1826,-30202] 276480
+393150 s 1 [1,0,1,-49501,-4242952] 1181952
+393150 t 1 [1,0,1,-4266751,-3392653102] 10944000
+393150 t 2 [1,0,1,-4278751,-3372613102] 21888000
+393150 u 1 [1,0,1,-1089281,-233976652] 13554432
+393150 v 1 [1,0,1,4,-52] 78624
+393150 w 1 [1,1,1,112,-6469] 393120
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+393150 y 1 [1,1,1,-1237513,-530368969] 5909760
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+393150 ba 1 [1,1,1,-5009938,4313392031] 17418240
+393150 ba 2 [1,1,1,-5521938,3377456031] 34836480
+393150 ba 3 [1,1,1,15446062,22919632031] 69672960
+393150 ba 4 [1,1,1,-34681938,-76054383969] 69672960
+393150 bb 1 [1,1,1,-191263,-32275219] 2121120
+393150 bc 1 [1,1,1,-118,-199] 142272
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+393150 be 1 [1,0,0,-45263,-3710733] 1866240
+393150 bf 1 [1,0,0,-348,-2448] 288000
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+393151 a 1 [0,0,1,-53,-110] 64688
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+393153 b 1 [0,1,1,111,-106] 100368
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+393210 b 1 [1,-1,0,-18710312805,973676262450325] 1856397312
+393210 b 2 [1,-1,0,-2767082805,2579181843972325] 3712794624
+393210 c 1 [1,-1,0,-4419600,3593643776] 16765056
+393210 d 1 [1,-1,0,-139800,-20088000] 2196480
+393210 d 2 [1,-1,0,-2236920,-1287167904] 4392960
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+393210 f 1 [1,-1,0,-50319360,-137489285120] 50331648
+393210 f 2 [1,-1,0,-805294080,-8795690369024] 100663296
+393210 f 3 [1,-1,0,-805478400,-8791462400000] 201326592
+393210 f 4 [1,-1,0,-12884705280,-562933847404544] 201326592
+393210 f 5 [1,-1,0,-995699520,-4325869431104] 402653184
+393210 f 6 [1,-1,0,-618206400,-12986467563200] 402653184
+393210 f 7 [1,-1,0,-8723062440,310534805579800] 805306368
+393210 f 8 [1,-1,0,3688125480,-33390877086104] 805306368
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+393210 i 1 [1,-1,0,84195,-41163899] 6193152
+393210 i 2 [1,-1,0,-1396125,-591546875] 12386304
+393210 j 1 [1,-1,0,-960255,-361946799] 7695360
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+393210 q 2 [1,-1,0,-20667384,36096037888] 32243712
+393210 q 3 [1,-1,0,-330492384,2312628172888] 64487424
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+393210 u 1 [1,-1,0,-51489,4509373] 1152000
+393210 v 1 [1,-1,0,-729,44793] 573440
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+393210 ba 1 [1,-1,0,9216,0] 1474560
+393210 ba 2 [1,-1,0,-36864,27648] 2949120
+393210 ba 3 [1,-1,0,-406944,99727200] 5898240
+393210 ba 4 [1,-1,0,-404064,-98455392] 5898240
+393210 bb 1 [1,-1,0,-639,3645] 331776
+393210 bb 2 [1,-1,0,2061,24705] 663552
+393210 bc 1 [1,-1,1,-1343,-29519] 783360
+393210 bd 1 [1,-1,1,-16590173,26013196581] 15160320
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+393210 bg 1 [1,-1,1,-7673,-866919] 1981440
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+393210 bj 1 [1,-1,1,-1613,20917] 393216
+393210 bj 2 [1,-1,1,-7733,-241019] 786432
+393210 bk 1 [1,-1,1,-934853,1380669837] 14297088
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+393210 bm 1 [1,-1,1,-9340223,-20588163609] 56871936
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+393210 bo 1 [1,-1,1,-12791057,17611077489] 18432000
+393210 bo 2 [1,-1,1,-12659837,17989988361] 36864000
+393210 bp 1 [1,-1,1,-165767,-51022209] 10895360
+393210 bp 2 [1,-1,1,-3311447,-2317170081] 21790720
+393210 bq 1 [1,-1,1,-2396777,-2589788599] 21288960
+393210 br 1 [1,-1,1,1003,6189] 356352
+393210 bs 1 [1,-1,1,-1258202,543634201] 6589440
+393210 bs 2 [1,-1,1,-20132282,34773665689] 13178880
+393210 bt 1 [1,-1,1,-2327,-57729] 595968
+393210 bu 1 [1,-1,1,-31982,2806589] 2193408
+393210 bv 1 [1,-1,1,-617,6689] 285696
+393210 bw 1 [1,-1,1,-1453847,-674357781] 7520256
+393210 bw 2 [1,-1,1,-1476977,-651773649] 15040512
+393210 bx 1 [1,-1,1,-18752,-952221] 1425408
+393210 bx 2 [1,-1,1,7168,-3399069] 2850816
+393210 by 1 [1,-1,1,4873,-14641] 921600
+393210 by 2 [1,-1,1,-19607,-102769] 1843200
+393210 bz 1 [1,-1,1,-6112787162,-183967797726439] 639313920
+393210 bz 2 [1,-1,1,464239903,-552942494094031] 1917941760
+393211 a 1 [1,-1,1,-97171,11682690] 1187840
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+393211 a 3 [1,-1,1,179489,58816100] 4751360
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+393211 b 1 [1,1,1,-11598159,15658927010] 26490240
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+393222 b 1 [1,0,1,-186,-788] 184832
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+393224 b 1 [0,-1,0,-13427328,18942406636] 8560512
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+393225 bs 1 [1,1,0,-224200,-39642875] 4233600
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+393855 bo 5 [1,1,0,-145299236337,21317775182727786] 668467200
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+393855 bs 1 [1,1,0,-2289322,-1334194649] 4915200
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+393855 bs 3 [1,1,0,-2871332,-604721949] 19660800
+393855 bs 4 [1,1,0,-1718202,-2014836831] 19660800
+393855 bs 5 [1,1,0,-25846207,50128397026] 39321600
+393855 bs 6 [1,1,0,10801063,-4687299096] 39321600
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+394230 t 2 [1,0,0,-2107485,-1177757775] 12188160
+394232 a 1 [0,1,0,-24,-71] 47048
+394234 a 1 [1,-1,1,-22,77] 55134
+394235 a 1 [0,-1,1,-1230,-5319] 543616
+394236 a 1 [0,0,0,2247,-16099] 692736
+394236 b 1 [0,0,0,-813,-8939] 121536
+394236 c 1 [0,0,0,-9840,375689] 354816
+394237 a 1 [0,0,1,-13849,640396] 2517960
+394238 a 1 [1,0,1,32545,-326670] 2563200
+394238 a 2 [1,0,1,-485310,-136565968] 7689600
+394238 b 1 [1,0,1,-157,756] 100032
+394238 c 1 [1,1,0,-12726,547300] 308736
+394238 d 1 [1,1,0,-747,-6595] 589824
+394238 d 2 [1,1,0,1613,-37275] 1179648
+394238 e 1 [1,0,0,-20,-176] 96384
+394238 f 1 [1,-1,1,-327,2735] 243712
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+394238 g 1 [1,-1,1,-184,1019] 130560
+394238 h 1 [1,-1,1,2741,67163] 552960
+394238 h 2 [1,-1,1,-17739,681563] 1105920
+394238 h 3 [1,-1,1,-263179,52027611] 2211840
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+394238 i 1 [1,0,0,-39518,3006404] 1174272
+394238 i 2 [1,0,0,-233038,-41200172] 3522816
+394239 a 1 [1,1,1,-11699,-496384] 684960
+394242 a 1 [1,1,0,-26,-54] 82280
+394242 b 1 [1,0,1,-1392,-20066] 322200
+394242 c 1 [1,1,1,-3424,62081] 774928
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+394243 a 1 [1,-1,0,-16,-143] 130912
+394245 a 1 [0,0,1,-2662911543,3929676308248] 633523968
+394245 b 1 [0,0,1,-3747,88020] 505920
+394245 c 1 [1,-1,1,-2768,-31894] 443136
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+394245 d 1 [1,-1,1,-1238,3692] 441600
+394245 d 2 [1,-1,1,4837,25562] 883200
+394245 e 1 [1,-1,1,-122,614] 60000
+394246 a 1 [1,0,0,-671,6617] 154872
+394251 a 1 [1,1,1,-66,252] 61632
+394251 b 1 [1,1,1,-928888312,10896278803376] 95592960
+394251 b 2 [1,1,1,-14862215577,697380166488114] 191185920
+394254 a 1 [1,-1,0,-6624,224874] 1108800
+394254 b 1 [1,-1,0,-5469,-154351] 682560
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+394254 e 1 [1,-1,0,-303,-3515] 190512
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+394254 i 1 [1,-1,0,-101292,-16608880] 3882816
+394254 j 1 [1,-1,0,-2915607,1917250845] 7680960
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+394254 k 1 [1,-1,0,-14562,680084] 566784
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+394254 m 2 [1,-1,0,18723,-18878203] 3291840
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+394254 o 2 [1,-1,0,-367362,-70207628] 4250880
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+394254 s 1 [1,-1,0,-1626,-127436] 1051776
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+394254 u 1 [1,-1,0,-2508,96592] 656208
+394254 v 1 [1,-1,0,-267990,53478368] 4777920
+394254 w 1 [1,-1,0,-135,-617] 158400
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+394254 z 1 [1,-1,0,-5149860,-4496689072] 21295872
+394254 ba 1 [1,-1,1,-572207,166734775] 7098624
+394254 bb 1 [1,-1,1,-48467,-4094765] 1365120
+394254 bc 1 [1,-1,1,-1112,-7815] 688896
+394254 bd 1 [1,-1,1,-1217,17875] 475200
+394254 be 1 [1,-1,1,-29777,-1970755] 1592640
+394254 bf 1 [1,-1,1,-22574,-2585411] 1968624
+394254 bg 1 [1,-1,1,-123908294,532363057237] 96712704
+394254 bh 1 [1,-1,1,-14636,3455407] 3155328
+394254 bi 1 [1,-1,1,-2368253,-7743183227] 26873856
+394254 bj 1 [1,-1,1,773872,-3492000557] 19368720
+394254 bk 1 [1,-1,1,-10520,161235] 933120
+394254 bl 1 [1,-1,1,-977780,-371652137] 4250880
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+394254 bm 2 [1,-1,1,-26240465,-51739532351] 23042880
+394254 bn 1 [1,-1,1,-11255,618895] 1294272
+394254 bo 1 [1,-1,1,-131060,-18231209] 1700352
+394254 bp 1 [1,-1,1,-6421925,6266148445] 11902464
+394254 bq 1 [1,-1,1,-230,-1739] 184896
+394254 br 1 [1,-1,1,2080,698499] 1097280
+394254 br 2 [1,-1,1,-535520,150997123] 3291840
+394254 bs 1 [1,-1,1,14470,12639673] 5007744
+394254 bt 1 [1,-1,1,295,-36935] 715392
+394254 bu 1 [1,-1,1,15793,10176247] 2766960
+394254 bv 1 [1,-1,1,-2729,97633] 571536
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+394254 by 1 [1,-1,1,-608,5919] 227520
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+394255 a 1 [1,-1,1,8,-366] 98432
+394255 a 2 [1,-1,1,-717,-7036] 196864
+394255 b 1 [1,1,1,-185,-2138] 200704
+394255 b 2 [1,1,1,-3810,-92038] 401408
+394256 a 1 [0,0,0,-24806227,47571965458] 53452800
+394256 b 1 [0,-1,0,8,-1936] 107520
+394256 c 1 [0,-1,0,-260,1708] 44352
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+394257 a 1 [0,1,1,221,709] 127232
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+394260 a 2 [0,-1,0,-36260,-2635800] 1335168
+394260 b 1 [0,-1,0,3535,32850] 691200
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+394260 d 1 [0,1,0,-18741,-993780] 837120
+394260 e 1 [0,1,0,-4809505,4058189600] 11160576
+394260 f 1 [0,1,0,3435,-143712] 952704
+394260 f 2 [0,1,0,-29420,-1641900] 1905408
+394261 a 1 [0,1,1,-568,4932] 227840
+394261 b 1 [0,1,1,-9408,-354387] 411888
+394262 a 1 [1,-1,0,-34253,-742555] 2498280
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+394262 b 1 [1,0,1,-386,2956] 133416
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+394264 a 1 [0,1,0,-120,-416] 144128
+394264 b 1 [0,0,0,-79,-2238] 134016
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+394267 a 1 [1,-1,0,-15116,721295] 590880
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+394270 b 1 [1,0,1,-73039,-5140734] 3150720
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+394272 bb 2 [0,0,0,-942895984620,-352406404886952256] 2500485120
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+394272 bd 1 [0,0,0,-28749,-1013060] 1658880
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+394272 bd 3 [0,0,0,94461,-7395338] 3317760
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+394680 u 1 [0,-1,0,-75855,8066400] 983040
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+394680 bs 1 [0,1,0,-1163755,482826878] 4177920
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+394786 a 1 [1,0,1,-7785,265580] 926208
+394786 b 1 [1,-1,0,-28,-42] 50048
+394786 c 1 [1,0,1,-5223,-90006] 759168
+394786 d 1 [1,1,0,-365178,-85090924] 2078400
+394786 e 1 [1,1,0,-381,2657] 295488
+394788 a 1 [0,-1,0,-4757,-123663] 405504
+394788 b 1 [0,1,0,-1437,20340] 264600
+394788 b 2 [0,1,0,-452,48708] 529200
+394790 a 1 [1,-1,0,-3769,-136595] 1216512
+394790 b 1 [1,0,1,-609,-3628] 264192
+394790 b 2 [1,0,1,-4129,99156] 528384
+394790 c 1 [1,0,1,-91272824704,10613534579872206] 1173719040
+394790 c 2 [1,0,1,-91270346624,10614139715113422] 2347438080
+394790 d 1 [1,-1,0,-7309400,-7600906420] 11815680
+394790 d 2 [1,-1,0,-8600470,-4729824954] 23631360
+394790 e 1 [1,-1,0,-359,-2515] 122368
+394790 e 2 [1,-1,0,-139,-5727] 244736
+394790 f 1 [1,0,1,-412754,102032356] 1544256
+394790 g 1 [1,0,1,-535949,152907016] 5584320
+394790 h 1 [1,0,1,-85104,-9562944] 1409152
+394790 i 1 [1,0,1,-77833,8361556] 1669248
+394790 i 2 [1,0,1,111792,39576606] 5007744
+394790 j 1 [1,0,1,-378,3006] 121600
+394790 k 1 [1,1,0,-9517992,-5579544256] 38218752
+394790 k 2 [1,1,0,-129704872,-568366628544] 76437504
+394790 l 1 [1,-1,0,-535,-27409] 898560
+394790 m 1 [1,-1,1,11247,-8319] 2646656
+394790 n 1 [1,0,0,-10285,390225] 1013760
+394790 n 2 [1,0,0,-24365,-913583] 2027520
+394790 o 1 [1,1,1,324,-4067] 407232
+394790 p 1 [1,0,0,-4853521,4436769961] 16293312
+394790 p 2 [1,0,0,29395239,-2133196015] 48879936
+394791 a 1 [0,-1,1,-1257,17579] 111280
+394794 a 1 [1,-1,0,27,-35] 75780
+394794 b 1 [1,-1,0,-199221,34275455] 1954080
+394794 c 1 [1,-1,1,-22136,-1262083] 651360
+394794 d 1 [1,-1,1,241,703] 227340
+394795 a 1 [0,0,1,-2,30] 27360
+394797 a 1 [0,1,1,-798,-182302] 1148928
+394797 b 1 [0,-1,1,-719745,235518212] 8128512
+394797 c 1 [0,-1,1,207,-61] 104448
+394797 d 1 [0,1,1,75776,-110423747] 11036160
+394800 a 1 [0,-1,0,-1110333,-449957088] 5345280
+394800 a 2 [0,-1,0,-1109708,-450489588] 10690560
+394800 b 1 [0,-1,0,20292,1698912] 2211840
+394800 b 2 [0,-1,0,-151208,18162912] 4423680
+394800 c 1 [0,-1,0,-549008,422986512] 14745600
+394800 c 2 [0,-1,0,-12456008,16902274512] 29491200
+394800 d 1 [0,-1,0,-20508,928512] 1622016
+394800 d 2 [0,-1,0,41992,5428512] 3244032
+394800 e 1 [0,-1,0,325192,311195472] 11773440
+394800 f 1 [0,-1,0,3842,304687] 1161216
+394800 g 1 [0,-1,0,-883,22762] 331776
+394800 g 2 [0,-1,0,-18508,974512] 663552
+394800 h 1 [0,-1,0,-176533,-22507688] 4257792
+394800 h 2 [0,-1,0,-910908,315304812] 8515584
+394800 i 1 [0,-1,0,-2133,-26988] 534528
+394800 i 2 [0,-1,0,-31508,-2141988] 1069056
+394800 j 1 [0,-1,0,121127992,-2199412393488] 153354240
+394800 j 2 [0,-1,0,-1976024008,-31475654313488] 306708480
+394800 j 3 [0,-1,0,-6500056008,164794949974512] 613416960
+394800 j 4 [0,-1,0,-31006424008,-2101459295913488] 613416960
+394800 j 5 [0,-1,0,-98620056008,11920043909974512] 1226833920
+394800 j 6 [0,-1,0,13235431992,970792279894512] 1226833920
+394800 k 1 [0,-1,0,-10283,443562] 1142784
+394800 k 2 [0,-1,0,-168908,26775312] 2285568
+394800 l 1 [0,-1,0,-83333,-9234963] 1658880
+394800 m 1 [0,-1,0,1392,-44613] 497664
+394800 n 1 [0,-1,0,2,67] 59904
+394800 o 1 [0,-1,0,3492,-2613] 645120
+394800 p 1 [0,-1,0,2592,21312] 573440
+394800 p 2 [0,-1,0,-11408,189312] 1146880
+394800 q 1 [0,-1,0,-1643608,2471049712] 16515072
+394800 q 2 [0,-1,0,-39275608,94594185712] 33030144
+394800 r 1 [0,-1,0,3492,-619488] 1032192
+394800 r 2 [0,-1,0,-91008,-10069488] 2064384
+394800 s 1 [0,-1,0,-21889533,92638043937] 53913600
+394800 t 1 [0,-1,0,-18998208,39846714912] 39370240
+394800 u 1 [0,-1,0,-287708,-60251088] 3041280
+394800 v 1 [0,-1,0,107,697] 127872
+394800 w 1 [0,-1,0,-1708,-613088] 942080
+394800 w 2 [0,-1,0,-119208,-15653088] 1884160
+394800 x 1 [0,-1,0,-24808,1512112] 655360
+394800 x 2 [0,-1,0,-26808,1256112] 1310720
+394800 x 3 [0,-1,0,67192,8024112] 2621440
+394800 x 4 [0,-1,0,-152808,-21927888] 2621440
+394800 y 1 [0,-1,0,-8533,-216188] 774144
+394800 y 2 [0,-1,0,22092,-1441188] 1548288
+394800 z 1 [0,-1,0,-64408,-6328688] 1797120
+394800 ba 1 [0,-1,0,-19983,811962] 1376256
+394800 ba 2 [0,-1,0,-296108,62111712] 2752512
+394800 ba 3 [0,-1,0,-4737608,3970631712] 5505024
+394800 ba 4 [0,-1,0,-272608,72357712] 5505024
+394800 bb 1 [0,-1,0,8190789592,-1136127107276688] 1886257152
+394800 bb 2 [0,-1,0,-126026938408,-15952690536652688] 3772514304
+394800 bb 3 [0,-1,0,-424625338408,88067048087347312] 7545028608
+394800 bb 4 [0,-1,0,-1974912186408,-1068234636124364688] 7545028608
+394800 bc 1 [0,-1,0,-32650018408,-2247793222180688] 1518206976
+394800 bc 2 [0,-1,0,-520931268408,-144716543222180688] 3036413952
+394800 bc 3 [0,-1,0,-519462518408,-145573153472180688] 6072827904
+394800 bc 4 [0,-1,0,-8334900018408,-9261867745472180688] 6072827904
+394800 bd 1 [0,-1,0,412,432] 365568
+394800 be 1 [0,-1,0,-10199008,-12329439488] 22118400
+394800 be 2 [0,-1,0,40992,-35963359488] 44236800
+394800 bf 1 [0,-1,0,-2808,60912] 423936
+394800 bg 1 [0,-1,0,111660492,234792316512] 97320960
+394800 bg 2 [0,-1,0,-508354008,1995633496512] 194641920
+394800 bh 1 [0,-1,0,-308,14112] 393216
+394800 bh 2 [0,-1,0,-10808,434112] 786432
+394800 bi 1 [0,-1,0,-952208,362430912] 6635520
+394800 bi 2 [0,-1,0,-15288208,23013310912] 13271040
+394800 bj 1 [0,-1,0,-1410808,-645119888] 7077888
+394800 bj 2 [0,-1,0,-22578808,-41287679888] 14155776
+394800 bk 1 [0,-1,0,867,-154863] 940032
+394800 bl 1 [0,-1,0,-57608,-5967888] 2239488
+394800 bm 1 [0,-1,0,-3248,390432] 1128960
+394800 bn 1 [0,-1,0,2067,32337] 528768
+394800 bn 2 [0,-1,0,-51933,4611537] 1586304
+394800 bo 1 [0,-1,0,-12208,-1537088] 1658880
+394800 bo 2 [0,-1,0,107792,37342912] 4976640
+394800 bp 1 [0,-1,0,-62783,5945562] 2949120
+394800 bp 2 [0,-1,0,-140908,-11710688] 5898240
+394800 bp 3 [0,-1,0,446592,-84560688] 11796480
+394800 bp 4 [0,-1,0,-1978408,-1070110688] 11796480
+394800 bq 1 [0,-1,0,-8303008,-9232095488] 19160064
+394800 br 1 [0,-1,0,709667,107413537] 8426880
+394800 bs 1 [0,-1,0,-40590383,-99523079238] 12189696
+394800 bs 2 [0,-1,0,-40590508,-99522435488] 24379392
+394800 bs 3 [0,-1,0,-41695008,-93818797488] 48758784
+394800 bs 4 [0,-1,0,-39488008,-105184875488] 48758784
+394800 bs 5 [0,-1,0,-154542008,637429762512] 97517568
+394800 bs 6 [0,-1,0,53479992,-460052197488] 97517568
+394800 bt 1 [0,-1,0,-883,1762] 405504
+394800 bt 2 [0,-1,0,3492,10512] 811008
+394800 bu 1 [0,-1,0,-1083,18162] 368640
+394800 bv 1 [0,-1,0,23792,-93319088] 5913600
+394800 bw 1 [0,-1,0,-11313,-486243] 887040
+394800 bx 1 [0,-1,0,-848,-9333] 184320
+394800 by 1 [0,-1,0,-308,2352] 156672
+394800 bz 1 [0,-1,0,-582708,-171016713] 4377600
+394800 ca 1 [0,-1,0,-35033,-2527563] 1511424
+394800 cb 1 [0,-1,0,4439092,2078829312] 28753920
+394800 cb 2 [0,-1,0,-20771408,17911023312] 57507840
+394800 cc 1 [0,-1,0,-800133,-275649363] 8386560
+394800 cd 1 [0,-1,0,13792,408912] 1474560
+394800 cd 2 [0,-1,0,-67208,3648912] 2949120
+394800 ce 1 [0,-1,0,-3333,197037] 835200
+394800 cf 1 [0,-1,0,14867,-234863] 1689600
+394800 cg 1 [0,-1,0,-9387951333,350113002353037] 240105600
+394800 ch 1 [0,-1,0,-29783,1987062] 983040
+394800 ch 2 [0,-1,0,-35908,1117312] 1966080
+394800 ch 3 [0,-1,0,128592,8355312] 3932160
+394800 ch 4 [0,-1,0,-298408,-61882688] 3932160
+394800 ci 1 [0,-1,0,27,792] 122880
+394800 ci 2 [0,-1,0,-1148,14892] 245760
+394800 cj 1 [0,-1,0,-2633,-13488] 552960
+394800 cj 2 [0,-1,0,-24508,1474012] 1105920
+394800 ck 1 [0,-1,0,7,-123] 65280
+394800 cl 1 [0,-1,0,-2451825208,-46727754451088] 158630400
+394800 cm 1 [0,-1,0,-11383,313762] 1032192
+394800 cm 2 [0,-1,0,-164508,25732512] 2064384
+394800 cm 3 [0,-1,0,-2632008,1644412512] 4128768
+394800 cm 4 [0,-1,0,-147008,31402512] 4128768
+394800 cn 1 [0,-1,0,-115183,13760362] 3604480
+394800 cn 2 [0,-1,0,-415308,-87681888] 7208960
+394800 cn 3 [0,-1,0,736192,-488403888] 14417920
+394800 cn 4 [0,-1,0,-6368808,-6184065888] 14417920
+394800 co 1 [0,-1,0,-79133,-8524488] 1824768
+394800 co 2 [0,-1,0,-108508,-1591988] 3649536
+394800 cp 1 [0,-1,0,-368828208,26622659454912] 444787200
+394800 cq 1 [0,-1,0,-195333,33547437] 3991680
+394800 cr 1 [0,-1,0,-18523,976522] 476160
+394800 cs 1 [0,-1,0,-208,-151088] 660480
+394800 ct 1 [0,-1,0,14112,974592] 1451520
+394800 cu 1 [0,-1,0,-58408,7033687] 2322432
+394800 cv 1 [0,-1,0,346128867,-704913760863] 222566400
+394800 cw 1 [0,-1,0,-3158,420687] 1244160
+394800 cx 1 [0,-1,0,16792,10284912] 3709440
+394800 cy 1 [0,-1,0,-10333,-82088] 983040
+394800 cy 2 [0,-1,0,40292,-689588] 1966080
+394800 cz 1 [0,-1,0,211017792,-11372890457088] 352934400
+394800 da 1 [0,-1,0,-38808,3056112] 1572864
+394800 da 2 [0,-1,0,-626808,191216112] 3145728
+394800 db 1 [0,-1,0,-328133,41031012] 3870720
+394800 db 2 [0,-1,0,1052492,295066012] 7741440
+394800 dc 1 [0,-1,0,-1166408,-482204688] 6635520
+394800 dc 2 [0,-1,0,-526408,-1009564688] 13271040
+394800 dd 1 [0,-1,0,-366440208,2700054078912] 81285120
+394800 de 1 [0,-1,0,-133708,-25376839088] 41932800
+394800 df 1 [0,-1,0,-136008,-19300113] 2396160
+394800 dg 1 [0,-1,0,-15314633,23074289637] 16773120
+394800 dh 1 [0,-1,0,1114792,139068912] 10368000
+394800 di 1 [0,-1,0,-14835758,22012741887] 23417856
+394800 dj 1 [0,-1,0,-47033,1180812] 2433024
+394800 dj 2 [0,-1,0,-593908,176180812] 4866048
+394800 dk 1 [0,-1,0,-2795133,1799071512] 7372800
+394800 dk 2 [0,-1,0,-2404508,2319384012] 14745600
+394800 dl 1 [0,-1,0,-1008,40512] 451584
+394800 dm 1 [0,-1,0,-68383,2551762] 3145728
+394800 dm 2 [0,-1,0,-888508,322400512] 6291456
+394800 dm 3 [0,-1,0,-14213008,20628938512] 12582912
+394800 dm 4 [0,-1,0,-686008,473060512] 12582912
+394800 dn 1 [0,-1,0,14832,119232] 1105920
+394800 dn 2 [0,-1,0,-60368,1021632] 2211840
+394800 do 1 [0,-1,0,-677783,214943562] 3981312
+394800 do 2 [0,-1,0,-768908,153525312] 7962624
+394800 do 3 [0,-1,0,2403592,1092585312] 15925248
+394800 do 4 [0,-1,0,-5399408,-4717760688] 15925248
+394800 dp 1 [0,-1,0,2072,-33968] 456192
+394800 dq 1 [0,-1,0,-12541123008,-540568258495488] 635830272
+394800 dq 2 [0,-1,0,-200658115008,-34596516022207488] 1271660544
+394800 dr 1 [0,-1,0,-16408,-31036688] 4718592
+394800 dr 2 [0,-1,0,-1584408,-758588688] 9437184
+394800 dr 3 [0,-1,0,-2984408,787011312] 18874368
+394800 dr 4 [0,-1,0,-25272408,-48892604688] 18874368
+394800 ds 1 [0,-1,0,5592,381312] 1081344
+394800 ds 2 [0,-1,0,-57408,4665312] 2162688
+394800 dt 1 [0,-1,0,-4099333,-3682490963] 22579200
+394800 du 1 [0,-1,0,-488,-4368] 179712
+394800 dv 1 [0,-1,0,-156392208,-752729537088] 46694400
+394800 dv 2 [0,-1,0,-153832208,-778565057088] 93388800
+394800 dw 1 [0,-1,0,-22008,-1177488] 1327104
+394800 dw 2 [0,-1,0,17992,-5017488] 2654208
+394800 dx 1 [0,-1,0,-221908,40309312] 1867776
+394800 dx 2 [0,-1,0,-219408,41259312] 3735552
+394800 dy 1 [0,-1,0,-1183,2362] 294912
+394800 dy 2 [0,-1,0,4692,14112] 589824
+394800 dz 1 [0,-1,0,-1708,-49088] 442368
+394800 dz 2 [0,-1,0,-33208,-2317088] 884736
+394800 ea 1 [0,-1,0,112853992,183219190512] 116785152
+394800 ea 2 [0,-1,0,-489258008,1522316278512] 233570304
+394800 eb 1 [0,-1,0,-6448,-197168] 353280
+394800 ec 1 [0,-1,0,7917,-292338] 1036800
+394800 ed 1 [0,-1,0,-358818,-106314453] 5414400
+394800 ee 1 [0,-1,0,1892,-92288] 655360
+394800 ee 2 [0,-1,0,-22608,-1170288] 1310720
+394800 ee 3 [0,-1,0,-85608,8405712] 2621440
+394800 ee 4 [0,-1,0,-351608,-80130288] 2621440
+394800 ef 1 [0,-1,0,-1285208,571068912] 8640000
+394800 eg 1 [0,-1,0,-287208,-59147088] 2785280
+394800 eg 2 [0,-1,0,-277208,-63467088] 5570560
+394800 eh 1 [0,-1,0,204392,-95187728] 7050240
+394800 ei 1 [0,-1,0,-3563,-83598] 519168
+394800 ej 1 [0,-1,0,-19208,-5411088] 2211840
+394800 ej 2 [0,-1,0,-595208,-175907088] 4423680
+394800 ek 1 [0,-1,0,-298208,-62585088] 3110400
+394800 el 1 [0,1,0,-10808,482388] 1179648
+394800 el 2 [0,1,0,-178808,29042388] 2359296
+394800 em 1 [0,1,0,6992,163988] 1277952
+394800 em 2 [0,1,0,-35008,1423988] 2555904
+394800 en 1 [0,1,0,342,4563] 304128
+394800 eo 1 [0,1,0,-133,1523] 167040
+394800 ep 1 [0,1,0,-4883333,4183662963] 19958400
+394800 eq 1 [0,1,0,-14753128,212975374388] 88957440
+394800 er 1 [0,1,0,-3137008,-1950580012] 13271040
+394800 er 2 [0,1,0,-11329008,12516491988] 26542080
+394800 er 3 [0,1,0,-173761008,881527691988] 53084160
+394800 er 4 [0,1,0,20030992,69528971988] 53084160
+394800 es 1 [0,1,0,-1212408,513415188] 5308416
+394800 es 2 [0,1,0,-1262408,468715188] 10616832
+394800 es 3 [0,1,0,2167592,2574735188] 21233664
+394800 es 4 [0,1,0,-5492408,-4497304812] 21233664
+394800 et 1 [0,1,0,-98073008,-373861264812] 31726080
+394800 eu 1 [0,1,0,167,-15037] 326400
+394800 ev 1 [0,1,0,667,100338] 614400
+394800 ev 2 [0,1,0,-28708,1804088] 1228800
+394800 ew 1 [0,1,0,-375518053,2800753811603] 48021120
+394800 ex 1 [0,1,0,352792,122529588] 7257600
+394800 ey 1 [0,1,0,-8,-1212] 132096
+394800 ez 1 [0,1,0,-463083,121139088] 2380800
+394800 fa 1 [0,1,0,-897408,-339604812] 7372800
+394800 fa 2 [0,1,0,-14505408,-21268708812] 14745600
+394800 fb 1 [0,1,0,8440712,-90979747372] 70586880
+394800 fc 1 [0,1,0,-413,-822] 196608
+394800 fc 2 [0,1,0,1612,-4872] 393216
+394800 fd 1 [0,1,0,672,82548] 741888
+394800 fe 1 [0,1,0,44592,1130388] 2073600
+394800 ff 1 [0,1,0,-414533,2382736563] 20736000
+394800 fg 1 [0,1,0,-5348,-203016852] 8386560
+394800 fh 1 [0,1,0,-826533,-805891437] 10752000
+394800 fi 1 [0,1,0,-14657608,21594569588] 16257024
+394800 fj 1 [0,1,0,-163973,-29525517] 4515840
+394800 fk 1 [0,1,0,-78008,347988] 2949120
+394800 fk 2 [0,1,0,-878008,315547988] 5898240
+394800 fk 3 [0,1,0,-14038008,20239787988] 11796480
+394800 fk 4 [0,1,0,-518008,576907988] 11796480
+394800 fl 1 [0,1,0,51792,-4142412] 2280960
+394800 fm 1 [0,1,0,370792,15645588] 5529600
+394800 fm 2 [0,1,0,-1509208,124685588] 11059200
+394800 fn 1 [0,1,0,-199054808,-102109989612] 147456000
+394800 fn 2 [0,1,0,-2296206808,-42259059493612] 294912000
+394800 fn 3 [0,1,0,-1429902808,-74521953061612] 589824000
+394800 fn 4 [0,1,0,-36716942808,-2708007379749612] 589824000
+394800 fo 1 [0,1,0,-1233,-16962] 221184
+394800 fo 2 [0,1,0,-2108,9288] 442368
+394800 fp 1 [0,1,0,14392,28788] 1572864
+394800 fp 2 [0,1,0,-57608,172788] 3145728
+394800 fp 3 [0,1,0,-645608,198916788] 6291456
+394800 fp 4 [0,1,0,-621608,-188203212] 6291456
+394800 fq 1 [0,1,0,-31019133,-63478838262] 57415680
+394800 fq 2 [0,1,0,-490003508,-4175060869512] 114831360
+394800 fr 1 [0,1,0,-12208,-570412] 898560
+394800 fs 1 [0,1,0,-100758,-55042137] 4838400
+394800 ft 1 [0,1,0,638392,-76987212] 9830400
+394800 ft 2 [0,1,0,-2763608,-641719212] 19660800
+394800 fu 1 [0,1,0,-60495408,181184311188] 39813120
+394800 fu 2 [0,1,0,-968073408,11593070083188] 79626240
+394800 fv 1 [0,1,0,2941367,2219573363] 17510400
+394800 fw 1 [0,1,0,61467,1588563] 2488320
+394800 fx 1 [0,1,0,-6255688,-6024338572] 9338880
+394800 fx 2 [0,1,0,-6153288,-6230981772] 18677760
+394800 fy 1 [0,1,0,107592,-66472812] 5308416
+394800 fy 2 [0,1,0,-1950408,-984340812] 10616832
+394800 fz 1 [0,1,0,-1368008,-1008432012] 15925248
+394800 fz 2 [0,1,0,-25560008,-49731120012] 31850496
+394800 ga 1 [0,1,0,-8970458,-13307247537] 27072000
+394800 gb 1 [0,1,0,317,-2212] 207360
+394800 gc 1 [0,1,0,-161208,-24968412] 1766400
+394800 gd 1 [0,1,0,-95233,11280038] 1351680
+394800 gd 2 [0,1,0,-96108,11061288] 2703360
+394800 ge 1 [0,1,0,-57533,5292438] 811008
+394800 ge 2 [0,1,0,-56908,5413688] 1622016
+394800 gf 1 [0,1,0,-11488,-477772] 557056
+394800 gf 2 [0,1,0,-11088,-512172] 1114112
+394800 gg 1 [0,1,0,-13783,618188] 540672
+394800 gg 2 [0,1,0,-14908,510188] 1081344
+394800 gg 3 [0,1,0,37592,3345188] 2162688
+394800 gg 4 [0,1,0,-85408,-9218812] 2162688
+394800 gh 1 [0,1,0,-2745608,-1793395212] 12582912
+394800 gh 2 [0,1,0,-44217608,-113187187212] 25165824
+394800 gh 3 [0,1,0,-44505608,-111638323212] 50331648
+394800 gh 4 [0,1,0,-707481608,-7243275187212] 50331648
+394800 gh 5 [0,1,0,-102129608,236986876788] 100663296
+394800 gh 6 [0,1,0,8510392,-361131619212] 100663296
+394800 gi 1 [0,1,0,-2082008,-1150980012] 8257536
+394800 gi 2 [0,1,0,-3332008,391519988] 16515072
+394800 gi 3 [0,1,0,-39782008,96400819988] 33030144
+394800 gi 4 [0,1,0,13117992,3122219988] 33030144
+394800 gi 5 [0,1,0,-636212008,6176408239988] 66060288
+394800 gi 6 [0,1,0,-26552008,161571799988] 66060288
+394800 gj 1 [0,1,0,-51408,4547988] 1728000
+394800 gk 1 [0,1,0,-72699408,268824583188] 102629376
+394800 gk 2 [0,1,0,-1203707408,16073530375188] 205258752
+394800 gk 3 [0,1,0,-19259227408,1028735425095188] 410517504
+394800 gk 4 [0,1,0,-1244315408,14930902471188] 410517504
+394800 gl 1 [0,1,0,-89083,-10627912] 2595840
+394800 gm 1 [0,1,0,5467,-91437] 829440
+394800 gn 1 [0,1,0,5109792,-11888246412] 35251200
+394800 go 1 [0,1,0,-11928,-505452] 622080
+394800 gp 1 [0,1,0,-18508,-1045012] 1474560
+394800 gp 2 [0,1,0,-302008,-63982012] 2949120
+394800 gq 1 [0,1,0,-44413,-3617422] 1069056
+394800 gq 2 [0,1,0,-44388,-3621672] 2138112
+394800 gr 1 [0,1,0,8129792,38915693588] 58867200
+394800 gs 1 [0,1,0,47217,2593188] 2359296
+394800 gs 2 [0,1,0,-228908,22474188] 4718592
+394800 gs 3 [0,1,0,-3166408,2166849188] 9437184
+394800 gs 4 [0,1,0,-1709408,-845098812] 9437184
+394800 gt 1 [0,1,0,6992,-6916012] 2359296
+394800 gt 2 [0,1,0,-505008,-134916012] 4718592
+394800 gt 3 [0,1,0,-1177008,299195988] 9437184
+394800 gt 4 [0,1,0,-8025008,-8752836012] 9437184
+394800 gu 1 [0,1,0,-5778333,5376587463] 13436928
+394800 gu 2 [0,1,0,-468828333,3907072931463] 40310784
+394800 gv 1 [0,1,0,42,8463] 299520
+394800 gw 1 [0,1,0,-3533,81063] 387072
+394800 gx 1 [0,1,0,34792,-5507037] 2488320
+394800 gy 1 [0,1,0,-759928,318469748] 7874048
+394800 gz 1 [0,1,0,-217908,-39175812] 2654208
+394800 gz 2 [0,1,0,-155408,-62050812] 5308416
+394800 ha 1 [0,1,0,-8183,279888] 589824
+394800 ha 2 [0,1,0,-2308,679388] 1179648
+394800 hb 1 [0,1,0,-208,221588] 884736
+394800 hb 2 [0,1,0,-56208,5037588] 1769472
+394800 hc 1 [0,1,0,1119992,-1081131637] 13547520
+394800 hd 1 [0,1,0,2667,92463] 639360
+394800 he 1 [0,1,0,-11508,-486612] 608256
+394800 hf 1 [0,1,0,-4508,-140637] 645120
+394800 hg 1 [0,1,0,108992,8167988] 3732480
+394800 hg 2 [0,1,0,-2201008,1276987988] 11197440
+394800 hh 1 [0,1,0,16186592,-3539084812] 39813120
+394800 hh 2 [0,1,0,-65461408,-28523372812] 79626240
+394800 hh 3 [0,1,0,-204619408,1241304231188] 119439360
+394800 hh 4 [0,1,0,-3365707408,75153863847188] 238878720
+394800 hi 1 [0,1,0,-201208,-35034412] 2654208
+394800 hi 2 [0,1,0,-3225208,-2230458412] 5308416
+394800 hi 3 [0,1,0,590792,-185802412] 7962624
+394800 hi 4 [0,1,0,-3525208,-1791042412] 15925248
+394800 hj 1 [0,1,0,-1008,29988] 491520
+394800 hj 2 [0,1,0,-22008,1247988] 983040
+394800 hk 1 [0,1,0,-710508,-241521012] 5898240
+394800 hk 2 [0,1,0,-11515008,-15043686012] 11796480
+394800 hk 3 [0,1,0,-11662008,-14640024012] 23592960
+394800 hk 4 [0,1,0,-184240008,-962613036012] 23592960
+394800 hl 1 [0,1,0,-126133,-10639762] 3483648
+394800 hl 2 [0,1,0,-860508,299266488] 6967296
+394800 hl 3 [0,1,0,-4326133,3461447738] 10450944
+394800 hl 4 [0,1,0,-69215508,221619526488] 20901888
+394800 hm 1 [0,1,0,-68,-4932] 188416
+394800 hm 2 [0,1,0,-4768,-127132] 376832
+394800 hn 1 [0,1,0,-7658133,-8158359762] 10948608
+394800 hn 2 [0,1,0,-6892508,-9853453512] 21897216
+394800 hn 3 [0,1,0,-18458133,19237527738] 32845824
+394800 hn 4 [0,1,0,55072492,134386486488] 65691648
+394800 ho 1 [0,1,0,-658,-6937] 184320
+394800 hp 1 [0,1,0,167,2963] 221184
+394800 hq 1 [0,1,0,-734333,-242544537] 4700160
+394800 hr 1 [0,1,0,10292,74588] 1827840
+394800 hs 1 [0,1,0,-29408,6997188] 2457600
+394800 hs 2 [0,1,0,-758408,253399188] 4915200
+394800 ht 1 [0,1,0,-70208,7473588] 2119680
+394800 hu 1 [0,1,0,-488,-12492] 331776
+394800 hu 2 [0,1,0,4312,300468] 995328
+394800 hv 1 [0,1,0,51667,4145463] 2643840
+394800 hv 2 [0,1,0,-1298333,573845463] 7931520
+394800 hw 1 [0,1,0,-81208,48641588] 5644800
+394800 hx 1 [0,1,0,-1440208,-748866412] 11197440
+394800 hy 1 [0,1,0,-33033,-3685437] 2322432
+394800 hz 1 [0,1,0,262117,-23755512] 4976640
+394800 hz 2 [0,1,0,-1165508,-200781012] 9953280
+394800 ia 1 [0,1,0,-62997408,-327975532812] 88473600
+394800 ia 2 [0,1,0,-1194005408,-15874811500812] 176947200
+394800 ia 3 [0,1,0,-1382005408,-10542003500812] 353894400
+394800 ia 4 [0,1,0,-19102133408,-1016187025324812] 353894400
+394800 ib 1 [0,1,0,28387,870663] 1685376
+394800 ic 1 [0,1,0,-87883,9742988] 2396160
+394800 ic 2 [0,1,0,21492,32492988] 4792320
+394800 id 1 [0,1,0,9592,116371188] 5898240
+394800 id 2 [0,1,0,-3518408,2494243188] 11796480
+394800 id 3 [0,1,0,-56018408,161359243188] 23592960
+394800 id 4 [0,1,0,-7466408,-4130500812] 23592960
+394800 ie 1 [0,1,0,-7008,-1680012] 1474560
+394800 ie 2 [0,1,0,-259008,-50568012] 2949120
+394800 if 1 [0,1,0,-23308,-1377457] 875520
+394800 ig 1 [0,1,0,-7708,278588] 783360
+394800 ih 1 [0,1,0,-21208,-1209037] 921600
+394800 ii 1 [0,1,0,-282833,-61346037] 4435200
+394800 ij 1 [0,1,0,952,-746172] 1182720
+394800 ik 1 [0,1,0,-43,128] 73728
+394800 il 1 [0,1,0,-170479533,856697853438] 29859840
+394800 il 2 [0,1,0,-170478908,856704449688] 59719680
+394800 im 1 [0,1,0,-117783,-15199812] 3612672
+394800 im 2 [0,1,0,29092,-50449812] 7225344
+394800 in 1 [0,1,0,-446208,-407630412] 15925248
+394800 in 2 [0,1,0,-11422208,-14830094412] 31850496
+394800 in 3 [0,1,0,3963792,10227525588] 47775744
+394800 in 4 [0,1,0,-53380208,137187141588] 95551488
+394803 a 1 [0,0,1,-966,-11813] 186048
+394805 a 1 [0,1,1,-4448136,-3606833930] 17055360
+394805 b 1 [1,0,1,-3752293,1679943483] 22740480
+394805 b 2 [1,0,1,-53102918,148902727983] 45480960
+394805 c 1 [1,-1,0,64156,-39538487] 3790080
+394805 d 1 [1,1,0,-288880463,-1889961771808] 65694720
+394805 d 2 [1,1,0,-288485658,-1895384734327] 131389440
+394805 e 1 [0,-1,1,-815930,281115051] 9475200
+394806 a 1 [1,1,0,-81670,-8411036] 3452416
+394806 b 1 [1,0,1,747,24760] 458640
+394806 c 1 [1,0,1,-47499,1279414] 5328000
+394806 d 1 [1,1,1,-378,-2901] 152448
+394808 a 1 [0,0,0,-11,-45] 25888
+394810 a 1 [1,1,0,-5493,155437] 418176
+394810 b 1 [1,1,0,128883,6032221] 3413760
+394810 c 1 [1,-1,0,-512710,141429300] 3778560
+394810 c 2 [1,-1,0,-492230,153229876] 7557120
+394810 d 1 [1,-1,0,-769,-7875] 178560
+394810 d 2 [1,-1,0,31,-24035] 357120
+394810 e 1 [1,-1,1,2071998,-202313151] 33830016
+394810 f 1 [1,0,0,-46775,-3557015] 3447360
+394810 f 2 [1,0,0,-168255,22609777] 6894720
+394810 g 1 [1,0,0,-8100,279760] 741696
+394810 g 2 [1,0,0,-129580,17942952] 1483392
+394810 h 1 [1,1,1,4,429] 117120
+394811 a 1 [0,0,1,-37,-92] 178383
+394812 a 1 [0,0,0,-705,-9367] 208440
+394812 b 1 [0,0,0,-16680,-825356] 599040
+394814 a 1 [1,-1,0,-28831,-1877043] 652848
+394814 a 2 [1,-1,0,-29471,-1788851] 1305696
+394816 a 1 [0,1,0,183,1015] 107520
+394816 a 2 [0,1,0,-1057,8703] 215040
+394816 b 1 [0,0,0,-548,5224] 128256
+394816 c 1 [0,0,0,-548,-5224] 128256
+394816 d 1 [0,0,0,20,-2736] 139776
+394816 e 1 [0,0,0,20,2736] 139776
+394816 f 1 [0,-1,0,183,-1015] 107520
+394816 f 2 [0,-1,0,-1057,-8703] 215040
+394818 a 1 [1,0,0,-29,93] 116736
+394818 b 1 [1,0,0,6242,-27964] 860160
+394818 c 1 [1,0,0,-7627651,8775706433] 44972928
+394818 c 2 [1,0,0,-124814211,536701159233] 89945856
+394820 a 1 [0,1,0,-644461,198847464] 5242752
+394820 a 2 [0,1,0,-545756,261939700] 10485504
+394821 a 1 [0,0,1,-19899,-1048390] 1721088
+394821 b 1 [1,-1,1,-2081,-111428] 513216
+394821 c 1 [1,-1,1,-404,-4910] 213984
+394821 d 1 [0,0,1,-96,-294] 71496
+394821 e 1 [0,0,1,-864,7931] 214488
+394821 f 1 [1,-1,0,-3633,136196] 641952
+394821 g 1 [1,-1,0,-231,4204] 171072
+394821 h 1 [0,0,1,-2211,38829] 573696
+394822 a 1 [1,1,1,-1167,-15727] 315712
+394822 a 2 [1,1,1,-18637,-987059] 631424
+394823 a 1 [0,0,1,-1936,148739] 495360
+394824 a 1 [0,-1,0,-472,-3764] 224928
+394826 a 1 [1,0,0,-389,2881] 169776
+394828 a 1 [0,1,0,-217,732] 136992
+394828 a 2 [0,1,0,-1412,-20300] 273984
+394830 a 1 [1,-1,0,225,-249395] 1630208
+394830 a 2 [1,-1,0,-58095,-5276579] 3260416
+394830 a 3 [1,-1,0,-124515,9083425] 6520832
+394830 a 4 [1,-1,0,-924795,-342076199] 6520832
+394830 b 1 [1,-1,0,-283185,-57964059] 3801600
+394830 c 1 [1,-1,0,1065,5651] 360576
+394830 d 1 [1,-1,0,-491550,-397067500] 14878080
+394830 e 1 [1,-1,0,99585,-11045619] 4060800
+394830 f 1 [1,-1,0,-27915,-3474235] 2612736
+394830 g 1 [1,-1,0,-26820,-12780720] 3732480
+394830 h 1 [1,-1,0,612720,-104532224] 7349760
+394830 i 1 [1,-1,0,-810,14580] 526848
+394830 j 1 [1,-1,0,-450,-3614] 251520
+394830 k 1 [1,-1,0,-37336644,-87802090992] 23169024
+394830 k 2 [1,-1,0,-37381644,-87579799992] 46338048
+394830 k 3 [1,-1,0,-39971304,-74697385140] 69507072
+394830 k 4 [1,-1,0,-215752554,1156861208610] 139014144
+394830 l 1 [1,-1,0,-21249,-1178307] 1216512
+394830 l 2 [1,-1,0,-6849,-2759427] 2433024
+394830 m 1 [1,-1,0,-69804,-5206640] 2654208
+394830 m 2 [1,-1,0,-1032804,-403696040] 5308416
+394830 n 1 [1,-1,0,-163314,-25908012] 4036608
+394830 n 2 [1,-1,0,-2628594,-1639680300] 8073216
+394830 o 1 [1,-1,0,6381,847125] 1612800
+394830 p 1 [1,-1,0,-88134,10092788] 1658880
+394830 p 2 [1,-1,0,-89934,9660428] 3317760
+394830 q 1 [1,-1,0,-27190719,54573275533] 35389440
+394830 q 2 [1,-1,0,-29655999,44089425805] 70778880
+394830 r 1 [1,-1,0,-16209,794313] 999424
+394830 r 2 [1,-1,0,-25839,-251505] 1998848
+394830 s 1 [1,-1,0,20361,-27857827] 8467200
+394830 t 1 [1,-1,1,-89123,10750691] 4347648
+394830 u 1 [1,-1,1,-1868,9231] 688128
+394830 u 2 [1,-1,1,7132,66831] 1376256
+394830 v 1 [1,-1,1,-4034093,-3115915243] 15482880
+394830 v 2 [1,-1,1,-3263693,-4342700203] 30965760
+394830 w 1 [1,-1,1,-840128,293506787] 7225344
+394830 w 2 [1,-1,1,-1560128,-283645213] 14450688
+394830 x 1 [1,-1,1,-11168528,-14388934669] 22579200
+394830 y 1 [1,-1,1,952,68491] 626688
+394830 z 1 [1,-1,1,-857674433,-8413789935023] 293142528
+394830 z 2 [1,-1,1,1392325567,-45134689935023] 586285056
+394830 ba 1 [1,-1,1,-9713,-48419] 1105920
+394830 ba 2 [1,-1,1,38437,-414359] 2211840
+394830 bb 1 [1,-1,1,-4486703,-3565797613] 16121856
+394830 bb 2 [1,-1,1,-10505453,8040759887] 32243712
+394830 bc 1 [1,-1,1,-2408,-44773] 266240
+394830 bc 2 [1,-1,1,-1508,-79333] 532480
+394830 bd 1 [1,-1,1,-441113,-169091719] 7050240
+394830 bd 2 [1,-1,1,-7998233,-8702591623] 14100480
+394830 be 1 [1,-1,1,67,1181] 184320
+394830 bf 1 [1,-1,1,67,771] 188416
+394830 bg 1 [1,-1,1,-1319924453,-761404059363] 330301440
+394830 bg 2 [1,-1,1,5274699547,-6092498100963] 660602880
+394830 bh 1 [1,-1,1,-207563,-36183333] 3594240
+394830 bh 2 [1,-1,1,-322763,8560347] 7188480
+394830 bi 1 [1,-1,1,-4298,-17719] 958464
+394830 bi 2 [1,-1,1,-42818,3402857] 1916928
+394830 bj 1 [1,-1,1,-113567,18221159] 4060800
+394830 bj 2 [1,-1,1,-9786902,11787076901] 12182400
+394830 bk 1 [1,-1,1,-2345522,784075569] 27303936
+394830 bk 2 [1,-1,1,7515598,5651524401] 54607872
+394830 bl 1 [1,-1,1,-910427,334588551] 2826240
+394830 bl 2 [1,-1,1,-908177,336322851] 5652480
+394830 bm 1 [1,-1,1,118,-249] 120192
+394830 bn 1 [1,-1,1,-54617,14724409] 4959360
+394830 bo 1 [1,-1,1,-849137,295622561] 7520256
+394830 bo 2 [1,-1,1,72463,902772641] 15040512
+394830 bp 1 [1,-1,1,-912497,-335268831] 3526656
+394830 bp 2 [1,-1,1,-941297,-312954591] 7053312
+394830 bq 1 [1,-1,1,-994568657,12190825505729] 292428288
+394830 br 1 [1,-1,1,-24602,-3861871] 2649600
+394831 a 1 [0,1,1,-168,2412] 231680
+394831 b 1 [1,0,1,35,-231] 64512
+394833 a 1 [0,1,1,-92,551] 164976
+394834 a 1 [1,-1,0,-4070,-98892] 466816
+394834 a 2 [1,-1,0,-3430,-131532] 933632
+394834 b 1 [1,0,0,-7629,-576367] 1264320
+394834 c 1 [1,1,1,-49919,-4308635] 1687552
+394834 c 2 [1,1,1,-63999,-1701019] 3375104
+394835 a 1 [1,-1,1,-177,176] 90880
+394835 a 2 [1,-1,1,698,876] 181760
+394835 b 1 [0,1,1,-357752171,2604363773520] 28290240
+394835 b 2 [0,1,1,-357840861,2603007793041] 84870720
+394835 c 1 [0,0,1,-752,7427] 162048
+394836 a 1 [0,-1,0,-118,-467] 66432
+394836 b 1 [0,-1,0,-4766,-125067] 338304
+394839 a 1 [0,0,1,-123438,-16692548] 1609984
+394839 b 1 [1,-1,0,-13941,-630086] 329472
+394839 c 1 [1,-1,0,-6300,190053] 833024
+394840 a 1 [0,0,0,-4393363,-3544388162] 12922112
+394840 b 1 [0,0,0,-163,238] 330240
+394842 a 1 [1,1,0,22858,985230] 3115008
+394842 b 1 [1,1,0,-1012,11740] 425984
+394842 b 2 [1,1,0,-2202,-22770] 851968
+394842 c 1 [1,1,0,-599,5349] 213504
+394842 d 1 [1,1,0,-1617067449,24193196330661] 415641600
+394842 e 1 [1,1,0,-551079,-157678779] 5945856
+394842 f 1 [1,1,0,-99691,-12888875] 3217536
+394842 g 1 [1,1,0,-3385,74341] 466944
+394842 g 2 [1,1,0,-4225,33517] 933888
+394842 h 1 [1,1,0,-6824500,-6862986416] 13258752
+394842 h 2 [1,1,0,-109183540,-439166155952] 26517504
+394842 i 1 [1,1,0,-35550,-2457216] 1490944
+394842 i 2 [1,1,0,-560340,-161678502] 2981888
+394842 j 1 [1,1,0,3597555,12331958661] 34836480
+394842 k 1 [1,1,0,-134131890,-630319359564] 82790400
+394842 l 1 [1,1,0,-4267,-105923] 822528
+394842 m 1 [1,1,0,-507469,113774557] 7299072
+394842 m 2 [1,1,0,-7704589,8227807645] 14598144
+394842 n 1 [1,1,0,-607674,-31956588] 12615680
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+394944 dc 1 [0,-1,0,1412,66178] 614400
+394944 dc 2 [0,-1,0,-18553,892729] 1228800
+394944 dd 1 [0,-1,0,-6695,600393] 1142400
+394944 de 1 [0,-1,0,-4275,-106731] 274560
+394944 df 1 [0,-1,0,-784725,-267678387] 5702400
+394944 dg 1 [0,-1,0,-89217,10279425] 1720320
+394944 dg 2 [0,-1,0,-69857,14844513] 3440640
+394944 dh 1 [0,-1,0,-24097,-168287] 2064384
+394944 dh 2 [0,-1,0,95583,-1436895] 4128768
+394944 di 1 [0,-1,0,-1804997,-932789493] 5529600
+394944 dj 1 [0,-1,0,-69857,5261313] 2211840
+394944 dj 2 [0,-1,0,-398977,-92618975] 4423680
+394944 dk 1 [0,-1,0,-40817,-67527] 1843200
+394944 dl 1 [0,-1,0,-6937,-126047] 737280
+394944 dm 1 [0,-1,0,-2097,37017] 393216
+394944 dn 1 [0,-1,0,-130357,-18249713] 2764800
+394944 do 1 [0,-1,0,-101317,-35495843] 4423680
+394944 dp 1 [0,-1,0,-69857,-3427455] 2211840
+394944 dp 2 [0,-1,0,239903,-25792127] 4423680
+394944 dq 1 [0,-1,0,-263457,-48183903] 3932160
+394944 dq 2 [0,-1,0,-882977,263682465] 7864320
+394944 dq 3 [0,-1,0,-13428257,18943604385] 15728640
+394944 dq 4 [0,-1,0,1749983,1533295777] 15728640
+394944 dq 5 [0,-1,0,-214849697,1212204499233] 31457280
+394944 dq 6 [0,-1,0,-12731297,20996987937] 31457280
+394944 dr 1 [0,-1,0,-2199457,951740737] 11796480
+394944 dr 2 [0,-1,0,-12111777,-15429359295] 23592960
+394944 dr 3 [0,-1,0,8332383,-62242396863] 47185920
+394944 dr 4 [0,-1,0,-191153057,-1017165320895] 47185920
+394944 dr 5 [0,-1,0,-188520097,-1046549681087] 94371840
+394944 dr 6 [0,-1,0,-3058446497,-65101747163583] 94371840
+394944 ds 1 [0,-1,0,-6332,874458] 983040
+394944 ds 2 [0,-1,0,-181177,29653945] 1966080
+394944 ds 3 [0,-1,0,-2896417,1898282113] 3932160
+394944 ds 4 [0,-1,0,-263457,115425] 3932160
+394944 dt 1 [0,-1,0,-30532,2062678] 860160
+394944 dt 2 [0,-1,0,-35977,1281865] 1720320
+394944 dt 3 [0,-1,0,123743,9427585] 3440640
+394944 dt 4 [0,-1,0,-282817,-56923007] 3440640
+394944 du 1 [0,-1,0,-51625537,107426494177] 61931520
+394944 du 2 [0,-1,0,-767790657,8188204009185] 123863040
+394944 du 3 [0,-1,0,-12284357697,524059004685537] 247726080
+394944 du 4 [0,-1,0,-709865537,9475705651425] 247726080
+394944 dv 1 [0,-1,0,5163,302733] 737280
+394944 dw 1 [0,-1,0,-253777,-48254567] 4325376
+394944 dx 1 [0,-1,0,-839417,171126177] 8110080
+394944 dy 1 [0,-1,0,-5819777,5405586177] 11059200
+394944 dy 2 [0,-1,0,-6148897,4760313505] 22118400
+394944 dz 1 [0,-1,0,-4938897,109633977] 20275200
+394944 ea 1 [0,-1,0,-4232257,-3277691327] 15482880
+394944 ea 2 [0,-1,0,-9498177,6509547585] 30965760
+394944 eb 1 [0,-1,0,-1633177,725069017] 9953280
+394944 eb 2 [0,-1,0,-25412097,49314914145] 19906560
+394944 ec 1 [0,-1,0,-7000737,-7070892255] 25804800
+394944 ec 2 [0,-1,0,-2044577,-16893010143] 51609600
+394944 ed 1 [0,-1,0,-2915777,235653057] 22708224
+394944 ed 2 [0,-1,0,11565503,1866245185] 45416448
+394944 ee 1 [0,-1,0,-1569,26721] 442368
+394944 ef 1 [0,-1,0,3430431,12017239137] 34062336
+394944 ef 2 [0,-1,0,-31069089,-336145016799] 102187008
+394944 eg 1 [0,-1,0,28351,-9039039] 3096576
+394944 eg 2 [0,-1,0,-256769,252644097] 9289728
+394944 eh 1 [0,-1,0,81,3621] 259200
+394944 ei 1 [0,-1,0,-189889,-34806143] 4866048
+394944 ej 1 [0,-1,0,-8389,-601379] 1830400
+394944 ek 1 [0,-1,0,-601,673] 442368
+394944 el 1 [0,-1,0,65179,-15930627] 5898240
+394944 em 1 [0,-1,0,-19521,672993] 2211840
+394944 em 2 [0,-1,0,57919,4622433] 4423680
+394944 en 1 [0,-1,0,-1041,-10767] 442368
+394944 en 2 [0,-1,0,-16001,-773727] 884736
+394944 eo 1 [0,-1,0,-51,-207] 92160
+394944 ep 1 [0,-1,0,-126001,16591753] 4055040
+394944 eq 1 [0,-1,0,-1041,-12087] 368640
+394944 er 1 [0,-1,0,-6211,300313] 1013760
+394944 es 1 [0,-1,0,-126001,14834833] 4866048
+394944 es 2 [0,-1,0,-1936161,1037575233] 9732096
+394944 et 1 [0,-1,0,-72761,-604767] 4866048
+394944 eu 1 [0,1,0,6787455,-342408095361] 170726400
+394944 ev 1 [0,1,0,-1517985,-719912481] 8847360
+394944 ev 2 [0,1,0,-1208225,-1021928481] 17694720
+394944 ew 1 [0,1,0,321215,-110730721] 12672000
+394944 ex 1 [0,1,0,2655,84159] 1152000
+394944 ey 1 [0,1,0,-7940060,-11604610866] 49766400
+394944 ey 2 [0,1,0,-138930425,-630272104761] 99532800
+394944 ez 1 [0,1,0,821282015,455748460053599] 1877990400
+394944 fa 1 [0,1,0,-36945,-1317681] 3686400
+394944 fa 2 [0,1,0,127615,-9710241] 7372800
+394944 fb 1 [0,1,0,323,-10639] 388800
+394944 fb 2 [0,1,0,-28717,-1883719] 1166400
+394944 fc 1 [0,1,0,247163,18490019] 5491200
+394944 fd 1 [0,1,0,-2997089,-1998009345] 8847360
+394944 fd 2 [0,1,0,-3151969,-1780217089] 17694720
+394944 fd 3 [0,1,0,-15000289,20719742591] 35389440
+394944 fd 4 [0,1,0,6218271,-10338994305] 35389440
+394944 fe 1 [0,1,0,-25329,1539855] 1310720
+394944 fe 2 [0,1,0,-35009,244671] 2621440
+394944 fe 3 [0,1,0,139231,2091615] 5242880
+394944 fe 4 [0,1,0,-364129,-84339169] 5242880
+394944 ff 1 [0,1,0,-64116609,177783717087] 88473600
+394944 ff 2 [0,1,0,-243157889,-1268905633569] 176947200
+394944 ff 3 [0,1,0,396651391,-6819251137569] 353894400
+394944 ff 4 [0,1,0,-3747627649,-88303813911073] 353894400
+394944 fg 1 [0,1,0,-2213009,-1671320235] 13643520
+394944 fh 1 [0,1,0,-10809,160455] 1105920
+394944 fh 2 [0,1,0,-93089,-10848609] 2211840
+394944 fi 1 [0,1,0,-271729,53662607] 3538944
+394944 fi 2 [0,1,0,-17409,150355071] 7077888
+394944 fj 1 [0,1,0,-349609,-79681153] 2433024
+394944 fk 1 [0,1,0,-93089,8828895] 2211840
+394944 fk 2 [0,1,0,-1409569,643635551] 4423680
+394944 fl 1 [0,1,0,-3329,72807] 294912
+394944 fm 1 [0,1,0,156171,17039955] 3953664
+394944 fn 1 [0,1,0,-93089,10873311] 1966080
+394944 fn 2 [0,1,0,-131809,922271] 3932160
+394944 fn 3 [0,1,0,526431,7899615] 7864320
+394944 fn 4 [0,1,0,-1409569,-642302113] 7864320
+394944 fo 1 [0,1,0,-524,170982] 655360
+394944 fo 2 [0,1,0,-49529,4179591] 1310720
+394944 fo 3 [0,1,0,-790049,270026271] 2621440
+394944 fo 4 [0,1,0,-93089,-4332033] 2621440
+394944 fp 1 [0,1,0,1291,-12333] 359424
+394944 fq 1 [0,1,0,-402849,-98517465] 3244032
+394944 fr 1 [0,1,0,-2048449,55099295] 11059200
+394944 fr 2 [0,1,0,-23112129,42650072991] 22118400
+394944 fs 1 [0,1,0,-2889,58815] 221184
+394944 ft 1 [0,1,0,-3188878689,66620520833535] 373800960
+394944 ft 2 [0,1,0,-8581180769,-218102735134209] 747601920
+394944 fu 1 [0,1,0,-436729,-111175033] 3072000
+394944 fu 2 [0,1,0,-519009,-66431169] 6144000
+394944 fv 1 [0,1,0,-32879249,-71556446865] 38928384
+394944 fv 2 [0,1,0,-2106529,-200131025569] 77856768
+394944 fw 1 [0,1,0,-18289,1249037] 1240320
+394944 fx 1 [0,1,0,-45279329,-91724697825] 61931520
+394944 fx 2 [0,1,0,-679667809,-6819922039009] 123863040
+394944 fx 3 [0,1,0,-635062369,-7753665556705] 247726080
+394944 fx 4 [0,1,0,-10874488929,-436480658141409] 247726080
+394944 fy 1 [0,1,0,54531,2066931] 2211840
+394944 fy 2 [0,1,0,-238289,17000751] 4423680
+394944 fy 3 [0,1,0,-3113249,2111696607] 8847360
+394944 fy 4 [0,1,0,-2048449,-1117245505] 8847360
+394944 fz 1 [0,1,0,-814249,-283074409] 3317760
+394944 fz 2 [0,1,0,-809409,-286600833] 6635520
+394944 ga 1 [0,1,0,-13848369,-19840249233] 11796480
+394944 ga 2 [0,1,0,-13858049,-19811133729] 23592960
+394944 ga 3 [0,1,0,-19607969,-1808134209] 47185920
+394944 ga 4 [0,1,0,-8263009,-35950586113] 47185920
+394944 gb 1 [0,1,0,-1102229,18178133235] 61931520
+394944 gc 1 [0,1,0,-492596001,4244861283903] 194641920
+394944 gd 1 [0,1,0,-19521,416387871] 9732096
+394944 ge 1 [0,1,0,8309,-50569] 685440
+394944 gf 1 [0,1,0,-1936161,1041212511] 7299072
+394944 gg 1 [0,1,0,-232481,-68905377] 4055040
+394944 gh 1 [0,1,0,-2581,-78157] 456960
+394944 gi 1 [0,1,0,-1921,51071] 368640
+394944 gj 1 [0,1,0,-16001,-788097] 663552
+394944 gk 1 [0,1,0,-161,-312897] 884736
+394944 gl 1 [0,1,0,-4071041,-3190707489] 17694720
+394944 gm 1 [0,1,0,-11073,-473409] 801792
+394944 gm 2 [0,1,0,-908673,-333698433] 2405376
+394944 gn 1 [0,1,0,-33953,2386239] 1327104
+394944 gn 2 [0,1,0,-542593,153655775] 2654208
+394944 go 1 [0,1,0,-73,-145] 73728
+394944 gp 1 [0,1,0,-633233,193540719] 3686400
+394944 gp 2 [0,1,0,-468673,296654015] 7372800
+394944 gq 1 [0,1,0,1412,-66178] 614400
+394944 gq 2 [0,1,0,-18553,-892729] 1228800
+394944 gr 1 [0,1,0,-4033,115685] 614400
+394944 gs 1 [0,1,0,37,1131] 115200
+394944 gt 1 [0,1,0,-1512903,715767039] 4713984
+394944 gu 1 [0,1,0,-895667813,-10892726397885] 206438400
+394944 gv 1 [0,1,0,-221833,40140791] 2211840
+394944 gv 2 [0,1,0,-216993,41980959] 4423680
+394944 gw 1 [0,1,0,-65361633,-203408968545] 27869184
+394944 gw 2 [0,1,0,-1045780193,-13017283464033] 55738368
+394944 gx 1 [0,1,0,-2599153,1611990191] 4866048
+394944 gx 2 [0,1,0,-2614113,1592479359] 9732096
+394944 gy 1 [0,1,0,-550953,-138656553] 4423680
+394944 gy 2 [0,1,0,847807,-726975009] 8847360
+394944 gz 1 [0,1,0,-7553,-86913] 737280
+394944 gz 2 [0,1,0,-67393,6651071] 1474560
+394944 ha 1 [0,1,0,-348,-2070] 165888
+394944 ha 2 [0,1,0,-1833,27927] 331776
+394944 hb 1 [0,1,0,-337993,44276087] 4915200
+394944 hb 2 [0,1,0,1060767,317593791] 9830400
+394944 hc 1 [0,1,0,-45173,-81812205] 4423680
+394944 hc 2 [0,1,0,-15726773,-24011306541] 13271040
+394944 hd 1 [0,1,0,-1246703,804970659] 8110080
+394944 he 1 [0,1,0,-420273,104480847] 3686400
+394944 he 2 [0,1,0,-255713,187320351] 7372800
+394944 hf 1 [0,1,0,-4033,97535] 327168
+394944 hg 1 [0,1,0,-1393,-20473] 147456
+394944 hh 1 [0,1,0,-168593,26575239] 1622016
+394944 hi 1 [0,1,0,-488033,-131771169] 3598848
+394944 hj 1 [0,1,0,-10303,-608533] 737280
+394944 hk 1 [0,1,0,-1590989473,-24179701612321] 265420800
+394944 hk 2 [0,1,0,-322212513,-61681449729825] 530841600
+394944 hk 3 [0,1,0,-128508334753,-17731525731909409] 796262400
+394944 hk 4 [0,1,0,-128507095713,-17731884750935841] 1592524800
+394944 hl 1 [0,1,0,-42148,2586626] 1824768
+394944 hl 2 [0,1,0,-221833,-38058121] 3649536
+394944 hm 1 [0,1,0,-913953,112025439] 8110080
+394944 hm 2 [0,1,0,-8154593,-8885193825] 16220160
+394944 hn 1 [0,1,0,-23393,-1369953] 737280
+394944 hn 2 [0,1,0,-4033,-3549889] 1474560
+394944 ho 1 [0,1,0,-1978753,1070302847] 6635520
+394944 ho 2 [0,1,0,-1668993,1417048191] 13271040
+394944 ho 3 [0,1,0,-5812033,-4079325505] 19906560
+394944 ho 4 [0,1,0,14012607,-25850745153] 39813120
+394944 hp 1 [0,1,0,-7908757633,270705702102911] 306561024
+394944 hp 2 [0,1,0,-126539403393,17325498133014399] 613122048
+394944 hq 1 [0,1,0,-314497553,-2146816934385] 53526528
+394944 hq 2 [0,1,0,-316307713,-2120855257633] 107053056
+394944 hr 1 [0,1,0,-1533473,730368351] 5898240
+394944 hr 2 [0,1,0,-1456033,807514079] 11796480
+394944 hs 1 [0,1,0,-12503,-542313] 428544
+394944 ht 1 [0,1,0,4437,-1487565] 1267200
+394944 hu 1 [0,1,0,-8873,157551] 811008
+394944 hv 1 [0,1,0,-4108353,-3192517473] 14598144
+394944 hv 2 [0,1,0,-65653793,-204778451649] 29196288
+394944 hw 1 [0,1,0,-1339873,624747935] 8819712
+394944 hw 2 [0,1,0,-109949473,443712816479] 26459136
+394944 hx 1 [0,1,0,-784725,267678387] 5702400
+394944 hy 1 [0,1,0,-4275,106731] 274560
+394944 hz 1 [0,1,0,-6695,-600393] 1142400
+394944 ia 1 [0,1,0,-7000737,7070892255] 25804800
+394944 ia 2 [0,1,0,-2044577,16893010143] 51609600
+394944 ib 1 [0,1,0,-2915777,-235653057] 22708224
+394944 ib 2 [0,1,0,11565503,-1866245185] 45416448
+394944 ic 1 [0,1,0,-253777,48254567] 4325376
+394944 id 1 [0,1,0,-839417,-171126177] 8110080
+394944 ie 1 [0,1,0,-5819777,-5405586177] 11059200
+394944 ie 2 [0,1,0,-6148897,-4760313505] 22118400
+394944 if 1 [0,1,0,-4938897,-109633977] 20275200
+394944 ig 1 [0,1,0,-4232257,3277691327] 15482880
+394944 ig 2 [0,1,0,-9498177,-6509547585] 30965760
+394944 ih 1 [0,1,0,-1633177,-725069017] 9953280
+394944 ih 2 [0,1,0,-25412097,-49314914145] 19906560
+394944 ii 1 [0,1,0,5163,-302733] 737280
+394944 ij 1 [0,1,0,-69857,3427455] 2211840
+394944 ij 2 [0,1,0,239903,25792127] 4423680
+394944 ik 1 [0,1,0,-263457,48183903] 3932160
+394944 ik 2 [0,1,0,-882977,-263682465] 7864320
+394944 ik 3 [0,1,0,1749983,-1533295777] 15728640
+394944 ik 4 [0,1,0,-13428257,-18943604385] 15728640
+394944 ik 5 [0,1,0,-12731297,-20996987937] 31457280
+394944 ik 6 [0,1,0,-214849697,-1212204499233] 31457280
+394944 il 1 [0,1,0,-2199457,-951740737] 11796480
+394944 il 2 [0,1,0,-12111777,15429359295] 23592960
+394944 il 3 [0,1,0,-191153057,1017165320895] 47185920
+394944 il 4 [0,1,0,8332383,62242396863] 47185920
+394944 il 5 [0,1,0,-3058446497,65101747163583] 94371840
+394944 il 6 [0,1,0,-188520097,1046549681087] 94371840
+394944 im 1 [0,1,0,-6332,-874458] 983040
+394944 im 2 [0,1,0,-181177,-29653945] 1966080
+394944 im 3 [0,1,0,-263457,-115425] 3932160
+394944 im 4 [0,1,0,-2896417,-1898282113] 3932160
+394944 in 1 [0,1,0,-51625537,-107426494177] 61931520
+394944 in 2 [0,1,0,-767790657,-8188204009185] 123863040
+394944 in 3 [0,1,0,-709865537,-9475705651425] 247726080
+394944 in 4 [0,1,0,-12284357697,-524059004685537] 247726080
+394944 io 1 [0,1,0,-30532,-2062678] 860160
+394944 io 2 [0,1,0,-35977,-1281865] 1720320
+394944 io 3 [0,1,0,-282817,56923007] 3440640
+394944 io 4 [0,1,0,123743,-9427585] 3440640
+394944 ip 1 [0,1,0,-130357,18249713] 2764800
+394944 iq 1 [0,1,0,-101317,35495843] 4423680
+394944 ir 1 [0,1,0,-69857,-5261313] 2211840
+394944 ir 2 [0,1,0,-398977,92618975] 4423680
+394944 is 1 [0,1,0,-40817,67527] 1843200
+394944 it 1 [0,1,0,-6937,126047] 737280
+394944 iu 1 [0,1,0,-2097,-37017] 393216
+394944 iv 1 [0,1,0,-1804997,932789493] 5529600
+394944 iw 1 [0,1,0,-89217,-10279425] 1720320
+394944 iw 2 [0,1,0,-69857,-14844513] 3440640
+394944 ix 1 [0,1,0,-24097,168287] 2064384
+394944 ix 2 [0,1,0,95583,1436895] 4128768
+394944 iy 1 [0,1,0,-8389,601379] 1830400
+394944 iz 1 [0,1,0,-189889,34806143] 4866048
+394944 ja 1 [0,1,0,81,-3621] 259200
+394944 jb 1 [0,1,0,28351,9039039] 3096576
+394944 jb 2 [0,1,0,-256769,-252644097] 9289728
+394944 jc 1 [0,1,0,3430431,-12017239137] 34062336
+394944 jc 2 [0,1,0,-31069089,336145016799] 102187008
+394944 jd 1 [0,1,0,-1569,-26721] 442368
+394944 je 1 [0,1,0,-72761,604767] 4866048
+394944 jf 1 [0,1,0,-126001,-14834833] 4866048
+394944 jf 2 [0,1,0,-1936161,-1037575233] 9732096
+394944 jg 1 [0,1,0,-6211,-300313] 1013760
+394944 jh 1 [0,1,0,-126001,-16591753] 4055040
+394944 ji 1 [0,1,0,-1041,12087] 368640
+394944 jj 1 [0,1,0,-51,207] 92160
+394944 jk 1 [0,1,0,-19521,-672993] 2211840
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+394944 jl 1 [0,1,0,-1041,10767] 442368
+394944 jl 2 [0,1,0,-16001,773727] 884736
+394944 jm 1 [0,1,0,65179,15930627] 5898240
+394944 jn 1 [0,1,0,-601,-673] 442368
+394945 a 1 [1,1,0,-32,-91] 69064
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+394946 b 1 [1,0,0,-124,-528] 146240
+394947 a 1 [1,-1,1,-221,-138] 120832
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+395328 bb 1 [0,1,0,-1937569,-1038904609] 6193152
+395328 bb 2 [0,1,0,-31002529,-66452503585] 12386304
+395328 bc 1 [0,1,0,-7329,-254529] 589824
+395328 bc 2 [0,1,0,-118689,-15778113] 1179648
+395328 bd 1 [0,1,0,-369,-5265] 230400
+395328 be 1 [0,1,0,-113169,-62657193] 6359040
+395328 bf 1 [0,1,0,-16497529,28326578951] 53968896
+395328 bf 2 [0,1,0,-271118689,1718145369407] 107937792
+395328 bg 1 [0,1,0,-30169,-350520409] 10616832
+395328 bg 2 [0,1,0,-7640929,-8017600033] 21233664
+395328 bh 1 [0,1,0,-6005409,5662503135] 9547776
+395328 bh 2 [0,1,0,-6025889,5621915871] 19095552
+395328 bh 3 [0,1,0,-754849,15123492575] 38191104
+395328 bh 4 [0,1,0,-11624609,-6476918049] 38191104
+395328 bi 1 [0,1,0,12,30] 46080
+395328 bj 1 [0,1,0,-191553,-38869785] 2835456
+395328 bk 1 [0,1,0,-7775713,-8348222593] 10838016
+395328 bl 1 [0,1,0,-3238273,-2432204065] 14745600
+395328 bm 1 [0,1,0,-5,-159] 50688
+395328 bn 1 [0,1,0,-2204065,1258884287] 5677056
+395328 bo 1 [0,1,0,-65,-5793] 294912
+395328 bp 1 [0,1,0,543,-7425] 380928
+395328 bp 2 [0,1,0,-4097,-82593] 761856
+395328 bq 1 [0,1,0,-8257,-291553] 409600
+395328 bq 2 [0,1,0,-8577,-268065] 819200
+395328 bq 3 [0,1,0,-36417,2399007] 1638400
+395328 bq 4 [0,1,0,14143,-1426785] 1638400
+395328 br 1 [0,1,0,-92,-258] 109568
+395328 br 2 [0,1,0,263,-1465] 219136
+395328 bs 1 [0,1,0,-137,2295] 172032
+395328 bs 2 [0,1,0,-3617,82335] 344064
+395328 bt 1 [0,1,0,-1004321,1150753887] 17694720
+395329 a 1 [0,-1,1,-265671,-52618062] 836160
+395329 b 1 [0,-1,1,146,823] 193728
+395330 a 1 [1,0,1,-5844,-446374] 1520640
+395330 a 2 [1,0,1,-659659,-206273418] 4561920
+395330 b 1 [1,0,1,-1359,16946] 460800
+395330 b 2 [1,0,1,2021,88602] 921600
+395330 c 1 [1,0,1,-8574,-211984] 1212416
+395330 c 2 [1,0,1,23426,-1415184] 2424832
+395330 d 1 [1,0,1,-489,-4014] 157440
+395330 e 1 [1,1,0,-12508,533712] 857088
+395330 f 1 [1,1,1,-630,5827] 162432
+395330 g 1 [1,-1,1,32,107] 61056
+395330 h 1 [1,-1,1,323,-1659] 317184
+395330 i 1 [1,-1,1,-757,-5619] 291840
+395330 i 2 [1,-1,1,-11157,-450739] 583680
+395330 j 1 [1,-1,1,-500182,136281989] 1706880
+395330 k 1 [1,1,1,-1809405,-937564525] 7372800
+395330 k 2 [1,1,1,-1808605,-938433965] 14745600
+395332 a 1 [0,0,0,-553,5005] 344376
+395332 b 1 [0,-1,0,-114,-167] 95688
+395332 c 1 [0,1,0,-5602,68473] 669816
+395332 d 1 [0,0,0,-27097,-1716715] 2410632
+395334 a 1 [1,-1,0,-2391,45611] 446544
+395334 b 1 [1,-1,0,38406,13055156] 3952584
+395334 c 1 [1,-1,0,-159,-563] 144288
+395334 d 1 [1,-1,0,-69,-829] 141048
+395334 e 1 [1,-1,0,-909,-10323] 141120
+395334 f 1 [1,-1,0,822,24308] 967824
+395334 g 1 [1,-1,1,91,-931] 322608
+395334 h 1 [1,-1,1,4267,-484947] 1317528
+395334 i 1 [1,-1,1,-1433,16633] 432864
+395334 j 1 [1,-1,1,-8,33] 47016
+395334 k 1 [1,-1,1,-8183,286903] 423360
+395334 l 1 [1,-1,1,-266,-1601] 148848
+395335 a 1 [1,-1,0,-94,-327] 57584
+395338 a 1 [1,0,1,740,-2150] 319680
+395338 b 1 [1,-1,1,-2446734891,46583722440699] 581964800
+395339 a 1 [0,0,1,-293,-1929] 155184
+395340 a 1 [0,-1,0,-4841,131286] 304992
+395340 b 1 [0,-1,0,-3466,79705] 290304
+395340 c 1 [0,-1,0,-19283396,32804742696] 28990080
+395340 d 1 [0,-1,0,639,23490] 401760
+395340 e 1 [0,-1,0,41119,-2178450] 2875392
+395340 e 2 [0,-1,0,-201476,-18966024] 5750784
+395340 f 1 [0,-1,0,-3146,-24915] 645120
+395340 g 1 [0,-1,0,-429781,-67760294] 6759936
+395340 g 2 [0,-1,0,-2890156,1842474856] 13519872
+395340 h 1 [0,-1,0,-5081,-1707294] 2838528
+395340 h 2 [0,-1,0,-247676,-47024040] 5677056
+395340 i 1 [0,-1,0,-940,19912] 593280
+395340 j 1 [0,-1,0,-49620,4915032] 2862720
+395340 k 1 [0,1,0,-2221,-41020] 261120
+395340 k 2 [0,1,0,-2596,-26620] 522240
+395340 l 1 [0,1,0,-926681,-343811700] 4642848
+395340 m 1 [0,1,0,-126,405] 101376
+395340 n 1 [0,1,0,-113646,11451465] 2822400
+395340 o 1 [0,1,0,-2601,-48276] 326400
+395340 o 2 [0,1,0,-8676,253044] 652800
+395340 p 1 [0,1,0,44,2420] 206208
+395340 q 1 [0,1,0,8203795,-4104636417] 50573952
+395340 r 1 [0,1,0,-965,-13212] 232704
+395340 r 2 [0,1,0,-15940,-779932] 465408
+395340 s 1 [0,1,0,-210,153] 138240
+395340 t 1 [0,1,0,2995,0] 564480
+395340 t 2 [0,1,0,-11980,-11980] 1128960
+395342 a 1 [1,0,0,-15595,748081] 992992
+395343 a 1 [0,0,1,-1119,16420] 371712
+395343 b 1 [0,0,1,-16329,-837810] 1756160
+395343 c 1 [1,-1,1,-269,552] 201984
+395343 d 1 [1,-1,1,75469,2188842] 2363904
+395343 e 1 [1,-1,1,49,-250] 75264
+395343 f 1 [1,-1,1,-753953,324927470] 6144000
+395343 g 1 [0,0,1,-8746284,-9955986390] 8460288
+395343 g 2 [0,0,1,-6056274,-16186213575] 25380864
+395343 g 3 [0,0,1,53353986,387699586470] 76142592
+395343 h 1 [0,0,1,-20010,-1580886] 1114560
+395343 h 2 [0,0,1,161340,22767165] 3343680
+395343 i 1 [1,-1,0,-12285,-508356] 689920
+395343 j 1 [1,-1,0,7479,-157280] 683008
+395343 j 2 [1,-1,0,-35766,-1342193] 1366016
+395343 j 3 [1,-1,0,-271521,53588722] 2732032
+395343 j 4 [1,-1,0,-491931,-132626480] 2732032
+395343 k 1 [1,-1,0,-2418,-12493] 605952
+395343 l 1 [0,0,1,-2157861,1230136875] 11194880
+395343 m 1 [0,0,1,-1054587,416961013] 6165504
+395343 n 1 [0,0,1,-261,-1897] 202752
+395346 a 1 [1,1,0,-157,1033] 159232
+395346 b 1 [1,0,1,-2222,-16036] 714752
+395346 c 1 [1,0,1,-76941,-8220914] 1099728
+395346 d 1 [1,1,1,-183085,-44838799] 7887936
+395346 e 1 [1,1,1,-1105,-14641] 288600
+395346 f 1 [1,1,1,-54292,4948949] 2325600
+395346 g 1 [1,1,1,-14,-121] 96576
+395346 h 1 [1,0,0,-4190123137,-116741588121079] 930115800
+395346 i 1 [1,0,0,209377,-113646375] 7453472
+395346 j 1 [1,0,0,717,4545] 334880
+395349 a 1 [1,0,1,-5850,-5362235] 2778216
+395349 b 1 [1,0,1,-1953,-33371] 145908
+395349 c 1 [0,-1,1,-124,567] 111732
+395349 d 1 [0,1,1,-11966,499847] 698796
+395350 a 1 [1,1,0,-90,-380] 90720
+395350 b 1 [1,0,0,-2263,-42983] 453600
+395351 a 1 [0,0,1,-331,2038] 521152
+395351 b 1 [0,1,1,85009,-15062678] 2649600
+395352 a 1 [0,0,0,-5202,-171955] 1103872
+395352 a 2 [0,0,0,-87567,-9973390] 2207744
+395352 b 1 [0,0,0,-9624567,-10890303190] 38436864
+395352 b 2 [0,0,0,7177893,-44881679770] 76873728
+395352 c 1 [0,0,0,-149124,-25213516] 3674112
+395352 d 1 [0,0,0,-4131,78030] 565248
+395352 d 2 [0,0,0,-22491,-1232874] 1130496
+395352 e 1 [0,0,0,-51,-850] 126720
+395352 f 1 [0,0,0,-5408346,-5700686551] 17694720
+395352 f 2 [0,0,0,-90734151,-332652106150] 35389440
+395352 f 3 [0,0,0,-94947771,-300059755450] 70778880
+395352 f 4 [0,0,0,-1451733411,-21290135311186] 70778880
+395352 f 5 [0,0,0,-432973731,3183432972734] 141557760
+395352 f 6 [0,0,0,175660269,-1697642038834] 141557760
+395352 g 1 [0,0,0,1734,1891505] 1105920
+395352 g 2 [0,0,0,-219351,38724266] 2211840
+395352 h 1 [0,0,0,-16371,4145246] 1725696
+395352 i 1 [0,0,0,-42580971,-549871027146] 88010496
+395352 j 1 [0,0,0,-1259751,-539437574] 5898240
+395352 j 2 [0,0,0,-2248131,425023630] 11796480
+395352 k 1 [0,0,0,-38402031,91595702194] 19464192
+395352 k 2 [0,0,0,-39390411,86632255510] 38928384
+395352 l 1 [0,0,0,-132651,112753350] 6462720
+395352 m 1 [0,0,0,456909,-13446379874] 31256064
+395352 n 1 [0,0,0,-132651,-14198570] 3203072
+395352 n 2 [0,0,0,-722211,224337406] 6406144
+395352 o 1 [0,0,0,209814,-3571751] 4128768
+395352 o 2 [0,0,0,-843591,-28642790] 8257536
+395352 o 3 [0,0,0,-8802651,10010915494] 16515072
+395352 o 4 [0,0,0,-9739011,-11672747570] 16515072
+395352 p 1 [0,0,0,-3468,-451996] 918528
+395352 q 1 [0,0,0,-21675,1758854] 1148160
+395352 r 1 [0,0,0,510,-13583] 245760
+395352 r 2 [0,0,0,-6375,-177446] 491520
+395352 s 1 [0,0,0,-39015,1857114] 946176
+395352 s 2 [0,0,0,117045,12999798] 1892352
+395352 t 1 [0,0,0,-4335,-68782] 315392
+395352 t 2 [0,0,0,13005,-481474] 630784
+395352 u 1 [0,0,0,147390,-66733279] 4177920
+395352 u 2 [0,0,0,-1842375,-871792198] 8355840
+395352 v 1 [0,0,0,-8240835,-3942908498] 21233664
+395352 v 2 [0,0,0,29317605,-29865743786] 42467328
+395352 w 1 [0,0,0,3224373,-1883811242] 15482880
+395352 x 1 [0,0,0,142188,-14758652] 3969024
+395352 y 1 [0,0,0,-867,6357422] 2211840
+395352 z 1 [0,0,0,-459,-2890] 188416
+395352 z 2 [0,0,0,-2499,45662] 376832
+395352 ba 1 [0,0,0,1581,-2736898] 1838592
+395352 bb 1 [0,0,0,-459,22950] 380160
+395352 bc 1 [0,0,0,-147339,-111921642] 5177088
+395352 bd 1 [0,0,0,-4731219,20365593598] 29336832
+395352 be 1 [0,0,0,-1384599,430506538] 8257536
+395352 be 2 [0,0,0,-20163819,34845305110] 16515072
+395352 be 3 [0,0,0,-322608099,2230288333630] 33030144
+395352 be 4 [0,0,0,-18187059,41949385198] 33030144
+395352 bf 1 [0,0,0,-448239,115484978] 1966080
+395352 bf 2 [0,0,0,-500259,87009230] 3932160
+395352 bf 3 [0,0,0,1476501,604524998] 7864320
+395352 bf 4 [0,0,0,-3309339,-2252954410] 7864320
+395352 bg 1 [0,0,0,-14739,-4176050] 2154240
+395352 bh 1 [0,0,0,-1193859,383361390] 9609216
+395352 bh 2 [0,0,0,-6499899,-6057109962] 19218432
+395352 bi 1 [0,0,0,-5785491,-5368464578] 14598144
+395352 bj 1 [0,0,0,-10698496491,425924121851062] 245514240
+395352 bk 1 [0,0,0,-42483,-2996930] 2949120
+395352 bk 2 [0,0,0,61557,-15377690] 5898240
+395352 bl 1 [0,0,0,-146523,14493350] 4423680
+395352 bl 2 [0,0,0,-2123283,1190665550] 8847360
+395352 bm 1 [0,0,0,-33303,-2216630] 2260992
+395352 bm 2 [0,0,0,24837,-9135290] 4521984
+395352 bn 1 [0,0,0,-46818,4642785] 3311616
+395352 bn 2 [0,0,0,-788103,269281530] 6623232
+395352 bo 1 [0,0,0,-128531883,-560872845610] 46006272
+395352 bo 2 [0,0,0,-128427843,-561826164130] 92012544
+395355 a 1 [0,-1,1,-916,10836] 333056
+395355 b 1 [0,-1,1,-10,36] 62288
+395358 a 1 [1,0,1,9303,-79316] 842688
+395358 b 1 [1,0,0,-11092,585908] 1333728
+395359 a 1 [1,0,0,71,-26] 62480
+395359 b 1 [1,0,1,-539,5365] 138400
+395360 a 1 [0,1,0,-975016,-388924980] 6220800
+395360 b 1 [0,1,0,-840,9100] 141312
+395360 c 1 [0,0,0,757,5042] 258048
+395360 d 1 [0,0,0,-160782793,817406900592] 78528000
+395360 d 2 [0,0,0,-2602189043,51092309244342] 157056000
+395360 e 1 [0,0,0,-40393,-3115992] 995328
+395360 e 2 [0,0,0,-58043,-126082] 1990656
+395360 e 3 [0,0,0,-23243,-5781102] 1990656
+395360 e 4 [0,0,0,-645788,-199748288] 1990656
+395360 f 1 [0,0,0,-40393,3115992] 995328
+395360 f 2 [0,0,0,-645788,199748288] 1990656
+395360 f 3 [0,0,0,-23243,5781102] 1990656
+395360 f 4 [0,0,0,-58043,126082] 1990656
+395360 g 1 [0,0,0,-160782793,-817406900592] 78528000
+395360 g 2 [0,0,0,-2602189043,-51092309244342] 157056000
+395360 h 1 [0,0,0,757,-5042] 258048
+395360 i 1 [0,-1,0,-975016,388924980] 6220800
+395360 j 1 [0,-1,0,-840,-9100] 141312
+395364 a 1 [0,-1,0,-5183789,4544480985] 5187840
+395364 b 1 [0,-1,0,-10293,405873] 527616
+395365 a 1 [0,-1,1,430,556] 446720
+395365 b 1 [0,1,1,149,-4] 98688
+395365 c 1 [1,0,1,-208,1143] 88128
+395365 d 1 [1,1,0,-316458,68389537] 1966464
+395367 a 1 [0,-1,1,-141,-27826] 643584
+395367 b 1 [0,1,1,-3316,-74927] 1193472
+395368 a 1 [0,0,0,109,206] 80672
+395368 b 1 [0,0,0,-170171,27019446] 1090656
+395368 c 1 [0,0,0,-4316,22756] 759168
+395369 a 1 [1,-1,0,-388,2139] 127488
+395369 a 2 [1,-1,0,1057,13410] 254976
+395370 a 1 [1,-1,0,-1465470,-3778129004] 37453824
+395370 a 2 [1,-1,0,-46465470,-121435129004] 74907648
+395370 a 3 [1,-1,0,-70270470,16286317996] 149815296
+395370 a 4 [1,-1,0,-742660470,-7789744576004] 149815296
+395370 b 1 [1,-1,0,-585,5485] 360000
+395370 c 1 [1,-1,0,25770,11525876] 3345408
+395370 d 1 [1,-1,0,-38625,-2775619] 1539072
+395370 d 2 [1,-1,0,-609945,-183198475] 3078144
+395370 e 1 [1,-1,0,13545,-432675] 1179648
+395370 e 2 [1,-1,0,-67455,-3786075] 2359296
+395370 f 1 [1,-1,0,-22320,1264896] 1179648
+395370 f 2 [1,-1,0,-48240,-2203200] 2359296
+395370 f 3 [1,-1,0,158040,-16188984] 4718592
+395370 f 4 [1,-1,0,-669240,-210486600] 4718592
+395370 g 1 [1,-1,0,-13650,617580] 552960
+395370 g 2 [1,-1,0,12135,2548781] 1658880
+395370 h 1 [1,-1,0,-95130,-15006924] 3096576
+395370 i 1 [1,-1,0,-69292575,222030200061] 32532480
+395370 i 2 [1,-1,0,-69258195,222261501825] 65064960
+395370 j 1 [1,-1,0,-5175,-212139] 1221120
+395370 j 2 [1,-1,0,42075,3218211] 3663360
+395370 k 1 [1,-1,0,-978144,-372107350] 7069440
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+395370 l 2 [1,-1,0,-29574,1947618] 1944000
+395370 m 1 [1,-1,0,-85419,-10700667] 4325376
+395370 m 2 [1,-1,0,-1410219,-644220027] 8650752
+395370 n 1 [1,-1,0,-25520724,58339587280] 64880640
+395370 n 2 [1,-1,0,-427928724,3407259444880] 129761280
+395370 o 1 [1,-1,0,-2124,80680] 737280
+395370 p 1 [1,-1,0,-9043524,-15794175920] 36864000
+395370 p 2 [1,-1,0,-164293524,-810332625920] 73728000
+395370 q 1 [1,-1,0,-1089,-4995] 350208
+395370 q 2 [1,-1,0,-9369,347733] 700416
+395370 r 1 [1,-1,0,-103824,12890880] 1995840
+395370 s 1 [1,-1,0,599916,-787704112] 18247680
+395370 s 2 [1,-1,0,-9998484,-11345830192] 36495360
+395370 t 1 [1,-1,0,14931,-869675] 1572864
+395370 t 2 [1,-1,0,-96849,-8627207] 3145728
+395370 u 1 [1,-1,0,-33729,-2513647] 2027520
+395370 v 1 [1,-1,0,-13080069,18195723733] 43438080
+395370 v 2 [1,-1,0,-16229349,8771188405] 86876160
+395370 w 1 [1,-1,0,-354,3348] 310016
+395370 x 1 [1,-1,0,-354699,-81031995] 5468160
+395370 x 2 [1,-1,0,-217179,-144648747] 10936320
+395370 y 1 [1,-1,0,-1122879,-457700597] 10306560
+395370 z 1 [1,-1,1,67,-1365883] 2408448
+395370 z 2 [1,-1,1,-184253,-29898619] 4816896
+395370 z 3 [1,-1,1,-382973,46171397] 9633792
+395370 z 4 [1,-1,1,-2934653,-1934275579] 9633792
+395370 ba 1 [1,-1,1,-29093,-9114019] 3440640
+395370 ba 2 [1,-1,1,-857093,-304213219] 6881280
+395370 bb 1 [1,-1,1,-17401478,-24163836523] 58248960
+395370 bc 1 [1,-1,1,-108683,13817981] 2356480
+395370 bd 1 [1,-1,1,1202017,-11312600569] 34406400
+395370 bd 2 [1,-1,1,-68879903,-214073611513] 68812800
+395370 be 1 [1,-1,1,-366188,-584124433] 11640832
+395370 be 2 [1,-1,1,-12963308,-17877450769] 23281664
+395370 bf 1 [1,-1,1,-396428,96434187] 3735552
+395370 bf 2 [1,-1,1,-6347678,6157187187] 7471104
+395370 bg 1 [1,-1,1,-456262178,-3751091399919] 97075200
+395370 bg 2 [1,-1,1,-7300199678,-240074990849919] 194150400
+395370 bh 1 [1,-1,1,-13478,654581] 1671168
+395370 bh 2 [1,-1,1,-220478,39901781] 3342336
+395370 bi 1 [1,-1,1,-3188,-87209] 930048
+395370 bj 1 [1,-1,1,-10105913,12368022031] 30919680
+395370 bk 1 [1,-1,1,241618,233347389] 15482880
+395370 bk 2 [1,-1,1,-4527662,3487904061] 30965760
+395370 bl 1 [1,-1,1,-52097,4856721] 2162688
+395370 bl 2 [1,-1,1,-846977,300234129] 4325376
+395370 bm 1 [1,-1,1,2863,-427839] 1115136
+395370 bn 1 [1,-1,1,-4292,104231] 513024
+395370 bn 2 [1,-1,1,-67772,6807719] 1026048
+395370 bo 1 [1,-1,1,-4375444082,-111397913361039] 174551040
+395370 bp 1 [1,-1,1,-399228287,-1893685179801] 204288000
+395370 bp 2 [1,-1,1,-2716311767,53114803468791] 408576000
+395370 bq 1 [1,-1,1,1387797313,-7721611275801] 391319040
+395370 br 1 [1,-1,1,1348,-94849] 552960
+395370 br 2 [1,-1,1,-122852,-16551809] 1658880
+395370 bs 1 [1,-1,1,-408272,-177655629] 8329728
+395370 bt 1 [1,-1,1,-1337567,2253143751] 22118400
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+395850 cm 1 [1,0,1,-1269416,471233378] 15925248
+395850 cm 2 [1,0,1,2212034,2601880778] 31850496
+395850 cn 1 [1,0,1,-261443883201,-51453630743853452] 1924876800
+395850 co 1 [1,0,1,-277701,56953048] 5011200
+395850 cp 1 [1,0,1,-2551,3185498] 2752512
+395850 cp 2 [1,0,1,-340551,75517498] 5505024
+395850 cp 3 [1,0,1,-5430051,4869826498] 11010048
+395850 cp 4 [1,0,1,-659051,-88191502] 11010048
+395850 cq 1 [1,0,1,-443953751,3600395611898] 106168320
+395850 cq 2 [1,0,1,-444753751,3586768411898] 212336640
+395850 cq 3 [1,0,1,-159143751,8131965951898] 424673280
+395850 cq 4 [1,0,1,-743163751,-1830566728102] 424673280
+395850 cr 1 [1,0,1,-18876,1247398] 1505280
+395850 cr 2 [1,0,1,-322626,70502398] 3010560
+395850 cs 1 [1,0,1,-8137951,-8938833952] 21672000
+395850 ct 1 [1,0,1,-3810251,-19136856202] 51891840
+395850 cu 1 [1,0,1,5249,205898] 1152000
+395850 cv 1 [1,0,1,-5451076,4686847298] 22913280
+395850 cv 2 [1,0,1,-71190451,-229947585202] 68739840
+395850 cw 1 [1,0,1,-7824076,-8433616702] 23405760
+395850 cx 1 [1,0,1,4224,-499802] 1437696
+395850 cy 1 [1,0,1,-1904451,239812798] 18247680
+395850 cy 2 [1,0,1,7375549,1891652798] 36495360
+395850 cz 1 [1,0,1,-28744516,-59247796222] 44974080
+395850 cz 2 [1,0,1,-36986316,-22522335422] 89948160
+395850 da 1 [1,0,1,-42141151,118804179698] 65802240
+395850 db 1 [1,0,1,-291,-3362] 260736
+395850 dc 1 [1,0,1,129,-212] 126720
+395850 dd 1 [1,0,1,-78454951,267462976298] 44236800
+395850 dd 2 [1,0,1,-80484951,252891636298] 88473600
+395850 de 1 [1,0,1,-190676,-30566752] 4665600
+395850 df 1 [1,0,1,-9228076,10792564298] 18662400
+395850 dg 1 [1,0,1,-184349376,-800282511602] 140083200
+395850 dg 2 [1,0,1,-867241376,9087993648398] 280166400
+395850 dh 1 [1,0,1,63424,13670798] 4515840
+395850 di 1 [1,0,1,-587751,-174935102] 7999488
+395850 dj 1 [1,0,1,124249,7823648] 4976640
+395850 dk 1 [1,0,1,77984,-2574802] 4052160
+395850 dl 1 [1,0,1,-7131951,6450131548] 29053440
+395850 dm 1 [1,0,1,-80601,8791798] 2234880
+395850 dn 1 [1,0,1,-36493951,84852345548] 25505280
+395850 dn 2 [1,0,1,-39492076,70092649298] 76515840
+395850 do 1 [1,0,1,-141726,20005648] 3440640
+395850 dp 1 [1,0,1,-46826,-17036452] 4423680
+395850 dp 2 [1,0,1,-1320826,-582692452] 8847360
+395850 dq 1 [1,0,1,-8578414876,-300400503688102] 1040449536
+395850 dq 2 [1,0,1,-136578414876,-19427696503688102] 2080899072
+395850 dq 3 [1,0,1,-135902414876,-19629528471688102] 4161798144
+395850 dq 4 [1,0,1,-2185254414876,-1243372296535688102] 4161798144
+395850 dr 1 [1,0,1,-85326,-9682952] 2361600
+395850 ds 1 [1,0,1,-79776,-8758052] 2810880
+395850 dt 1 [1,0,1,-20320576,35255855048] 20505600
+395850 du 1 [1,0,1,7249,568898] 1935360
+395850 dv 1 [1,1,1,-31735388,58904172281] 79626240
+395850 dv 2 [1,1,1,55300862,325235097281] 159252480
+395850 dw 1 [1,1,1,-10457755328,-411633229052959] 384975360
+395850 dx 1 [1,1,1,549787,195941531] 12386304
+395850 dx 2 [1,1,1,-3590713,1959794531] 24772608
+395850 dx 3 [1,1,1,-53344963,149928934031] 49545216
+395850 dx 4 [1,1,1,-20084463,-33039942969] 49545216
+395850 dy 1 [1,1,1,11585437,2853063281] 47185920
+395850 dy 2 [1,1,1,-47239063,22971042281] 94371840
+395850 dy 3 [1,1,1,-568170313,5204153254781] 188743680
+395850 dy 4 [1,1,1,-467499813,-3869484024219] 188743680
+395850 dz 1 [1,1,1,44787,-90275469] 7372800
+395850 dz 2 [1,1,1,-2767713,-1727150469] 14745600
+395850 dz 3 [1,1,1,-6573963,4050737031] 29491200
+395850 dz 4 [1,1,1,-43961463,-112208787969] 29491200
+395850 ea 1 [1,1,1,-11108,451181] 1002240
+395850 eb 1 [1,1,1,-17563,1560281] 2252800
+395850 eb 2 [1,1,1,-336063,74815281] 4505600
+395850 ec 1 [1,1,1,-312963,-67594119] 4681152
+395850 ed 1 [1,1,1,-218043,37407561] 4582656
+395850 ed 2 [1,1,1,-2847618,-1840719729] 13747968
+395850 ee 1 [1,1,1,14437,-9341719] 3502080
+395850 ef 1 [1,1,1,-95256263,-2392107025219] 259459200
+395850 eg 1 [1,1,1,-325518,-71640879] 4334400
+395850 eh 1 [1,1,1,-5030213,-4344483469] 12165120
+395850 ei 1 [1,1,1,7128437,-14794907719] 56217600
+395850 ej 1 [1,1,1,-3533088,2388265281] 24330240
+395850 ej 2 [1,1,1,-55501088,159123753281] 48660480
+395850 ek 1 [1,1,1,-718612888,-7405974527719] 224870400
+395850 ek 2 [1,1,1,-924657888,-2815291927719] 449740800
+395850 el 1 [1,1,1,-76178,1888031] 3649536
+395850 el 2 [1,1,1,295022,15251231] 7299072
+395850 em 1 [1,1,1,-7263,-420219] 1303680
+395850 en 1 [1,1,1,-6328713,6893159031] 25380864
+395850 en 2 [1,1,1,-104743713,412559789031] 50761728
+395850 en 3 [1,1,1,42240912,-24046876719] 76142592
+395850 en 4 [1,1,1,-173759088,-195118876719] 152285184
+395850 eo 1 [1,1,1,-62083438,195063023531] 79626240
+395850 eo 2 [1,1,1,-1003275438,12231026319531] 159252480
+395850 eo 3 [1,1,1,311572187,561839783531] 238878720
+395850 eo 4 [1,1,1,-16052400438,782806422819531] 318504960
+395850 eo 5 [1,1,1,-1013222438,11976104603531] 318504960
+395850 eo 6 [1,1,1,-1294059813,4572708519531] 477757440
+395850 eo 7 [1,1,1,-16057899813,782243216679531] 955514880
+395850 eo 8 [1,1,1,-12220331813,-516370087896469] 955514880
+395850 ep 1 [1,1,1,1312,87281] 786432
+395850 ep 2 [1,1,1,-23188,1263281] 1572864
+395850 ep 3 [1,1,1,-364438,84528281] 3145728
+395850 ep 4 [1,1,1,-73938,-6247719] 3145728
+395850 eq 1 [1,1,1,-3138198,2138448531] 8847360
+395850 eq 2 [1,1,1,-3219398,2021845331] 17694720
+395850 er 1 [1,1,1,3237,-26469] 633600
+395850 es 1 [1,1,1,5343813559162,1189109901260774531] 33514905600
+395850 et 1 [1,1,1,-61088,-5846719] 1935360
+395850 eu 1 [1,1,1,2537,110381] 903168
+395850 ev 1 [1,1,1,-3543138,2500706031] 17203200
+395850 ew 1 [1,1,1,-1459758,678234861] 5101056
+395850 ew 2 [1,1,1,-1579683,560109321] 15303168
+395850 ex 1 [1,1,1,-285278,51486941] 5810688
+395850 ey 1 [1,1,1,-2015013,1098974781] 11174400
+395850 ez 1 [1,1,1,1949612,-321850219] 20260800
+395850 fa 1 [1,1,1,-183938,-36217969] 6488064
+395850 fa 2 [1,1,1,-3095938,-2097913969] 12976128
+395850 fb 1 [1,1,1,-3413,-78829] 472320
+395850 fc 1 [1,1,1,-812823,281721711] 4101120
+395850 fd 1 [1,1,1,-262973,51795731] 3440640
+395850 fd 2 [1,1,1,-257173,54196931] 6881280
+395850 fe 1 [1,1,1,89712,-36760719] 6881280
+395850 fe 2 [1,1,1,-1262288,-501848719] 13762560
+395850 fe 3 [1,1,1,-4421288,3010959281] 27525120
+395850 fe 4 [1,1,1,-19735288,-33753248719] 27525120
+395850 ff 1 [1,1,1,7162,-195469] 1474560
+395850 ff 2 [1,1,1,-38338,-1833469] 2949120
+395850 fg 1 [1,1,1,-149363,19416881] 4792320
+395850 fh 1 [1,1,1,4362,168531] 1137600
+395850 fi 1 [1,1,1,-8335445138,312914522176031] 987750400
+395850 fi 2 [1,1,1,-135881285138,19278980930176031] 1975500800
+395850 fj 1 [1,1,1,149377769437,-698460803702719] 6234624000
+395850 fk 1 [1,1,1,-210949388,-1179364075219] 58752000
+395850 fl 1 [1,1,1,-1413,19851] 311808
+395850 fm 1 [1,1,1,-1386938,-621559969] 11854080
+395850 fn 1 [1,1,1,-68823,-6227859] 3414528
+395850 fo 1 [1,1,1,-71938,7343531] 2211840
+395850 fo 2 [1,1,1,-122688,-4430469] 4423680
+395850 fp 1 [1,1,1,477687,142847031] 10444800
+395850 fq 1 [1,1,1,69812,29314781] 5652480
+395850 fq 2 [1,1,1,-1104688,414550781] 11304960
+395850 fr 1 [1,1,1,21987,10788531] 6652800
+395850 fs 1 [1,1,1,-98,341] 87360
+395850 ft 1 [1,1,1,-791063,175216781] 10080000
+395850 fu 1 [1,1,1,27764437,-138459311719] 106168320
+395850 fu 2 [1,1,1,-292235563,-1695579311719] 212336640
+395850 fu 3 [1,1,1,-1184035563,13941241888281] 424673280
+395850 fu 4 [1,1,1,-4520435563,-116981680511719] 424673280
+395850 fv 1 [1,1,1,-128688,18360081] 3763584
+395850 fw 1 [1,1,1,-136414688,-1004925032719] 237109248
+395850 fw 2 [1,1,1,-2549819188,-49543316336719] 474218496
+395850 fw 3 [1,1,1,-2920562938,-34193042111719] 948436992
+395850 fw 4 [1,1,1,-40793547438,-3171302365927719] 948436992
+395850 fx 1 [1,1,1,-4675313,3826582031] 22118400
+395850 fx 2 [1,1,1,-9675313,-5803417969] 44236800
+395850 fx 3 [1,1,1,32849687,-42970267969] 88473600
+395850 fx 4 [1,1,1,-132200313,-584856567969] 88473600
+395850 fy 1 [1,1,1,-1473829938,-23261210967969] 456192000
+395850 fz 1 [1,1,1,-145093,21414821] 3824640
+395850 ga 1 [1,0,0,-38213,1932417] 3317760
+395850 ga 2 [1,0,0,-241213,-44148583] 6635520
+395850 gb 1 [1,0,0,2912,935792] 1990656
+395850 gb 2 [1,0,0,-127588,16987292] 3981312
+395850 gc 1 [1,0,0,-2338,43292] 403200
+395850 gd 1 [1,0,0,-517563,-143350383] 4423680
+395850 gd 2 [1,0,0,-549563,-124630383] 8847360
+395850 gd 3 [1,0,0,-2811563,1705327617] 17694720
+395850 gd 4 [1,0,0,1200437,-756380383] 17694720
+395850 ge 1 [1,0,0,16187,-1880383] 2752512
+395850 ge 2 [1,0,0,-165813,-22810383] 5505024
+395850 gf 1 [1,0,0,-10203,-397503] 720896
+395850 gf 2 [1,0,0,-9503,-454203] 1441792
+395850 gg 1 [1,0,0,-236821388,-1390275466608] 162201600
+395850 gg 2 [1,0,0,-3779761388,-89442963286608] 324403200
+395850 gh 1 [1,0,0,-35967938,-82471400508] 53084160
+395850 gh 2 [1,0,0,-12419938,-188884812508] 106168320
+395850 gi 1 [1,0,0,-1413,567] 435456
+395850 gj 1 [1,0,0,-3256663,2258631017] 14681088
+395850 gk 1 [1,0,0,1632,64512] 694848
+395850 gl 1 [1,0,0,-636188,195070992] 7471104
+395850 gl 2 [1,0,0,-798188,87988992] 14942208
+395850 gl 3 [1,0,0,3004312,684981492] 29884416
+395850 gl 4 [1,0,0,-7192688,-7361603508] 29884416
+395850 gm 1 [1,0,0,-398730338,-3800703243708] 240844800
+395850 gm 2 [1,0,0,-6796394338,-215646551275708] 481689600
+395850 gn 1 [1,0,0,-99136888,-379935260608] 48787200
+395850 go 1 [1,0,0,-8842588,18982391792] 49766400
+395850 gp 1 [1,0,0,-1715013,-867121983] 10340352
+395850 gq 1 [1,0,0,-65013,-3544983] 2995200
+395850 gr 1 [1,0,0,-7013,251517] 1059840
+395850 gr 2 [1,0,0,-115763,15150267] 2119680
+395850 gs 1 [1,0,0,-639078,-91347228] 11010048
+395850 gs 2 [1,0,0,2228122,-684857628] 22020096
+395850 gt 1 [1,0,0,9037,168417] 1474560
+395850 gt 2 [1,0,0,-40963,1418417] 2949120
+395850 gt 3 [1,0,0,-548463,156205917] 5898240
+395850 gt 4 [1,0,0,-333463,-73169083] 5898240
+395850 gu 1 [1,0,0,-1658138,-821838108] 11612160
+395850 gv 1 [1,0,0,-19488,1636992] 3032064
+395850 gw 1 [1,0,0,-191218,60492932] 8515584
+395850 gx 1 [1,0,0,-508,-208] 276480
+395850 gy 1 [1,0,0,-138438,37659492] 6291456
+395850 gy 2 [1,0,0,-2730438,1735419492] 12582912
+395850 gy 3 [1,0,0,-43680438,111112869492] 25165824
+395850 gy 4 [1,0,0,-3252438,1024977492] 25165824
+395850 gz 1 [1,0,0,-84341088,-325736216208] 105676800
+395850 gz 2 [1,0,0,-1383866588,-19814720139708] 211353600
+395850 ha 1 [1,0,0,-38021813,-90469708383] 54558720
+395850 ha 2 [1,0,0,-608773813,-5781437900383] 109117440
+395850 hb 1 [1,0,0,-393638,1100417892] 19958400
+395850 hc 1 [1,0,0,-12069588,-16140356208] 17694720
+395850 hc 2 [1,0,0,-12197588,-15780548208] 35389440
+395850 hc 3 [1,0,0,-32497588,50377151792] 70778880
+395850 hc 4 [1,0,0,6054412,-58910024208] 70778880
+395850 hd 1 [1,0,0,-3588,363792] 1376256
+395850 hd 2 [1,0,0,-101588,12417792] 2752512
+395850 hd 3 [1,0,0,-1624088,796505292] 5505024
+395850 hd 4 [1,0,0,-147088,178292] 5505024
+395850 he 1 [1,0,0,-118846013,449959400817] 107251200
+395850 hf 1 [1,0,0,-642263,50407017] 9331200
+395850 hf 2 [1,0,0,-30657263,-65336617983] 27993600
+395850 hg 1 [1,0,0,-9153,3013257] 2322432
+395850 hh 1 [1,0,0,-25858938,50661291492] 35278848
+395850 hi 1 [1,0,0,-98,-378] 95232
+395850 hj 1 [1,0,0,-308763,-49838733] 7219200
+395850 hk 1 [1,0,0,-258728588,-1601845316208] 63406080
+395850 hk 2 [1,0,0,-259066588,-1597450302208] 126812160
+395850 hk 3 [1,0,0,-406662088,429183508292] 253624320
+395850 hk 4 [1,0,0,-116879088,-3342801864708] 253624320
+395850 hl 1 [1,0,0,-11276713,-13003020583] 39813120
+395850 hl 2 [1,0,0,-44044713,98834163417] 79626240
+395850 hl 3 [1,0,0,-680652713,6834783411417] 159252480
+395850 hl 4 [1,0,0,68275287,520595763417] 159252480
+395850 hm 1 [1,0,0,-143063,-2569383] 4915200
+395850 hm 2 [1,0,0,567437,-20331883] 9830400
+395850 hn 1 [1,0,0,-162488,25286592] 3354624
+395850 ho 1 [1,0,0,-30653013,-65324293983] 28016640
+395850 ho 2 [1,0,0,-30788013,-64719898983] 56033280
+395850 hp 1 [1,0,0,-17331138,40098949992] 67737600
+395850 hq 1 [1,0,0,-8599938,9706418892] 12337920
+395850 hr 1 [1,0,0,-6555688,-6489488758] 19353600
+395850 hs 1 [1,0,0,-686588,-228212208] 7990272
+395850 ht 1 [1,0,0,-7013,225417] 539136
+395850 ht 2 [1,0,0,-18263,-652533] 1617408
+395850 hu 1 [1,0,0,808937,1100112617] 21233664
+395850 hu 2 [1,0,0,-12313063,15389970617] 42467328
+395850 hu 3 [1,0,0,-192902563,1031205908117] 84934656
+395850 hu 4 [1,0,0,-41675563,-85822566883] 84934656
+395850 hv 1 [1,0,0,-327730194138,72214200060353892] 2528870400
+395850 hv 2 [1,0,0,-327057914138,72525218973593892] 5057740800
+395850 hw 1 [1,0,0,307987,185584017] 11289600
+395850 hw 2 [1,0,0,-3607013,2366239017] 22579200
+395850 hx 1 [1,0,0,-12513,-124983] 1624320
+395850 hy 1 [1,0,0,331187,162714617] 12902400
+395850 hz 1 [1,0,0,-3688,62492] 1056768
+395850 hz 2 [1,0,0,-54438,4883742] 2113536
+395855 a 1 [1,1,1,-665,-6170] 246400
+395855 a 2 [1,1,1,-10320,-407818] 492800
+395855 b 1 [1,0,1,3581,-240383] 667200
+395856 a 1 [0,0,0,-219,-4534] 187392
+395856 b 1 [0,0,0,-8976,320555] 518400
+395856 b 2 [0,0,0,-19911,-613294] 1036800
+395856 c 1 [0,0,0,-46803,3902866] 749568
+395856 d 1 [0,0,0,1257,23906] 345600
+395856 e 1 [0,0,0,184389,60555242] 5621760
+395857 a 1 [1,-1,1,-496407,-46948330] 7809024
+395857 a 2 [1,-1,1,-4376272,3491488550] 15618048
+395857 b 1 [0,0,1,-59764,-5628676] 1059264
+395857 c 1 [1,0,1,-766,79539] 474112
+395857 c 2 [1,0,1,-32831,2272785] 948224
+395859 a 1 [0,1,1,-70202,7132052] 3187008
+395862 a 1 [1,1,0,-785,13833] 380160
+395862 b 1 [1,1,0,-2031987,755557677] 29610624
+395862 c 1 [1,1,0,252,270] 370872
+395862 d 1 [1,0,1,-265,-628] 288000
+395862 e 1 [1,0,1,-131,566] 79560
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+395862 g 1 [1,1,1,-152329,-22946953] 2411520
+395862 h 1 [1,0,0,-605220,181256976] 9977856
+395862 i 1 [1,0,0,142,1668] 270336
+395862 j 1 [1,0,0,10132,-889440] 1751040
+395862 k 1 [1,0,0,-54127,-4852807] 2196480
+395862 l 1 [1,0,0,-36024,-2626284] 2232384
+395863 a 1 [0,-1,1,-33259,2345716] 628608
+395864 a 1 [0,1,0,-4863,-132986] 368144
+395865 a 1 [0,0,1,153,-29680] 432880
+395865 b 1 [1,-1,1,-128,856] 112128
+395865 c 1 [1,-1,1,-457457,-118978194] 2174976
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+395865 e 1 [0,0,1,-7149468,-7357984736] 6359040
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+395865 g 1 [0,0,1,6027,-1323797] 2852864
+395865 h 1 [0,0,1,-693597,-223708055] 5529600
+395868 a 1 [0,1,0,-100,-604] 123648
+395869 a 1 [1,0,1,-357,-2607] 194872
+395870 a 1 [1,0,0,-261,-1409] 177216
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+396150 u 1 [1,0,1,-21510201,38391695548] 28771200
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+396270 b 4 [1,-1,0,-345846317850,-24078513090178764] 8304721920
+396270 b 5 [1,-1,0,-50238707428890,137058457246071970356] 16609443840
+396270 b 6 [1,-1,0,-3132726482970,2151838596116891700] 16609443840
+396270 c 1 [1,-1,0,-3255525,2261713045] 9269760
+396270 d 1 [1,-1,0,-1731465,-614121075] 14515200
+396270 e 1 [1,-1,0,-180,490] 164864
+396270 f 1 [1,-1,0,-3468960,-15117270224] 35840000
+396270 f 2 [1,-1,0,-115403580,-475146171500] 71680000
+396270 g 1 [1,-1,0,-565980180885,-237811345026872459] 10838016000
+396270 g 2 [1,-1,0,-10147364352405,-12439472217960641675] 21676032000
+396270 h 1 [1,-1,0,-458640,119679606] 3194880
+396270 i 1 [1,-1,0,889245,-669706299] 12976128
+396270 i 2 [1,-1,0,-8223255,-7782923799] 25952256
+396270 i 3 [1,-1,0,-35945505,75367192851] 51904512
+396270 i 4 [1,-1,0,-126301005,-546288310449] 51904512
+396270 j 1 [1,-1,0,-345780,-78954800] 3932160
+396270 j 2 [1,-1,0,-5547780,-5028137600] 7864320
+396270 j 3 [1,-1,0,-5563080,-4998997220] 15728640
+396270 j 4 [1,-1,0,-88764480,-321867401180] 15728640
+396270 k 1 [1,-1,0,-91950,16100000] 4644864
+396270 k 2 [1,-1,0,-1666320,828160046] 9289728
+396270 l 1 [1,-1,0,-3060,69376] 860160
+396270 l 2 [1,-1,0,-49680,4274500] 1720320
+396270 m 1 [1,-1,0,-4826537955,124940986482325] 547061760
+396270 m 2 [1,-1,0,-12199337955,-348108183437675] 1094123520
+396270 m 3 [1,-1,0,34410006045,-2369024086196075] 2188247040
+396270 m 4 [1,-1,0,-176773481955,-28602427629159275] 2188247040
+396270 n 1 [1,-1,0,-19185,-2201059] 2555904
+396270 n 2 [1,-1,0,-397185,-96171859] 5111808
+396270 o 1 [1,-1,0,-470601510,4035736180916] 227082240
+396270 o 2 [1,-1,0,-7586013030,254314644067700] 454164480
+396270 p 1 [1,-1,0,-332010,-73548324] 3548160
+396270 q 1 [1,-1,0,1605,340721] 1671168
+396270 q 2 [1,-1,0,-64545,6122231] 3342336
+396270 r 1 [1,-1,0,2655,-255875] 1228800
+396270 r 2 [1,-1,0,-47745,-3753635] 2457600
+396270 s 1 [1,-1,0,8010,496800] 1474560
+396270 s 2 [1,-1,0,-66960,5579766] 2949120
+396270 t 1 [1,-1,0,-7286895,7863663325] 26542080
+396270 t 2 [1,-1,0,-117829395,492327223825] 53084160
+396270 u 1 [1,-1,0,6825,56861] 967680
+396270 v 1 [1,-1,0,-10995,443285] 844800
+396270 w 1 [1,-1,0,-120555,13780741] 3407872
+396270 w 2 [1,-1,0,-1849275,968379925] 6815744
+396270 w 3 [1,-1,0,-29588175,61955125465] 13631488
+396270 w 4 [1,-1,0,-1769895,1055237521] 13631488
+396270 x 1 [1,-1,0,-285,-1775] 136192
+396270 x 2 [1,-1,0,-435,415] 272384
+396270 y 1 [1,-1,0,-497582835,-4272294040075] 115153920
+396270 z 1 [1,-1,0,-1275,-5339] 396288
+396270 z 2 [1,-1,0,-16275,-794339] 792576
+396270 ba 1 [1,-1,0,-3896970,2961976500] 6054912
+396270 ba 2 [1,-1,0,-3897570,2961019260] 12109824
+396270 ba 3 [1,-1,0,-3966585,2850716141] 18164736
+396270 ba 4 [1,-1,0,-12606585,-13812387859] 36329472
+396270 bb 1 [1,-1,0,6523740,-2395105200] 31223808
+396270 bb 2 [1,-1,0,-28036260,-19792609200] 62447616
+396270 bc 1 [1,-1,0,-14014035,20196303925] 17210880
+396270 bd 1 [1,-1,0,355950,41280736] 7782400
+396270 bd 2 [1,-1,0,-1612800,351161986] 15564800
+396270 be 1 [1,-1,0,-488580,-132251824] 7741440
+396270 be 2 [1,-1,0,-7832580,-8435378224] 15482880
+396270 bf 1 [1,-1,0,-2331414,-1430431052] 19574784
+396270 bf 2 [1,-1,0,-37760814,-89302428932] 39149568
+396270 bg 1 [1,-1,0,2331,-92907] 827904
+396270 bh 1 [1,-1,0,-143789499,8565849176805] 371589120
+396270 bh 2 [1,-1,0,-7218509499,234335728760805] 743178240
+396270 bi 1 [1,-1,0,-692034,196074260] 7667712
+396270 bi 2 [1,-1,0,1036686,1017907748] 15335424
+396270 bj 1 [1,-1,0,-334524,87302480] 5898240
+396270 bj 2 [1,-1,0,-5603004,5106056528] 11796480
+396270 bk 1 [1,-1,0,-20874,1108468] 1597440
+396270 bk 2 [1,-1,0,14646,4468660] 3194880
+396270 bl 1 [1,-1,0,-13734,610740] 1032192
+396270 bl 2 [1,-1,0,1386,1871748] 2064384
+396270 bm 1 [1,-1,0,-15309,732645] 645120
+396270 bn 1 [1,-1,0,-159042969,-800539124967] 144506880
+396270 bn 2 [1,-1,0,-2570761719,-50168904281217] 289013760
+396270 bo 1 [1,-1,0,17586,2075220] 2150400
+396270 bo 2 [1,-1,0,-176814,25053300] 4300800
+396270 bp 1 [1,-1,0,-79711569,-276881183267] 88473600
+396270 bp 2 [1,-1,0,-1279231569,-17610185087267] 176947200
+396270 bq 1 [1,-1,0,-11709,-484785] 645120
+396270 br 1 [1,-1,0,-1674,-25180] 368640
+396270 br 2 [1,-1,0,546,-88672] 737280
+396270 bs 1 [1,-1,0,2304036,449480448] 17694720
+396270 bs 2 [1,-1,0,-9770544,3702372300] 35389440
+396270 bs 3 [1,-1,0,-124292574,532862864118] 70778880
+396270 bs 4 [1,-1,0,-88441794,-317417935950] 70778880
+396270 bt 1 [1,-1,0,-37374,963710] 3363840
+396270 bu 1 [1,-1,0,-32649,13278393] 5640192
+396270 bu 2 [1,-1,0,-1064379,421224435] 11280384
+396270 bu 3 [1,-1,0,292476,-349134832] 16920576
+396270 bu 4 [1,-1,0,-6005004,-5353112440] 33841152
+396270 bv 1 [1,-1,0,391041,-24147347] 10690560
+396270 bw 1 [1,-1,0,-1764,-7952] 518400
+396270 bx 1 [1,-1,0,-1049454,-454557740] 10813440
+396270 bx 2 [1,-1,0,-17249454,-27570117740] 21626880
+396270 bx 3 [1,-1,0,-17708454,-26025031940] 43253760
+396270 bx 4 [1,-1,0,-275990454,-1764705443540] 43253760
+396270 by 1 [1,-1,0,-5292684,-4173054512] 25288704
+396270 by 2 [1,-1,0,-20775564,32078560720] 50577408
+396270 bz 1 [1,-1,0,23961,5630345] 2359296
+396270 bz 2 [1,-1,0,-366189,79056575] 4718592
+396270 ca 1 [1,-1,0,-17829,924385] 1245184
+396270 ca 2 [1,-1,0,-285579,58811935] 2490368
+396270 cb 1 [1,-1,0,-365653044,2691329345280] 80166912
+396270 cb 2 [1,-1,0,-5850449424,172240645921668] 160333824
+396270 cc 1 [1,-1,0,10133181,37116459733] 66060288
+396270 cc 2 [1,-1,0,-124236099,481529416405] 132120576
+396270 cc 3 [1,-1,0,-1933944579,32735239772053] 264241152
+396270 cc 4 [1,-1,0,-464436099,-3331364143595] 264241152
+396270 cd 1 [1,-1,0,-288279,-167838647] 8257536
+396270 cd 2 [1,-1,0,-6660729,-6605287637] 16515072
+396270 ce 1 [1,-1,0,-1321164,652346320] 14784000
+396270 cf 1 [1,-1,0,-4299,243693] 1078272
+396270 cf 2 [1,-1,0,37326,-5362732] 3234816
+396270 cg 1 [1,-1,0,-79254,-13944812] 5107200
+396270 ch 1 [1,-1,0,-198234,-34899660] 6881280
+396270 ch 2 [1,-1,0,-3197034,-2199433500] 13762560
+396270 ci 1 [1,-1,0,-22205274,42091849268] 49029120
+396270 ci 2 [1,-1,0,-359705274,2625924349268] 98058240
+396270 cj 1 [1,-1,0,-132984,-18608832] 3732480
+396270 cj 2 [1,-1,0,-534744,132300000] 11197440
+396270 ck 1 [1,-1,1,3890092,1357785767] 24576000
+396270 ck 2 [1,-1,1,-17286728,11421010631] 49152000
+396270 ck 3 [1,-1,1,-228591878,1329458014271] 98304000
+396270 ck 4 [1,-1,1,-144810698,-662823723553] 98304000
+396270 cl 1 [1,-1,1,-15068,694927] 1105920
+396270 cl 2 [1,-1,1,4912,2389231] 2211840
+396270 cm 1 [1,-1,1,7196241622,-78004290488983] 1027772928
+396270 cn 1 [1,-1,1,-21270443,-35556949893] 41779200
+396270 cn 2 [1,-1,1,-334798763,-2357798510469] 83558400
+396270 co 1 [1,-1,1,-187868,-29740769] 4792320
+396270 co 2 [1,-1,1,131812,-120785633] 9584640
+396270 cp 1 [1,-1,1,-25268,42207] 1880064
+396270 cq 1 [1,-1,1,-36702293,-95346276343] 75694080
+396270 cq 2 [1,-1,1,-605671043,-5737012813843] 151388160
+396270 cr 1 [1,-1,1,24862,1819361] 1769472
+396270 cr 2 [1,-1,1,-159458,18186977] 3538944
+396270 cr 3 [1,-1,1,-2362658,1398271457] 7077888
+396270 cr 4 [1,-1,1,-905378,-316581919] 7077888
+396270 cs 1 [1,-1,1,-32198,10490897] 3833856
+396270 cs 2 [1,-1,1,-942548,351325937] 7667712
+396270 ct 1 [1,-1,1,-48353,-4078303] 1179648
+396270 ct 2 [1,-1,1,-57173,-2480119] 2359296
+396270 ct 3 [1,-1,1,-453443,115925357] 4718592
+396270 ct 4 [1,-1,1,197977,-18707659] 4718592
+396270 cu 1 [1,-1,1,-23648,824229411] 17280000
+396270 cv 1 [1,-1,1,-42908,-12517473] 4423680
+396270 cv 2 [1,-1,1,-1113908,-451199073] 8847360
+396270 cw 1 [1,-1,1,-2622756218,-76008436079943] 660602880
+396270 cw 2 [1,-1,1,-47229906218,-3949943142119943] 1321205760
+396270 cx 1 [1,-1,1,-3010718,-2354156243] 17694720
+396270 cx 2 [1,-1,1,-50427038,-137813099219] 35389440
+396270 cy 1 [1,-1,1,-348143,-78000793] 6553600
+396270 cy 2 [1,-1,1,-41963,-210637969] 13107200
+396270 cz 1 [1,-1,1,-57721703,168973017887] 52740096
+396270 da 1 [1,-1,1,-1598,24617] 365568
+396270 da 2 [1,-1,1,-68,68681] 731136
+396270 db 1 [1,-1,1,-1598,-1843] 688128
+396270 db 2 [1,-1,1,-16718,832781] 1376256
+396270 dc 1 [1,-1,1,-2467253,-1558134963] 16343040
+396270 dc 2 [1,-1,1,-39967253,-97243134963] 32686080
+396270 dd 1 [1,-1,1,188617,172204431] 11304960
+396270 dd 2 [1,-1,1,-3728183,2614720911] 22609920
+396270 de 1 [1,-1,1,-753863,-204580033] 9437184
+396270 de 2 [1,-1,1,-3702983,2559335231] 18874368
+396270 de 3 [1,-1,1,-58134983,170623578431] 37748736
+396270 de 4 [1,-1,1,3543097,11350279487] 37748736
+396270 df 1 [1,-1,1,-30623,-2033913] 1671168
+396270 df 2 [1,-1,1,-56543,1937031] 3342336
+396270 df 3 [1,-1,1,-735863,242959767] 6684672
+396270 df 4 [1,-1,1,208057,14743671] 6684672
+396270 dg 1 [1,-1,1,4147,197237] 1078272
+396270 dg 2 [1,-1,1,-38693,-6541019] 3234816
+396270 dh 1 [1,-1,1,-2858,-19879] 565248
+396270 dh 2 [1,-1,1,-36878,-2714263] 1130496
+396270 di 1 [1,-1,1,-6953,-229669] 725760
+396270 di 2 [1,-1,1,35122,-656539] 2177280
+396270 dj 1 [1,-1,1,-6953,245337] 786432
+396270 dj 2 [1,-1,1,-114053,14853777] 1572864
+396270 dk 1 [1,-1,1,-896963,-326746933] 3545856
+396270 dk 2 [1,-1,1,-1076738,-186343423] 10637568
+396270 dl 1 [1,-1,1,-6953,-537879] 1451520
+396270 dm 1 [1,-1,1,693472,-962126013] 15993600
+396270 dn 1 [1,-1,1,-198788,-34063833] 2384640
+396270 do 1 [1,-1,1,-7050803,-6798280813] 28926720
+396270 do 2 [1,-1,1,-102535178,398109412937] 86780160
+396270 dp 1 [1,-1,1,-368381498,-5403810826119] 318504960
+396270 dp 2 [1,-1,1,-7387287098,-244231900333959] 637009920
+396270 dq 1 [1,-1,1,-2678,84341] 688128
+396270 dq 2 [1,-1,1,-49298,4224197] 1376256
+396270 dr 1 [1,-1,1,-380903,-90077169] 6266880
+396270 dr 2 [1,-1,1,-566123,6755847] 12533760
+396270 ds 1 [1,-1,1,2662,-209419] 786432
+396270 ds 2 [1,-1,1,-40688,-2914459] 1572864
+396270 dt 1 [1,-1,1,-11498,-481903] 1119744
+396270 dt 2 [1,-1,1,49927,-2046823] 3359232
+396270 du 1 [1,-1,1,21352,-106869] 1769472
+396270 du 2 [1,-1,1,-85748,-792309] 3538944
+396270 dv 1 [1,-1,1,32497,12920087] 5640192
+396270 dv 2 [1,-1,1,-667223,198485831] 11280384
+396270 dv 3 [1,-1,1,-293843,-358222769] 16920576
+396270 dv 4 [1,-1,1,-9579413,-11363480333] 33841152
+396270 dw 1 [1,-1,1,-2132,82231] 851968
+396270 dw 2 [1,-1,1,-44132,3576631] 1703936
+396270 dx 1 [1,-1,1,-52289057,-149454280719] 75694080
+396270 dx 2 [1,-1,1,-842890337,-9418779927951] 151388160
+396270 dy 1 [1,-1,1,-108649742,435795017501] 65470464
+396270 dy 2 [1,-1,1,-124420622,301010768669] 130940928
+396270 dy 3 [1,-1,1,399934498,2174846225501] 261881856
+396270 dy 4 [1,-1,1,-901109822,-10199205863971] 261881856
+396270 dz 1 [1,-1,1,-106657457,423993843681] 60456960
+396270 dz 2 [1,-1,1,-108834737,405782202849] 120913920
+396270 ea 1 [1,-1,1,-10217,-592891] 1548288
+396270 ea 2 [1,-1,1,-185147,-30610879] 3096576
+396270 eb 1 [1,-1,1,-1292,6351] 433152
+396270 eb 2 [1,-1,1,4828,45519] 866304
+396270 ec 1 [1,-1,1,-33287,-96426241] 7602176
+396270 ec 2 [1,-1,1,-3362567,-2345687809] 15204352
+396270 ec 3 [1,-1,1,-6361367,2479981151] 30408704
+396270 ec 4 [1,-1,1,-53632247,-151164048481] 30408704
+396270 ed 1 [1,-1,1,548158,71676609] 10092544
+396270 ed 2 [1,-1,1,-2435522,603965121] 20185088
+396270 ee 1 [1,-1,1,-63887,-1786921] 3735552
+396270 ee 2 [1,-1,1,-588767,172683191] 7471104
+396270 ee 3 [1,-1,1,-9399947,11095021919] 14942208
+396270 ee 4 [1,-1,1,-175667,410133071] 14942208
+396270 ef 1 [1,-1,1,-3677,-60699] 720896
+396270 ef 2 [1,-1,1,-21677,1184901] 1441792
+396270 ef 3 [1,-1,1,-342977,77397261] 2883584
+396270 ef 4 [1,-1,1,11623,4474941] 2883584
+396270 eg 1 [1,-1,1,-88558187,493696577211] 143270400
+396270 eh 1 [1,-1,1,-170312,-23280501] 4718592
+396270 eh 2 [1,-1,1,-734792,219671691] 9437184
+396270 eh 3 [1,-1,1,-11444792,14905223691] 18874368
+396270 eh 4 [1,-1,1,943528,1076286219] 18874368
+396270 ei 1 [1,-1,1,-46311962,-119529256359] 73113600
+396270 ei 2 [1,-1,1,-2222042,-337756724391] 146227200
+396270 ej 1 [1,-1,1,-54287,4916311] 2580480
+396270 ej 2 [1,-1,1,-870287,312711511] 5160960
+396270 ek 1 [1,-1,1,2195968,-1405950811] 23390208
+396270 ek 2 [1,-1,1,-21495317,61080348341] 70170624
+396270 el 1 [1,-1,1,843538,-42318201] 13278720
+396270 em 1 [1,-1,1,112738,789549] 4718592
+396270 em 2 [1,-1,1,-451742,6660141] 9437184
+396270 em 3 [1,-1,1,-5113742,4441154541] 18874368
+396270 em 4 [1,-1,1,-4821422,-4058890131] 18874368
+396270 en 1 [1,-1,1,-2567,50491] 408576
+396270 en 2 [1,-1,1,-3917,-7289] 817152
+396270 eo 1 [1,-1,1,-666167,-267943809] 8650752
+396270 eo 2 [1,-1,1,-11470667,-14949098409] 17301504
+396270 eo 3 [1,-1,1,-12286517,-12699636789] 34603008
+396270 eo 4 [1,-1,1,-183526817,-956922108429] 34603008
+396270 ep 1 [1,-1,1,-440732,-105435169] 6054912
+396270 ep 2 [1,-1,1,-1400732,512036831] 12109824
+396270 ep 3 [1,-1,1,-35072732,-79938292769] 18164736
+396270 ep 4 [1,-1,1,-35078132,-79912441889] 36329472
+396270 eq 1 [1,-1,1,-3609302,-2460378139] 19768320
+396270 eq 2 [1,-1,1,3465418,-10933062811] 39536640
+396270 eq 3 [1,-1,1,-56500637,162982698149] 59304960
+396270 eq 4 [1,-1,1,-31433117,308364287141] 118609920
+396270 er 1 [1,-1,1,-11477,155629] 1188864
+396270 er 2 [1,-1,1,-146477,21593629] 2377728
+396270 es 1 [1,-1,1,-13487,-60628561] 6635520
+396270 es 2 [1,-1,1,121378,1636890221] 19906560
+396270 et 1 [1,-1,1,9282793,40459309359] 62914560
+396270 et 2 [1,-1,1,-135224087,557851742511] 125829120
+396270 et 3 [1,-1,1,-2116145687,37468760099631] 251658240
+396270 et 4 [1,-1,1,-466412567,-3241674975441] 251658240
+396270 eu 1 [1,-1,1,-7142,-1578891] 2359296
+396270 eu 2 [1,-1,1,-251942,-48384651] 4718592
+396270 ev 1 [1,-1,1,-281552,34737059] 8404992
+396270 ev 2 [1,-1,1,-1948532,-1021461469] 16809984
+396270 ev 3 [1,-1,1,-20186087,34913150111] 25214976
+396270 ev 4 [1,-1,1,-20246567,34693462559] 50429952
+396270 ew 1 [1,-1,1,178,-12679] 557056
+396270 ew 2 [1,-1,1,-7172,-224359] 1114112
+396272 a 1 [0,-1,0,400,-4672] 290304
+396274 a 1 [1,0,1,-292,1314] 238656
+396274 b 1 [1,0,0,-78,196] 146304
+396275 a 1 [0,-1,1,5940092,3730533718] 30965760
+396275 b 1 [0,1,1,-291408,-65678156] 6635520
+396275 c 1 [0,1,1,162342,1023094] 5898240
+396275 d 1 [0,0,1,-39325,-3036344] 4423680
+396275 e 1 [0,0,1,-31420675,67794110656] 79626240
+396275 f 1 [1,0,0,30187,-999008] 1935360
+396275 f 2 [1,0,0,-136188,-8485883] 3870720
+396275 g 1 [1,-1,1,395,8022] 248640
+396275 h 1 [1,0,0,-324563,-71242258] 2525184
+396275 i 1 [0,-1,1,-137133,-20139582] 1843200
+396275 j 1 [0,-1,1,1326967,-299749407] 8478720
+396275 j 2 [0,-1,1,-14524033,26201141218] 25436160
+396275 k 1 [0,-1,1,-367033,-615574532] 8478720
+396275 k 2 [0,-1,1,3293217,16340533593] 25436160
+396275 l 1 [0,1,1,-16133,-25212731] 2949120
+396275 m 1 [0,1,1,2017,-84056] 368640
+396275 n 1 [0,1,1,-1589133,-772538981] 3830400
+396275 o 1 [1,-1,0,47833,-10821134] 2735040
+396275 p 1 [1,0,1,-39272126,94784173273] 27777024
+396275 q 1 [0,0,1,87725,4783281] 6881280
+396275 r 1 [0,-1,1,29242,-4666707] 2949120
+396275 s 1 [0,1,1,-259969508,-1613796797981] 115015680
+396276 a 1 [0,-1,0,-38,-315] 98688
+396276 b 1 [0,1,0,-11890,495089] 787968
+396276 c 1 [0,1,0,38,-43] 48480
+396278 a 1 [1,-1,1,-40,101] 45980
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+396459 be 1 [0,0,1,-9573375,11390827887] 25436160
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+396480 bs 1 [0,-1,0,-30241,1842625] 1179648
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+396480 dh 1 [0,-1,0,-980145,-373693743] 7741440
+396480 di 1 [0,-1,0,-207905,36680865] 3870720
+396480 dj 1 [0,-1,0,-400,3190] 172032
+396480 dj 2 [0,-1,0,-105,7497] 344064
+396480 dk 1 [0,-1,0,-8186305,-9009592223] 18653184
+396480 dk 2 [0,-1,0,-6977985,-11762870175] 37306368
+396480 dl 1 [0,-1,0,-1045605,399494397] 7680000
+396480 dm 1 [0,-1,0,-14085,-624483] 1253376
+396480 dn 1 [0,-1,0,-7315,222337] 829440
+396480 do 1 [0,-1,0,-223025,40613937] 1769472
+396480 do 2 [0,-1,0,-223105,40583425] 3538944
+396480 do 3 [0,-1,0,-158305,64572385] 7077888
+396480 do 4 [0,-1,0,-289185,14640417] 7077888
+396480 dp 1 [0,-1,0,-104060,-12880350] 1671168
+396480 dp 2 [0,-1,0,-121465,-8261063] 3342336
+396480 dp 3 [0,-1,0,-930945,340301025] 6684672
+396480 dp 4 [0,-1,0,409535,-61467263] 6684672
+396480 dq 1 [0,-1,0,-18600,-1152990] 1443840
+396480 dr 1 [0,-1,0,-10295,-398643] 460800
+396480 ds 1 [0,-1,0,-2541505,1560345025] 5640192
+396480 ds 2 [0,-1,0,-2115265,2100179137] 16920576
+396480 dt 1 [0,-1,0,-31605,-1330515] 1935360
+396480 du 1 [0,-1,0,-18445,928525] 1032192
+396480 du 2 [0,-1,0,11055,3589425] 2064384
+396480 dv 1 [0,-1,0,-226840,-56317730] 3870720
+396480 dv 2 [0,-1,0,-3977545,-3051630743] 7741440
+396480 dw 1 [0,-1,0,-20560,1141582] 589824
+396480 dw 2 [0,-1,0,-20265,1175625] 1179648
+396480 dx 1 [0,-1,0,-1120,-16790] 337920
+396480 dy 1 [0,-1,0,-645,-279243] 884736
+396480 dy 2 [0,-1,0,-68145,-6745743] 1769472
+396480 dz 1 [0,-1,0,-2105,-14343] 389120
+396480 dz 2 [0,-1,0,7615,-117375] 778240
+396480 ea 1 [0,-1,0,-858740,-285135150] 7077888
+396480 ea 2 [0,-1,0,-2811865,1480099225] 14155776
+396480 ea 3 [0,-1,0,-42636865,107167684225] 28311552
+396480 ea 4 [0,-1,0,5763135,8736264225] 28311552
+396480 eb 1 [0,-1,0,-41300,-3216798] 458752
+396480 eb 2 [0,-1,0,-41305,-3215975] 917504
+396480 eb 3 [0,-1,0,-48385,-2030783] 1835008
+396480 eb 4 [0,-1,0,-34305,-4348575] 1835008
+396480 ec 1 [0,-1,0,-5019505,4329994705] 12042240
+396480 ec 2 [0,-1,0,-5297985,3822994017] 24084480
+396480 ec 3 [0,-1,0,10891615,22599692097] 48168960
+396480 ec 4 [0,-1,0,-25943265,-47406203775] 48168960
+396480 ed 1 [0,-1,0,5974555,8244543525] 35831808
+396480 ed 2 [0,-1,0,-43232945,86474627025] 71663616
+396480 ed 3 [0,-1,0,-56894405,-305956229403] 107495424
+396480 ed 4 [0,-1,0,-1111581905,-14257151541903] 214990848
+396480 ee 1 [0,-1,0,-7654480,-8148650978] 6684672
+396480 ee 2 [0,-1,0,-7654185,-8149310775] 13369344
+396480 ef 1 [0,-1,0,-404040,-86797638] 5111808
+396480 ef 2 [0,-1,0,622855,-457095975] 10223616
+396480 eg 1 [0,-1,0,-1245569185,51523682596417] 561254400
+396480 eh 1 [0,-1,0,-4985,-114183] 1032192
+396480 eh 2 [0,-1,0,8735,-643775] 2064384
+396480 ei 1 [0,-1,0,-5,-483] 147456
+396480 ej 1 [0,-1,0,-8085,574605] 1548288
+396480 ek 1 [0,-1,0,3551795,-8226233603] 36126720
+396480 ek 2 [0,-1,0,-45860785,-108701773775] 72253440
+396480 el 1 [0,1,0,-51593981,105322030275] 98304000
+396480 el 2 [0,1,0,-293941201,-1854249121201] 196608000
+396480 el 3 [0,1,0,179753279,-7258061010145] 393216000
+396480 el 4 [0,1,0,-4645191201,-121859113371201] 393216000
+396480 el 5 [0,1,0,-4587371201,-125040404463201] 786432000
+396480 el 6 [0,1,0,-74323011201,-7798919514279201] 786432000
+396480 em 1 [0,1,0,1119,16575] 491520
+396480 em 2 [0,1,0,-6881,155775] 983040
+396480 em 3 [0,1,0,-101281,12371135] 1966080
+396480 em 4 [0,1,0,-40481,-3022785] 1966080
+396480 en 1 [0,1,0,3199,44895] 839680
+396480 eo 1 [0,1,0,-2021,38955] 442368
+396480 eo 2 [0,1,0,-33521,2351055] 884736
+396480 ep 1 [0,1,0,-238841,-45006711] 2112000
+396480 eq 1 [0,1,0,-456,-3690] 190464
+396480 eq 2 [0,1,0,-1401,15399] 380928
+396480 er 1 [0,1,0,-193541,-32564805] 3151872
+396480 er 2 [0,1,0,-341041,23691695] 6303744
+396480 er 3 [0,1,0,-1381541,605758395] 9455616
+396480 er 4 [0,1,0,-21919441,39492218255] 18911232
+396480 es 1 [0,1,0,-3536,-49890] 589824
+396480 es 2 [0,1,0,10919,-341881] 1179648
+396480 et 1 [0,1,0,-75521,-7565985] 1966080
+396480 et 2 [0,1,0,-1189441,-499695841] 3932160
+396480 et 3 [0,1,0,-1170561,-516306465] 7864320
+396480 et 4 [0,1,0,-19031041,-31961573281] 7864320
+396480 eu 1 [0,1,0,-30241,-1842625] 1179648
+396480 eu 2 [0,1,0,-112161,12427839] 2359296
+396480 eu 3 [0,1,0,-1724961,871405119] 4718592
+396480 eu 4 [0,1,0,189919,68070975] 4718592
+396480 ev 1 [0,1,0,-4821,134379] 589824
+396480 ev 2 [0,1,0,-78321,8410479] 1179648
+396480 ew 1 [0,1,0,-3354401,-2365546401] 9953280
+396480 ew 2 [0,1,0,-3077921,-2771363745] 19906560
+396480 ew 3 [0,1,0,-7487201,4472786079] 29859840
+396480 ew 4 [0,1,0,23970079,32287313055] 59719680
+396480 ex 1 [0,1,0,1379,-16621] 393216
+396480 ex 2 [0,1,0,-7441,-159505] 786432
+396480 ex 3 [0,1,0,-49441,4099295] 1572864
+396480 ex 4 [0,1,0,-106561,-13421761] 1572864
+396480 ey 1 [0,1,0,-68741,-6931191] 1612800
+396480 ez 1 [0,1,0,-5601,-19587681] 4902912
+396480 fa 1 [0,1,0,-61,-511] 110592
+396480 fa 2 [0,1,0,539,11729] 331776
+396480 fb 1 [0,1,0,-169391,-26888841] 1757184
+396480 fc 1 [0,1,0,-3687481,-2726708281] 5111808
+396480 fc 2 [0,1,0,-3687201,-2727142785] 10223616
+396480 fd 1 [0,1,0,-2241,30015] 368640
+396480 fd 2 [0,1,0,5439,197439] 737280
+396480 fe 1 [0,1,0,-7596,208494] 720896
+396480 fe 2 [0,1,0,-115641,15097095] 1441792
+396480 fe 3 [0,1,0,-1850241,968086335] 2883584
+396480 fe 4 [0,1,0,-109761,16707039] 2883584
+396480 ff 1 [0,1,0,13859,-3824605] 3342336
+396480 ff 2 [0,1,0,-298641,-59637105] 6684672
+396480 ff 3 [0,1,0,-888641,247988895] 13369344
+396480 ff 4 [0,1,0,-4708641,-3934263105] 13369344
+396480 fg 1 [0,1,0,-3431,72519] 589824
+396480 fh 1 [0,1,0,-5656,161294] 655360
+396480 fh 2 [0,1,0,-3001,315815] 1310720
+396480 fi 1 [0,1,0,-5601,-125025] 983040
+396480 fi 2 [0,1,0,13279,-770721] 1966080
+396480 fj 1 [0,1,0,-6221,-190845] 688128
+396480 fj 2 [0,1,0,-5041,-264241] 1376256
+396480 fk 1 [0,1,0,-12551,-759801] 1543680
+396480 fl 1 [0,1,0,-65381,-5909181] 3133440
+396480 fm 1 [0,1,0,194459,25286459] 5160960
+396480 fm 2 [0,1,0,-996241,226038479] 10321920
+396480 fn 1 [0,1,0,-7581,-37485] 983040
+396480 fn 2 [0,1,0,-77201,8191599] 1966080
+396480 fn 3 [0,1,0,-1233601,526952639] 3932160
+396480 fn 4 [0,1,0,-34721,17205855] 3932160
+396480 fo 1 [0,1,0,-3556,-82810] 327680
+396480 fo 2 [0,1,0,-3801,-71001] 655360
+396480 fo 3 [0,1,0,-20321,1049055] 1310720
+396480 fo 4 [0,1,0,8799,-431361] 1310720
+396480 fp 1 [0,1,0,-61,1235] 163840
+396480 fp 2 [0,1,0,-2161,37775] 327680
+396480 fq 1 [0,1,0,36819,332019] 1769472
+396480 fq 2 [0,1,0,-148401,2517615] 3538944
+396480 fr 1 [0,1,0,-65261,-6418461] 2048000
+396480 fr 2 [0,1,0,-35761,-12218161] 4096000
+396480 fs 1 [0,1,0,-301,100499] 737280
+396480 fs 2 [0,1,0,-34321,2407055] 1474560
+396480 ft 1 [0,1,0,-282241,-57803905] 2949120
+396480 ft 2 [0,1,0,-263361,-65850561] 5898240
+396480 fu 1 [0,1,0,17759,-1199905] 1658880
+396480 fv 1 [0,1,0,4739,-33565] 851968
+396480 fv 2 [0,1,0,-19761,-293265] 1703936
+396480 fv 3 [0,1,0,-184961,30334815] 3407872
+396480 fv 4 [0,1,0,-246561,-47150145] 3407872
+396480 fw 1 [0,1,0,-2801,56079] 327680
+396480 fw 2 [0,1,0,-3521,24255] 655360
+396480 fw 3 [0,1,0,13279,202335] 1310720
+396480 fw 4 [0,1,0,-31841,-2179041] 1310720
+396480 fx 1 [0,1,0,-4297441,3427524095] 7569408
+396480 fx 2 [0,1,0,-4242561,3519382239] 15138816
+396480 fy 1 [0,1,0,-68801,6923199] 1105920
+396480 fy 2 [0,1,0,-68321,7025055] 2211840
+396480 fz 1 [0,1,0,-17421,892755] 720896
+396480 fz 2 [0,1,0,-279921,56910255] 1441792
+396480 ga 1 [0,1,0,-1221281,330665919] 7962624
+396480 ga 2 [0,1,0,3611999,2303610815] 15925248
+396480 gb 1 [0,1,0,186339,-33672861] 5652480
+396480 gb 2 [0,1,0,-1126161,-326885361] 11304960
+396480 gc 1 [0,1,0,-621,5379] 196608
+396480 gc 2 [0,1,0,559,24495] 393216
+396480 gd 1 [0,1,0,-49339141,604223256395] 124600320
+396480 gd 2 [0,1,0,-1416526641,20457699818895] 249200640
+396480 ge 1 [0,1,0,-2681,-54201] 356352
+396480 ge 2 [0,1,0,-1601,-97185] 712704
+396480 gf 1 [0,1,0,-612221,-287224845] 9830400
+396480 gf 2 [0,1,0,-11241041,-14506460241] 19660800
+396480 gf 3 [0,1,0,-12699041,-10504833441] 39321600
+396480 gf 4 [0,1,0,-179844161,-928369091265] 39321600
+396480 gf 5 [0,1,0,-87888641,309547217919] 78643200
+396480 gf 6 [0,1,0,39162559,-74429441601] 78643200
+396480 gg 1 [0,1,0,-24421,1476779] 1327104
+396480 gg 2 [0,1,0,-391921,94307279] 2654208
+396480 gh 1 [0,1,0,-351,-3645] 198144
+396480 gi 1 [0,1,0,-86581,9753299] 2304000
+396480 gj 1 [0,1,0,-81921,-6356385] 3784704
+396480 gj 2 [0,1,0,220159,-42062241] 7569408
+396480 gk 1 [0,1,0,-8403421,-9379415245] 22118400
+396480 gk 2 [0,1,0,-134455921,-600137061745] 44236800
+396480 gl 1 [0,1,0,-1181,18819] 442368
+396480 gl 2 [0,1,0,-20081,1088559] 884736
+396480 gm 1 [0,1,0,3551795,8226233603] 36126720
+396480 gm 2 [0,1,0,-45860785,108701773775] 72253440
+396480 gn 1 [0,1,0,-5,483] 147456
+396480 go 1 [0,1,0,-8085,-574605] 1548288
+396480 gp 1 [0,1,0,-4985,114183] 1032192
+396480 gp 2 [0,1,0,8735,643775] 2064384
+396480 gq 1 [0,1,0,-1245569185,-51523682596417] 561254400
+396480 gr 1 [0,1,0,-7654480,8148650978] 6684672
+396480 gr 2 [0,1,0,-7654185,8149310775] 13369344
+396480 gs 1 [0,1,0,-404040,86797638] 5111808
+396480 gs 2 [0,1,0,622855,457095975] 10223616
+396480 gt 1 [0,1,0,-2105,14343] 389120
+396480 gt 2 [0,1,0,7615,117375] 778240
+396480 gu 1 [0,1,0,-645,279243] 884736
+396480 gu 2 [0,1,0,-68145,6745743] 1769472
+396480 gv 1 [0,1,0,-858740,285135150] 7077888
+396480 gv 2 [0,1,0,-2811865,-1480099225] 14155776
+396480 gv 3 [0,1,0,5763135,-8736264225] 28311552
+396480 gv 4 [0,1,0,-42636865,-107167684225] 28311552
+396480 gw 1 [0,1,0,-41300,3216798] 458752
+396480 gw 2 [0,1,0,-41305,3215975] 917504
+396480 gw 3 [0,1,0,-34305,4348575] 1835008
+396480 gw 4 [0,1,0,-48385,2030783] 1835008
+396480 gx 1 [0,1,0,-5019505,-4329994705] 12042240
+396480 gx 2 [0,1,0,-5297985,-3822994017] 24084480
+396480 gx 3 [0,1,0,-25943265,47406203775] 48168960
+396480 gx 4 [0,1,0,10891615,-22599692097] 48168960
+396480 gy 1 [0,1,0,5974555,-8244543525] 35831808
+396480 gy 2 [0,1,0,-43232945,-86474627025] 71663616
+396480 gy 3 [0,1,0,-56894405,305956229403] 107495424
+396480 gy 4 [0,1,0,-1111581905,14257151541903] 214990848
+396480 gz 1 [0,1,0,-1120,16790] 337920
+396480 ha 1 [0,1,0,-18445,-928525] 1032192
+396480 ha 2 [0,1,0,11055,-3589425] 2064384
+396480 hb 1 [0,1,0,-226840,56317730] 3870720
+396480 hb 2 [0,1,0,-3977545,3051630743] 7741440
+396480 hc 1 [0,1,0,-20560,-1141582] 589824
+396480 hc 2 [0,1,0,-20265,-1175625] 1179648
+396480 hd 1 [0,1,0,-18600,1152990] 1443840
+396480 he 1 [0,1,0,-10295,398643] 460800
+396480 hf 1 [0,1,0,-2541505,-1560345025] 5640192
+396480 hf 2 [0,1,0,-2115265,-2100179137] 16920576
+396480 hg 1 [0,1,0,-31605,1330515] 1935360
+396480 hh 1 [0,1,0,-223025,-40613937] 1769472
+396480 hh 2 [0,1,0,-223105,-40583425] 3538944
+396480 hh 3 [0,1,0,-289185,-14640417] 7077888
+396480 hh 4 [0,1,0,-158305,-64572385] 7077888
+396480 hi 1 [0,1,0,-104060,12880350] 1671168
+396480 hi 2 [0,1,0,-121465,8261063] 3342336
+396480 hi 3 [0,1,0,409535,61467263] 6684672
+396480 hi 4 [0,1,0,-930945,-340301025] 6684672
+396480 hj 1 [0,1,0,-1045605,-399494397] 7680000
+396480 hk 1 [0,1,0,-14085,624483] 1253376
+396480 hl 1 [0,1,0,-7315,-222337] 829440
+396480 hm 1 [0,1,0,-400,-3190] 172032
+396480 hm 2 [0,1,0,-105,-7497] 344064
+396480 hn 1 [0,1,0,-8186305,9009592223] 18653184
+396480 hn 2 [0,1,0,-6977985,11762870175] 37306368
+396480 ho 1 [0,1,0,-207905,-36680865] 3870720
+396480 hp 1 [0,1,0,-980145,373693743] 7741440
+396480 hq 1 [0,1,0,-2533025,169407423] 17915904
+396480 hq 2 [0,1,0,10064095,1361094975] 35831808
+396480 hr 1 [0,1,0,-164225,24742623] 3932160
+396480 hr 2 [0,1,0,-415105,-69237025] 7864320
+396480 hr 3 [0,1,0,1170815,-469840417] 15728640
+396480 hr 4 [0,1,0,-6015105,-5679317025] 15728640
+396480 hs 1 [0,1,0,-1825,-31777] 307200
+396480 ht 1 [0,1,0,-155,135] 153600
+396480 hu 1 [0,1,0,-46256645,121068191715] 38707200
+396480 hv 1 [0,1,0,475,4923] 270336
+396480 hv 2 [0,1,0,-3025,46223] 540672
+396480 hw 1 [0,1,0,-4282465,-3412467937] 9953280
+396480 hw 2 [0,1,0,-4206945,-3538541025] 19906560
+396480 hx 1 [0,1,0,-135105,-19159137] 1867776
+396480 hx 2 [0,1,0,-137985,-18302625] 3735552
+396480 hx 3 [0,1,0,-467265,101752863] 7471104
+396480 hx 4 [0,1,0,145215,-83495265] 7471104
+396480 hy 1 [0,1,0,-2625,50463] 319488
+396480 hy 2 [0,1,0,-705,124575] 638976
+396480 hz 1 [0,1,0,-9665,43935] 983040
+396480 hz 2 [0,1,0,-113345,14621343] 1966080
+396480 hz 3 [0,1,0,-1812545,938646303] 3932160
+396480 hz 4 [0,1,0,-73025,25209375] 3932160
+396480 ia 1 [0,1,0,-53025,-4717377] 884736
+396480 ia 2 [0,1,0,-51905,-4925025] 1769472
+396480 ib 1 [0,1,0,-645,-1125] 239616
+396480 ib 2 [0,1,0,-6545,200655] 479232
+396480 ic 1 [0,1,0,-4705,82175] 589824
+396480 ic 2 [0,1,0,13215,573183] 1179648
+396480 id 1 [0,1,0,-89991385,-327939096217] 52297728
+396480 id 2 [0,1,0,-57049665,-571095108225] 104595456
+396480 ie 1 [0,1,0,-105,-147] 130560
+396480 if 1 [0,1,0,-945,-945] 368640
+396480 if 2 [0,1,0,3775,-3777] 737280
+396480 ig 1 [0,1,0,-7144240,-7352293162] 9437184
+396480 ig 2 [0,1,0,-7120345,-7403892025] 18874368
+396480 ih 1 [0,1,0,-3185,65583] 663552
+396480 ih 2 [0,1,0,1535,247775] 1327104
+396480 ii 1 [0,1,0,7405,-969057] 1164800
+396480 ij 1 [0,1,0,-3365,73923] 307200
+396480 ik 1 [0,1,0,-4496065,7332197663] 30412800
+396480 il 1 [0,1,0,-211485,-33121107] 3916800
+396480 im 1 [0,1,0,-155,723] 105984
+396480 in 1 [0,1,0,-28395745,106772066975] 79626240
+396480 in 2 [0,1,0,-552683745,4998483964575] 159252480
+396480 in 3 [0,1,0,-8841758945,320001577530015] 318504960
+396480 in 4 [0,1,0,-652216545,3073340453535] 318504960
+396480 io 1 [0,1,0,-1765,23963] 497664
+396480 io 2 [0,1,0,-7665,-236817] 995328
+396480 ip 1 [0,1,0,-257985,-17827425] 7077888
+396480 ip 2 [0,1,0,-3331265,-2339383137] 14155776
+396480 ip 3 [0,1,0,-2547265,-3468186337] 28311552
+396480 ip 4 [0,1,0,-53287745,-149740973025] 28311552
+396480 iq 1 [0,1,0,-9840,372438] 362496
+396480 iq 2 [0,1,0,-9945,363975] 724992
+396480 ir 1 [0,1,0,-75745,7790975] 2359296
+396480 ir 2 [0,1,0,-179425,-18274177] 4718592
+396480 ir 3 [0,1,0,540575,-127570177] 9437184
+396480 ir 4 [0,1,0,-2558305,-1575489025] 9437184
+396480 is 1 [0,1,0,-960,11118] 212992
+396480 is 2 [0,1,0,-665,18375] 425984
+396480 it 1 [0,1,0,-198465,42768063] 5603328
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+397110 z 1 [1,0,1,-323881653,2238073896256] 157581312
+397110 z 2 [1,0,1,-195810933,4025889919168] 315162624
+397110 ba 1 [1,0,1,-124713,-16962092] 2370816
+397110 bb 1 [1,0,1,65022,-847532] 3407872
+397110 bb 2 [1,0,1,-262658,-6876844] 6815744
+397110 bb 3 [1,0,1,-2683138,1683586388] 13631488
+397110 bb 4 [1,0,1,-3085058,-2081905324] 13631488
+397110 bc 1 [1,1,1,-16732106,-26355672361] 32376960
+397110 bd 1 [1,1,1,-1083047651,-21893255197567] 521902080
+397110 bd 2 [1,1,1,-20057478371,-1093060587519871] 1043804160
+397110 be 1 [1,1,1,-5726641,5272304063] 16220160
+397110 be 2 [1,1,1,-5801061,5128137639] 32440320
+397110 be 3 [1,1,1,3730189,20336200139] 64880640
+397110 be 4 [1,1,1,-16523031,-19305087597] 64880640
+397110 bf 1 [1,1,1,-118724911,-449427376267] 141926400
+397110 bf 2 [1,1,1,-1847679631,-30569893344331] 283852800
+397110 bg 1 [1,1,1,29,2369] 239616
+397110 bg 2 [1,1,1,-2491,45713] 479232
+397110 bh 1 [1,1,1,-1721,22343] 635904
+397110 bh 2 [1,1,1,-7921,-252937] 1271808
+397110 bi 1 [1,1,1,-93021267035,-10920005432198935] 1703116800
+397110 bi 2 [1,1,1,-92536892035,-11039352913448935] 3406233600
+397110 bj 1 [1,1,1,-25780,1582325] 1146880
+397110 bj 2 [1,1,1,-27780,1319925] 2293760
+397110 bj 3 [1,1,1,68320,8546645] 4587520
+397110 bj 4 [1,1,1,-155880,-22660395] 4587520
+397110 bk 1 [1,1,1,-10360,-406663] 847872
+397110 bk 2 [1,1,1,-165360,-25950663] 1695744
+397110 bl 1 [1,1,1,-95,-1045] 172800
+397110 bm 1 [1,1,1,-2170,294695] 1244160
+397110 bn 1 [1,1,1,-2831520,-3844392255] 26784000
+397110 bo 1 [1,1,1,-23995,-1480375] 1806336
+397110 bo 2 [1,1,1,-386875,-92780983] 3612672
+397110 bp 1 [1,1,1,-1432430,10896466475] 49335552
+397110 bq 1 [1,1,1,-10799170,-56531650993] 60383232
+397110 bq 2 [1,1,1,-296869650,-1963591898865] 120766464
+397110 bq 3 [1,1,1,-424512150,-111141824865] 241532928
+397110 bq 4 [1,1,1,-4746354830,-125862176427073] 241532928
+397110 br 1 [1,1,1,32473665,383550606465] 123088896
+397110 br 2 [1,1,1,-634596165,5800424453997] 246177792
+397110 bs 1 [1,0,0,-6051266,8464438296] 43490304
+397110 bt 1 [1,0,0,-2933091,1898225025] 18780160
+397110 bt 2 [1,0,0,166909,5709365025] 37560320
+397110 bu 1 [1,0,0,-1201,-17095] 409600
+397110 bv 1 [1,0,0,-2366356,1401512336] 11145600
+397110 bw 1 [1,0,0,-232161,-27375159] 6045696
+397110 bw 2 [1,0,0,-1542881,717375945] 12091392
+397110 bw 3 [1,0,0,-24498401,46669735881] 24182784
+397110 bw 4 [1,0,0,441119,2434329545] 24182784
+397110 bx 1 [1,0,0,-278576,-56620800] 3922560
+397110 by 1 [1,0,0,-109711,13973141] 2396160
+397110 by 2 [1,0,0,-126181,9496595] 4792320
+397110 bz 1 [1,0,0,-16461,-814959] 979200
+397110 ca 1 [1,0,0,210570,16308900] 6289920
+397110 cb 1 [1,0,0,-5026725,4338151425] 13886208
+397110 cc 1 [1,0,0,-9115180,-10551246448] 24772608
+397110 cc 2 [1,0,0,-13878060,1663635600] 49545216
+397110 cc 3 [1,0,0,-159258140,771800071392] 99090432
+397110 cc 4 [1,0,0,55295940,13298702400] 99090432
+397110 cd 1 [1,0,0,-281245,-57200563] 3635200
+397110 cd 2 [1,0,0,-429475,9591875] 7270400
+397110 ce 1 [1,0,0,-3850440,-7965393408] 31933440
+397110 ce 2 [1,0,0,-87885440,-316693176408] 63866880
+397110 cf 1 [1,0,0,38335,321225] 2654208
+397110 cf 2 [1,0,0,-492365,-145562715] 7962624
+397110 cg 1 [1,0,0,-1225,16625] 357120
+397110 ch 1 [1,0,0,-80371890,277378613892] 54512640
+397110 ci 1 [1,0,0,-204385,-6910075] 5744640
+397110 ci 2 [1,0,0,800285,-54531433] 11489280
+397110 cj 1 [1,0,0,-3815,47817] 870400
+397110 cj 2 [1,0,0,-28615,-1832023] 1740800
+397110 ck 1 [1,0,0,-85015,9548777] 2515968
+397111 a 1 [1,-1,1,-72,272] 48528
+397111 b 1 [0,1,1,88,-5723] 341824
+397113 a 1 [0,-1,1,24,20] 63712
+397113 b 1 [0,1,1,-445,3472] 140544
+397114 a 1 [1,-1,0,-88,384] 67536
+397114 b 1 [1,0,1,-24242,-371900] 1657296
+397114 c 1 [1,1,1,957,63649] 521664
+397114 d 1 [1,-1,1,-6995421,-11494073243] 98288640
+397117 a 1 [0,1,1,-334,1713] 215220
+397118 a 1 [1,0,1,-5823,-153838] 1032960
+397118 a 2 [1,0,1,-90463,-10479918] 2065920
+397118 b 1 [1,1,0,-1,-1195] 109440
+397119 a 1 [0,1,1,-11357,-532423] 898272
+397119 b 1 [1,1,0,2,31] 41392
+397120 a 1 [0,0,0,-4500268,3673905808] 19046400
+397120 b 1 [0,0,0,-866039308,-9248640144368] 373800960
+397120 c 1 [0,0,0,-88108,-6992432] 6082560
+397120 d 1 [0,0,0,-1132,3856] 602112
+397120 e 1 [0,0,0,-622,5386] 384768
+397120 f 1 [0,0,0,-459532,119900656] 3428352
+397120 g 1 [0,1,0,-1521,21679] 344064
+397120 g 2 [0,1,0,479,76479] 688128
+397120 h 1 [0,1,0,-2997921,-1998560321] 12779520
+397120 h 2 [0,1,0,-2670241,-2452003905] 25559040
+397120 i 1 [0,1,0,-138200481,625288515775] 24330240
+397120 i 2 [0,1,0,-138216481,625136474175] 48660480
+397120 j 1 [0,1,0,-18721,693855] 1228800
+397120 j 2 [0,1,0,-274721,55324255] 2457600
+397120 k 1 [0,1,0,-3321,-29945] 483328
+397120 k 2 [0,1,0,-28321,1805055] 966656
+397120 l 1 [0,1,0,-2656,78750] 599040
+397120 l 2 [0,1,0,-48281,4066375] 1198080
+397120 m 1 [0,1,0,-35905,-2383425] 1966080
+397120 m 2 [0,1,0,46015,-11607617] 3932160
+397120 n 1 [0,-1,0,-5797441,-5270759359] 12939264
+397120 n 2 [0,-1,0,-467157441,-3886204215359] 38817792
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+397120 o 2 [0,-1,0,-2790881,-1792875935] 7962624
+397120 p 1 [0,-1,0,-291521,60680545] 1548288
+397120 q 1 [0,-1,0,-341,205] 115200
+397120 r 1 [0,-1,0,-258501,-50437805] 1938816
+397120 s 1 [0,-1,0,-49482401,-133958659775] 12484608
+397120 t 1 [0,-1,0,-12161,520225] 368640
+397120 u 1 [0,-1,0,-64481,5388385] 1843200
+397120 v 1 [0,-1,0,-15151,722885] 329472
+397120 w 1 [0,-1,0,-91,365] 56576
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+397120 y 1 [0,-1,0,-2401,2561] 552960
+397120 z 1 [0,-1,0,-25,47] 46720
+397120 ba 1 [0,-1,0,-3125,67375] 466560
+397120 ba 2 [0,-1,0,-26485,-1618633] 1399680
+397120 bb 1 [0,-1,0,-705,4705] 180224
+397120 bc 1 [0,-1,0,-9825,127777] 788480
+397120 bd 1 [0,-1,0,-26945,-1692863] 675840
+397120 be 1 [0,-1,0,-577665,-168759263] 2875392
+397120 bf 1 [0,-1,0,-171045,27284605] 1500160
+397120 bg 1 [0,-1,0,-14625,-477023] 811008
+397120 bh 1 [0,-1,0,-16940385,26841460225] 15040512
+397120 bi 1 [0,-1,0,-16385,789505] 933888
+397120 bj 1 [0,-1,0,-56065,-5090143] 1548288
+397120 bk 1 [0,0,0,-25648,919752] 2128896
+397120 bk 2 [0,0,0,80932,6589808] 4257792
+397120 bl 1 [0,0,0,-11948,632272] 614400
+397120 bm 1 [0,0,0,-1388,-16688] 229376
+397120 bm 2 [0,0,0,2612,-95088] 458752
+397120 bn 1 [0,0,0,-1388,16688] 229376
+397120 bn 2 [0,0,0,2612,95088] 458752
+397120 bo 1 [0,0,0,-11948,-632272] 614400
+397120 bp 1 [0,0,0,-25648,-919752] 2128896
+397120 bp 2 [0,0,0,80932,-6589808] 4257792
+397120 bq 1 [0,0,0,-872,5096] 249856
+397120 bq 2 [0,0,0,-6652,-205296] 499712
+397120 bq 3 [0,0,0,148,-605136] 999424
+397120 bq 4 [0,0,0,-105932,-13270544] 999424
+397120 br 1 [0,0,0,-872,-5096] 249856
+397120 br 2 [0,0,0,-6652,205296] 499712
+397120 br 3 [0,0,0,-105932,13270544] 999424
+397120 br 4 [0,0,0,148,605136] 999424
+397120 bs 1 [0,1,0,-2401,-2561] 552960
+397120 bt 1 [0,1,0,-8321,289055] 387072
+397120 bu 1 [0,1,0,-91,-365] 56576
+397120 bv 1 [0,1,0,-15151,-722885] 329472
+397120 bw 1 [0,1,0,-64481,-5388385] 1843200
+397120 bx 1 [0,1,0,-12161,-520225] 368640
+397120 by 1 [0,1,0,-49482401,133958659775] 12484608
+397120 bz 1 [0,1,0,-341,-205] 115200
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+397120 cb 1 [0,1,0,-291521,-60680545] 1548288
+397120 cc 1 [0,1,0,-104481,-10072225] 2654208
+397120 cc 2 [0,1,0,-2790881,1792875935] 7962624
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+397120 cd 2 [0,1,0,-467157441,3886204215359] 38817792
+397120 ce 1 [0,1,0,-56065,5090143] 1548288
+397120 cf 1 [0,1,0,-16385,-789505] 933888
+397120 cg 1 [0,1,0,-16940385,-26841460225] 15040512
+397120 ch 1 [0,1,0,-14625,477023] 811008
+397120 ci 1 [0,1,0,-171045,-27284605] 1500160
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+397120 ck 1 [0,1,0,-26945,1692863] 675840
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+397120 cn 2 [0,1,0,-26485,1618633] 1399680
+397120 co 1 [0,1,0,-25,-47] 46720
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+397120 cp 2 [0,-1,0,-48281,-4066375] 1198080
+397120 cq 1 [0,-1,0,-18721,-693855] 1228800
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+397120 cr 1 [0,-1,0,-138200481,-625288515775] 24330240
+397120 cr 2 [0,-1,0,-138216481,-625136474175] 48660480
+397120 cs 1 [0,-1,0,-3321,29945] 483328
+397120 cs 2 [0,-1,0,-28321,-1805055] 966656
+397120 ct 1 [0,-1,0,-2997921,1998560321] 12779520
+397120 ct 2 [0,-1,0,-2670241,2452003905] 25559040
+397120 cu 1 [0,-1,0,-1521,-21679] 344064
+397120 cu 2 [0,-1,0,479,-76479] 688128
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+397120 cv 2 [0,-1,0,46015,11607617] 3932160
+397120 cw 1 [0,0,0,-88108,6992432] 6082560
+397120 cx 1 [0,0,0,-866039308,9248640144368] 373800960
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+397126 a 1 [1,1,0,-10324,-457504] 1329408
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+397128 b 1 [0,-1,0,-73,-899] 86272
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+397131 a 1 [1,0,0,-28,245] 67200
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+397138 a 1 [1,-1,0,871507,-69947867] 14264320
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+397146 a 1 [1,1,1,-388,-3115] 156672
+397146 b 1 [1,1,1,-150211,-22469599] 2979200
+397149 a 1 [1,1,1,-9,-36] 71552
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+397150 k 1 [1,-1,0,-85692242,-293715975084] 64512000
+397150 k 2 [1,-1,0,-1356572242,-19231098855084] 129024000
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+397150 s 1 [1,1,0,-46794075,123389070875] 78382080
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+397150 t 1 [1,1,0,2025,-152875] 917568
+397150 t 2 [1,1,0,-166975,-26347875] 2752704
+397150 u 1 [1,1,0,-2380875,1429587125] 12192768
+397150 u 2 [1,1,0,8540750,7209112500] 36578304
+397150 v 1 [1,1,0,-741575,387702125] 10886400
+397150 v 2 [1,1,0,6124050,-6429863500] 32659200
+397150 w 1 [1,-1,0,-30367,-206959] 5241600
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+397150 z 1 [1,0,0,-29663,3101617] 2177280
+397150 z 2 [1,0,0,244962,-51438908] 6531840
+397150 ba 1 [1,0,0,-33888813,-163096770383] 124185600
+397150 bb 1 [1,0,0,-464838,-408949958] 15805440
+397150 bc 1 [1,0,0,-1047888,-412980608] 8805888
+397150 bd 1 [1,0,0,-1871763,987112567] 15676416
+397150 bd 2 [1,0,0,3092612,4844034792] 47029248
+397150 be 1 [1,1,1,-3244888,2265952281] 20217600
+397150 bf 1 [1,1,1,-617783,-1249190259] 18289152
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+397150 bg 1 [1,1,1,50612,296031] 2592000
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+397215 l 1 [1,-1,1,-42946493,108336502356] 34836480
+397215 l 2 [1,-1,1,-44443688,100378611492] 69672960
+397215 m 1 [1,-1,1,-4748,46446] 866304
+397215 m 2 [1,-1,1,-61493,5879832] 1732608
+397215 n 1 [1,-1,1,-8213,138692] 1456128
+397215 n 2 [1,-1,1,-64958,-6262144] 2912256
+397215 o 1 [1,-1,1,-27008,1715106] 761856
+397215 o 2 [1,-1,1,-26633,1764756] 1523712
+397215 p 1 [1,-1,1,-25536683,45747831106] 38983680
+397215 p 2 [1,-1,1,-399542978,3074002000462] 77967360
+397215 q 1 [1,-1,1,-6557,-1121844] 1105920
+397215 q 2 [1,-1,1,-207212,-36116076] 2211840
+397215 r 1 [1,-1,1,-20621973362,-1139792255652216] 580812800
+397215 r 2 [1,-1,1,-21638568767,-1021212094593234] 1161625600
+397215 r 3 [1,-1,1,-101052572072,11412606637269294] 2323251200
+397215 r 4 [1,-1,1,41509908058,-5865912717825774] 2323251200
+397215 s 1 [1,-1,1,-4622,-422904] 1351680
+397215 t 1 [0,0,1,-340518,76481874] 1797120
+397215 u 1 [0,0,1,-175613268,-895372783767] 58798080
+397215 v 1 [0,0,1,-4098,322609] 785664
+397215 w 1 [0,0,1,6252,-152541] 753408
+397215 w 2 [0,0,1,-63948,8606664] 2260224
+397215 x 1 [0,0,1,-4728,-114867] 442368
+397215 x 2 [0,0,1,-80328,8742618] 1327104
+397215 y 1 [0,0,1,-1590798,-1838664216] 11321856
+397215 y 2 [0,0,1,13877952,41683507659] 33965568
+397215 y 3 [0,0,1,-628218048,6072360503184] 101896704
+397215 z 1 [0,0,1,-6114468,-6308955986] 19169280
+397215 ba 1 [1,-1,0,-195795,1885780120] 21676032
+397215 ba 2 [1,-1,0,-24110640,45023377531] 43352064
+397215 ba 3 [1,-1,0,-384473565,2901764429176] 86704128
+397215 ba 4 [1,-1,0,-46385235,-51198417950] 86704128
+397215 bb 1 [1,-1,0,172125,33679800] 4718592
+397215 bb 2 [1,-1,0,-1113120,336740571] 9437184
+397215 bb 3 [1,-1,0,-16513245,25830107496] 18874368
+397215 bb 4 [1,-1,0,-6276915,-5776159950] 18874368
+397215 bb 5 [1,-1,0,-264205170,1653017439591] 37748736
+397215 bb 6 [1,-1,0,-15223320,30033457101] 37748736
+397215 bc 1 [1,-1,0,-24570,-1531985] 1179648
+397215 bc 2 [1,-1,0,-397215,-96258344] 2359296
+397215 bc 3 [1,-1,0,-401310,-94169075] 4718592
+397215 bc 4 [1,-1,0,-6355440,-6165306329] 4718592
+397215 bd 1 [1,-1,0,-4270680,-3389796149] 10838016
+397215 bd 2 [1,-1,0,-5767875,-802343750] 21676032
+397215 be 1 [1,-1,0,-4779,-68040] 798720
+397215 be 2 [1,-1,0,-35334,2516913] 1597440
+397215 bf 1 [1,-1,0,-224064,-104756405] 6684672
+397215 bf 2 [1,-1,0,-4977189,-4267543280] 13369344
+397215 bf 3 [1,-1,0,-6395814,-1637128805] 26738688
+397215 bf 4 [1,-1,0,-79608564,-273373355255] 26738688
+397215 bg 1 [1,-1,0,-2837409,-1693418312] 12994560
+397215 bg 2 [1,-1,0,-44393664,-113837128055] 25989120
+397215 bh 1 [1,-1,0,-243069,-46064800] 2285568
+397215 bh 2 [1,-1,0,-239694,-47408725] 4571136
+397215 bi 1 [0,0,1,-7383,-243887] 750080
+397215 bj 1 [0,0,1,-1990413,1080843743] 4965120
+397215 bk 1 [0,0,1,-21033,-1345201] 1839360
+397215 bl 1 [0,0,1,-10113,391443] 533376
+397215 bm 1 [0,0,1,-363,-3231] 280576
+397215 bn 1 [0,0,1,-1144773993,14908287021673] 95219712
+397215 bo 1 [0,0,1,-7563,-253481] 847872
+397215 bp 1 [0,0,1,-274377,124008885] 10997760
+397215 bq 1 [0,0,1,-2187,-34783] 601344
+397215 br 1 [0,0,1,-237,-1715] 238080
+397215 bs 1 [0,0,1,-38757,-2938163] 1815040
+397218 a 1 [1,0,1,-26,-106] 76752
+397218 b 1 [1,0,0,-46383,3853881] 2100240
+397218 b 2 [1,0,0,104817,20250009] 6300720
+397222 a 1 [1,0,1,-311,4152] 246456
+397222 a 2 [1,0,1,2664,-86050] 739368
+397222 b 1 [1,-1,0,2,-172] 180480
+397222 c 1 [1,1,1,-36481,2781567] 1330560
+397222 d 1 [1,1,1,-693,7723] 217728
+397222 e 1 [1,0,0,18978,-1130812] 1983744
+397224 a 1 [0,0,0,-660,-6524] 72480
+397224 b 1 [0,0,0,-5940,176148] 217440
+397225 a 1 [1,0,1,-226,-1527] 136296
+397226 a 1 [1,-1,0,200,-3776] 351720
+397230 a 1 [1,0,1,-29,92] 116352
+397230 b 1 [1,1,1,-80,65] 114048
+397230 c 1 [1,0,0,-49701,4264065] 1569024
+397230 c 2 [1,0,0,56859,18969921] 4707072
+397230 d 1 [1,0,0,-2056,28736] 416256
+397230 d 2 [1,0,0,4344,173376] 832512
+397232 a 1 [0,0,0,-259741,-71648585] 12384000
+397232 b 1 [0,0,0,-4624,134512] 962400
+397232 c 1 [0,-1,0,28,-185] 81152
+397232 d 1 [0,-1,0,-14297,662773] 254656
+397232 e 1 [0,-1,0,-2872,-63504] 611712
+397232 e 2 [0,-1,0,17848,69104] 1835136
+397232 f 1 [0,0,0,-720019,238858145] 10420480
+397233 a 1 [0,0,1,-8056029,-11586446060] 43683840
+397233 b 1 [0,0,1,-29199,1953000] 1781760
+397233 c 1 [0,0,1,-10059,-529684] 1615264
+397233 d 1 [0,0,1,-8229,-311432] 1503360
+397233 e 1 [0,0,1,-2739,-64094] 505152
+397233 f 1 [0,0,1,-5178,-185963] 565248
+397233 g 1 [0,0,1,-21162,-1402191] 952320
+397233 h 1 [0,0,1,-1026277374,-12654507282471] 78773760
+397233 i 1 [0,0,1,-4176,104699] 311296
+397233 j 1 [0,0,1,-574806,-167739912] 2613248
+397233 k 1 [0,0,1,-90531,14301461] 4845792
+397234 a 1 [1,-1,0,785,1897] 555264
+397234 b 1 [1,-1,0,-32251,2245733] 3440640
+397234 c 1 [1,1,1,-2987,103497] 817152
+397235 a 1 [1,-1,1,-96222,11463446] 1998304
+397236 a 1 [0,-1,0,238,1617] 230976
+397236 b 1 [0,-1,0,756,-9048] 361920
+397236 c 1 [0,1,0,-59942534,216345199125] 71587200
+397236 d 1 [0,1,0,-98,357] 65184
+397239 a 1 [0,-1,1,-6171990,5903877332] 17191200
+397239 b 1 [0,-1,1,-1433,14825] 315360
+397239 c 1 [0,1,1,-499,421] 290400
+397242 a 1 [1,-1,0,-201546,34906356] 6054912
+397242 b 1 [1,-1,0,-50418,4370004] 1323840
+397242 c 1 [1,-1,0,-414621,-97403621] 7378560
+397242 d 1 [1,-1,1,28201,-457873] 3104640
+397242 e 1 [1,-1,1,-6828683,-6866660145] 7136640
+397242 f 1 [1,-1,1,-140,-3621] 246784
+397242 g 1 [1,-1,1,-22694,551733] 2114560
+397242 g 2 [1,-1,1,-189734,-31386315] 4229120
+397242 h 1 [1,-1,1,274,-1587] 218112
+397243 a 1 [0,-1,1,-73124,-7588736] 2304000
+397243 b 1 [0,-1,1,-20302,-1106722] 1281024
+397243 c 1 [1,-1,1,-718521,72183444] 16934400
+397243 d 1 [1,1,1,-471479,-122603832] 5529600
+397243 e 1 [1,0,0,-138872126,-629905532761] 33177600
+397243 f 1 [1,1,1,-176242613,-900652172078] 39260160
+397243 f 2 [1,1,1,-2819894778,-57637657476442] 78520320
+397243 g 1 [1,-1,1,-14664,-206258] 2419200
+397243 h 1 [0,0,1,-29858444,-63240206626] 26542080
+397243 i 1 [1,0,1,-77201,7116855] 3179520
+397243 i 2 [1,0,1,130314,38825147] 6359040
+397243 j 1 [1,-1,0,5818034689,291653439690080] 969062400
+397243 j 2 [1,-1,0,-46699891156,3197396751597747] 1938124800
+397243 j 3 [1,-1,0,-709862009621,230192617237643220] 3876249600
+397243 j 4 [1,-1,0,-223824586211,-37830881987467178] 3876249600
+397243 k 1 [1,0,1,-118704,14836413] 2211840
+397243 l 1 [1,-1,0,-69295,7022252] 2211840
+397243 m 1 [0,1,1,2405198,-250515457] 29030400
+397243 n 1 [0,-1,1,-2456582,1482872929] 14091264
+397243 o 1 [0,-1,1,-1976,13844599] 8110080
+397244 a 1 [0,0,0,11,-59] 131040
+397244 b 1 [0,1,0,-206,-3139] 128736
+397245 a 1 [0,-1,1,-1686,-221254] 1164800
+397245 b 1 [1,1,1,-145105,14084102] 4243968
+397245 b 2 [1,1,1,-2098230,1168771602] 8487936
+397245 b 3 [1,1,1,-33570105,74850725352] 16975872
+397245 b 4 [1,1,1,-1876355,1425880352] 16975872
+397245 c 1 [1,0,0,-30005,1977912] 1196544
+397245 c 2 [1,0,0,-55210,-1838125] 2393088
+397245 c 3 [1,0,0,203585,-14105008] 4786176
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+397245 d 1 [0,-1,1,505,2813] 232704
+397245 e 1 [1,1,0,-8068653,-8825013018] 10432800
+397245 f 1 [1,1,0,-35405851918,2564238973426447] 665874432
+397245 f 2 [1,1,0,-566493742543,164111934372254572] 1331748864
+397245 g 1 [1,0,1,5591,-5593] 888960
+397245 g 2 [1,0,1,-22384,-50353] 1777920
+397245 h 1 [1,0,1,-124,-463] 88800
+397248 a 1 [0,-1,0,-49,139] 70400
+397248 b 1 [0,-1,0,-33,-2367] 193536
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+397248 h 1 [0,1,0,-33,2367] 193536
+397248 i 1 [0,1,0,-25447,1163075] 1392640
+397248 j 1 [0,1,0,-677,-6525] 229376
+397254 a 1 [1,1,1,631193,65318045] 13613760
+397254 b 1 [1,0,0,-134772,-19982736] 7492800
+397255 a 1 [0,-1,1,-1506,-23544] 516096
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+397256 a 1 [0,0,0,-3167,67970] 367104
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+397257 a 1 [1,0,0,-45345,3577518] 1256304
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+397262 a 1 [1,1,0,142,3236] 223808
+397264 a 1 [0,0,0,-299,-2214] 135168
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+397264 c 1 [0,1,0,-344,-2668] 137856
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+397264 e 1 [0,-1,0,-89,-427] 113152
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+397265 a 1 [0,0,1,-3323,148359] 1165056
+397265 b 1 [0,1,1,-48086,4154491] 2833920
+397266 a 1 [1,1,0,-305907,-65211795] 6907040
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+397266 f 1 [1,1,1,-37243,2750885] 504768
+397266 f 2 [1,1,1,-37233,2752449] 1009536
+397266 g 1 [1,0,0,-1899,31185] 412800
+397269 a 1 [1,-1,0,-657,6858] 144000
+397269 b 1 [1,-1,0,-10404,338161] 907776
+397270 a 1 [1,0,0,-90,-400] 97200
+397271 a 1 [0,0,1,-83824,-9341227] 1025280
+397271 b 1 [1,1,0,13766,-1201497] 1635840
+397271 b 2 [1,1,0,-121229,-13810030] 3271680
+397272 a 1 [0,-1,0,5467536,-147549924] 27659936
+397272 b 1 [0,-1,0,-84,372] 65952
+397272 c 1 [0,1,0,-368,2589] 103040
+397275 a 1 [0,-1,1,1742,-18282] 546192
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+397275 g 1 [1,0,1,-3863751,-1200902477] 20336640
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+397278 a 1 [1,-1,0,-1440,-20678] 175680
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+397280 a 1 [0,1,0,-354006,80618200] 4718592
+397280 a 2 [0,1,0,-171601,163758399] 9437184
+397280 b 1 [0,1,0,-28230,1816228] 1130496
+397280 b 2 [0,1,0,-29185,1685775] 2260992
+397280 c 1 [0,1,0,-150,-440] 94208
+397280 c 2 [0,1,0,-1105,13503] 188416
+397280 d 1 [0,-1,0,-354006,-80618200] 4718592
+397280 d 2 [0,-1,0,-171601,-163758399] 9437184
+397280 e 1 [0,-1,0,-150,440] 94208
+397280 e 2 [0,-1,0,-1105,-13503] 188416
+397280 f 1 [0,-1,0,-28230,-1816228] 1130496
+397280 f 2 [0,-1,0,-29185,-1685775] 2260992
+397282 a 1 [1,1,1,-2292,41269] 255200
+397286 a 1 [1,1,0,64,-256] 99168
+397286 b 1 [1,-1,1,2421,-47717] 2573676
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+397290 h 4 [1,1,0,-87437967622,7852553260726804] 3306700800
+397290 i 1 [1,1,0,-7582,-257036] 528384
+397290 i 2 [1,1,0,-9582,-113436] 1056768
+397290 i 3 [1,1,0,-87482,9842184] 2113536
+397290 i 4 [1,1,0,36318,-838656] 2113536
+397290 j 1 [1,1,0,-3897,89829] 580608
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+397290 o 2 [1,0,1,-82084,4488692546] 33484800
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+397290 q 1 [1,0,1,-1994,35126] 454144
+397290 r 1 [1,0,1,-2711644,-1748519014] 15298560
+397290 r 2 [1,0,1,-43593564,-110788776038] 30597120
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+397290 s 2 [1,0,1,-14173,625028] 1603584
+397290 s 3 [1,0,1,-224503,40924256] 3207168
+397290 s 4 [1,0,1,-37123,-1917832] 3207168
+397290 t 1 [1,0,1,-21209498,-37597944244] 18481152
+397290 t 2 [1,0,1,-21209578,-37597646452] 36962304
+397290 t 3 [1,0,1,-21848358,-35212697444] 73924608
+397290 t 4 [1,0,1,-20572078,-39963536452] 73924608
+397290 u 1 [1,0,1,-2458,-62644] 587136
+397290 v 1 [1,0,1,-28033243,57119585306] 36771840
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+397290 x 2 [1,0,1,-154353603,722621075518] 122674176
+397290 y 1 [1,0,1,164997,43602886] 4669440
+397290 y 2 [1,0,1,-1314683,476261318] 9338880
+397290 y 3 [1,0,1,-19971163,34348966406] 18677760
+397290 y 4 [1,0,1,-6333083,-5700385402] 18677760
+397290 z 1 [1,0,1,-1102153,409550348] 16128000
+397290 ba 1 [1,1,1,-67026,6651099] 2058240
+397290 ba 2 [1,1,1,-66776,6703499] 4116480
+397290 bb 1 [1,1,1,-291001,60299339] 3244032
+397290 bc 1 [1,1,1,-1361,11183] 595968
+397290 bc 2 [1,1,1,-9361,-344017] 1191936
+397290 bc 3 [1,1,1,2039,-1114657] 2383872
+397290 bc 4 [1,1,1,-148761,-22146177] 2383872
+397290 bd 1 [1,1,1,-766,20909] 630400
+397290 be 1 [1,1,1,-4498706,3681568703] 21168000
+397290 bf 1 [1,1,1,-2022490,-175307545] 19740672
+397290 bf 2 [1,1,1,7977510,-1383307545] 39481344
+397290 bg 1 [1,1,1,310,4595] 316416
+397290 bg 2 [1,1,1,-2920,51107] 632832
+397290 bh 1 [1,1,1,-3205,61595] 645120
+397290 bi 1 [1,1,1,5666791870,66076752264527] 1086259200
+397290 bi 2 [1,1,1,-24616083010,549318756449615] 2172518400
+397290 bi 3 [1,1,1,-320104083010,69653560778849615] 4345036800
+397290 bi 4 [1,1,1,-213654081090,-37626829340607153] 4345036800
+397290 bj 1 [1,0,0,-12333936,16668917760] 22339584
+397290 bj 2 [1,0,0,-13583936,13084667760] 44679168
+397290 bj 3 [1,0,0,37858564,88571392260] 89358336
+397290 bj 4 [1,0,0,-85026436,-291789056740] 89358336
+397290 bk 1 [1,0,0,-1856,76416] 806400
+397290 bl 1 [1,0,0,-61286,-4719900] 2519040
+397290 bm 1 [1,0,0,22199,1895705] 4313088
+397290 bm 2 [1,0,0,-162121,19922201] 8626176
+397290 bm 3 [1,0,0,-2442121,1468634201] 17252352
+397290 bm 4 [1,0,0,-831241,-274356775] 17252352
+397290 bn 1 [1,0,0,-120,-600] 201600
+397290 bo 1 [1,0,0,60920490,99970350372] 123379200
+397290 bp 1 [1,0,0,-43225,-523045543] 15120000
+397290 bq 1 [1,0,0,-2689280,1696465152] 15482880
+397290 br 1 [1,0,0,-135915,6061617] 6819840
+397290 bs 1 [1,0,0,-472730,-230695548] 13680000
+397290 bt 1 [1,0,0,221790,27755172] 5760000
+397290 bu 1 [1,0,0,-6745,6137] 1327104
+397292 a 1 [0,1,0,-158237,24174856] 2696064
+397292 b 1 [0,-1,0,-165293,-25811015] 987840
+397292 b 2 [0,-1,0,-145693,-32181799] 2963520
+397292 c 1 [0,-1,0,-3229,-69558] 385152
+397293 a 1 [0,-1,1,21040,383960] 2604096
+397293 b 1 [1,0,0,-17685677,-28628789064] 15707520
+397293 c 1 [1,0,0,-2216,29919] 325248
+397293 d 1 [0,-1,1,-931,12378] 201600
+397293 e 1 [1,1,0,-22951,-1347896] 463104
+397293 e 2 [1,1,0,-23256,-1310625] 926208
+397293 f 1 [1,1,0,-3197,87642] 470016
+397293 g 1 [1,1,0,-26857,-804752] 1617408
+397294 a 1 [1,0,1,-2020,-35102] 246560
+397294 b 1 [1,0,0,-9,121] 115200
+397294 c 1 [1,1,1,-1718,-28125] 186400
+397294 d 1 [1,1,1,478,-3537] 193920
+397295 a 1 [1,-1,1,-166812,-43586376] 7267904
+397296 a 1 [0,0,0,-327,17170] 576000
+397296 b 1 [0,0,0,-56307,-5142350] 2045952
+397296 c 1 [0,0,0,-282,-1145] 221184
+397296 d 1 [0,0,0,-2655342,-1028717145] 24509952
+397296 e 1 [0,0,0,-61779,5910514] 1277952
+397296 f 1 [0,0,0,-188180949,1933744105411] 201277440
+397296 g 1 [0,0,0,392541,-116562526] 6967296
+397296 g 2 [0,0,0,-11928099,-15936799966] 20901888
+397296 h 1 [0,0,0,-406299,-1144618454] 14376960
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+397296 j 1 [0,0,0,155724861,2456714108866] 213835776
+397296 k 1 [0,0,0,-543819,-377783046] 10813440
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+397296 m 1 [0,0,0,4389,333434] 1520640
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+397296 o 1 [0,0,0,-1131,14634] 229376
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+397296 r 1 [0,0,0,-3883923,2946148146] 5750784
+397296 s 1 [0,0,0,-330483,-31039397966] 30965760
+397296 t 1 [0,0,0,-13683,2152501] 1179648
+397296 u 1 [0,0,0,-163083,-25359174] 2316288
+397296 v 1 [0,0,0,-1920,-32101] 215040
+397296 w 1 [0,0,0,-3000,-47221] 516096
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+397296 y 1 [0,0,0,165,202] 98304
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+397296 ba 1 [0,0,0,-117457635,-489428087326] 48936960
+397296 ba 2 [0,0,0,-9511142115,-357023760429598] 146810880
+397296 bb 1 [0,0,0,8160,-161332] 608256
+397296 bc 1 [0,0,0,-22395,1284266] 663552
+397296 bd 1 [0,0,0,9285,167402] 829440
+397296 bd 2 [0,0,0,-102315,-15362854] 2488320
+397296 be 1 [0,0,0,-75,3098] 144384
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+397296 bg 1 [0,0,0,-540,-4617] 126720
+397296 bh 1 [0,0,0,-198795,-9694262] 2918400
+397296 bi 1 [0,0,0,-2595,-23006] 313344
+397296 bj 1 [0,0,0,-60,171] 42240
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+397296 bl 1 [0,0,0,-135,566] 74752
+397296 bm 1 [0,0,0,-1215,-15282] 224256
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+397296 bo 1 [0,0,0,-1587,56018] 397312
+397296 bp 1 [0,0,0,-431547,-109116598] 1916928
+397296 bq 1 [0,0,0,753,-2887] 250560
+397296 br 1 [0,0,0,33,-263] 70080
+397296 bs 1 [0,0,0,-757227,-327164902] 9609216
+397296 bt 1 [0,0,0,-1467747,684697698] 6948864
+397296 bu 1 [0,0,0,5963541,-316216550] 28200960
+397296 bu 2 [0,0,0,-23896299,-2531816678] 56401920
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+397296 bx 1 [0,0,0,-69579,-7055478] 1216512
+397296 by 1 [0,0,0,-10179,-395118] 688128
+397296 bz 1 [0,0,0,-3279,70238] 450560
+397296 ca 1 [0,0,0,-24834,1506323] 508928
+397296 ca 2 [0,0,0,-24879,1500590] 1017856
+397296 ca 3 [0,0,0,-8859,3406970] 2035712
+397296 ca 4 [0,0,0,-41619,-772702] 2035712
+397296 cb 1 [0,0,0,-60294,5698483] 645120
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+397296 cc 2 [0,0,0,-47019,3407578] 1880064
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+397296 ce 1 [0,0,0,609,-208483] 720896
+397296 cf 1 [0,0,0,1401523749,-66331280939382] 641507328
+397296 cg 1 [0,0,0,-4894371,10200142242] 32440320
+397296 ch 1 [0,0,0,13149,-172638] 1105920
+397296 ci 1 [0,0,0,-200523,24641530] 4608000
+397296 cj 1 [0,0,0,-295038,38100635] 8169984
+397298 a 1 [1,0,1,120,470] 162120
+397298 b 1 [1,0,1,-510287,-140408078] 5735040
+397300 a 1 [0,0,0,-244600,46562125] 3161088
+397300 b 1 [0,-1,0,-733,-2743] 191808
+397300 c 1 [0,-1,0,-82833,9203662] 673920
+397300 c 2 [0,-1,0,-87833,8035162] 2021760
+397300 d 1 [0,-1,0,-90833,10567162] 1503360
+397300 e 1 [0,0,0,-29375,1943750] 959040
+397300 f 1 [0,0,0,-33100,-2317875] 350208
+397300 f 2 [0,0,0,-32975,-2336250] 700416
+397300 g 1 [0,0,0,-4800700,-4048600875] 3608064
+397300 g 2 [0,0,0,-4800575,-4048822250] 7216128
+397300 h 1 [0,0,0,-1175,15550] 191808
+397300 i 1 [0,1,0,-4533,109688] 340992
+397300 j 1 [0,1,0,-833,-9412] 190080
+397300 k 1 [0,1,0,-18333,-379537] 959040
+397302 a 1 [1,1,0,-1411,19789] 280960
+397302 a 2 [1,1,0,-1891,4525] 561920
+397302 b 1 [1,1,0,-260,-816] 266112
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+397302 j 1 [1,0,0,-107,-399] 115200
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+397307 a 1 [0,-1,1,798,1008] 327200
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+397310 g 1 [1,-1,1,-58,-103] 74000
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+397311 a 1 [0,1,1,-55,-35] 72672
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+397314 a 1 [1,-1,1,-4145,-101667] 253440
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+397320 a 4 [0,-1,0,1257664,674181036] 15925248
+397320 b 1 [0,-1,0,3464,35740] 638976
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+397320 q 1 [0,-1,0,804,-5004] 294912
+397320 q 2 [0,-1,0,-3696,-39204] 589824
+397320 q 3 [0,-1,0,-29496,1931916] 1179648
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+397320 s 3 [0,-1,0,-134900976,603118999836] 56033280
+397320 s 4 [0,-1,0,-133176,26906163516] 56033280
+397320 t 1 [0,-1,0,-182491,31754416] 3489792
+397320 t 2 [0,-1,0,-2965236,1966318740] 6979584
+397320 u 1 [0,-1,0,-28711996,59226133876] 14155776
+397320 u 2 [0,-1,0,-28713616,59219117980] 28311552
+397320 u 3 [0,-1,0,-25385416,73465145260] 56623104
+397320 u 4 [0,-1,0,-32067736,44524047436] 56623104
+397320 v 1 [0,-1,0,-186891,-31030020] 2322432
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+397320 w 2 [0,-1,0,-56384916,162932310180] 43057152
+397320 w 3 [0,-1,0,-902080536,10428662302236] 86114304
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+397320 x 1 [0,-1,0,1084,6756] 417792
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+397320 z 1 [0,-1,0,-2871,-55404] 458752
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+397320 ba 1 [0,-1,0,-15356,-727020] 632832
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+397320 bb 1 [0,-1,0,-516,54180] 624640
+397320 bb 2 [0,-1,0,-24816,1502460] 1249280
+397320 bc 1 [0,-1,0,595884,525171780] 11698176
+397320 bc 2 [0,-1,0,-7262736,6802637436] 23396352
+397320 bd 1 [0,-1,0,160768460,14240302080100] 316968960
+397320 bd 2 [0,-1,0,-7925751520,263696505031132] 633937920
+397320 be 1 [0,-1,0,-155,12] 159744
+397320 be 2 [0,-1,0,-1660,26500] 319488
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+397320 bl 1 [0,-1,0,65,-8900] 262144
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+397320 bo 1 [0,-1,0,-1160,-9348] 315392
+397320 bo 2 [0,-1,0,-16640,-820500] 630784
+397320 bp 1 [0,-1,0,-1154895,177582132] 10616832
+397320 bp 2 [0,-1,0,-10012700,-12067447500] 21233664
+397320 bp 3 [0,-1,0,-2000080,-30852233828] 42467328
+397320 bp 4 [0,-1,0,-159750200,-777106282500] 42467328
+397320 bq 1 [0,-1,0,-34655,1461660] 2457600
+397320 bq 2 [0,-1,0,-487660,131202292] 4915200
+397320 bq 3 [0,-1,0,-7801960,8390509852] 9830400
+397320 bq 4 [0,-1,0,-421440,168047100] 9830400
+397320 br 1 [0,-1,0,-437480,107001900] 8017920
+397320 bs 1 [0,-1,0,-4740,28260] 829440
+397320 bs 2 [0,-1,0,18480,204732] 1658880
+397320 bt 1 [0,-1,0,-6885075,2038612500] 23224320
+397320 bt 2 [0,-1,0,26193300,15905067300] 46448640
+397320 bu 1 [0,-1,0,-121220,38748900] 4669440
+397320 bu 2 [0,-1,0,-2611400,1623499452] 9338880
+397320 bv 1 [0,-1,0,-34475,2475252] 1044480
+397320 bv 2 [0,-1,0,-35980,2248900] 2088960
+397320 bw 1 [0,-1,0,-486340,-668620028] 12582912
+397320 bw 2 [0,-1,0,-14834520,-21909665700] 25165824
+397320 bw 3 [0,-1,0,-22118720,1857222060] 50331648
+397320 bw 4 [0,-1,0,-237121200,-1405333047348] 50331648
+397320 bx 1 [0,-1,0,-1475,-21000] 276480
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+397320 by 1 [0,1,0,-11396,622080] 1280000
+397320 by 2 [0,1,0,-198896,34072080] 2560000
+397320 bz 1 [0,1,0,-231,-12246] 360448
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+397320 bz 3 [0,1,0,-15496,144704] 1441792
+397320 bz 4 [0,1,0,-151376,-22719600] 1441792
+397320 ca 1 [0,1,0,709844,-367459456] 11468800
+397320 ca 2 [0,1,0,-5439376,-3953684560] 22937600
+397320 cb 1 [0,1,0,67209,10917270] 4128768
+397320 cb 2 [0,1,0,-521036,117507264] 8257536
+397320 cb 3 [0,1,0,-7895536,8536236464] 16515072
+397320 cb 4 [0,1,0,-2558456,-1470050400] 16515072
+397320 cc 1 [0,1,0,452605544524,115843529306336640] 8696365056
+397320 cc 2 [0,1,0,-2599152267976,1095550560556336640] 17392730112
+397320 cc 3 [0,1,0,-37762011642976,89302652253668836640] 34785460224
+397320 cc 4 [0,1,0,-16264417892976,-24410252304431163360] 34785460224
+397320 cd 1 [0,1,0,2247944,807432800] 20772864
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+397320 ce 2 [0,1,0,-85316,9379920] 2654208
+397320 cf 1 [0,1,0,-15576,126720] 1204224
+397320 cf 2 [0,1,0,-154896,-23390496] 2408448
+397320 cg 1 [0,1,0,-191191,-32239966] 1966080
+397320 cg 2 [0,1,0,-200436,-28959840] 3932160
+397320 cg 3 [0,1,0,-928856,317185344] 7864320
+397320 cg 4 [0,1,0,380064,-165029040] 7864320
+397320 ch 1 [0,1,0,-856336,80082464] 9676800
+397320 ci 1 [0,1,0,-546371,108188574] 9455616
+397320 ci 2 [0,1,0,-3329116,-2254918480] 18911232
+397320 cj 1 [0,1,0,-739815956,-7745464754976] 62208000
+397320 cj 2 [0,1,0,-739813376,-7745521475760] 124416000
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+397320 cl 1 [0,1,0,-8850511,-10137411190] 9142272
+397320 cl 2 [0,1,0,-8853636,-10129897440] 18284544
+397320 cl 3 [0,1,0,-11455136,-3692745840] 36569088
+397320 cl 4 [0,1,0,-6302136,-16086119040] 36569088
+397320 cm 1 [0,1,0,-9371,-122490] 1013760
+397320 cm 2 [0,1,0,-83116,9110384] 2027520
+397320 cn 1 [0,1,0,-8135776,3425045984] 26611200
+397320 co 1 [0,1,0,2324,-54880] 573440
+397320 co 2 [0,1,0,-15496,-568096] 1146880
+397320 cp 1 [0,1,0,55360944,-6423443856] 91422720
+397320 cp 2 [0,1,0,-221646776,-51631103760] 182845440
+397320 cq 1 [0,1,0,-236,2880] 258048
+397320 cq 2 [0,1,0,-4856,128544] 516096
+397320 cr 1 [0,1,0,-650116,348884000] 11943936
+397320 cr 2 [0,1,0,-12389536,16774680464] 23887872
+397320 cs 1 [0,1,0,-12815,549150] 819200
+397320 cs 2 [0,1,0,-22940,-451200] 1638400
+397320 cs 3 [0,1,0,85960,-3413280] 3276800
+397320 cs 4 [0,1,0,-293840,-61349520] 3276800
+397320 ct 1 [0,1,0,-40815,-3158190] 2162688
+397320 ct 2 [0,1,0,-73620,2602368] 4325376
+397320 ct 3 [0,1,0,-946800,353970000] 8650752
+397320 ct 4 [0,1,0,274680,20435328] 8650752
+397320 cu 1 [0,1,0,440,3968] 249856
+397320 cu 2 [0,1,0,-2640,36000] 499712
+397320 cv 1 [0,1,0,11815,1771083] 1612800
+397320 cw 1 [0,1,0,-595,-2782] 270336
+397320 cw 2 [0,1,0,-8020,-278992] 540672
+397320 cx 1 [0,1,0,-245355,-46808622] 2713600
+397320 cx 2 [0,1,0,-312180,-19356912] 5427200
+397320 cy 1 [0,1,0,-775,-8302] 221184
+397320 cy 2 [0,1,0,300,-28512] 442368
+397320 cz 1 [0,1,0,792385,-17443602] 10027008
+397320 cz 2 [0,1,0,-3177020,-142876800] 20054016
+397320 cz 3 [0,1,0,-33738320,75135717360] 40108032
+397320 cz 4 [0,1,0,-36126200,-83385685152] 40108032
+397320 da 1 [0,1,0,2060,78848] 655360
+397320 da 2 [0,1,0,-19720,915200] 1310720
+397320 da 3 [0,1,0,-303520,64259360] 2621440
+397320 da 4 [0,1,0,-84400,-8553952] 2621440
+397320 db 1 [0,1,0,-81240,-8934912] 1351680
+397320 db 2 [0,1,0,-96720,-5306400] 2703360
+397320 dc 1 [0,1,0,110560,-20777712] 3864576
+397320 dd 1 [0,1,0,-1892815,1001698490] 3932160
+397320 dd 2 [0,1,0,-1893220,1001247968] 7864320
+397320 dd 3 [0,1,0,-1467520,1464069008] 15728640
+397320 dd 4 [0,1,0,-2325400,509600000] 15728640
+397320 dd 5 [0,1,0,8546720,3927794528] 31457280
+397320 dd 6 [0,1,0,-20112400,-34367149600] 31457280
+397320 de 1 [0,1,0,5620,-149280] 884736
+397320 de 2 [0,1,0,-31360,-1421392] 1769472
+397320 de 3 [0,1,0,-201640,33724400] 3538944
+397320 de 4 [0,1,0,-452760,-117390672] 3538944
+397320 df 1 [0,1,0,-980,117600] 774144
+397320 df 2 [0,1,0,-42560,3344208] 1548288
+397320 dg 1 [0,1,0,-360955,83270978] 3649536
+397320 dg 2 [0,1,0,-5773780,5338041488] 7299072
+397320 dh 1 [0,1,0,-407275,-57928750] 8294400
+397320 dh 2 [0,1,0,-2902900,1861706000] 16588800
+397320 di 1 [0,1,0,-4240,110960] 753664
+397320 di 2 [0,1,0,-68920,6941168] 1507328
+397320 dj 1 [0,1,0,-155,450] 120832
+397320 dj 2 [0,1,0,-980,-11760] 241664
+397323 a 1 [0,0,1,1590,-61673] 394240
+397323 b 1 [0,0,1,-588,-5549] 301056
+397323 c 1 [1,-1,0,530037,-822534588] 13996800
+397325 a 1 [0,1,1,-4158,53844] 834048
+397325 b 1 [0,0,1,-200,781] 120320
+397325 c 1 [0,-1,1,-296133,60983668] 3446784
+397325 c 2 [0,-1,1,-2796133,-1773313207] 10340352
+397326 a 1 [1,0,1,-842,9020] 311040
+397326 b 1 [1,0,0,-1837,30161] 383544
+397326 c 1 [1,0,0,-27016,-1711552] 1721376
+397328 a 1 [0,0,0,-7595,-247078] 525504
+397328 a 2 [0,0,0,2645,-863526] 1051008
+397328 b 1 [0,0,0,61,290] 66240
+397328 c 1 [0,1,0,267,1379] 104832
+397328 d 1 [0,1,0,-1857,31787] 413952
+397328 e 1 [0,-1,0,-1237,24669] 480384
+397329 a 1 [1,0,1,26,-1] 101696
+397330 a 1 [1,0,0,79,715] 151100
+397330 b 1 [1,1,1,-435,2737] 249984
+397331 a 1 [1,-1,1,18,-8] 78656
+397332 a 1 [0,0,0,-1569,22349] 264960
+397332 b 1 [0,0,0,-69,29] 92160
+397332 c 1 [0,0,0,-44496,3603636] 1770336
+397332 d 1 [0,0,0,-299673,63134289] 2208384
+397332 e 1 [0,0,0,-120,-444] 77472
+397332 f 1 [0,0,0,-1080,11988] 232416
+397332 g 1 [0,0,0,-33297,-2338307] 736128
+397332 h 1 [0,0,0,-4944,-133468] 590112
+397332 i 1 [0,0,0,-14121,-603423] 794880
+397332 j 1 [0,0,0,-621,-783] 276480
+397334 a 1 [1,1,0,-219,425] 284160
+397334 a 2 [1,1,0,791,4263] 568320
+397334 b 1 [1,0,0,1113,2233] 428544
+397334 b 2 [1,0,0,-4507,16845] 857088
+397334 c 1 [1,0,0,-490356,-132205168] 2875392
+397335 a 1 [1,1,1,-330,-2400] 137808
+397335 b 1 [1,1,0,-67,196] 77648
+397338 a 1 [1,1,0,-197,945] 180480
+397338 b 1 [1,0,0,-17029,-767167] 1336320
+397339 a 1 [0,1,1,-32,66] 79456
+397340 a 1 [0,-1,0,-181741,31708566] 2867520
+397341 a 1 [0,0,1,95109,4456170] 4838400
+397341 b 1 [0,0,1,-18081,1103590] 1465344
+397341 c 1 [0,0,1,-664587,38981864] 10281600
+397341 d 1 [0,0,1,-885969,-378531456] 10257408
+397341 e 1 [0,0,1,17199,-3433516] 4663296
+397341 f 1 [1,-1,1,-7727,68870] 1056768
+397341 f 2 [1,-1,1,29758,518690] 2113536
+397341 g 1 [1,-1,1,-31604,2170172] 718080
+397341 h 1 [1,-1,1,-6698,281530] 718848
+397341 i 1 [1,-1,1,10795,-973164] 1105920
+397341 i 2 [1,-1,1,-106070,-11537760] 2211840
+397341 j 1 [1,-1,1,-573530,167311946] 2830464
+397341 k 1 [1,-1,1,-1203039410,-16060525909144] 58490880
+397341 k 2 [1,-1,1,-1203001925,-16061576823610] 116981760
+397341 l 1 [1,-1,1,-3369470,2381442410] 6336000
+397341 m 1 [1,-1,1,-115184,-14559884] 1954368
+397341 n 1 [1,-1,1,-1548581,-741271926] 5026560
+397341 o 1 [1,-1,1,-1553,-3846] 696960
+397341 p 1 [0,0,1,-7644,120307] 1036800
+397341 p 2 [0,0,1,-307524,-65635880] 3110400
+397341 q 1 [0,0,1,-250194,746078422] 11501568
+397341 q 2 [0,0,1,2250276,-20070584375] 34504704
+397341 r 1 [0,0,1,-52626,5153832] 1990656
+397341 s 1 [0,0,1,-40278,3377092] 1179648
+397341 t 1 [0,0,1,-72158772,331149638034] 61931520
+397341 u 1 [1,-1,0,-15444,288819] 2433024
+397341 u 2 [1,-1,0,-132309,-18292716] 4866048
+397341 v 1 [1,-1,0,-29556,1966873] 1013760
+397341 w 1 [1,-1,0,384102,-357169905] 8847360
+397341 w 2 [1,-1,0,-5809743,-4983972120] 17694720
+397341 w 3 [1,-1,0,-19716678,27967119669] 35389440
+397341 w 4 [1,-1,0,-91004328,-334124731809] 35389440
+397341 x 1 [1,-1,0,-52488,4641489] 898560
+397341 y 1 [1,-1,0,-74538,5779759] 3526656
+397341 y 2 [1,-1,0,187857,37214680] 7053312
+397341 z 1 [1,-1,0,-12798,543521] 651456
+397341 ba 1 [1,-1,0,-13052727,18154218312] 10229760
+397341 ba 2 [1,-1,0,-13169592,17812668663] 20459520
+397341 bb 1 [1,-1,0,-8589807,-9187689470] 15523200
+397341 bc 1 [1,-1,0,-7947,-112050] 760320
+397341 bd 1 [1,-1,0,-37347,-2221696] 1935360
+397341 bd 2 [1,-1,0,79518,-13417363] 3870720
+397341 be 1 [1,-1,0,-744,-10179] 239616
+397341 bf 1 [1,-1,0,-1521,-16416] 503808
+397341 bf 2 [1,-1,0,3834,-109593] 1007616
+397341 bg 1 [1,-1,0,-152448,-639046423] 10160640
+397341 bh 1 [0,0,1,-150501099,-710653043795] 40780800
+397341 bi 1 [0,0,1,1911,127167] 1554432
+397341 bj 1 [0,0,1,43071,-1918485] 3686400
+397341 bk 1 [0,0,1,-7973721,10220349305] 30772224
+397341 bl 1 [0,0,1,-2507673,1528710097] 9547776
+397341 bm 1 [0,0,1,-51177,-4456881] 1363968
+397341 bn 1 [0,0,1,-162729,-29796937] 4396032
+397341 bo 1 [0,0,1,-1911,-29241] 777600
+397343 a 1 [0,1,1,-704,-6707] 269248
+397345 a 1 [0,-1,1,-1550,-18594] 625632
+397345 b 1 [1,1,1,6715,-4560] 688128
+397345 c 1 [1,1,1,-136,-686] 95832
+397346 a 1 [1,1,1,-537,-5017] 161976
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+397347 b 1 [0,-1,1,-285,-1933] 245364
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+397350 a 1 [1,-1,0,-19917,1086241] 1554432
+397350 b 1 [1,-1,0,1083,-345259] 1693440
+397350 c 1 [1,-1,0,-1125792,444015616] 15482880
+397350 c 2 [1,-1,0,-2925792,-1328984384] 30965760
+397350 c 3 [1,-1,0,8009208,-8928809384] 61931520
+397350 c 4 [1,-1,0,-42660792,-107222759384] 61931520
+397350 d 1 [1,-1,0,-717,-1909] 330048
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+397350 e 2 [1,-1,0,11583,-1865759] 2654208
+397350 f 1 [1,-1,0,-147,-139] 250368
+397350 g 1 [1,-1,0,-40376742,-98741707084] 21100800
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+397350 h 2 [1,-1,0,-473217,125130941] 3698688
+397350 i 1 [1,-1,0,-1067382,424716916] 5614080
+397350 j 1 [1,-1,0,-8248992,9121084416] 13882880
+397350 k 1 [1,-1,0,-448242,116488916] 4069440
+397350 l 1 [1,-1,0,-37872,2846236] 865280
+397350 m 1 [1,-1,0,-5300817,-4695578659] 10395648
+397350 n 1 [1,-1,0,14508,13790416] 4224000
+397350 o 1 [1,-1,0,138258,-6167084] 4480000
+397350 o 2 [1,-1,0,-581742,-50087084] 8960000
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+397350 q 1 [1,-1,0,-2682413442,-53471857986284] 216207360
+397350 q 2 [1,-1,0,-4338272817,20031708029341] 648622080
+397350 r 1 [1,-1,0,-6792,217116] 390144
+397350 s 1 [1,-1,0,-1992,-33984] 271296
+397350 t 1 [1,-1,0,-2969637,-1968966379] 8329728
+397350 u 1 [1,-1,0,-28917,1899931] 709632
+397350 v 1 [1,-1,0,-5337,147501] 645120
+397350 w 1 [1,-1,0,-10167,307241] 1105920
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+397350 x 1 [1,-1,0,-14067,-1155659] 1880064
+397350 y 1 [1,-1,0,-1003392,-386601984] 6451200
+397350 y 2 [1,-1,0,-967392,-415653984] 12902400
+397350 z 1 [1,-1,0,-115542,13168116] 3809280
+397350 ba 1 [1,-1,0,-33117,601541] 3755520
+397350 bb 1 [1,-1,0,-86292,-10488884] 3293184
+397350 bc 1 [1,-1,0,-1992,10166] 550080
+397350 bd 1 [1,-1,1,4495,2326497] 1824768
+397350 bd 2 [1,-1,1,-238505,43636497] 3649536
+397350 be 1 [1,-1,1,-80,97] 110016
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+397350 bh 1 [1,-1,1,-722930,236768447] 3548160
+397350 bi 1 [1,-1,1,-4580,-8953] 616448
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+397350 bj 1 [1,-1,1,670,6797] 430080
+397350 bk 1 [1,-1,1,-133430,18304197] 3225600
+397350 bl 1 [1,-1,1,-2224666130,40387907956497] 168376320
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+397350 bo 1 [1,-1,1,-588980,174106647] 3465216
+397350 bp 1 [1,-1,1,-49805,-4297803] 1356480
+397350 bq 1 [1,-1,1,-74240930,-246195038303] 41648640
+397350 br 1 [1,-1,1,5530,-50443] 896000
+397350 br 2 [1,-1,1,-23270,-396043] 1792000
+397350 bs 1 [1,-1,1,-22055,-2235553] 1677312
+397350 bt 1 [1,-1,1,-27005,-1755003] 1520640
+397350 bt 2 [1,-1,1,130495,-5850003] 4561920
+397350 bu 1 [1,-1,1,-329960,73034667] 2776576
+397350 bv 1 [1,-1,1,-17930,935497] 813888
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+397350 bz 1 [1,-1,1,-1130,-11003] 368640
+397350 bz 2 [1,-1,1,2620,-71003] 737280
+397350 ca 1 [1,-1,1,-411755,16962747] 6635520
+397350 ca 2 [1,-1,1,-4911755,4183962747] 13271040
+397350 cb 1 [1,-1,1,-26684555,53062929947] 28070400
+397350 cc 1 [1,-1,1,-3680,-21053] 1251840
+397350 cd 1 [1,-1,1,-1615070,-789610643] 4220160
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+397354 a 1 [1,1,0,-186,-1060] 183240
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+397488 er 1 [0,-1,0,-13313730824,-594664239511824] 921231360
+397488 es 1 [0,-1,0,-326987509,2276348158057] 117411840
+397488 et 1 [0,-1,0,-10404,-404613] 677376
+397488 eu 1 [0,-1,0,-45250144,118246298416] 57507840
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+397488 ew 1 [0,-1,0,6704,-4507712] 3317760
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+397488 ex 1 [0,-1,0,-568416,115728768] 11612160
+397488 ey 1 [0,-1,0,-5393691,4531457358] 30965760
+397488 ey 2 [0,-1,0,4667724,19482720048] 61931520
+397488 ez 1 [0,-1,0,-34915456,-44612882432] 90574848
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+397488 fb 1 [0,-1,0,-91433281,-337409126627] 95292288
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+397488 fd 1 [0,-1,0,-241277976,-1442883581712] 136442880
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+397488 ff 1 [0,-1,0,-1750051,-890444582] 14450688
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+397488 fg 1 [0,1,0,328480,1545488244] 23224320
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+397488 fu 1 [0,1,0,-38898617,133321430451] 100638720
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+397488 ge 6 [0,1,0,-1253944904,-17091351939180] 66060288
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+397488 gg 3 [0,1,0,-259231184,1606082912916] 74317824
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+397488 gh 1 [0,1,0,-6309,207507] 561600
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+397488 gi 1 [0,1,0,502381,-1846276860] 19813248
+397488 gj 1 [0,1,0,6423296,-2592096844] 26956800
+397488 gj 2 [0,1,0,-28025664,-21621702348] 53913600
+397488 gj 3 [0,1,0,-587821264,5488692698516] 134784000
+397488 gj 4 [0,1,0,-9406755024,351159147928980] 269568000
+397488 gk 1 [0,1,0,-354384,-81216108] 2764800
+397488 gk 2 [0,1,0,-252464,-128792364] 5529600
+397488 gk 3 [0,1,0,-10597344,13270038900] 13824000
+397488 gk 4 [0,1,0,-8966624,17494908276] 27648000
+397488 gl 1 [0,1,0,419571,177284862] 7741440
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+397488 gz 1 [0,1,0,-140415396,518956437663] 90994176
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+397488 hi 1 [0,1,0,94599384,-4001370135372] 227598336
+397488 hi 2 [0,1,0,-486856024776,-130752341731814412] 1593188352
+397488 hj 1 [0,1,0,7432,-36828] 1112832
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+397488 hk 2 [0,1,0,-234628,-14089048] 5308416
+397488 hk 3 [0,1,0,-938513,-360715146] 7962624
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+397488 ht 2 [0,1,0,-7534648,7958029652] 5757696
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+397488 hu 2 [0,1,0,-1377861788,19685484939420] 123863040
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+397488 hv 2 [0,1,0,-21688,-1099708] 1105920
+397488 hw 1 [0,1,0,-110413,270206] 2903040
+397488 hw 2 [0,1,0,-1228348,522122264] 5806080
+397488 hw 3 [0,1,0,-6072733,-5762013958] 8709120
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+397488 ia 2 [0,1,0,-1337947368,-18362137769676] 271724544
+397488 ib 1 [0,1,0,-1435373,504218742] 11501568
+397488 ib 2 [0,1,0,3409012,3180257016] 23003136
+397488 ic 1 [0,1,0,-27656568,55954894932] 23482368
+397488 ic 2 [0,1,0,-2138885688,-38074531995564] 164376576
+397488 id 1 [0,1,0,1255952,-85935004] 14466816
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+397488 ie 2 [0,1,0,-565868,-163908900] 4128768
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+397488 if 2 [0,1,0,-67257493,-212326884925] 22441536
+397488 ig 1 [0,1,0,-28240,1751231] 1419264
+397488 ih 1 [0,1,0,336495675,-7633470073293] 216760320
+397488 ii 1 [0,1,0,618315,4179566691] 16257024
+397488 ij 1 [0,1,0,825340,-4265885688] 17252352
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+397488 il 1 [0,1,0,287075,207634727] 7188480
+397488 im 1 [0,1,0,-30,27] 48384
+397488 in 1 [0,1,0,896320,1073726772] 11612160
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+397488 ip 1 [0,1,0,-36362720,91327386996] 47443968
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+397488 ir 1 [0,1,0,-930232,-309720748] 9289728
+397488 ir 2 [0,1,0,-3580152,2277661140] 18579456
+397488 ir 3 [0,1,0,-55253592,158062748052] 37158912
+397488 ir 4 [0,1,0,5694568,12127413780] 37158912
+397488 is 1 [0,1,0,-158837072,176801468052] 150958080
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+397488 iv 1 [0,1,0,-598992,-199086588] 7225344
+397488 iw 1 [0,1,0,-788950192,-8554284472252] 162570240
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+397488 iy 1 [0,1,0,-1758332,1101692892] 10273536
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+397488 ja 1 [0,1,0,-60727,-5741800] 1769472
+397488 ja 2 [0,1,0,-102132,3036060] 3538944
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+397488 jd 3 [0,1,0,-3478232,2497196820] 10368000
+397488 jd 4 [0,1,0,-55661272,159818625812] 20736000
+397488 je 1 [0,1,0,-1577,19410] 414720
+397488 je 2 [0,1,0,-7492,-233752] 829440
+397488 jf 1 [0,1,0,2973,-839448] 1524096
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+397490 a 1 [1,1,1,-120,455] 106760
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+397760 c 1 [0,0,0,-39172,-3535736] 3594240
+397760 d 1 [0,1,0,-1121,71935] 475136
+397760 e 1 [0,1,0,-41,109] 80640
+397760 f 1 [0,1,0,-2357921,-1394386721] 7962624
+397760 f 2 [0,1,0,-2414241,-1324335905] 15925248
+397760 g 1 [0,1,0,-86901,9817675] 1990656
+397760 g 2 [0,1,0,-113521,3274479] 3981312
+397760 h 1 [0,1,0,-95105,-11317025] 1523712
+397760 h 2 [0,1,0,-109185,-7760417] 3047424
+397760 i 1 [0,1,0,-2620865,-1712476097] 12165120
+397760 i 2 [0,1,0,14157375,-3161074625] 36495360
+397760 j 1 [0,1,0,795,-7997] 301056
+397760 k 1 [0,1,0,-780,14350] 466944
+397760 k 2 [0,1,0,-14905,695175] 933888
+397760 l 1 [0,-1,0,-121,-6655] 258048
+397760 l 2 [0,-1,0,-30921,-2082575] 774144
+397760 m 1 [0,-1,0,-65,-215] 87040
+397760 n 1 [0,-1,0,508575,-7454585375] 26127360
+397760 n 2 [0,-1,0,-273258785,-1738737305183] 78382080
+397760 o 1 [0,-1,0,-5225,-144383] 384000
+397760 p 1 [0,-1,0,-5985,-228383] 617472
+397760 q 1 [0,0,0,-203,848] 138240
+397760 q 2 [0,0,0,-3028,64128] 276480
+397760 r 1 [0,0,0,-2828,-5648] 540672
+397760 r 2 [0,0,0,11252,-45072] 1081344
+397760 s 1 [0,0,0,-188,8112] 248832
+397760 t 1 [0,0,0,-57995228,169867378352] 31621120
+397760 t 2 [0,0,0,-45111148,247393464528] 63242240
+397760 u 1 [0,0,0,-57995228,-169867378352] 31621120
+397760 u 2 [0,0,0,-45111148,-247393464528] 63242240
+397760 v 1 [0,0,0,-188,-8112] 248832
+397760 w 1 [0,0,0,-2828,5648] 540672
+397760 w 2 [0,0,0,11252,45072] 1081344
+397760 x 1 [0,0,0,-203,-848] 138240
+397760 x 2 [0,0,0,-3028,-64128] 276480
+397760 y 1 [0,0,0,-298667612,1986690924784] 32984064
+397760 z 1 [0,0,0,-592,3336] 165888
+397760 z 2 [0,0,0,1828,23664] 331776
+397760 ba 1 [0,0,0,-5822,170986] 242688
+397760 bb 1 [0,0,0,-4412,105616] 385024
+397760 bb 2 [0,0,0,-14092,-517776] 770048
+397760 bb 3 [0,0,0,29908,-3104976] 1540096
+397760 bb 4 [0,0,0,-212972,-37827664] 1540096
+397760 bc 1 [0,0,0,-4412,-105616] 385024
+397760 bc 2 [0,0,0,-14092,517776] 770048
+397760 bc 3 [0,0,0,-212972,37827664] 1540096
+397760 bc 4 [0,0,0,29908,3104976] 1540096
+397760 bd 1 [0,0,0,-5822,-170986] 242688
+397760 be 1 [0,0,0,-592,-3336] 165888
+397760 be 2 [0,0,0,1828,-23664] 331776
+397760 bf 1 [0,0,0,-298667612,-1986690924784] 32984064
+397760 bg 1 [0,1,0,-121,6655] 258048
+397760 bg 2 [0,1,0,-30921,2082575] 774144
+397760 bh 1 [0,1,0,-5985,228383] 617472
+397760 bi 1 [0,1,0,-5225,144383] 384000
+397760 bj 1 [0,1,0,508575,7454585375] 26127360
+397760 bj 2 [0,1,0,-273258785,1738737305183] 78382080
+397760 bk 1 [0,1,0,-65,215] 87040
+397760 bl 1 [0,-1,0,-86901,-9817675] 1990656
+397760 bl 2 [0,-1,0,-113521,-3274479] 3981312
+397760 bm 1 [0,-1,0,-2357921,1394386721] 7962624
+397760 bm 2 [0,-1,0,-2414241,1324335905] 15925248
+397760 bn 1 [0,-1,0,-41,-109] 80640
+397760 bo 1 [0,-1,0,-1121,-71935] 475136
+397760 bp 1 [0,-1,0,-780,-14350] 466944
+397760 bp 2 [0,-1,0,-14905,-695175] 933888
+397760 bq 1 [0,-1,0,795,7997] 301056
+397760 br 1 [0,-1,0,-2620865,1712476097] 12165120
+397760 br 2 [0,-1,0,14157375,3161074625] 36495360
+397760 bs 1 [0,-1,0,-95105,11317025] 1523712
+397760 bs 2 [0,-1,0,-109185,7760417] 3047424
+397760 bt 1 [0,0,0,-52641868,2074018907792] 324559872
+397760 bu 1 [0,0,0,-108628,-15809752] 6220800
+397760 bv 1 [0,0,0,-39172,3535736] 3594240
+397761 a 1 [0,1,1,-378,-3040] 189888
+397761 b 1 [1,1,1,-120532,-16156732] 1658880
+397761 b 2 [1,1,1,-121377,-15919794] 3317760
+397761 b 3 [1,1,1,-284592,35786718] 6635520
+397761 b 4 [1,1,1,28318,-52445374] 6635520
+397761 c 1 [0,-1,1,-4473,-113668] 267840
+397761 d 1 [0,1,1,1869,300323] 1264320
+397761 e 1 [1,1,0,-2191,36064] 282624
+397761 e 2 [1,1,0,-6996,-184005] 565248
+397761 e 3 [1,1,0,14859,-1080060] 1130496
+397761 e 4 [1,1,0,-105731,-13276266] 1130496
+397761 f 1 [1,0,1,-690,6151] 209920
+397761 f 2 [1,0,1,-2705,-47851] 419840
+397763 a 1 [1,-1,1,0,30] 63356
+397763 b 1 [1,0,1,-21,17] 30126
+397764 a 1 [0,0,0,-495,3238] 157248
+397764 b 1 [0,0,0,-4455,-87426] 471744
+397767 a 1 [1,0,0,-109,920] 136416
+397767 b 1 [1,1,0,80,19] 125600
+397768 a 1 [0,0,0,29,-338] 240000
+397768 b 1 [0,0,0,27301,-2979562] 1918464
+397770 a 1 [1,1,0,-10443,405693] 751520
+397770 b 1 [1,1,1,389,-2167] 283712
+397772 a 1 [0,0,0,-16,244] 144744
+397772 b 1 [0,-1,0,-15964,-771048] 389088
+397773 a 1 [1,-1,1,-869,9312] 276480
+397773 b 1 [1,-1,0,-1099836,-420587289] 9118080
+397774 a 1 [1,-1,0,-5941,180661] 1656000
+397774 b 1 [1,0,1,3802,-36800] 642240
+397774 c 1 [1,1,1,156,-3355] 293216
+397775 a 1 [0,-1,1,-12383,-662832] 1012608
+397775 b 1 [1,-1,0,-1967,34066] 158720
+397775 c 1 [1,1,0,-208750,-17109375] 3967488
+397775 d 1 [1,1,0,-9025,326250] 677376
+397776 a 1 [0,-1,0,-3912152,-2977000464] 7526400
+397776 b 1 [0,-1,0,-2992,-25664] 677376
+397776 c 1 [0,1,0,-65272,6390356] 2244096
+397776 d 1 [0,1,0,-243544,46179860] 1236480
+397776 e 1 [0,1,0,-1096,13556] 235776
+397776 f 1 [0,1,0,-7208,286260] 591360
+397776 g 1 [0,1,0,12,-153] 52096
+397776 h 1 [0,1,0,-192,2868] 192000
+397779 a 1 [0,1,1,131,-11558] 300160
+397780 a 1 [0,1,0,4,244] 112608
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+397782 a 2 [1,-1,0,-16782264,-21373920576] 77414400
+397782 b 1 [1,-1,0,-107081424,-394168476416] 178421760
+397782 b 2 [1,-1,0,114194736,-1811884833536] 356843520
+397782 c 1 [1,-1,0,8811,4191669] 4902912
+397782 d 1 [1,-1,0,-48519,-4014851] 3317760
+397782 d 2 [1,-1,0,-771759,-260765051] 6635520
+397782 e 1 [1,-1,0,146109,101020373] 11501568
+397782 f 1 [1,-1,0,-80271,-8794899] 2482176
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+397782 i 1 [1,-1,0,-75997145978973,-255002252750572568571] 35151298560
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+397782 n 2 [1,-1,0,-64462743,-198963905715] 51118080
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+397782 n 4 [1,-1,0,-1031073003,-12743051893839] 102236160
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+397782 bc 2 [1,-1,0,-2332752,-1349030306] 11280384
+397782 bc 3 [1,-1,0,-2714217,-870961267] 16920576
+397782 bc 4 [1,-1,0,-20865777,36089245205] 33841152
+397782 bd 1 [1,-1,0,-59860467,178278293493] 40341504
+397782 be 1 [1,-1,0,-15297,-1019971] 1308672
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+397782 dt 1 [1,-1,1,-11255,443279] 884736
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+397782 du 1 [1,-1,1,72535,-8977755] 3317760
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+397782 dv 2 [1,-1,1,401080,-75350901] 6967296
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+397782 dw 2 [1,-1,1,-4325,270645] 738720
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+397782 ea 1 [1,-1,1,-39399917045,3023670822431501] 1450874880
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+397836 a 1 [0,0,0,-1177167,491662150] 7516800
+397836 b 1 [0,0,0,312,-524] 170640
+397836 c 1 [0,0,0,-25545,-1273619] 1492992
+397836 c 2 [0,0,0,-626925,190945933] 4478976
+397836 d 1 [0,0,0,-2383545,-1416390959] 2695680
+397836 e 1 [0,0,0,15000,628036] 1036800
+397836 f 1 [0,0,0,-975,-12314] 209280
+397836 g 1 [0,0,0,-417972,401168473] 11011968
+397838 a 1 [1,1,0,746,-73804] 826000
+397838 b 1 [1,1,1,272706,210747623] 15341184
+397838 c 1 [1,1,1,-37834,-3031337] 3106944
+397839 a 1 [0,-1,1,-1907774018,32075029760090] 239995392
+397839 b 1 [0,-1,1,57806,-27503502] 6936000
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+397839 d 4 [1,1,1,-8533349,-7886430250] 21542400
+397839 e 1 [1,0,0,4888,-279825] 1008000
+397839 e 2 [1,0,0,-46117,-3289120] 2016000
+397839 e 3 [1,0,0,-199132,30955637] 4032000
+397839 e 4 [1,0,0,-709182,-229924737] 4032000
+397839 f 1 [1,1,0,20190,11171199] 2121600
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+397839 g 1 [0,-1,1,34,-91] 235008
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+397840 a 1 [0,1,0,-5676,-169960] 420864
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+397842 b 1 [1,0,0,-109424,15392046] 4930272
+397844 a 1 [0,0,0,-127,-602] 91392
+397845 a 1 [0,0,1,-297,15302] 459072
+397845 b 1 [0,0,1,-33,-567] 153024
+397848 a 1 [0,-1,0,15,981] 271872
+397848 b 1 [0,-1,0,1775,-1312859] 2990592
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+397848 i 1 [0,-1,0,444,-258828] 637056
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+397848 k 1 [0,-1,0,-3743780,-2871362316] 12165120
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+397848 n 2 [0,-1,0,-134403268292,-18965392218407292] 1127116800
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+397848 q 1 [0,1,0,-887,57726] 523776
+397848 r 1 [0,1,0,-7,-46] 47616
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+397848 v 1 [0,1,0,-1371,22878] 290304
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+397848 ba 1 [0,1,0,-165931,-31114294] 3193344
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+397848 bd 1 [0,1,0,-451128,116452224] 3072000
+397848 bd 2 [0,1,0,-504368,87191520] 6144000
+397848 be 1 [0,1,0,180,1296] 138240
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+397848 bg 1 [0,1,0,565,-354] 253440
+397848 bh 1 [0,1,0,-3974527,3188125070] 17003520
+397848 bh 2 [0,1,0,-64397692,198886671872] 34007040
+397848 bi 1 [0,1,0,-47472,-4023120] 1495296
+397848 bj 1 [0,1,0,-392,2880] 135936
+397848 bk 1 [0,1,0,-139,1274] 192192
+397848 bl 1 [0,1,0,-16859,-1763082] 2114112
+397848 bm 1 [0,1,0,41584,5554272] 3663360
+397848 bn 1 [0,1,0,-408536,-97189248] 8847360
+397848 bn 2 [0,1,0,177104,-352528288] 17694720
+397850 a 1 [1,-1,0,-2447692,-2021668784] 38868480
+397850 b 1 [1,1,0,-2750,-48500] 541440
+397850 c 1 [1,1,0,-220475450,1259942756500] 65197440
+397850 d 1 [1,1,0,-836500,290450000] 6854400
+397850 e 1 [1,-1,0,-407,-9699] 404928
+397850 f 1 [1,-1,0,583,-17009] 359040
+397850 g 1 [1,0,1,-709651,-232150802] 9504768
+397850 h 1 [1,0,1,-4541401,-3658179302] 14515200
+397850 i 1 [1,0,1,-754376,-256249352] 6343680
+397850 j 1 [1,0,1,-8583158151,306067890886698] 154882560
+397850 k 1 [1,1,0,-1512125,-716327875] 5750784
+397850 k 2 [1,1,0,-1504125,-724271875] 11501568
+397850 l 1 [1,1,1,-16313,-807969] 686592
+397850 m 1 [1,1,1,-159688,24238281] 3440640
+397850 n 1 [1,-1,1,-22855,1299647] 1007616
+397850 n 2 [1,-1,1,-54855,-3116353] 2015232
+397850 n 3 [1,-1,1,163145,-21864353] 4030464
+397850 n 4 [1,-1,1,-784855,-267376353] 4030464
+397850 o 1 [1,-1,1,-10180,-1222553] 2024640
+397850 p 1 [1,0,0,-3418563,-13164632383] 48384000
+397850 q 1 [1,0,0,3637,175217] 818176
+397850 r 1 [1,0,0,-8819018,10079542052] 13039488
+397850 s 1 [1,0,0,412,2042] 321024
+397851 a 1 [0,-1,1,-40,-90] 92064
+397851 b 1 [1,1,1,-6969252,7083858324] 14132736
+397851 b 2 [1,1,1,-111530897,453311134526] 28265472
+397851 b 3 [1,1,1,-1784494352,29014143238286] 56530944
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+397854 b 1 [1,-1,0,94959,11722293] 4821120
+397854 b 2 [1,-1,0,-2586231,1612392723] 14463360
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+397854 bd 1 [1,-1,0,-1513755,881619493] 26664960
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+397854 bg 1 [1,-1,1,-1909037732,32331468425415] 766771200
+397854 bg 2 [1,-1,1,-30604343972,2060745275918535] 1533542400
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+397854 bi 1 [1,-1,1,-46533752159,3863683286821959] 973209600
+397854 bi 2 [1,-1,1,-49944355574,3264658384294149] 2919628800
+397854 bj 1 [1,-1,1,-506,937] 262144
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+397854 bo 1 [1,-1,1,-30318399383,-2029779889992637] 1247920128
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+397854 bq 3 [1,-1,1,-162432725,168496525869] 132710400
+397854 bq 4 [1,-1,1,-1579484885,-24016049278419] 265420800
+397854 br 1 [1,-1,1,384700,24471159] 5529600
+397854 br 2 [1,-1,1,-4588475,-4301793237] 16588800
+397854 bs 1 [1,-1,1,-307220,68615655] 3870720
+397854 bs 2 [1,-1,1,-4977680,4275766023] 7741440
+397854 bs 3 [1,-1,1,1638805,139918011] 11612160
+397854 bs 4 [1,-1,1,-6664235,1132961595] 23224320
+397854 bt 1 [1,-1,1,-134240,18851231] 2949120
+397854 bt 2 [1,-1,1,-220730,-8341225] 5898240
+397854 bu 1 [1,-1,1,-1499852,605161423] 15138816
+397854 bv 1 [1,-1,1,-1441357472,-18016833100733] 469303296
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+397854 bx 1 [1,-1,1,-111310134944,-14293855471989949] 943718400
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+397854 bz 1 [1,-1,1,-51474704,-142173149709] 35389440
+397854 bz 2 [1,-1,1,-823657424,-9098257209357] 70778880
+397854 ca 1 [1,-1,1,-532094,-153196599] 7372800
+397854 ca 2 [1,-1,1,-8575664,-9663913767] 14745600
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+397855 a 1 [0,-1,1,129,1072] 142240
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+398112 h 3 [0,-1,0,-31974129,69984716769] 34406400
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+398112 i 1 [0,-1,0,-11434,435784] 770048
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+398112 i 3 [0,-1,0,13071,2028609] 1540096
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+398112 s 1 [0,-1,0,-11720,-519192] 1136640
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+398112 bl 1 [0,1,0,-2938,-48676] 413696
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+398112 bm 1 [0,1,0,-1138,-15160] 157696
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+398112 bo 1 [0,1,0,3517080,3569224536] 22611456
+398112 bp 1 [0,1,0,0,1452] 130560
+398112 bq 1 [0,1,0,-562,4940] 165888
+398112 bq 2 [0,1,0,-417,7695] 331776
+398112 br 1 [0,1,0,-235861642,-1394794138432] 89026560
+398112 br 2 [0,1,0,-3774152112,-89244885243780] 178053120
+398112 bs 1 [0,1,0,-384,-3096] 166912
+398112 bt 1 [0,1,0,-10186,392312] 499712
+398112 bt 2 [0,1,0,-10296,383292] 999424
+398118 a 1 [1,1,0,-72436,-15119024] 5068800
+398118 b 1 [1,0,1,-1613,25544] 418000
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+398118 g 1 [1,0,0,6107,490625] 1651200
+398120 a 1 [0,0,0,-198222748,1074183191572] 59473920
+398120 b 1 [0,1,0,-1631,20194] 317952
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+398120 g 1 [0,-1,0,-705,-3275] 188928
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+398122 a 1 [1,-1,1,-7372,256463] 573664
+398126 a 1 [1,0,1,-4798,111472] 990960
+398126 b 1 [1,0,0,-57,137] 55200
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+398400 gt 1 [0,1,0,-21933,1242963] 589824
+398400 gu 1 [0,1,0,-1653,25323] 159744
+398400 gu 2 [0,1,0,-1553,28623] 319488
+398400 gv 1 [0,1,0,-9064193,10507003743] 17203200
+398400 gv 2 [0,1,0,-145051393,672356706143] 34406400
+398400 gw 1 [0,1,0,-167908,-26627062] 2580480
+398400 gw 2 [0,1,0,-2689033,-1698132937] 5160960
+398400 gx 1 [0,1,0,-349633,73128863] 6193152
+398400 gx 2 [0,1,0,-5469633,4921768863] 12386304
+398400 gy 1 [0,1,0,-207633,36346863] 1966080
+398400 gy 2 [0,1,0,-209633,35608863] 3932160
+398400 gy 3 [0,1,0,90367,129508863] 7864320
+398400 gy 4 [0,1,0,-541633,-105491137] 7864320
+398400 gz 1 [0,1,0,-6633,139863] 1032192
+398400 gz 2 [0,1,0,18367,964863] 2064384
+398400 ha 1 [0,1,0,44867,5255363] 2359296
+398400 ha 2 [0,1,0,-319633,54462863] 4718592
+398400 ha 3 [0,1,0,-4801633,4047924863] 9437184
+398400 ha 4 [0,1,0,-1669633,-783887137] 9437184
+398400 hb 1 [0,1,0,-10605633,-5846083137] 24772608
+398400 hb 2 [0,1,0,-141677633,-648754243137] 49545216
+398400 hb 3 [0,1,0,-114029633,-909502531137] 99090432
+398400 hb 4 [0,1,0,-2266477633,-41532031043137] 99090432
+398400 hc 1 [0,1,0,-655408,-204446062] 4377600
+398400 hc 2 [0,1,0,-645033,-211220937] 8755200
+398400 hd 1 [0,1,0,-88033,-10083937] 1720320
+398400 he 1 [0,1,0,-64033,5492063] 1769472
+398400 he 2 [0,1,0,95967,28692063] 3538944
+398400 hf 1 [0,1,0,-76033,8036063] 1474560
+398400 hf 2 [0,1,0,-96033,3456063] 2949120
+398400 hg 1 [0,1,0,169026367,-268009015137] 123863040
+398400 hg 2 [0,1,0,-712765633,-2198251703137] 247726080
+398400 hg 3 [0,1,0,-6521437633,201076224936863] 495452160
+398400 hg 4 [0,1,0,-9012765633,-328994151703137] 495452160
+398400 hh 1 [0,1,0,-21633,148863] 1179648
+398400 hh 2 [0,1,0,-221633,-40051137] 2359296
+398400 hh 3 [0,1,0,-101633,-83131137] 4718592
+398400 hh 4 [0,1,0,-3541633,-2566571137] 4718592
+398400 hi 1 [0,1,0,-725633,233620863] 5898240
+398400 hi 2 [0,1,0,-1525633,-375179137] 11796480
+398400 hi 3 [0,1,0,5114367,-2758939137] 23592960
+398400 hi 4 [0,1,0,-20965633,-36941819137] 23592960
+398400 hj 1 [0,1,0,-14508,-1385262] 1105920
+398400 hj 2 [0,1,0,-294633,-61612137] 2211840
+398400 hk 1 [0,1,0,-7633,246863] 589824
+398400 hk 2 [0,1,0,2367,856863] 1179648
+398400 hl 1 [0,1,0,-55512033,158676636063] 38338560
+398400 hl 2 [0,1,0,-30512033,302301636063] 76677120
+398400 hm 1 [0,1,0,-226604833,-1313828677537] 86016000
+398400 hm 2 [0,1,0,-3626284833,-84051840837537] 172032000
+398400 hn 1 [0,1,0,-41333,-3248037] 798720
+398400 hn 2 [0,1,0,-38833,-3655537] 1597440
+398400 ho 1 [0,1,0,6667,-332037] 1013760
+398400 hp 1 [0,1,0,-25833,-1614537] 921600
+398400 hq 1 [0,1,0,187,-1557] 138240
+398400 hq 2 [0,1,0,-7013,-229077] 414720
+398400 hr 1 [0,1,0,-21120833,37576850463] 33177600
+398400 hr 2 [0,1,0,59879167,200370650463] 99532800
+398400 hs 1 [0,1,0,11127,-798057] 1130496
+398400 ht 1 [0,1,0,697,-2157] 252672
+398400 hu 1 [0,1,0,17417,304463] 1263360
+398400 hv 1 [0,1,0,278167,100313463] 5652480
+398400 hw 1 [0,1,0,-844833,-300952737] 6635520
+398400 hw 2 [0,1,0,2395167,-1602007137] 19906560
+398400 hx 1 [0,1,0,4667,203963] 691200
+398400 hx 2 [0,1,0,-175333,28283963] 2073600
+398400 hy 1 [0,1,0,-1033,12503] 184320
+398400 hz 1 [0,1,0,267,2763] 202752
+398400 ia 1 [0,1,0,16367,-8813137] 2795520
+398400 ib 1 [0,1,0,-88033,-10275937] 2654208
+398400 ib 2 [0,1,0,-1416033,-649043937] 5308416
+398400 ic 1 [0,1,0,51667,-9917037] 3409920
+398400 id 1 [0,1,0,-1233,-5658417] 3317760
+398400 ie 1 [0,1,0,-134433,-19065537] 2211840
+398400 if 1 [0,1,0,7,423] 92160
+398400 ig 1 [0,1,0,-711733,-231357037] 3193344
+398400 ih 1 [0,1,0,3327,-94977] 884736
+398400 ii 1 [0,1,0,-160833,37670463] 4423680
+398400 ij 1 [0,1,0,3087,18063] 430080
+398400 ik 1 [0,1,0,-41876833,104291938463] 15114240
+398400 il 1 [0,1,0,-673,279263] 737280
+398400 im 1 [0,1,0,-16833,-34941537] 3686400
+398400 in 1 [0,1,0,-1675073,-835005537] 3022848
+398400 io 1 [0,1,0,77167,-2103537] 2150400
+398400 ip 1 [0,1,0,-6433,-303937] 884736
+398400 iq 1 [0,1,0,83167,12038463] 4423680
+398400 ir 1 [0,1,0,-17793333,28884042963] 15966720
+398400 is 1 [0,1,0,167,-52537] 460800
+398400 it 1 [0,1,0,-3360833,2376470463] 11059200
+398400 iu 1 [0,1,0,-30833,707240463] 16588800
+398400 iv 1 [0,1,0,2067,80163] 681984
+398400 iw 1 [0,1,0,-121908,-20267562] 4423680
+398400 iw 2 [0,1,0,-2075033,-1151126937] 8847360
+398400 iw 3 [0,1,0,-2200033,-1004751937] 17694720
+398400 iw 4 [0,1,0,-33200033,-73641251937] 17694720
+398400 ix 1 [0,1,0,-13633,1848863] 2150400
+398400 iy 1 [0,1,0,-548,4758] 120832
+398400 iy 2 [0,1,0,-473,6183] 241664
+398400 iz 1 [0,1,0,-74433,-7840737] 1277952
+398400 iz 2 [0,1,0,-70433,-8716737] 2555904
+398400 ja 1 [0,1,0,-108033,10152063] 3096576
+398400 ja 2 [0,1,0,-608033,-174347937] 6193152
+398400 jb 1 [0,1,0,-13708,-622162] 604160
+398400 jb 2 [0,1,0,-11833,-796537] 1208320
+398400 jc 1 [0,1,0,-5624033,5023272063] 20643840
+398400 jc 2 [0,1,0,775967,15807272063] 41287680
+398400 jd 1 [0,1,0,1867,36363] 691200
+398400 jd 2 [0,1,0,-11633,346863] 1382400
+398400 je 1 [0,1,0,90367,-5947137] 3538944
+398400 je 2 [0,1,0,-421633,-51515137] 7077888
+398400 je 3 [0,1,0,-3301633,2272644863] 14155776
+398400 je 4 [0,1,0,-5733633,-5283835137] 14155776
+398400 jf 1 [0,1,0,-224108,40760538] 1376256
+398400 jf 2 [0,1,0,-224233,40712663] 2752512
+398400 jf 3 [0,1,0,-143233,70601663] 5505024
+398400 jf 4 [0,1,0,-307233,7761663] 5505024
+398400 jg 1 [0,1,0,-4108,102038] 580608
+398400 jh 1 [0,1,0,-8633,-310137] 1081344
+398400 jh 2 [0,1,0,-13633,84863] 2162688
+398403 a 1 [0,0,1,-30,-7380] 171264
+398406 a 1 [1,1,0,52,90] 149184
+398406 b 1 [1,0,0,-113417,-14703975] 2825472
+398406 b 2 [1,0,0,-133897,-9031015] 5650944
+398406 b 3 [1,0,0,-1057737,412424793] 11301888
+398406 b 4 [1,0,0,462263,-67335463] 11301888
+398411 a 1 [1,0,1,559,7549] 211840
+398412 a 1 [0,0,0,-432,-19980] 552960
+398412 b 1 [0,0,0,-6432,419060] 1425600
+398412 c 1 [0,0,0,39216,1701124] 2674944
+398412 c 2 [0,0,0,-422064,-132731244] 8024832
+398412 d 1 [0,0,0,-56964,5212429] 1572480
+398412 e 1 [0,0,0,-5004,-25391] 1088640
+398412 e 2 [0,0,0,-304884,-64796139] 3265920
+398412 f 1 [0,0,0,-16393536,-25548009660] 8664192
+398412 g 1 [0,0,0,249,28366] 393984
+398412 h 1 [0,0,0,-216,-1580] 127872
+398412 i 1 [0,0,0,-43203471,-114073944266] 39716352
+398412 j 1 [0,0,0,-108,401] 65664
+398412 k 1 [0,0,0,-972,-10827] 196992
+398412 l 1 [0,0,0,-1944,42660] 383616
+398412 m 1 [0,0,0,2241,-765882] 1181952
+398412 n 1 [0,0,0,-1821504,946222580] 2888064
+398412 o 1 [0,0,0,-388831239,3079996495182] 119149056
+398412 p 1 [0,0,0,-33876,2399857] 1088640
+398412 p 2 [0,0,0,-45036,685557] 3265920
+398412 q 1 [0,0,0,-512676,-140735583] 4717440
+398412 r 1 [0,0,0,-46896,4915972] 2674944
+398412 r 2 [0,0,0,352944,-45930348] 8024832
+398412 s 1 [0,0,0,-48,740] 184320
+398412 t 1 [0,0,0,-57888,-11314620] 4276800
+398415 a 1 [1,0,0,-3630555,2662308000] 4349184
+398415 a 2 [1,0,0,-3630530,2662346505] 8698368
+398416 a 1 [0,0,0,-16660,827163] 580608
+398416 a 2 [0,0,0,-13295,1171066] 1161216
+398416 b 1 [0,0,0,-175,-498] 114688
+398416 b 2 [0,0,0,565,-3606] 229376
+398418 a 1 [1,1,0,139,429] 109200
+398418 b 1 [1,1,0,2351,-606827] 1891456
+398418 c 1 [1,1,1,-784,-8803] 258624
+398419 a 1 [1,-1,1,-3856,-116546] 463872
+398419 b 1 [1,-1,1,-2778,60344] 454656
+398419 b 2 [1,-1,1,-45163,3705454] 909312
+398420 a 1 [0,-1,0,-60,-1208] 149760
+398422 a 1 [1,-1,0,-596,1232] 271424
+398424 a 1 [0,-1,0,-35211,2551248] 1585152
+398424 a 2 [0,-1,0,-46196,837588] 3170304
+398425 a 1 [1,-1,1,-255,2372] 153888
+398426 a 1 [1,0,1,-2160,-25282] 625152
+398426 a 2 [1,0,1,-14080,623166] 1250304
+398426 b 1 [1,-1,0,-66977,6688425] 916480
+398426 b 2 [1,-1,0,-68467,6376419] 1832960
+398426 c 1 [1,-1,1,24,-429] 202608
+398426 d 1 [1,-1,1,23,217] 78336
+398430 a 1 [1,-1,0,-314693325,-2141329246875] 154931200
+398430 a 2 [1,-1,0,-167237325,-4154192120475] 309862400
+398430 b 1 [1,-1,0,7140,-67600] 1013760
+398430 c 1 [1,-1,0,-90,28606] 480256
+398430 d 1 [1,-1,0,-8250,26036] 1042944
+398430 d 2 [1,-1,0,-94650,11206196] 2085888
+398430 e 1 [1,-1,0,-201105,34761501] 3133440
+398430 e 2 [1,-1,0,-192105,38006901] 6266880
+398430 f 1 [1,-1,0,-10275,1071125] 1900800
+398430 g 1 [1,-1,0,-222219,40780975] 4454400
+398430 h 1 [1,-1,0,-2004,17360] 786432
+398430 h 2 [1,-1,0,-15684,-740512] 1572864
+398430 i 1 [1,-1,0,12051,-222507] 1818624
+398430 i 2 [1,-1,0,-52929,-1821015] 3637248
+398430 i 3 [1,-1,0,-451359,115556463] 7274496
+398430 i 4 [1,-1,0,-694179,-222282765] 7274496
+398430 j 1 [1,-1,0,-6380295399,149275226382205] 1274019840
+398430 j 2 [1,-1,0,-34904955879,-2385351939753347] 2548039680
+398430 k 1 [1,-1,0,-951819,-389618767] 10266624
+398430 k 2 [1,-1,0,-15609849,-23733997345] 20533248
+398430 l 1 [1,-1,0,-1245159,535105165] 4976640
+398430 m 1 [1,-1,0,-864,6448] 313344
+398430 m 2 [1,-1,0,2556,42700] 626688
+398430 n 1 [1,-1,0,-5276232639,-174086329315955] 686407680
+398430 o 1 [1,-1,0,-168609,93486115] 10327296
+398430 p 1 [1,-1,0,-8694,1165428] 1474560
+398430 p 2 [1,-1,0,-227574,41745780] 2949120
+398430 q 1 [1,-1,1,-804372548,8815415705831] 240156672
+398430 q 2 [1,-1,1,-12883968068,562891966693607] 480313344
+398430 q 3 [1,-1,1,-206143488068,36024931633381607] 960626688
+398430 q 4 [1,-1,1,-12897976388,561606608077031] 960626688
+398430 r 1 [1,-1,1,427,4637] 270336
+398430 r 2 [1,-1,1,-2993,49781] 540672
+398430 s 1 [1,-1,1,-105758,14465577] 3422208
+398430 s 2 [1,-1,1,-1734428,879615081] 6844416
+398430 t 1 [1,-1,1,38317,3654227] 2956800
+398430 u 1 [1,-1,1,-1517483,-2522607623] 30981888
+398430 v 1 [1,-1,1,-3938,103281] 691200
+398430 w 1 [1,-1,1,793,2239] 337920
+398430 x 1 [1,-1,1,-9977,440601] 967680
+398430 y 1 [1,-1,1,-437,4961] 294912
+398430 z 1 [1,-1,1,162778,14791349] 4147200
+398430 ba 1 [1,-1,1,-917,-659] 347648
+398430 ba 2 [1,-1,1,-10517,-411539] 695296
+398430 bb 1 [1,-1,1,-424922,-106566631] 5483520
+398430 bb 2 [1,-1,1,-6799802,-6823140199] 10967040
+398430 bc 1 [1,-1,1,-1176347,491449771] 6272000
+398430 bd 1 [1,-1,1,-1142,-39291] 633600
+398430 be 1 [1,-1,1,70444903,-251824332679] 133668864
+398431 a 1 [1,1,1,-332,2166] 117528
+398433 a 1 [0,1,1,-420,3197] 223920
+398436 a 1 [0,-1,0,507,33633] 528000
+398438 a 1 [1,1,0,-20606230,-36011759404] 20662272
+398438 b 1 [1,1,0,-2379,41917] 482560
+398438 c 1 [1,-1,0,-268,-1684] 412096
+398438 d 1 [1,1,1,-433,-1713] 177408
+398438 e 1 [1,1,1,-87,-281] 76032
+398440 a 1 [0,1,0,-2296,74529] 476928
+398440 b 1 [0,-1,0,-4760,135100] 529536
+398440 c 1 [0,0,0,-3834452,-2890034796] 4805568
+398440 d 1 [0,0,0,5394853,-2182342314] 14929920
+398440 e 1 [0,0,0,-3307,-73194] 217344
+398440 e 2 [0,0,0,-3107,-82434] 434688
+398440 f 1 [0,1,0,104,-2336] 127872
+398442 a 1 [1,1,0,-1447,20605] 461088
+398442 b 1 [1,0,1,-74356891,51633812210] 130999680
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+398445 a 1 [1,1,1,-20085,864912] 1837440
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+398445 c 1 [1,0,0,-207770,-36313725] 2598912
+398445 c 2 [1,0,0,-3320375,-2329058568] 5197824
+398445 c 3 [1,0,0,-3316430,-2334867975] 10395648
+398445 c 4 [1,0,0,-53126000,-149046468693] 10395648
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+398445 e 1 [1,0,1,-27879,472981] 2732800
+398445 e 2 [1,0,1,-347424,78697597] 5465600
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+398446 a 1 [1,0,1,-424000,91477134] 5560128
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+398448 a 1 [0,0,0,-1371,19541] 198144
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+398449 a 1 [0,0,1,349,-3612] 343232
+398449 b 1 [0,-1,1,33,100] 104144
+398449 c 1 [0,-1,1,533,-16147] 224320
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+398450 a 1 [1,-1,0,-21367,-3590459] 5774400
+398450 b 1 [1,-1,0,-1765813192,-28563599662784] 385956480
+398450 c 1 [1,-1,0,-455063867,-3736314450459] 50969520
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+398450 e 1 [1,-1,0,-2585542,1600792116] 7618560
+398450 e 2 [1,-1,0,-2457542,1766296116] 15237120
+398450 f 1 [1,-1,0,-435992,111812416] 5097600
+398450 g 1 [1,0,1,40399,1321585348] 16765056
+398450 h 1 [1,1,0,-269650,-54007500] 1892352
+398450 h 2 [1,1,0,-267650,-54845500] 3784704
+398450 i 1 [1,1,0,-30,-70] 49680
+398450 j 1 [1,1,0,100,10100] 429312
+398450 k 1 [1,1,0,7016725,8524320125] 65214720
+398450 l 1 [1,0,0,2487,1257517] 2146560
+398450 m 1 [1,0,0,-37813,-3176133] 2868480
+398450 n 1 [1,0,0,-11063,334117] 1267200
+398450 n 2 [1,0,0,-164313,25620367] 2534400
+398450 o 1 [1,0,0,-692438,-187276508] 7902720
+398450 o 2 [1,0,0,-3144438,1968031492] 15805440
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+398450 q 1 [1,0,0,-15463,489417] 1365504
+398450 q 2 [1,0,0,-223463,40633417] 2731008
+398450 r 1 [1,0,0,-86702688,310732628992] 43994880
+398450 s 1 [1,-1,1,-17440,897987] 1019520
+398450 t 1 [1,-1,1,-2230,41157] 286080
+398450 u 1 [1,-1,1,-18202555,-29886875093] 10193904
+398450 v 1 [1,-1,1,2645,66147] 610560
+398450 w 1 [1,0,0,103512,36310592] 4848768
+398450 x 1 [1,-1,1,-855,-28553] 1154880
+398453 a 1 [0,0,1,-18755,988600] 833000
+398453 b 1 [1,0,0,-31160,-2119831] 529920
+398453 c 1 [0,0,1,-1026322,400196761] 7339920
+398453 d 1 [1,0,1,-360825,77908631] 5368320
+398453 d 2 [1,0,1,-1166080,-392360289] 10736640
+398454 a 1 [1,1,0,-926,-164940] 889728
+398454 a 2 [1,1,0,-51046,-4425140] 1779456
+398454 b 1 [1,1,0,-3111881,-2079275835] 15552000
+398454 b 2 [1,1,0,37399,-6088309275] 31104000
+398454 c 1 [1,1,0,-120371303,-512017743051] 79303680
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+398454 f 2 [1,1,0,-364924,84506968] 5829120
+398454 g 1 [1,1,0,-143654,1275648] 5352960
+398454 g 2 [1,1,0,-1632424,800149630] 10705920
+398454 h 1 [1,0,1,-143,302] 210560
+398454 h 2 [1,0,1,-1933,32522] 421120
+398454 i 1 [1,0,1,-1432,-20890] 425984
+398454 i 2 [1,0,1,-2152,2150] 851968
+398454 i 3 [1,0,1,-24412,1462406] 1703936
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+398502 br 1 [1,-1,1,-149,-8355] 239616
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+398958 cp 1 [1,0,0,-519,-4215] 245760
+398958 cp 2 [1,0,0,601,-19671] 491520
+398958 cq 1 [1,0,0,-84379,8768045] 2433024
+398958 cq 2 [1,0,0,83691,39390399] 4866048
+398958 cr 1 [1,0,0,3963021,3560243553] 27574272
+398958 cs 1 [1,0,0,-14701,-816943] 1492992
+398958 ct 1 [1,0,0,1859549,-488148991] 28131840
+398958 cu 1 [1,0,0,-638,-40734] 645120
+398958 cv 1 [1,0,0,-224323,40876961] 2380800
+398958 cw 1 [1,0,0,184827,-41496351] 5483520
+398958 cx 1 [1,0,0,195,2673] 267264
+398958 cy 1 [1,0,0,-5195,70314789] 5644800
+398958 cz 1 [1,0,0,-42827,-8598927] 3317760
+398958 da 1 [1,0,0,-57282,3139758] 2764800
+398958 db 1 [1,0,0,-2994537687,-63073147895703] 166993920
+398958 db 2 [1,0,0,-2994482807,-63075575314935] 333987840
+398958 dc 1 [1,0,0,-2356117,1391816957] 7239680
+398958 dc 2 [1,0,0,-2352687,1396072215] 14479360
+398958 dd 1 [1,0,0,-241099846,-1440951642292] 144460800
+398958 de 1 [1,0,0,-9822541,11848241243] 15321600
+398958 df 1 [1,0,0,-133281,368073] 7676928
+398960 a 1 [0,1,0,-142101760,-652050382092] 29916160
+398960 b 1 [0,-1,0,44,-64] 67072
+398960 c 1 [0,-1,0,-376,-31120] 472320
+398960 d 1 [0,-1,0,-36,160] 76032
+398960 e 1 [0,-1,0,-4840,179312] 1005312
+398960 f 1 [0,0,0,-167,-874] 72448
+398960 g 1 [0,1,0,-2996,62204] 204800
+398960 h 1 [0,1,0,224,-3596] 191232
+398960 i 1 [0,1,0,-416,3140] 123648
+398960 j 1 [0,1,0,840,2900] 225792
+398960 k 1 [0,-1,0,-5320,380400] 815616
+398960 l 1 [0,0,0,6653,-124414] 1854720
+398960 m 1 [0,0,0,-112747,-14624614] 3338496
+398961 a 1 [1,-1,1,-8321,294216] 269568
+398961 a 2 [1,-1,1,-8456,284280] 539136
+398961 b 1 [0,0,1,3036840,-9942665] 12625920
+398961 c 1 [1,-1,0,-576,42471] 661760
+398965 a 1 [0,1,1,7149,97305] 872256
+398968 a 1 [0,1,0,-5684,163061] 234160
+398968 b 1 [0,1,0,16,41] 38000
+398970 a 1 [1,-1,0,-10065,-386595] 701184
+398970 b 1 [1,-1,0,-29669805,48949144101] 75694080
+398970 b 2 [1,-1,0,-154270125,-695139046875] 151388160
+398970 b 3 [1,-1,0,126604755,-2943767161179] 302776320
+398970 b 4 [1,-1,0,-2428750125,-46069650358875] 302776320
+398970 c 1 [1,-1,0,11385,-11055299] 4849664
+398970 c 2 [1,-1,0,-680535,-210189875] 9699328
+398970 c 3 [1,-1,0,-1623555,500658601] 19398656
+398970 c 4 [1,-1,0,-10808235,-13673954255] 19398656
+398970 d 1 [1,-1,0,180,-3780] 317440
+398970 d 2 [1,-1,0,-2790,-51894] 634880
+398970 e 1 [1,-1,0,-23910,1382516] 1124352
+398970 e 2 [1,-1,0,9570,4924700] 2248704
+398970 f 1 [1,-1,0,-63195,1380005] 4128768
+398970 f 2 [1,-1,0,245685,10708181] 8257536
+398970 g 1 [1,-1,0,-1725,27781] 405504
+398970 g 2 [1,-1,0,-3045,-19475] 811008
+398970 h 1 [1,-1,0,-7602643035,-255093125258075] 431456256
+398970 h 2 [1,-1,0,-6697830555,-318098656527899] 862912512
+398970 i 1 [1,-1,0,-9250965,25705390581] 50964480
+398970 j 1 [1,-1,0,-4796340,4385045456] 19529728
+398970 j 2 [1,-1,0,-78524340,267844680656] 39059456
+398970 j 3 [1,-1,0,-1256386740,17141194705616] 78118912
+398970 j 4 [1,-1,0,-80309940,255026572496] 78118912
+398970 k 1 [1,-1,0,-368955,-45540635] 7864320
+398970 k 2 [1,-1,0,-5092875,-4420835339] 15728640
+398970 k 3 [1,-1,0,-4290975,-5860566599] 31457280
+398970 k 4 [1,-1,0,-81477495,-283056652175] 31457280
+398970 l 1 [1,-1,0,-81675,-6257979] 4014080
+398970 l 2 [1,-1,0,-496395,129853125] 8028160
+398970 l 3 [1,-1,0,-7861995,8486862885] 16056320
+398970 l 4 [1,-1,0,233685,478977381] 16056320
+398970 m 1 [1,-1,0,-45507855870,3736586343458196] 902430720
+398970 m 2 [1,-1,0,-46632855870,3542124918458196] 1804861440
+398970 m 3 [1,-1,0,55488119130,16905124253693196] 3609722880
+398970 m 4 [1,-1,0,-166753830870,-22266419116776804] 3609722880
+398970 n 1 [1,-1,0,-912195,1176172245] 15925248
+398970 n 2 [1,-1,0,-23214915,42967008981] 31850496
+398970 n 3 [1,-1,0,-371219715,2753019588501] 63700992
+398970 n 4 [1,-1,0,-32053635,7260347925] 63700992
+398970 o 1 [1,-1,0,-5130,-140324] 411648
+398970 p 1 [1,-1,0,-945,8041] 339968
+398970 p 2 [1,-1,0,-13815,628375] 679936
+398970 q 1 [1,-1,0,-315,3645] 267264
+398970 r 1 [1,-1,0,-111188790,-451178818700] 93323264
+398970 r 2 [1,-1,0,-122259510,-355884275084] 186646528
+398970 r 3 [1,-1,0,-759741030,7787432157700] 373293056
+398970 r 4 [1,-1,0,338090490,-2400482765084] 373293056
+398970 s 1 [1,-1,0,-1724634,-940890060] 24532992
+398970 t 1 [1,-1,0,-1264344,547343360] 7372800
+398970 t 2 [1,-1,0,-1081824,710771768] 14745600
+398970 u 1 [1,-1,0,-36684,-6109232] 3784704
+398970 u 2 [1,-1,0,-773964,-261650480] 7569408
+398970 u 3 [1,-1,0,-964044,-123158192] 15138816
+398970 u 4 [1,-1,0,-12380364,-16763630000] 15138816
+398970 v 1 [1,-1,0,561,-3555] 380928
+398970 v 2 [1,-1,0,-2739,-29295] 761856
+398970 w 1 [1,-1,0,-252039,29008445] 7569408
+398970 w 2 [1,-1,0,-1762119,-879153667] 15138816
+398970 x 1 [1,-1,0,61776,301158] 3087360
+398970 y 1 [1,-1,0,-148683612384,22067605360677888] 2011668480
+398970 y 2 [1,-1,0,-2378955612384,1412302749962277888] 4023336960
+398970 z 1 [1,-1,0,5436,-9893552] 3411968
+398970 ba 1 [1,-1,0,-519467364,-4556938315752] 83441664
+398970 ba 2 [1,-1,0,-481153374,-5257563630570] 250324992
+398970 bb 1 [1,-1,0,-57924,-6048432] 2663424
+398970 bc 1 [1,-1,0,-190089,31919373] 2785280
+398970 bc 2 [1,-1,0,-236169,15302925] 5570560
+398970 bc 3 [1,-1,0,879831,117751725] 11141120
+398970 bc 4 [1,-1,0,-2089449,-1151151507] 11141120
+398970 bd 1 [1,-1,0,-619297919964,187567872089815120] 4305715200
+398970 bd 2 [1,-1,0,-667616302044,156594271979337808] 8611430400
+398970 bd 3 [1,-1,0,1646521297956,1003059986134857808] 17222860800
+398970 bd 4 [1,-1,0,-3754848015324,-2672182429067315120] 17222860800
+398970 be 1 [1,-1,0,-63774,6339028] 2119680
+398970 be 2 [1,-1,0,-1026054,400296460] 4239360
+398970 bf 1 [1,-1,0,-251574,48226868] 4534272
+398970 bf 2 [1,-1,0,-69054,116598860] 9068544
+398970 bg 1 [1,-1,0,279396,104190160] 10106880
+398970 bh 1 [1,-1,0,231,-15367] 581632
+398970 bh 2 [1,-1,0,-8019,-264517] 1163264
+398970 bi 1 [1,-1,0,-7269,-68715] 1069056
+398970 bi 2 [1,-1,0,-91749,-10662507] 2138112
+398970 bj 1 [1,-1,0,-441099,-120629957] 6988800
+398970 bk 1 [1,-1,0,-21669,-767467] 1612800
+398970 bk 2 [1,-1,0,64731,-5415787] 3225600
+398970 bl 1 [1,-1,0,33381,-98504667] 9574400
+398970 bl 2 [1,-1,0,-3007899,-1961592795] 19148800
+398970 bm 1 [1,-1,0,-29235534,250871125588] 148377600
+398970 bm 2 [1,-1,0,-802280334,8723287524628] 296755200
+398970 bn 1 [1,-1,1,5047,90937] 1142784
+398970 bn 2 [1,-1,1,-24653,815617] 2285568
+398970 bo 1 [1,-1,1,-2268353,-780959663] 22708224
+398970 bo 2 [1,-1,1,-15859073,23753008081] 45416448
+398970 bp 1 [1,-1,1,-19038263,32836093071] 47001600
+398970 bp 2 [1,-1,1,-306876983,2069237469327] 94003200
+398970 bq 1 [1,-1,1,-140483,-20225149] 2457600
+398970 bq 2 [1,-1,1,-120203,-26284813] 4915200
+398970 br 1 [1,-1,1,-20048,1688627] 1935360
+398970 bs 1 [1,-1,1,-1187708,1416361727] 16957440
+398970 bs 2 [1,-1,1,-27541508,55557608447] 33914880
+398970 bt 1 [1,-1,1,-44959613,-261556693819] 102215680
+398970 bu 1 [1,-1,1,-2408,-45529] 399360
+398970 bu 2 [1,-1,1,-38678,-2918113] 798720
+398970 bv 1 [1,-1,1,-27953,-1776863] 1511424
+398970 bv 2 [1,-1,1,-7673,-4315919] 3022848
+398970 bw 1 [1,-1,1,2767,128081] 851968
+398970 bw 2 [1,-1,1,-27653,1551737] 1703936
+398970 bw 3 [1,-1,1,-426623,107358581] 3407872
+398970 bw 4 [1,-1,1,-115403,-13506163] 3407872
+398970 bx 1 [1,-1,1,39892,5209611] 3078144
+398970 bx 2 [1,-1,1,-319478,57246387] 6156288
+398970 by 1 [1,-1,1,-2558,-9628019] 2654208
+398970 by 2 [1,-1,1,-694478,-219418163] 5308416
+398970 by 3 [1,-1,1,-1391978,295615837] 10616832
+398970 by 4 [1,-1,1,-11067698,-14169324419] 10616832
+398970 bz 1 [1,-1,1,25087,-2192583] 2073600
+398970 ca 1 [1,-1,1,-2408,29227] 537600
+398970 ca 2 [1,-1,1,7192,198187] 1075200
+398970 cb 1 [1,-1,1,2077,412831] 1744896
+398970 cb 2 [1,-1,1,-72173,7214131] 3489792
+398970 cc 1 [1,-1,1,-3038,-49719] 614400
+398970 cc 2 [1,-1,1,-15908,732777] 1228800
+398970 cd 1 [1,-1,1,-65423,1920727] 3207168
+398970 cd 2 [1,-1,1,-825743,288713431] 6414336
+398970 ce 1 [1,-1,1,-263119808,-6773257271069] 445132800
+398970 ce 2 [1,-1,1,-7220523008,-235521542641949] 890265600
+398970 cf 1 [1,-1,1,31663003,8409358221] 81920000
+398970 cf 2 [1,-1,1,-127707377,67631391429] 163840000
+398970 cg 1 [1,-1,1,-90587,10528651] 2103552
+398970 ch 1 [1,-1,1,-1211297,482208369] 13762560
+398970 ch 2 [1,-1,1,1053823,2075946801] 27525120
+398970 ci 1 [1,-1,1,-16187,776859] 1343488
+398970 ci 2 [1,-1,1,-37967,-1740909] 2686976
+398970 ci 3 [1,-1,1,115483,-12359649] 5373952
+398970 ci 4 [1,-1,1,-539897,-152520681] 5373952
+398970 cj 1 [1,-1,1,-15527,-734561] 1216512
+398970 cj 2 [1,-1,1,-27407,553231] 2433024
+398970 ck 1 [1,-1,1,-2657,-50319] 374784
+398970 ck 2 [1,-1,1,1063,-182751] 749568
+398970 cl 1 [1,-1,1,-7022,-48771] 1376256
+398970 cl 2 [1,-1,1,27298,-405699] 2752512
+398970 cm 1 [1,-1,1,-82202,-14609221] 3483648
+398970 cn 1 [1,-1,1,14818,-345769] 1732608
+398970 co 1 [1,-1,1,-54122,4235429] 2179072
+398970 co 2 [1,-1,1,87448,22582901] 4358144
+398970 cp 1 [1,-1,1,10723,7466789] 2949120
+398970 cp 2 [1,-1,1,-514157,137846981] 5898240
+398970 cp 3 [1,-1,1,-8158937,8972154749] 11796480
+398970 cp 4 [1,-1,1,-1267457,-358427059] 11796480
+398970 cq 1 [1,-1,1,4598878,41279464721] 55541760
+398970 cq 2 [1,-1,1,-154771502,714077460929] 111083520
+398970 cr 1 [1,-1,1,-3227,1234379] 1419264
+398970 cr 2 [1,-1,1,-193307,32483531] 2838528
+398970 cs 1 [1,-1,1,-20972,1173871] 688128
+398970 cs 2 [1,-1,1,-23852,832879] 1376256
+398970 cs 3 [1,-1,1,75148,5901679] 2752512
+398970 cs 4 [1,-1,1,-168932,-26093969] 2752512
+398970 ct 1 [1,-1,1,-19832,-1724421] 1769472
+398970 ct 2 [1,-1,1,-368312,-85917189] 3538944
+398970 ct 3 [1,-1,1,-419792,-60300741] 7077888
+398970 ct 4 [1,-1,1,-5892512,-5504052549] 7077888
+398970 cu 1 [1,-1,1,-1169357,-326575051] 11612160
+398970 cu 2 [1,-1,1,-7398437,7499641061] 23224320
+398970 cu 3 [1,-1,1,-37122692,87049751591] 34836480
+398970 cu 4 [1,-1,1,-593930372,5571382676519] 69672960
+398970 cv 1 [1,-1,1,-118472,-7365621] 3813376
+398970 cv 2 [1,-1,1,-942152,347146251] 7626752
+398970 cw 1 [1,-1,1,-37025537,-85021677439] 49889280
+398970 cw 2 [1,-1,1,3463483,-261051740791] 99778560
+398970 cx 1 [1,-1,1,-684257,-217896271] 5225472
+398970 cx 2 [1,-1,1,860008,-994443109] 15676416
+398970 cy 1 [1,-1,1,707008,12623098659] 48384000
+398970 cy 2 [1,-1,1,-77237672,255685788771] 96768000
+398970 cz 1 [1,-1,1,-930920117,-10932193057219] 172490752
+398970 cz 2 [1,-1,1,-936061097,-10805336291131] 344981504
+398970 cz 3 [1,-1,1,-2049509147,19830964115009] 689963008
+398970 cz 4 [1,-1,1,95131273,-33322865359399] 689963008
+398973 a 1 [1,0,1,-1174,6599] 1131984
+398975 a 1 [1,-1,1,-17730,-2537728] 1837920
+398975 a 2 [1,-1,1,-408355,-100193978] 3675840
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+398976 a 1 [0,-1,0,-5759,44319] 679936
+398976 a 2 [0,-1,0,-71369,7353273] 1359872
+398976 b 1 [0,-1,0,-17842,-910238] 679936
+398976 b 2 [0,-1,0,-23037,-331515] 1359872
+398976 c 1 [0,1,0,-5759,-44319] 679936
+398976 c 2 [0,1,0,-71369,-7353273] 1359872
+398976 d 1 [0,1,0,-17842,910238] 679936
+398976 d 2 [0,1,0,-23037,331515] 1359872
+398979 a 1 [1,-1,1,-26,46] 55200
+398979 b 1 [1,-1,1,-67961,4432726] 2212704
+398979 c 1 [1,-1,1,-893,46954] 507744
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+398981 a 1 [0,-1,1,-8321,-229802] 627840
+398982 a 1 [1,1,0,149,-275] 138240
+398982 b 1 [1,0,1,-37325040,87762726142] 43615200
+398982 c 1 [1,0,1,-1747,27950] 215552
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+398982 e 1 [1,0,1,-16052,834482] 1225536
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+398982 g 1 [1,0,0,18346,278820] 2931360
+398982 h 1 [1,0,0,-47229,969201] 2714976
+398982 i 1 [1,0,0,-166,-82] 444864
+398984 a 1 [0,0,0,-55,151] 78976
+398984 b 1 [0,1,0,-315208,-68220624] 1953792
+398984 c 1 [0,1,0,-33052,2301853] 418944
+398985 a 1 [0,-1,1,-16716,843986] 1321920
+398985 b 1 [0,1,1,134,-2114] 259600
+398985 c 1 [0,1,1,-1002146,-615196264] 27872000
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+398985 e 3 [1,1,0,-244483,46399048] 4465152
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+398986 a 1 [1,0,1,-37992,-2855194] 1661472
+398986 a 2 [1,0,1,-607972,-182512890] 3322944
+398986 b 1 [1,1,1,-4,453] 133200
+398987 a 1 [1,0,1,-236,1371] 44936
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+398988 a 1 [0,0,0,81,-314] 116160
+398988 b 1 [0,0,0,-140016,-20166199] 1235520
+398988 c 1 [0,0,0,-633,6129] 96288
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+398988 h 1 [0,0,0,729,8478] 348480
+398990 a 1 [1,1,1,-86,-717] 175560
+398990 b 1 [1,-1,1,-85957,1097789] 2539520
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+398992 b 1 [0,-1,0,6347,12221] 562464
+398992 b 2 [0,-1,0,-90453,11120989] 1687392
+398992 c 1 [0,0,0,325,-7446] 185856
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+399003 a 1 [0,1,1,-2487,-48679] 312000
+399003 b 1 [1,1,0,-154,-803] 57040
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+399006 b 1 [1,-1,0,-69027,7043093] 1498176
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+399009 a 1 [1,1,1,-4989,-278400] 731328
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+399833 a 1 [1,-1,0,-1435,-20576] 364192
+399833 b 1 [1,-1,0,5411,-119168] 1343920
+399834 a 1 [1,-1,0,378,1944] 296960
+399834 b 1 [1,-1,0,5778,443092] 998400
+399834 b 2 [1,-1,0,-64062,5569348] 1996800
+399834 c 1 [1,-1,0,-4236,273392] 824880
+399834 d 1 [1,-1,1,-7871,-224409] 1763328
+399834 e 1 [1,-1,1,-66852905,-94793675799] 66232320
+399834 e 2 [1,-1,1,235207255,-714500300055] 132464640
+399836 a 1 [0,0,0,-1148,14969] 196032
+399836 b 1 [0,0,0,-848,-8059] 154944
+399836 c 1 [0,-1,0,-53121,4518902] 1476864
+399838 a 1 [1,1,1,-37,-5] 93056
+399839 a 1 [0,-1,1,-45,75] 37024
+399839 b 1 [0,1,1,-20339,1109479] 730560
+399839 c 1 [0,0,1,-13234,570385] 2233472
+399839 d 1 [1,-1,0,120076,14893921] 2662464
+399840 a 1 [0,-1,0,-2466,200880] 884736
+399840 a 2 [0,-1,0,-68616,6921720] 1769472
+399840 b 1 [0,-1,0,1454,-34124] 491520
+399840 b 2 [0,-1,0,-11041,-356495] 983040
+399840 c 1 [0,-1,0,-243546,45966096] 3538944
+399840 c 2 [0,-1,0,-3887921,2951990721] 7077888
+399840 c 3 [0,-1,0,-68616,110480280] 7077888
+399840 c 4 [0,-1,0,-427296,-32605404] 7077888
+399840 d 1 [0,-1,0,39674,2857660] 2064384
+399840 d 2 [0,-1,0,-222721,26945521] 4128768
+399840 e 1 [0,-1,0,-8346,543096] 1146880
+399840 e 2 [0,-1,0,-162696,25300836] 2293760
+399840 f 1 [0,-1,0,-15206,-510600] 1179648
+399840 f 2 [0,-1,0,-90176,10045176] 2359296
+399840 f 3 [0,-1,0,39919,-3410175] 2359296
+399840 f 4 [0,-1,0,-223456,-40577900] 2359296
+399840 g 1 [0,-1,0,-676461,-214175835] 5013504
+399840 h 1 [0,-1,0,-3166,73060] 524288
+399840 h 2 [0,-1,0,-51361,4497361] 1048576
+399840 i 1 [0,-1,0,-17936,-974364] 1311744
+399840 j 1 [0,-1,0,-299896,63634516] 4032000
+399840 k 1 [0,-1,0,-16721021,27140913045] 27675648
+399840 l 1 [0,-1,0,6712739,-15636455435] 38083584
+399840 m 1 [0,-1,0,1699,-230859] 1130496
+399840 n 1 [0,-1,0,-7366,-62800184] 4838400
+399840 n 2 [0,-1,0,-2414736,-1422482760] 9676800
+399840 o 1 [0,-1,0,1456019,-136580219] 11059200
+399840 p 1 [0,-1,0,-135746,-19170780] 2211840
+399840 p 2 [0,-1,0,-89441,-32497359] 4423680
+399840 q 1 [0,-1,0,-3655335581,-85377226634475] 413614080
+399840 r 1 [0,-1,0,-65186,-7150884] 1966080
+399840 r 2 [0,-1,0,-1077281,-430004175] 3932160
+399840 s 1 [0,-1,0,-226,-11024] 294912
+399840 s 2 [0,-1,0,-8976,-322524] 589824
+399840 t 1 [0,-1,0,-1388186,629372640] 7864320
+399840 t 2 [0,-1,0,-22204856,40280965656] 15728640
+399840 t 3 [0,-1,0,-1034161,957695425] 15728640
+399840 t 4 [0,-1,0,-1748336,277722180] 15728640
+399840 u 1 [0,-1,0,1699,-61515] 580608
+399840 v 1 [0,-1,0,-5406,-356544] 1179648
+399840 v 2 [0,-1,0,-115656,-15085944] 2359296
+399840 w 1 [0,-1,0,-146663386,657504492940] 103219200
+399840 w 2 [0,-1,0,74602239,2467324546065] 206438400
+399840 x 1 [0,-1,0,-200566,-33742484] 3244032
+399840 x 2 [0,-1,0,-453441,68773041] 6488064
+399840 y 1 [0,-1,0,-1093696,608244820] 10360320
+399840 z 1 [0,-1,0,-503981,-137547675] 2688000
+399840 ba 1 [0,-1,0,1454,2920] 540672
+399840 ba 2 [0,-1,0,-5896,29380] 1081344
+399840 bb 1 [0,-1,0,54,1296] 180224
+399840 bb 2 [0,-1,0,-1521,22401] 360448
+399840 bc 1 [0,-1,0,-41666,-3255384] 1376256
+399840 bc 2 [0,-1,0,-54161,-1128735] 2752512
+399840 bc 3 [0,-1,0,-29416,-5220284] 2752512
+399840 bc 4 [0,-1,0,-666416,-209172984] 2752512
+399840 bd 1 [0,-1,0,-25198266,-2389902896520] 233963520
+399840 bd 2 [0,-1,0,-2838227016,-57515139493020] 467927040
+399840 be 1 [0,-1,0,-441261186,3606913208340] 172523520
+399840 be 2 [0,-1,0,-7081616481,229377665167281] 345047040
+399840 bf 1 [0,-1,0,-30886,-1271864] 1769472
+399840 bf 2 [0,-1,0,-210961,36435841] 3538944
+399840 bf 3 [0,-1,0,94064,-9068744] 3538944
+399840 bf 4 [0,-1,0,-439056,-111804300] 3538944
+399840 bg 1 [0,-1,0,-993246,-380613204] 5505024
+399840 bg 2 [0,-1,0,-889121,-463642479] 11010048
+399840 bh 1 [0,-1,0,-22066,659716] 1892352
+399840 bh 2 [0,-1,0,-167841,-25958799] 3784704
+399840 bi 1 [0,-1,0,-16886,3156336] 2211840
+399840 bi 2 [0,-1,0,-442136,113040936] 4423680
+399840 bj 1 [0,-1,0,-23466,1423080] 1277952
+399840 bj 2 [0,-1,0,-377841,89520705] 2555904
+399840 bk 1 [0,-1,0,-138686,19925340] 1990656
+399840 bk 2 [0,-1,0,-136481,20587281] 3981312
+399840 bl 1 [0,-1,0,-897010,448290592] 15482880
+399840 bl 2 [0,-1,0,-15780760,24131313592] 30965760
+399840 bm 1 [0,-1,0,-1149850,485816752] 8945664
+399840 bm 2 [0,-1,0,-18514225,30668573377] 17891328
+399840 bn 1 [0,-1,0,-87530,6148500] 2949120
+399840 bn 2 [0,-1,0,266495,43037905] 5898240
+399840 bo 1 [0,-1,0,-15010,-30008] 1572864
+399840 bo 2 [0,-1,0,-160785,24780897] 3145728
+399840 bo 3 [0,-1,0,59960,-299900] 3145728
+399840 bo 4 [0,-1,0,-169360,-26701688] 3145728
+399840 bp 1 [0,-1,0,-26217270,-12601056600] 84934656
+399840 bp 2 [0,-1,0,-249473520,1506613073400] 169869312
+399840 bp 3 [0,-1,0,101335855,-99311670975] 169869312
+399840 bp 4 [0,-1,0,-323773200,-2239390614348] 169869312
+399840 bq 1 [0,-1,0,1650,3312] 414720
+399840 bq 2 [0,-1,0,-6680,33300] 829440
+399840 br 1 [0,-1,0,-827430,1080968400] 15482880
+399840 br 2 [0,-1,0,-21664680,38729711700] 30965760
+399840 bs 1 [0,-1,0,1650,-540000] 1179648
+399840 bs 2 [0,-1,0,-90225,-10113375] 2359296
+399840 bt 1 [0,-1,0,-450,2052] 270336
+399840 bt 2 [0,-1,0,-3425,-74703] 540672
+399840 bu 1 [0,-1,0,-514250,-6967500000] 33423360
+399840 bu 2 [0,-1,0,-57923000,-167666073000] 66846720
+399840 bv 1 [0,-1,0,-4230,-99000] 737280
+399840 bv 2 [0,-1,0,-12560,420792] 1474560
+399840 bv 3 [0,-1,0,3120,-413580] 1474560
+399840 bv 4 [0,-1,0,-66705,-6608895] 1474560
+399840 bw 1 [0,-1,0,2630,449800] 1261568
+399840 bw 2 [0,-1,0,-74545,7534465] 2523136
+399840 bx 1 [0,-1,0,-10285,-398075] 384000
+399840 by 1 [0,-1,0,-53591120,208520791032] 72522240
+399840 bz 1 [0,-1,0,-9827750,-11593327500] 22708224
+399840 bz 2 [0,-1,0,-22218625,23544715825] 45416448
+399840 ca 1 [0,-1,0,83235,-20933163] 4064256
+399840 cb 1 [0,-1,0,18048595,18942840645] 48660480
+399840 cc 1 [0,-1,0,-11090,-3803400] 2064384
+399840 cc 2 [0,-1,0,-439840,-111505400] 4128768
+399840 cd 1 [0,-1,0,-310,-8840] 322560
+399840 cd 2 [0,-1,0,-8640,-305388] 645120
+399840 ce 1 [0,-1,0,-598110,178158492] 3538944
+399840 ce 2 [0,-1,0,-493985,242070417] 7077888
+399840 cf 1 [0,-1,0,-66910790,210686592600] 28311552
+399840 cf 2 [0,-1,0,-1070571665,13482897271425] 56623104
+399840 cf 3 [0,-1,0,-65919520,217230560632] 56623104
+399840 cf 4 [0,-1,0,-67903040,204116706900] 56623104
+399840 cg 1 [0,-1,0,-3820350,-2892586248] 10321920
+399840 cg 2 [0,-1,0,-61242225,-184449070623] 20643840
+399840 ch 1 [0,-1,0,-95686285,386834352997] 67829760
+399840 ci 1 [0,-1,0,-9130,-141728] 884736
+399840 ci 2 [0,-1,0,-75280,7875652] 1769472
+399840 ci 3 [0,-1,0,32520,-1108008] 1769472
+399840 ci 4 [0,-1,0,-121585,-16267775] 1769472
+399840 cj 1 [0,-1,0,-5210,-140748] 442368
+399840 cj 2 [0,-1,0,-65,-411375] 884736
+399840 ck 1 [0,-1,0,5570,-112328] 884736
+399840 ck 2 [0,-1,0,-27505,-965663] 1769472
+399840 cl 1 [0,-1,0,136995,-45626475] 5440512
+399840 cm 1 [0,-1,0,-4230,-37260] 737280
+399840 cm 2 [0,-1,0,15615,-303183] 1474560
+399840 cn 1 [0,-1,0,-211010,-101538408] 5898240
+399840 cn 2 [0,-1,0,-4804760,-4046650908] 11796480
+399840 co 1 [0,-1,0,377970,104594400] 7077888
+399840 co 2 [0,-1,0,-2378280,1032899400] 14155776
+399840 cp 1 [0,-1,0,-341245,79225525] 3953664
+399840 cq 1 [0,-1,0,-6120,187272] 576000
+399840 cr 1 [0,-1,0,-878880,-335964600] 9182208
+399840 cs 1 [0,-1,0,-155150,24749292] 3670016
+399840 cs 2 [0,-1,0,-2516705,1537561425] 7340032
+399840 ct 1 [0,-1,0,-945030,353403072] 7864320
+399840 ct 2 [0,-1,0,-15114360,22621922100] 15728640
+399840 ct 3 [0,-1,0,-653480,575214312] 15728640
+399840 ct 4 [0,-1,0,-1242705,112345857] 15728640
+399840 cu 1 [0,-1,0,-170830,31466800] 4128768
+399840 cu 2 [0,-1,0,-2849905,1852701985] 8257536
+399840 cv 1 [0,-1,0,-2647290,629001612] 18432000
+399840 cv 2 [0,-1,0,9705855,4821659025] 36864000
+399840 cw 1 [0,-1,0,-170,1632] 163840
+399840 cw 2 [0,-1,0,-3320,74712] 327680
+399840 cx 1 [0,-1,0,810,8100] 294912
+399840 cx 2 [0,-1,0,-4545,79857] 589824
+399840 cy 1 [0,-1,0,-21870,409032] 1572864
+399840 cy 2 [0,-1,0,-279120,56798232] 3145728
+399840 cy 3 [0,-1,0,82255,3095457] 3145728
+399840 cy 4 [0,-1,0,-196800,-33247500] 3145728
+399840 cz 1 [0,1,0,-23466,-1423080] 1277952
+399840 cz 2 [0,1,0,-377841,-89520705] 2555904
+399840 da 1 [0,1,0,-138686,-19925340] 1990656
+399840 da 2 [0,1,0,-136481,-20587281] 3981312
+399840 db 1 [0,1,0,-41666,3255384] 1376256
+399840 db 2 [0,1,0,-666416,209172984] 2752512
+399840 db 3 [0,1,0,-29416,5220284] 2752512
+399840 db 4 [0,1,0,-54161,1128735] 2752512
+399840 dc 1 [0,1,0,-25198266,2389902896520] 233963520
+399840 dc 2 [0,1,0,-2838227016,57515139493020] 467927040
+399840 dd 1 [0,1,0,-30886,1271864] 1769472
+399840 dd 2 [0,1,0,-439056,111804300] 3538944
+399840 dd 3 [0,1,0,94064,9068744] 3538944
+399840 dd 4 [0,1,0,-210961,-36435841] 3538944
+399840 de 1 [0,1,0,-441261186,-3606913208340] 172523520
+399840 de 2 [0,1,0,-7081616481,-229377665167281] 345047040
+399840 df 1 [0,1,0,-22066,-659716] 1892352
+399840 df 2 [0,1,0,-167841,25958799] 3784704
+399840 dg 1 [0,1,0,-993246,380613204] 5505024
+399840 dg 2 [0,1,0,-889121,463642479] 11010048
+399840 dh 1 [0,1,0,-16886,-3156336] 2211840
+399840 dh 2 [0,1,0,-442136,-113040936] 4423680
+399840 di 1 [0,1,0,1699,61515] 580608
+399840 dj 1 [0,1,0,-200566,33742484] 3244032
+399840 dj 2 [0,1,0,-453441,-68773041] 6488064
+399840 dk 1 [0,1,0,-5406,356544] 1179648
+399840 dk 2 [0,1,0,-115656,15085944] 2359296
+399840 dl 1 [0,1,0,-146663386,-657504492940] 103219200
+399840 dl 2 [0,1,0,74602239,-2467324546065] 206438400
+399840 dm 1 [0,1,0,-1093696,-608244820] 10360320
+399840 dn 1 [0,1,0,-503981,137547675] 2688000
+399840 do 1 [0,1,0,54,-1296] 180224
+399840 do 2 [0,1,0,-1521,-22401] 360448
+399840 dp 1 [0,1,0,1454,-2920] 540672
+399840 dp 2 [0,1,0,-5896,-29380] 1081344
+399840 dq 1 [0,1,0,1699,230859] 1130496
+399840 dr 1 [0,1,0,-7366,62800184] 4838400
+399840 dr 2 [0,1,0,-2414736,1422482760] 9676800
+399840 ds 1 [0,1,0,1456019,136580219] 11059200
+399840 dt 1 [0,1,0,-135746,19170780] 2211840
+399840 dt 2 [0,1,0,-89441,32497359] 4423680
+399840 du 1 [0,1,0,-3655335581,85377226634475] 413614080
+399840 dv 1 [0,1,0,-65186,7150884] 1966080
+399840 dv 2 [0,1,0,-1077281,430004175] 3932160
+399840 dw 1 [0,1,0,-226,11024] 294912
+399840 dw 2 [0,1,0,-8976,322524] 589824
+399840 dx 1 [0,1,0,-1388186,-629372640] 7864320
+399840 dx 2 [0,1,0,-1748336,-277722180] 15728640
+399840 dx 3 [0,1,0,-1034161,-957695425] 15728640
+399840 dx 4 [0,1,0,-22204856,-40280965656] 15728640
+399840 dy 1 [0,1,0,-299896,-63634516] 4032000
+399840 dz 1 [0,1,0,-16721021,-27140913045] 27675648
+399840 ea 1 [0,1,0,6712739,15636455435] 38083584
+399840 eb 1 [0,1,0,-17936,974364] 1311744
+399840 ec 1 [0,1,0,1454,34124] 491520
+399840 ec 2 [0,1,0,-11041,356495] 983040
+399840 ed 1 [0,1,0,39674,-2857660] 2064384
+399840 ed 2 [0,1,0,-222721,-26945521] 4128768
+399840 ee 1 [0,1,0,-243546,-45966096] 3538944
+399840 ee 2 [0,1,0,-427296,32605404] 7077888
+399840 ee 3 [0,1,0,-68616,-110480280] 7077888
+399840 ee 4 [0,1,0,-3887921,-2951990721] 7077888
+399840 ef 1 [0,1,0,-8346,-543096] 1146880
+399840 ef 2 [0,1,0,-162696,-25300836] 2293760
+399840 eg 1 [0,1,0,-15206,510600] 1179648
+399840 eg 2 [0,1,0,-223456,40577900] 2359296
+399840 eg 3 [0,1,0,39919,3410175] 2359296
+399840 eg 4 [0,1,0,-90176,-10045176] 2359296
+399840 eh 1 [0,1,0,-676461,214175835] 5013504
+399840 ei 1 [0,1,0,-3166,-73060] 524288
+399840 ei 2 [0,1,0,-51361,-4497361] 1048576
+399840 ej 1 [0,1,0,-2466,-200880] 884736
+399840 ej 2 [0,1,0,-68616,-6921720] 1769472
+399840 ek 1 [0,1,0,-155150,-24749292] 3670016
+399840 ek 2 [0,1,0,-2516705,-1537561425] 7340032
+399840 el 1 [0,1,0,-945030,-353403072] 7864320
+399840 el 2 [0,1,0,-1242705,-112345857] 15728640
+399840 el 3 [0,1,0,-653480,-575214312] 15728640
+399840 el 4 [0,1,0,-15114360,-22621922100] 15728640
+399840 em 1 [0,1,0,-2647290,-629001612] 18432000
+399840 em 2 [0,1,0,9705855,-4821659025] 36864000
+399840 en 1 [0,1,0,-170830,-31466800] 4128768
+399840 en 2 [0,1,0,-2849905,-1852701985] 8257536
+399840 eo 1 [0,1,0,-170,-1632] 163840
+399840 eo 2 [0,1,0,-3320,-74712] 327680
+399840 ep 1 [0,1,0,-21870,-409032] 1572864
+399840 ep 2 [0,1,0,-196800,33247500] 3145728
+399840 ep 3 [0,1,0,82255,-3095457] 3145728
+399840 ep 4 [0,1,0,-279120,-56798232] 3145728
+399840 eq 1 [0,1,0,810,-8100] 294912
+399840 eq 2 [0,1,0,-4545,-79857] 589824
+399840 er 1 [0,1,0,-878880,335964600] 9182208
+399840 es 1 [0,1,0,136995,45626475] 5440512
+399840 et 1 [0,1,0,-211010,101538408] 5898240
+399840 et 2 [0,1,0,-4804760,4046650908] 11796480
+399840 eu 1 [0,1,0,-4230,37260] 737280
+399840 eu 2 [0,1,0,15615,303183] 1474560
+399840 ev 1 [0,1,0,377970,-104594400] 7077888
+399840 ev 2 [0,1,0,-2378280,-1032899400] 14155776
+399840 ew 1 [0,1,0,-341245,-79225525] 3953664
+399840 ex 1 [0,1,0,-6120,-187272] 576000
+399840 ey 1 [0,1,0,18048595,-18942840645] 48660480
+399840 ez 1 [0,1,0,-11090,3803400] 2064384
+399840 ez 2 [0,1,0,-439840,111505400] 4128768
+399840 fa 1 [0,1,0,-310,8840] 322560
+399840 fa 2 [0,1,0,-8640,305388] 645120
+399840 fb 1 [0,1,0,-66910790,-210686592600] 28311552
+399840 fb 2 [0,1,0,-67903040,-204116706900] 56623104
+399840 fb 3 [0,1,0,-65919520,-217230560632] 56623104
+399840 fb 4 [0,1,0,-1070571665,-13482897271425] 56623104
+399840 fc 1 [0,1,0,-598110,-178158492] 3538944
+399840 fc 2 [0,1,0,-493985,-242070417] 7077888
+399840 fd 1 [0,1,0,-3820350,2892586248] 10321920
+399840 fd 2 [0,1,0,-61242225,184449070623] 20643840
+399840 fe 1 [0,1,0,-95686285,-386834352997] 67829760
+399840 ff 1 [0,1,0,-9130,141728] 884736
+399840 ff 2 [0,1,0,-121585,16267775] 1769472
+399840 ff 3 [0,1,0,32520,1108008] 1769472
+399840 ff 4 [0,1,0,-75280,-7875652] 1769472
+399840 fg 1 [0,1,0,5570,112328] 884736
+399840 fg 2 [0,1,0,-27505,965663] 1769472
+399840 fh 1 [0,1,0,-5210,140748] 442368
+399840 fh 2 [0,1,0,-65,411375] 884736
+399840 fi 1 [0,1,0,2630,-449800] 1261568
+399840 fi 2 [0,1,0,-74545,-7534465] 2523136
+399840 fj 1 [0,1,0,-10285,398075] 384000
+399840 fk 1 [0,1,0,-53591120,-208520791032] 72522240
+399840 fl 1 [0,1,0,-9827750,11593327500] 22708224
+399840 fl 2 [0,1,0,-22218625,-23544715825] 45416448
+399840 fm 1 [0,1,0,83235,20933163] 4064256
+399840 fn 1 [0,1,0,-26217270,12601056600] 84934656
+399840 fn 2 [0,1,0,-323773200,2239390614348] 169869312
+399840 fn 3 [0,1,0,101335855,99311670975] 169869312
+399840 fn 4 [0,1,0,-249473520,-1506613073400] 169869312
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+399993 b 1 [1,1,1,-24013,-1095238] 1541120
+399993 b 2 [1,1,1,57672,-6845862] 3082240
+399993 c 1 [1,1,1,-145682,-21462802] 1916928
+399993 c 2 [1,1,1,-147127,-21017164] 3833856
+399993 c 3 [1,1,1,-383682,63196416] 7667712
+399993 c 4 [1,1,1,66308,-76681012] 7667712
+399993 d 1 [1,0,0,-10143,-387504] 685056
+399993 d 2 [1,0,0,142,-1134195] 1370112
+399993 e 1 [1,0,0,7768,111447] 841728
+399993 e 2 [1,0,0,-33977,921300] 1683456
+399993 f 1 [1,0,1,-587,4985] 190464
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+399993 f 3 [1,0,1,3833,-168109] 761856
+399993 f 4 [1,0,1,-31017,-2105021] 761856
+399993 g 1 [1,0,1,14,839] 127488
+399993 g 2 [1,0,1,-1251,16525] 254976
+399993 h 1 [0,-1,1,-18703468620,984540609532487] 1430768640
+399993 i 1 [0,1,1,-265620602,1666163711729] 32453760
+399993 j 1 [0,1,1,-412,-3311] 198528
+399994 a 1 [1,1,0,-1764,-29264] 210360
+399994 b 1 [1,0,0,-9841,-324503] 791400
+399996 a 1 [0,0,0,-2188200,579684724] 15982848
+399996 b 1 [0,0,0,-127335,17489198] 934272
+399996 c 1 [0,0,0,-444,-16027] 304128
+399996 c 2 [0,0,0,-12639,-545290] 608256
+399998 a 1 [1,-1,1,-45,141] 114864
diff --git a/allgens/allgens.390000-399999 b/allgens/allgens.390000-399999
new file mode 100644
index 0000000..3bdb613
--- /dev/null
+++ b/allgens/allgens.390000-399999
@@ -0,0 +1,58170 @@
+390003 a 1 [0,-1,1,-51,-151] 1 [] [2111027:2074302:226981]
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+390006 a 1 [1,-1,0,-4302,20074324] 1 [] [-180:3962:1]
+390006 b 1 [1,-1,0,-15513342,23522255252] 0 []
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+390006 e 1 [1,-1,0,-153,-11907] 1 [] [61:420:1]
+390006 f 1 [1,-1,1,-1058,-14911] 1 [] [39:25:1]
+390009 a 1 [0,1,1,-17,53] 0 []
+390010 a 1 [1,0,1,537,288906] 0 [3] [0:537:1]
+390010 a 2 [1,0,1,-4838,-7801544] 0 []
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+390011 a 2 [1,-1,0,-2932,-60375] 0 [2] [-250:125:8]
+390011 b 1 [1,0,1,4460,-887375] 1 [] [2433:12224:27]
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+390014 b 1 [1,-1,1,824579,245512517] 1 [2] [1295:58376:1] [-273:136:1]
+390014 b 2 [1,-1,1,-4418301,2252486981] 1 [2,2] [673561:11273912:343] [-2321:1160:1] [1775:-888:1]
+390014 b 3 [1,-1,1,-63149821,193129926981] 1 [4] [857677638825:1793597256856:182284263] [5871:154280:1]
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+390016 a 1 [0,1,0,-175,-951] 1 [] [-8:1:1]
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+390024 a 1 [0,0,0,-348,2516] 1 [] [10:6:1]
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+390150 bq 2 [1,-1,0,33708,4468616] 2 [] [559:-14342:1] [93:-57859:27]
+390150 br 1 [1,-1,0,813,8241] 2 [] [13:138:1] [130:1451:1]
+390150 br 2 [1,-1,0,-20862,1174356] 2 [] [-140:1226:1] [535298020:4182957086:3442951]
+390150 bs 1 [1,-1,0,-345836817,-4208086826659] 1 [] [91397601164842763624036310235609247:159154951300808158699069526794935828189:30123000592236851480451250903]
+390150 bt 1 [1,-1,0,-3133392,12934774016] 0 []
+390150 bt 2 [1,-1,0,28078608,-340853245984] 0 []
+390150 bu 1 [1,-1,0,-510913617,9733780888541] 1 [] [10356424597936598:1413612097620394773:514114905331]
+390150 bv 1 [1,-1,0,-7857,-585059] 1 [] [15890:1994999:1]
+390150 bw 1 [1,-1,0,-252244167,1542044401991] 0 []
+390150 bx 1 [1,-1,0,-3523542,1419106616] 1 [] [3974:221988:1]
+390150 by 1 [1,-1,0,-3523542,-2527260634] 2 [] [-8090:12137:8] [2525:67071:1]
+390150 bz 1 [1,-1,0,-13940547,-20001259819] 1 [] [4173657238:1022974863989:68921]
+390150 ca 1 [1,-1,0,-23667,-3621259] 0 []
+390150 cb 1 [1,-1,0,-6839817,-17818604659] 1 [] [66971023166367279988460969:8085840779114932727147825028:4398715754638836128191]
+390150 cc 1 [1,-1,0,-38723742,92624240916] 2 [] [3468:3834:1] [4620:108666:1]
+390150 cd 1 [1,-1,0,-12192,-511534] 0 []
+390150 ce 1 [1,-1,0,-872817,314075591] 1 [] [539:-257:1]
+390150 cf 1 [1,-1,0,-12192,291716] 1 [] [134:958:1]
+390150 cg 1 [1,-1,0,-1767867,1981645541] 1 [] [19991830:1214843253:4913]
+390150 ch 1 [1,-1,0,-2270727,-2883477699] 1 [] [18600781225122742:7103652864118284837:127187639389]
+390150 ci 1 [1,-1,0,-1196667,-856239259] 0 []
+390150 cj 1 [1,-1,0,-4997442,4311389716] 0 []
+390150 cj 2 [1,-1,0,9741558,21993276716] 0 []
+390150 ck 1 [1,-1,0,182883,-28544959] 0 []
+390150 ck 2 [1,-1,0,-4693992,-3944675584] 0 []
+390150 cl 1 [1,-1,0,-207267,-202551859] 0 []
+390150 cl 2 [1,-1,0,-33370017,-74188647109] 0 []
+390150 cm 1 [1,-1,0,-101451192,393409054016] 0 []
+390150 cn 1 [1,-1,0,-6640407,10265097501] 0 []
+390150 co 1 [1,-1,0,3759258,-1181691084] 0 []
+390150 co 2 [1,-1,0,-42300117,126264599541] 0 []
+390150 cp 1 [1,-1,0,-717,-7059] 2 [] [-17:9:1] [494:3159:8]
+390150 cp 2 [1,-1,0,-7092,228816] 2 [] [43:-66:1] [22114750154:92240784069:290117528]
+390150 cq 1 [1,-1,0,-120567,-27547909] 0 []
+390150 cr 1 [1,-1,0,-428352,-98617344] 0 []
+390150 cs 1 [1,-1,0,52833,-61982259] 1 [] [11343:152291:27]
+390150 cs 2 [1,-1,0,-10351167,-12818442259] 1 [] [7720326279939:863171869798343:573856191]
+390150 ct 1 [1,-1,0,-3522,64596] 2 [] [-20:366:1] [13:138:1]
+390150 ct 2 [1,-1,0,-90222,-10402984] 2 [] [370:2416:1] [-4749:3386:27]
+390150 cu 1 [1,-1,0,-333492,67902416] 0 []
+390150 cv 1 [1,-1,0,-155682042,723824748116] 1 [] [22539640512:3600117667019:7077888]
+390150 cw 1 [1,-1,0,-12192,5827256] 1 [] [47695:916703:125]
+390150 cx 1 [1,-1,0,-575742,-105888584] 0 []
+390150 cy 1 [1,-1,0,-1767867,-401138209] 0 []
+390150 cz 1 [1,-1,0,-717,4841] 1 [] [4:43:1]
+390150 da 1 [1,-1,0,-185592,50922816] 1 [] [652560:15589528:3375]
+390150 da 2 [1,-1,0,1548408,-895263184] 1 [] [28563606872580:-2423328281787796:4134520125]
+390150 db 1 [1,-1,0,-1117617,-455036709] 0 []
+390150 db 2 [1,-1,0,1591758,-2148396084] 0 []
+390150 dc 1 [1,-1,0,-1959688348692,1055914493787755216] 0 []
+390150 dc 2 [1,-1,0,-2241844828692,732077636332715216] 0 []
+390150 dd 1 [1,-1,0,-1992,4416] 1 [] [48:776:27]
+390150 dd 2 [1,-1,0,-103992,-12881584] 1 [] [-1718556:927128:9261]
+390150 de 1 [1,-1,0,-12192,-707034] 0 []
+390150 de 2 [1,-1,0,96183,8938341] 0 []
+390150 df 1 [1,-1,0,-338077167,2392690397741] 0 []
+390150 df 2 [1,-1,0,-439516167,840400592741] 0 []
+390150 dg 1 [1,-1,0,-77478535167,9033044329769741] 1 [] [5787393154481886156160001302902585228322813379396482231:3793847143662571994071130356504040526797446493418223997847:10667843786102615627021258228957913878890413234629]
+390150 dh 1 [1,-1,0,-112960617,-462040273459] 1 [] [-126547773951396402:184209512019056801:20622669935967]
+390150 di 1 [1,-1,0,-710127,-226180499] 0 []
+390150 dj 1 [1,-1,0,-120567,-1754659] 1 [] [-338:14619:8]
+390150 dk 1 [1,-1,0,-1737,28301] 0 []
+390150 dl 1 [1,-1,0,-69567,7119341] 1 [] [149:138:1]
+390150 dm 1 [1,-1,0,-12192,298985966] 0 []
+390150 dn 1 [1,-1,0,16374108,-150943831984] 2 [] [128973:5076101:27] [40462:1959419:8]
+390150 do 1 [1,-1,0,74508,-6255834] 1 [] [336193:6316341:2197]
+390150 dp 1 [1,-1,0,573033,-1069621219] 0 []
+390150 dq 1 [1,-1,0,-129237,-21834379] 1 [] [1600498712833627:22974597944885024:2977904258603]
+390150 dr 1 [1,-1,0,-1088682417,-13824258492259] 0 []
+390150 ds 1 [1,-1,0,-207267,36219941] 0 []
+390150 ds 2 [1,-1,0,-1182642,-468439084] 0 []
+390150 dt 1 [1,-1,0,-28579842,58814737816] 0 []
+390150 du 1 [1,-1,0,-575742,416117666] 0 []
+390150 dv 1 [1,-1,0,-717,-18109] 1 [] [614:4589:8]
+390150 dw 1 [1,-1,0,813,-286539] 1 [] [690014765:2813006449:9938375]
+390150 dx 1 [1,-1,0,-402342,-87652684] 0 []
+390150 dx 2 [1,-1,0,-31614342,-68410720684] 0 []
+390150 dy 1 [1,-1,0,-1767867,-566951959] 0 []
+390150 dz 1 [1,-1,0,-23421192,43283762216] 0 []
+390150 ea 1 [1,-1,0,-120567,-13314659] 1 [] [1254:41873:1]
+390150 ea 2 [1,-1,0,-2829942,1831769716] 1 [] [10724436:234957782:6859]
+390150 eb 1 [1,-1,0,558,-14284] 1 [] [142:179:8]
+390150 ec 1 [1,-1,0,-1962942,-4451090284] 0 []
+390150 ec 2 [1,-1,0,-275067942,-1755873455284] 0 []
+390150 ed 1 [1,-1,0,125508,1806416] 1 [] [526662372414600:20168829713428316:371850068871]
+390150 ee 1 [1,-1,0,161208,-2715584] 1 [] [291520:14135848:125]
+390150 ef 1 [1,-1,1,1450870,1875923497] 1 [] [-361:36305:1]
+390150 eg 1 [1,-1,1,4030195,-335417803] 0 []
+390150 eh 1 [1,-1,1,5020,13447] 0 []
+390150 ei 1 [1,-1,1,20320,-1406053] 1 [] [1022:13935:8]
+390150 ei 2 [1,-1,1,-196430,56682947] 1 [] [236306:17321625:2744]
+390150 ej 1 [1,-1,1,-3230930,-2732528303] 1 [] [20669:2949415:1]
+390150 ek 1 [1,-1,1,-33903605,75982896397] 0 []
+390150 el 1 [1,-1,1,-5181680,4522310947] 1 [] [523:43955:1]
+390150 el 2 [1,-1,1,-29566055,-58584451553] 1 [] [-1010611:-18105310:343]
+390150 em 1 [1,-1,1,-890030,-322961903] 0 []
+390150 en 1 [1,-1,1,20320,-35797053] 0 []
+390150 eo 1 [1,-1,1,-17930,-2281553] 0 []
+390150 ep 1 [1,-1,1,-23030,3333547] 1 [] [3600225650:690588250513:97336]
+390150 eq 1 [1,-1,1,-12919655,15971074847] 1 [] [2635:13446:1]
+390150 eq 2 [1,-1,1,-1015171655,12449909386847] 1 [] [24286046191055:-11935805521242:1320139673]
+390150 er 1 [1,-1,1,-122031605,692208397] 0 []
+390150 es 1 [1,-1,1,-70715,-4521473] 1 [] [-610:5503:8]
+390150 et 1 [1,-1,1,-9005,-324003] 2 [] [-3724:3105:64] [149:1200:1]
+390150 eu 1 [1,-1,1,-313595255,1770279567247] 1 [] [-13841:1866770:1]
+390150 eu 2 [1,-1,1,-7360679630,-242890395764003] 1 [] [-18021910866483:133185886549135:368601813]
+390150 ev 1 [1,-1,1,-434855,105104897] 1 [] [-8436836:4679766055:438976]
+390150 ev 2 [1,-1,1,-5961980,-5575551353] 1 [] [-90764:370475:64]
+390150 ew 1 [1,-1,1,-2233880,-1291733253] 0 []
+390150 ex 1 [1,-1,1,6295,1136297] 2 [] [39:-1220:1] [199:3100:1]
+390150 ey 1 [1,-1,1,2980,-50643] 1 [] [11274:101185:216]
+390150 ez 1 [1,-1,1,14325820,-133688326553] 1 [] [131955995:3778557923:29791]
+390150 fa 1 [1,-1,1,150370,-9483603] 1 [] [183:4821:1]
+390150 fa 2 [1,-1,1,-1692005,1010455197] 1 [] [2495:109728:1]
+390150 fb 1 [1,-1,1,-1865405,960631597] 1 [] [133979703:1299498350:132651]
+390150 fb 2 [1,-1,1,-18446780,-30112865153] 1 [] [6575:361141:1]
+390150 fc 1 [1,-1,1,-13340,545887] 2 [] [13:-619:1] [49:65:1]
+390150 fd 1 [1,-1,1,-10708805,-12337876803] 0 []
+390150 fe 1 [1,-1,1,-88055,7986447] 1 [] [-225:4158:1]
+390150 fe 2 [1,-1,1,-2255555,-1302628553] 1 [] [-438200:520271:512]
+390150 ff 1 [1,-1,1,-304805,728102197] 0 []
+390150 fg 1 [1,-1,1,-17930,587197] 0 []
+390150 fh 1 [1,-1,1,-8302880,-9106799003] 0 []
+390150 fi 1 [1,-1,1,-70715,-3194963] 0 []
+390150 fj 1 [1,-1,1,-23030,-842503] 1 [] [-1077:3415:27]
+390150 fk 1 [1,-1,1,-44705,-3631353] 1 [] [156639420:2149248803:438976]
+390150 fk 2 [1,-1,1,63670,-17199903] 1 [] [2903:155475:1]
+390150 fl 1 [1,-1,1,-180554105,933856879897] 0 []
+390150 fm 1 [1,-1,1,-5571830,-5567358203] 0 []
+390150 fn 1 [1,-1,1,-3339305,2349536697] 1 [] [28083:8570:27]
+390150 fn 2 [1,-1,1,-5181680,-518427053] 1 [] [-361:36305:1]
+390150 fo 1 [1,-1,1,-43430,3494197] 1 [] [119:-35:1]
+390150 fp 1 [1,-1,1,-17753180,-28290315553] 1 [] [-2231:15565:1]
+390150 fq 1 [1,-1,1,-4518425,-3695418503] 0 []
+390150 fr 1 [1,-1,1,-348155,-478949653] 0 []
+390150 fr 2 [1,-1,1,3119845,12623154347] 0 []
+390150 fs 1 [1,-1,1,-3112531355,113621456851147] 1 [] [-17701:12782650:1]
+390150 ft 1 [1,-1,1,3745,-166753] 0 []
+390150 ft 2 [1,-1,1,-155630,-23648003] 0 []
+390150 fu 1 [1,-1,1,7315,-229823] 1 [] [1430:20089:8]
+390150 fu 2 [1,-1,1,-187760,-31519853] 1 [] [144690:-2654957:216]
+390150 fv 1 [1,-1,1,-80,1547] 0 []
+390150 fv 2 [1,-1,1,-12830,562547] 0 []
+390150 fw 1 [1,-1,1,-23030,1368347] 1 [] [51300430:60537699:551368]
+390150 fw 2 [1,-1,1,85345,6714847] 1 [] [2654:66295:8]
+390150 fw 3 [1,-1,1,-890030,-428302403] 1 [] [4813522:-162554015:2744]
+390150 fx 1 [1,-1,1,-166010180,1282971177447] 0 []
+390150 fy 1 [1,-1,1,-2536279805,49173595472197] 1 [] [-37217:9611096:1]
+390150 fz 1 [1,-1,1,-196430,-73328803] 0 []
+390150 ga 1 [1,-1,1,-20436545,77874334417] 0 []
+390150 gb 1 [1,-1,1,-96980,-11600103] 0 []
+390150 gc 1 [1,-1,1,-1355,-10353] 1 [] [-138:765:8]
+390150 gd 1 [1,-1,1,-1355,19397] 1 [] [9330:38471:216]
+390150 ge 1 [1,-1,1,-348513680,-2500505991053] 0 []
+390150 gf 1 [1,-1,1,-759980,660201647] 0 []
+390150 gg 1 [1,-1,1,-2630,134997] 1 [] [-21:435:1]
+390150 gh 1 [1,-1,1,-1548950,741303717] 1 [] [693:231:1]
+390150 gi 1 [1,-1,1,-391505,93732747] 1 [] [322198442:128937435:830584]
+390150 gj 1 [1,-1,1,-28027130,-57103413253] 1 [] [631429244355798362:1660718780259917240465:91246554008]
+390150 gk 1 [1,-1,1,-391505,-52429003] 1 [] [-14124:315205:64]
+390150 gl 1 [1,-1,1,-56768180,-360491480553] 0 []
+390150 gm 1 [1,-1,1,-70715,15867307] 0 []
+390150 gn 1 [1,-1,1,-11272355,-14566948253] 1 [] [7799:605890:1]
+390150 go 1 [1,-1,1,-59763665,-277097868863] 0 []
+390150 gp 1 [1,-1,1,-23030,7509597] 0 []
+390150 gp 2 [1,-1,1,-3707780,2748963597] 0 []
+390150 gq 1 [1,-1,1,1082395,-814926603] 2 [] [17643:344290:27] [1389:57330:1]
+390150 gq 2 [1,-1,1,-44976980,-116362545353] 2 [] [8309:284845:1] [14089:1423505:1]
+390150 gr 1 [1,-1,1,20320,1050447] 1 [] [-66:7543:8]
+390150 gr 2 [1,-1,1,-521555,146272947] 1 [] [455:-1962:1]
+390150 gs 1 [1,-1,1,-10770005,23129229997] 0 []
+390150 gt 1 [1,-1,1,-12551180,17116786447] 1 [] [1373:49021:1]
+390150 gu 1 [1,-1,1,-6391145,6113264617] 0 []
+390150 gv 1 [1,-1,1,-1085105,48460897] 0 []
+390150 gw 1 [1,-1,1,-15635,-748493] 0 []
+390150 gx 1 [1,-1,1,-8608726130,-334554327823503] 0 []
+390150 gy 1 [1,-1,1,-249093869855,-27113903499551353] 1 [] [-1622980790139133678454441202660236:136281549309566374910065409726495655:3797262050341873615396941376]
+390150 gy 2 [1,-1,1,-217743149855,-39107871633311353] 1 [] [-9942627653474029:5621621896449270:36892780289]
+390150 gz 1 [1,-1,1,-11555,480947] 1 [] [49:150:1]
+390150 gz 2 [1,-1,1,-17930,-101303] 1 [] [-71:935:1]
+390150 ha 1 [1,-1,1,-109730,19199647] 1 [] [2582:32005:8]
+390150 ha 2 [1,-1,1,865645,-242200853] 1 [] [30351674:-756353005:97336]
+390150 hb 1 [1,-1,1,-37564130,-88605641503] 1 [] [-7765667:4026235:2197]
+390150 hb 2 [1,-1,1,-48835130,-31109669503] 1 [] [-4077282118:243865408025:6028568]
+390150 hc 1 [1,-1,1,172045,33100547] 1 [] [40159:2519770:343]
+390150 hc 2 [1,-1,1,-1670330,-1373245703] 1 [] [2665:113111:1]
+390150 hd 1 [1,-1,1,-10058555,12296049697] 1 [] [7399093220:7112039756581:8000]
+390150 hd 2 [1,-1,1,14325820,57992368447] 1 [] [104063838050981884101262324660:100027745724603654773271507641993:112515876318114938024000]
+390150 he 1 [1,-1,1,-5181680,2864173447] 0 []
+390150 hf 1 [1,-1,1,-196430,14922447] 1 [] [-1898:56445:8]
+390150 hg 1 [1,-1,1,-80,-153] 1 [] [-495:1359:125]
+390150 hh 1 [1,-1,1,-1355,-215373] 0 []
+390150 hi 1 [1,-1,1,-3855170,2666523457] 1 [] [-2095:40351:1]
+390150 hj 1 [1,-1,1,-10025,388637] 0 []
+390150 hj 2 [1,-1,1,-31700,-1712393] 0 []
+390150 hk 1 [1,-1,1,-1150130,475140497] 0 []
+390150 hk 2 [1,-1,1,475495,1673045497] 0 []
+390150 hl 1 [1,-1,1,-37055,-2502553] 1 [] [319:4090:1]
+390150 hm 1 [1,-1,1,-17298005,-26802558003] 0 []
+390150 hn 1 [1,-1,1,-1085105,744878647] 1 [] [113236:4169975:64]
+390150 ho 1 [1,-1,1,33833320,31871825947] 1 [] [7550:2030203:8]
+390150 ho 2 [1,-1,1,-380701055,-3408763486553] 1 [] [5787550:4917920203:8]
+390150 hp 1 [1,-1,1,-6455,197047] 1 [] [73:296:1]
+390150 hp 2 [1,-1,1,-63830,-6114203] 1 [] [3473:-205829:1]
+390150 hq 1 [1,-1,1,63670,39594377] 1 [] [13:6351:1]
+390150 hr 1 [1,-1,1,670570,168236947] 1 [] [-2449453384399588936874:55209412865291952138335:11849763385278465704]
+390150 hs 1 [1,-1,1,1819345,5589905847] 0 []
+390150 ht 1 [1,-1,1,-1355,-11073103] 0 []
+390150 hu 1 [1,-1,1,-7730,-261103] 1 [] [1339:48205:1]
+390150 hv 1 [1,-1,1,-2602355,-1602234853] 1 [] [-138815215:605041776:148877]
+390150 hw 1 [1,-1,1,-1085105,360580897] 1 [] [-2247:574060:27]
+390150 hw 2 [1,-1,1,-25469480,-49432312853] 1 [] [-2911:7405:1]
+390150 hx 1 [1,-1,1,-196430,21063697] 0 []
+390150 hy 1 [1,-1,1,-44705,3261297] 1 [] [183:996:1]
+390150 hy 2 [1,-1,1,-3512705,2534901297] 1 [] [1083:-504:1]
+390150 hz 1 [1,-1,1,-5181680,-11229995303] 1 [] [96876794484093837606966690769413566305090:15640945699895680012662919330947774307738181:3663855350167242296650600311610984696]
+390150 ia 1 [1,-1,1,-80,697] 0 []
+390150 ib 1 [1,-1,1,7315,7729237] 0 []
+390150 ic 1 [1,-1,1,-23030,-1333803] 0 []
+390150 ic 2 [1,-1,1,-131405,17393397] 0 []
+390150 id 1 [1,-1,1,-257218580,-1587740702453] 0 []
+390150 ie 1 [1,-1,1,-14360,813467] 0 []
+390150 if 1 [1,-1,1,-9798141755,373264777432747] 0 []
+390150 ig 1 [1,-1,1,13945,-71553] 0 []
+390150 ih 1 [1,-1,1,1450870,71869897] 0 []
+390150 ii 1 [1,-1,1,-218105,164927897] 0 []
+390150 ii 2 [1,-1,1,-30563105,65042537897] 0 []
+390150 ij 1 [1,-1,1,5020,380647] 1 [] [79:1085:1]
+390152 a 1 [0,1,0,-4348,-191136] 1 [] [20280:230496:125]
+390152 b 1 [0,1,0,104,-768] 0 []
+390154 a 1 [1,-1,1,-8775,-314177] 1 [] [1546935:31561412:3375]
+390156 a 1 [0,-1,0,8203,723489] 1 [] [26:6929:8]
+390156 b 1 [0,-1,0,-1469,20934] 2 [2] [-31:189:1] [-23:205:1] [18:0:1]
+390156 b 2 [0,-1,0,1196,85960] 2 [2] [-6902:79218:343] [-10:270:1] [-35:0:1]
+390156 c 1 [0,-1,0,-595869,-176466906] 0 [2] [-462:0:1]
+390156 c 2 [0,-1,0,-822804,-29503800] 0 [2] [925:0:1]
+390156 d 1 [0,-1,0,-61269,4310514] 2 [2] [-246:2106:1] [-130:3172:1] [78:0:1]
+390156 d 2 [0,-1,0,154596,27710280] 2 [2] [-902:23777:8] [4964:405589:64] [-155:0:1]
+390156 e 1 [0,-1,0,9451,-181311] 0 []
+390156 f 1 [0,-1,0,-34,4237] 1 [] [219:3233:1]
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+390330 a 1 [1,-1,0,-765,-19899] 2 [] [42:123:1] [106:987:1]
+390330 b 1 [1,-1,0,-3510,-77144] 1 [] [-34:62:1]
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+390331 a 1 [0,0,1,55,203] 0 []
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+390332 b 2 [0,1,0,-235238,44226437] 0 []
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+390335 b 1 [1,1,1,32395,-1645898] 0 []
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+390336 bf 1 [0,1,0,-629,7251] 0 []
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+390390 bz 2 [1,0,1,-2058450593,35946378697556] 0 [2,2] [-52389:26194:1] [26235:-13118:1]
+390390 bz 3 [1,0,1,713298127,649138880756] 0 [2] [-909:454:1]
+390390 bz 4 [1,0,1,-32935176473,2300581312330628] 0 [2] [838222:-419115:8]
+390390 bz 5 [1,0,1,-2090391593,34773211320356] 0 [2] [-419762:209877:8]
+390390 bz 6 [1,0,1,-2865584453,5202909075548] 0 [2,2] [-54417:27208:1] [52599:-26300:1]
+390390 bz 7 [1,0,1,-32955674483,2297574291885056] 0 [2] [870670:-435339:8]
+390390 bz 8 [1,0,1,-30037615703,-1995712865736952] 0 [2] [-841586:420789:8]
+390390 ca 1 [1,0,1,69117,-5954882] 0 [2] [79:-40:1]
+390390 ca 2 [1,0,1,-370283,-54640402] 0 [2] [-1266:629:8]
+390390 cb 1 [1,0,1,-54253,-3722392] 0 [2] [-77:38:1]
+390390 cb 2 [1,0,1,128267,-23361544] 0 [2] [1230:-619:8]
+390390 cb 3 [1,0,1,-4100113,-3195863344] 0 [2] [-1169:584:1]
+390390 cb 4 [1,0,1,-4095043,-3204159892] 0 [2] [18702:-9355:8]
+390390 cc 1 [1,0,1,141081027,1313631263128] 0 [2] [-6941:3470:1]
+390390 cc 2 [1,0,1,-1286968973,15190278723128] 0 [2,2] [-40741:20370:1] [26859:-13430:1]
+390390 cc 3 [1,0,1,-19749458473,1068238984832528] 0 [4] [94459:6700940:1]
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+390390 cd 1 [1,0,1,997,40406] 1 [2] [92:909:1] [-25:12:1]
+390390 cd 2 [1,0,1,-13303,538046] 1 [2] [3144:18823:27] [398:-203:8]
+390390 ce 1 [1,0,1,268537,6728906] 0 [2] [-25:12:1]
+390390 ce 2 [1,0,1,-1083463,53778506] 0 [2,2] [-1065:532:1] [1015:-508:1]
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+390390 ce 5 [1,0,1,-11122063,-14213079814] 0 [2] [-16242:8117:8]
+390390 ce 6 [1,0,1,-56234923,-162317485822] 0 [2,2] [8659:-4330:1] [-4341:2170:1]
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+390390 ce 8 [1,0,1,-899756173,-10388156895322] 0 [2] [-138546:69269:8]
+390390 cf 1 [1,0,1,-2911198,-1912090672] 0 [2] [-987:493:1]
+390390 cf 2 [1,0,1,-2965278,-1837373744] 0 [2,2] [-1195:597:1] [-779:389:1]
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+390390 cf 4 [1,0,1,2760442,-8080698832] 0 [2] [12462:-6235:8]
+390390 cg 1 [1,0,1,-1733,-27844] 1 [2] [-24:19:1] [-25:12:1]
+390390 cg 2 [1,0,1,-2383,-5224] 1 [2] [-38:194:1] [398:-203:8]
+390390 ch 1 [1,0,1,5782074567,252389964510556] 0 [2] [-35749:17874:1]
+390390 ch 2 [1,0,1,-42298073913,2658724467696988] 0 [2] [571982:-285995:8]
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+390390 ci 2 [1,0,1,4052,9128] 0 [2] [-18:5:8]
+390390 cj 1 [1,0,1,-8298,-292004] 0 []
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+390390 ck 2 [1,0,1,-111540173,-453421090744] 0 [2,2] [12195:-6098:1] [-6109:3054:1]
+390390 ck 3 [1,0,1,-113622253,-435614309752] 0 [2] [97742:-48875:8]
+390390 ck 4 [1,0,1,-1784640173,-29018592010744] 0 [2] [-195122:97557:8]
+390390 cl 1 [1,0,1,500912,399704606] 0 [2] [-519:259:1]
+390390 cl 2 [1,0,1,-6042768,5153033758] 0 [2,2] [-2807:1403:1] [1769:-885:1]
+390390 cl 3 [1,0,1,-94010648,350831615006] 0 [2] [44910:-22459:8]
+390390 cl 4 [1,0,1,-22773768,-36286307042] 0 [2] [-28306:14149:8]
+390390 cm 1 [1,0,1,-167483,-18197242] 1 [2] [-168:2365:1] [-337:168:1]
+390390 cm 2 [1,0,1,-1032763,389868806] 1 [2,2] [-350:26792:1] [-1169:584:1] [495:-248:1]
+390390 cm 3 [1,0,1,-16364443,25478629958] 1 [2] [1444:-70435:1] [18702:-9355:8]
+390390 cm 4 [1,0,1,454437,1420795846] 1 [2] [2:37704:1] [-7922:3957:8]
+390390 cn 1 [1,0,1,2192602,-467394172] 1 [2] [339:17575:1] [209:-105:1]
+390390 cn 2 [1,0,1,-9426148,-3869364172] 1 [2] [18214:-2431300:1] [-3346:1669:8]
+390390 co 1 [1,0,1,-392253,69380248] 1 [2] [-76:9975:1] [-701:350:1]
+390390 co 2 [1,0,1,-5800253,5375709848] 1 [2,2] [-246:82510:1] [-2781:1390:1] [1379:-690:1]
+390390 co 3 [1,0,1,-92801453,344088781688] 1 [2] [695280:-339544:125] [44494:-22251:8]
+390390 co 4 [1,0,1,-5327053,6289364408] 1 [2] [-1793:101282:1] [-22066:11029:8]
+390390 cp 1 [1,0,1,87,461788] 2 [2] [-434:4581:8] [119:-1530:1] [-77:38:1]
+390390 cp 2 [1,0,1,-89093,10057556] 2 [2] [147:-452:1] [105:-1418:1] [1230:-619:8]
+390390 cq 1 [1,1,1,10811349,-515894407527] 0 [2] [7571:-3786:1]
+390390 cq 2 [1,1,1,-903140651,-10204151188327] 0 [2,2] [34611:-17306:1] [-19469:9734:1]
+390390 cq 3 [1,1,1,-2072823451,21676255335353] 0 [2] [311494:-155751:8]
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+390390 cr 1 [1,1,1,-6040830156,180712914115053] 1 [2] [44709:44873:1] [-89747:44873:1]
+390390 cr 2 [1,1,1,-96653417676,11565713350547949] 1 [2] [179493:-89911:1] [1435942:-717975:8]
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+390390 cs 2 [1,1,1,-19762441,-33822738331] 0 [2] [-20474:10233:8]
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+390390 ct 2 [1,1,1,-157008638381,-23946081308595997] 1 [2] [157865325955189438:-96584453947321652869:237636749384] [-1829242:914617:8]
+390390 cu 1 [1,1,1,-6938721,8362178079] 1 [] [1929:-47440:1]
+390390 cv 1 [1,1,1,1525644,-515609931] 1 [2] [421:13985:1] [317:-159:1]
+390390 cv 2 [1,1,1,-7613876,-4580868427] 1 [2,2] [17997:-2393927:1] [3021:-1511:1] [-2387:1193:1]
+390390 cv 3 [1,1,1,-54981196,153663874229] 1 [2] [147694:-18718269:8] [38182:-19095:8]
+390390 cv 4 [1,1,1,-106478876,-422819364427] 1 [2] [1236308:-139796953:64] [-48346:24169:8]
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+390390 cz 1 [1,1,1,-368229456,-2719900183551] 1 [] [665319:47735347:27]
+390390 da 1 [1,1,1,77656764,76802199339] 1 [] [5031562816:767979210995:262144]
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+390390 de 2 [1,1,1,-11281,-465457] 1 [2] [-61:48:1] [-506:249:8]
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+390390 df 2 [1,1,1,-1636996,754156229] 1 [2] [983:-10293:1] [-11738:5865:8]
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+390390 dp 1 [1,1,1,-33550,2777627] 0 []
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+390390 ds 4 [1,1,1,7774250,2546672435] 1 [2] [733:92583:1] [-2586:1289:8]
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+390390 dt 2 [1,1,1,-6937200,4690462785] 1 [2,2] [6583:-497617:1] [-23386:11689:8] [733:-367:1]
+390390 dt 3 [1,1,1,19680300,32031958785] 1 [2] [5673:-574057:1] [-11738:5865:8]
+390390 dt 4 [1,1,1,-44154380,-109402524223] 1 [2] [8277:-307889:1] [-35034:17513:8]
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+390390 dz 1 [1,0,0,-1402281,-640129959] 0 []
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+390390 ec 1 [1,0,0,47744609,371250629801] 0 []
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+390390 ef 4 [1,0,0,-2408676,-1438348224] 0 [2] [-7298:3649:8]
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+390390 eg 2 [1,0,0,-69805240021,7098715888645601] 1 [2] [152546:-80473:1] [1220318:-610159:8]
+390390 eh 1 [1,0,0,32529,-458199] 1 [2] [294:6951:8] [14:-7:1]
+390390 eh 2 [1,0,0,-133091,-3737475] 1 [2,2] [11942:-453145:8] [378:-189:1] [-350:175:1]
+390390 eh 3 [1,0,0,-1304261,569901591] 1 [2] [349890:-11415811:216] [5598:-2799:8]
+390390 eh 4 [1,0,0,-1611841,-786587725] 1 [2] [4824106:-119288735:2744] [-6050:3025:8]
+390390 ei 1 [1,0,0,-160976,33265920] 1 [2] [-116:7156:1] [-480:240:1]
+390390 ei 2 [1,0,0,-2810896,1813482176] 1 [2,2] [1340:-21964:1] [-1936:968:1] [976:-488:1]
+390390 ei 3 [1,0,0,-44973016,116081259800] 1 [2] [3914:-6520:1] [30974:-15487:8]
+390390 ei 4 [1,0,0,-3047496,1490144616] 1 [2] [1470:-14424:1] [-15618:7809:8]
+390390 ej 1 [1,0,0,3219700,-57245931120] 0 [2] [3576:-1788:1]
+390390 ej 2 [1,0,0,-204704380,-1098238630048] 0 [2] [-57218:28609:8]
+390390 ej 3 [1,0,0,-1028832035,-12703688379903] 0 [2] [37038:-18519:1]
+390390 ej 4 [1,0,0,-16461966115,-812964163083775] 0 [2] [-592610:296305:8]
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+390720 bn 2 [0,-1,0,-40481,-7475775] 1 [2] [14970472:824331339:4913] [263:0:1]
+390720 bo 1 [0,-1,0,-1156,-14750] 0 []
+390720 bp 1 [0,-1,0,-1172641,488368705] 1 [2] [-277:28140:1] [605:0:1]
+390720 bp 2 [0,-1,0,-793761,808976961] 1 [2] [-1769649:285989500:9261] [-1209:0:1]
+390720 bq 1 [0,-1,0,-9696,271746] 1 [2] [-905945:33565818:50653] [31:0:1]
+390720 bq 2 [0,-1,0,24679,1736121] 1 [2] [-20293:-2697300:2197] [-61:0:1]
+390720 br 1 [0,-1,0,-33296,-2327430] 1 [2] [-576977481065145:1515328523082:5493700611125] [-105:0:1]
+390720 br 2 [0,-1,0,-33241,-2335559] 1 [2] [32185553:-428773500:103823] [211:0:1]
+390720 bs 1 [0,-1,0,-926661,399956661] 0 [2] [-1131:0:1]
+390720 bs 2 [0,-1,0,-15492081,23474495025] 0 [2] [2263:0:1]
+390720 bt 1 [0,-1,0,-3256,-65150] 1 [2] [1978:30129:8] [-25:0:1]
+390720 bt 2 [0,-1,0,3399,-303399] 1 [2] [63:-396:1] [51:0:1]
+390720 bu 1 [0,-1,0,-8376961,-8705811839] 1 [] [-283436107917401:4322098217358720:174770640071]
+390720 bu 2 [0,-1,0,-5137820161,-141746131253759] 1 [] [-24182016963155336547844166707480700327796141342626417308456900393208757589303:10784194624269648919874927251717476763275871832134013685622231506579360:584342128081105176647289298316141022723950962979408080226233853177376553]
+390720 bv 1 [0,-1,0,-31361,2146785] 1 [] [-149:1868:1]
+390720 bw 1 [0,-1,0,-29381,-1911819] 0 [2] [-91:0:1]
+390720 bw 2 [0,-1,0,-7601,-4704015] 0 [2] [183:0:1]
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+390720 by 1 [0,-1,0,1161779,956701021] 0 [2] [-619:0:1]
+390720 by 2 [0,-1,0,-10400721,10986013521] 0 [2] [1239:0:1]
+390720 bz 1 [0,-1,0,-1101,-12915] 1 [2] [-19:28:1] [-15:0:1]
+390720 bz 2 [0,-1,0,879,-56079] 1 [2] [80:721:1] [31:0:1]
+390720 ca 1 [0,-1,0,-8193985,9030713857] 0 []
+390720 cb 1 [0,-1,0,-1185,-13023] 1 [] [-13:4:1]
+390720 cc 1 [0,-1,0,154795,14848197] 2 [2] [57:4884:1] [409:12100:1] [-91:0:1]
+390720 cc 2 [0,-1,0,-744305,130112817] 2 [2] [1272:-35211:1] [96080:424589:125] [183:0:1]
+390720 cd 1 [0,-1,0,-1985,1812417] 1 [2] [442:10935:8] [-127:0:1]
+390720 cd 2 [0,-1,0,-235265,43476225] 1 [2,2] [35:5940:1] [-559:0:1] [255:0:1]
+390720 cd 3 [0,-1,0,-3751745,2798286657] 1 [2] [1144:1475:1] [1119:0:1]
+390720 cd 4 [0,-1,0,-451265,-48582975] 1 [2] [-125:2420:1] [-609:0:1]
+390720 ce 1 [0,-1,0,-825,-8973] 0 []
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+390720 cf 2 [0,-1,0,-18545,963825] 1 [2] [730:-1215:8] [71:0:1]
+390720 cg 1 [0,-1,0,55,-33] 1 [] [2:9:1]
+390720 ch 1 [0,-1,0,-76865,7204065] 0 []
+390720 ci 1 [0,-1,0,-94729675265,1354790903419137] 0 []
+390720 cj 1 [0,-1,0,-225,1185] 0 []
+390720 ck 1 [0,-1,0,-60445665,-160052823423] 1 [] [-4633:143264:1]
+390720 cl 1 [0,-1,0,-4005,-100035] 0 []
+390720 cm 1 [0,-1,0,-21185,-551583] 1 [2] [-101:740:1] [-27:0:1]
+390720 cm 2 [0,-1,0,73535,-4207775] 1 [2] [165:-3520:1] [55:0:1]
+390720 cn 1 [0,-1,0,300,6930] 0 []
+390720 co 1 [0,-1,0,-2465,79905] 1 [] [-23:352:1]
+390720 cp 1 [0,-1,0,1915,-82275] 1 [] [60:495:1]
+390720 cq 1 [0,-1,0,-9505,357697] 1 [2] [-21:740:1] [53:0:1]
+390720 cq 2 [0,-1,0,-3585,792225] 1 [2] [5:-880:1] [-105:0:1]
+390720 cr 1 [0,-1,0,-2053485,-1131938883] 1 [2] [6609:523380:1] [-827:0:1]
+390720 cr 2 [0,-1,0,-2053265,-1132193775] 1 [2] [14519960:1149866775:2197] [1655:0:1]
+390720 cs 1 [0,-1,0,-100405,-12212243] 0 []
+390720 ct 1 [0,-1,0,-4860453665,-130424121822303] 1 [] [-150520556531859079567:5796286495657136116:3739681737368459]
+390720 cu 1 [0,-1,0,47295,11119275] 1 [] [-90:2475:1]
+390720 cv 1 [0,-1,0,-35585,2595585] 1 [] [1:1600:1]
+390720 cv 2 [0,-1,0,-60545,-1462143] 1 [] [-191:1760:1]
+390720 cw 1 [0,-1,0,-2495725,-1520361875] 1 [2] [23850:1059125:8] [1825:0:1]
+390720 cw 2 [0,-1,0,-39958225,-97207079375] 1 [2] [75690:-4876555:8] [-3649:0:1]
+390720 cx 1 [0,-1,0,-11085,452925] 2 [2] [-115:440:1] [12:567:1] [61:0:1]
+390720 cx 2 [0,-1,0,-10865,471537] 2 [2] [59:-180:1] [4424:198045:343] [-121:0:1]
+390720 cy 1 [0,-1,0,-440,462] 2 [2] [-1:30:1] [59:420:1] [-21:0:1]
+390720 cy 2 [0,-1,0,-5065,140137] 2 [2] [-56:495:1] [4516:22995:64] [43:0:1]
+390720 cz 1 [0,-1,0,4575,-1781823] 1 [2] [199:2640:1] [109:0:1]
+390720 cz 2 [0,-1,0,-195425,-32141823] 1 [2,2] [17373:-280720:27] [-291:0:1] [-217:0:1]
+390720 cz 3 [0,-1,0,-491425,88685377] 1 [2] [465428337:-6382304720:658503] [583:0:1]
+390720 cz 4 [0,-1,0,-3099425,-2099209023] 1 [2] [134013:8739440:27] [-1017:0:1]
+390720 da 1 [0,-1,0,-9505,-331583] 0 [2] [-67:0:1]
+390720 da 2 [0,-1,0,-29985,1605825] 0 [2,2] [-195:0:1] [61:0:1]
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+390720 da 4 [0,-1,0,64735,9619137] 0 [2] [-121:0:1]
+390720 db 1 [0,-1,0,-56705,-1866975] 1 [2] [805:21760:1] [-219:0:1]
+390720 db 2 [0,-1,0,-494785,132798817] 1 [2,2] [-441:-16280:1] [-811:0:1] [373:0:1]
+390720 db 3 [0,-1,0,-7894785,8540678817] 1 [2] [13002:-1485:8] [1623:0:1]
+390720 db 4 [0,-1,0,-104065,336520225] 1 [2] [-345:-18200:1] [-745:0:1]
+390720 dc 1 [0,-1,0,-45045,3695277] 1 [] [52:1221:1]
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+390720 dd 2 [0,-1,0,-3949385,-2608941783] 1 [2] [106282:-12105045:8] [-1477:0:1]
+390720 de 1 [0,-1,0,-17205,668997] 1 [2] [29:440:1] [-147:0:1]
+390720 de 2 [0,-1,0,-256785,50166225] 1 [2] [315:660:1] [295:0:1]
+390720 df 1 [0,-1,0,-1941780065,-32882011499775] 1 [2] [-25720:213675:1] [-26259:0:1]
+390720 df 2 [0,-1,0,-2576168545,-9559734054143] 1 [2,2] [71918392:-31934491875:343] [-48787:0:1] [-3731:0:1]
+390720 df 3 [0,-1,0,-25398384225,1549256934650625] 1 [2] [-39315:-49870080:1] [97575:0:1]
+390720 df 4 [0,-1,0,10095831455,-75760796454143] 1 [2] [149055315864:-74064471906335:753571] [7463:0:1]
+390720 dg 1 [0,-1,0,-203585,35424225] 1 [2] [2090:85:8] [261:0:1]
+390720 dg 2 [0,-1,0,-204865,34957537] 1 [2,2] [-411:7040:1] [-521:0:1] [229:0:1]
+390720 dg 3 [0,-1,0,35135,111709537] 1 [4] [-336:7865:1] [357:13024:1]
+390720 dg 4 [0,-1,0,-465345,-71682975] 1 [2] [-485:6300:1] [-585:0:1]
+390720 dh 1 [0,-1,0,0,-30] 0 []
+390720 di 1 [0,-1,0,-219780,39731310] 0 [2] [271:0:1]
+390720 di 2 [0,-1,0,-219785,39729417] 0 [2,2] [-541:0:1] [269:0:1]
+390720 di 3 [0,-1,0,-203585,45817377] 0 [4] [277:3256:1]
+390720 di 4 [0,-1,0,-236065,33520225] 0 [2] [-545:0:1]
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+390720 dj 2 [0,-1,0,-1385,6825] 0 [2,2] [-39:0:1] [5:0:1]
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+390720 dj 4 [0,-1,0,5215,47745] 0 [2] [-9:0:1]
+390720 dk 1 [0,-1,0,-6082785,-1976867775] 1 [] [-395:19080:1]
+390720 dl 1 [0,-1,0,-445,3775] 1 [] [10:15:1]
+390720 dm 1 [0,-1,0,-586465,-151016063] 0 [2] [-307:0:1]
+390720 dm 2 [0,-1,0,929055,-803598975] 0 [2] [615:0:1]
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+390720 do 1 [0,-1,0,-155025045,-10975043030643] 0 []
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+390720 dp 2 [0,-1,0,40095,3785697] 1 [2] [58320:1391013:125] [-81:0:1]
+390720 dq 1 [0,-1,0,-965,-27675] 0 [2] [41:0:1]
+390720 dq 2 [0,-1,0,-20945,-1158543] 0 [2] [-81:0:1]
+390720 dr 1 [0,-1,0,-5933025,5570167905] 1 [] [137:68992:1]
+390720 dr 2 [0,-1,0,7813215,25711094817] 1 [] [-1351:112640:1]
+390720 ds 1 [0,-1,0,-154687105,740558757025] 0 [2] [7181:0:1]
+390720 ds 2 [0,-1,0,-154681185,740618268417] 0 [2] [-14361:0:1]
+390720 dt 1 [0,-1,0,-445,-93443] 0 [2] [49:0:1]
+390720 dt 2 [0,-1,0,-33745,-2351183] 0 [2] [-97:0:1]
+390720 du 1 [0,-1,0,-212385,37265217] 0 []
+390720 dv 1 [0,-1,0,262395,296178525] 0 []
+390720 dw 1 [0,-1,0,-2184385,-1241882783] 1 [] [-127366367:8110080:148877]
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+390720 dx 2 [0,-1,0,-11825,498897] 1 [2] [506:-7:8] [63:0:1]
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+390720 eg 1 [0,1,0,-8376961,8705811839] 0 []
+390720 eg 2 [0,1,0,-5137820161,141746131253759] 0 []
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+390720 el 1 [0,1,0,-1562881,-1749031681] 0 []
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+390720 es 1 [0,1,0,-3623521,1116268799] 1 [] [-1219:61020:1]
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+390720 fe 1 [0,1,0,-52321,4574975] 1 [] [125:60:1]
+390720 ff 1 [0,1,0,-35461,18820835] 1 [] [566:13431:1]
+390720 fg 1 [0,1,0,-12321,-6953121] 0 []
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+390720 fi 1 [0,1,0,280939,-1978701] 0 []
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+390720 fn 1 [0,1,0,-179761,-29395345] 0 [2] [-245:0:1]
+390720 fn 2 [0,1,0,-178881,-29696481] 0 [2] [489:0:1]
+390720 fo 1 [0,1,0,-798721,-271151521] 1 [] [-565:288:1]
+390720 fp 1 [0,1,0,-19041,33759] 1 [] [-33:792:1]
+390720 fq 1 [0,1,0,39837419,-150156483661] 1 [] [18876070:7341475713:125]
+390720 fr 1 [0,1,0,1822019,23688275] 1 [2] [959:51516:1] [-13:0:1]
+390720 fr 2 [0,1,0,-7290481,182245775] 1 [2,2] [2834:-47859:1] [-2713:0:1] [25:0:1]
+390720 fr 3 [0,1,0,-81216481,280908838175] 1 [2] [1727:381840:1] [5425:0:1]
+390720 fr 4 [0,1,0,-79164481,-270250866625] 1 [2] [34513262:10903640763:343] [-5375:0:1]
+390720 fs 1 [0,1,0,-2461,-33661] 0 [2] [-41:0:1]
+390720 fs 2 [0,1,0,-14961,673839] 0 [2,2] [-141:0:1] [59:0:1]
+390720 fs 3 [0,1,0,-236961,44319039] 0 [2] [281:0:1]
+390720 fs 4 [0,1,0,7039,2508639] 0 [2] [-119:0:1]
+390720 ft 1 [0,1,0,-241,-7441] 1 [] [35:168:1]
+390720 ft 2 [0,1,0,2159,192719] 1 [] [-15:11816:27]
+390720 fu 1 [0,1,0,-2981,142659] 1 [] [22:297:1]
+390720 fv 1 [0,1,0,-34941,-5358141] 1 [2] [4362:93975:8] [239:0:1]
+390720 fv 2 [0,1,0,-719441,-234939441] 1 [2,2] [-491:420:1] [-501:0:1] [-479:0:1]
+390720 fv 3 [0,1,0,-882241,-120881761] 1 [2] [756686:31945509:343] [1001:0:1]
+390720 fv 4 [0,1,0,-11508641,-15031248321] 1 [2] [-671909:204:343] [-1959:0:1]
+390720 fw 1 [0,1,0,-921841,-363995665] 1 [] [3899:-235224:1]
+390720 fx 1 [0,1,0,-17916,917070] 0 [2] [77:0:1]
+390720 fx 2 [0,1,0,-18041,903495] 0 [2,2] [-155:0:1] [67:0:1]
+390720 fx 3 [0,1,0,4159,3003615] 0 [2] [-135:0:1]
+390720 fx 4 [0,1,0,-42241,-2063425] 0 [2] [-175:0:1]
+390720 fy 1 [0,1,0,-4801,-41665] 0 [2] [-65:0:1]
+390720 fy 2 [0,1,0,-43521,3450879] 0 [2,2] [-241:0:1] [111:0:1]
+390720 fy 3 [0,1,0,-694721,222644799] 0 [2] [481:0:1]
+390720 fy 4 [0,1,0,-11841,8399295] 0 [2] [-223:0:1]
+390720 fz 1 [0,1,0,-14816,-734130] 0 []
+390720 ga 1 [0,1,0,-391841,71279295] 0 []
+390720 gb 1 [0,1,0,-725,-8277] 2 [2] [51:300:1] [166:2115:1] [31:0:1]
+390720 gb 2 [0,1,0,-11825,-498897] 2 [2] [162:-1365:1] [4926:50149:27] [-63:0:1]
+390720 gc 1 [0,1,0,-2740,-56110] 2 [2] [634:3843:8] [113:1044:1] [-31:0:1]
+390720 gc 2 [0,1,0,-3145,-38857] 2 [2,2] [-37:-168:1] [-326:-1221:8] [-49:0:1] [-13:0:1]
+390720 gc 3 [0,1,0,-22945,1303583] 2 [4] [42854:-217671:343] [113:-408:1] [23:888:1]
+390720 gc 4 [0,1,0,10175,-270625] 2 [2] [35:360:1] [442:-5445:8] [25:0:1]
+390720 gd 1 [0,1,0,-684485,-218212725] 1 [2] [8465925:196270980:6859] [955:0:1]
+390720 gd 2 [0,1,0,-10951985,-13954074225] 1 [2] [21080623685250:-1779220629627045:2454911549] [-1911:0:1]
+390720 ge 1 [0,1,0,-3642145,-3541509025] 0 [2] [2279:0:1]
+390720 ge 2 [0,1,0,-63361825,-194130895777] 0 [2,2] [-4633:0:1] [-4559:0:1]
+390720 ge 3 [0,1,0,-68476705,-160958853025] 0 [2] [9265:0:1]
+390720 ge 4 [0,1,0,-1013761825,-12424068175777] 0 [2] [-18383:0:1]
+390720 gf 1 [0,1,0,262395,-296178525] 1 [] [630:10935:1]
+390720 gg 1 [0,1,0,-2184385,1241882783] 0 []
+390720 gh 1 [0,1,0,-212385,-37265217] 1 [] [-259:660:1]
+390720 gi 1 [0,1,0,-16225,-597985] 0 [2] [-41:0:1]
+390720 gi 2 [0,1,0,40095,-3785697] 0 [2] [81:0:1]
+390720 gj 1 [0,1,0,-965,27675] 1 [2] [-5:180:1] [-41:0:1]
+390720 gj 2 [0,1,0,-20945,1158543] 1 [2] [-29:1320:1] [81:0:1]
+390720 gk 1 [0,1,0,-5933025,-5570167905] 0 []
+390720 gk 2 [0,1,0,7813215,-25711094817] 0 []
+390720 gl 1 [0,1,0,-154687105,-740558757025] 1 [2] [19715:1968000:1] [-7181:0:1]
+390720 gl 2 [0,1,0,-154681185,-740618268417] 1 [2] [22611:-2706000:1] [14361:0:1]
+390720 gm 1 [0,1,0,-445,93443] 1 [2] [11:300:1] [-49:0:1]
+390720 gm 2 [0,1,0,-33745,2351183] 1 [2] [122:-255:1] [97:0:1]
+390720 gn 1 [0,1,0,-586465,151016063] 1 [2] [-359:17760:1] [307:0:1]
+390720 gn 2 [0,1,0,929055,803598975] 1 [2] [2145:-800000:27] [-615:0:1]
+390720 go 1 [0,1,0,-1985,-32865] 0 [2] [-21:0:1]
+390720 go 2 [0,1,0,1535,-133537] 0 [2] [41:0:1]
+390720 gp 1 [0,1,0,-155025045,10975043030643] 1 [] [31446:-6098895:1]
+390720 gq 1 [0,1,0,-445,-3775] 0 []
+390720 gr 1 [0,1,0,-6082785,1976867775] 1 [] [-1575:87480:1]
+390720 gs 1 [0,1,0,-45045,-3695277] 0 []
+390720 gt 1 [0,1,0,-1058760,-379386342] 1 [2] [-4662:50625:8] [-739:0:1]
+390720 gt 2 [0,1,0,-3949385,2608941783] 1 [2] [-1439:72900:1] [1477:0:1]
+390720 gu 1 [0,1,0,-17205,-668997] 0 [2] [147:0:1]
+390720 gu 2 [0,1,0,-256785,-50166225] 0 [2] [-295:0:1]
+390720 gv 1 [0,1,0,-1941780065,32882011499775] 0 [2] [26259:0:1]
+390720 gv 2 [0,1,0,-2576168545,9559734054143] 0 [2,2] [-52519:0:1] [3731:0:1]
+390720 gv 3 [0,1,0,10095831455,75760796454143] 0 [2] [-7463:0:1]
+390720 gv 4 [0,1,0,-25398384225,-1549256934650625] 0 [2] [-97575:0:1]
+390720 gw 1 [0,1,0,-203585,-35424225] 0 [2] [-261:0:1]
+390720 gw 2 [0,1,0,-204865,-34957537] 0 [2,2] [-293:0:1] [-229:0:1]
+390720 gw 3 [0,1,0,-465345,71682975] 0 [4] [-165:12000:1]
+390720 gw 4 [0,1,0,35135,-111709537] 0 [2] [457:0:1]
+390720 gx 1 [0,1,0,0,30] 0 []
+390720 gy 1 [0,1,0,-219780,-39731310] 0 [2] [-271:0:1]
+390720 gy 2 [0,1,0,-219785,-39729417] 0 [2,2] [-273:0:1] [-269:0:1]
+390720 gy 3 [0,1,0,-236065,-33520225] 0 [4] [-265:3240:1]
+390720 gy 4 [0,1,0,-203585,-45817377] 0 [2] [537:0:1]
+390720 gz 1 [0,1,0,-780,8058] 0 [2] [17:0:1]
+390720 gz 2 [0,1,0,-1385,-6825] 0 [2,2] [-35:0:1] [-5:0:1]
+390720 gz 3 [0,1,0,5215,-47745] 0 [2] [9:0:1]
+390720 gz 4 [0,1,0,-17665,-908737] 0 [2] [-79:0:1]
+390720 ha 1 [0,1,0,-2495725,1520361875] 2 [2] [-1717:27324:1] [1550:-37125:1] [-1825:0:1]
+390720 ha 2 [0,1,0,-39958225,97207079375] 2 [2] [67658:-17524551:1] [3770:-12705:1] [3649:0:1]
+390720 hb 1 [0,1,0,-11085,-452925] 1 [2] [970:135:8] [-61:0:1]
+390720 hb 2 [0,1,0,-10865,-471537] 1 [2] [301:-4860:1] [121:0:1]
+390720 hc 1 [0,1,0,-440,-462] 0 [2] [21:0:1]
+390720 hc 2 [0,1,0,-5065,-140137] 0 [2] [-43:0:1]
+390720 hd 1 [0,1,0,4575,1781823] 0 [2] [-109:0:1]
+390720 hd 2 [0,1,0,-195425,32141823] 0 [2,2] [-509:0:1] [217:0:1]
+390720 hd 3 [0,1,0,-3099425,2099209023] 0 [2] [1017:0:1]
+390720 hd 4 [0,1,0,-491425,-88685377] 0 [2] [-583:0:1]
+390720 he 1 [0,1,0,-9505,331583] 1 [2] [54277497790269:125025897447424:750346021503] [67:0:1]
+390720 he 2 [0,1,0,-29985,-1605825] 1 [2,2] [-8818895:26897520:68921] [-135:0:1] [-61:0:1]
+390720 he 3 [0,1,0,64735,-9619137] 1 [4] [8337:-170560:27] [451:10560:1]
+390720 he 4 [0,1,0,-452385,-117258945] 1 [2] [-339602667171799:64657092999408:871804955377] [-391:0:1]
+390720 hf 1 [0,1,0,-56705,1866975] 0 [2] [219:0:1]
+390720 hf 2 [0,1,0,-494785,-132798817] 0 [2,2] [-439:0:1] [-373:0:1]
+390720 hf 3 [0,1,0,-104065,-336520225] 0 [2] [745:0:1]
+390720 hf 4 [0,1,0,-7894785,-8540678817] 0 [2] [-1623:0:1]
+390720 hg 1 [0,1,0,-100405,12212243] 1 [] [182:15:1]
+390720 hh 1 [0,1,0,-4860453665,130424121822303] 0 []
+390720 hi 1 [0,1,0,47295,-11119275] 0 []
+390720 hj 1 [0,1,0,-35585,-2595585] 0 []
+390720 hj 2 [0,1,0,-60545,1462143] 0 []
+390720 hk 1 [0,1,0,1915,82275] 0 []
+390720 hl 1 [0,1,0,-9505,-357697] 0 [2] [-53:0:1]
+390720 hl 2 [0,1,0,-3585,-792225] 0 [2] [105:0:1]
+390720 hm 1 [0,1,0,-2053485,1131938883] 0 [2] [827:0:1]
+390720 hm 2 [0,1,0,-2053265,1132193775] 0 [2] [-1655:0:1]
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+390720 hn 2 [0,1,0,73535,4207775] 0 [2] [-55:0:1]
+390720 ho 1 [0,1,0,300,-6930] 0 []
+390720 hp 1 [0,1,0,-2465,-79905] 0 []
+390720 hq 1 [0,1,0,-60445665,160052823423] 0 []
+390720 hr 1 [0,1,0,-4005,100035] 1 [] [-66:285:1]
+390720 hs 1 [0,1,0,55,33] 0 []
+390720 ht 1 [0,1,0,-76865,-7204065] 1 [] [-197:576:1]
+390720 hu 1 [0,1,0,-94729675265,-1354790903419137] 1 [] [-72929:71874000:1]
+390720 hv 1 [0,1,0,-225,-1185] 0 []
+390720 hw 1 [0,1,0,154795,-14848197] 1 [2] [4058:111555:8] [91:0:1]
+390720 hw 2 [0,1,0,-744305,-130112817] 1 [2] [7514:-4221:8] [-183:0:1]
+390720 hx 1 [0,1,0,-1985,-1812417] 0 [2] [127:0:1]
+390720 hx 2 [0,1,0,-235265,-43476225] 0 [2,2] [-305:0:1] [-255:0:1]
+390720 hx 3 [0,1,0,-451265,48582975] 0 [2] [609:0:1]
+390720 hx 4 [0,1,0,-3751745,-2798286657] 0 [2] [-1119:0:1]
+390720 hy 1 [0,1,0,-825,8973] 1 [] [36:165:1]
+390720 hz 1 [0,1,0,-45,-42525] 0 [2] [35:0:1]
+390720 hz 2 [0,1,0,-18545,-963825] 0 [2] [-71:0:1]
+390720 ia 1 [0,1,0,-1185,13023] 0 []
+390720 ib 1 [0,1,0,-8193985,-9030713857] 0 []
+390722 a 1 [1,1,0,-53907690,-152382703532] 1 [] [76644060:10811973778:3375]
+390724 a 1 [0,-1,0,-24430,1477893] 1 [] [19374:3151:216]
+390725 a 1 [1,-1,1,-730,6772] 2 [] [-26:100:1] [4:60:1]
+390726 a 1 [1,-1,0,38946,8300564] 0 []
+390726 b 1 [1,-1,0,-160974,24890004] 1 [] [228:-78:1]
+390726 c 1 [1,-1,0,-1626,59156] 1 [] [37:202:1]
+390726 d 1 [1,-1,0,651789,-88690379] 0 []
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+390726 g 1 [1,-1,0,-281808,55323904] 0 []
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+390726 j 1 [1,-1,0,-820710,297409972] 1 [] [-859:19613:1]
+390726 k 1 [1,-1,0,-163620,41529424] 2 [] [-376:7244:1] [72:5452:1]
+390726 l 1 [1,-1,0,-157887,-23739507] 1 [] [478:2897:1]
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+390726 m 1 [1,-1,0,-3222,70132] 2 [] [-31:389:1] [-4:290:1]
+390726 m 2 [1,-1,0,-28422,-1805756] 2 [] [312:-4586:1] [-88:-46:1]
+390726 n 1 [1,-1,0,-1332,-9248] 2 [] [-19:104:1] [44:104:1]
+390726 o 1 [1,-1,0,-65277,3302613] 1 [] [522:10287:1]
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+390726 w 2 [1,-1,1,-4054784,-3167392413] 1 [] [11517:1209833:1]
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+390726 y 1 [1,-1,1,69889,-2213305] 0 []
+390726 z 1 [1,-1,1,-40046,2600525] 1 [] [171:769:1]
+390726 ba 1 [1,-1,1,-7286,213077] 0 []
+390726 bb 1 [1,-1,1,-35951,1148487] 1 [] [-61:1794:1]
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+390726 bd 1 [1,-1,1,-170712653,-858474673675] 0 []
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+390726 bf 1 [1,-1,1,-70024415,-225253796421] 0 []
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+390726 bh 1 [1,-1,1,-5212850,-4561912911] 1 [] [2657:17103:1]
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+390726 bj 1 [1,-1,1,-47270,3514501] 1 [] [319:4403:1]
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+390726 bo 1 [1,-1,1,-1994,-56815] 0 []
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+390726 bq 1 [1,-1,1,-1962239,-888055689] 0 []
+390726 br 1 [1,-1,1,-734,-3139] 0 []
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+390726 bu 1 [1,-1,1,4327,-308871] 0 []
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+391017 q 2 [1,0,1,-55061,-4886581] 1 [2] [-4155396402917578:-6391357917434085:32480079425416] [-1202:597:8]
+391017 r 1 [1,0,1,-598670,-174131917] 0 [2] [891:-446:1]
+391017 r 2 [1,0,1,-9515765,-11299099639] 0 [2] [-14258:7125:8]
+391017 s 1 [1,0,1,-901542,-334042553] 1 [] [70420:126887:64]
+391018 a 1 [1,-1,1,-631,-5297] 1 [] [-13:30:1]
+391022 a 1 [1,0,1,-6850,729876] 0 [2] [-115:57:1]
+391022 a 2 [1,0,1,-170690,27075348] 0 [2] [1838:-923:8]
+391023 a 1 [1,-1,1,-1374800,-623583534] 0 [2] [1355:-678:1]
+391023 a 2 [1,-1,1,-22031015,-39796029660] 0 [2] [-21674:10833:8]
+391024 a 1 [0,-1,0,-35544,-4700176] 0 [2] [236:0:1]
+391024 a 2 [0,-1,0,-690904,-220706832] 0 [2] [-471:0:1]
+391025 a 1 [1,1,1,-288,1906] 3 [] [-105:1514:27] [5:-28:1] [14:22:1]
+391025 b 1 [1,1,1,-163,-344] 0 []
+391025 c 1 [1,-1,0,-2642,-51609] 0 []
+391025 d 1 [1,-1,0,-127286792,552774662491] 0 [2] [6514:-3257:1]
+391025 d 2 [1,-1,0,-127286917,552773522616] 0 [2,2] [-104218:52109:8] [6504:-3252:1]
+391025 d 3 [1,-1,0,-125333792,570556725741] 0 [2] [-104058:52029:8]
+391025 d 4 [1,-1,0,-129242042,534917365991] 0 [2] [-104378:52189:8]
+391025 e 1 [1,1,0,-127900,-17659125] 0 []
+391026 a 1 [1,1,1,-27,177] 1 [] [-7:12:1]
+391027 a 1 [1,0,0,17,-12] 2 [] [1:2:1] [7:18:1]
+391027 b 1 [1,-1,0,-113,-442] 1 [] [26:104:1]
+391032 a 1 [0,0,0,-603,4806] 0 []
+391032 b 1 [0,0,0,-795,-18106] 1 [] [115:1188:1]
+391032 c 1 [0,0,0,-6987,97382] 0 []
+391032 d 1 [0,0,0,69,-313] 0 []
+391032 e 1 [0,0,0,-471,-3953] 0 []
+391034 a 1 [1,-1,0,-150970,-39422636] 2 [] [535:5453:1] [569:7374:1]
+391034 b 1 [1,1,0,270646,470476756] 1 [] [3633:220492:1]
+391034 c 1 [1,1,0,-323752,-90880918] 1 [] [727:7295:1]
+391034 d 1 [1,1,0,-307226,107820052] 1 [] [3563:208602:1]
+391034 e 1 [1,-1,0,398,134868] 0 []
+391034 f 1 [1,-1,0,-25285,2206773] 1 [] [1395:172773:125]
+391034 g 1 [1,0,1,-167147,113183830] 0 []
+391034 h 1 [1,0,1,20226,3531120] 0 []
+391034 i 1 [1,-1,0,-1051,-12979] 1 [] [2469:20522:27]
+391034 j 1 [1,1,1,78970,22183299] 1 [] [-177:1731:1]
+391034 k 1 [1,-1,1,-1186743,-1054086001] 0 []
+391034 l 1 [1,0,0,15012893,-975846221] 0 []
+391034 m 1 [1,-1,1,-366,2791] 0 []
+391037 a 1 [0,1,1,-33011,-2319567] 0 []
+391038 a 1 [1,0,1,-550,4472] 2 [] [-11:101:1] [21:37:1]
+391038 b 1 [1,0,1,-1084,-13822] 0 []
+391038 c 1 [1,0,1,-2207,-40078] 0 []
+391038 d 1 [1,1,1,-9184812,-10722392115] 2 [] [5077:268649:1] [22573:3347945:1]
+391038 e 1 [1,1,1,-308,1973] 2 [] [3:31:1] [9:1:1]
+391038 f 1 [1,0,0,-116392,19562048] 1 [] [-304:5336:1]
+391040 a 1 [0,1,0,129,152905] 1 [2] [-21:376:1] [-53:0:1]
+391040 a 2 [0,1,0,-42121,3254055] 1 [2] [746:-3055:8] [105:0:1]
+391040 b 1 [0,1,0,4454,-5135370] 1 [] [2347:113750:1]
+391040 c 1 [0,1,0,-731,-7475] 1 [2] [36:119:1] [-13:0:1]
+391040 c 2 [0,1,0,519,-29225] 1 [2] [51:-364:1] [25:0:1]
+391040 d 1 [0,1,0,17815,41100775] 2 [] [-245:4700:1] [225:7520:1]
+391040 e 1 [0,1,0,130,3718] 0 [2] [-13:0:1]
+391040 e 2 [0,1,0,-2925,56875] 0 [2] [25:0:1]
+391040 f 1 [0,1,0,-10530,-412022] 0 [2] [-53:0:1]
+391040 f 2 [0,1,0,515,-1222725] 0 [2] [105:0:1]
+391040 g 1 [0,-1,0,-731,7475] 0 [2] [13:0:1]
+391040 g 2 [0,-1,0,519,29225] 0 [2] [-25:0:1]
+391040 h 1 [0,-1,0,4454,5135370] 0 []
+391040 i 1 [0,-1,0,129,-152905] 1 [2] [28385:221670:343] [53:0:1]
+391040 i 2 [0,-1,0,-42121,-3254055] 1 [2] [-2186001:-4020380:19683] [-105:0:1]
+391040 j 1 [0,-1,0,-10530,412022] 1 [2] [-91:780:1] [53:0:1]
+391040 j 2 [0,-1,0,515,1222725] 1 [2] [330:-9165:8] [-105:0:1]
+391040 k 1 [0,-1,0,130,-3718] 0 [2] [13:0:1]
+391040 k 2 [0,-1,0,-2925,-56875] 0 [2] [-25:0:1]
+391040 l 1 [0,-1,0,17815,-41100775] 0 []
+391042 a 1 [1,-1,1,-14743,-685305] 0 []
+391042 b 1 [1,-1,1,-36,85] 1 [] [12870:12473:5832]
+391044 a 1 [0,1,0,-10853,-440040] 0 [2] [120:0:1]
+391044 a 2 [0,1,0,-173788,-27943468] 0 [2] [-241:0:1]
+391048 a 1 [0,0,0,-19,-117] 1 [] [9:21:1]
+391050 a 1 [1,-1,0,6908508,-12276465584] 0 []
+391050 b 1 [1,-1,0,-102267,-13960859] 1 [2] [869:23078:1] [374:-187:1]
+391050 b 2 [1,-1,0,-1686267,-842392859] 1 [2] [1509:-7642:1] [-5978:2989:8]
+391050 c 1 [1,-1,0,-18567,-934659] 1 [2] [-90:81:1] [-66:33:1]
+391050 c 2 [1,-1,0,8433,-3445659] 1 [2] [339:-6357:1] [1062:-531:8]
+391050 d 1 [1,-1,0,157271474133,461998460143857541] 0 []
+391050 e 1 [1,-1,0,33,-1309] 1 [] [13:28:1]
+391050 f 1 [1,-1,0,-4121127,-3375234819] 0 []
+391050 g 1 [1,-1,0,-618342,-181137484] 0 []
+391050 h 1 [1,-1,0,-2232,-1054724] 2 [] [350:-6574:1] [674:17078:1]
+391050 i 1 [1,-1,0,5958,262116] 2 [2] [-178:2839:8] [9:558:1] [-36:18:1]
+391050 i 2 [1,-1,0,-43542,2786616] 2 [2] [-26:1988:1] [229:-2302:1] [582:-291:8]
+391050 j 1 [1,-1,0,55458,-3301884] 0 []
+391050 k 1 [1,-1,0,-106467,-13342059] 1 [2] [439:4718:1] [-186:93:1]
+391050 k 2 [1,-1,0,-94467,-16474059] 1 [2] [669:-15147:1] [2982:-1491:8]
+391050 l 1 [1,-1,0,-178317,53456341] 2 [] [-286:9143:1] [89:-6232:1]
+391050 m 1 [1,-1,0,45333,-11147009] 2 [] [599:14888:1] [3029:165548:1]
+391050 n 1 [1,-1,0,-417,4491] 1 [] [9:33:1]
+391050 o 1 [1,-1,0,14915133,25712643541] 1 [] [7494:743453:1]
+391050 p 1 [1,-1,0,-117,641] 2 [] [4:13:1] [13:28:1]
+391050 q 1 [1,-1,0,-1737,33561] 1 [] [48:219:1]
+391050 r 1 [1,-1,0,84933,-4093659] 0 []
+391050 s 1 [1,-1,0,-347583867,-2619658090459] 0 []
+391050 t 1 [1,-1,0,-1692,-130784] 1 [] [104:848:1]
+391050 u 1 [1,-1,0,67683,10142341] 2 [] [429:-11077:1] [114356:4830947:64]
+391050 u 2 [1,-1,0,-643317,-372770659] 2 [] [1109:16083:1] [43159829036:1614519392357:22906304]
+391050 v 1 [1,-1,0,136578,55430036] 2 [] [79:8128:1] [1289:48058:1]
+391050 w 1 [1,-1,0,-3423042,-2436771884] 1 [] [2468:63134:1]
+391050 w 2 [1,-1,0,-2346417,-3995836259] 1 [] [8210:-732169:1]
+391050 x 1 [1,-1,0,-1726542,-1355493884] 1 [2] [476508:62879746:27] [1604:-802:1]
+391050 x 2 [1,-1,0,-31674042,-68587631384] 1 [2] [-86892:118496:27] [-25658:12829:8]
+391050 x 3 [1,-1,0,14200083,21947608741] 1 [2] [158634:63120683:1] [-1366:683:1]
+391050 x 4 [1,-1,0,-84799917,211334608741] 1 [2] [2634:77683:1] [21862:-10931:8]
+391050 y 1 [1,-1,0,-75537,-3375779] 0 [2] [-46:23:1]
+391050 y 2 [1,-1,0,270063,-25839779] 0 [2] [742:-371:8]
+391050 z 1 [1,-1,0,-34902,-31937004] 0 []
+391050 z 2 [1,-1,0,-5371992,5746527666] 0 []
+391050 ba 1 [1,-1,0,-2682117,-1894617459] 1 [] [75715491:3384630192:24389]
+391050 bb 1 [1,-1,0,-3942,103216] 2 [] [14:-232:1] [2662:46369:8]
+391050 bc 1 [1,-1,0,693,130801] 1 [2] [33:418:1] [-46:23:1]
+391050 bc 2 [1,-1,0,-34857,2441551] 1 [2] [123:-122:1] [742:-371:8]
+391050 bd 1 [1,-1,0,-2209992,1265028416] 1 [] [944:3928:1]
+391050 be 1 [1,-1,0,-117,-169209] 1 [] [63:234:1]
+391050 bf 1 [1,-1,0,-4268219292,-275902840304384] 1 [2] [13408884:49093551808:1] [86384:-43192:1]
+391050 bf 2 [1,-1,0,-94859406792,-11231729282991884] 1 [2] [-172866:807308:1] [-1382138:691069:8]
+391050 bg 1 [1,-1,0,-87417,11265241] 1 [2] [149:1163:1] [-346:173:1]
+391050 bg 2 [1,-1,0,-1448667,671471491] 1 [2] [699:-487:1] [5542:-2771:8]
+391050 bh 1 [1,-1,0,452133,-158274459] 1 [2] [21102:1103199:8] [294:-147:1]
+391050 bh 2 [1,-1,0,-3102867,-1619379459] 1 [2] [2941110:119728611:1000] [-4698:2349:8]
+391050 bi 1 [1,-1,0,-266292,53793616] 1 [] [59:6158:1]
+391050 bj 1 [1,-1,0,-174492,41006416] 1 [] [-472:4484:1]
+391050 bk 1 [1,-1,0,-733242,241868916] 1 [3] [244:8678:1] [469:753:1]
+391050 bk 2 [1,-1,0,7383,700414541] 1 [] [713970:29222279:729]
+391050 bl 1 [1,-1,0,-5028342,4326451316] 0 []
+391050 bm 1 [1,-1,0,-47362567317,-3967342279595659] 0 []
+391050 bn 1 [1,-1,0,-27642,1801396] 1 [] [548:12014:1]
+391050 bo 1 [1,-1,0,12202758,68802138666] 0 []
+391050 bp 1 [1,-1,0,-68067,-6839159] 0 []
+391050 bq 1 [1,-1,0,228708,-5502384] 1 [2] [49:2388:1] [24:-12:1]
+391050 bq 2 [1,-1,0,-923292,-43518384] 1 [2,2] [-891:8883:1] [984:-492:1] [-936:468:1]
+391050 bq 3 [1,-1,0,-9455292,11141933616] 1 [2] [1903:5159:1] [14982:-7491:8]
+391050 bq 4 [1,-1,0,-10823292,-13675818384] 1 [2] [-1947:4659:1] [-15738:7869:8]
+391050 br 1 [1,-1,0,-23255913492,-1365043376737584] 0 []
+391050 bs 1 [1,-1,0,-672417,212397741] 1 [2] [499:713:1] [474:-237:1]
+391050 bs 2 [1,-1,0,-676917,209414241] 1 [2,2] [84:12333:1] [-7578:3789:8] [414:-207:1]
+391050 bs 3 [1,-1,0,139833,682312491] 1 [2] [579:30648:1] [-6618:3309:8]
+391050 bs 4 [1,-1,0,-1565667,-454482009] 1 [2] [-311:1668:1] [-8538:4269:8]
+391050 bt 1 [1,-1,0,-63567,-192659] 0 [2] [254:-127:1]
+391050 bt 2 [1,-1,0,-711567,-230232659] 0 [2,2] [-4058:2029:8] [-466:233:1]
+391050 bt 3 [1,-1,0,-414567,-424173659] 0 [2] [7462:-3731:8]
+391050 bt 4 [1,-1,0,-11376567,-14766627659] 0 [2] [-15578:7789:8]
+391050 bu 1 [1,-1,0,-710947167,7401279281741] 0 []
+391050 bv 1 [1,-1,0,-7436367,-7803405459] 1 [] [-1575:954:1]
+391050 bw 1 [1,-1,0,37008,-2359584] 1 [] [469:10628:1]
+391050 bx 1 [1,-1,0,-1668942,-867546284] 1 [] [5803204:360939598:1331]
+391050 bx 2 [1,-1,0,8911683,-1765785659] 1 [] [689854:72461473:1331]
+391050 by 1 [1,-1,0,17938008,-2786653584] 1 [] [67588872:8256685164:4913]
+391050 bz 1 [1,-1,0,-6219492,-6054833584] 1 [] [12549172926353560317640:2706557612372001367054492:267753695875367437]
+391050 ca 1 [1,-1,0,-122742,21516916] 1 [] [269:2678:1]
+391050 cb 1 [1,-1,0,130383,16640041] 1 [] [-7080:380017:125]
+391050 cc 1 [1,-1,0,33,-207539] 1 [] [798:22129:1]
+391050 cc 2 [1,-1,0,-263967,-52138099] 1 [] [878:19369:1]
+391050 cd 1 [1,-1,0,-51192,20817216] 0 [2] [-336:168:1]
+391050 cd 2 [1,-1,0,-1491192,699057216] 0 [2] [5382:-2691:8]
+391050 ce 1 [1,-1,0,-14933367,-32595287459] 0 []
+391050 cf 1 [1,-1,0,-229167,-57330259] 1 [2] [29093:4947009:1] [574:-287:1]
+391050 cf 2 [1,-1,0,-4021167,-3102306259] 1 [2] [199731287:33899710731:6859] [-9178:4589:8]
+391050 cg 1 [1,-1,0,26433,275341] 0 []
+391050 ch 1 [1,-1,0,1008,-111834] 0 []
+391050 ci 1 [1,-1,0,1773,-38219] 1 [] [38:269:1]
+391050 cj 1 [1,-1,0,-9822,-372204] 1 [] [-57:33:1]
+391050 ck 1 [1,-1,0,-16892667,26745648741] 1 [2] [10542:653079:8] [-4746:2373:1]
+391050 ck 2 [1,-1,0,-270332667,1710854448741] 1 [2] [3255322:-1754061:343] [75942:-37971:8]
+391050 cl 1 [1,-1,0,-18117,-4428459] 1 [] [13268503794:614445435687:6028568]
+391050 cl 2 [1,-1,0,161883,114911541] 1 [3] [401193:-27156384:2197] [19:10853:1]
+391050 cm 1 [1,-1,0,-21867,1231541] 0 [2] [94:-47:1]
+391050 cm 2 [1,-1,0,-44367,-1715959] 0 [2] [-1498:749:8]
+391050 cn 1 [1,-1,0,-2718162,1725568596] 0 []
+391050 co 1 [1,-1,0,379383,-256873459] 1 [] [8302:279099:8]
+391050 cp 1 [1,-1,0,36579258,37848228916] 0 []
+391050 cq 1 [1,-1,0,-34691877,78657057301] 0 []
+391050 cr 1 [1,-1,0,-339192,-76247784] 0 []
+391050 cs 1 [1,-1,0,-1544817,776606941] 0 []
+391050 ct 1 [1,-1,0,1008,-5184] 1 [] [24:168:1]
+391050 cu 1 [1,-1,0,-26367,-2057959] 0 []
+391050 cv 1 [1,-1,0,-71465742,245755608916] 1 [] [13740:1356074:1]
+391050 cw 1 [1,-1,0,-3267,-32859] 0 []
+391050 cx 1 [1,-1,0,-226467,-42116459] 1 [] [929:22958:1]
+391050 cy 1 [1,-1,0,-692648667,7037269768741] 1 [] [18389:710693:1]
+391050 cy 2 [1,-1,0,-56150382042,5121278304728116] 1 [] [1094542:-505421:8]
+391050 cz 1 [1,-1,0,-330417,100995741] 0 []
+391050 da 1 [1,-1,0,-2160792,2619380416] 0 []
+391050 db 1 [1,-1,0,-4601817,-3798264659] 1 [2] [27256877627:536741734124:10218313] [-1246:623:1]
+391050 db 2 [1,-1,0,-4889817,-3295704659] 1 [2,2] [-7840102966:-169652823517:5929741] [-1726:863:1] [-766:383:1]
+391050 db 3 [1,-1,0,-25139817,45648545341] 1 [2] [-340730:38477623:125] [27622:-13811:8]
+391050 db 4 [1,-1,0,10752183,-20079570659] 1 [2] [760097105208509:-57848355147330817:176652914131] [12262:-6131:8]
+391050 dc 1 [1,-1,0,-239067,32464341] 1 [2] [-350:8729:1] [-546:273:1]
+391050 dc 2 [1,-1,0,-3519567,2542046841] 1 [2,2] [-1376:69813:1] [-2166:1083:1] [1074:-537:1]
+391050 dc 3 [1,-1,0,-56311317,162659424591] 1 [2] [1486149:-740811:343] [34662:-17331:8]
+391050 dc 4 [1,-1,0,-3215817,2998583091] 1 [2] [-463463:24181569:343] [-17178:8589:8]
+391050 dd 1 [1,-1,0,-87867,1605541] 0 []
+391050 de 1 [1,-1,0,2372583,-1282962259] 1 [] [679:24973:1]
+391050 df 1 [1,-1,0,-1717617,839744541] 0 []
+391050 dg 1 [1,-1,0,-10886292,-12158126384] 1 [2] [-1046802032584:20518595896292:510082399] [-1336:668:1]
+391050 dg 2 [1,-1,0,16761708,-63887534384] 1 [2] [656269704685028351:53133524487505806137:115779013007419] [21382:-10691:8]
+391050 dh 1 [1,-1,0,-454617,-120564959] 0 []
+391050 di 1 [1,-1,1,-18185,-960883] 1 [] [439:8470:1]
+391050 dj 1 [1,-1,1,-958205,361193797] 1 [2] [343:8360:1] [559:-280:1]
+391050 dj 2 [1,-1,1,-850205,445649797] 1 [2] [-31:-21710:1] [-8938:4465:8]
+391050 dk 1 [1,-1,1,-7259630,7531807997] 1 [2] [1389:10555:1] [-3111:1555:1]
+391050 dk 2 [1,-1,1,-116159630,481900207997] 1 [2] [6229:-3965:1] [49782:-24895:8]
+391050 dl 1 [1,-1,1,-33058406255,-2241089127631753] 1 [2] [27988886224603893:198310254211137341770:557441767] [-89421:44710:1]
+391050 dl 2 [1,-1,1,12291225745,-7918409557711753] 1 [2] [99995129982633:-4315393678326950:557441767] [1430742:-715375:8]
+391050 dm 1 [1,-1,1,-5661680,-5270219053] 1 [] [25470:744863:8]
+391050 dn 1 [1,-1,1,-3755,-117503] 1 [] [17593802:5283235:238328]
+391050 do 1 [1,-1,1,-68705,6731697] 2 [] [-201:3620:1] [239:-2100:1]
+391050 dp 1 [1,-1,1,295,35047] 1 [] [52580:1513543:8000]
+391050 dq 1 [1,-1,1,-3515,13547] 2 [] [-57:190:1] [105:838:1]
+391050 dr 1 [1,-1,1,-199638005,1085757641997] 1 [2] [5759:353520:1] [8159:-4080:1]
+391050 dr 2 [1,-1,1,-199926005,1082468105997] 1 [2,2] [5735:349968:1] [-130538:65265:8] [7679:-3840:1]
+391050 dr 3 [1,-1,1,-84744005,2320674605997] 1 [2] [17585:2494818:1] [-122858:61425:8]
+391050 dr 4 [1,-1,1,-319716005,-366272154003] 1 [2] [-2515:-648282:1] [-138218:69105:8]
+391050 ds 1 [1,-1,1,-54019805,327368532197] 0 []
+391050 dt 1 [1,-1,1,-38620430,97037247197] 0 []
+391050 du 1 [1,-1,1,-2858630,1966616597] 1 [] [249:35515:1]
+391050 dv 1 [1,-1,1,-1055,-16253] 0 []
+391050 dw 1 [1,-1,1,25195,-622803] 1 [] [53:900:1]
+391050 dx 1 [1,-1,1,40,-903] 0 []
+391050 dy 1 [1,-1,1,-597335,-260642833] 1 [] [10179:1018750:1]
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+391092 e 1 [0,1,0,-109,1199] 0 []
+391094 a 1 [1,-1,0,-2416,46368] 2 [] [-378:2037:8] [71:443:1]
+391094 b 1 [1,-1,0,-20315,-2646363] 0 []
+391094 c 1 [1,1,0,4,44] 1 [] [4:10:1]
+391094 d 1 [1,0,0,401,-1743] 1 [] [164:2035:1]
+391094 e 1 [1,-1,1,-400,3123] 1 [2] [-9:81:1] [13:-7:1]
+391094 e 2 [1,-1,1,-840,-4621] 1 [2] [-13:69:1] [-202:97:8]
+391094 f 1 [1,-1,1,-2248,19979] 0 [2] [-51:25:1]
+391094 f 2 [1,-1,1,-30408,2047499] 0 [2] [822:-415:8]
+391094 g 1 [1,1,1,-17,157] 1 [] [1096:5199:512]
+391094 h 1 [1,1,1,-578730,-169699177] 1 [] [17641969221:833217958523:6967871]
+391095 a 1 [0,0,1,267,-584726] 0 []
+391095 b 1 [0,0,1,27,-1816] 1 [] [24:112:1]
+391095 c 1 [0,0,1,-297,-2680] 1 [] [148:1787:1]
+391095 d 1 [1,-1,1,1537,13906] 1 [] [50:437:1]
+391095 e 1 [1,-1,1,-1352,-16496] 1 [] [-23:56:1]
+391095 f 1 [1,-1,1,-797,-8454] 2 [] [-1036:561:64] [-16:9:1]
+391095 g 1 [0,0,1,132,823] 0 []
+391095 h 1 [0,0,1,1188,-22228] 1 [] [146:591:8]
+391095 i 1 [1,-1,0,-150,661] 1 [] [-12:31:1]
+391095 j 1 [1,-1,0,-7170,235421] 0 []
+391095 k 1 [1,-1,0,171,-572] 0 []
+391095 l 1 [0,0,1,-33,99] 0 []
+391095 m 1 [0,0,1,2403,15787595] 1 [] [120260111338:3056138276997:201230056]
+391095 n 1 [0,0,1,3,67] 0 []
+391096 a 1 [0,1,0,-664,25072] 1 [] [27:166:1]
+391096 b 1 [0,-1,0,52896,-1392196] 0 [2] [26:0:1]
+391096 b 2 [0,-1,0,-221464,-11159412] 0 [2] [-51:0:1]
+391098 a 1 [1,1,0,442,-1260] 1 [] [4455:295170:1]
+391098 b 1 [1,1,1,-3669,-138309] 1 [] [103:716:1]
+391098 c 1 [1,1,1,-3325,-75181] 0 []
+391098 d 1 [1,1,1,-3670416,-2708110479] 0 []
+391098 e 1 [1,0,0,633,-3933] 1 [] [294:1959:8]
+391098 f 1 [1,0,0,-34522,2461028] 1 [] [116:86:1]
+391100 a 1 [0,1,0,-58633,1463988] 0 [2] [228:0:1]
+391100 a 2 [0,1,0,-547508,-154976012] 0 [2] [-457:0:1]
+391100 b 1 [0,0,0,-200,-13500] 0 []
+391104 a 1 [0,0,0,-181452,-1482640] 2 [2] [-338:4608:1] [-299:5103:1] [430:0:1]
+391104 a 2 [0,0,0,-2047692,-1124959120] 2 [2] [-824:1692:1] [-811:1519:1] [-860:0:1]
+391104 b 1 [0,0,0,-1452,-22160] 0 []
+391104 c 1 [0,0,0,-51852,4372720] 2 [2] [-184:2772:1] [29:1701:1] [110:0:1]
+391104 c 2 [0,0,0,25908,16347760] 2 [2] [-44968:1121868:343] [221:5733:1] [-220:0:1]
+391104 d 1 [0,0,0,-2712,-54360] 1 [2] [482:247:8] [-30:0:1]
+391104 d 2 [0,0,0,-2652,-56880] 1 [2] [144:-1596:1] [60:0:1]
+391104 e 1 [0,0,0,-20172,-1160080] 0 []
+391104 f 1 [0,0,0,-20172,1160080] 2 [] [18:896:1] [146:1152:1]
+391104 g 1 [0,0,0,-2712,54360] 1 [2] [-18:312:1] [30:0:1]
+391104 g 2 [0,0,0,-2652,56880] 1 [2] [24:-84:1] [-60:0:1]
+391104 h 1 [0,0,0,-1452,22160] 1 [] [32:92:1]
+391104 i 1 [0,0,0,-51852,-4372720] 0 [2] [-110:0:1]
+391104 i 2 [0,0,0,25908,-16347760] 0 [2] [220:0:1]
+391104 j 1 [0,0,0,-181452,1482640] 0 [2] [-430:0:1]
+391104 j 2 [0,0,0,-2047692,1124959120] 0 [2] [860:0:1]
+391104 k 1 [0,0,0,-7824,-598624] 0 []
+391104 l 1 [0,0,0,-7824,598624] 0 []
+391104 m 1 [0,0,0,-171111,25067324] 1 [2] [4082:67221:8] [292:0:1]
+391104 m 2 [0,0,0,-594516,-148020640] 1 [2,2] [7186:-52283:8] [-584:0:1] [-290:0:1]
+391104 m 3 [0,0,0,1116564,-842719120] 1 [2] [4882:-64955:8] [580:0:1]
+391104 m 4 [0,0,0,-9080076,-10530951856] 1 [2] [567058:150833221:8] [-1748:0:1]
+391104 n 1 [0,0,0,564,-14096] 1 [] [20:72:1]
+391104 o 1 [0,0,0,-5556,-634520] 1 [] [1277:45549:1]
+391104 p 1 [0,0,0,-629436,-192209960] 1 [] [60871683150374042093:2069876320793124778593:37609180364473921]
+391104 q 1 [0,0,0,564,97904] 1 [] [104:1132:1]
+391104 r 1 [0,0,0,-3051,-59400] 1 [2] [8068:79919:64] [-24:0:1]
+391104 r 2 [0,0,0,3564,-281664] 1 [2] [578:-4753:8] [48:0:1]
+391104 s 1 [0,0,0,2004,553520] 2 [2] [88:1188:1] [376:7380:1] [-74:0:1]
+391104 s 2 [0,0,0,-90156,10101296] 2 [2] [-78:-86912:27] [-202:-4480:1] [148:0:1]
+391104 t 1 [0,0,0,22884,7687640] 1 [] [-53501:195021:343]
+391104 u 1 [0,0,0,-516,5560] 0 []
+391104 v 1 [0,0,0,383604,-103783664] 2 [] [546:16384:1] [82701122:2665267200:117649]
+391104 w 1 [0,0,0,-331596,73700496] 1 [] [220:3376:1]
+391104 x 1 [0,0,0,564,5560] 1 [] [77:711:1]
+391104 y 1 [0,0,0,2111052084,40704179469424] 1 [] [-21718965290680:12558258806086332:2633789341]
+391104 z 1 [0,0,0,-2790156,1793852944] 2 [2] [-1216:58212:1] [450:25088:1] [962:0:1]
+391104 z 2 [0,0,0,-2721036,1886943760] 2 [2] [-190:48960:1] [477:26411:1] [-1924:0:1]
+391104 ba 1 [0,0,0,-2784396,1788233456] 1 [2] [-1067:59535:1] [958:0:1]
+391104 ba 2 [0,0,0,-2628876,1996816880] 1 [2] [-131455:7498323:125] [-1916:0:1]
+391104 bb 1 [0,0,0,-6776076,1339107856] 0 [2] [2498:0:1]
+391104 bb 2 [0,0,0,-66495756,-207512557040] 0 [2,2] [-4996:0:1] [-4414:0:1]
+391104 bb 3 [0,0,0,-26267916,-456104517104] 0 [2] [8828:0:1]
+391104 bb 4 [0,0,0,-1062238476,-13325427150320] 0 [2,2] [-18820:0:1] [-18814:0:1]
+391104 bb 5 [0,0,0,-1060545036,-13370031682544] 0 [2] [37628:0:1]
+391104 bb 6 [0,0,0,-16995815436,-852827356588016] 0 [2] [-75268:0:1]
+391104 bc 1 [0,0,0,-636,-8496] 0 []
+391104 bd 1 [0,0,0,-636,8496] 2 [] [10:56:1] [24:84:1]
+391104 be 1 [0,0,0,-2790156,-1793852944] 0 [2] [-962:0:1]
+391104 be 2 [0,0,0,-2721036,-1886943760] 0 [2] [1924:0:1]
+391104 bf 1 [0,0,0,-2784396,-1788233456] 1 [2] [-964:288:1] [-958:0:1]
+391104 bf 2 [0,0,0,-2628876,-1996816880] 1 [2] [2498:-83808:1] [1916:0:1]
+391104 bg 1 [0,0,0,-6776076,-1339107856] 0 [2] [-2498:0:1]
+391104 bg 2 [0,0,0,-66495756,207512557040] 0 [2,2] [-9410:0:1] [4414:0:1]
+391104 bg 3 [0,0,0,-1062238476,13325427150320] 0 [2,2] [-37634:0:1] [18814:0:1]
+391104 bg 4 [0,0,0,-26267916,456104517104] 0 [2] [-8828:0:1]
+391104 bg 5 [0,0,0,-16995815436,852827356588016] 0 [2] [75268:0:1]
+391104 bg 6 [0,0,0,-1060545036,13370031682544] 0 [2] [-37628:0:1]
+391104 bh 1 [0,0,0,564,-5560] 1 [] [13:63:1]
+391104 bi 1 [0,0,0,2111052084,-40704179469424] 1 [] [27730:6257664:1]
+391104 bj 1 [0,0,0,-331596,-73700496] 1 [] [19128:184996:27]
+391104 bk 1 [0,0,0,22884,-7687640] 1 [] [437:9261:1]
+391104 bl 1 [0,0,0,-516,-5560] 0 []
+391104 bm 1 [0,0,0,383604,103783664] 0 []
+391104 bn 1 [0,0,0,-3051,59400] 0 [2] [24:0:1]
+391104 bn 2 [0,0,0,3564,281664] 0 [2] [-48:0:1]
+391104 bo 1 [0,0,0,2004,-553520] 0 [2] [74:0:1]
+391104 bo 2 [0,0,0,-90156,-10101296] 0 [2] [-148:0:1]
+391104 bp 1 [0,0,0,564,-97904] 1 [] [21259956:136374664:357911]
+391104 bq 1 [0,0,0,564,14096] 1 [] [10:144:1]
+391104 br 1 [0,0,0,-5556,634520] 1 [] [-107:63:1]
+391104 bs 1 [0,0,0,-629436,192209960] 1 [] [5197:370521:1]
+391104 bt 1 [0,0,0,-171111,-25067324] 0 [2] [-292:0:1]
+391104 bt 2 [0,0,0,-594516,148020640] 0 [2,2] [-874:0:1] [290:0:1]
+391104 bt 3 [0,0,0,-9080076,10530951856] 0 [2] [1748:0:1]
+391104 bt 4 [0,0,0,1116564,842719120] 0 [2] [-580:0:1]
+391104 bu 1 [0,0,0,-117018,15460146] 1 [] [14130:583443:8]
+391104 bv 1 [0,0,0,2592,413856] 0 []
+391104 bw 1 [0,0,0,2592,-413856] 0 []
+391104 bx 1 [0,0,0,-117018,-15460146] 2 [] [549:9261:1] [220356:12863529:64]
+391104 by 1 [0,0,0,216105,5757964] 1 [] [65536936:4827883482:12167]
+391104 bz 1 [0,0,0,-57900,-5358512] 1 [2] [-139:63:1] [-142:0:1]
+391104 bz 2 [0,0,0,-70860,-2782064] 1 [2] [725:-18081:1] [284:0:1]
+391104 ca 1 [0,0,0,19860,1554352] 1 [] [644:16776:1]
+391104 cb 1 [0,0,0,-47820,3369872] 1 [2] [64:756:1] [82:0:1]
+391104 cb 2 [0,0,0,90420,19239824] 1 [2] [1600:65268:1] [-164:0:1]
+391104 cc 1 [0,0,0,-57060,5246208] 1 [2] [141:63:1] [138:0:1]
+391104 cc 2 [0,0,0,-57420,5176656] 1 [2] [165:-441:1] [-276:0:1]
+391104 cd 1 [0,0,0,-178860,29115088] 0 []
+391104 cd 2 [0,0,0,-147180,39751504] 0 []
+391104 cd 3 [0,0,0,1249620,-772962608] 0 []
+391104 ce 1 [0,0,0,-54120,-5741944] 0 [2] [274:0:1]
+391104 ce 2 [0,0,0,-909660,-333927088] 0 [2] [-548:0:1]
+391104 cf 1 [0,0,0,-255,-1636] 0 []
+391104 cg 1 [0,0,0,-10380,23537936] 1 [] [-158:4608:1]
+391104 ch 1 [0,0,0,-2983980,-4263432752] 0 []
+391104 ch 2 [0,0,0,-312235500,-2123595778736] 0 []
+391104 ci 1 [0,0,0,-2576460,1473678992] 1 [2] [63058:15829632:1] [-1838:0:1]
+391104 ci 2 [0,0,0,-40367820,98718406544] 1 [2] [138794305:34715286711:2197] [3676:0:1]
+391104 cj 1 [0,0,0,-300,85808] 0 []
+391104 ck 1 [0,0,0,-2576460,-1473678992] 1 [2] [-126680:1228212:125] [1838:0:1]
+391104 ck 2 [0,0,0,-40367820,-98718406544] 1 [2] [-593143673720:111983198148:161878625] [-3676:0:1]
+391104 cl 1 [0,0,0,-300,-85808] 0 []
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+391104 cm 2 [0,0,0,-312235500,2123595778736] 0 []
+391104 cn 1 [0,0,0,-255,1636] 1 [] [32:162:1]
+391104 co 1 [0,0,0,-10380,-23537936] 1 [] [1256:44100:1]
+391104 cp 1 [0,0,0,-47820,-3369872] 1 [2] [-88:396:1] [-82:0:1]
+391104 cp 2 [0,0,0,90420,-19239824] 1 [2] [4520:304524:1] [164:0:1]
+391104 cq 1 [0,0,0,-57060,-5246208] 0 [2] [-138:0:1]
+391104 cq 2 [0,0,0,-57420,-5176656] 0 [2] [276:0:1]
+391104 cr 1 [0,0,0,-178860,-29115088] 0 []
+391104 cr 2 [0,0,0,-147180,-39751504] 0 []
+391104 cr 3 [0,0,0,1249620,772962608] 0 []
+391104 cs 1 [0,0,0,-54120,5741944] 0 [2] [-274:0:1]
+391104 cs 2 [0,0,0,-909660,333927088] 0 [2] [548:0:1]
+391104 ct 1 [0,0,0,19860,-1554352] 1 [] [682:18144:1]
+391104 cu 1 [0,0,0,-57900,5358512] 1 [2] [88:972:1] [142:0:1]
+391104 cu 2 [0,0,0,-70860,2782064] 1 [2] [40:108:1] [-284:0:1]
+391104 cv 1 [0,0,0,216105,-5757964] 0 []
+391104 cw 1 [0,0,0,-38982,-3154282] 0 []
+391104 cx 1 [0,0,0,288,-15328] 0 []
+391104 cy 1 [0,0,0,-13002,-572598] 1 [] [4365780:99552663:8000]
+391104 cz 1 [0,0,0,-6852,-218342] 0 []
+391104 da 1 [0,0,0,-6852,218342] 2 [] [31:189:1] [626:3213:8]
+391104 db 1 [0,0,0,-13002,572598] 2 [] [-2295:112161:125] [594:-1029:8]
+391104 dc 1 [0,0,0,288,15328] 0 []
+391104 dd 1 [0,0,0,-38982,3154282] 1 [] [141:679:1]
+391104 de 1 [0,0,0,-5724,229392] 0 []
+391104 df 1 [0,0,0,-2964,62120] 0 []
+391104 dg 1 [0,0,0,18096,-929752] 0 [2] [46:0:1]
+391104 dg 2 [0,0,0,-104124,-8800720] 0 [2] [-92:0:1]
+391104 dh 1 [0,0,0,36,1080] 0 []
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+391104 di 2 [0,0,0,396,10432] 1 [2] [-636:-4753:64] [-16:0:1]
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+391104 dj 2 [0,0,0,-114084,14826240] 2 [2,2] [-102:5040:1] [-2:3880:1] [-390:0:1] [192:0:1]
+391104 dj 3 [0,0,0,-1825164,949075920] 2 [2] [618:7560:1] [97545:2223:125] [780:0:1]
+391104 dj 4 [0,0,0,-131724,9936432] 2 [2] [-299:4753:1] [-2455:442223:125] [-396:0:1]
+391104 dk 1 [0,0,0,-9682284,11597658032] 0 []
+391104 dl 1 [0,0,0,31956,-1792600] 1 [] [137717141729:1626389948475:2082440933]
+391104 dm 1 [0,0,0,-1500924,-778542280] 0 []
+391104 dn 1 [0,0,0,-32108844,70030160048] 0 []
+391104 do 1 [0,0,0,-55884,-6257648] 0 []
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+391104 dp 2 [0,0,0,36276,-17218640] 0 [2] [212:0:1]
+391104 dq 1 [0,0,0,-58764,5467408] 0 [2] [146:0:1]
+391104 dq 2 [0,0,0,-84684,169360] 0 [2,2] [-292:0:1] [2:0:1]
+391104 dq 3 [0,0,0,338676,1354768] 0 [2] [-4:0:1]
+391104 dq 4 [0,0,0,-922764,-340091120] 0 [2] [-580:0:1]
+391104 dr 1 [0,0,0,-8139,282620] 0 [2] [52:0:1]
+391104 dr 2 [0,0,0,-8004,292448] 0 [2] [-104:0:1]
+391104 ds 1 [0,0,0,-8139,-282620] 1 [2] [-34541734357109140:103288061127420:662074436258893] [-52:0:1]
+391104 ds 2 [0,0,0,-8004,-292448] 1 [2] [198723614:-2815258257:830584] [104:0:1]
+391104 dt 1 [0,0,0,-51204,4236608] 1 [2] [94:504:1] [106:0:1]
+391104 dt 2 [0,0,0,36276,17218640] 1 [2] [1552:61740:1] [-212:0:1]
+391104 du 1 [0,0,0,-58764,-5467408] 0 [2] [-146:0:1]
+391104 du 2 [0,0,0,-84684,-169360] 0 [2,2] [-290:0:1] [-2:0:1]
+391104 du 3 [0,0,0,-922764,340091120] 0 [2] [580:0:1]
+391104 du 4 [0,0,0,338676,-1354768] 0 [2] [4:0:1]
+391104 dv 1 [0,0,0,31956,1792600] 1 [] [31815877:738830655:68921]
+391104 dw 1 [0,0,0,-1500924,778542280] 0 []
+391104 dx 1 [0,0,0,-32108844,-70030160048] 0 []
+391104 dy 1 [0,0,0,-55884,6257648] 0 []
+391104 dz 1 [0,0,0,-9682284,-11597658032] 0 []
+391104 ea 1 [0,0,0,-339,-2200] 0 [2] [-8:0:1]
+391104 ea 2 [0,0,0,396,-10432] 0 [2] [16:0:1]
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+391104 eb 2 [0,0,0,-114084,-14826240] 1 [2,2] [-433095:-112455:2197] [-198:0:1] [-192:0:1]
+391104 eb 3 [0,0,0,-131724,-9936432] 1 [2] [-29070:356184:125] [396:0:1]
+391104 eb 4 [0,0,0,-1825164,-949075920] 1 [2] [-5783546145:-2758913:7414875] [-780:0:1]
+391104 ec 1 [0,0,0,36,-1080] 0 []
+391104 ed 1 [0,0,0,18096,929752] 0 [2] [-46:0:1]
+391104 ed 2 [0,0,0,-104124,8800720] 0 [2] [92:0:1]
+391104 ee 1 [0,0,0,-2964,-62120] 0 []
+391104 ef 1 [0,0,0,-5724,-229392] 0 []
+391104 eg 1 [0,0,0,5604,-522898] 1 [] [103:1071:1]
+391104 eh 1 [0,0,0,-66,-1258] 1 [] [13:9:1]
+391104 ei 1 [0,0,0,-66,1258] 0 []
+391104 ej 1 [0,0,0,5604,522898] 1 [] [27:833:1]
+391104 ek 1 [0,0,0,-540190668,4831769676400] 0 [2] [13550:0:1]
+391104 ek 2 [0,0,0,-593274828,3824763161200] 0 [2] [-27100:0:1]
+391104 el 1 [0,0,0,-24408,1467720] 1 [2] [2440830:11609:27000] [90:0:1]
+391104 el 2 [0,0,0,-23868,1535760] 1 [2] [2415:-9215:27] [-180:0:1]
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+391104 em 2 [0,0,0,-23868,-1535760] 1 [2] [4658386190040:-44985987996012:20458415375] [180:0:1]
+391104 en 1 [0,0,0,-540190668,-4831769676400] 0 [2] [-13550:0:1]
+391104 en 2 [0,0,0,-593274828,-3824763161200] 0 [2] [27100:0:1]
+391105 a 1 [0,0,1,-17273,1410254] 2 [] [56:786:1] [201:2461:1]
+391105 b 1 [1,1,1,-511390,-142141220] 1 [] [1228:32303:1]
+391110 a 1 [1,1,0,602,2452] 0 [2] [-4:2:1]
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+391162 a 1 [1,-1,0,-626,9940] 1 [] [3470:70355:8]
+391164 a 1 [0,-1,0,-893,10098] 1 [2] [14:12:1] [-34:0:1]
+391164 a 2 [0,-1,0,-14108,649704] 1 [2] [4420:-113:64] [69:0:1]
+391166 a 1 [1,0,1,12704,-1054290] 1 [] [184:2650:1]
+391166 b 1 [1,1,0,-21338236,14891688656] 0 []
+391166 c 1 [1,1,0,-264,832] 2 [] [1008:2792:343] [16:24:1]
+391167 a 1 [0,0,1,-50421,2752146] 0 []
+391167 b 1 [0,0,1,-7371,-243574] 1 [] [102:256:1]
+391167 c 1 [0,0,1,-1029,-8024] 2 [] [-17:67:1] [37:67:1]
+391167 d 1 [0,0,1,-361179,83545796] 1 [] [343:122:1]
+391167 e 1 [1,-1,1,-4710992,-1609717840] 1 [] [-1614492:64899977:1331]
+391167 f 1 [1,-1,1,-26249,1661762] 2 [] [-1258:11601:8] [100:121:1]
+391167 g 1 [1,-1,1,4180,-343906] 2 [2] [132:1513:1] [163:2074:1] [51:-26:1]
+391167 g 2 [1,-1,1,-55355,-4558984] 2 [2] [-138:730:1] [17236:-1643:64] [-810:401:8]
+391167 h 1 [1,-1,1,35491,2180378] 1 [] [1206:25853:8]
+391167 i 1 [1,-1,0,-2655,81108] 0 []
+391167 j 1 [1,-1,0,3470220,5482917243] 0 [2] [-1146:573:1]
+391167 j 2 [1,-1,0,-33589215,64963310418] 0 [2] [18342:-9171:8]
+391167 k 1 [0,0,1,-14007,639441] 1 [] [-3772:71815:64]
+391167 l 1 [0,0,1,-40131,-3094289] 0 []
+391167 m 1 [0,0,1,-819,9021] 2 [] [114:121:8] [130:11:8]
+391167 n 1 [0,0,1,-686343,-219328349] 1 [] [1145328793737798860289194050:16399588214300653970725976833:1086832132261708196125000]
+391170 a 1 [1,1,0,-1691898,1000719252] 1 [2] [-444:41022:1] [-1532:766:1]
+391170 a 2 [1,1,0,-28418618,58297461588] 1 [2,2] [4469:-145672:1] [-6156:3078:1] [3092:-1546:1]
+391170 a 3 [1,1,0,-454693618,3731679646588] 1 [2] [12493:-41360:1] [98486:-49243:8]
+391170 a 4 [1,1,0,-29771138,52441320492] 1 [2] [125967:-3383296:27] [-49482:24741:8]
+391170 b 1 [1,1,0,-165308,25807398] 2 [] [-121:6698:1] [233:-28:1]
+391170 c 1 [1,1,0,-1873798,194565652] 1 [] [-1311:20656:1]
+391170 d 1 [1,1,0,-11258,-391788] 1 [] [-41:75:1]
+391170 e 1 [1,1,0,-45078,-1884972] 1 [] [-23345:43131:125]
+391170 f 1 [1,1,0,-40263,-3120627] 0 []
+391170 g 1 [1,1,0,-1003,-14297] 1 [] [189:2473:1]
+391170 h 1 [1,1,0,711397,98519853] 1 [] [-367098:33124209:4913]
+391170 i 1 [1,1,0,-58603,-5483543] 0 [2] [-142:71:1]
+391170 i 2 [1,1,0,-66273,-3966417] 0 [2] [2262:-1131:8]
+391170 j 1 [1,1,0,-20166003,34847623557] 0 []
+391170 k 1 [1,1,0,338,14254] 1 [] [153:1841:1]
+391170 l 1 [1,1,0,48,216] 1 [] [-3:9:1]
+391170 m 1 [1,1,0,-14627,363789] 1 [] [25:108:1]
+391170 n 1 [1,1,0,-1021702,-189902444] 0 []
+391170 o 1 [1,1,0,-66787,6607411] 1 [] [167:299:1]
+391170 p 1 [1,0,1,70121,-116317894] 1 [] [4978:349073:1]
+391170 q 1 [1,0,1,-5109,178096] 2 [2] [-49:582:1] [23:258:1] [-85:42:1]
+391170 q 2 [1,0,1,-87729,9993352] 2 [2] [-199:4524:1] [176:-201:1] [1358:-683:8]
+391170 r 1 [1,0,1,-3284,-71224] 2 [] [-36:43:1] [-30:37:1]
+391170 s 1 [1,0,1,112450721,21579738482] 2 [] [4894604:924331555:1331] [8983:1320884:1]
+391170 t 1 [1,0,1,-20319,-1225358] 0 []
+391170 u 1 [1,0,1,-1484809,-4180244404] 2 [2] [16238:265441:8] [2158:50558:1] [1915:-958:1]
+391170 u 2 [1,0,1,-49073929,-131776192948] 2 [2] [-3845:-6574:1] [41326:-8292226:1] [-30642:15317:8]
+391170 v 1 [1,0,1,164501,-2065834] 1 [] [48:2413:1]
+391170 w 1 [1,0,1,-20444,1125146] 2 [] [81:7:1] [90:82:1]
+391170 x 1 [1,0,1,-5169,886876] 1 [] [68:888:1]
+391170 y 1 [1,0,1,-433910264,-3441532073314] 0 []
+391170 z 1 [1,0,1,-52624,-4681954] 0 [2] [265:-133:1]
+391170 z 2 [1,0,1,-843544,-298271458] 0 [2] [-4242:2117:8]
+391170 ba 1 [1,0,1,-1773,-54872] 0 []
+391170 bb 1 [1,0,1,-14573,-20422744] 0 [2] [291:-146:1]
+391170 bb 2 [1,0,1,-1212653,-508760152] 0 [2] [-4658:2325:8]
+391170 bc 1 [1,0,1,-12158,195056] 1 [2] [12135:243679:27] [101:-51:1]
+391170 bc 2 [1,0,1,-104638,-12900112] 1 [2,2] [-5217:-6505:27] [-1618:805:8] [-171:85:1]
+391170 bc 3 [1,0,1,-19638,-33232112] 1 [2] [15438:-330100:27] [2734:-1371:8]
+391170 bc 4 [1,0,1,-1669318,-830288944] 1 [2] [-6907740:3374552:9261] [-5970:2981:8]
+391170 bd 1 [1,0,1,382,-2194] 1 [] [60:457:1]
+391170 be 1 [1,1,1,50104,1371593] 1 [2] [21:1549:1] [-27:13:1]
+391170 be 2 [1,1,1,-211016,10980809] 1 [2] [1109:-34355:1] [422:-215:8]
+391170 bf 1 [1,1,1,-1025755946,12760294253879] 0 []
+391170 bg 1 [1,1,1,-4416,-112671] 2 [2] [-39:65:1] [101:645:1] [-43:21:1]
+391170 bg 2 [1,1,1,-9536,190433] 2 [2,2] [-81:703:1] [-1473:-19337:27] [-107:53:1] [21:-11:1]
+391170 bg 3 [1,1,1,-132256,18451169] 2 [2] [251:945:1] [233:-711:1] [1702:-855:8]
+391170 bg 4 [1,1,1,31264,1430753] 2 [2] [-1:1183:1] [1443:-49469:27] [-346:169:8]
+391170 bh 1 [1,1,1,-9363816,-11032716387] 0 []
+391170 bi 1 [1,1,1,-4165081,-3262928281] 2 [2] [-1181:3840:1] [-1129:1968:1] [-1233:616:1]
+391170 bi 2 [1,1,1,-6128601,124536423] 2 [2] [6371:-471936:1] [2647:-50896:1] [19718:-9863:8]
+391170 bj 1 [1,1,1,193559,-52148137] 0 []
+391170 bk 1 [1,1,1,-386,-2041] 0 []
+391170 bl 1 [1,1,1,-24237445,45880064267] 1 [] [-2105:296988:1]
+391170 bm 1 [1,1,1,-3885,91587] 1 [] [37:-4:1]
+391170 bn 1 [1,0,0,-1195151,505040505] 2 [] [238:-15419:1] [5446:391645:1]
+391170 bo 1 [1,0,0,-9036911,10461009585] 1 [3] [-1352:142831:1] [1564:11611:1]
+391170 bo 2 [1,0,0,7941499,43339911231] 1 [] [-922:1648211:8]
+391170 bp 1 [1,0,0,-6966,61020] 1 [3] [564:891:64] [114:810:1]
+391170 bp 2 [1,0,0,-327756,-72248514] 1 [] [-757555788:394306459:2299968]
+391170 bq 1 [1,0,0,2398344,57408659520] 1 [] [1568:254216:1]
+391170 br 1 [1,0,0,-18958756,-31774849264] 1 [] [-2512:1460:1]
+391170 bs 1 [1,0,0,-97481,11687961] 1 [2] [58:2467:1] [186:-93:1]
+391170 bs 2 [1,0,0,-129481,3348761] 1 [2,2] [8:1517:1] [-2978:1489:8] [26:-13:1]
+391170 bs 3 [1,0,0,507719,26670281] 1 [2] [7088:596237:1] [-418:209:8]
+391170 bs 4 [1,0,0,-1278681,-553553559] 1 [2] [-672:-1203:1] [-5538:2769:8]
+391170 bt 1 [1,0,0,-885210086,13148377970916] 1 [] [76156:19644922:1]
+391170 bu 1 [1,0,0,-59176,5518400] 1 [] [106:610:1]
+391170 bv 1 [1,0,0,2054,185540] 1 [] [8:446:1]
+391170 bw 1 [1,0,0,-272027466,1676233416996] 1 [] [288:1263942:1]
+391170 bx 1 [1,0,0,119,1445] 0 []
+391170 by 1 [1,0,0,-318175,69052217] 1 [] [572:-8905:1]
+391170 bz 1 [1,0,0,-4080,93342] 0 []
+391170 ca 1 [1,0,0,-35590295,-139930128663] 1 [] [68614:-17935307:1]
+391170 cb 1 [1,0,0,-62169315,-133634790783] 2 [3] [-2185638:22215999:343] [9594:386373:1] [13134:1140393:1]
+391170 cb 2 [1,0,0,-4615600515,-120695699774943] 2 [] [-1681967490:905746911:42875] [172242:64677045:1]
+391170 cc 1 [1,0,0,-17335,4730537] 0 [4] [122:2045:1]
+391170 cc 2 [1,0,0,-542215,153061625] 0 [2,4] [212:6797:1] [-850:425:1]
+391170 cc 3 [1,0,0,-8666515,9819353765] 0 [4] [1742:2171:1]
+391170 cc 4 [1,0,0,-815995,-17941363] 0 [2,2] [-7138:3569:8] [-22:11:1]
+391170 cc 5 [1,0,0,3256775,-142568125] 0 [2] [350:-175:8]
+391170 cc 6 [1,0,0,-9269245,-10836410713] 0 [2] [-14626:7313:8]
+391170 cd 1 [1,0,0,-23989000,45473228432] 1 [] [3134:-34372:1]
+391170 ce 1 [1,0,0,-68885,-6521985] 1 [] [2726:23423:8]
+391170 cf 1 [1,0,0,-2575125,-1471570335] 1 [] [-738:5571:1]
+391170 cg 1 [1,0,0,1910,-15808] 0 [2] [8:-4:1]
+391170 cg 2 [1,0,0,-8620,-135850] 0 [2] [-130:65:8]
+391170 ch 1 [1,0,0,-5528230,-5002994350] 0 []
+391171 a 1 [0,-1,1,-515125894,-4499887064038] 0 []
+391171 b 1 [1,1,0,-100591,-12355198] 1 [] [548977482:476121783050:729]
+391173 a 1 [1,0,0,81,-9720] 1 [2] [45:270:1] [20:-10:1]
+391173 a 2 [1,0,0,-6374,-191751] 1 [2] [-47:91:1] [-322:161:8]
+391174 a 1 [1,1,1,357,10729] 2 [] [-17:18:1] [-13:70:1]
+391174 b 1 [1,0,0,-8509,323185] 2 [] [-102:415:1] [-18:695:1]
+391174 c 1 [1,1,1,-5023,-138683] 1 [] [-1095:1046:27]
+391176 a 1 [0,0,0,-21939,1250926] 0 []
+391176 b 1 [0,0,0,-197451,-33775002] 1 [] [261009999078855096339791092615310:11024751229372948151075319164745712:137550862487394869251056360875]
+391178 a 1 [1,-1,0,-451,3541] 1 [] [6:29:1]
+391178 b 1 [1,1,0,-75,223] 0 []
+391178 c 1 [1,1,1,-161257,80047803] 1 [] [-2682:79953:8]
+391179 a 1 [0,-1,1,-446,3788] 1 [] [12:4:1]
+391179 b 1 [1,1,0,-10249,-347168] 0 [2] [-76:38:1]
+391179 b 2 [1,1,0,-44694,3283335] 0 [2,2] [-242:121:1] [90:-45:1]
+391179 b 3 [1,1,0,-696659,223517112] 0 [2] [3862:-1931:8]
+391179 b 4 [1,1,0,56151,16090650] 0 [2] [-1450:725:8]
+391181 a 1 [1,-1,1,53954,4555066] 0 []
+391181 b 1 [0,1,1,-4429,111980] 1 [3] [1803380:1306920:50653] [40:20:1]
+391181 b 2 [0,1,1,-8939,-155955] 1 [] [-35:339:1]
+391181 c 1 [0,0,1,-3290474,-2293822003] 1 [] [-1417823:2127706:1331]
+391181 d 1 [0,0,1,-2939,-61327] 0 []
+391184 a 1 [0,0,0,155,-641] 1 [] [1412:7441:64]
+391184 b 1 [0,0,0,-5299,166386] 2 [] [39:138:1] [223:3174:1]
+391184 c 1 [0,-1,0,-31048,2197488] 1 [2] [407339052:1763629056:4657463] [-204:0:1]
+391184 c 2 [0,-1,0,-502088,137103344] 1 [2] [478280882224530:-48067949374822:1164584650761] [409:0:1]
+391186 a 1 [1,0,1,-745,7756] 0 []
+391187 a 1 [1,-1,1,-83731,-9278888] 1 [] [-655216:532659:4096]
+391188 a 1 [0,-1,0,-2149,-38063] 1 [] [3050702616:26953042193:29503629]
+391188 b 1 [0,1,0,139,-57] 1 [] [330:2289:125]
+391188 c 1 [0,1,0,-140,-108] 0 []
+391190 a 1 [1,1,1,3754,105043] 0 []
+391191 a 1 [1,0,0,-9432,353295] 0 []
+391191 b 1 [0,1,1,-193517,-33162850] 1 [] [4154:20585:8]
+391191 c 1 [1,1,0,-495,-4212] 1 [] [36:144:1]
+391191 d 1 [1,0,1,-3503,-75463] 0 []
+391193 a 1 [1,0,0,-80165,-11922404] 0 []
+391193 b 1 [1,0,0,-1097,-12682] 0 []
+391193 c 1 [1,0,1,-663,8897] 3 [] [-11:127:1] [14:693:8] [22:659:8]
+391193 d 1 [1,1,0,-1333,-14890] 1 [] [-1420:4945:64]
+391193 e 1 [1,-1,0,-25493,-2135996] 1 [] [960:28802:1]
+391193 f 1 [1,-1,0,-1548278,741906677] 1 [] [-788:38763:1]
+391193 g 1 [1,0,1,-132740,16747003] 1 [] [36463:653752:343]
+391194 a 1 [1,-1,0,-291591,-6394448579] 0 []
+391194 b 1 [1,-1,0,855,-783] 1 [] [28:197:1]
+391194 c 1 [1,-1,1,-2246,51945] 0 []
+391194 d 1 [1,-1,1,-18851,1004663] 0 []
+391195 a 1 [1,0,0,-55,-140] 1 [] [-3:2:1]
+391195 b 1 [0,0,1,-427222,-107452555] 0 []
+391195 c 1 [0,1,1,-35,-26] 0 []
+391195 d 1 [0,-1,1,-166,877] 0 []
+391195 e 1 [0,0,1,-40123,1903709] 1 [] [-7228:142999:64]
+391196 a 1 [0,0,0,-61,193] 1 [] [-8:13:1]
+391196 b 1 [0,-1,0,398,-9835] 1 [] [19:65:1]
+391196 c 1 [0,-1,0,-122,565] 0 []
+391196 d 1 [0,0,0,-123889,16784589] 1 [] [335060:1657083:1331]
+391196 e 1 [0,1,0,130,581] 0 []
+391200 a 1 [0,-1,0,-958,-29588] 2 [] [42:50:1] [67:450:1]
+391200 b 1 [0,-1,0,67,-14763] 1 [] [47:300:1]
+391200 c 1 [0,-1,0,-38,252] 1 [] [-4:18:1]
+391200 d 1 [0,-1,0,1240467,523246437] 0 []
+391200 e 1 [0,-1,0,-8,3012] 2 [] [-8:50:1] [16:82:1]
+391200 f 1 [0,-1,0,-48333,4112037] 0 []
+391200 g 1 [0,-1,0,-14813,-1459563] 1 [] [4737:30916:27]
+391200 h 1 [0,-1,0,-370333,183186037] 0 []
+391200 i 1 [0,-1,0,-1933,-32123] 0 []
+391200 j 1 [0,-1,0,682,11232] 0 [2] [-13:0:1]
+391200 j 2 [0,-1,0,-5393,126657] 0 [2] [27:0:1]
+391200 k 1 [0,-1,0,-37133,-2766363] 1 [] [347:5100:1]
+391200 l 1 [0,-1,0,183542,-14618588] 1 [] [3635357:99447264:12167]
+391200 m 1 [0,-1,0,-18333,-1017963] 0 []
+391200 n 1 [0,-1,0,-733,8437] 1 [] [7:60:1]
+391200 o 1 [0,-1,0,7342,114012] 1 [] [580:48114:125]
+391200 p 1 [0,-1,0,17042,-1438088] 1 [2] [190780:7476504:125] [67:0:1]
+391200 p 2 [0,-1,0,-134833,-15562463] 1 [2] [-18255:124532:125] [-133:0:1]
+391200 q 1 [0,-1,0,-220058,-39654888] 0 [2,2] [-273:0:1] [-268:0:1]
+391200 q 2 [0,-1,0,-240433,-31851263] 0 [2] [547:0:1]
+391200 q 3 [0,-1,0,-199808,-47268888] 0 [2] [537:0:1]
+391200 q 4 [0,-1,0,-3520808,-2541623388] 0 [2] [-1083:0:1]
+391200 r 1 [0,-1,0,-4008,87012] 2 [] [21:108:1] [48:54:1]
+391200 s 1 [0,-1,0,-4158,-101688] 0 [2] [-38:0:1]
+391200 s 2 [0,-1,0,-5408,-34188] 0 [2] [77:0:1]
+391200 t 1 [0,-1,0,-330058,73095112] 1 [2] [10434:47600:27] [332:0:1]
+391200 t 2 [0,-1,0,-329808,73211112] 1 [2] [3570357:16602200:9261] [-663:0:1]
+391200 u 1 [0,-1,0,-3658,-79688] 1 [2] [55278:197200:729] [-28:0:1]
+391200 u 2 [0,-1,0,2592,-329688] 1 [2] [1134122517:5367195800:17779581] [57:0:1]
+391200 v 1 [0,-1,0,-85408,9635812] 1 [] [168:26:1]
+391200 w 1 [0,-1,0,-600871933,-6224256370763] 1 [] [461583932394077:299042284594020300:1095912791]
+391200 x 1 [0,-1,0,-16258,-792488] 1 [2] [-305193693:14788150:4173281] [-73:0:1]
+391200 x 2 [0,-1,0,-15633,-856863] 1 [2] [354744:-1968225:2197] [147:0:1]
+391200 y 1 [0,1,0,-16258,792488] 2 [2] [28:600:1] [82:132:1] [73:0:1]
+391200 y 2 [0,1,0,-15633,856863] 2 [2] [921:-16300:27] [3:-900:1] [-147:0:1]
+391200 z 1 [0,1,0,-600871933,6224256370763] 0 []
+391200 ba 1 [0,1,0,-85408,-9635812] 0 []
+391200 bb 1 [0,1,0,-330058,-73095112] 0 [2] [-332:0:1]
+391200 bb 2 [0,1,0,-329808,-73211112] 0 [2] [663:0:1]
+391200 bc 1 [0,1,0,-3658,79688] 0 [2] [28:0:1]
+391200 bc 2 [0,1,0,2592,329688] 0 [2] [-57:0:1]
+391200 bd 1 [0,1,0,-4158,101688] 0 [2] [38:0:1]
+391200 bd 2 [0,1,0,-5408,34188] 0 [2] [-77:0:1]
+391200 be 1 [0,1,0,-4008,-87012] 1 [] [-33:102:1]
+391200 bf 1 [0,1,0,17042,1438088] 1 [2] [14:1296:1] [-67:0:1]
+391200 bf 2 [0,1,0,-134833,15562463] 1 [2] [-193:5868:1] [133:0:1]
+391200 bg 1 [0,1,0,-220058,39654888] 1 [2,2] [193:2100:1] [-542:0:1] [268:0:1]
+391200 bg 2 [0,1,0,-3520808,2541623388] 1 [2] [374269:-159900:343] [1083:0:1]
+391200 bg 3 [0,1,0,-199808,47268888] 1 [2] [247:3612:1] [-537:0:1]
+391200 bg 4 [0,1,0,-240433,31851263] 1 [2] [-61:-6804:1] [-547:0:1]
+391200 bh 1 [0,1,0,7342,-114012] 1 [] [112:1458:1]
+391200 bi 1 [0,1,0,-18333,1017963] 1 [] [9:924:1]
+391200 bj 1 [0,1,0,-733,-8437] 0 []
+391200 bk 1 [0,1,0,-37133,2766363] 1 [] [-47:2100:1]
+391200 bl 1 [0,1,0,183542,14618588] 1 [] [-76:486:1]
+391200 bm 1 [0,1,0,682,-11232] 0 [2] [13:0:1]
+391200 bm 2 [0,1,0,-5393,-126657] 0 [2] [-27:0:1]
+391200 bn 1 [0,1,0,-1933,32123] 2 [] [29:36:1] [77:588:1]
+391200 bo 1 [0,1,0,-14813,1459563] 2 [] [97:-972:1] [18605:200556:125]
+391200 bp 1 [0,1,0,-370333,-183186037] 1 [] [782:2457:1]
+391200 bq 1 [0,1,0,-48333,-4112037] 0 []
+391200 br 1 [0,1,0,-8,-3012] 1 [] [4974618:13876325:287496]
+391200 bs 1 [0,1,0,1240467,-523246437] 0 []
+391200 bt 1 [0,1,0,-38,-252] 0 []
+391200 bu 1 [0,1,0,-958,29588] 1 [] [8:150:1]
+391200 bv 1 [0,1,0,67,14763] 0 []
+391202 a 1 [1,0,1,-77851,-8578638] 0 [2] [323:-162:1]
+391202 a 2 [1,0,1,-1254341,-540822714] 0 [2] [-5170:2581:8]
+391202 b 1 [1,-1,0,433,877] 0 [2] [-2:1:1]
+391202 b 2 [1,-1,0,-1807,8493] 0 [2] [38:-19:8]
+391202 c 1 [1,1,1,-64918,2907795] 2 [] [-207:2847:1] [10875:170165:27]
+391202 d 1 [1,0,0,-18052,-895052] 1 [] [-642:1889:8]
+391202 e 1 [1,1,1,-60,173] 1 [] [-9:13:1]
+391203 a 1 [0,0,1,-1809,-29626] 0 []
+391203 b 1 [0,0,1,-201,1097] 0 []
+391204 a 1 [0,0,0,-17879,-974354] 1 [] [343:5766:1]
+391204 b 1 [0,0,0,-58103,7663694] 1 [] [115:1582:1]
+391204 c 1 [0,0,0,73,-18] 1 [] [11:46:1]
+391204 d 1 [0,0,0,-839,-10210] 0 []
+391204 e 1 [0,0,0,-1298168,-569311580] 1 [] [940494060:19750654634:614125]
+391204 f 1 [0,0,0,112,685] 1 [2] [27437865:694197988:42875] [-5:0:1]
+391204 f 2 [0,0,0,-823,7230] 1 [2] [528386143486180:13356493178264391:825293672000] [10:0:1]
+391204 g 1 [0,1,0,-18092,-34728892] 1 [] [9804:69938:27]
+391204 h 1 [0,-1,0,-52,-264] 1 [] [4404309:8436348:389017]
+391204 i 1 [0,-1,0,-28564,-1848648] 1 [] [54301426240548427975794:1419122586205259378101173:74713467020620455656]
+391206 a 1 [1,0,0,-15814,764516] 1 [] [170:1646:1]
+391207 a 1 [1,1,0,-25691,-1595464] 1 [2] [15036104060200101648:164732972090821606561:58925629555347456] [-92:46:1]
+391207 a 2 [1,1,0,-23046,-1933495] 1 [2] [18746795238:-265551066839:64964808] [1462:-731:8]
+391208 a 1 [0,1,0,-16,336] 2 [] [-8:4:1] [8:28:1]
+391209 a 1 [0,1,1,-20860,1069780] 3 [] [-133:-1229:1] [73395:11420:729] [101:58:1]
+391209 b 1 [0,-1,1,-4143209,-3202903171] 1 [] [2500205:351681039:125]
+391209 c 1 [0,-1,1,-313,2214] 2 [] [12:6:1] [14:19:1]
+391210 a 1 [1,1,1,-1247825,-4692097233] 1 [] [16377:2081696:1]
+391210 b 1 [1,1,1,-184975,136676235] 1 [] [-1586:103739:8]
+391210 c 1 [1,-1,1,927,-2803] 1 [2] [75:658:1] [3:-2:1]
+391210 c 2 [1,-1,1,-3823,-19903] 1 [2] [19050:113153:216] [-42:17:8]
+391210 d 1 [1,-1,1,-106241637,-421466225251] 1 [2] [12047:210576:1] [-5953:2976:1]
+391210 d 2 [1,-1,1,-106651237,-418052291171] 1 [2] [-749405:-9173088:125] [95254:-47631:8]
+391210 e 1 [1,-1,1,-822,9269] 0 [2] [17:-9:1]
+391210 e 2 [1,-1,1,-922,6949] 0 [2] [-266:129:8]
+391210 f 1 [1,0,0,674,-9980] 0 [3] [24:130:1]
+391210 f 2 [1,0,0,-23466,-1390504] 0 []
+391211 a 1 [0,0,1,-4,30] 2 [] [0:5:1] [2:5:1]
+391212 a 1 [0,0,0,-912,10820] 1 [] [16:18:1]
+391213 a 1 [1,-1,1,-1,30] 2 [] [-2:5:1] [0:5:1]
+391215 a 1 [0,1,1,-1551,35480] 1 [] [24:112:1]
+391216 a 1 [0,1,0,-1731,-30164] 1 [] [2200:103194:1]
+391216 b 1 [0,1,0,-170144,26962564] 1 [] [240:98:1]
+391216 c 1 [0,-1,0,-40745329,-100092786835] 1 [] [-18078412:3170147:4913]
+391216 d 1 [0,-1,0,-4573,48833] 1 [] [-16:343:1]
+391216 e 1 [0,-1,0,-4377,-20747] 0 []
+391216 f 1 [0,-1,0,-840121,296668373] 2 [] [-133698:5198165:216] [572:1715:1]
+391216 g 1 [0,0,0,196,-1029] 1 [] [77:686:1]
+391216 h 1 [0,0,0,-4214,-105301] 1 [] [39095:675122:125]
+391216 i 1 [0,0,0,144109,64999186] 2 [2] [105:9016:1] [3745:230496:1] [-287:0:1]
+391216 i 2 [0,0,0,-1811971,850952130] 2 [2] [1103:-13938:1] [829878:48589037:216] [574:0:1]
+391216 j 1 [0,0,0,-765527,295400518] 0 []
+391216 k 1 [0,0,0,-4067,345058] 0 []
+391216 l 1 [0,1,0,-17145,-869821] 0 []
+391216 m 1 [0,1,0,-93,-169] 1 [] [-5:14:1]
+391216 n 1 [0,-1,0,-59600,-7408624] 0 [2] [292:0:1]
+391216 n 2 [0,-1,0,-1037640,-406448944] 0 [2] [-583:0:1]
+391216 o 1 [0,-1,0,18604,-1777936] 0 []
+391216 p 1 [0,-1,0,376,-11584] 1 [] [70:594:1]
+391216 q 1 [0,0,0,-14896,-696976] 0 []
+391218 a 1 [1,0,1,149,1874] 2 [] [-8:17:1] [9:58:1]
+391218 b 1 [1,0,1,40,-106] 0 []
+391218 c 1 [1,0,1,-14810,-2514292] 2 [] [437697:3220693:2197] [468:9415:1]
+391218 d 1 [1,1,1,-861892,-308419387] 0 []
+391218 e 1 [1,0,0,-32573,-5337231] 1 [] [610:13903:1]
+391221 a 1 [1,-1,1,-11135,-449054] 0 []
+391221 b 1 [1,-1,1,-86,238] 1 [] [2:7:1]
+391221 c 1 [1,-1,0,-771,-5662] 2 [] [-22:28:1] [34:64:1]
+391221 d 1 [1,-1,0,-8676,313173] 1 [] [12:453:1]
+391222 a 1 [1,0,1,-190,1173552] 1 [] [34:1081:1]
+391222 b 1 [1,0,1,-10446,410036] 1 [] [59:-29:1]
+391222 c 1 [1,1,0,157,3679] 2 [] [-45:7546:125] [29:169:1]
+391222 d 1 [1,-1,0,-10751,-426387] 1 [] [273:3978:1]
+391222 e 1 [1,-1,0,80182,120508148] 1 [] [12972:436970:27]
+391222 f 1 [1,0,0,-11993,-6430535] 1 [] [218:1043:1]
+391222 g 1 [1,-1,1,-621949,188931785] 1 [] [4150:17005:8]
+391222 h 1 [1,0,0,-624,9152] 1 [3] [604851292:7177432560:3869893] [4:80:1]
+391222 h 2 [1,0,0,5116,-145828] 1 [] [98990:-1204077:1000]
+391222 i 1 [1,-1,1,-6234,189673] 1 [] [417:8183:27]
+391223 a 1 [1,-1,1,-1279,-16842] 0 [2] [-23:11:1]
+391223 a 2 [1,-1,1,-2994,39410] 0 [2] [374:-191:8]
+391224 a 1 [0,-1,0,96,-1764] 1 [] [1230:756:125]
+391224 b 1 [0,1,0,-8592,303696] 2 [] [56:36:1] [72:252:1]
+391224 c 1 [0,1,0,-6624,203472] 1 [] [72:324:1]
+391224 d 1 [0,1,0,-561,-5229] 2 [] [-15:6:1] [-13:6:1]
+391225 a 1 [0,1,1,-2833,-58381] 0 []
+391225 b 1 [0,-1,1,-113,-422] 0 []
+391225 c 1 [1,1,0,-650,-6875] 0 []
+391226 a 1 [1,1,1,-108,-2803] 0 []
+391227 a 1 [0,1,1,-561,-5857] 1 [] [33:112:1]
+391229 a 1 [1,1,1,-688737,219715376] 0 []
+391230 a 1 [1,-1,0,-9695085,-11616805075] 0 []
+391230 b 1 [1,-1,0,-1230,16100] 2 [] [-20:190:1] [25:10:1]
+391230 c 1 [1,-1,0,-34440,-1028800] 0 []
+391230 d 1 [1,-1,0,-19500,-1750000] 1 [] [203:1519:1]
+391230 e 1 [1,-1,0,2415,-4615075] 1 [] [641:15804:1]
+391230 f 1 [1,-1,0,-102480,12651776] 2 [] [160:496:1] [223:811:1]
+391230 g 1 [1,-1,0,-167685,29658941] 1 [] [205:1864:1]
+391230 h 1 [1,-1,0,-15,-295] 2 [] [8:3:1] [26:115:1]
+391230 i 1 [1,-1,0,-1499370,759485300] 1 [] [731:6960:1]
+391230 j 1 [1,-1,0,-945285,353983175] 1 [] [563:-222:1]
+391230 k 1 [1,-1,0,7275,-11673739] 1 [] [1205:41179:1]
+391230 l 1 [1,-1,0,489225,40485725] 0 []
+391230 m 1 [1,-1,0,-27105,1724501] 1 [] [95:-36:1]
+391230 n 1 [1,-1,0,-2310,-42700] 1 [] [357948:7707106:729]
+391230 n 2 [1,-1,0,8490,-217180] 1 [3] [88:-1142:1] [61:694:1]
+391230 o 1 [1,-1,0,-8520,360026] 1 [] [5:561:1]
+391230 p 1 [1,-1,0,31080,8972096] 1 [] [32592:1130584:27]
+391230 p 2 [1,-1,0,-2503320,1526094656] 1 [3] [880:-2456:1] [817:4663:1]
+391230 q 1 [1,-1,0,-877245,316468421] 2 [3] [-902:19771:1] [67570:-32497:125] [547:-32:1]
+391230 q 2 [1,-1,0,-1072860,165150800] 2 [] [-25080:524540:27] [11320:1030628:125]
+391230 r 1 [1,-1,0,-244230,-38694124] 1 [] [-217:2121:1]
+391230 s 1 [1,-1,0,2415,29141] 0 []
+391230 t 1 [1,-1,0,-21399,-5020795] 1 [] [301:3817:1]
+391230 u 1 [1,-1,0,-21399,1227293] 1 [] [107:339:1]
+391230 v 1 [1,-1,0,1686,319220] 1 [] [-1:564:1]
+391230 w 1 [1,-1,0,-264785694,-1658979160300] 0 []
+391230 x 1 [1,-1,0,-2089869,681839333] 2 [] [337:3799:1] [18566:720737:8]
+391230 y 1 [1,-1,0,1416,7808] 2 [] [8:136:1] [29:255:1]
+391230 y 2 [1,-1,0,-25044,1571300] 2 [3] [176:-1698:1] [89:159:1] [61:487:1]
+391230 z 1 [1,-1,0,247047591,-520953152755] 0 []
+391230 ba 1 [1,-1,0,1686,15290] 1 [] [59:534:1]
+391230 bb 1 [1,-1,0,-28014,2844548] 2 [] [112:994:1] [287:4144:1]
+391230 bc 1 [1,-1,0,-1554,460628] 2 [] [-76:406:1] [52:694:1]
+391230 bd 1 [1,-1,0,58386,2832020] 2 [3] [-2956:13483:64] [-44:442:1] [61:2542:1]
+391230 bd 2 [1,-1,0,-636189,-241365115] 2 [] [61556:352171:64] [1034:13819:1]
+391230 be 1 [1,-1,0,-257610444,1591515573200] 1 [3] [-5384:1682692:1] [9241:-308:1]
+391230 be 2 [1,-1,0,-243249819,1776775372325] 1 [] [-307703526:101152692083:59319]
+391230 bf 1 [1,-1,0,-519,-10435] 2 [] [89:757:1] [110:1065:1]
+391230 bf 2 [1,-1,0,4521,235853] 2 [3] [122:-1671:1] [98:1221:1] [7:514:1]
+391230 bg 1 [1,-1,0,-2457474,1780309268] 0 []
+391230 bh 1 [1,-1,0,-223944,-40734400] 0 []
+391230 bh 2 [1,-1,0,-208104,-46754272] 0 [3] [817:17704:1]
+391230 bi 1 [1,-1,0,-204,1808] 1 [] [-16:36:1]
+391230 bj 1 [1,-1,0,-2209074,-758281132] 1 [3] [-23901:617483:27] [2437:90034:1]
+391230 bj 2 [1,-1,0,-158250849,-766204509187] 1 [] [-3445830974820:1607674659631:474552000]
+391230 bk 1 [1,-1,0,702381036,4215459178448] 1 [] [1914024:545917988:27]
+391230 bl 1 [1,-1,0,-609,-5467] 1 [] [-25476:33473:1728]
+391230 bl 2 [1,-1,0,-6819,216575] 1 [3] [-79:547:1] [61:127:1]
+391230 bm 1 [1,-1,0,-204,-1090] 0 []
+391230 bn 1 [1,-1,0,-2499,-47467] 0 []
+391230 bo 1 [1,-1,0,-108879,-12410515] 1 [] [-226:897:1]
+391230 bp 1 [1,-1,0,21,4613] 0 []
+391230 bq 1 [1,-1,0,-604059,7318565] 0 []
+391230 br 1 [1,-1,0,-15954,779060] 0 []
+391230 bs 1 [1,-1,0,-2499,86093] 0 [3] [7:259:1]
+391230 bs 2 [1,-1,0,21126,-1625932] 0 []
+391230 bt 1 [1,-1,1,-18808823,-18390853169] 1 [] [-364945:7178326:343]
+391230 bu 1 [1,-1,1,-192593,135754057] 0 []
+391230 bv 1 [1,-1,1,-29420633,61453479481] 1 [] [2951:16556:1]
+391230 bw 1 [1,-1,1,15172,-8634113] 0 []
+391230 bx 1 [1,-1,1,-2378,-44663] 0 []
+391230 by 1 [1,-1,1,2347,59437] 1 [3] [-17:128:1] [7:272:1]
+391230 by 2 [1,-1,1,-22493,-2302019] 1 [] [305:4222:1]
+391230 bz 1 [1,-1,1,-143588,-20891033] 1 [] [-223:157:1]
+391230 ca 1 [1,-1,1,-5436533,-192164723] 1 [] [-1873:59392:1]
+391230 cb 1 [1,-1,1,-12098,463681] 2 [] [-125:167:1] [85:167:1]
+391230 cc 1 [1,-1,1,187,-124739] 1 [] [223:3200:1]
+391230 cd 1 [1,-1,1,-22493,1304101] 1 [] [83:20:1]
+391230 ce 1 [1,-1,1,-273053,-65846363] 1 [] [1583:58088:1]
+391230 cf 1 [1,-1,1,-23123,1739347] 1 [] [-97:1798:1]
+391230 cf 2 [1,-1,1,-2015498,1101844297] 1 [3] [593:10423:1] [817:-265:1]
+391230 cg 1 [1,-1,1,-1838,-46979] 0 []
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+391230 ch 2 [1,-1,1,-5483,153091] 0 [3] [61:176:1]
+391230 ci 1 [1,-1,1,78042337,-156154131833] 0 []
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+391230 cj 2 [1,-1,1,-19881668,20493472231] 0 []
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+391230 cl 1 [1,-1,1,-252128,-76550669] 1 [] [3893:238741:1]
+391230 cm 1 [1,-1,1,-173,-17003] 1 [] [95:856:1]
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+391230 cn 2 [1,-1,1,-2318493998,-42968601982403] 0 []
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+391230 co 2 [1,-1,1,525472,-76990013] 1 [] [161:3349:1]
+391230 cp 1 [1,-1,1,502,-8903] 1 [] [3027:30953:27]
+391230 cp 2 [1,-1,1,-4673,286417] 1 [3] [35:-424:1] [7:500:1]
+391230 cq 1 [1,-1,1,2223428317,14063511696067] 1 [] [68134332629:34930082760070:5177717]
+391230 cr 1 [1,-1,1,187,-629] 0 []
+391230 cs 1 [1,-1,1,-2783,-57269] 1 [] [366894:496187:5832]
+391230 cs 2 [1,-1,1,12742,-223559] 1 [3] [277:-5089:1] [61:851:1]
+391230 ct 1 [1,-1,1,54358,-1517591] 1 [] [977:30871:1]
+391230 cu 1 [1,-1,1,808,432091] 2 [] [-59:449:1] [109:1289:1]
+391230 cv 1 [1,-1,1,-137,8101] 1 [] [-364:6109:64]
+391230 cw 1 [1,-1,1,-13494332,-20492608769] 2 [] [6901:460229:1] [53269:12237701:1]
+391230 cx 1 [1,-1,1,-8507567,-9549038159] 0 []
+391230 cy 1 [1,-1,1,-11387,-464789] 1 [] [-61:34:1]
+391230 cz 1 [1,-1,1,-18632,-1092269] 0 []
+391230 da 1 [1,-1,1,268,170839] 2 [] [-43:301:1] [37:461:1]
+391230 db 1 [1,-1,1,-175502,47425501] 2 [] [601:12299:1] [3751:226499:1]
+391230 dc 1 [1,-1,1,-3827,39379] 1 [] [107:866:1]
+391230 dd 1 [1,-1,1,-137,-551] 1 [] [-7:8:1]
+391230 de 1 [1,-1,1,-87255767,313740992791] 1 [] [5821:52214:1]
+391230 df 1 [1,-1,1,268,-1169] 1 [] [11:49:1]
+391230 dg 1 [1,-1,1,-27137,1442161] 2 [] [19:-976:1] [571:12824:1]
+391230 dh 1 [1,-1,1,-947,-13019] 0 []
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+391230 di 2 [1,-1,1,-7895207,-8536752161] 1 [] [-1621:838:1]
+391230 dj 1 [1,-1,1,-278147,-56429309] 0 []
+391230 dj 2 [1,-1,1,279718,-242526311] 0 [3] [817:22631:1]
+391230 dk 1 [1,-1,1,943,7729] 0 []
+391230 dk 2 [1,-1,1,-20792,1173691] 0 [3] [61:329:1]
+391230 dl 1 [1,-1,1,-243947,-46317581] 0 []
+391232 a 1 [0,0,0,-1132,9808] 2 [] [-6:128:1] [29:37:1]
+391232 b 1 [0,1,0,-8193,-288161] 1 [2] [3083:171136:1] [-53:0:1]
+391232 b 2 [0,1,0,-8833,-241185] 1 [2] [107:-224:1] [105:0:1]
+391232 c 1 [0,-1,0,-417,-3071] 2 [] [-11:8:1] [24:13:1]
+391232 d 1 [0,-1,0,-961,-11071] 1 [] [-17:8:1]
+391232 e 1 [0,-1,0,-59265,4821793] 2 [] [1623:32768:27] [219:1516:1]
+391232 f 1 [0,-1,0,-3105,-65567] 2 [] [-32:1:1] [-156961:7528:4913]
+391232 g 1 [0,-1,0,-122689,-16499743] 0 []
+391232 h 1 [0,1,0,-417,3071] 2 [] [10:1:1] [13:4:1]
+391232 i 1 [0,1,0,-961,11071] 2 [] [1395:5392:125] [15:16:1]
+391232 j 1 [0,1,0,-3105,65567] 2 [] [5593:47944:343] [31:8:1]
+391232 k 1 [0,1,0,-59265,-4821793] 1 [] [-167893:1083568:1331]
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+391232 m 2 [0,-1,0,-8833,241185] 0 [2] [-105:0:1]
+391232 n 1 [0,0,0,-1132,-9808] 1 [] [-276:712:27]
+391235 a 1 [0,-1,1,789,65301] 0 []
+391235 b 1 [0,-1,1,-18815,-3323994] 1 [] [230:2112:1]
+391235 c 1 [0,1,1,-101625,-13223219] 1 [] [181060:9567903:64]
+391237 a 1 [0,-1,1,-619970,188096922] 0 [5] [456:38:1]
+391237 a 2 [0,-1,1,-2961540,-1800267918] 0 []
+391237 b 1 [0,-1,1,2134,-276210] 1 [] [170:2229:1]
+391237 c 1 [1,-1,1,-478,5720] 2 [] [-13:104:1] [15:34:1]
+391237 d 1 [0,-1,1,-19,19] 1 [] [1:0:1]
+391238 a 1 [1,-1,0,28618,3253620] 0 []
+391238 b 1 [1,-1,0,65980,893392208] 1 [] [-11:29883:1]
+391238 c 1 [1,1,1,-10213,-962933] 1 [] [9939:176798:27]
+391240 a 1 [0,0,0,-3262,71709] 0 [2] [33:0:1]
+391240 a 2 [0,0,0,-3287,70554] 0 [2] [-66:0:1]
+391242 a 1 [1,1,0,-441500,113126352] 1 [] [541281:76329616:27]
+391242 b 1 [1,1,1,43252,404525] 1 [] [5:785:1]
+391242 c 1 [1,1,1,-40,-247] 1 [] [17:57:1]
+391244 a 1 [0,1,0,-3921,-2479352] 1 [] [829:23763:1]
+391244 b 1 [0,-1,0,-786476,-268196936] 0 []
+391244 c 1 [0,-1,0,716,-3304] 0 []
+391244 d 1 [0,1,0,-1475916,717145508] 1 [] [25428:345086:27]
+391244 e 1 [0,1,0,-92,692] 2 [] [-1:28:1] [47:320:1]
+391245 a 1 [1,1,1,-7830,263400] 2 [] [13:398:1] [48:8:1]
+391245 b 1 [1,0,0,-104035,12906350] 2 [] [170:290:1] [245:1340:1]
+391245 c 1 [1,0,0,-14670,-685125] 0 [2] [-70:35:1]
+391245 c 2 [1,0,0,-14645,-687570] 0 [2] [1118:-559:8]
+391245 d 1 [1,1,0,-58,-257] 1 [] [86:137:8]
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+391248 a 2 [0,0,0,-594088707,5565289929410] 0 [2] [13630:0:1]
+391248 b 1 [0,0,0,38913,-194690] 2 [2] [14:594:1] [113:2376:1] [5:0:1]
+391248 b 2 [0,0,0,-156027,-1559270] 2 [2] [-373:2178:1] [-109:-3762:1] [-10:0:1]
+391248 c 1 [0,0,0,-13872,-578320] 0 []
+391248 d 1 [0,0,0,348,-24325] 1 [2] [37:198:1] [25:0:1]
+391248 d 2 [0,0,0,-10767,-413350] 1 [2] [1778:-22869:8] [-50:0:1]
+391248 e 1 [0,0,0,-69453552,222784028080] 1 [] [163089602:3053372121:39304]
+391248 f 1 [0,0,0,-597,-11365] 0 []
+391248 g 1 [0,0,0,-1277787,-633135350] 1 [2] [3677:210672:1] [1325:0:1]
+391248 g 2 [0,0,0,-21223227,-37631926550] 1 [2] [1842953:20153034:343] [-2650:0:1]
+391248 h 1 [0,0,0,2843541,110892186] 1 [] [1173:71136:1]
+391248 i 1 [0,0,0,-64659,-223565326] 1 [] [901:21204:1]
+391248 j 1 [0,0,0,639861,4857678394] 1 [] [2535:150898:1]
+391248 k 1 [0,0,0,381,-4734] 1 [] [15:66:1]
+391248 l 1 [0,0,0,-140859,-22133654] 0 []
+391248 m 1 [0,0,0,-78386619,-495356383766] 1 [] [31796287085776132773624459:2641444733135630226794474606:2178349289682704504029]
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+391248 o 2 [0,0,0,412629,149427034] 1 [2] [-129:9698:1] [-298:0:1]
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+391248 q 2 [0,0,0,-53271,-4723326] 0 [2] [-138:0:1]
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+391248 s 2 [0,0,0,1869,3746] 0 [2] [-2:0:1]
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+391248 t 2 [0,0,0,-10971,19331946] 2 [2] [193:-4940:1] [81:-4356:1] [-282:0:1]
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+391248 u 2 [0,0,0,-4974051,-3821510430] 1 [2] [158723367:-8829673730:35937] [-930:0:1]
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+391248 w 2 [0,0,0,-6231,-84490] 2 [2,2] [-5170:-40014:125] [-58:-286:1] [-71:0:1] [-14:0:1]
+391248 w 3 [0,0,0,-50691,4334834] 2 [2] [-221:2178:1] [1298:-4941:8] [142:0:1]
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+391248 ba 2 [0,0,0,-1262386371,17261537908930] 1 [2,2] [19983:122018:1] [-41026:0:1] [20321:0:1]
+391248 ba 3 [0,0,0,-1144600131,20612485765186] 1 [2] [-30895:-5146416:1] [-40642:0:1]
+391248 ba 4 [0,0,0,-1380909891,13825896634690] 1 [2] [-12849:-5426590:1] [-41410:0:1]
+391248 bb 1 [0,0,0,-2261451,-1654822159] 0 []
+391248 bc 1 [0,0,0,-36761256,85789396755] 1 [2] [50794561053352449:17265495114599408964:438456365173] [3501:0:1]
+391248 bc 2 [0,0,0,-36809991,85550527026] 1 [2] [5880276880642:10825896190798:1784770597] [-7002:0:1]
+391248 bd 1 [0,0,0,-126,2771] 0 [2] [-17:0:1]
+391248 bd 2 [0,0,0,-3831,90950] 0 [2] [34:0:1]
+391248 be 1 [0,0,0,237,-4014] 2 [] [18:78:1] [31:182:1]
+391248 bf 1 [0,0,0,-280477443,1807994748674] 0 []
+391248 bg 1 [0,0,0,-61803,8648586] 2 [] [75:2106:1] [283:3718:1]
+391248 bh 1 [0,0,0,-1370763,617824314] 1 [] [687:594:1]
+391248 bi 1 [0,0,0,-670803,7895344914] 0 []
+391248 bj 1 [0,0,0,-1525923,725601186] 1 [] [615:4446:1]
+391248 bk 1 [0,0,0,-275643,55712394] 2 [] [673179:314982:2197] [319:494:1]
+391248 bl 1 [0,0,0,106677,75226266] 0 []
+391248 bm 1 [0,0,0,5937,2177386] 1 [] [3026:166518:1]
+391248 bn 1 [0,0,0,611277,333461234] 0 []
+391248 bo 1 [0,0,0,-3028323,-2031028126] 0 []
+391248 bp 1 [0,0,0,-82443,-13605446] 0 []
+391248 bq 1 [0,0,0,-3675,-120742] 1 [2] [181:2268:1] [73:0:1]
+391248 bq 2 [0,0,0,-65235,-6412174] 1 [2] [295:-126:1] [-146:0:1]
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+391248 br 2 [0,0,0,-1767029965275,-904093726796090998] 0 [2] [-766778:0:1]
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+391248 bs 2 [0,0,0,-4129995,3227099002] 1 [2] [1223:-2322:1] [1142:0:1]
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+391248 bt 2 [0,0,0,-831315,291740114] 1 [2] [535:-342:1] [526:0:1]
+391248 bu 1 [0,0,0,-75,10618] 2 [] [-19:72:1] [-3:104:1]
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+391248 bw 1 [0,0,0,-188400,-13223824] 1 [] [-5706033452:6085851363:14526784]
+391248 bx 1 [0,0,0,22725,6517098] 1 [2] [-33:2394:1] [-147:0:1]
+391248 bx 2 [0,0,0,-415035,96608106] 1 [2] [735:-13734:1] [294:0:1]
+391248 by 1 [0,0,0,-114240,14861936] 0 []
+391248 by 2 [0,0,0,-124320,12083888] 0 []
+391248 by 3 [0,0,0,-3681120,-2717688976] 0 []
+391248 bz 1 [0,0,0,-3865800,2925538796] 2 [] [1117:1053:1] [1234:5850:1]
+391248 bz 2 [0,0,0,-5297880,566464988] 2 [] [-2339:12717:1] [5878:-415350:1]
+391248 ca 1 [0,0,0,-36435,4876562] 0 []
+391248 ca 2 [0,0,0,309165,-94504174] 0 []
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+391248 ch 1 [0,0,0,-194385,-32986969] 1 [] [80318954:4110764515:29791]
+391248 ci 1 [0,0,0,-28560,-1530448] 1 [] [-785072386:4868162091:8741816]
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+391248 ck 1 [0,0,0,-152307,-22882382] 0 []
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+391248 de 1 [0,0,0,-10478664,-6758671428] 1 [] [5886:368082:1]
+391248 df 1 [0,0,0,6923661,18890087218] 1 [] [-7598:856323:8]
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+391248 dt 1 [0,0,0,-485211,131993098] 2 [] [-3:11552:1] [317:3168:1]
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+391248 dv 1 [0,0,0,-145011,-126152782] 1 [] [607:3078:1]
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+391248 dy 1 [0,0,0,-1267731,597608658] 1 [] [60995:1219582:125]
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+391248 ee 1 [0,0,0,-1346901843,88683675766450] 0 []
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+391263 a 1 [0,1,1,-325,622] 0 []
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+391264 b 1 [0,0,0,-98747,-12033918] 0 []
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+391266 a 1 [1,-1,0,189,373] 1 [] [-1:14:1]
+391266 b 1 [1,-1,0,-1550328,-742603456] 1 [] [-3947411257681467380:1986036405338175533:5493140207336384]
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+391419 d 2 [0,0,1,20574,11727173] 1 [3] [483690:-11612597:1000] [3:3433:1]
+391419 d 3 [0,0,1,-185436,-319227892] 1 [] [265305670:109099229:343000]
+391419 e 1 [1,-1,0,-15135,-650098] 0 []
+391419 f 1 [0,0,1,-673245,-185874703] 0 []
+391420 a 1 [0,1,0,1235,2488] 0 []
+391421 a 1 [1,-1,0,-4150693,-3253797960] 0 [2] [-1176:588:1]
+391421 a 2 [1,-1,0,-4150688,-3253806195] 0 [2] [18822:-9411:8]
+391422 a 1 [1,1,0,-8,-1536] 0 []
+391422 b 1 [1,1,0,-280418,-56202636] 1 [] [18046:822199:8]
+391422 c 1 [1,1,0,-21288,-1204416] 1 [] [519:11049:1]
+391422 d 1 [1,0,1,133,-1402] 1 [] [39:232:1]
+391422 e 1 [1,0,1,-7217,166052] 0 []
+391422 f 1 [1,1,1,-4671,-355035] 0 []
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+391422 h 1 [1,1,1,-64,-217] 0 []
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+391422 j 1 [1,0,0,-43200,-2322432] 1 [] [384:5952:1]
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+391425 b 1 [0,-1,1,-271508,-53871832] 1 [] [-278:212:1]
+391425 c 1 [0,1,1,7192,270044] 1 [] [-8:460:1]
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+391425 j 2 [1,1,0,-41650,-3285875] 1 [2] [-1241013620:120239227:10648000] [-970:485:8]
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+391428 a 1 [0,0,0,-17832,-1051175] 0 []
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+391440 cf 1 [0,1,0,5828160,6213115188] 1 [] [-54:76800:1]
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+391590 p 2 [1,-1,1,-75758,6857277] 1 [2] [-97:3693:1] [1654:-831:8]
+391590 q 1 [1,-1,1,-698288,-224419309] 0 [2] [-483:241:1]
+391590 q 2 [1,-1,1,-709808,-216622573] 0 [2,2] [-579:289:1] [-387:193:1]
+391590 q 3 [1,-1,1,-2193728,987133331] 0 [2] [9270:-4639:8]
+391590 q 4 [1,-1,1,589792,-921525613] 0 [2] [6198:-3103:8]
+391590 r 1 [1,-1,1,8896477,14795311331] 0 []
+391590 s 1 [1,-1,1,102073,-8261089] 0 []
+391590 s 2 [1,-1,1,-1075262,558771149] 0 [3] [217:18211:1]
+391590 t 1 [1,-1,1,-1742,78941] 1 [] [19:219:1]
+391590 u 1 [1,-1,1,-24598758677,-1520483620837971] 0 [2] [181583:-90792:1]
+391590 u 2 [1,-1,1,-396189391757,-95984619363650019] 0 [2] [-2905322:1452657:8]
+391590 v 1 [1,-1,1,-9216242087,-341377093278241] 0 [2] [110883:-55442:1]
+391590 v 2 [1,-1,1,-147559795367,-21817221592831009] 0 [2] [-1774122:887057:8]
+391590 v 3 [1,-1,1,18245274178,-1747925704102579] 0 [6] [601401:475872739:1]
+391590 v 4 [1,-1,1,-154643936702,-19607104565269171] 0 [6] [-257223:56271331:1]
+391592 a 1 [0,1,0,-802984,-277189968] 1 [] [-521:124:1]
+391592 b 1 [0,-1,0,-372,-2636] 1 [] [-11:2:1]
+391592 c 1 [0,1,0,-16136,-582592] 0 []
+391592 d 1 [0,1,0,-3246736,2250636976] 1 [] [14431956:1143060184:35937]
+391594 a 1 [1,0,1,-2727,-55260] 0 []
+391594 b 1 [1,0,1,-229517,1384072] 0 []
+391595 a 1 [0,-1,1,-63676,6205876] 2 [] [146:0:1] [3963:413:27]
+391595 b 1 [0,1,1,-18402460,30379055436] 0 []
+391595 c 1 [1,0,0,1150,12475] 1 [2] [7:141:1] [-10:5:1]
+391595 c 2 [1,0,0,-6075,112180] 1 [2] [92:-624:1] [158:-79:8]
+391595 d 1 [0,-1,1,-946571,354793341] 0 []
+391595 e 1 [0,-1,1,-181,1012] 2 [] [-10:41:1] [8:3:1]
+391595 e 2 [0,-1,1,669,4497] 2 [] [363:-3401:27] [234:-1761:8]
+391595 f 1 [0,1,1,-52405,4658934] 0 [3] [96:722:1]
+391595 f 2 [0,1,1,193245,23254639] 0 []
+391595 g 1 [0,1,1,-3275,71059] 0 []
+391595 h 1 [1,0,1,-992477593,12032369739183] 0 [2] [17993:-8997:1]
+391595 h 2 [1,0,1,-886355348,14705631539631] 0 [2] [-287890:143941:8]
+391595 i 1 [1,1,0,-2462,-60181] 1 [] [535007131890:111194631306277:12326391]
+391596 a 1 [0,-1,0,-717,-7191] 1 [] [2180:5257:64]
+391598 a 1 [1,-1,1,-3666,-85023] 1 [] [574:767:8]
+391600 a 1 [0,0,0,-214075,37170250] 1 [] [1305:-44500:1]
+391600 b 1 [0,0,0,-2239075,-1162814750] 2 [] [-791:10648:1] [20505:2928200:1]
+391600 c 1 [0,1,0,-2508,78988] 3 [2] [-57:200:1] [-37:350:1] [2:272:1] [-62:0:1]
+391600 c 2 [0,1,0,-47008,3905988] 3 [2] [1723:-71000:1] [-152:2750:1] [-2:2000:1] [123:0:1]
+391600 d 1 [0,1,0,-23621408,10110707188] 1 [2] [-4812:111250:1] [-5062:0:1]
+391600 d 2 [0,1,0,-289821408,1896403907188] 1 [2] [208148:-94655950:1] [10123:0:1]
+391600 d 3 [0,1,0,-1466667408,21618970727188] 1 [2] [-725244:174218750:27] [-44222:0:1]
+391600 d 4 [0,1,0,-23466667408,1383638970727188] 1 [2] [6117636:-2369051650:27] [88443:0:1]
+391600 e 1 [0,1,0,-68408,2543188] 1 [2] [-212:2750:1] [38:0:1]
+391600 e 2 [0,1,0,251592,19823188] 1 [2] [198:-8800:1] [-77:0:1]
+391600 f 1 [0,1,0,-24408,1223188] 2 [2] [-138:1408:1] [-2094:-44000:27] [118:0:1]
+391600 f 2 [0,1,0,-112408,-13384812] 2 [2] [-1654:8239:8] [-4524:-23750:27] [-237:0:1]
+391600 g 1 [0,1,0,-5783,-162812] 1 [2] [-36:4:1] [-52:0:1]
+391600 g 2 [0,1,0,-16908,638188] 1 [2] [-22:1000:1] [103:0:1]
+391600 h 1 [0,1,0,-399008,-86624012] 1 [2] [8794:226875:8] [-262:0:1]
+391600 h 2 [0,1,0,568992,-440912012] 1 [2] [206718:6765625:216] [523:0:1]
+391600 i 1 [0,1,0,-37408,2587188] 1 [2] [28:1250:1] [-222:0:1]
+391600 i 2 [0,1,0,-587408,173087188] 1 [2] [468:-950:1] [443:0:1]
+391600 j 1 [0,1,0,-18908,-1005812] 0 [2] [-82:0:1]
+391600 j 2 [0,1,0,-24408,-378812] 0 [2] [163:0:1]
+391600 k 1 [0,1,0,-11208,-598412] 0 []
+391600 l 1 [0,1,0,-1775408,-909840812] 0 [2] [1538:0:1]
+391600 l 2 [0,1,0,-28395408,-58249320812] 0 [2] [-3077:0:1]
+391600 l 3 [0,1,0,-7341408,6778499188] 0 [2] [1978:0:1]
+391600 l 4 [0,1,0,-29341408,-54161500812] 0 [2] [-3957:0:1]
+391600 m 1 [0,1,0,-1314974408,-18354116028812] 0 [2] [-20962:0:1]
+391600 m 2 [0,1,0,-1330974408,-17884580028812] 0 [2] [41923:0:1]
+391600 m 3 [0,1,0,-1752510408,-5108275068812] 0 [2] [-40322:0:1]
+391600 m 4 [0,1,0,-17377510408,876922974931188] 0 [2] [80643:0:1]
+391600 n 1 [0,1,0,-13403,592348] 0 [2] [68:0:1]
+391600 n 2 [0,1,0,-16428,301948] 0 [2] [-137:0:1]
+391600 o 1 [0,-1,0,-5846208,-5438809088] 0 []
+391600 o 2 [0,-1,0,-6886208,-3370009088] 0 []
+391600 p 1 [0,-1,0,-24208,1406912] 1 [] [17:1000:1]
+391600 q 1 [0,-1,0,-808,22112] 1 [] [-2:154:1]
+391600 r 1 [0,-1,0,-926208,330790912] 1 [] [442:2750:1]
+391600 s 1 [0,-1,0,-35208,-2431088] 1 [] [-104:308:1]
+391600 t 1 [0,-1,0,-153928,23267312] 1 [] [218:154:1]
+391600 u 1 [0,-1,0,-1408,-6688] 1 [] [-28:100:1]
+391600 v 1 [0,-1,0,-211408,-28314688] 0 []
+391600 w 1 [0,0,0,-4775,63750] 2 [2] [-55:400:1] [5:200:1] [-75:0:1]
+391600 w 2 [0,0,0,-65275,6416250] 2 [2,2] [101:924:1] [1250:-1425:8] [-295:0:1] [145:0:1]
+391600 w 3 [0,0,0,-1044275,410743250] 2 [2] [203945:66450:343] [32383030:-375675:54872] [590:0:1]
+391600 w 4 [0,0,0,-54275,8649250] 2 [2] [151:1974:1] [-201:-3382:1] [-290:0:1]
+391600 x 1 [0,0,0,-319043950,-4399715974125] 1 [2] [130318741046776207576934797296515052424016852758283913352239012723993687111076708168643944325951002175890:8583106286761547096251597340824064509803563610286393274672521632878835674956618282274692635340916748046875:5299801721414492120583286104940274842215997890138830695947345533199885728853711384275093989369729288] [22655:0:1]
+391600 x 2 [0,0,0,-6422559575,-197984921052250] 1 [2] [-52564803785401270625889953168767964864189152300255:-182217226348216326940688603196113944528915527757300:1157583632659981737424060709845333384394341553] [-45310:0:1]
+391600 y 1 [0,0,0,-5865575,-5467772250] 0 [2] [-1395:0:1]
+391600 y 2 [0,0,0,-5728075,-5736309750] 0 [2] [2790:0:1]
+391600 z 1 [0,0,0,30125,-768750] 0 [2] [25:0:1]
+391600 z 2 [0,0,0,-129875,-6368750] 0 [2] [-50:0:1]
+391600 ba 1 [0,0,0,-130,-525] 2 [2] [15:30:1] [175:2310:1] [-5:0:1]
+391600 ba 2 [0,0,0,145,-2450] 2 [2] [30:170:1] [37734:499807:216] [10:0:1]
+391600 bb 1 [0,0,0,-3250,-65625] 0 [2] [-25:0:1]
+391600 bb 2 [0,0,0,3625,-306250] 0 [2] [50:0:1]
+391600 bc 1 [0,0,0,-90275,-10438750] 2 [2] [401:4224:1] [430:5500:1] [-175:0:1]
+391600 bc 2 [0,0,0,-98275,-8478750] 2 [2,2] [-5235:-48950:27] [575850:7288500:1331] [-255:0:1] [-95:0:1]
+391600 bc 3 [0,0,0,-582275,164309250] 2 [2] [735:-11550:1] [65530:221254:125] [510:0:1]
+391600 bc 4 [0,0,0,257725,-55826750] 2 [2] [201:-2024:1] [571741852330:13206047920500:1920495907] [190:0:1]
+391600 bd 1 [0,0,0,-37955,-2850750] 0 [2] [225:0:1]
+391600 bd 2 [0,0,0,-607555,-182274750] 0 [2] [-450:0:1]
+391600 be 1 [0,0,0,-1475,-8750] 1 [2] [-15:100:1] [-35:0:1]
+391600 be 2 [0,0,0,-12475,530250] 1 [2] [95:-450:1] [70:0:1]
+391600 bf 1 [0,0,0,-948875,-356343750] 0 [2] [1125:0:1]
+391600 bf 2 [0,0,0,-15188875,-22784343750] 0 [2] [-2250:0:1]
+391600 bg 1 [0,0,0,2950,466375] 1 [2] [79:1092:1] [-65:0:1]
+391600 bg 2 [0,0,0,-75175,7575750] 1 [2,2] [-1290:-611875:216] [-315:0:1] [130:0:1]
+391600 bg 3 [0,0,0,-1187675,498188250] 1 [2] [635:250:1] [630:0:1]
+391600 bg 4 [0,0,0,-212675,-28036750] 1 [2] [-32394:-150499:216] [-370:0:1]
+391600 bh 1 [0,0,0,-12218135075,519823043497250] 1 [] [140057515:67053050:2197]
+391600 bi 1 [0,0,0,-17075,835250] 1 [2] [55:250:1] [65:0:1]
+391600 bi 2 [0,0,0,4925,2837250] 1 [2] [495:11250:1] [-130:0:1]
+391600 bj 1 [0,0,0,-125075,-17812750] 0 []
+391600 bk 1 [0,0,0,-7242815075,-237251632174750] 1 [2] [14285951203294416221272603729443723130731181506770705:4447437159995493589358050892133649445994180539290000000:92785882866826072417464560702566462457513223041] [-49135:0:1]
+391600 bk 2 [0,0,0,-7242463075,-237275845902750] 1 [2] [205400717883221250671902481767366894230643209081384348447240791084476155889056828787989349085218490055:63944667598175402425333289380528023546847697909701664618211318073276404769796001164973221847382324218750:1334060965552815637844479918248609747401344781580560739422961761895896845855262067746502664067009] [98270:0:1]
+391600 bl 1 [0,0,0,-83075,8997250] 1 [2] [-15:3200:1] [145:0:1]
+391600 bl 2 [0,0,0,16925,29297250] 1 [2] [110:5700:1] [-290:0:1]
+391600 bm 1 [0,0,0,1205,-6150] 2 [2] [6:36:1] [250:3990:1] [5:0:1]
+391600 bm 2 [0,0,0,-5195,-50950] 2 [2] [-65:110:1] [-59:-224:1] [-10:0:1]
+391600 bn 1 [0,0,0,1550,-26625] 1 [2] [437060:36118425:64] [15:0:1]
+391600 bn 2 [0,0,0,-9575,-260250] 1 [2] [-79:-56:1] [-30:0:1]
+391600 bo 1 [0,0,0,-7450,1968375] 1 [2] [111:1584:1] [-145:0:1]
+391600 bo 2 [0,0,0,-285575,58427750] 1 [2] [169:3872:1] [290:0:1]
+391600 bp 1 [0,0,0,-5783075,-5348252750] 0 [2] [-1355:0:1]
+391600 bp 2 [0,0,0,-4408075,-7956627750] 0 [2] [2710:0:1]
+391600 bq 1 [0,1,0,-1408,-20012] 0 []
+391600 br 1 [0,1,0,-3848208,2900717588] 0 []
+391600 bs 1 [0,1,0,-95008,-10496012] 0 []
+391600 bs 2 [0,1,0,-1525008,722323988] 0 []
+391600 bt 1 [0,1,0,-37048,2631508] 1 [] [198:1760:1]
+391600 bu 1 [0,1,0,-220188408,1255145343188] 2 [] [32655661522:3460991854592:6539203] [29638:4556800:1]
+391600 bv 1 [0,1,0,-968,10868] 1 [] [14:16:1]
+391600 bw 1 [0,1,0,-233848,-43604012] 1 [] [-628326828:8423338:2248091]
+391600 bw 2 [0,1,0,-275448,-27070252] 1 [] [-116:1826:1]
+391600 bx 1 [0,-1,0,-9908,-282688] 1 [2] [-32:24:1] [112:0:1]
+391600 bx 2 [0,-1,0,-147408,-21732688] 1 [2] [-48162:-1691:216] [-223:0:1]
+391600 by 1 [0,-1,0,-752133,222299012] 1 [2] [254399808:16337901250:59319] [-988:0:1]
+391600 by 2 [0,-1,0,-11643508,15295962012] 1 [2] [15546012187883034:839474125136171875:3306617118792] [1977:0:1]
+391600 bz 1 [0,-1,0,-335083,74713662] 0 [2] [342:0:1]
+391600 bz 2 [0,-1,0,-410708,38564912] 0 [2] [-683:0:1]
+391600 ca 1 [0,-1,0,-4408,-50688] 1 [2] [-18:150:1] [72:0:1]
+391600 ca 2 [0,-1,0,-59408,-5550688] 1 [2] [-3786:-1450:27] [-143:0:1]
+391600 cb 1 [0,-1,0,-5858608,5459891712] 1 [2] [22026:807675:8] [1392:0:1]
+391600 cb 2 [0,-1,0,-5616608,5931307712] 1 [2] [587022:22376825:216] [-2783:0:1]
+391600 cc 1 [0,-1,0,-93908,-10974688] 1 [2] [76252814:2765559375:54872] [-188:0:1]
+391600 cc 2 [0,-1,0,-156408,5525312] 1 [2] [-352:-4104:1] [377:0:1]
+391600 cd 1 [0,-1,0,-74533,7856937] 1 [] [441:7782:1]
+391600 ce 1 [0,-1,0,8492,-103488] 1 [2] [57:750:1] [12:0:1]
+391600 ce 2 [0,-1,0,-36008,-815488] 1 [2] [6879:-68750:27] [-23:0:1]
+391600 cf 1 [0,-1,0,267,11837] 0 []
+391600 cg 1 [0,-1,0,-448,-4608] 0 []
+391600 ch 1 [0,-1,0,-1385890408,-19298854316688] 0 [2] [42852:0:1]
+391600 ch 2 [0,-1,0,-22000418408,-1256005618092688] 0 [2] [-85703:0:1]
+391600 ci 1 [0,-1,0,-11541408,-14919186688] 0 [2] [-2128:0:1]
+391600 ci 2 [0,-1,0,-21781408,15596013312] 0 [2] [4257:0:1]
+391600 cj 1 [0,-1,0,-106408,-12356688] 0 [2] [-228:0:1]
+391600 cj 2 [0,-1,0,-356408,67643312] 0 [2] [457:0:1]
+391600 ck 1 [0,-1,0,-81408,8693312] 1 [2] [122:750:1] [-328:0:1]
+391600 ck 2 [0,-1,0,-1291408,565293312] 1 [2] [17814:-3950:27] [657:0:1]
+391600 cl 1 [0,-1,0,-14508,-383488] 1 [2] [-64:528:1] [-28:0:1]
+391600 cl 2 [0,-1,0,45992,-2803488] 1 [2] [2874:-48950:27] [57:0:1]
+391600 cm 1 [0,-1,0,7992,-11177488] 0 [2] [212:0:1]
+391600 cm 2 [0,-1,0,-704008,-221929488] 0 [2] [-423:0:1]
+391600 cn 1 [0,-1,0,-89408,10319312] 0 [2] [172:0:1]
+391600 cn 2 [0,-1,0,-84408,11519312] 0 [2] [-343:0:1]
+391604 a 1 [0,-1,0,-6285,-189367] 1 [] [-10146:611:216]
+391605 a 1 [1,0,0,-5,30] 2 [] [-3:6:1] [6:12:1]
+391605 b 1 [1,0,0,-7000,-258943] 2 [] [104:323:1] [479:10073:1]
+391605 c 1 [0,-1,1,-325,156] 1 [] [0:12:1]
+391605 d 1 [0,1,1,-231,3350] 1 [] [-6:67:1]
+391605 e 1 [1,1,0,-22883,1323762] 1 [] [-158:1092:1]
+391605 f 1 [1,0,1,-284,1271] 0 []
+391605 g 1 [1,0,1,26,197] 2 [] [1:14:1] [25:116:1]
+391605 h 1 [0,-1,1,-256466,50076611] 1 [] [36347450:7008457:125000]
+391608 a 1 [0,0,0,-525819,-146926794] 1 [] [5578726206744:243609298288523:2560108032]
+391608 b 1 [0,0,0,9261,-194481] 1 [] [1586:24571:8]
+391608 c 1 [0,0,0,1120581,-288026361] 0 []
+391608 d 1 [0,0,0,441,7546] 1 [] [18:146:1]
+391608 e 1 [0,0,0,2541,-31101] 1 [] [37:337:1]
+391608 f 1 [0,0,0,21,-21] 2 [] [1:1:1] [25:127:1]
+391608 g 1 [0,0,0,-96579,-11565666] 1 [] [3930905204600:329166429974803:559476224]
+391608 h 1 [0,0,0,-7203,-386561] 0 []
+391608 i 1 [0,0,0,-1323,-1352106] 1 [] [270979097:7435929376:357911]
+391608 j 1 [0,0,0,-27783,1796634] 0 []
+391608 k 1 [0,0,0,1617,-686] 1 [] [57:526:1]
+391608 l 1 [0,0,0,-160083,-24689826] 0 []
+391608 m 1 [0,0,0,-1323,-30429] 1 [] [70:469:1]
+391608 n 1 [0,0,0,-4177740,-3286709692] 1 [] [48136:10551318:1]
+391608 o 1 [0,0,0,-85260,9582244] 1 [] [168:14:1]
+391608 p 1 [0,0,0,-37599660,88741161684] 0 []
+391608 q 1 [0,0,0,-767340,-258720588] 0 []
+391608 r 1 [0,0,0,-147,1127] 2 [] [7:21:1] [91:861:1]
+391608 s 1 [0,0,0,14553,18522] 0 []
+391608 t 1 [0,0,0,-17787,914438] 1 [] [79:48:1]
+391608 u 1 [0,0,0,-3087,-66542] 1 [] [669:17242:1]
+391608 v 1 [0,0,0,-64827,10437147] 1 [] [-49540078:3484129573:941192]
+391608 w 1 [0,0,0,-147,50078] 0 []
+391608 x 1 [0,0,0,-10731,428358] 1 [] [2788:13357:64]
+391608 y 1 [0,0,0,189,567] 1 [] [18:99:1]
+391608 z 1 [0,0,0,124509,10667643] 1 [] [5294328197974901:1348772131981853459:81577100753]
+391608 ba 1 [0,0,0,3969,-203742] 0 []
+391608 bb 1 [0,0,0,22869,839727] 0 []
+391608 bc 1 [0,0,0,1029,7203] 0 []
+391608 bd 1 [0,0,0,-4732371,3967023438] 1 [] [3264228:736532397:64]
+391610 a 1 [1,-1,0,-8549020,9620834896] 1 [] [1445:16104:1]
+391610 b 1 [1,0,1,-783,8306] 1 [2] [-5:112:1] [15:-8:1]
+391610 b 2 [1,0,1,-283,18906] 1 [2] [0:137:1] [-242:117:8]
+391610 c 1 [1,0,1,-43483,-3273882] 1 [2] [-978:4225:8] [239:-120:1]
+391610 c 2 [1,0,1,-683483,-217545882] 1 [2] [-18731314:9698225:39304] [-3826:1909:8]
+391610 d 1 [1,-1,0,-940,-1840] 1 [] [-789:553:27]
+391610 e 1 [1,1,1,-22501,-1308501] 2 [] [-87:44:1] [-29827:14860:343]
+391610 f 1 [1,0,0,-75,125] 1 [] [10:15:1]
+391611 a 1 [1,1,1,31,74] 1 [] [-6:211:27]
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+391716 j 1 [0,0,0,-5380911,4805006022] 1 [] [18:68616:1]
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+391720 a 1 [0,-1,0,-2016,44716] 1 [] [-39:250:1]
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+391721 a 1 [0,0,1,-389,-2955] 0 []
+391722 a 1 [1,1,0,-27753,1469445] 1 [] [-918557665:76153699515:54439939]
+391722 b 1 [1,0,1,-9037,71576] 1 [] [103:434:1]
+391722 c 1 [1,0,1,-96,-356] 0 []
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+391725 a 1 [0,0,1,-135,3206] 1 [] [15:67:1]
+391725 b 1 [0,0,1,-375,-14844] 1 [] [200:2812:1]
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+391725 d 1 [0,0,1,-7252385700,-237722046123344] 0 []
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+391732 a 1 [0,0,0,-224,-4492] 0 []
+391732 b 1 [0,0,0,-520,3716] 1 [] [-96:2006:27]
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+391758 a 3 [1,1,0,-94124579,-285809986803] 0 [4] [27286:4165109:1]
+391758 a 4 [1,1,0,-1426348579,-20734762855667] 0 [2] [-174442:87221:8]
+391758 b 1 [1,1,0,-42673,3375445] 0 []
+391760 a 1 [0,-1,0,-96,160] 2 [] [-6:22:1] [10:10:1]
+391760 b 1 [0,-1,0,-19816,-1064080] 1 [] [370:6490:1]
+391760 b 2 [0,-1,0,-100056,11343856] 1 [] [234:830:1]
+391760 c 1 [0,-1,0,-2880,56320] 0 []
+391760 d 1 [0,0,0,-425987,470188034] 1 [] [343:19090:1]
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+391760 e 2 [0,0,0,-11707,389994] 0 [2] [38:0:1]
+391760 f 1 [0,1,0,-24776,1492724] 1 [] [92:22:1]
+391760 g 1 [0,-1,0,-56,-544] 1 [] [166:2130:1]
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+391760 h 2 [0,-1,0,-1202416,498311616] 0 [2] [561:0:1]
+391760 i 1 [0,-1,0,-19920,-1096768] 1 [] [1394:51750:1]
+391760 i 2 [0,-1,0,84080,-4853568] 1 [] [114:2490:1]
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+391760 j 2 [0,-1,0,-1120,-13200] 1 [2] [-21464982:-15679198:970299] [-15:0:1]
+391760 k 1 [0,0,0,-31627,-2054854] 0 []
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+391761 b 1 [0,0,1,-135,1532] 2 [] [-15:13:1] [12:40:1]
+391761 c 1 [0,0,1,-939,11164] 1 [] [19:13:1]
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+391761 i 1 [0,0,1,-15,-57] 1 [] [162:709:8]
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+391770 a 1 [1,-1,0,-1635,26005] 2 [] [6:125:1] [21:14:1]
+391770 b 1 [1,-1,0,-270,-11354] 1 [] [1762710:73106351:1000]
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+391776 m 2 [0,-1,0,-227073,-41485455] 1 [2] [-2118:567:8] [-285:0:1]
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+391795 b 1 [1,-1,0,86,673] 1 [] [24:115:1]
+391797 a 1 [1,-1,1,-4181,-73768] 0 []
+391797 b 1 [1,-1,0,-37626,2029355] 1 [] [-2676449492432130:28054818511273355:15122363172489]
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+391846 d 1 [1,1,0,-12337,-627627] 1 [] [3981:21946:27]
+391846 e 1 [1,-1,1,-93,369] 0 []
+391846 f 1 [1,0,0,-7879,267273] 2 [2] [-58:757:1] [-46:753:1] [54:-27:1]
+391846 f 2 [1,0,0,-12359,-72311] 2 [2] [-66:709:1] [-6870:86509:125] [-866:433:8]
+391846 g 1 [1,1,1,38573669,176525490921] 0 []
+391846 h 1 [1,-1,1,201,-1717] 0 [2] [7:-4:1]
+391846 h 2 [1,-1,1,-1489,-17265] 0 [2] [-106:49:8]
+391848 a 1 [0,-1,0,-5144,-140196] 0 [2] [-42:0:1]
+391848 a 2 [0,-1,0,-6304,-71060] 0 [2] [85:0:1]
+391848 b 1 [0,-1,0,-4744,-133604] 1 [] [1610850:10625252:15625]
+391848 c 1 [0,1,0,608,34016] 1 [] [106:1689:8]
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+391848 d 2 [0,1,0,56,-13984] 0 [2] [23:0:1]
+391848 e 1 [0,1,0,-2336,-44592] 0 []
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+391850 a 2 [1,0,1,13724,-3718302] 1 [2] [241:-3809:1] [1006:-507:8]
+391850 b 1 [1,0,1,424,114298] 1 [] [43:439:1]
+391850 c 1 [1,1,0,-3936425,-3001130875] 0 [2] [2290:-1145:1]
+391850 c 2 [1,1,0,-62944425,-192239786875] 0 [2] [-36650:18325:8]
+391850 d 1 [1,1,0,-206875,43828125] 1 [] [108465:1038855:343]
+391850 e 1 [1,0,0,-5836538,5426846692] 2 [] [1396:-970:1] [2212:56694:1]
+391850 f 1 [1,1,1,17,921] 0 []
+391850 g 1 [1,-1,1,-111730,-30021103] 0 []
+391850 h 1 [1,-1,1,-7480,255647] 1 [] [29:235:1]
+391850 i 1 [1,-1,1,-430,3697] 0 []
+391850 j 1 [1,-1,1,920,-6453] 1 [] [9:45:1]
+391850 k 1 [1,-1,1,-10105,-812853] 0 []
+391850 l 1 [1,1,1,-21908938,69670947031] 0 []
+391850 m 1 [1,-1,1,80859270,-308638684103] 1 [] [185203864327587:19863985653388735:28568426193]
+391853 a 1 [0,-1,1,-261,-596] 0 []
+391853 b 1 [0,-1,1,1356,-38865] 0 []
+391853 c 1 [0,0,1,-43169,3451523] 1 [] [-67128:1340525:512]
+391854 a 1 [1,1,0,5860,-404016] 2 [] [88:852:1] [121752:1612340:729]
+391854 b 1 [1,0,1,-739,-7906] 1 [] [9439692:68011511:132651]
+391854 c 1 [1,1,1,-7812,-268923] 1 [] [-51:33:1]
+391855 a 1 [0,1,1,1005,-1130001] 0 [3] [161:1797:1]
+391855 a 2 [0,1,1,-789895,-270499756] 0 []
+391856 a 1 [0,-1,0,2335,-3251] 1 [] [156:2033:1]
+391856 b 1 [0,0,0,-907,11322] 1 [] [31:114:1]
+391856 c 1 [0,-1,0,-632,-4240] 0 [2] [-20:0:1]
+391856 c 2 [0,-1,0,-3672,83312] 0 [2] [41:0:1]
+391856 d 1 [0,0,0,-52,188] 1 [] [-423:10763:729]
+391857 a 1 [1,1,1,7,32] 1 [] [-1:5:1]
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+391860 a 1 [0,0,0,-214833,38326493] 1 [] [268:9:1]
+391860 b 1 [0,0,0,-4352508,3494912157] 1 [2] [6034643:6751810:4913] [-2409:0:1]
+391860 b 2 [0,0,0,-69639183,223680752262] 1 [2] [416050905322:1548397781:86350888] [4818:0:1]
+391860 c 1 [0,0,0,-3933,-94743] 0 []
+391860 d 1 [0,0,0,-17373,327553] 0 []
+391860 e 1 [0,0,0,-1713,25013] 1 [] [4:135:1]
+391860 f 1 [0,0,0,-290568,-1722952492] 0 []
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+391860 g 2 [0,0,0,-79743,8554502] 0 [2] [178:0:1]
+391860 h 1 [0,0,0,177,-6442] 1 [] [22:90:1]
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+391860 i 2 [0,0,0,-74703,-7858762] 1 [2] [-19745:326:125] [-158:0:1]
+391860 j 1 [0,0,0,-237,709] 2 [] [-7:45:1] [3:5:1]
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+391860 k 2 [0,0,0,-7737687,-8284472306] 1 [2] [-609229381219395:55274301262:379346192919] [-1606:0:1]
+391860 l 1 [0,0,0,-486477,-18299979] 0 []
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+391860 m 2 [0,0,0,-8908715847,326494885589966] 0 [2] [-109094:0:1]
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+391864 a 1 [0,1,0,-14297,-1063909] 1 [] [5691:62342:27]
+391865 a 1 [0,1,1,-5685,-166886] 2 [] [-44:2:1] [698:751:8]
+391866 a 1 [1,1,0,-1040,2058] 0 []
+391866 b 1 [1,0,1,-5556,-135398] 1 [] [110:711:1]
+391866 c 1 [1,1,1,-222239,-15011899] 1 [2] [-177:4426:1] [-69:34:1]
+391866 c 2 [1,1,1,818401,-114497083] 1 [2] [47253:2183438:27] [1094:-551:8]
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+391866 f 2 [1,0,0,-552628434,-5000367839508] 1 [] [14336679765599047920:3149465450853476842611:242037319168000]
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+391866 h 1 [1,0,0,-96,288] 1 [] [12:24:1]
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+391872 b 2 [0,-1,0,-127783345,556023009361] 0 [2] [6527:0:1]
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+391872 h 1 [0,-1,0,-18049,-139717247] 0 []
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+391872 bp 1 [0,1,0,-3943425,-3274267041] 0 []
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+391872 cs 2 [0,1,0,-23457,-1333953] 1 [2] [-78:165:1] [-103:0:1]
+391872 ct 1 [0,1,0,-2657,-53505] 1 [2] [-28451070:817245:912673] [-29:0:1]
+391872 ct 2 [0,1,0,-1697,-91713] 1 [2] [152577196044702:99531203005395:2668844775311] [57:0:1]
+391872 cu 1 [0,1,0,-157,-157] 1 [2] [-1105:3108:125] [-1:0:1]
+391872 cu 2 [0,1,0,623,-625] 1 [2] [474110:3771669:42875] [1:0:1]
+391872 cv 1 [0,1,0,-7827,-334413] 0 []
+391872 cw 1 [0,1,0,-632,-6330] 0 [2] [-15:0:1]
+391872 cw 2 [0,1,0,-697,-5017] 0 [2] [29:0:1]
+391872 cx 1 [0,1,0,-107697,-12488625] 0 [2] [375:0:1]
+391872 cx 2 [0,1,0,-1682337,-840434337] 0 [2] [-751:0:1]
+391872 cy 1 [0,1,0,-5105101,4436266307] 1 [2] [115358:39173355:1] [1283:0:1]
+391872 cy 2 [0,1,0,-4283761,5912214287] 1 [2] [14419570:4896731187:125] [-2567:0:1]
+391872 cz 1 [0,1,0,3039,-59553] 0 []
+391874 a 1 [1,0,1,-7493,249660] 1 [] [125:1064:1]
+391874 b 1 [1,-1,0,7,-227] 1 [] [6:-1:1]
+391874 c 1 [1,0,1,-52,2770] 0 []
+391874 d 1 [1,1,0,113741,-9448851] 1 [] [69318:1055773:729]
+391874 e 1 [1,1,0,-26593,6871221] 1 [] [8310:138613:27]
+391874 f 1 [1,1,0,61,-12595] 1 [2] [6138779995901307:39324001648735829:122238095085189] [22:-11:1]
+391874 f 2 [1,1,0,-7779,-261907] 1 [2] [-503768217:958310168:9663597] [-362:181:8]
+391874 g 1 [1,1,0,-1151,-15547] 0 []
+391874 h 1 [1,1,0,29432,-86669940] 0 [2] [420:-210:1]
+391874 h 2 [1,1,0,-2768978,-1734933430] 0 [2] [-6730:3365:8]
+391874 i 1 [1,-1,1,-18169,1390489] 1 [] [67:652:1]
+391874 j 1 [1,-1,1,-1299223,-569673425] 0 []
+391874 k 1 [1,-1,1,-934288,347824995] 0 []
+391874 l 1 [1,1,1,535,77383] 0 []
+391878 a 1 [1,-1,0,-2391,72881] 3 [] [1:265:1] [2780:20381:125] [37:166:1]
+391878 b 1 [1,-1,0,-81,-4179] 2 [] [19:-39:1] [126446:435091:4913]
+391878 c 1 [1,-1,0,-2598,-49996] 1 [] [-31:21:1]
+391878 d 1 [1,-1,0,363,-1963] 1 [] [238:1367:8]
+391878 e 1 [1,-1,0,-2196666,-1252575308] 1 [] [21330108:193701506:12167]
+391878 f 1 [1,-1,0,-3442533,2459423717] 0 [3] [1027:2008:1]
+391878 f 2 [1,-1,0,-643668,6303929552] 0 []
+391878 g 1 [1,-1,1,-71519,-233455033] 1 [3] [19190:916229:8] [1027:27334:1]
+391878 g 2 [1,-1,1,-30982799,-66373457561] 1 [] [55044551886:-3519418188775:6434856]
+391878 h 1 [1,-1,1,-19769996,33839303311] 0 []
+391878 i 1 [1,-1,1,40,59] 1 [] [1:9:1]
+391878 j 1 [1,-1,1,-23384,1373275] 0 []
+391878 k 1 [1,-1,1,-266,-2611] 0 []
+391878 l 1 [1,-1,1,-731,113563] 1 [] [37:350:1]
+391880 a 1 [0,-1,0,600,233452] 1 [] [-51:260:1]
+391880 b 1 [0,0,0,-842,-8151] 2 [2] [-16:35:1] [-12:15:1] [33:0:1]
+391880 b 2 [0,0,0,-12967,-568326] 2 [2] [-22463:-120:343] [-1779:-80:27] [-66:0:1]
+391881 a 1 [1,0,0,-34782192,-78959527137] 0 []
+391881 b 1 [1,0,0,-345769,78228212] 1 [] [-1167:261092:27]
+391881 c 1 [0,-1,1,139,1214] 0 []
+391881 d 1 [1,0,1,-389,-2977] 0 []
+391884 a 1 [0,-1,0,771,68889] 0 []
+391884 b 1 [0,-1,0,-361924,-90645032] 0 []
+391884 c 1 [0,-1,0,777892,-4476657000] 0 []
+391884 d 1 [0,-1,0,1117348755,-22828894462071] 0 []
+391884 e 1 [0,-1,0,-385,-17522] 0 []
+391884 f 1 [0,-1,0,-657,-6642] 0 []
+391884 g 1 [0,-1,0,6437668,-11895208392] 0 []
+391884 h 1 [0,-1,0,-5009,147786] 1 [] [10:314:1]
+391884 h 2 [0,-1,0,29671,-1338] 1 [] [3493438:140075714:2197]
+391884 i 1 [0,1,0,3083,23591] 1 [] [1754:26877:8]
+391884 j 1 [0,1,0,22276,-2413308] 1 [] [88:486:1]
+391884 k 1 [0,1,0,-189969,-33771780] 0 []
+391884 l 1 [0,1,0,-59341,-5892817] 0 []
+391884 m 1 [0,1,0,2692,-910236] 1 [] [268:4374:1]
+391884 n 1 [0,1,0,-40845,4751631] 1 [] [45:1734:1]
+391884 o 1 [0,1,0,-1252,-18892] 1 [] [2506:44127:8]
+391884 p 1 [0,1,0,-6403469,157152233199] 1 [] [1207815:144825414:343]
+391886 a 1 [1,-1,0,-1324,-13104] 2 [] [-29:31:1] [41:-4:1]
+391886 b 1 [1,1,0,2106,-10792] 1 [] [59:539:1]
+391887 a 1 [1,-1,0,1323,-12128] 0 []
+391888 a 1 [0,1,0,-28904,1886516] 2 [] [-100:1946:1] [110:224:1]
+391890 a 1 [1,1,1,-1770,28407] 2 [] [-23:251:1] [25:11:1]
+391892 a 1 [0,1,0,-32652,2261380] 0 [2] [-209:0:1]
+391892 a 2 [0,1,0,-32657,2260648] 0 [2] [104:0:1]
+391894 a 1 [1,0,0,1428,44432] 0 []
+391895 a 1 [0,0,1,-27163,-2040626] 0 []
+391896 a 1 [0,0,0,150,-907] 0 []
+391898 a 1 [1,0,1,-3927,-91654] 2 [] [-40:62:1] [-32:54:1]
+391898 b 1 [1,1,1,-1963,-33905] 1 [] [59336:556519:512]
+391900 a 1 [0,-1,0,-53,577] 1 [] [32:175:1]
+391900 b 1 [0,0,0,-1325,18625] 2 [] [16:39:1] [162:79:8]
+391900 c 1 [0,1,0,-1333,69463] 1 [] [33:250:1]
+391902 a 1 [1,1,0,59,589] 2 [] [-6:11:1] [10:43:1]
+391902 b 1 [1,1,0,-21299338008,-1196466365059776] 1 [] [2067574771221186660678138255878990012:482388694605625940349928829956212785857:10592580790586043332245819050688]
+391902 c 1 [1,1,0,-215745604,-1219812473648] 1 [] [572085151158497363326944789:75789113843264251120356033070:20998281111653175374169]
+391902 d 1 [1,1,0,-523786,-145784372] 1 [] [-6336275:9027043:15625]
+391902 d 2 [1,1,0,-2506081,1401759157] 1 [] [-1037:54247:1]
+391902 e 1 [1,0,1,-10571534622,418363963857424] 0 []
+391902 f 1 [1,0,1,4041,5399650] 2 [] [-100:2049:1] [158:3081:1]
+391902 g 1 [1,0,1,-317448,66307924] 1 [] [158:4404:1]
+391902 h 1 [1,0,1,2865,-193406] 1 [] [19873:130460:343]
+391902 i 1 [1,0,1,-1055,14354] 0 []
+391902 j 1 [1,1,1,269494903,294561672887] 0 []
+391902 j 2 [1,1,1,-4089895937,105285127617767] 0 []
+391902 j 3 [1,1,1,-335480267627,74790730162071587] 0 []
+391902 k 1 [1,1,1,-2402,-47335] 1 [] [3310:65275:8]
+391902 l 1 [1,1,1,-1628859,799667847] 0 []
+391902 m 1 [1,1,1,1476,-18243] 1 [] [35:261:1]
+391902 n 1 [1,1,1,-482651,-129287383] 0 []
+391902 o 1 [1,1,1,5977,-157291] 0 []
+391902 o 2 [1,1,1,-60173,8167025] 0 []
+391902 p 1 [1,1,1,-310808,21111257] 1 [2] [-363:9469:1] [69:-35:1]
+391902 p 2 [1,1,1,1170952,165731033] 1 [2] [323:23875:1] [-1114:553:8]
+391902 q 1 [1,1,1,-212955,-37466871] 0 []
+391902 r 1 [1,1,1,-410670,-101461557] 0 []
+391902 s 1 [1,1,1,-15428092,23316896861] 0 [2] [2253:-1127:1]
+391902 s 2 [1,1,1,-14455932,26384256093] 0 [2] [-36058:18025:8]
+391902 t 1 [1,1,1,262422439,-2654631972889] 0 []
+391902 t 2 [1,1,1,-23881774841,1429767265659431] 0 []
+391902 u 1 [1,0,0,-2517572,5055549456] 2 [] [1672:73468:1] [580520:37939148:125]
+391902 v 1 [1,0,0,-6343,-62455] 1 [2] [-22:269:1] [-10:5:1]
+391902 v 2 [1,0,0,23897,-479767] 1 [2] [482:10853:1] [158:-79:8]
+391902 w 1 [1,0,0,24107,262625] 0 []
+391902 x 1 [1,0,0,-408808,100571456] 0 [2] [368:-184:1]
+391902 x 2 [1,0,0,-397048,106632560] 0 [2] [-5890:2945:8]
+391902 y 1 [1,0,0,25185,-1525287] 1 [] [134:1997:1]
+391902 z 1 [1,0,0,72323,6474257] 0 []
+391902 ba 1 [1,0,0,18178,1458372] 0 []
+391902 bb 1 [1,0,0,-3529,52121] 1 [] [-10:299:1]
+391902 bc 1 [1,0,0,-72031,-7446937] 0 []
+391904 a 1 [0,-1,0,-10657,426833] 1 [] [61:4:1]
+391904 b 1 [0,-1,0,-742877,-246199403] 1 [] [77619476324:5486526419789:15069223]
+391904 c 1 [0,1,0,-742877,246199403] 1 [] [497:4:1]
+391904 d 1 [0,1,0,-10657,-426833] 1 [] [-10428936:2030267:175616]
+391905 a 1 [0,0,1,-378,-2167] 1 [] [-9:22:1]
+391905 b 1 [0,0,1,-648,-6122] 0 []
+391905 c 1 [0,0,1,-5832,165287] 2 [] [-3:427:1] [87:562:1]
+391905 d 1 [0,0,1,-42,80] 1 [] [-2:12:1]
+391906 a 1 [1,1,0,-19360,1038656] 1 [] [200:2184:1]
+391906 a 2 [1,1,0,64740,5455588] 1 [] [4277490:151972442:42875]
+391906 b 1 [1,0,0,-4643,-116771] 1 [2] [58420:1731003:64] [-46:23:1]
+391906 b 2 [1,0,0,-13053,423151] 1 [2] [712162156:21021246621:778688] [734:-367:8]
+391906 c 1 [1,0,0,-134157,-17000687] 1 [2] [-241142:1676421:1331] [418:-209:1]
+391906 c 2 [1,0,0,-2085277,-1159186335] 1 [2] [-17312232850:6542400849:20796875] [-6690:3345:8]
+391909 a 1 [0,-1,1,-1790629,922863847] 1 [] [254131485:10583677:328509]
+391910 a 1 [1,-1,1,-16707,-827069] 0 []
+391911 a 1 [0,1,1,118582,-23030458] 1 [] [160:253:1]
+391911 b 1 [1,0,0,-13270,587573] 0 []
+391911 c 1 [1,0,0,-364616912,4599395105655] 0 [2] [-23646:11823:1]
+391911 c 2 [1,0,0,-6928472977,221890599052628] 0 [2] [378334:-189167:8]
+391911 d 1 [0,1,1,-563,-19249] 0 []
+391911 e 1 [1,0,1,-2157497,2093322935] 1 [2] [-97644:2789749:64] [-1819:909:1]
+391911 e 2 [1,0,1,-40996882,100993932899] 1 [2] [24857833:-42862264:6859] [29102:-14555:8]
+391911 f 1 [1,0,1,-2242634,1293140513] 1 [] [217266:1497553:216]
+391911 g 1 [1,0,1,-6257,-1254823] 0 []
+391914 a 1 [1,-1,0,-51723,-4557627] 1 [] [2764153502419430684511:86669090127700005558339:2588400881943488261]
+391914 b 1 [1,-1,1,184,-1357] 1 [] [207:2875:1]
+391915 a 1 [0,0,1,-13547,-611830] 1 [] [143:612:1]
+391915 b 1 [0,-1,1,-751,8177] 0 []
+391915 c 1 [0,-1,1,-11,37] 1 [] [25:121:1]
+391915 d 1 [0,-1,1,-5,-29] 1 [] [129:143:27]
+391916 a 1 [0,0,0,-10268,118085] 1 [2] [-94237787394406368485:8635569909920712988052:21371198094523739125] [95:0:1]
+391916 a 2 [0,0,0,-94303,-11058570] 1 [2] [-78531507801959479707197144298948986556234540:-128176700964800930754303094540870773749811747:452689092834520673811895816120036485704000] [-190:0:1]
+391918 a 1 [1,-1,0,1352,-173760] 1 [2] [94652085135056:2913646257355928:96765797071] [48:-24:1]
+391918 a 2 [1,-1,0,-39608,-2901696] 1 [2] [-218466269:-234749836:1685159] [-762:381:8]
+391920 a 1 [0,-1,0,-155616,61320960] 0 []
+391920 b 1 [0,-1,0,-1324616,698985456] 0 [2] [-1356:0:1]
+391920 b 2 [0,-1,0,-22296136,40528096240] 0 [2,2] [-5452:0:1] [2713:0:1]
+391920 b 3 [0,-1,0,-356734536,2593497066480] 0 [2] [10905:0:1]
+391920 b 4 [0,-1,0,-23402056,36286671856] 0 [2] [-5479:0:1]
+391920 c 1 [0,-1,0,4504,372720] 0 []
+391920 d 1 [0,-1,0,-61221,-5810355] 1 [] [106932:790119:343]
+391920 e 1 [0,-1,0,-16901,7726125] 1 [] [-196:1863:1]
+391920 f 1 [0,-1,0,-1232821,-883032515] 0 []
+391920 f 2 [0,-1,0,10314539,15789885661] 0 []
+391920 g 1 [0,-1,0,-161,-26979] 1 [] [5060:42849:64]
+391920 h 1 [0,-1,0,1704,-725904] 1 [] [1197166841:14641808668:7189057]
+391920 h 2 [0,-1,0,-15336,19613040] 1 [] [1481:56948:1]
+391920 i 1 [0,-1,0,-4102840,-3197344400] 1 [] [25737:4115648:1]
+391920 i 2 [0,-1,0,-3465640,-4224502160] 1 [] [2937:104512:1]
+391920 j 1 [0,-1,0,32320,998400] 2 [] [10:1150:1] [160:3200:1]
+391920 k 1 [0,-1,0,-77480,13076400] 1 [2] [-140:4600:1] [-340:0:1]
+391920 k 2 [0,-1,0,-1427480,656756400] 1 [2] [1210:-26450:1] [681:0:1]
+391920 l 1 [0,-1,0,-13640,617712] 1 [2] [74:90:1] [68:0:1]
+391920 l 2 [0,-1,0,-14120,572400] 1 [2] [-20:920:1] [-135:0:1]
+391920 m 1 [0,-1,0,-433520,95581632] 0 [2] [488:0:1]
+391920 m 2 [0,-1,0,-1833200,-859560000] 0 [2] [-975:0:1]
+391920 n 1 [0,-1,0,202400,-51054848] 0 [2] [208:0:1]
+391920 n 2 [0,-1,0,-1456480,-532793600] 0 [2,2] [-944:0:1] [-415:0:1]
+391920 n 3 [0,-1,0,-7550560,7526017792] 0 [2,4] [114:81650:1] [1264:0:1]
+391920 n 4 [0,-1,0,-21904480,-39449427200] 0 [2] [-2719:0:1]
+391920 n 5 [0,-1,0,-118855840,498783001600] 0 [4] [6930:88750:1]
+391920 n 6 [0,-1,0,6249440,31935457792] 0 [4] [2514:252050:1]
+391920 o 1 [0,-1,0,25640,-4989968] 1 [] [7438990803114:217850126145902:8908363017]
+391920 p 1 [0,-1,0,-805,-7475] 1 [] [-20:15:1]
+391920 q 1 [0,-1,0,-5685,190845] 0 []
+391920 r 1 [0,-1,0,-21800,-781200] 2 [2] [-99:630:1] [-70:630:1] [-124:0:1]
+391920 r 2 [0,-1,0,-144680,20649072] 2 [2] [-326:5750:1] [7788:45440:27] [249:0:1]
+391920 s 1 [0,-1,0,-126360,-31146768] 1 [] [4697132678581837548886:1784537066443523205929483:32541808856292728]
+391920 t 1 [0,-1,0,5020,826272] 1 [2] [4:920:1] [-76:0:1]
+391920 t 2 [0,-1,0,-107480,12886272] 1 [2,2] [2282:-18515:8] [-376:0:1] [153:0:1]
+391920 t 3 [0,-1,0,-1694480,849552672] 1 [4] [6122:-5075:8] [682:3266:1]
+391920 t 4 [0,-1,0,-320480,-53740128] 1 [2] [2691206:65762635:2744] [-447:0:1]
+391920 u 1 [0,-1,0,13560,1119600] 1 [] [130:2250:1]
+391920 u 2 [0,-1,0,-556440,160335600] 1 [] [1450:48990:1]
+391920 v 1 [0,1,0,-91167976,340656249140] 0 []
+391920 w 1 [0,1,0,-361,-1981] 1 [] [-10:27:1]
+391920 x 1 [0,1,0,-376,-2956] 1 [] [894:4004:27]
+391920 y 1 [0,1,0,-59853976,178347993140] 2 [] [2234:236196:1] [8066:469476:1]
+391920 z 1 [0,1,0,1784,-45580] 0 []
+391920 ba 1 [0,1,0,-11931176,15870726324] 0 []
+391920 bb 1 [0,1,0,59,4019] 0 []
+391920 bc 1 [0,1,0,9664,197460] 1 [] [4:486:1]
+391920 bd 1 [0,1,0,-376,-8476] 0 [2] [26:0:1]
+391920 bd 2 [0,1,0,-8896,-325420] 0 [2] [-53:0:1]
+391920 be 1 [0,1,0,-19217336,40987013460] 1 [] [12125326121676:474372454623074:5079577959]
+391920 bf 1 [0,1,0,-91361,10408635] 0 []
+391920 bg 1 [0,1,0,-5988741,2862355059] 1 [] [-8885730:433370331:4913]
+391920 bh 1 [0,1,0,73784,-13905916] 0 [2] [146:0:1]
+391920 bh 2 [0,1,0,-616336,-155518540] 0 [2] [-293:0:1]
+391920 bi 1 [0,1,0,-10281,-404685] 1 [] [18620294:164614059:117649]
+391920 bj 1 [0,1,0,210475,3097923] 1 [] [286:9315:1]
+391920 bk 1 [0,1,0,-5802440,-5396707212] 0 [2] [2782:0:1]
+391920 bk 2 [0,1,0,-92910920,-344736501900] 0 [2] [-5565:0:1]
+391920 bl 1 [0,1,0,-1505305,-710951437] 0 []
+391920 bm 1 [0,1,0,-806965,-236882077] 0 []
+391920 bn 1 [0,1,0,-1160,-16140] 1 [] [314:147:8]
+391920 bo 1 [0,1,0,5320,793428] 1 [2] [-44:690:1] [-74:0:1]
+391920 bo 2 [0,1,0,-102680,11895828] 1 [2] [676:-15870:1] [147:0:1]
+391920 bp 1 [0,1,0,-122560,16473908] 1 [2] [251:1260:1] [202:0:1]
+391920 bp 2 [0,1,0,-123840,16110900] 1 [2,2] [-60:-4830:1] [-405:0:1] [170:0:1]
+391920 bp 3 [0,1,0,60160,60050100] 1 [4] [100:-8190:1] [298:10224:1]
+391920 bp 4 [0,1,0,-328320,-51040332] 1 [2] [-68292:-872850:343] [-469:0:1]
+391920 bq 1 [0,1,0,-10112480,12425916228] 1 [2] [376:93150:1] [-3674:0:1]
+391920 bq 2 [0,1,0,-161987480,793488666228] 1 [2] [7876:-79350:1] [7347:0:1]
+391920 br 1 [0,1,0,-5800,769460] 1 [] [-52:966:1]
+391920 bs 1 [0,1,0,-2160,-39852] 0 []
+391920 bt 1 [0,1,0,9320,94100] 0 [2] [-10:0:1]
+391920 bt 2 [0,1,0,-38680,727700] 0 [2] [19:0:1]
+391920 bu 1 [0,1,0,19600,-26016300] 0 [2] [274:0:1]
+391920 bu 2 [0,1,0,-1207280,-497628972] 0 [2] [-549:0:1]
+391920 bv 1 [0,1,0,-47112000,124450485300] 0 [2] [-7926:0:1]
+391920 bv 2 [0,1,0,-753794880,7965521048628] 0 [2] [15851:0:1]
+391920 bw 1 [0,1,0,-26669520,-53709668460] 0 []
+391920 bx 1 [0,1,0,-2040,35028] 0 []
+391922 a 1 [1,-1,0,-507431,139233533] 1 [] [403:59:1]
+391922 b 1 [1,0,1,394,2386] 1 [3] [34888266:435556486:6751269] [4:61:1]
+391922 b 2 [1,0,1,-4051,-136298] 1 [] [88218:737056:729]
+391923 a 1 [0,0,1,-2558433,1575103792] 1 [] [923:24:1]
+391923 b 1 [0,0,1,-1452,-20696] 1 [] [-22:24:1]
+391924 a 1 [0,0,0,-237169,39031717] 1 [] [-444:7537:1]
+391924 b 1 [0,1,0,-1554,-23935] 2 [] [-23:13:1] [172:2197:1]
+391925 a 1 [1,-1,1,195,-578] 1 [] [93:245:27]
+391925 b 1 [1,-1,0,4883,-67334] 1 [] [629580:6475547:21952]
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+391926 b 1 [1,0,1,-37,368] 1 [] [-6:22:1]
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+391929 b 1 [1,1,0,-64,-233] 1 [] [118:325:8]
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+391930 c 1 [1,-1,0,-1393820,-633022640] 0 []
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+391930 n 1 [1,-1,1,-6244947,-6005185549] 1 [2] [-1441:846:1] [-1445:722:1]
+391930 n 2 [1,-1,1,-6351427,-5789712621] 1 [2] [-1563:18596:1] [23126:-11567:8]
+391930 o 1 [1,0,0,-1595,25025] 1 [] [20:25:1]
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+391933 a 1 [0,-1,1,-35501,2598034] 2 [] [-38:1972:1] [1974:16804:27]
+391935 a 1 [0,-1,1,-56,-1138] 2 [] [16:42:1] [46:302:1]
+391935 b 1 [0,-1,1,-10796,437252] 1 [] [31:362:1]
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+391935 e 4 [1,0,0,-1150385,-446074650] 1 [2] [-31500:-46935:64] [-5922:2961:8]
+391935 f 1 [0,-1,1,145,-544] 1 [] [10:42:1]
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+391935 h 1 [0,-1,1,451175,19256406] 1 [] [200:10837:1]
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+391935 j 2 [0,1,1,-85201755,-302734329241] 1 [] [30150694:-813078307:2744]
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+391935 l 2 [1,1,0,-376899898,-2146506284417] 1 [2,2] [-3529591026:-32867589425:551368] [-123338:61669:8] [-6386:3193:1]
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+391950 bz 1 [1,-1,1,-10940,-444913] 1 [] [123:181:1]
+391950 ca 1 [1,-1,1,497995,84369997] 2 [2] [-71:7010:1] [479:-21040:1] [-161:80:1]
+391950 ca 2 [1,-1,1,-2382005,735249997] 2 [2] [239:-13520:1] [-311:38180:1] [2582:-1295:8]
+391950 cb 1 [1,-1,1,-32555480,23964285147] 0 [2] [749:-375:1]
+391950 cb 2 [1,-1,1,121812520,185741949147] 0 [2] [-11978:5985:8]
+391950 cc 1 [1,-1,1,-3367055,-2376495053] 0 [2] [2119:-1060:1]
+391950 cc 2 [1,-1,1,-53868305,-152163202553] 0 [2] [-33898:16945:8]
+391950 cd 1 [1,-1,1,-62390,5738437] 1 [2] [209:1235:1] [169:-85:1]
+391950 cd 2 [1,-1,1,-177590,-21448763] 1 [2] [-287:2555:1] [-2698:1345:8]
+391950 ce 1 [1,-1,1,-713255,232081247] 2 [] [579:-3890:1] [739:10030:1]
+391950 cf 1 [1,-1,1,-307130,66004247] 0 []
+391950 cg 1 [1,-1,1,-381152670005,90573401774829997] 0 []
+391950 ch 1 [1,-1,1,19885,2118867] 0 []
+391950 ci 1 [1,-1,1,-6260,-65833] 2 [] [-71:165:1] [189:2245:1]
+391950 cj 1 [1,-1,1,-592790,491075237] 1 [] [753:-22085:1]
+391950 ck 1 [1,-1,1,-133130,-18608003] 0 []
+391950 cl 1 [1,-1,1,-30159230,-62608143603] 1 [2] [-3351:30275:1] [6329:-3165:1]
+391950 cl 2 [1,-1,1,-480159230,-4049608143603] 1 [2] [-16835181:9921025:1331] [-101258:50625:8]
+391950 cm 1 [1,-1,1,12595,-1067403] 1 [] [149:1950:1]
+391950 cn 1 [1,-1,1,-123230,-8387603] 1 [2] [-151:2675:1] [-71:35:1]
+391950 cn 2 [1,-1,1,416770,-62387603] 1 [2] [1199:45875:1] [1142:-575:8]
+391950 co 1 [1,-1,1,-234230,-31692603] 1 [2] [-355:2751:1] [-391:195:1]
+391950 co 2 [1,-1,1,-1359230,584807397] 1 [2] [-1177:24105:1] [6262:-3135:8]
+391950 cp 1 [1,-1,1,3130,22357] 2 [] [-5:83:1] [49:515:1]
+391950 cq 1 [1,-1,1,-22311613355,-1282751961854853] 1 [] [-86241:43770:1]
+391950 cr 1 [1,-1,1,-25355,-1644353] 1 [] [413633:5806660:1331]
+391950 cs 1 [1,-1,1,-156380,-19990753] 1 [] [-291:1045:1]
+391950 ct 1 [1,-1,1,-45230,-4129603] 0 [2] [249:-125:1]
+391950 ct 2 [1,-1,1,-747230,-248425603] 0 [2] [-3978:1985:8]
+391950 cu 1 [1,-1,1,-380,9747] 1 [] [29:135:1]
+391950 cv 1 [1,-1,1,-2949980,-1948224353] 1 [2] [-1001:1475:1] [-971:485:1]
+391950 cv 2 [1,-1,1,-2349980,-2764224353] 1 [2] [2999:129475:1] [15542:-7775:8]
+391950 cw 1 [1,-1,1,-36767352380,2713583065813247] 0 [2] [110709:-55355:1]
+391950 cw 2 [1,-1,1,-36777000380,2712087702997247] 0 [2] [-1771338:885665:8]
+391950 cx 1 [1,-1,1,182094520,10640219435147] 0 [2] [-19251:9625:1]
+391950 cx 2 [1,-1,1,-6287537480,185009741099147] 0 [2] [308022:-154015:8]
+391950 cy 1 [1,-1,1,17201695,183106523697] 1 [2] [503:437796:1] [-4681:2340:1]
+391950 cy 2 [1,-1,1,-397518305,2901181403697] 1 [2] [-6481:2284740:1] [74902:-37455:8]
+391950 cz 1 [1,-1,1,160285,59665187] 1 [2] [-45:7258:1] [-261:130:1]
+391950 cz 2 [1,-1,1,-1664915,727688387] 1 [2] [1645:-50202:1] [4182:-2095:8]
+391950 da 1 [1,-1,1,-18140,-588513] 0 [2] [149:-75:1]
+391950 da 2 [1,-1,1,-259340,-50758113] 0 [2] [-2378:1185:8]
+391950 db 1 [1,-1,1,24745,1739247] 2 [2] [-21:1110:1] [29:1560:1] [-61:30:1]
+391950 db 2 [1,-1,1,-155255,17219247] 2 [2] [89:-2070:1] [39:-3370:1] [982:-495:8]
+391950 dc 1 [1,-1,1,-1696055,-860349553] 0 []
+391950 dd 1 [1,-1,1,76495,-16163503] 2 [2] [249:4150:1] [309:5920:1] [159:-80:1]
+391950 dd 2 [1,-1,1,-684005,-184994503] 2 [2,2] [1939:-76970:1] [1323:-35654:1] [939:-470:1] [-621:310:1]
+391950 dd 3 [1,-1,1,-3053255,1876252997] 2 [2] [-14178:338735:8] [12534:-251107:8] [9942:-4975:8]
+391950 dd 4 [1,-1,1,-10482755,-13060552003] 2 [2] [31190:567929:8] [3290376:218548277:512] [-15018:7505:8]
+391950 de 1 [1,-1,1,2226370,-198846003] 0 [2] [89:-45:1]
+391950 de 2 [1,-1,1,-9023630,-1593846003] 0 [2,2] [3089:-1545:1] [-2911:1455:1]
+391950 de 3 [1,-1,1,-91036130,332689103997] 0 [2,2] [-11011:5505:1] [5189:-2595:1]
+391950 de 4 [1,-1,1,-107011130,-425291796003] 0 [2] [-49418:24705:8]
+391950 de 5 [1,-1,1,-1454569880,21352925393997] 0 [2] [176182:-88095:8]
+391950 de 6 [1,-1,1,-39702380,705577463997] 0 [2] [-83018:41505:8]
+391950 df 1 [1,-1,1,-7320383105,-249369921514353] 0 []
+391950 dg 1 [1,-1,1,-1185476180,-15369308868553] 0 []
+391950 dh 1 [1,-1,1,-575330,11171859297] 1 [] [545:104703:1]
+391950 di 1 [1,-1,1,-41501181380,-3248235916593753] 1 [] [-121321:1070685:1]
+391950 dj 1 [1,-1,1,-3005555,-1882651053] 1 [] [-981:11490:1]
+391950 dk 1 [1,-1,1,8695,-109303] 2 [] [19:240:1] [519:11740:1]
+391950 dl 1 [1,-1,1,-2750,-29923] 1 [] [-21:145:1]
+391950 dm 1 [1,-1,1,445,-13453] 1 [] [69:550:1]
+391950 dn 1 [1,-1,1,-3623180,-1357325553] 0 [2] [2069:-1035:1]
+391950 dn 2 [1,-1,1,-49703180,-134805005553] 0 [2] [-33098:16545:8]
+391950 do 1 [1,-1,1,130270,-26873103] 1 [] [1439:55305:1]
+391950 dp 1 [1,-1,1,-1361480,-611116873] 1 [] [113653682576177142690:774762837653443307107:82857906211237912]
+391950 dq 1 [1,-1,1,-2570,-49143] 1 [2] [-27:15:1] [-31:15:1]
+391950 dq 2 [1,-1,1,-4370,30057] 1 [2] [-25:363:1] [502:-255:8]
+391950 dr 1 [1,-1,1,-83589755,-26652845253] 0 []
+391950 ds 1 [1,-1,1,-8780,388847] 0 []
+391950 dt 1 [1,-1,1,3670,-349703] 0 []
+391950 du 1 [1,-1,1,-159530,-24484903] 1 [2] [579:8485:1] [-231:115:1]
+391950 du 2 [1,-1,1,-164030,-23026903] 1 [2,2] [15663:228755:27] [-291:145:1] [-171:85:1]
+391950 du 3 [1,-1,1,-616280,161491097] 1 [2] [405376356:4371773645:592704] [4662:-2335:8]
+391950 du 4 [1,-1,1,216220,-114286903] 1 [2] [103434:2096125:216] [2742:-1375:8]
+391950 dv 1 [1,-1,1,-7355480,-6568844853] 0 [2] [-1051:525:1]
+391950 dv 2 [1,-1,1,12845020,-36303980853] 0 [2] [16822:-8415:8]
+391950 dw 1 [1,-1,1,-15980,1047147] 1 [2] [-127:1071:1] [-151:75:1]
+391950 dw 2 [1,-1,1,-279230,56856147] 1 [2] [16534:-737307:8] [2422:-1215:8]
+391950 dx 1 [1,-1,1,-15220730,270702435897] 1 [] [-4111:515655:1]
+391950 dy 1 [1,-1,1,-570755,169191747] 0 []
+391950 dy 2 [1,-1,1,2368870,754721497] 0 []
+391950 dz 1 [1,-1,1,-285305,-58584553] 0 []
+391950 dz 2 [1,-1,1,-245930,-75358303] 0 [3] [919:21315:1]
+391950 ea 1 [1,-1,1,-346730,-61046103] 1 [] [-271:3735:1]
+391951 a 1 [0,0,1,2401,-1483218] 0 []
+391951 b 1 [0,0,1,49,4324] 0 []
+391951 c 1 [1,-1,1,-2484,-45888] 1 [] [-26:37:1]
+391951 d 1 [1,1,1,-185907,-30925910] 0 []
+391951 e 1 [0,1,1,-2774,-58383] 2 [] [31560:47317:512] [650:4069:8]
+391951 f 1 [0,-1,1,-135942,19753411] 0 []
+391952 a 1 [0,0,0,-364,-3140] 1 [] [97:935:1]
+391952 b 1 [0,1,0,-31298088,-67425829196] 0 []
+391952 c 1 [0,1,0,3443,-106722] 1 [] [1254:10648:27]
+391952 d 1 [0,-1,0,79423,-26599331] 1 [] [300:4913:1]
+391952 e 1 [0,-1,0,-59089,-5508931] 1 [] [668:15895:1]
+391952 f 1 [0,-1,0,-236688,-44242496] 0 []
+391952 f 2 [0,-1,0,-227408,-47880512] 0 []
+391952 g 1 [0,0,0,-14411,-670566] 2 [] [1138:3179:8] [359:6358:1]
+391952 h 1 [0,0,0,-10085051,12328010874] 2 [] [1841:1048:1] [24635:3835942:1]
+391952 i 1 [0,0,0,173389,-29669006] 2 [] [169:2112:1] [279:6358:1]
+391952 j 1 [0,1,0,-280,-1916] 1 [] [552:982:27]
+391952 k 1 [0,1,0,-781,-10409] 1 [] [1101:4454:27]
+391952 l 1 [0,-1,0,17,-102] 1 [] [13290:10934:3375]
+391952 m 1 [0,-1,0,-528,-7744] 1 [] [7480:51744:125]
+391953 a 1 [0,-1,1,-240,2090] 1 [] [15:40:1]
+391954 a 1 [1,0,1,-4094,100464] 1 [2] [36190:-11773:1000] [37:-19:1]
+391954 a 2 [1,0,1,-4254,92144] 1 [2] [-2417490:-236742517:729000] [-594:293:8]
+391954 b 1 [1,1,1,88,-87] 1 [] [1:1:1]
+391954 c 1 [1,0,0,-79,313] 1 [] [6:5:1]
+391954 d 1 [1,0,0,322,1604] 1 [] [-4:18:1]
+391956 a 1 [0,-1,0,-20557,-1119194] 1 [] [-81:89:1]
+391956 b 1 [0,-1,0,42,-27] 1 [] [42:141:8]
+391956 c 1 [0,-1,0,-97,-290] 1 [] [14:30:1]
+391956 d 1 [0,-1,0,-62,237] 0 []
+391956 e 1 [0,1,0,-40053,-3296313] 1 [] [2874:42939:8]
+391956 f 1 [0,1,0,694,6297] 1 [] [58:495:1]
+391958 a 1 [1,1,0,-352,2402] 1 [] [11:-2:1]
+391958 b 1 [1,0,1,-46155,-5957898] 1 [] [7644:48010:27]
+391958 c 1 [1,-1,1,-117,515] 1 [] [54:-19:8]
+391958 d 1 [1,-1,1,-146550297,-682817854855] 1 [] [71244535:2377578540:4913]
+391960 a 1 [0,0,0,673,-9829] 1 [] [22:125:1]
+391960 b 1 [0,0,0,29753,-38068614] 0 [2] [307:0:1]
+391960 b 2 [0,0,0,-1532747,-709631114] 0 [2] [-614:0:1]
+391960 c 1 [0,-1,0,-16316,807641] 0 []
+391960 d 1 [0,-1,0,259760,126031725] 1 [] [-315:3585:1]
+391960 e 1 [0,-1,0,1600,-92548] 0 [2] [34:0:1]
+391960 e 2 [0,-1,0,-23400,-1262548] 0 [2] [-67:0:1]
+391960 f 1 [0,-1,0,-780820,-265307100] 1 [2] [137460:9648190:27] [-510:0:1]
+391960 f 2 [0,-1,0,-783320,-263520100] 1 [2] [49199308710:3453138295640:9663597] [1021:0:1]
+391960 g 1 [0,-1,0,-120,557] 0 []
+391962 a 1 [1,1,0,-151,469] 0 []
+391962 b 1 [1,1,1,-29640,4739913] 1 [] [997:30605:1]
+391962 c 1 [1,0,0,-12463,-740551] 1 [2] [230:2813:1] [134:-67:1]
+391962 c 2 [1,0,0,-219823,-39682759] 1 [2] [662:-10579:1] [-2146:1073:8]
+391963 a 1 [1,0,0,-702,-7133] 0 [2] [-14:7:1]
+391963 a 2 [1,0,0,-97,-18870] 0 [2] [222:-111:8]
+391963 b 1 [1,1,0,-82,233] 1 [] [8:9:1]
+391964 a 1 [0,-1,0,-2,61] 0 []
+391965 a 1 [1,0,0,175,0] 0 [2] [0:0:1]
+391965 a 2 [1,0,0,-700,-175] 0 [2] [-2:1:8]
+391968 a 1 [0,0,0,4920,54128] 1 [] [1:243:1]
+391968 b 1 [0,0,0,4920,-54128] 0 []
+391968 c 1 [0,0,0,-4089,100640] 1 [2] [28:90:1] [37:0:1]
+391968 c 2 [0,0,0,-4179,95978] 1 [2] [26:70:1] [-74:0:1]
+391968 d 1 [0,0,0,-877944,445708208] 1 [] [40082:2792187:8]
+391968 e 1 [0,0,0,-877944,-445708208] 1 [] [14292784410216:143651463215428:12182876901]
+391968 f 1 [0,0,0,-4089,-100640] 1 [2] [2312919559755107:4543283076576300:30602617930639] [-37:0:1]
+391968 f 2 [0,0,0,-4179,-95978] 1 [2] [-124824899:-295586550:3307949] [74:0:1]
+391970 a 1 [1,-1,1,-792,-9109] 1 [] [51:259:1]
+391974 a 1 [1,0,1,-192332,-30481270] 1 [2] [4110:18137:8] [-303:151:1]
+391974 a 2 [1,0,1,-607052,145360010] 1 [2,2] [6551754:20257339:10648] [-879:439:1] [273:-137:1]
+391974 a 3 [1,0,1,-9159212,10667937674] 1 [2] [2218247542619262:-457762102046815:1260411969608] [14062:-7035:8]
+391974 a 4 [1,0,1,1309588,878283146] 1 [2] [-69722118928770:1339651649034913:138188413000] [-4370:2181:8]
+391974 b 1 [1,0,1,-2157,38596] 2 [] [-7:234:1] [26:3:1]
+391974 c 1 [1,1,1,-1199,14321] 1 [2] [4494:104183:8] [15:-8:1]
+391974 c 2 [1,1,1,1231,67781] 1 [2] [121146:2817709:216] [-250:121:8]
+391974 d 1 [1,0,0,-380,-2904] 1 [] [70:526:1]
+391975 a 1 [1,-1,1,-27430,-1741678] 0 []
+391975 b 1 [1,-1,0,-1097,-13714] 0 []
+391977 a 1 [1,-1,1,-1538789,-734324484] 1 [2] [3710494:2525118327:8] [-715:357:1]
+391977 a 2 [1,-1,1,-1518584,-754561812] 1 [2] [1808655788248234:1230852293374570701:3899547224] [11446:-5727:8]
+391978 a 1 [1,0,1,-24267,-1457034] 0 []
+391980 a 1 [0,-1,0,-39476,3032280] 1 [] [109:112:1]
+391980 b 1 [0,1,0,-940,32900] 2 [] [20:-150:1] [95:900:1]
+391980 c 1 [0,1,0,-645,-8217] 0 []
+391983 a 1 [1,1,1,-151803,22688232] 1 [2] [-448:1239:1] [229:-115:1]
+391983 a 2 [1,1,1,-182268,12890688] 1 [2] [-457:1230:1] [-3674:1833:8]
+391983 b 1 [1,0,0,-1542,-23049] 1 [] [-21:24:1]
+391983 c 1 [0,-1,1,-2859,-3094] 0 []
+391984 a 1 [0,1,0,-480,-3724] 0 []
+391984 b 1 [0,1,0,-1940,-33544] 0 []
+391985 a 1 [0,1,1,-318516,-69296574] 0 []
+391985 b 1 [0,1,1,110,269] 0 []
+391986 a 1 [1,-1,0,-7971279,9010908269] 0 []
+391986 b 1 [1,-1,0,-25506,1574356] 3 [] [44:710:1] [92:-34:1] [116:350:1]
+391986 c 1 [1,-1,0,-7386,247288] 2 [] [-12:584:1] [54:34:1]
+391986 d 1 [1,-1,0,-16836,848388] 1 [3] [-122:1098:1] [61:183:1]
+391986 d 2 [1,-1,0,40809,4460381] 1 [] [-1446:40027:27]
+391986 e 1 [1,-1,0,-960512406,11458590763508] 1 [3] [-23716:4583362:1] [17101:175126:1]
+391986 e 2 [1,-1,0,-128457861,30434004628181] 1 [] [-19558:5056051:1]
+391986 f 1 [1,-1,0,-4275,-129483] 2 [] [99:591:1] [526:11693:1]
+391986 g 1 [1,-1,0,38730,3136884] 2 [] [124:3074:1] [2539:127044:1]
+391986 h 1 [1,-1,0,-30660,-2071216] 1 [] [63752:16064812:1]
+391986 i 1 [1,-1,0,197598,-134204140] 0 []
+391986 j 1 [1,-1,0,-2631462,-1705350988] 1 [] [91481:27618949:1]
+391986 k 1 [1,-1,0,-1947,33945] 0 [3] [19:50:1]
+391986 k 2 [1,-1,0,6978,166868] 0 []
+391986 l 1 [1,-1,0,-435657,-110620787] 0 []
+391986 m 1 [1,-1,0,-771162,-271245772] 0 []
+391986 n 1 [1,-1,0,-231,-9523] 1 [] [62:429:1]
+391986 o 1 [1,-1,0,-479886,-1682466220] 0 []
+391986 p 1 [1,-1,0,-2661,-155755] 0 []
+391986 q 1 [1,-1,0,-231,-2611] 0 []
+391986 r 1 [1,-1,1,-53321,62331337] 1 [] [575:14596:1]
+391986 s 1 [1,-1,1,-26,361] 1 [] [17:59:1]
+391986 t 1 [1,-1,1,-26,105] 1 [] [3:5:1]
+391986 u 1 [1,-1,1,-296,5867] 1 [] [13:57:1]
+391986 v 1 [1,-1,1,21955,4963205] 2 [] [-29:2088:1] [235:4684:1]
+391986 w 1 [1,-1,1,-85685,10074701] 1 [] [327:-4280:1]
+391986 x 1 [1,-1,1,-3920915,2990682163] 1 [] [1061:4382:1]
+391986 y 1 [1,-1,1,775,-6439] 1 [3] [7338853:69385324:79507] [19:112:1]
+391986 y 2 [1,-1,1,-17525,-898991] 1 [] [847:23894:1]
+391986 z 1 [1,-1,1,-292385,63258609] 1 [] [393:2792:1]
+391986 ba 1 [1,-1,1,-3407,77847] 1 [] [11:198:1]
+391986 bb 1 [1,-1,1,348568,-85044437] 2 [] [973:33785:1] [18494:905383:8]
+391986 bc 1 [1,-1,1,-38477,3534517] 1 [] [131:788:1]
+391986 bd 1 [1,-1,1,-66476,-6610301] 0 []
+391986 be 1 [1,-1,1,-229556,-42278057] 1 [] [71859:3605879:27]
+391986 bf 1 [1,-1,1,4534,-166711] 1 [3] [198795961:3213913191:753571] [61:547:1]
+391986 bf 2 [1,-1,1,-151526,-22754951] 1 [] [56245:-42703:125]
+391986 bg 1 [1,-1,1,-106723601,-424356675967] 0 []
+391986 bg 2 [1,-1,1,-14273096,-1127180598901] 0 [3] [17101:1896601:1]
+391986 bh 1 [1,-1,1,-885698,-333442111] 1 [] [3402942115:141637659981:1520875]
+391988 a 1 [0,1,0,-32049,2194900] 1 [2] [714:1849:8] [100:0:1]
+391988 a 2 [0,1,0,-22804,3496596] 1 [2] [2090:31433:8] [-201:0:1]
+391988 b 1 [0,0,0,-59168,2782745] 1 [2] [8710510:1221662035:830584] [215:0:1]
+391988 b 2 [0,0,0,-456703,-116875290] 1 [2] [-2706784369242330:-9482003798185281:7155584983000] [-430:0:1]
+391988 c 1 [0,1,0,-8012,-526828] 0 []
+391989 a 1 [0,1,1,554216,-357537116] 0 []
+391989 b 1 [1,1,1,-2518,-61198] 2 [2] [72:334:1] [82:499:1] [59:-30:1]
+391989 b 2 [1,1,1,-42883,-3435712] 2 [2] [693:-17675:1] [433:-7925:1] [-954:473:8]
+391989 c 1 [1,1,1,-1332033,731273574] 1 [2] [418096:10197755:343] [-1367:683:1]
+391989 c 2 [1,1,1,-22685118,41575454562] 1 [2] [6753045075:22416904236:2352637] [21862:-10935:8]
+391989 d 1 [1,0,0,-652424704,-6414272268325] 1 [] [29551882713634612740847455893238:39281876797128023251139237387879:1001912779280521463241298203]
+391989 e 1 [1,0,0,29613,-18617112] 0 [2] [228:-114:1]
+391989 e 2 [1,0,0,-898782,-315146475] 0 [2] [-3650:1825:8]
+391989 f 1 [1,0,0,-1233317,527078772] 0 []
+391989 g 1 [0,-1,1,7302669,135555200498] 0 []
+391989 h 1 [0,-1,1,-12541179,-17149280137] 1 [] [3086895002:163646968817:551368]
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+392385 d 2 [0,1,1,24315769,-28173483694] 0 []
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+392388 a 1 [0,-1,0,-285,-19959] 1 [] [83:722:1]
+392388 b 1 [0,-1,0,3412,-14884584] 1 [] [2303637230:27995327338:7645373]
+392388 c 1 [0,-1,0,68,88] 1 [] [6:26:1]
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+392394 a 2 [1,1,0,-12461,-516099] 1 [2] [-129493:359042:2197] [-426:213:8]
+392394 b 1 [1,1,0,-28926,1517940] 1 [] [126:8199:8]
+392394 c 1 [1,1,0,1434,-36648] 0 []
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+392394 f 1 [1,0,0,-1632992205,25465080022929] 1 [] [-36570:6041283:1]
+392394 g 1 [1,0,0,-1866807,-981897303] 0 []
+392396 a 1 [0,1,0,-29,239] 1 [] [-2070:12763:729]
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+392398 b 1 [1,1,1,-104,-485] 1 [] [66870:-33175:5832]
+392399 a 1 [0,0,1,-2428,59976] 1 [] [130:29899:125]
+392399 b 1 [1,1,0,836931,-8250853618] 1 [] [3178834202:285414743090:389017]
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+392400 bg 2 [0,0,0,-64875,-593750] 1 [2] [-141:-2398:1] [-250:0:1]
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+392400 bo 2 [0,0,0,-3053235,-1981124750] 0 [2] [-850:0:1]
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+392490 bl 2 [1,-1,0,-5887359,-5496805287] 1 [2,2] [-1403:774:1] [-11226:5613:8] [-1398:699:1]
+392490 bl 3 [1,-1,0,-5777109,-5712652737] 1 [2] [3007:62514:1] [22374:-11187:8]
+392490 bl 4 [1,-1,0,-94197609,-351867267837] 1 [2] [-136657657:68330826:24389] [-44826:22413:8]
+392490 bm 1 [1,-1,0,-744,29168] 1 [] [4:160:1]
+392490 bn 1 [1,-1,0,-1269,17653] 1 [] [18:11:1]
+392490 bo 1 [1,-1,0,-1700064,853611520] 1 [] [704:1952:1]
+392490 bp 1 [1,-1,0,36790416,-80193188160] 1 [] [2536:170232:1]
+392490 bq 1 [1,-1,0,14868306,120827025108] 1 [] [27372:4572714:1]
+392490 br 1 [1,-1,0,-5515449,2915280493] 2 [2] [-2343:55684:1] [-1566:88591:1] [2018:-1009:1]
+392490 br 2 [1,-1,0,-39007929,-91687578515] 2 [2] [-3879:37252:1] [-3435:43735:1] [-32282:16141:8]
+392490 bs 1 [1,-1,0,528456,-841949200] 1 [] [916:19792:1]
+392490 bt 1 [1,-1,0,-207279,22640953] 1 [2] [32:3989:1] [-502:251:1]
+392490 bt 2 [1,-1,0,-2954709,1955183215] 1 [2] [1061:-4243:1] [8038:-4019:8]
+392490 bu 1 [1,-1,0,-743094,-218694092] 0 [2] [-628:314:1]
+392490 bu 2 [1,-1,0,-2948094,1721264908] 0 [2] [10054:-5027:8]
+392490 bu 3 [1,-1,0,-58293594,-171294104192] 0 [2] [-4408:2204:1]
+392490 bu 4 [1,-1,0,-58315644,-171158016002] 0 [2] [70534:-35267:8]
+392490 bv 1 [1,-1,0,-2519911494,-45211984407500] 1 [2] [7556932073954271648804:2693791615533523326685678:51511651973449039] [57500:-28750:1]
+392490 bv 2 [1,-1,0,-39513672774,-3023187571190732] 1 [2,2] [-15134948571252:-10507310779334:131872229] [-919994:459997:8] [-114532:57266:1]
+392490 bv 3 [1,-1,0,-38709853254,-3152076333652940] 1 [2] [636556037:218889729794:2197] [1832518:-916259:8]
+392490 bv 4 [1,-1,0,-632217672774,-193485180287990732] 1 [2] [-179318288151788:89622815201494:390617891] [-3672506:1836253:8]
+392490 bw 1 [1,-1,0,19101,-5634595] 0 []
+392490 bx 1 [1,-1,0,19101,21852053] 1 [] [93230:2606729:125]
+392490 by 1 [1,-1,0,358671,-36038115] 1 [3] [22626:3393207:1] [331:10737:1]
+392490 by 2 [1,-1,0,-6509904,-6543020800] 1 [] [17097449824:2549688422224:753571]
+392490 bz 1 [1,-1,0,-6617214,4618515348] 0 [2] [-2868:1434:1]
+392490 bz 2 [1,-1,0,-96934014,367312720788] 0 [2] [45894:-22947:8]
+392490 ca 1 [1,-1,0,22041,-599747] 1 [] [38:521:1]
+392490 cb 1 [1,-1,0,-58074,-2779120] 1 [] [-64:852:1]
+392490 cc 1 [1,-1,0,-34250274,77150243988] 1 [2] [1028942388:27310247406:226981] [3348:-1674:1]
+392490 cc 2 [1,-1,0,-31110354,91865793060] 1 [2] [-318531264:-82543779618:226981] [-53562:26781:8]
+392490 cd 1 [1,-1,0,-4419,-112127] 0 []
+392490 ce 1 [1,-1,0,-1966869,-1070712707] 1 [] [270898058151493:5339947430987947:149129953127]
+392490 cf 1 [1,-1,0,-16923384,9519674688] 0 []
+392490 cf 2 [1,-1,0,-1107498744,14186363976000] 0 [3] [19441:44792:1]
+392490 cg 1 [1,-1,0,-5303979,4703006853] 1 [] [1417:4854:1]
+392490 ch 1 [1,-1,0,4191696,-7610395640] 1 [] [1299:4379:1]
+392490 ci 1 [1,-1,0,-238149,-42335595] 1 [] [-255:1455:1]
+392490 cj 1 [1,-1,0,1306296,427489600] 1 [] [-755433549:71839275626:4826809]
+392490 ck 1 [1,-1,0,4401,1323405] 0 []
+392490 ck 2 [1,-1,0,-899649,-344680785] 0 []
+392490 cl 1 [1,-1,0,-22794,1286900] 1 [2] [116:382:1] [100:-50:1]
+392490 cl 2 [1,-1,0,-58074,-3631132] 1 [2,2] [-173:1189:1] [-1594:797:8] [-68:34:1]
+392490 cl 3 [1,-1,0,162426,-24755032] 1 [2] [247:5389:1] [1094:-547:8]
+392490 cl 4 [1,-1,0,-843054,-297684640] 1 [2] [-529:477:1] [-4282:2141:8]
+392490 cm 1 [1,-1,0,-73509,-6745915] 1 [2] [142230:10237205:27] [-110:55:1]
+392490 cm 2 [1,-1,0,111711,-35380927] 1 [2] [6294:-52097:27] [1766:-883:8]
+392490 cn 1 [1,-1,0,-831294,228529300] 1 [2] [311:-88:1] [716:-358:1]
+392490 cn 2 [1,-1,0,-4359294,-3305821100] 1 [2,2] [-38643:13304:27] [-11450:5725:8] [-964:482:1]
+392490 cn 3 [1,-1,0,3490506,-13904621060] 1 [2] [1270237497:-1837363664:658503] [15430:-7715:8]
+392490 cn 4 [1,-1,0,-68657094,-218947782740] 1 [2] [-73968458169:36564211456:15438249] [-38330:19165:8]
+392490 co 1 [1,-1,0,-19139409,31635438813] 1 [2] [-3323:243599:1] [2802:-1401:1]
+392490 co 2 [1,-1,0,-41189409,-54849071187] 1 [2,2] [-4043:215519:1] [-44826:22413:8] [-1398:699:1]
+392490 co 3 [1,-1,0,135431091,-400636686087] 1 [2] [113299679:15656812573:12167] [22374:-11187:8]
+392490 co 4 [1,-1,0,-570609909,-5244334696287] 1 [2,2] [-1415066929:3634343437:103823] [-112026:56013:8] [-13578:6789:1]
+392490 co 5 [1,-1,0,-483093459,-6908004907497] 1 [2] [116359617362438027:66171822930821248645:357457501673] [217254:-108627:8]
+392490 co 6 [1,-1,0,-9128854359,-335714097537477] 1 [2] [-444946365598706876509:220698954326346202669:8066061006069149] [-441306:220653:8]
+392490 cp 1 [1,-1,0,-1479,-27917] 0 []
+392490 cq 1 [1,-1,0,-80859,-8829787] 0 []
+392490 cr 1 [1,-1,0,-1307574,584363380] 2 [] [-1069:28097:1] [156:19522:1]
+392490 cs 1 [1,-1,0,-11664,-482112] 0 []
+392490 ct 1 [1,-1,0,-86890239,271010799373] 0 []
+392490 cu 1 [1,-1,0,-20589,-1391195] 0 [2] [170:-85:1]
+392490 cu 2 [1,-1,0,-349869,-79562267] 0 [2] [-2714:1357:8]
+392490 cv 1 [1,-1,0,-103644,20813008] 1 [] [107:3254:1]
+392490 cw 1 [1,-1,1,-185303,37747567] 1 [2] [247:2522:1] [-509:254:1]
+392490 cw 2 [1,-1,1,-3148823,2151330031] 1 [2] [863:-9154:1] [8150:-4079:8]
+392490 cx 1 [1,-1,1,-164723,8270147] 0 [2] [51:-26:1]
+392490 cx 2 [1,-1,1,620257,63846731] 0 [2] [-810:401:8]
+392490 cy 1 [1,-1,1,-1553,-100663] 0 []
+392490 cz 1 [1,-1,1,-11800508,-15251756929] 1 [2] [-2217:4195:1] [3957:-1979:1]
+392490 cz 2 [1,-1,1,-187636028,-989239869313] 1 [2] [-7913:4195:1] [-63306:31649:8]
+392490 da 1 [1,-1,1,-8168,252571] 0 [2] [37:-19:1]
+392490 da 2 [1,-1,1,12412,1306267] 0 [2] [-586:289:8]
+392490 db 1 [1,-1,1,1114177,11707123047] 2 [] [1283:122838:1] [17747:2361942:1]
+392490 dc 1 [1,-1,1,-3758,-27219] 2 [2] [-362:1941:8] [-33:261:1] [65:-33:1]
+392490 dc 2 [1,-1,1,-47858,-4013859] 2 [2] [-1002:981:8] [-123:81:1] [-1034:513:8]
+392490 dd 1 [1,-1,1,-13313,767071] 1 [] [-7628:55379:64]
+392490 de 1 [1,-1,1,-2288,-2033] 0 [2] [-47:23:1]
+392490 de 2 [1,-1,1,-24338,1462087] 0 [2] [758:-383:8]
+392490 df 1 [1,-1,1,-727733,239131981] 1 [] [493:-220:1]
+392490 dg 1 [1,-1,1,393142,105828657] 1 [] [-194:78591:8]
+392490 dh 1 [1,-1,1,-36505328,187416935507] 0 []
+392490 di 1 [1,-1,1,-8903,484831] 1 [] [151:1526:1]
+392490 dj 1 [1,-1,1,-32108,-2002269] 1 [] [-6220:31203:64]
+392490 dk 1 [1,-1,1,21770617,69528623231] 0 []
+392490 dl 1 [1,-1,1,-14468,673481] 0 []
+392490 dm 1 [1,-1,1,-102983,-17994049] 0 [2] [387:-194:1]
+392490 dm 2 [1,-1,1,-1831703,-953577313] 0 [2,2] [1563:-782:1] [-789:394:1]
+392490 dm 3 [1,-1,1,-2016923,-748872169] 0 [2] [12630:-6319:8]
+392490 dm 4 [1,-1,1,-29306003,-61056355993] 0 [2] [-25002:12497:8]
+392490 dn 1 [1,-1,1,-1775108,-870842969] 0 [2] [-635:317:1]
+392490 dn 2 [1,-1,1,1047292,-3381650009] 0 [2] [10166:-5087:8]
+392490 do 1 [1,-1,1,58717,31163731] 0 []
+392490 dp 1 [1,-1,1,450472,8566107] 1 [2] [65:6141:1] [-19:9:1]
+392490 dp 2 [1,-1,1,-1807448,69981531] 1 [2,2] [5441:-391683:1] [-1363:681:1] [1325:-663:1]
+392490 dp 3 [1,-1,1,-20646968,36030857307] 1 [2] [161859:-9728161:27] [21814:-10911:8]
+392490 dp 4 [1,-1,1,-19094648,-31987402149] 1 [2] [6281:-312723:1] [-21194:10593:8]
+392490 dq 1 [1,-1,1,-184568,30110231] 1 [2] [4113:260311:1] [-495:247:1]
+392490 dq 2 [1,-1,1,-2940818,1941845231] 1 [2] [-12010:-430099:8] [7926:-3967:8]
+392490 dr 1 [1,-1,1,-63293,6097781] 0 [2] [135:-68:1]
+392490 dr 2 [1,-1,1,-19193,14406221] 0 [2] [-2154:1073:8]
+392490 ds 1 [1,-1,1,-20283143,35383580831] 1 [] [7765:584362:1]
+392490 dt 1 [1,-1,1,2122,207981] 1 [] [135:1647:1]
+392490 du 1 [1,-1,1,-147083,-80311269] 0 []
+392490 dv 1 [1,-1,1,-2755598,1762237397] 1 [] [951:559:1]
+392490 dw 1 [1,-1,1,1912,43467] 1 [2] [23:303:1] [-19:9:1]
+392490 dw 2 [1,-1,1,-13208,454731] 1 [2] [95:-273:1] [310:-159:8]
+392490 dx 1 [1,-1,1,-434540903,3486644249631] 0 [2] [12035:-6018:1]
+392490 dx 2 [1,-1,1,-434364503,3489616307391] 0 [2] [-192554:96273:8]
+392490 dx 3 [1,-1,1,-449365118,3236018783757] 0 [2] [8633:-4317:1]
+392490 dx 4 [1,-1,1,679594882,16880177759757] 0 [2] [-138122:69057:8]
+392490 dy 1 [1,-1,1,-78728,-37328763] 1 [] [3454:22299:8]
+392490 dy 2 [1,-1,1,-11264693,-14549411019] 1 [] [45790:2611851:8]
+392490 dz 1 [1,-1,1,2857,-38293] 0 []
+392490 dz 2 [1,-1,1,-30218,2620937] 0 [3] [37:1227:1]
+392490 ea 1 [1,-1,1,-723323,242575211] 0 [3] [331:6106:1]
+392490 ea 2 [1,-1,1,3228037,969801067] 0 []
+392490 eb 1 [1,-1,1,2122,-810043] 0 []
+392490 ec 1 [1,-1,1,10842637,106064109267] 1 [] [1115:345186:1]
+392490 ed 1 [1,-1,1,-471218,12909957] 0 []
+392490 ee 1 [1,-1,1,-4953353,231235337] 0 []
+392490 ef 1 [1,-1,1,-49639043,-78662934269] 1 [2] [21163:2878850:1] [-6053:3026:1]
+392490 ef 2 [1,-1,1,-351071363,2475915691267] 1 [2] [631209:71349430:27] [96854:-48431:8]
+392490 eg 1 [1,-1,1,-116003,-15170669] 1 [] [-96545821:90352634:493039]
+392490 eh 1 [1,-1,1,-1551580673,24325614954897] 0 []
+392490 eh 2 [1,-1,1,7663901512,74552261289531] 0 []
+392490 ei 1 [1,-1,1,17557,-1153043] 0 []
+392490 ej 1 [1,-1,1,-83,-1053] 0 []
+392490 ek 1 [1,-1,1,470317,57231731] 0 []
+392490 el 1 [1,-1,1,-2875613,-1908520603] 0 []
+392490 em 1 [1,-1,1,-522668,164501551] 1 [] [661:10037:1]
+392490 en 1 [1,-1,1,-5585642,5187296041] 1 [2] [2641:-95401:1] [-2735:1367:1]
+392490 en 2 [1,-1,1,-89881322,328006032169] 1 [2] [1577:435311:1] [43766:-21887:8]
+392490 eo 1 [1,-1,1,-76082,34679481] 1 [] [431:8829:1]
+392490 ep 1 [1,-1,1,-35658902,-81950951771] 0 []
+392490 eq 1 [1,-1,1,-272,-2159] 0 []
+392490 er 1 [1,-1,1,-167,-689] 0 [2] [-5:2:1]
+392490 er 2 [1,-1,1,253,-3881] 0 [2] [86:-47:8]
+392490 es 1 [1,-1,1,-240827,44534571] 1 [2] [-31:7224:1] [-565:282:1]
+392490 es 2 [1,-1,1,-3829307,2885175339] 1 [2] [1313:-11592:1] [9046:-4527:8]
+392490 et 1 [1,-1,1,-1573277,689924729] 2 [] [-2154:265673:8] [2487:109006:1]
+392490 eu 1 [1,-1,1,-436232,-165424661] 0 []
+392490 ev 1 [1,-1,1,-433292,-110344741] 1 [] [8766:211703:8]
+392490 ew 1 [1,-1,1,8023,-310831] 0 []
+392490 ex 1 [1,-1,1,-1814357,923612589] 2 [2] [-1303:33426:1] [947:6876:1] [863:-432:1]
+392490 ex 2 [1,-1,1,-3907637,-1604232339] 2 [2] [-10263021:209871206:6859] [5931:-431716:1] [-13802:6897:8]
+392490 ey 1 [1,-1,1,444298,-202834299] 1 [] [401:6099:1]
+392490 ez 1 [1,-1,1,-708917,-229586241] 1 [] [193846:30058653:8]
+392490 fa 1 [1,-1,1,43,2349] 1 [] [-1:48:1]
+392490 fb 1 [1,-1,1,-14762,-702999] 1 [] [209:2199:1]
+392490 fb 2 [1,-1,1,65878,-2846231] 1 [] [409:-9817:1]
+392490 fc 1 [1,-1,1,140008,12854391] 1 [] [41:4299:1]
+392490 fc 2 [1,-1,1,-1480667,-896020149] 1 [] [43259:8972034:1]
+392490 fd 1 [1,-1,1,93703,-15096679] 1 [2] [171:2344:1] [135:-68:1]
+392490 fd 2 [1,-1,1,-647177,-154678471] 1 [2] [-603:4306:1] [-2154:1073:8]
+392490 fe 1 [1,-1,1,-56237,-5121651] 0 []
+392490 ff 1 [1,-1,1,-3002,235001] 1 [] [-39:559:1]
+392490 fg 1 [1,-1,1,43,-619] 1 [] [9:16:1]
+392490 fh 1 [1,-1,1,1198,-91199] 1 [] [151:1799:1]
+392490 fi 1 [1,-1,1,-69467,-3859509] 0 [2] [-229:114:1]
+392490 fi 2 [1,-1,1,-510467,137789691] 0 [2] [3670:-1839:8]
+392490 fj 1 [1,-1,1,-242714282,-78828292119] 1 [] [-13879:791919:1]
+392490 fk 1 [1,-1,1,-636152,211744901] 0 []
+392490 fl 1 [1,-1,1,-5522,161529] 0 []
+392490 fm 1 [1,-1,1,-9617,-34891] 1 [] [207:2506:1]
+392490 fn 1 [1,-1,1,-16547,4554771] 1 [] [-19:2214:1]
+392490 fo 1 [1,-1,1,221278,-309288031] 1 [] [1857:-81569:1]
+392490 fp 1 [1,-1,1,358,3259] 1 [] [1046:11533:8]
+392490 fq 1 [1,-1,1,-31664912,-70911113101] 1 [] [8697:553741:1]
+392490 fq 2 [1,-1,1,156406153,-217398218929] 1 [3] [20451:-3406466:1] [6211:993694:1]
+392490 fr 1 [1,-1,1,-5684132,5214907639] 0 []
+392490 fs 1 [1,-1,1,9598,-169599] 1 [] [41:519:1]
+392490 ft 1 [1,-1,1,-4052,369191] 1 [] [39:499:1]
+392490 fu 1 [1,-1,1,-810347,279019451] 0 [4] [219:10474:1]
+392490 fu 2 [1,-1,1,-1374827,-159242821] 0 [2,2] [-8874:4433:8] [-117:58:1]
+392490 fu 3 [1,-1,1,5293093,-1255448869] 0 [2] [1878:-943:8]
+392490 fu 4 [1,-1,1,-17074427,-27118595941] 0 [2] [-19626:9809:8]
+392490 fv 1 [1,-1,1,-38597,2913369] 1 [2] [-48918:27781:216] [107:-54:1]
+392490 fv 2 [1,-1,1,-16547,6203229] 1 [2] [-15799098:9085651:74088] [-1706:849:8]
+392490 fw 1 [1,-1,1,-501647,-136464681] 0 [2] [-397:198:1]
+392490 fw 2 [1,-1,1,-360527,-214983849] 0 [2] [6358:-3183:8]
+392490 fx 1 [1,-1,1,-140905022,654904376781] 1 [] [-8391:1120611:1]
+392490 fy 1 [1,-1,1,-10667,-476549] 0 []
+392491 a 1 [1,1,1,93,12130] 2 [] [11:115:1] [616:14998:1]
+392496 a 1 [0,-1,0,1931688,1504563696] 1 [] [-30:38034:1]
+392496 b 1 [0,-1,0,-9732,372924] 2 [] [29:338:1] [570:1521:8]
+392496 c 1 [0,-1,0,160088,3320176] 1 [] [634:18954:1]
+392496 c 2 [0,-1,0,-2373592,1479111664] 1 [] [850:-8658:1]
+392496 d 1 [0,-1,0,10808,-542816] 1 [] [54:442:1]
+392496 e 1 [0,-1,0,-47104,-3915776] 0 [2] [-128:0:1]
+392496 e 2 [0,-1,0,-58624,-1842176] 0 [2,2] [-224:0:1] [-32:0:1]
+392496 e 3 [0,-1,0,-520384,143335168] 0 [2] [449:0:1]
+392496 e 4 [0,-1,0,218816,-14493440] 0 [4] [546:16354:1]
+392496 f 1 [0,-1,0,-7012216,24190315187824] 1 [] [292220452790:73613984056854:11697083]
+392496 g 1 [0,-1,0,-3576,-83088] 0 []
+392496 h 1 [0,-1,0,24224,3004384] 1 [] [1660:67932:1]
+392496 i 1 [0,-1,0,-371296,-86997248] 0 []
+392496 j 1 [0,-1,0,17477,175870] 1 [2] [-6:266:1] [-10:0:1]
+392496 j 2 [0,-1,0,-71508,1492848] 1 [2] [-268:1156:1] [21:0:1]
+392496 k 1 [0,-1,0,-135608,-19175952] 0 []
+392496 k 2 [0,-1,0,-81608,-34617360] 0 []
+392496 k 3 [0,-1,0,726472,879482736] 0 []
+392496 l 1 [0,-1,0,-8848,319936] 1 [] [50:6:1]
+392496 m 1 [0,-1,0,-280,7408] 1 [] [28:144:1]
+392496 n 1 [0,-1,0,-278296000,-1786841449472] 0 []
+392496 o 1 [0,-1,0,-29992,-1797008] 1 [2] [2493228:93958325:1728] [-124:0:1]
+392496 o 2 [0,-1,0,-111912,12489840] 1 [2,2] [-2246484:-25574400:6859] [-380:0:1] [132:0:1]
+392496 o 3 [0,-1,0,-1722152,870425712] 1 [2] [2577526350:-783667027:3375000] [761:0:1]
+392496 o 4 [0,-1,0,187608,67601520] 1 [2] [-246:-2550:1] [-263:0:1]
+392496 p 1 [0,-1,0,-85272,3098352] 0 []
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+392616 bi 1 [0,0,0,-488379,155013455] 1 [] [-533:16245:1]
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+392640 bs 1 [0,-1,0,-1364374465,-43737147164063] 0 []
+392640 bt 1 [0,-1,0,-341345,-82901535] 1 [2] [2630816328696059193018581606474499394847867997:2150670892040528020561842440890458989560992890880:3936612705167635087900982647066798143637] [681:0:1]
+392640 bt 2 [0,-1,0,-5584225,-5077269023] 1 [2,2] [-121681631574848430230407:-1336633923613809342600:89014227881396150087] [-1367:0:1] [-1361:0:1]
+392640 bt 3 [0,-1,0,-5707105,-4842002975] 1 [4] [8141243795880:605206959097375:1249243533] [6825:523520:1]
+392640 bt 4 [0,-1,0,-89347425,-325035940383] 1 [2] [-358435710526711870530226244210525432213726903559:-1440361009967525059679087607129831798017160:65683656113153310272858171066126217074802887] [-5457:0:1]
+392640 bu 1 [0,-1,0,-6305,-135903] 1 [2] [217:2944:1] [89:0:1]
+392640 bu 2 [0,-1,0,-92705,-10832223] 1 [2] [352:-161:1] [-177:0:1]
+392640 bv 1 [0,-1,0,-425,2025] 2 [2] [-13:72:1] [0:45:1] [5:0:1]
+392640 bv 2 [0,-1,0,1375,13185] 2 [2] [7:152:1] [72:693:1] [-9:0:1]
+392640 bw 1 [0,-1,0,-35,117] 1 [] [4:5:1]
+392640 bx 1 [0,-1,0,-12985,568825] 0 [2] [61:0:1]
+392640 bx 2 [0,-1,0,-3265,1391137] 0 [2] [-121:0:1]
+392640 by 1 [0,-1,0,-465,3537] 2 [2] [-21:60:1] [-7:80:1] [9:0:1]
+392640 by 2 [0,-1,0,735,17697] 2 [2] [-13:76:1] [8:155:1] [-17:0:1]
+392640 bz 1 [0,-1,0,-1985,-53823] 1 [] [1763:73980:1]
+392640 ca 1 [0,-1,0,-5318442945,149288869181025] 0 [2] [42021:0:1]
+392640 ca 2 [0,-1,0,-5212274625,155534602810977] 0 [2] [-84041:0:1]
+392640 cb 1 [0,-1,0,-13345,517057] 0 [2] [-131:0:1]
+392640 cb 2 [0,-1,0,-205345,35883457] 0 [2] [263:0:1]
+392640 cc 1 [0,-1,0,-54545,-4720143] 2 [2] [-136:405:1] [-123:336:1] [269:0:1]
+392640 cc 2 [0,-1,0,-864545,-309118143] 2 [2] [-536:5:1] [-183939:-6252:343] [-537:0:1]
+392640 cd 1 [0,-1,0,-3583265,-2609543775] 0 [2] [-1095:0:1]
+392640 cd 2 [0,-1,0,-3663265,-2486839775] 0 [2] [2191:0:1]
+392640 ce 1 [0,-1,0,-787865,-268278375] 1 [2] [-11161330247:12863190760:21253933] [1025:0:1]
+392640 ce 2 [0,-1,0,-12597665,-17205893535] 1 [2] [-7060825017037615934509:35569889642737828820:3446242232476614641] [-2049:0:1]
+392640 cf 1 [0,-1,0,-341985,-76859775] 0 [2] [-339:0:1]
+392640 cf 2 [0,-1,0,-359265,-68644863] 0 [2] [679:0:1]
+392640 cg 1 [0,-1,0,-505,-4103] 0 [2] [-11:0:1]
+392640 cg 2 [0,-1,0,95,-13823] 0 [2] [23:0:1]
+392640 ch 1 [0,-1,0,-3545,-39975] 1 [2] [-35:200:1] [65:0:1]
+392640 ch 2 [0,-1,0,-48545,-4098975] 1 [2] [-125:20:1] [-129:0:1]
+392640 ci 1 [0,-1,0,-2345,47025] 1 [] [40:125:1]
+392640 cj 1 [0,-1,0,355,-16275] 0 [2] [21:0:1]
+392640 cj 2 [0,-1,0,-7825,-250223] 0 [2] [-41:0:1]
+392640 ck 1 [0,-1,0,-13625,-607623] 0 [2] [-67:0:1]
+392640 ck 2 [0,-1,0,-13505,-618975] 0 [2] [135:0:1]
+392640 cl 1 [0,-1,0,-865,6625] 0 [2] [25:0:1]
+392640 cl 2 [0,-1,0,-5665,-157535] 0 [2] [-49:0:1]
+392640 cm 1 [0,-1,0,-1145,-4743] 1 [2] [-11:80:1] [-31:0:1]
+392640 cm 2 [0,-1,0,-10145,393057] 1 [2] [79:-280:1] [63:0:1]
+392640 cn 1 [0,1,0,404,-406] 3 [2] [5:42:1] [17:108:1] [37:258:1] [1:0:1]
+392640 cn 2 [0,1,0,-1641,-4905] 3 [2] [-33:120:1] [-21:144:1] [-13:120:1] [-3:0:1]
+392640 co 1 [0,1,0,-70811,7229139] 1 [] [154:15:1]
+392640 cp 1 [0,1,0,-18241,-169441] 1 [2] [-103:792:1] [139:0:1]
+392640 cp 2 [0,1,0,-218241,-39249441] 1 [2,2] [-357093:334152:1331] [-279:0:1] [-261:0:1]
+392640 cp 3 [0,1,0,-146241,-65500641] 1 [2] [18975:361556:27] [521:0:1]
+392640 cp 4 [0,1,0,-3490241,-2510918241] 1 [2] [-370083:-960:343] [-1079:0:1]
+392640 cq 1 [0,1,0,-4241,94095] 1 [2] [19:144:1] [27:0:1]
+392640 cq 2 [0,1,0,5759,480095] 1 [2] [269:4644:1] [-55:0:1]
+392640 cr 1 [0,1,0,-34401,-2588385] 1 [2] [19671326324056135:5841249509652100608:223096324625] [215:0:1]
+392640 cr 2 [0,1,0,-557921,-160586721] 1 [2] [-769243708557:4496880000:1784770597] [-431:0:1]
+392640 cs 1 [0,1,0,-5761,-159265] 0 [2] [-53:0:1]
+392640 cs 2 [0,1,0,-18561,780255] 0 [2] [105:0:1]
+392640 ct 1 [0,1,0,-236,-390] 2 [2] [-102:213:8] [21:66:1] [-15:0:1]
+392640 ct 2 [0,1,0,-2281,40919] 2 [2] [-46:225:1] [35:-72:1] [29:0:1]
+392640 cu 1 [0,1,0,-13761,-625761] 1 [2] [269:3900:1] [-69:0:1]
+392640 cu 2 [0,1,0,-15681,-441825] 1 [2] [593489:8539500:2197] [137:0:1]
+392640 cv 1 [0,1,0,-4481,-113025] 0 [2] [-33:0:1]
+392640 cv 2 [0,1,0,1919,-403585] 0 [2] [65:0:1]
+392640 cw 1 [0,1,0,-437151,-116424801] 0 []
+392640 cx 1 [0,1,0,-220861,39877379] 1 [2] [17540:5607:64] [271:0:1]
+392640 cx 2 [0,1,0,-220881,39869775] 1 [2,2] [177:-2520:1] [-543:0:1] [267:0:1]
+392640 cx 3 [0,1,0,-188481,52006815] 1 [2] [-126:-8589:1] [-535:0:1]
+392640 cx 4 [0,1,0,-253601,27246399] 1 [2] [-101:7200:1] [-551:0:1]
+392640 cy 1 [0,1,0,-11036,-450846] 1 [2] [820375970:7595445339:4913000] [121:0:1]
+392640 cy 2 [0,1,0,-176681,-28643625] 1 [2] [-1666775:-2040:6859] [-243:0:1]
+392640 cz 1 [0,1,0,-636,-5586] 1 [2] [-1180:933:64] [-19:0:1]
+392640 cz 2 [0,1,0,-2681,47175] 1 [2] [-454:1125:8] [37:0:1]
+392640 da 1 [0,1,0,-25921,-730945] 0 [2] [-145:0:1]
+392640 da 2 [0,1,0,-210241,36538559] 0 [2,2] [-529:0:1] [239:0:1]
+392640 da 3 [0,1,0,-3351361,2360339135] 0 [2] [1057:0:1]
+392640 da 4 [0,1,0,-18241,100935359] 0 [2] [-479:0:1]
+392640 db 1 [0,1,0,-121,-1921] 0 []
+392640 db 2 [0,1,0,1079,47759] 0 []
+392640 dc 1 [0,1,0,699,-14301] 1 [] [174:2325:1]
+392640 dd 1 [0,1,0,-561,87759] 1 [2] [15:288:1] [-49:0:1]
+392640 dd 2 [0,1,0,-33281,2306175] 1 [2] [7:1440:1] [97:0:1]
+392640 de 1 [0,1,0,-386881,81599519] 1 [2] [59:7680:1] [-709:0:1]
+392640 de 2 [0,1,0,-5985601,5634410015] 1 [2] [1517:-6900:1] [1417:0:1]
+392640 df 1 [0,1,0,6239,143039] 1 [] [227:3648:1]
+392640 dg 1 [0,1,0,-430881,-106959681] 0 [2] [-421:0:1]
+392640 dg 2 [0,1,0,-930881,187340319] 0 [2] [841:0:1]
+392640 dh 1 [0,1,0,-4841,127959] 0 [2] [39:0:1]
+392640 dh 2 [0,1,0,-3841,183359] 0 [2] [-79:0:1]
+392640 di 1 [0,1,0,-4921,-134521] 1 [2] [635:15912:1] [-41:0:1]
+392640 di 2 [0,1,0,-5121,-123201] 1 [2] [87:-312:1] [81:0:1]
+392640 dj 1 [0,1,0,101079,-15401745] 0 []
+392640 dk 1 [0,1,0,-1,-121] 1 [] [1849090:800199:389017]
+392640 dl 1 [0,1,0,-406081,99321119] 1 [2] [-133:12288:1] [379:0:1]
+392640 dl 2 [0,1,0,-534081,31301919] 1 [2,2] [-183:11088:1] [-759:0:1] [59:0:1]
+392640 dl 3 [0,1,0,2083519,249609759] 1 [2] [2635787:146685168:1331] [-119:0:1]
+392640 dl 4 [0,1,0,-5199681,-4538186721] 1 [2] [-10374:40491:8] [-1399:0:1]
+392640 dm 1 [0,1,0,-344721,-77984145] 0 [2] [-345:0:1]
+392640 dm 2 [0,1,0,-403041,-49862241] 0 [2,2] [-561:0:1] [-129:0:1]
+392640 dm 3 [0,1,0,-3103041,2068557759] 0 [2] [1121:0:1]
+392640 dm 4 [0,1,0,1363839,-367547265] 0 [2] [257:0:1]
+392640 dn 1 [0,1,0,-1145,4743] 2 [2] [-29:120:1] [-14:135:1] [31:0:1]
+392640 dn 2 [0,1,0,-10145,-393057] 2 [2] [-59:60:1] [-54:15:1] [-63:0:1]
+392640 do 1 [0,1,0,-13625,607623] 1 [2] [66:15:1] [67:0:1]
+392640 do 2 [0,1,0,-13505,618975] 1 [2] [90:375:1] [-135:0:1]
+392640 dp 1 [0,1,0,-865,-6625] 0 [2] [-25:0:1]
+392640 dp 2 [0,1,0,-5665,157535] 0 [2] [49:0:1]
+392640 dq 1 [0,1,0,355,16275] 2 [2] [-5:120:1] [43:336:1] [-21:0:1]
+392640 dq 2 [0,1,0,-7825,250223] 2 [2] [-49:720:1] [23:288:1] [41:0:1]
+392640 dr 1 [0,1,0,-2345,-47025] 1 [] [810:23025:1]
+392640 ds 1 [0,1,0,-3545,39975] 2 [2] [-47:324:1] [85:600:1] [-65:0:1]
+392640 ds 2 [0,1,0,-48545,4098975] 2 [2] [453:-8676:1] [145:360:1] [129:0:1]
+392640 dt 1 [0,1,0,-505,4103] 1 [2] [1:60:1] [11:0:1]
+392640 dt 2 [0,1,0,95,13823] 1 [2] [13:132:1] [-23:0:1]
+392640 du 1 [0,1,0,-3583265,2609543775] 2 [2] [-710:69255:1] [775:-17280:1] [1095:0:1]
+392640 du 2 [0,1,0,-3663265,2486839775] 2 [2] [-1465:-68640:1] [725:-14580:1] [-2191:0:1]
+392640 dv 1 [0,1,0,-787865,268278375] 2 [2] [-782:20169:1] [433:2916:1] [-1025:0:1]
+392640 dv 2 [0,1,0,-12597665,17205893535] 2 [2] [8938:-786591:1] [2053:-324:1] [2049:0:1]
+392640 dw 1 [0,1,0,-341985,76859775] 2 [2] [-102:10521:1] [345:-240:1] [339:0:1]
+392640 dw 2 [0,1,0,-359265,68644863] 2 [2] [-37674:3544575:343] [-429:-12000:1] [-679:0:1]
+392640 dx 1 [0,1,0,-54545,4720143] 2 [2] [-134:3105:1] [181:-900:1] [-269:0:1]
+392640 dx 2 [0,1,0,-864545,309118143] 2 [2] [1066:-24495:1] [541:-180:1] [537:0:1]
+392640 dy 1 [0,1,0,-1985,53823] 1 [] [-17:288:1]
+392640 dz 1 [0,1,0,-5318442945,-149288869181025] 0 [2] [-42021:0:1]
+392640 dz 2 [0,1,0,-5212274625,-155534602810977] 0 [2] [84041:0:1]
+392640 ea 1 [0,1,0,-13345,-517057] 0 [2] [131:0:1]
+392640 ea 2 [0,1,0,-205345,-35883457] 0 [2] [-263:0:1]
+392640 eb 1 [0,1,0,-465,-3537] 0 [2] [-9:0:1]
+392640 eb 2 [0,1,0,735,-17697] 0 [2] [17:0:1]
+392640 ec 1 [0,1,0,-12985,-568825] 1 [2] [-70:45:1] [-61:0:1]
+392640 ec 2 [0,1,0,-3265,-1391137] 1 [2] [146:1125:1] [121:0:1]
+392640 ed 1 [0,1,0,-35,-117] 0 []
+392640 ee 1 [0,1,0,-425,-2025] 1 [2] [-17:24:1] [-5:0:1]
+392640 ee 2 [0,1,0,1375,-13185] 1 [2] [13:84:1] [9:0:1]
+392640 ef 1 [0,1,0,-6305,135903] 1 [2] [1:360:1] [-89:0:1]
+392640 ef 2 [0,1,0,-92705,10832223] 1 [2] [193:-408:1] [177:0:1]
+392640 eg 1 [0,1,0,-341345,82901535] 1 [2] [4923126828902594966313235010205:43399073712640656067961454329856:11742936944710850396012888875] [-681:0:1]
+392640 eg 2 [0,1,0,-5584225,5077269023] 1 [2,2] [61442520333307:-1279768724359200:60374691467] [-2729:0:1] [1361:0:1]
+392640 eg 3 [0,1,0,-89347425,325035940383] 1 [4] [120964570991210394191385012936:-3192631024259078209544746645:22162295149649482235355648] [5463:768:1]
+392640 eg 4 [0,1,0,-5707105,4842002975] 1 [2] [317049020:39598204125:778688] [-2735:0:1]
+392640 eh 1 [0,1,0,-550785,98457183] 2 [2] [-669:12960:1] [-237:14688:1] [627:0:1]
+392640 eh 2 [0,1,0,-3700065,-2668500225] 2 [2] [-401835:-2650320:343] [-966:2295:1] [-1255:0:1]
+392640 ei 1 [0,1,0,-1364374465,43737147164063] 0 []
+392640 ej 1 [0,1,0,-2705,-20625] 1 [2] [-35:180:1] [55:0:1]
+392640 ej 2 [0,1,0,-35105,-2541345] 1 [2] [-107:36:1] [-111:0:1]
+392640 ek 1 [0,1,0,-40545,-3013857] 0 [2] [231:0:1]
+392640 ek 2 [0,1,0,-640545,-197533857] 0 [2] [-463:0:1]
+392640 el 1 [0,1,0,-11905,453503] 1 [2] [-49:960:1] [47:0:1]
+392640 el 2 [0,1,0,14015,2179775] 1 [2] [5:1500:1] [-95:0:1]
+392640 em 1 [0,1,0,-1025,-6177] 1 [2] [-14:75:1] [-29:0:1]
+392640 em 2 [0,1,0,-8225,280383] 1 [2] [82:-405:1] [57:0:1]
+392640 en 1 [0,1,0,-4225,593375] 1 [2] [10:6135:8] [-101:0:1]
+392640 en 2 [0,1,0,-135105,18995103] 1 [2] [171:-960:1] [201:0:1]
+392640 eo 1 [0,1,0,-90683905,-332376756097] 0 [2] [-5449:0:1]
+392640 eo 2 [0,1,0,-82583905,-394161936097] 0 [2] [10897:0:1]
+392640 ep 1 [0,1,0,-605,-4077] 1 [2] [20461:143760:343] [27:0:1]
+392640 ep 2 [0,1,0,-8785,-319825] 1 [2] [-18655:-2400:343] [-55:0:1]
+392640 eq 1 [0,1,0,-43105,3422975] 1 [2] [-205:1920:1] [115:0:1]
+392640 eq 2 [0,1,0,-27105,6011775] 1 [2] [-195:1980:1] [-231:0:1]
+392640 er 1 [0,1,0,-11905,-504097] 0 []
+392640 es 1 [0,1,0,-515485,-142639867] 1 [] [836:3375:1]
+392640 et 1 [0,1,0,-4424225,3578857023] 1 [2] [946:15525:1] [-2429:0:1]
+392640 et 2 [0,1,0,-70779425,229173265983] 1 [2] [609770:-320367:125] [4857:0:1]
+392640 eu 1 [0,1,0,-12865,550175] 0 [2] [59:0:1]
+392640 eu 2 [0,1,0,-1345,1510943] 0 [2] [-119:0:1]
+392640 ev 1 [0,1,0,-1345,2975] 0 [2] [35:0:1]
+392640 ev 2 [0,1,0,-13345,-594625] 0 [2] [-71:0:1]
+392640 ew 1 [0,1,0,415,-57] 0 []
+392640 ex 1 [0,1,0,-585,5175] 0 [2] [15:0:1]
+392640 ex 2 [0,1,0,-1185,-7905] 0 [2] [-31:0:1]
+392640 ey 1 [0,1,0,-12065,429375] 1 [2] [-35:900:1] [-125:0:1]
+392640 ey 2 [0,1,0,-184865,30531135] 1 [2] [349:-2940:1] [249:0:1]
+392640 ez 1 [0,1,0,1145,7175] 1 [] [110:1215:1]
+392642 a 1 [1,0,1,-472952,106704966] 1 [2] [12146:1330430:1] [265:-133:1]
+392642 a 2 [1,0,1,837768,593244230] 1 [2] [-496:-7219:1] [-4242:2117:8]
+392642 b 1 [1,1,1,-10806,427955] 2 [] [57:7:1] [2019:4709:27]
+392643 a 1 [1,-1,1,-3713,-94102] 1 [] [214:2872:1]
+392643 b 1 [1,-1,1,-6179,188480] 1 [] [55:85:1]
+392643 c 1 [1,-1,0,-81,1458] 0 []
+392646 a 1 [1,0,1,-686010,218667742] 1 [] [392:2970:1]
+392646 b 1 [1,0,1,366037,-483267490] 0 []
+392646 c 1 [1,0,0,29976,1548864] 1 [4] [-42:486:1] [144:2904:1]
+392646 c 2 [1,0,0,-154344,13898304] 1 [2,2] [6102:-478746:1] [-432:216:1] [336:-168:1]
+392646 c 3 [1,0,0,-2180904,1239156480] 1 [2] [221516790:-17043515930:35937] [6910:-3455:8]
+392646 c 4 [1,0,0,-1076904,-420258432] 1 [2] [6134:-476122:1] [-5378:2689:8]
+392649 a 1 [1,1,0,-268789,-53732912] 0 [2] [-304:152:1]
+392649 a 2 [1,1,0,-307284,-37387935] 0 [2] [4854:-2427:8]
+392650 a 1 [1,0,1,34,-32] 2 [] [1:1:1] [192:544:27]
+392650 b 1 [1,1,1,862,-3969] 1 [] [9:63:1]
+392652 a 1 [0,0,0,-1479,20446] 1 [] [47:234:1]
+392652 b 1 [0,0,0,-185241,30686965] 0 []
+392652 c 1 [0,0,0,231,-1415] 0 []
+392652 d 1 [0,0,0,-112791951,-455471827002] 1 [] [33939187458089037275694:3567388450134182748043554:1836164050750227437]
+392652 e 1 [0,0,0,-2928,84580] 0 []
+392654 a 1 [1,0,1,-12304,524254] 0 []
+392654 b 1 [1,1,1,18424,965475] 0 []
+392654 c 1 [1,0,0,-39360,-3076096] 0 []
+392654 d 1 [1,-1,1,23949,-5908397] 0 []
+392656 a 1 [0,0,0,-33859,-2674622] 0 []
+392656 b 1 [0,1,0,-384440,91610452] 0 []
+392656 c 1 [0,-1,0,-2867864,2434443760] 1 [] [5708:414736:1]
+392656 d 1 [0,-1,0,-45798,-3900785] 1 [] [1593:62953:1]
+392656 e 1 [0,0,0,-119,514] 2 [] [6:4:1] [10:18:1]
+392656 f 1 [0,0,0,43297381,-1057538330806] 1 [] [11146:899866:1]
+392656 g 1 [0,0,0,-38159764,-90731225025] 0 [2] [7133:0:1]
+392656 g 2 [0,0,0,-610556279,-5806797303118] 0 [2] [-14266:0:1]
+392656 h 1 [0,1,0,-723,7952] 0 []
+392656 i 1 [0,1,0,34088,361492] 1 [] [799698:137633104:27]
+392656 j 1 [0,-1,0,248,-1296] 1 [] [153:1896:1]
+392656 k 1 [0,-1,0,1100,-4356] 0 []
+392656 l 1 [0,-1,0,-32040,-2198416] 1 [] [85378435997664234093943305395:7107930184027187206759802892288:12308452963464487651688971]
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+392700 bi 1 [0,1,0,-51833,39764088] 1 [2] [-17:6375:1] [-392:0:1]
+392700 bi 2 [0,1,0,-2093708,1158711588] 1 [2] [664:-7854:1] [783:0:1]
+392700 bj 1 [0,1,0,-28938,-1908567] 0 []
+392700 bk 1 [0,1,0,-91833,-10590912] 0 [2] [-192:0:1]
+392700 bk 2 [0,1,0,-183708,14031588] 0 [2] [383:0:1]
+392700 bl 1 [0,1,0,1046667,-366384537] 0 []
+392700 bm 1 [0,1,0,-15436433,23338493388] 1 [2] [2248:1650:1] [2268:0:1]
+392700 bm 2 [0,1,0,-15434308,23345242388] 1 [2] [18154:27225:8] [-4537:0:1]
+392700 bn 1 [0,1,0,-43769033,-65812902312] 0 [2] [-5672:0:1]
+392700 bn 2 [0,1,0,-307440908,2027741785188] 0 [2] [11343:0:1]
+392700 bo 1 [0,1,0,-77133,68248863] 0 []
+392700 bp 1 [0,1,0,-12033,-498312] 2 [2] [-63:117:1] [-57:75:1] [-72:0:1]
+392700 bp 2 [0,1,0,-28908,1189188] 2 [2] [-132:1650:1] [228:2550:1] [143:0:1]
+392700 bq 1 [0,1,0,-190433,-32049612] 0 [2] [-252:0:1]
+392700 bq 2 [0,1,0,-188308,-32797612] 0 [2] [503:0:1]
+392700 br 1 [0,1,0,-49453,4224143] 1 [] [269:3234:1]
+392700 bs 1 [0,1,0,-558,5313] 1 [] [14:21:1]
+392700 bt 1 [0,1,0,-65132033,-216035707812] 1 [2] [87148:25612200:1] [9388:0:1]
+392700 bt 2 [0,1,0,-1061583908,-13313399152812] 1 [2] [-1205468:-378675:64] [-18777:0:1]
+392700 bu 1 [0,1,0,-5191158,10460913813] 1 [] [609:86751:1]
+392700 bv 1 [0,1,0,-17633,733488] 1 [2] [3:825:1] [48:0:1]
+392700 bv 2 [0,1,0,35492,4345988] 1 [2] [6456:139150:27] [-97:0:1]
+392700 bw 1 [0,1,0,182,-1267] 1 [] [29:171:1]
+392700 bx 1 [0,1,0,307,-3057] 1 [] [33:210:1]
+392700 by 1 [0,1,0,-3162633,-2165797512] 1 [2] [-1023:153:1] [-1032:0:1]
+392700 by 2 [0,1,0,-3314508,-1946490012] 1 [2] [-1116:19074:1] [2063:0:1]
+392700 bz 1 [0,1,0,-89033,-6192312] 1 [2] [6943:578025:1] [328:0:1]
+392700 bz 2 [0,1,0,-1260908,-545254812] 1 [2] [-219996:63750:343] [-657:0:1]
+392700 ca 1 [0,1,0,-85533,9599688] 0 [2] [168:0:1]
+392700 ca 2 [0,1,0,-82908,10219188] 0 [2] [-337:0:1]
+392700 cb 1 [0,1,0,-741718,-1024841647] 0 []
+392700 cc 1 [0,1,0,130867,-12205512] 1 [2] [1408132:208902375:64] [88:0:1]
+392700 cc 2 [0,1,0,-640508,-107856012] 1 [2] [176072820:26104408011:8000] [-177:0:1]
+392700 cd 1 [0,1,0,-14033,545688] 1 [2] [223:2925:1] [88:0:1]
+392700 cd 2 [0,1,0,-60908,-5266812] 1 [2] [-3624:19250:27] [-177:0:1]
+392700 ce 1 [0,1,0,-3010708,-2027712412] 0 [3] [3008:127050:1]
+392700 ce 2 [0,1,0,-244405708,-1470751122412] 0 []
+392700 cf 1 [0,1,0,26642,25630913] 1 [] [794:23409:1]
+392700 cg 1 [0,1,0,446042,19859213] 0 []
+392702 a 1 [1,1,0,-2326,41708] 2 [] [-13:271:1] [86:1033:8]
+392702 b 1 [1,1,1,-2312,-39543] 3 [] [-23:57:1] [69:333:1] [253:3829:1]
+392702 c 1 [1,1,1,-889982,-322304325] 1 [] [-569:813:1]
+392702 d 1 [1,1,1,-8506,298407] 1 [] [51:-3:1]
+392702 e 1 [1,0,0,-14789,690497] 2 [] [880:95309:125] [134:991:1]
+392706 a 1 [1,-1,0,-3060,65488] 1 [] [29:8:1]
+392706 b 1 [1,-1,1,-3605,78185] 1 [2] [24030:1304555:8] [27:-14:1]
+392706 b 2 [1,-1,1,3685,349373] 1 [2] [8240946:447537341:2744] [-426:209:8]
+392706 c 1 [1,-1,1,-4109,-100335] 0 [2] [-37:18:1]
+392706 c 2 [1,-1,1,-4379,-86187] 0 [2] [598:-303:8]
+392708 a 1 [0,-1,0,-8934,344621] 2 [] [455:9501:1] [1535:60009:1]
+392709 a 1 [1,1,0,-22439,-1303578] 1 [] [4806:330654:1]
+392710 a 1 [1,0,1,-354,-2764] 0 []
+392711 a 1 [1,1,0,-33348,-2525279] 1 [] [9790421854080:293919568394213:10119744747]
+392713 a 1 [1,-1,0,-281,-1932] 0 []
+392714 a 1 [1,1,1,-53928,-4841303] 1 [] [-133:89:1]
+392717 a 1 [1,-1,0,-6262,192303] 1 [2] [206:1643:8] [46:-23:1]
+392717 a 2 [1,-1,0,-6347,186880] 1 [2] [145278:1147427:5832] [-730:365:8]
+392718 a 1 [1,1,0,-650151,-203218251] 0 []
+392718 b 1 [1,1,0,-160,-596] 1 [2] [-5:13:1] [-4:2:1]
+392718 b 2 [1,1,0,450,-3402] 1 [2] [117:1233:1] [54:-27:8]
+392718 c 1 [1,1,0,-977319,-328752027] 1 [2] [-247109254929675:3094295333217651:479129640625] [1126:-563:1]
+392718 c 2 [1,1,0,-15122939,-22642053015] 1 [2,2] [-57481574803853380396775:20839236367719957342583:25673027693031265625] [-18026:9013:8] [-2238:1119:1]
+392718 c 3 [1,1,0,-14609929,-24248902937] 1 [2] [65736818414159416652066695653737520599992475:-20983382352027540431428864304531958391529674027:646276404801096750523425433265235640625] [35798:-17899:8]
+392718 c 4 [1,1,0,-241965869,-1448803553925] 1 [2] [-166006121340643338833594878657726482704763825:83014282739532609604703150965087540822797369:18483636465887650363207934611495771765625] [-71850:35925:8]
+392718 d 1 [1,0,1,-443,-3598] 1 [2] [-12:10:1] [-13:6:1]
+392718 d 2 [1,0,1,-733,1622] 1 [2] [-20:101:1] [206:-107:8]
+392718 e 1 [1,0,1,6857,378122] 2 [] [4233:60104:27] [276:4690:1]
+392718 f 1 [1,0,1,-5800,306470] 2 [3] [-586:4951:8] [-27:679:1] [10:494:1]
+392718 f 2 [1,0,1,49145,-5899318] 2 [] [1622:27367:8] [295:-6004:1]
+392718 g 1 [1,0,1,-301811,-35489158] 1 [2] [-303:5458:1] [-477:238:1]
+392718 g 2 [1,0,1,-2204501,1234746686] 1 [2] [1884:-62339:1] [7630:-3819:8]
+392718 h 1 [1,0,1,109,650] 1 [] [21:100:1]
+392718 i 1 [1,0,1,-101752,-21509818] 1 [] [136871955:1479224713:300763]
+392718 j 1 [1,1,1,239,-7573] 1 [] [1012:865:64]
+392718 k 1 [1,0,0,-1428300,-657278064] 1 [] [1836:53028:1]
+392718 l 1 [1,0,0,23,-679] 1 [] [10:19:1]
+392718 m 1 [1,0,0,162191,12274793] 1 [] [586:17275:1]
+392718 n 1 [1,0,0,-46936,11278352] 2 [] [-238:3116:1] [32:3116:1]
+392718 o 1 [1,0,0,-107753,-14694375] 0 [3] [574:10327:1]
+392718 o 2 [1,0,0,-8917373,-10250262819] 0 []
+392718 p 1 [1,0,0,-11183,447801] 1 [2] [52:61:1] [-122:61:1]
+392718 p 2 [1,0,0,-178223,28944825] 1 [2] [244:-131:1] [1950:-975:8]
+392718 q 1 [1,0,0,-236280,44195904] 1 [] [240:1032:1]
+392720 a 1 [0,-1,0,-7840,268032] 0 [2] [48:0:1]
+392720 a 2 [0,-1,0,-2720,608000] 0 [2] [-95:0:1]
+392721 a 1 [1,1,1,-4060,59768] 1 [] [332:5787:1]
+392724 a 1 [0,0,0,-7911,-270594] 0 []
+392724 b 1 [0,0,0,-33456,-2351675] 1 [2] [3868357411213:19112893329312:17394111071] [-109:0:1]
+392724 b 2 [0,0,0,-44391,-682994] 1 [2] [-5623345808:-84710861343:49836032] [218:0:1]
+392724 c 1 [0,0,0,-2271,-46010] 1 [] [119:1170:1]
+392724 d 1 [0,0,0,-879,10022] 0 []
+392724 e 1 [0,0,0,-2343,-43490] 0 []
+392725 a 1 [0,-1,1,-1937008,1038343918] 0 []
+392725 b 1 [1,-1,1,-12480,260022] 1 [] [404:7610:1]
+392725 c 1 [1,1,1,-29938,3906] 2 [] [-1500:33799:27] [200:1337:1]
+392725 d 1 [1,1,1,-288,-1844] 1 [] [-10:17:1]
+392725 e 1 [1,-1,1,-4794055,-4038998928] 1 [] [98055205349698895:47061594762708043699:424750257413]
+392725 f 1 [0,0,1,8000,311406] 1 [] [49406:1862295:2744]
+392725 g 1 [0,0,1,320,2491] 0 []
+392725 h 1 [1,-1,0,-191762,-32273639] 0 []
+392725 i 1 [0,1,1,-458,-5381] 1 [] [4278576:21016279:110592]
+392730 a 1 [1,1,0,-6712318,6690791188] 1 [] [1599:6223:1]
+392730 b 1 [1,1,0,-669038,189664692] 1 [2] [-436:20186:1] [588:-294:1]
+392730 b 2 [1,1,0,-2517358,-1333720652] 1 [2,2] [-797:13327:1] [-9418:4709:8] [-628:314:1]
+392730 b 3 [1,1,0,4161522,-7199113068] 1 [2] [7107:614031:1] [10038:-5019:8]
+392730 b 4 [1,1,0,-38769358,-92928023852] 1 [2] [-17610861:4249951:4913] [-28874:14437:8]
+392730 c 1 [1,1,0,66532,4677072] 1 [] [2198:51841:8]
+392730 d 1 [1,1,0,201397,154557] 1 [] [60436:2027279:64]
+392730 e 1 [1,1,0,-2378,-228492] 1 [] [217:2979:1]
+392730 f 1 [1,1,0,162,-108] 1 [] [1:7:1]
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+392730 g 2 [1,1,0,-14565453,17243816157] 1 [2] [13422:2710289:27] [10838:-5419:8]
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+392730 i 1 [1,1,0,-85243,-9628187] 0 []
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+392730 l 1 [1,1,0,-1635937032,25575748064064] 0 []
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+392730 o 2 [1,1,0,-38687,-2807571] 0 [2] [-746:373:8]
+392730 p 1 [1,1,0,-93502,-11047976] 0 []
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+392730 z 1 [1,0,1,-239214,53093536] 1 [] [629:11997:1]
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+392730 bc 1 [1,0,1,122,22616] 0 []
+392730 bd 1 [1,0,1,-502893,649095508] 1 [2] [374:22470:1] [-1057:528:1]
+392730 bd 2 [1,0,1,-14744523,21721011256] 1 [2] [63840:-271096:27] [16910:-8459:8]
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+392730 bf 1 [1,0,1,-2624393,-1781383642] 0 []
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+392730 bg 2 [1,0,1,-773193,-261703892] 0 [2] [-4018:2005:8]
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+392730 bh 4 [1,1,1,-10726,-2200927] 1 [2] [21268:-367409:64] [1254:-631:8]
+392730 bi 1 [1,1,1,-2083016,1162308809] 1 [] [-241:40745:1]
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+392730 bj 2 [1,1,1,-3565586,-1830021217] 1 [2] [3859:-206617:1] [-4506:2249:8]
+392730 bk 1 [1,1,1,2982069,-4852221447] 0 []
+392730 bl 1 [1,1,1,1181394000,18353143306185] 0 []
+392730 bm 1 [1,1,1,-1853306475,30708461399385] 0 []
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+392730 bo 1 [1,1,1,95,377] 0 []
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+392730 bq 2 [1,1,1,-1301645,-61400005] 1 [2] [32533:-5880712:1] [-378:185:8]
+392730 br 1 [1,1,1,-923410,-341940193] 1 [] [5985:453691:1]
+392730 bs 1 [1,1,1,410,-2653] 1 [] [7:21:1]
+392730 bt 1 [1,0,0,-1765510431,-28553423335839] 0 []
+392730 bu 1 [1,0,0,101454984,-325386362304] 2 [] [6536:782192:1] [16416:2392632:1]
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+392730 bw 2 [1,0,0,33144,27336] 1 [] [86:1832:1]
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+392730 bx 2 [1,0,0,-64585496,199773975576] 1 [2] [46:-443648:1] [37118:-18559:8]
+392730 by 1 [1,0,0,-43843558726,3554065211854466] 1 [] [2326249501142:132429582129935:20570824]
+392730 bz 1 [1,0,0,-141,921] 0 []
+392730 ca 1 [1,0,0,-10216,-545920] 1 [] [194:2090:1]
+392730 cb 1 [1,0,0,-6896766,-6672627900] 1 [6] [-1594:17270:1] [-1632:16206:1]
+392730 cb 2 [1,0,0,4077634,-25906361340] 1 [6] [130242:8725970:27] [16456:2112514:1]
+392730 cb 3 [1,0,0,-551949006,-4991149162764] 1 [2] [-56606438546:28257836158:4173281] [-13564:6782:1]
+392730 cb 4 [1,0,0,-551901506,-4992051159264] 1 [2] [79603338760008:-66910055393848484:112678587] [217022:-108511:8]
+392730 cc 1 [1,0,0,36185,-7348933] 0 []
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+392730 cd 8 [1,0,0,-4437482710,-113771404487860] 0 [2] [-309442:154721:8]
+392730 ce 1 [1,0,0,-90935,12861225] 1 [] [670:-16235:1]
+392730 cf 1 [1,0,0,11375,769457] 1 [] [104:-1807:1]
+392730 cg 1 [1,0,0,-55170,4630212] 0 [4] [324:4398:1]
+392730 cg 2 [1,0,0,-183170,-24784188] 0 [2,2] [-2626:1313:8] [-156:78:1]
+392730 cg 3 [1,0,0,368030,-145056028] 0 [2] [2494:-1247:8]
+392730 cg 4 [1,0,0,-2782370,-1786521948] 0 [2] [-7746:3873:8]
+392733 a 1 [0,0,1,-990927,379220258] 0 []
+392733 b 1 [0,0,1,-151662,16833793] 1 [] [9687:79181:27]
+392733 c 1 [1,-1,0,-1143,-14594] 1 [] [54:254:1]
+392733 d 1 [0,0,1,-110103,-14045195] 1 [] [173397929666:1182032272929:428661064]
+392734 a 1 [1,0,0,-122,-5660] 1 [2] [220:3150:1] [20:-10:1]
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+392768 br 4 [0,0,0,-15884,48836080] 1 [2] [-755079:8131525:2197] [-380:0:1]
+392768 bs 1 [0,0,0,-2017268,964649760] 0 [2] [570:0:1]
+392768 bs 2 [0,0,0,3195572,5124496080] 0 [2] [-1140:0:1]
+392768 bt 1 [0,0,0,-2017268,-964649760] 0 [2] [-570:0:1]
+392768 bt 2 [0,0,0,3195572,-5124496080] 0 [2] [1140:0:1]
+392768 bu 1 [0,1,0,-23157909,42886340915] 1 [] [3738218:3719383:1331]
+392768 bv 1 [0,1,0,-1697,28607] 2 [] [579:1360:27] [29:68:1]
+392768 bw 1 [0,1,0,-612737,199891583] 0 []
+392768 bx 1 [0,1,0,15403,-181837] 0 []
+392768 by 1 [0,1,0,-36581,-14685373] 0 []
+392768 bz 1 [0,1,0,-101,-2173] 1 [] [11990866:376600805:12167]
+392768 ca 1 [0,1,0,10349,808747] 0 []
+392768 cb 1 [0,-1,0,-9145,-322119] 1 [2] [279:4332:1] [-63:0:1]
+392768 cb 2 [0,-1,0,-23585,963041] 1 [2] [7761:114076:27] [127:0:1]
+392768 cc 1 [0,-1,0,-5568545,5034573761] 1 [2] [19165:2633856:1] [-2723:0:1]
+392768 cc 2 [0,-1,0,-88973985,323059516481] 1 [2] [538032:68638013:27] [5447:0:1]
+392768 cd 1 [0,-1,0,-81345,-5968159] 0 [2] [317:0:1]
+392768 cd 2 [0,-1,0,-1178785,-492134079] 0 [2] [-633:0:1]
+392768 ce 1 [0,-1,0,-1779489,157677473] 0 [2] [89:0:1]
+392768 ce 2 [0,-1,0,7000031,1244582049] 0 [2] [-177:0:1]
+392768 cf 1 [0,-1,0,-1564,-50286] 0 [2] [51:0:1]
+392768 cf 2 [0,-1,0,-32249,-2216647] 0 [2] [-101:0:1]
+392768 cg 1 [0,-1,0,-3535393,1819421121] 0 [2] [1533:0:1]
+392768 cg 2 [0,-1,0,-21094433,-35851743295] 0 [2] [-3065:0:1]
+392768 cg 3 [0,-1,0,-105655073,-417862613311] 0 [2] [11869:0:1]
+392768 cg 4 [0,-1,0,-1690358433,-26748976702399] 0 [2] [-23737:0:1]
+392768 ch 1 [0,-1,0,-26473,-96855] 1 [2] [-2895:33040:27] [165:0:1]
+392768 ch 2 [0,-1,0,-300833,-63254527] 1 [2] [-357466305:367656848:1157625] [-329:0:1]
+392768 ci 1 [0,-1,0,-12033,373889] 2 [2] [-3183:10108:27] [431:8664:1] [89:0:1]
+392768 ci 2 [0,-1,0,-69793,-6776799] 2 [2] [-1608873:2531332:9261] [12549:210824:27] [-177:0:1]
+392768 cj 1 [0,-1,0,-69793,4417089] 1 [2] [9665109861:712998127104:1771561] [-291:0:1]
+392768 cj 2 [0,-1,0,-993953,381659201] 1 [2] [7820030201734344:570295242001967489:1424967491277] [583:0:1]
+392768 cj 3 [0,-1,0,-2380193,-1412412607] 1 [2] [18622374980240824745129243:1326224771627988514433863296:3356742546237502958327] [-899:0:1]
+392768 cj 4 [0,-1,0,-2611233,-1121440831] 1 [2] [270134421036948774486549741616321190555494616520:19191906791240939485696706067140213894901804870929:48629762685000831907855834462262523908411037] [1799:0:1]
+392768 ck 1 [0,-1,0,-29665,2011233] 1 [] [-141:1836:1]
+392768 cl 1 [0,-1,0,-10709185,13730792289] 1 [] [-145746973680:2319009599307:39651821]
+392768 cm 1 [0,-1,0,963,-782755] 1 [2] [5193940502007609669944:113240121295328353583685:10871527904586767872] [89:0:1]
+392768 cm 2 [0,-1,0,-121777,-15977967] 1 [2] [-10578026691:-26778401344:50243409] [-177:0:1]
+392768 cn 1 [0,-1,0,-6257,79313] 0 [2] [13:0:1]
+392768 cn 2 [0,-1,0,22623,581825] 0 [2] [-25:0:1]
+392768 co 1 [0,0,0,-3610,96026] 1 [] [136681839:3177203959:250047]
+392768 cp 1 [0,0,0,41876,-906832] 1 [] [64701:1365569:729]
+392768 cq 1 [0,0,0,15117236,-6219960688] 1 [] [11293078518235981938336818388:679631059381575940644775534856:24832144477408144988579103]
+392768 cr 1 [0,0,0,-66424,-15213262] 0 []
+392768 cs 1 [0,0,0,-5548,-828400] 1 [] [4800:52660:27]
+392768 ct 1 [0,0,0,-2002828,-5681995600] 0 []
+392770 a 1 [1,-1,0,-610,4300] 1 [] [-7:94:1]
+392770 b 1 [1,-1,0,31961,-725555] 2 [] [551:13287:1] [1426:-54963:1]
+392770 c 1 [1,0,1,-7270509,7619198696] 1 [2] [-229:96406:1] [-3117:1558:1]
+392770 c 2 [1,0,1,-116645509,484887948696] 1 [2] [50382414:-1096954371:6859] [49870:-24939:8]
+392770 d 1 [1,1,0,-182,1876] 2 [] [12:34:1] [92:834:1]
+392770 e 1 [1,-1,0,-43400,-3469210] 1 [] [315361004:5080783647:778688]
+392770 f 1 [1,0,1,-5428,153448] 1 [3] [8:328:1] [44:-5:1]
+392770 f 2 [1,0,1,-9453,-103872] 1 [] [-72:488:1]
+392770 g 1 [1,-1,1,-222,-1179] 1 [] [-9:9:1]
+392770 h 1 [1,0,0,-15061,-717855] 2 [] [146:375:1] [274:3831:1]
+392770 i 1 [1,-1,1,10953,-32881] 1 [2] [7:206:1] [3:-2:1]
+392770 i 2 [1,-1,1,-43927,-230449] 1 [2] [-199:874:1] [-42:17:8]
+392770 j 1 [1,0,0,-5228026,-4601454620] 1 [] [-810998940:456293854:614125]
+392770 k 1 [1,0,0,-27564349680,1738369822918400] 0 [3] [126280:16407720:1]
+392770 k 2 [1,0,0,-230320636280,-41703458564834920] 0 []
+392770 l 1 [1,1,1,-511510,-135397613] 1 [2] [1537:51311:1] [-479:239:1]
+392770 l 2 [1,1,1,-1389590,452564755] 1 [2] [-787:-32157:1] [7654:-3831:8]
+392775 a 1 [0,-1,1,-808,9018] 1 [] [22:37:1]
+392775 b 1 [0,1,1,-3383,-69481] 1 [] [-33:85:1]
+392777 a 1 [0,0,1,-122,871] 1 [] [13:-39:1]
+392777 b 1 [1,0,1,-25768,1578339] 2 [] [6772:9273:64] [213:2294:1]
+392777 c 1 [1,-1,0,-4591129466,119737873040401] 1 [] [312270:79163:8]
+392778 a 1 [1,-1,0,-693,-26163] 1 [] [101079207:351973953:2248091]
+392778 b 1 [1,-1,1,-638807,-196358673] 1 [] [568365:19398378:343]
+392779 a 1 [0,0,1,-956,-5920] 1 [] [110:1104:1]
+392780 a 1 [0,0,0,-28,-83] 1 [] [7:8:1]
+392780 b 1 [0,0,0,-382388,-91013223] 1 [2] [-197572223102:338832625:553387661] [-357:0:1]
+392780 b 2 [0,0,0,-382183,-91115682] 1 [2] [1525772360345423875:50493721988466237906:1080835275390625] [714:0:1]
+392780 c 1 [0,0,0,232,-732] 1 [] [68:574:1]
+392782 a 1 [1,0,1,-16,154] 2 [] [-4:14:1] [-1:13:1]
+392782 b 1 [1,1,1,6040491,-1608793925] 2 [] [1451:-101788:1] [1555:106680:1]
+392782 c 1 [1,0,0,912,78080] 2 [] [-32:144:1] [160:2000:1]
+392782 d 1 [1,0,0,-646,-7532] 1 [] [372:6974:1]
+392784 a 1 [0,-1,0,441768,35791344] 0 []
+392784 b 1 [0,-1,0,-2796152,1792006224] 1 [] [-1262:57526:1]
+392784 c 1 [0,-1,0,-22752,2098944] 2 [] [-16:1568:1] [33:1176:1]
+392784 d 1 [0,-1,0,-238352,44869056] 2 [] [280:64:1] [375496:3648:1331]
+392784 e 1 [0,-1,0,-5504,459600] 2 [2] [-82:594:1] [-44:784:1] [-100:0:1]
+392784 e 2 [0,-1,0,-128984,17845584] 2 [2] [1290:-44682:1] [194:-294:1] [201:0:1]
+392784 f 1 [0,-1,0,-67304064,225438363648] 1 [2] [-5118:660162:1] [-9536:0:1]
+392784 f 2 [0,-1,0,-1094908544,13945191297024] 1 [2,2] [4298374942:-653146626978:103823] [-38208:0:1] [19073:0:1]
+392784 f 3 [0,-1,0,-17518516864,892476847550464] 1 [2] [7076027882853079299934:-259409849220291266751330:85602277960214959] [76417:0:1]
+392784 f 4 [0,-1,0,-1112971904,13461281107968] 1 [2] [2270883648:-238415698304:185193] [-38271:0:1]
+392784 g 1 [0,-1,0,-60629,64636125] 0 []
+392784 h 1 [0,-1,0,-348504,-81168912] 1 [2] [978:22638:1] [684:0:1]
+392784 h 2 [0,-1,0,-5616984,-5122050576] 1 [2] [4562:-253330:1] [-1367:0:1]
+392784 i 1 [0,-1,0,-247319,-47238666] 0 [2] [-282:0:1]
+392784 i 2 [0,-1,0,-206404,-63424640] 0 [2] [565:0:1]
+392784 j 1 [0,-1,0,-5749,-177155] 0 []
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+392784 k 2 [0,-1,0,-13064,465648] 2 [2] [-78:1002:1] [98:-342:1] [89:0:1]
+392784 l 1 [0,-1,0,96,2304] 1 [] [0:48:1]
+392784 m 1 [0,-1,0,-172776,27703152] 1 [] [202:1002:1]
+392784 n 1 [0,-1,0,7824,-737568] 0 []
+392784 o 1 [0,-1,0,-277404696,-1775819982096] 1 [] [-399817112969692:548384128065536:42838260499]
+392784 p 1 [0,-1,0,-51221,-2781603] 1 [] [-1083677546:12132198289:13481272]
+392784 q 1 [0,-1,0,-670336,-211022048] 1 [] [3169:171696:1]
+392784 r 1 [0,-1,0,-1388,-215424] 0 [2] [68:0:1]
+392784 r 2 [0,-1,0,-63128,-6043680] 0 [2] [-135:0:1]
+392784 s 1 [0,-1,0,-5553,188973] 1 [] [44:167:1]
+392784 t 1 [0,-1,0,17232,-751680] 2 [2] [138:-2058:1] [378:7722:1] [40:0:1]
+392784 t 2 [0,-1,0,-92528,-6810432] 2 [2] [-758:-8379:8] [973154:13705362:2197] [-79:0:1]
+392784 u 1 [0,-1,0,-39608,-3741072] 0 [2] [236:0:1]
+392784 u 2 [0,-1,0,-674648,-213050256] 0 [2] [-471:0:1]
+392784 v 1 [0,-1,0,103472,-14474816] 1 [] [181:3186:1]
+392784 w 1 [0,-1,0,-353030120,-2552911750416] 2 [] [-86662:57281:8] [-1351380:484968:125]
+392784 x 1 [0,-1,0,-110560,20363008] 2 [] [-16:4704:1] [229:2646:1]
+392784 y 1 [0,-1,0,-272785,32750509] 0 []
+392784 z 1 [0,-1,0,959600,283194304] 0 []
+392784 ba 1 [0,-1,0,-296760,-60452496] 0 []
+392784 bb 1 [0,-1,0,-7462338200,248104011147504] 0 []
+392784 bc 1 [0,-1,0,-105072,13148640] 0 []
+392784 bd 1 [0,-1,0,1168928,-1048686848] 1 [2] [467895106:17809041186:389017] [656:0:1]
+392784 bd 2 [0,-1,0,-11124192,-12328853760] 1 [2,2] [3898735894221917070:-226231484604135043410:684054006111631] [-2480:0:1] [-1311:0:1]
+392784 bd 3 [0,-1,0,-47784032,114983438592] 1 [2] [182081414913568:-3529167909141168:34359822251] [4961:0:1]
+392784 bd 4 [0,-1,0,-171154272,-861768518400] 1 [2] [15739866315058383816309856227442982:1805522298711960785431725152359554630:700206891223846521966887841371] [-7583:0:1]
+392784 be 1 [0,-1,0,-56709,-3954663] 1 [] [375199:2053442:1331]
+392784 be 2 [0,-1,0,-1538469,734702697] 1 [] [2009:75818:1]
+392784 bf 1 [0,-1,0,-44424,3551472] 1 [] [404:7168:1]
+392784 bg 1 [0,-1,0,-44704,-2324384] 0 []
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+392784 bi 2 [0,-1,0,-9816,-213072] 0 [2] [-23:0:1]
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+392784 bj 2 [0,-1,0,-14749016,21806731248] 0 [2] [2217:0:1]
+392784 bk 1 [0,-1,0,-1932576,1070546688] 0 []
+392784 bl 1 [0,-1,0,-9507976,15723832048] 1 [] [13466:535815:8]
+392784 bm 1 [0,1,0,-39440,-3132396] 0 []
+392784 bn 1 [0,1,0,-2176792,-1213801324] 1 [] [-778:3072:1]
+392784 bo 1 [0,1,0,-1157,11199] 2 [] [-17:162:1] [10:27:1]
+392784 bo 2 [0,1,0,-31397,-2150961] 2 [] [-101:-6:1] [-102:27:1]
+392784 bp 1 [0,1,0,-912,6516] 2 [] [-12:126:1] [30:84:1]
+392784 bq 1 [0,1,0,-14177,633051] 0 []
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+392784 br 2 [0,1,0,-458264,119237796] 1 [2,2] [3194:-2205:8] [-782:0:1] [387:0:1]
+392784 br 3 [0,1,0,-7331984,7639087476] 1 [2] [42202470:-109907:27000] [1563:0:1]
+392784 br 4 [0,1,0,-499424,96501012] 1 [2] [15738:656355:8] [-789:0:1]
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+392784 bs 2 [0,1,0,26836,3085452] 0 [2] [-89:0:1]
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+392784 bt 2 [0,1,0,-19224,-949404] 0 [2] [-61:0:1]
+392784 bu 1 [0,1,0,-5148544,-4499686444] 1 [] [84524:24564870:1]
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+392784 bv 2 [0,1,0,-97624,-11741164] 1 [2] [360610:-279741:1000] [-173:0:1]
+392784 bw 1 [0,1,0,-65516596616,6301182379799796] 0 []
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+392784 bz 1 [0,1,0,19584,-820044] 1 [] [90:1296:1]
+392784 ca 1 [0,1,0,-13366481,-11206691637] 1 [] [-10342:500499:8]
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+392784 cb 2 [0,1,0,-2148568,-1212902860] 1 [2] [336241252:20325816834:79507] [-845:0:1]
+392784 cc 1 [0,1,0,-8248,-329260] 1 [] [142:1176:1]
+392784 cd 1 [0,1,0,-272113,-64273525] 0 []
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+392784 cf 2 [0,1,0,-16088,685236] 2 [2] [100:294:1] [530:-98196:125] [51:0:1]
+392784 cg 1 [0,1,0,1307,43679] 1 [] [23:294:1]
+392784 ch 1 [0,1,0,2112,42804] 1 [] [-12:126:1]
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+392784 ci 2 [0,1,0,-251288,-48549180] 1 [2] [9578:-295911:8] [-285:0:1]
+392784 cj 1 [0,1,0,-18440,920436] 1 [] [-26:1176:1]
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+392784 cn 1 [0,1,0,-13680,611316] 0 []
+392784 co 1 [0,1,0,-14520,-678924] 0 []
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+392784 cs 1 [0,1,0,4688,-799660] 0 []
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+392784 ct 4 [0,1,0,-3221472,-2093671980] 1 [2] [1657395:-189010542:125] [-1237:0:1]
+392784 cu 1 [0,1,0,-11384,346548] 1 [] [12:15778:27]
+392784 cv 1 [0,1,0,-11679264,-15366727692] 1 [] [15192923562:383066028352:3581577]
+392784 cw 1 [0,1,0,-464,-6252] 1 [] [822:2528:27]
+392784 cx 1 [0,1,0,-213264,37832724] 0 []
+392784 cx 2 [0,1,0,-471984,-70048812] 0 []
+392784 cy 1 [0,1,0,-21184,1820468] 0 []
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+392784 db 1 [0,1,0,-62001,6002667] 0 []
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+392784 dc 2 [0,1,0,-1577816,762305172] 0 [2] [723:0:1]
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+392787 a 1 [0,0,1,-14205,-1972170] 1 [] [1275:45305:1]
+392787 b 1 [1,-1,1,-6302390,6093124688] 1 [] [4695:9563528:125]
+392787 c 1 [1,-1,1,-542,-4508] 2 [] [-14:20:1] [-6520:10267:512]
+392787 d 1 [1,-1,1,-437,-3108] 1 [] [-10:18:1]
+392787 e 1 [0,0,1,-4278,-107699] 1 [] [77711312777854990605970:3195231147638492060153221:45896939674356653000]
+392787 f 1 [1,-1,0,-60,187] 1 [] [6:1:1]
+392787 g 1 [1,-1,0,50868,-16172865] 1 [] [247413817710:162625346043255:571787]
+392787 h 1 [1,-1,0,-14031,-636170] 0 []
+392787 i 1 [1,-1,0,-8208,-281637] 1 [] [287280802:4183319735:1092727]
+392787 j 1 [1,-1,0,-158058,24226047] 1 [] [34970:152287:125]
+392787 k 1 [1,-1,0,-828,8347] 0 []
+392787 l 1 [1,-1,0,-7065,1796908] 1 [] [1891790:81250313:1000]
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+393198 bb 1 [1,1,1,1741,-30031] 1 [] [207:2938:1]
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+393198 bf 1 [1,0,0,11563949,18564792737] 1 [] [14336:1762223:1]
+393198 bg 1 [1,0,0,-5146,4622174] 1 [] [-13025586:29973607:74088]
+393200 a 1 [0,0,0,-175,-3875] 2 [] [20:25:1] [36:191:1]
+393200 b 1 [0,1,0,107,-957] 1 [] [14:59:1]
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+393200 d 1 [0,-1,0,-12508,-534613] 1 [] [5119008248:145214176925:6229504]
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+393200 g 1 [0,0,0,-10405547075,-380384012322750] 1 [] [3924345770229397007970356425337832501694773165985:52191672667425839329400067316611967580329827470307200:22187032590325130215678223508524777333441]
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+393204 b 1 [0,-1,0,-184756,-30917768] 0 []
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+393204 d 1 [0,1,0,-40804,19684244] 0 []
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+393206 a 1 [1,1,0,-1385522,-628300960] 1 [2] [1524078:53880274:729] [-680:340:1]
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+393206 b 2 [1,-1,1,-2250,-37207] 1 [2] [-21:31:1] [-266:129:8]
+393208 a 1 [0,-1,0,-248,-2399] 0 []
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+393210 c 1 [1,-1,0,-4419600,3593643776] 0 []
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+393210 j 1 [1,-1,0,-960255,-361946799] 0 []
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+393210 s 1 [1,-1,0,546,12308] 1 [] [43:316:1]
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+393225 bc 2 [0,-1,1,-3899583,-12113767807] 1 [] [6267:-457763:1]
+393225 bd 1 [0,-1,1,-8493,-567232] 0 []
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+393300 ca 2 [0,0,0,-793800,387490500] 2 [] [565:10925:1] [1140:31050:1]
+393300 cb 1 [0,0,0,-14700,-1045375] 0 []
+393300 cb 2 [0,0,0,120300,16437125] 0 []
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+393300 cf 2 [0,0,0,-330375,-15331250] 0 [2] [-550:0:1]
+393300 cg 1 [0,0,0,-2442788175,61535712131750] 0 []
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+393300 ci 1 [0,0,0,-12225,38725] 1 [] [140:1035:1]
+393300 cj 1 [0,0,0,-4080,446825] 1 [] [154:1863:1]
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+393300 cn 1 [0,0,0,-22680,1314900] 1 [] [85:35:1]
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+393300 cu 1 [0,0,0,-4612125,3812380625] 0 []
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+393300 cw 1 [0,0,0,-273000,55712500] 1 [] [329175:2426125:1331]
+393300 cx 1 [0,0,0,67200,-2121500] 1 [] [189:4163:1]
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+393309 a 1 [0,0,1,-4941,-127582] 1 [] [-42:76:1]
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+393414 bj 2 [1,1,1,2402,1203803] 1 [2] [53:-1245:1] [-794:393:8]
+393414 bk 1 [1,1,1,60427627,-24419716314757] 1 [] [94119:-28595636:1]
+393414 bl 1 [1,1,1,-293143,125835053] 1 [] [299:7914:1]
+393414 bm 1 [1,1,1,-203,1013] 1 [2] [4936:1657:512] [7:-4:1]
+393414 bm 2 [1,1,1,-13,3065] 1 [2] [14:-453:8] [-122:57:8]
+393414 bn 1 [1,1,1,10342,1166663] 2 [] [219:3631:1] [509:11519:1]
+393414 bo 1 [1,1,1,25200,3567513] 1 [] [2151:99003:1]
+393414 bp 1 [1,1,1,-1058862,418937451] 1 [2] [555:1337:1] [593:-297:1]
+393414 bp 2 [1,1,1,-1046702,429044843] 1 [2] [41:-19673:1] [-9498:4745:8]
+393414 bq 1 [1,1,1,-112322,39326159] 2 [] [-391:5059:1] [249:5059:1]
+393414 br 1 [1,1,1,-3014949,-2097758997] 0 []
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+393414 bt 1 [1,1,1,-9111,333261] 1 [] [-65:842:1]
+393414 bu 1 [1,1,1,-1735286,-881980549] 1 [] [10215:1018327:1]
+393414 bv 1 [1,1,1,-20247556,-35076029179] 1 [2] [658145:7879373:125] [-2595:1297:1]
+393414 bv 2 [1,1,1,-19987716,-36019768059] 1 [2] [874890995:10497185463:166375] [41510:-20759:8]
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+393414 bx 1 [1,0,0,2198,-11956] 1 [] [98:-1120:1]
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+393414 by 2 [1,0,0,873601,67053945] 1 [2] [-38:-5795:1] [-610:305:8]
+393414 bz 1 [1,0,0,-4821541,4610022017] 2 [] [2132:62357:1] [6506:495383:1]
+393414 ca 1 [1,0,0,276734,-675397948] 1 [] [3134:174434:1]
+393414 cb 1 [1,0,0,3524,-93808] 1 [] [32:212:1]
+393414 cc 1 [1,0,0,-1616,72534] 1 [] [-80874:1812491:5832]
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+393414 cg 1 [1,0,0,3106916792,45273715434560] 1 [] [3178:7426708:1]
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+393415 a 1 [0,1,1,-1671680,881665506] 1 [] [1515:42762:1]
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+393415 c 1 [0,1,1,-110,-344] 1 [] [-7:11:1]
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+393420 a 1 [0,-1,0,2067564,-1011193560] 2 [] [1172707374:52610679630:1225043] [8918:-852410:1]
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+393424 b 1 [0,1,0,-15328,726772] 1 [] [1812:1882:27]
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+393432 b 1 [0,-1,0,-26420,22771761] 0 []
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+394016 a 1 [0,1,0,-42,784] 3 [] [-7:28:1] [0:28:1] [14:56:1]
+394016 b 1 [0,0,0,-4105,-101232] 2 [2] [-688301460:-1510134:18609625] [91:528:1] [-37:0:1]
+394016 b 2 [0,0,0,-4115,-100714] 2 [2] [-4795:-3286:125] [-38:-28:1] [74:0:1]
+394016 c 1 [0,0,0,-4105,101232] 0 [2] [37:0:1]
+394016 c 2 [0,0,0,-4115,100714] 0 [2] [-74:0:1]
+394016 d 1 [0,-1,0,-42,-784] 0 []
+394018 a 1 [1,1,1,-4019,96241] 1 [2] [323:5550:1] [35:-18:1]
+394018 a 2 [1,1,1,-2739,160241] 1 [2] [8697:150338:27] [-570:281:8]
+394020 a 1 [0,0,0,-2711448,-1718503228] 1 [] [15604:1937862:1]
+394020 b 1 [0,0,0,-1983,-34058] 0 []
+394020 c 1 [0,0,0,-266808,52933993] 1 [2] [188:3069:1] [287:0:1]
+394020 c 2 [0,0,0,-168303,92513302] 1 [2] [387:9238:1] [-574:0:1]
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+394020 d 2 [0,0,0,-202863,30469862] 2 [2] [-254:8100:1] [1578206:27990117:2744] [178:0:1]
+394020 e 1 [0,0,0,-4548,-194303] 2 [2] [86:225:1] [164:1863:1] [83:0:1]
+394020 e 2 [0,0,0,-85143,-9559442] 2 [2] [5459:-402750:1] [-169:54:1] [-166:0:1]
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+394020 f 2 [0,0,0,-65343,2182358] 0 [2] [34:0:1]
+394020 g 1 [0,0,0,-807418263,14620872295438] 0 []
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+394020 h 2 [0,0,0,-214743,36453742] 0 [2] [218:0:1]
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+394020 j 1 [0,0,0,5073,-12746] 1 [] [83:990:1]
+394020 k 1 [0,0,0,-3827847,-3004832914] 0 []
+394020 l 1 [0,0,0,-188472,467902289] 2 [2] [-452:21465:1] [-182:-22275:1] [-857:0:1]
+394020 l 2 [0,0,0,-10262847,12555137414] 2 [2] [4523:-242210:1] [2803:76230:1] [1714:0:1]
+394020 m 1 [0,0,0,-1092,4061] 1 [2] [3215:182284:1] [31:0:1]
+394020 m 2 [0,0,0,-10047,-384586] 1 [2] [-430:99:8] [-62:0:1]
+394020 n 1 [0,0,0,-24403032,46399587156] 1 [] [23106:26865:8]
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+394020 o 2 [0,0,0,-25887,-145834] 0 [2] [-158:0:1]
+394020 p 1 [0,0,0,-73452,-7236659] 1 [2] [-125590:85239:1000] [311:0:1]
+394020 p 2 [0,0,0,-1157007,-479016506] 1 [2] [-5759988990:-108091621:9261000] [-622:0:1]
+394020 q 1 [0,0,0,-2952,-64071] 0 [2] [63:0:1]
+394020 q 2 [0,0,0,-47727,-4013226] 0 [2] [-126:0:1]
+394020 r 1 [0,0,0,-5258727,4641614334] 0 []
+394020 s 1 [0,0,0,-40692,3157189] 0 [2] [119:0:1]
+394020 s 2 [0,0,0,-49647,1665286] 0 [2] [-238:0:1]
+394020 t 1 [0,0,0,-6312,-201116] 0 []
+394020 u 1 [0,0,0,-109407,14932406] 0 []
+394022 a 1 [1,0,1,-107028,-13424878] 1 [] [-196:278:1]
+394022 b 1 [1,1,0,-39634,3020588] 1 [] [39557:-14594:343]
+394022 c 1 [1,0,0,-152,-722] 1 [] [134:243:8]
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+394023 a 2 [1,1,1,2423,40214] 1 [2] [220:-26538:125] [-122:57:8]
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+394023 b 2 [1,1,0,-9730,-373499] 1 [2] [555394650:5075232521:3375000] [-458:229:8]
+394023 c 1 [1,1,0,-15767,758118] 2 [] [-26:1086:1] [94:296:1]
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+394025 a 2 [1,1,0,-4875,-493750] 0 [2] [790:-395:8]
+394026 a 1 [1,1,0,-230,1302] 2 [] [3:24:1] [37:194:1]
+394026 b 1 [1,0,1,77,272] 2 [] [0:16:1] [4:23:1]
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+394026 c 2 [1,0,1,-18416,960290] 1 [2] [80:-66:1] [622:-315:8]
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+394026 e 1 [1,1,1,-4224377,3345863879] 1 [] [2159:64456:1]
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+394026 f 2 [1,1,1,-2177,1631] 1 [2] [273:-4592:1] [6:-7:8]
+394026 g 1 [1,0,0,2226,70020] 2 [] [6:2139:8] [192:-2850:1]
+394026 h 1 [1,0,0,-1487061,-698103927] 1 [] [2072:70499:1]
+394028 a 1 [0,0,0,-95,262] 1 [] [3:2:1]
+394030 a 1 [1,1,0,-1228,894782] 2 [] [121:1532:1] [2669:136576:1]
+394030 b 1 [1,-1,0,-2975,6605] 2 [] [-2:113:1] [62:209:1]
+394030 c 1 [1,-1,0,20446,948628] 1 [] [-23:694:1]
+394030 d 1 [1,1,0,91462,82858118] 1 [] [158984:6007043:512]
+394030 e 1 [1,1,0,-10173,-355567] 1 [] [3504:17923:27]
+394030 f 1 [1,1,0,-3738,-89548] 0 []
+394030 g 1 [1,1,0,12738,118004] 1 [] [111:11092:27]
+394030 h 1 [1,0,0,-241086,-45123260] 1 [2] [347080:5024625:512] [-260:130:1]
+394030 h 2 [1,0,0,-49006,-115001964] 1 [2] [7622:-215981:8] [4158:-2079:8]
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+394030 j 1 [1,0,0,-1072423366,-13517621919900] 1 [2] [-41545322:24140102:2197] [-18900:9450:1]
+394030 j 2 [1,0,0,-1068409286,-13623833673884] 1 [2] [178908860130:35728024717042:2924207] [302398:-151199:8]
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+394030 l 1 [1,-1,1,-3631903,-2663133013] 1 [] [-527143544722030920833008843090940:369121038739635794837860888225769:479660165780536516902599816000]
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+394030 m 2 [1,-1,1,-202662,34819061] 0 [2,2] [-519:259:1] [281:-141:1]
+394030 m 3 [1,-1,1,-3233662,2238962261] 0 [2] [8310:-4159:8]
+394030 m 4 [1,-1,1,-371662,-31564139] 0 [2] [-4490:2241:8]
+394032 a 1 [0,-1,0,-78592,-8536064] 1 [] [1011846:25619162:1331]
+394032 b 1 [0,-1,0,21,-90] 1 [] [154:673:8]
+394032 c 1 [0,-1,0,552,-12240] 1 [] [20:80:1]
+394032 d 1 [0,-1,0,-73,268] 1 [] [42:11:8]
+394032 e 1 [0,-1,0,38256,787392] 1 [] [922:20729:8]
+394032 e 2 [0,-1,0,-622704,195964992] 1 [] [-3158:155971:8]
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+394032 g 2 [0,1,0,4176,203796] 2 [2] [-36:90:1] [-12:390:1] [-37:0:1]
+394032 h 1 [0,1,0,144,-2604] 1 [] [308:5418:1]
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+394032 i 2 [0,1,0,-2352,-70092] 1 [2] [522:1935:8] [59:0:1]
+394032 j 1 [0,1,0,-33292,2328668] 2 [] [107:54:1] [242:2916:1]
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+394035 a 1 [0,-1,1,-11150,-743782] 1 [] [6407859:3121667036:27]
+394035 b 1 [0,-1,1,285260,-6464682] 1 [] [9156:390593:64]
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+394050 bi 1 [1,1,1,-1331713,595564031] 2 [] [355:12772:1] [20685:126544:27]
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+394050 br 2 [1,0,0,-591963,-175352583] 0 [2] [-3554:1777:8]
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+394108 e 1 [0,0,0,-416,3380] 1 [] [13:13:1]
+394108 f 1 [0,0,0,-70304,7425860] 0 []
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+394108 h 1 [0,0,0,5408,254852] 1 [] [27144:519506:729]
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+394110 b 1 [1,-1,0,3240,-2499584] 0 [2] [128:-64:1]
+394110 b 2 [1,-1,0,-257760,-49114184] 0 [2] [-2042:1021:8]
+394110 c 1 [1,-1,0,129555,72868005] 0 []
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+394110 d 2 [1,-1,0,-11115360,-14260795200] 0 [2] [-15354:7677:8]
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+394110 e 2 [1,-1,0,6079275,43012283125] 1 [2] [4803755760258:11646801793720085:55830568248] [-23450:11725:8]
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+394110 g 1 [1,-1,0,-1681643745,-26512077394179] 1 [2] [-478685969159415594:3767025106993795959:20217011856488] [47346:-23673:1]
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+394110 i 2 [1,-1,0,-2376189,1409950773] 1 [2] [-218:43899:1] [7014:-3507:8]
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+394110 j 2 [1,-1,0,-21564,1219648] 1 [2] [-108:1564:1] [646:-323:8]
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+394110 o 2 [1,-1,1,-1512518,-542175019] 1 [2] [1491:-23453:1] [-3210:1601:8]
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+394110 q 2 [1,-1,1,-41123,3181897] 1 [2] [5348510:388175921:1000] [854:-431:8]
+394110 r 1 [1,-1,1,-478414913,-11107963044219] 0 []
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+394110 t 2 [1,-1,1,-35635172,81886752519] 2 [2] [3789:-37267:1] [3447:-1749:1] [27574:-13791:8]
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+394110 u 2 [1,-1,1,-483692,-128653009] 1 [2] [1215:-33413:1] [-3402:1697:8]
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+394110 w 2 [1,-1,1,-3217532,-2213468161] 1 [2,2] [-619173111:197570477:571787] [-1083:541:1] [-987:493:1]
+394110 w 3 [1,-1,1,-4731332,82663679] 1 [2] [20102439:-66093217:9261] [17334:-8671:8]
+394110 w 4 [1,-1,1,-1749812,-4242444289] 1 [2] [4911:322489:1] [15798:-7903:8]
+394111 a 1 [1,-1,1,-1722,27922] 0 []
+394114 a 1 [1,0,1,-295,-1974] 1 [] [1422:18165:8]
+394118 a 1 [1,1,0,-56,-208] 1 [] [696:3100:27]
+394119 a 1 [0,0,1,-35040075,79835427464] 1 [] [-3668:398763:1]
+394119 b 1 [0,0,1,-396399,96060964] 1 [] [364:-17:1]
+394119 c 1 [0,0,1,-3567591,-2593646035] 0 []
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+394120 a 1 [0,1,0,-56,-800] 2 [] [11:6:1] [12:20:1]
+394120 b 1 [0,0,0,-262283,51730982] 1 [] [238:1670:1]
+394120 c 1 [0,-1,0,249,560] 1 [] [29:177:1]
+394121 a 1 [1,1,1,507,-8672] 1 [] [19:81:1]
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+394121 c 1 [0,0,1,-29342,-7180961] 1 [] [31145:123442:125]
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+394122 a 1 [1,1,1,-68581,-8268373] 0 []
+394126 a 1 [1,0,1,51,-952] 1 [] [16:55:1]
+394128 a 1 [0,0,0,-84309147,464334885450] 1 [] [-8361:764694:1]
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+394128 c 1 [0,0,0,333,-7390] 1 [] [43:294:1]
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+394212 bc 2 [0,1,0,-289922108,368716499652] 0 [2] [1279:0:1]
+394212 bd 1 [0,1,0,-113113,-28444888] 1 [2] [671:14079:1] [424:0:1]
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+394212 be 1 [0,1,0,-29796338,-65118936519] 1 [] [7150:295659:1]
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+394212 bj 1 [0,1,0,1468447883,32435684660663] 2 [] [22337:8739666:1] [417797:271246014:1]
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+394212 bm 1 [0,1,0,171716,-224194972] 0 []
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+394215 h 1 [0,-1,1,-836,-8923] 1 [] [-8952:3119:512]
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+394218 z 1 [1,-1,1,-17447,861567] 1 [] [-19:1098:1]
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+394218 bd 2 [1,-1,1,-31553798,-68207910251] 1 [2] [-140047565:27602009:42875] [-25738:12865:8]
+394221 a 1 [1,1,1,-15225,716736] 1 [] [84:156:1]
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+394290 bk 1 [1,-1,1,-116888,-8200730469] 0 []
+394290 bl 1 [1,-1,1,-78413,-8431779] 0 []
+394290 bm 1 [1,-1,1,-6572,-50129] 2 [2] [-65:347:1] [-59:-331:1] [85:-43:1]
+394290 bm 2 [1,-1,1,-81452,-8915921] 2 [2] [-20605:23407:125] [-163:-19:1] [-1354:673:8]
+394290 bn 1 [1,-1,1,-160997,-25388931] 0 []
+394290 bo 1 [1,-1,1,470473,-303764849] 1 [2] [491:6494:1] [451:-226:1]
+394290 bo 2 [1,-1,1,-4929527,-3710084849] 1 [2] [27491:-4556506:1] [-7210:3601:8]
+394290 bp 1 [1,-1,1,-5372,-152129] 0 [2] [85:-43:1]
+394290 bp 2 [1,-1,1,-86252,-9728321] 0 [2] [-1354:673:8]
+394290 bq 1 [1,-1,1,58,-10011] 0 []
+394290 br 1 [1,-1,1,-541832,156116139] 0 []
+394290 bs 1 [1,-1,1,-70322,7195569] 1 [] [177:431:1]
+394290 bt 1 [1,-1,1,-5954049662,-176834791094259] 0 []
+394290 bu 1 [1,-1,1,-697187,-223874909] 1 [2] [480557:13254718:343] [-485:242:1]
+394290 bu 2 [1,-1,1,-743267,-192558941] 1 [2,2] [-3892169:-44701852:6859] [-677:338:1] [-293:146:1]
+394290 bu 3 [1,-1,1,-3906947,2807875171] 1 [2] [1439:-13526:1] [10838:-5423:8]
+394290 bu 4 [1,-1,1,1683133,-1189324061] 1 [2] [2824832353:-120486143716:2352637] [4694:-2351:8]
+394290 bv 1 [1,-1,1,-784022,-283338331] 0 []
+394290 bw 1 [1,-1,1,-6827,222149] 0 []
+394290 bx 1 [1,-1,1,-43442,-118875409] 0 []
+394290 by 1 [1,-1,1,-3052682,4402764489] 1 [] [2297:-98649:1]
+394292 a 1 [0,1,0,-2197,-40377] 2 [] [-9394:293:343] [82:581:1]
+394292 b 1 [0,0,0,-2384,-44803] 1 [] [-131357023:733630:4657463]
+394292 c 1 [0,-1,0,-333,2441] 2 [] [-134:441:8] [8:15:1]
+394293 a 1 [0,-1,1,-49,114] 2 [] [2:4:1] [6:0:1]
+394294 a 1 [1,0,1,-2517,-50016] 0 []
+394296 a 1 [0,1,0,-64,-544] 2 [] [2670:5741:216] [31:168:1]
+394297 a 1 [0,-1,1,-1689,30591] 2 [] [741:1727:27] [801:22626:1]
+394298 a 1 [1,0,1,-128,-506] 1 [] [374:2291:8]
+394298 b 1 [1,-1,1,-5391,149373] 1 [] [1526:18885:8]
+394299 a 1 [0,0,1,-1443,-21240] 2 [] [47:121:1] [74:526:1]
+394299 b 1 [0,0,1,3858,-43529] 2 [] [79:868:1] [127:1579:1]
+394300 a 1 [0,1,0,-258,2113] 2 [] [8:25:1] [33:175:1]
+394300 b 1 [0,-1,0,-12708,-526088] 0 []
+394300 c 1 [0,1,0,-508,-4412] 2 [] [-12:10:1] [876:3230:27]
+394301 a 1 [0,1,1,-997,5432] 1 [3] [30:58:1] [40:176:1]
+394301 a 2 [0,1,1,-39827,-3072375] 1 [] [251:1675:1]
+394302 a 1 [1,1,0,-5,-93] 1 [] [43:264:1]
+394302 b 1 [1,0,1,-38009,-2855140] 1 [] [-112:60:1]
+394302 c 1 [1,0,1,-110842,-14212948] 1 [] [-192290:95651:1000]
+394302 d 1 [1,1,1,-47422,3955067] 1 [] [125:-57:1]
+394302 e 1 [1,1,1,-1046176,-412301113] 1 [] [1833699988179149486720:73441546234313520136353:832366611370344448]
+394302 f 1 [1,1,1,-69151,6943685] 1 [] [245:2064:1]
+394303 a 1 [0,0,1,-2210243,10272073362] 2 [] [-263025:1586470308:15625] [24150:2562956:27]
+394304 a 1 [0,1,0,703,38431] 1 [] [45:404:1]
+394304 b 1 [0,0,0,-74,-66] 1 [] [-14:61:8]
+394304 c 1 [0,0,0,-74,66] 1 [] [17:61:1]
+394304 d 1 [0,-1,0,703,-38431] 2 [] [37:192:1] [7505:58176:125]
+394305 a 1 [0,-1,1,-21170561,-37485634708] 1 [] [-2656:67:1]
+394306 a 1 [1,0,1,-1060,5316] 2 [] [30:12:1] [52:276:1]
+394306 b 1 [1,0,0,-574,4164] 3 [] [-20:98:1] [2:54:1] [24:54:1]
+394306 c 1 [1,0,0,-55,363] 1 [] [-66:165:8]
+394307 a 1 [0,0,1,-2860,215422] 0 []
+394307 b 1 [0,0,1,26,-572] 0 []
+394307 c 1 [0,0,1,11,-27] 0 []
+394309 a 1 [0,-1,1,-22,-20] 2 [] [-2:3:1] [-1:0:1]
+394310 a 1 [1,-1,0,-88340,8545520] 2 [] [-239:4115:1] [23:2543:1]
+394310 b 1 [1,-1,0,-29,13] 1 [] [9:16:1]
+394310 c 1 [1,0,1,326,3316] 1 [] [118:791:8]
+394310 d 1 [1,1,0,-405167,99097061] 0 []
+394310 e 1 [1,-1,0,-1544359,-739938787] 1 [] [9140079:5313323398:27]
+394310 f 1 [1,0,0,-1126,14430] 1 [] [190:185:8]
+394310 g 1 [1,0,0,-20180,1101712] 1 [] [82:-40:1]
+394310 h 1 [1,-1,1,-380767,-68257209] 2 [] [-279:4164:1] [771:9414:1]
+394310 i 1 [1,0,0,-2415,45497] 1 [] [22:45:1]
+394310 j 1 [1,0,0,-88349450,-6663124097500] 0 []
+394310 k 1 [1,1,1,-857010,305010137] 1 [] [727686:219094253:8]
+394314 a 1 [1,1,0,6958,785460] 0 []
+394314 b 1 [1,1,0,-48,-360] 0 []
+394314 c 1 [1,0,1,290,-304] 0 []
+394315 a 1 [1,1,1,-11945,511270] 0 [2] [-127:63:1]
+394315 a 2 [1,1,1,-192570,32445770] 0 [2] [2022:-1015:8]
+394316 a 1 [0,0,0,56,180] 1 [] [10440:50685:512]
+394317 a 1 [0,0,1,-58413,-5592258] 1 [] [618:13940:1]
+394317 b 1 [0,0,1,-838116,295230467] 0 []
+394317 c 1 [0,0,1,-1686,-26478] 1 [] [-600:91:27]
+394317 d 1 [0,0,1,-423,-8593] 1 [] [1970:30793:8]
+394319 a 1 [1,1,1,-180,854] 0 []
+394320 a 1 [0,-1,0,32404,977271] 1 [] [-17:649:1]
+394320 b 1 [0,-1,0,-16841,846840] 1 [] [602:1:8]
+394320 c 1 [0,-1,0,-486,-3969] 1 [] [113:1171:1]
+394320 d 1 [0,-1,0,-328206,78578631] 1 [] [291:233893:27]
+394320 e 1 [0,-1,0,-25631,1587990] 0 []
+394320 f 1 [0,-1,0,75879,-4210155] 0 []
+394320 g 1 [0,-1,0,-9873841,11945298541] 0 []
+394320 h 1 [0,-1,0,-11541,-637155] 1 [] [1210:8215:8]
+394320 h 2 [0,-1,0,90219,7615581] 1 [] [-376766:41856355:17576]
+394320 i 1 [0,-1,0,-6216,-107280] 1 [] [116:848:1]
+394320 i 2 [0,-1,0,-222456,40454256] 1 [] [284:320:1]
+394320 j 1 [0,-1,0,-4336,115216] 1 [2] [30:106:1] [-76:0:1]
+394320 j 2 [0,-1,0,-70056,7160400] 1 [2] [154:-18:1] [153:0:1]
+394320 k 1 [0,-1,0,-21,681] 2 [] [5:26:1] [8:31:1]
+394320 l 1 [0,-1,0,-6012197656,160017563179456] 1 [] [56484:793940:1]
+394320 m 1 [0,-1,0,939,-49635] 0 []
+394320 n 1 [0,-1,0,-1676,-25824] 0 [2] [-24:0:1]
+394320 n 2 [0,-1,0,-2176,-8624] 0 [2,2] [-44:0:1] [-4:0:1]
+394320 n 3 [0,-1,0,-20776,1152016] 0 [2] [89:0:1]
+394320 n 4 [0,-1,0,8424,-76464] 0 [2] [9:0:1]
+394320 o 1 [0,-1,0,-2741,-61059] 0 []
+394320 p 1 [0,-1,0,-8294821,-9194280455] 1 [] [213109:98369802:1]
+394320 p 2 [0,-1,0,3382139,-32331352439] 1 [] [3329658025:1537106155506:15625]
+394320 q 1 [0,-1,0,8024,-19594640] 0 [2] [260:0:1]
+394320 q 2 [0,-1,0,-1043496,-401506704] 0 [2] [-519:0:1]
+394320 r 1 [0,-1,0,-195201,33262701] 0 []
+394320 s 1 [0,-1,0,-71616,7400655] 1 [] [155:5:1]
+394320 t 1 [0,-1,0,4,51] 1 [] [3:9:1]
+394320 u 1 [0,-1,0,-4996,137296] 1 [] [48:76:1]
+394320 v 1 [0,-1,0,-96,-240] 1 [] [-4:8:1]
+394320 w 1 [0,-1,0,-30076456,63497484400] 0 []
+394320 x 1 [0,-1,0,40399,1189485] 0 []
+394320 y 1 [0,-1,0,-6881416,-6945772304] 0 [2] [-1516:0:1]
+394320 y 2 [0,-1,0,-6963336,-6771839760] 0 [2,2] [-1772:0:1] [-1260:0:1]
+394320 y 3 [0,-1,0,-19264136,23753825520] 0 [2] [3545:0:1]
+394320 y 4 [0,-1,0,4026744,-26167132944] 0 [2] [2521:0:1]
+394320 z 1 [0,-1,0,-1705,-25328] 1 [] [-198:265:8]
+394320 ba 1 [0,-1,0,-9260,-339888] 1 [] [112:124:1]
+394320 bb 1 [0,-1,0,-58040,-4862400] 2 [] [-170:250:1] [580:12500:1]
+394320 bc 1 [0,-1,0,-54624100,856279178752] 1 [2] [-5316:998200:1] [-11392:0:1]
+394320 bc 2 [0,-1,0,-1728282480,27550460876400] 1 [2] [7432530:-179662050:343] [22785:0:1]
+394320 bd 1 [0,-1,0,-1125,-14148] 1 [] [44:140:1]
+394320 bd 2 [0,-1,0,-3525,64632] 1 [] [112424:274652:2197]
+394320 be 1 [0,-1,0,-115,430] 0 []
+394320 bf 1 [0,-1,0,-95085,-11671983] 2 [] [464:6625:1] [729:17490:1]
+394320 bg 1 [0,-1,0,-12440,-196368] 2 [] [-102:30:1] [652:16384:1]
+394320 bh 1 [0,-1,0,-596000,240480000] 1 [] [-80:16960:1]
+394320 bi 1 [0,-1,0,440,-2465] 0 []
+394320 bj 1 [0,-1,0,-9791235,-11786686650] 1 [] [-14390:11875:8]
+394320 bk 1 [0,-1,0,-850,-14873] 0 []
+394320 bl 1 [0,-1,0,475,5625] 2 [] [5:90:1] [77:702:1]
+394320 bm 1 [0,-1,0,-6165,-252963] 1 [] [390166:3603895:2744]
+394320 bn 1 [0,-1,0,-195685,-33468275] 1 [] [4170:19405:8]
+394320 bo 1 [0,-1,0,-465160,-194704400] 0 [2] [836:0:1]
+394320 bo 2 [0,-1,0,-8614440,-9726102288] 0 [2] [-1671:0:1]
+394320 bp 1 [0,-1,0,8760,3755475] 0 []
+394320 bq 1 [0,-1,0,-5025,-90000] 0 []
+394320 br 1 [0,-1,0,4238410,585157047] 0 []
+394320 bs 1 [0,1,0,-218416,-24043180] 2 [2] [-229:3744:1] [-148:2250:1] [-398:0:1]
+394320 bs 2 [0,1,0,-1498416,688148820] 2 [2] [-636:37206:1] [1074:17856:1] [795:0:1]
+394320 bt 1 [0,1,0,134424,-36475596] 0 [2] [206:0:1]
+394320 bt 2 [0,1,0,-1176296,-415535820] 0 [2,2] [-818:0:1] [-413:0:1]
+394320 bt 3 [0,1,0,-5323496,4330519860] 0 [2] [1635:0:1]
+394320 bt 4 [0,1,0,-18000616,-29400474316] 0 [2] [-2461:0:1]
+394320 bu 1 [0,1,0,-985976,-20722476] 2 [] [-938:8928:1] [-380:17298:1]
+394320 bv 1 [0,1,0,-137196,19341180] 2 [] [-306:5724:1] [171:954:1]
+394320 bw 1 [0,1,0,379559,104983859] 1 [] [470:19683:1]
+394320 bx 1 [0,1,0,11259,-761805] 1 [] [54:81:1]
+394320 by 1 [0,1,0,-1579136,-764322636] 0 [2] [-726:0:1]
+394320 by 2 [0,1,0,-1582336,-761072716] 0 [2] [1451:0:1]
+394320 bz 1 [0,1,0,-175311,-28308636] 0 [2] [-244:0:1]
+394320 bz 2 [0,1,0,-189356,-23522100] 0 [2,2] [-350:0:1] [-138:0:1]
+394320 bz 3 [0,1,0,-1076576,410505924] 0 [2] [699:0:1]
+394320 bz 4 [0,1,0,473144,-150987100] 0 [4] [1112:41850:1]
+394320 ca 1 [0,1,0,-201056,-34766700] 0 []
+394320 cb 1 [0,1,0,5744,409700] 1 [2] [56:954:1] [-50:0:1]
+394320 cb 2 [0,1,0,-59976,4957524] 1 [2] [180:-162:1] [99:0:1]
+394320 cc 1 [0,1,0,-3917021,2868670830] 0 []
+394320 cd 1 [0,1,0,-14221,-656146] 1 [] [-550:291:8]
+394320 ce 1 [0,1,0,-21,-30] 0 []
+394320 cf 1 [0,1,0,-183541,30205859] 1 [] [254:195:1]
+394320 cg 1 [0,1,0,-2103776,1173476724] 1 [2] [532:14322:1] [826:0:1]
+394320 cg 2 [0,1,0,-1827296,1493419380] 1 [2] [-134:-41664:1] [-1653:0:1]
+394320 ch 1 [0,1,0,-14800,688100] 1 [2] [74:60:1] [70:0:1]
+394320 ch 2 [0,1,0,-15000,668340] 1 [2] [18:-636:1] [-141:0:1]
+394320 ci 1 [0,1,0,-1480,2228] 2 [] [-34:120:1] [-4:90:1]
+394320 cj 1 [0,1,0,-8215,283868] 0 [2] [52:0:1]
+394320 cj 2 [0,1,0,-8220,283500] 0 [2,2] [-105:0:1] [50:0:1]
+394320 cj 3 [0,1,0,-5120,502980] 0 [4] [58:636:1]
+394320 cj 4 [0,1,0,-11400,40548] 0 [2] [-109:0:1]
+394320 ck 1 [0,1,0,-13425,-558270] 1 [] [138:486:1]
+394320 cl 1 [0,1,0,-65229605,-233119572897] 1 [] [19951:2531250:1]
+394320 cm 1 [0,1,0,-1971850,1065101783] 1 [] [3323408:198417:4096]
+394320 cn 1 [0,1,0,815,-14350] 0 [2] [14:0:1]
+394320 cn 2 [0,1,0,-6340,-160312] 0 [2] [-29:0:1]
+394320 co 1 [0,1,0,-87240,-9207180] 1 [] [798:20736:1]
+394320 cp 1 [0,1,0,-19363440,-7806066732] 1 [] [-3342:139968:1]
+394320 cq 1 [0,1,0,-295,-1900] 1 [] [-70:75:8]
+394320 cr 1 [0,1,0,37470,2833443] 1 [] [714:21009:8]
+394320 cs 1 [0,1,0,-248967770785,-60331602973775317] 0 []
+394320 ct 1 [0,1,0,-905,-10797] 0 []
+394320 cu 1 [0,1,0,4200,331875] 1 [] [-150:3975:8]
+394320 cv 1 [0,1,0,-350,-3117] 1 [] [46889174:656251959:238328]
+394320 cw 1 [0,1,0,-1745,-45525] 0 []
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+394324 a 1 [0,1,0,-701,6911] 1 [] [17:14:1]
+394324 b 1 [0,0,0,-4024,-98236] 1 [] [4620:55486:27]
+394325 a 1 [0,1,1,-18,-6] 2 [] [-3:5:1] [-1:3:1]
+394325 b 1 [0,0,1,-35,-74] 1 [] [-4:1:1]
+394325 c 1 [1,0,0,-7188,-235133] 1 [] [-49:30:1]
+394325 d 1 [0,0,1,-2000,-34219] 1 [] [-25:12:1]
+394325 e 1 [0,0,1,-80,-274] 1 [] [-1708:195:343]
+394325 f 1 [1,1,0,-575,-5500] 0 []
+394325 g 1 [0,0,1,-875,-9219] 1 [] [-3594:5743:216]
+394325 h 1 [0,-1,1,-458,193] 0 []
+394326 a 1 [1,-1,0,-110898,-14186880] 0 [2] [-192:96:1]
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+394326 b 1 [1,-1,0,-149058,-22113324] 0 []
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+394326 f 1 [1,-1,0,99,-95] 1 [] [5:20:1]
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+394326 h 1 [1,-1,1,55,-151] 1 [] [3:4:1]
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+394326 i 2 [1,-1,1,-31388,17000619] 1 [2] [34245:654883:125] [-2378:1185:8]
+394328 a 1 [0,-1,0,-42465,-3356411] 0 []
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+394329 b 1 [0,1,1,21,686] 2 [] [-6:19:1] [106:467:8]
+394330 a 1 [1,-1,0,-139,945] 2 [2] [-9:42:1] [-18:291:8] [-14:7:1]
+394330 a 2 [1,-1,0,-2489,48415] 2 [2] [85:-710:1] [302:-829:8] [230:-115:8]
+394332 a 1 [0,-1,0,-51017220,506396689704] 1 [] [346551334:39703985138:24389]
+394332 b 1 [0,-1,0,-88204,-10053464] 1 [] [2568640781126631730:12641838671961790731:7250243633935336]
+394332 c 1 [0,-1,0,-4,21352] 1 [] [94:918:1]
+394332 d 1 [0,1,0,188,836] 2 [] [-4:6:1] [8:54:1]
+394332 e 1 [0,1,0,-824421,327664503] 1 [] [30276:423327:64]
+394332 f 1 [0,1,0,-709836,286019892] 0 []
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+394334 a 2 [1,0,1,-53829,-4811386] 0 [2] [-1074:533:8]
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+394335 a 1 [0,0,1,-93,-352] 1 [] [16:47:1]
+394335 b 1 [0,0,1,23517,1792874] 2 [] [144:2857:1] [504:11902:1]
+394335 c 1 [1,-1,1,-89858,11784502] 1 [] [218:1478:1]
+394335 d 1 [1,-1,1,-24302,-2984174] 1 [] [6215164:62881241:24389]
+394335 e 1 [0,0,1,-14148,686684] 1 [] [21322:74516:343]
+394335 f 1 [0,0,1,-1572,-25433] 0 []
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+394335 h 1 [1,-1,0,-9984,-433135] 1 [] [224:2809:1]
+394335 i 1 [0,0,1,-837,9497] 0 []
+394335 j 1 [0,0,1,2613,-66403] 0 []
+394336 a 1 [0,1,0,-193,-1041] 2 [] [-7:4:1] [57:420:1]
+394336 b 1 [0,-1,0,-193,1041] 1 [] [15:36:1]
+394338 a 1 [1,1,0,58695721,984544169301] 0 []
+394338 b 1 [1,1,0,54,-594] 1 [] [11:33:1]
+394338 c 1 [1,1,0,42,234] 1 [] [5:22:1]
+394338 d 1 [1,1,0,-21430,5639284] 1 [] [163:2470:1]
+394338 e 1 [1,0,1,-477,1936] 2 [] [-4:63:1] [214:627:8]
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+394338 f 2 [1,0,1,-1811832,937947910] 1 [2,2] [-1039:-40701:1] [-12434:6213:8] [761:-381:1]
+394338 f 3 [1,0,1,-1441392,1332688774] 1 [2] [-124730:-5208018:125] [-12178:6085:8]
+394338 f 4 [1,0,1,-2187392,520926086] 1 [2] [-1080:-39758:1] [-12690:6341:8]
+394338 g 1 [1,0,1,696,1678] 1 [] [44:321:1]
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+394560 cp 1 [0,0,0,-114348,14929328] 1 [] [196:216:1]
+394560 cq 1 [0,0,0,-806310588,8812699154512] 1 [] [673261179841495554916:75184786953733755735792:63063327084133319]
+394560 cr 1 [0,0,0,-2028,-34992] 1 [] [-27:9:1]
+394560 cs 1 [0,0,0,-221583,40146968] 1 [] [93016:5760:343]
+394560 ct 1 [0,0,0,-3472428,-2811934672] 1 [2] [57978613779910:20069862906659776:483736625] [2182:0:1]
+394560 ct 2 [0,0,0,-57527148,-167938293328] 1 [2,2] [3903220750440313353495080:1349048990086626364843544588:32541044400594044875] [-4394:0:1] [-4364:0:1]
+394560 ct 3 [0,0,0,-59499948,-155802416848] 1 [2] [1227905700750693901645407234411956376282136612280:424372321528463116292281722437828584952588873623508:10236745356253810777196566151513747676896125] [8788:0:1]
+394560 ct 4 [0,0,0,-920429868,-10748161123792] 1 [2] [1051741122952311046720627259372242769328591358280:353854371053764116489531337615518052006019923004108:8656323646586078645661533959897829674964875] [-17516:0:1]
+394560 cu 1 [0,0,0,-1668,-134912] 0 [2] [62:0:1]
+394560 cu 2 [0,0,0,-50988,-4415888] 0 [2] [-124:0:1]
+394560 cv 1 [0,0,0,-48108,-5380432] 1 [2] [1528497908584:21509680083892:4149995543] [262:0:1]
+394560 cv 2 [0,0,0,-837228,-294829648] 1 [2] [-1537539718:-404964000:2924207] [-524:0:1]
+394560 cw 1 [0,0,0,-205608,35884568] 0 [2] [262:0:1]
+394560 cw 2 [0,0,0,-207228,35290352] 0 [2,2] [-524:0:1] [226:0:1]
+394560 cw 3 [0,0,0,62772,120718352] 0 [2] [-452:0:1]
+394560 cw 4 [0,0,0,-503148,-88167472] 0 [2] [-596:0:1]
+394560 cx 1 [0,0,0,-50988,2331088] 0 []
+394560 cy 1 [0,0,0,-121548,16310032] 0 []
+394560 cz 1 [0,0,0,-29148,-1827472] 0 []
+394560 cz 2 [0,0,0,-2330748,-1369591632] 0 []
+394560 da 1 [0,0,0,-7707,-177244] 1 [] [-68:180:1]
+394560 db 1 [0,0,0,1428,-15824] 1 [] [20:144:1]
+394560 dc 1 [0,0,0,-258972,-50725616] 1 [] [-2015254:360:6859]
+394560 dc 2 [0,0,0,-262332,-49341744] 1 [] [-258:1080:1]
+394560 dd 1 [0,0,0,754548,27774704] 1 [] [1108:47160:1]
+394560 de 1 [0,0,0,-83845452,-271881410704] 1 [] [60622:14745600:1]
+394560 df 1 [0,0,0,-48492,-3690576] 1 [] [-122:640:1]
+394560 dg 1 [0,0,0,-604812,-168922384] 1 [] [1822:69120:1]
+394560 dh 1 [0,0,0,-327,1784] 1 [] [-20:18:1]
+394560 di 1 [0,0,0,-394572,-95308144] 0 []
+394560 dj 1 [0,0,0,-3398412,-5397836816] 1 [] [3554188:89960400:1331]
+394560 dk 1 [0,0,0,-18252,-944784] 0 []
+394560 dl 1 [0,0,0,-342732,75826064] 0 []
+394560 dm 1 [0,0,0,5410068,4651077456] 2 [2] [-363:51375:1] [1392:121980:1] [-774:0:1]
+394560 dm 2 [0,0,0,-30626412,43700207184] 2 [2] [17173:-2140625:1] [-4226018:-1712500000:6859] [1548:0:1]
+394560 dn 1 [0,0,0,-1947,-39364] 0 [2] [52:0:1]
+394560 dn 2 [0,0,0,-32772,-2283424] 0 [2] [-104:0:1]
+394560 do 1 [0,0,0,-3807,-43956] 1 [2] [-366:1485:8] [-12:0:1]
+394560 do 2 [0,0,0,13068,-327456] 1 [2] [78:-1080:1] [24:0:1]
+394560 dp 1 [0,0,0,-2172,-40176] 1 [2] [3804:234600:1] [54:0:1]
+394560 dp 2 [0,0,0,-35052,-2525904] 1 [2] [59464900:3663910856:15625] [-108:0:1]
+394560 dq 1 [0,0,0,-147,-684] 0 []
+394560 dr 1 [0,0,0,-12972,2672336] 2 [] [-118:1600:1] [202:2880:1]
+394560 ds 1 [0,0,0,1953,-7236] 1 [] [168:2250:1]
+394560 dt 1 [0,0,0,-732,-23056] 2 [] [58:360:1] [868:25560:1]
+394560 dt 2 [0,0,0,6468,561584] 2 [] [-1482:5480:27] [21126500:624732408:24389]
+394560 du 1 [0,0,0,-8652,211696] 2 [] [-58:720:1] [182:2160:1]
+394560 dv 1 [0,0,0,-46545132,120844600144] 1 [] [1013:273375:1]
+394560 dw 1 [0,0,0,-2727,41904] 1 [] [-12:270:1]
+394560 dx 1 [0,0,0,-348972,-73710544] 1 [] [18550:2525184:1]
+394560 dx 2 [0,0,0,-27705132,-56129147856] 1 [] [18870:2477952:1]
+394560 dy 1 [0,0,0,-732,1136] 0 []
+394560 dz 1 [0,0,0,-2172,-38736] 1 [] [-27:15:1]
+394560 ea 1 [0,0,0,-25686732,-50108499056] 0 [2] [-2926:0:1]
+394560 ea 2 [0,0,0,-25675212,-50155689584] 0 [2] [5852:0:1]
+394560 eb 1 [0,0,0,-25686732,50108499056] 1 [2] [2917:855:1] [2926:0:1]
+394560 eb 2 [0,0,0,-25675212,50155689584] 1 [2] [398:-200000:1] [-5852:0:1]
+394560 ec 1 [0,0,0,48,11704] 1 [2] [-7:105:1] [-22:0:1]
+394560 ec 2 [0,0,0,-7452,242704] 1 [2] [38:-120:1] [44:0:1]
+394560 ed 1 [0,0,0,48,-11704] 0 [2] [22:0:1]
+394560 ed 2 [0,0,0,-7452,-242704] 0 [2] [-44:0:1]
+394560 ee 1 [0,0,0,-2172,38736] 2 [] [22:40:1] [30:24:1]
+394560 ef 1 [0,0,0,-348972,73710544] 0 []
+394560 ef 2 [0,0,0,-27705132,56129147856] 0 []
+394560 eg 1 [0,0,0,-732,-1136] 1 [] [-10:72:1]
+394560 eh 1 [0,0,0,-8652,-211696] 1 [] [-32:180:1]
+394560 ei 1 [0,0,0,-46545132,-120844600144] 0 []
+394560 ej 1 [0,0,0,-2727,-41904] 1 [] [-174:675:8]
+394560 ek 1 [0,0,0,-732,23056] 1 [] [32:180:1]
+394560 ek 2 [0,0,0,6468,-561584] 1 [] [80:-684:1]
+394560 el 1 [0,0,0,-12972,-2672336] 1 [] [248:3060:1]
+394560 em 1 [0,0,0,1953,7236] 1 [] [12:180:1]
+394560 en 1 [0,0,0,-147,684] 0 []
+394560 eo 1 [0,0,0,-2172,40176] 0 [2] [-54:0:1]
+394560 eo 2 [0,0,0,-35052,2525904] 0 [2] [108:0:1]
+394560 ep 1 [0,0,0,-1947,39364] 0 [2] [-52:0:1]
+394560 ep 2 [0,0,0,-32772,2283424] 0 [2] [104:0:1]
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+394560 eq 2 [0,0,0,13068,327456] 1 [2] [30:-864:1] [-24:0:1]
+394560 er 1 [0,0,0,5410068,-4651077456] 1 [2] [1048:46580:1] [774:0:1]
+394560 er 2 [0,0,0,-30626412,-43700207184] 1 [2] [27352:-4425100:1] [-1548:0:1]
+394560 es 1 [0,0,0,-342732,-75826064] 1 [] [-370:576:1]
+394560 et 1 [0,0,0,-18252,944784] 1 [] [0:972:1]
+394560 eu 1 [0,0,0,-3398412,5397836816] 0 []
+394560 ev 1 [0,0,0,-394572,95308144] 1 [] [350:288:1]
+394560 ew 1 [0,0,0,-327,-1784] 1 [] [-62:135:8]
+394560 ex 1 [0,0,0,-83845452,271881410704] 0 []
+394560 ey 1 [0,0,0,-48492,3690576] 0 []
+394560 ez 1 [0,0,0,-604812,168922384] 0 []
+394560 fa 1 [0,0,0,754548,-27774704] 0 []
+394560 fb 1 [0,0,0,-258972,50725616] 0 []
+394560 fb 2 [0,0,0,-262332,49341744] 0 []
+394560 fc 1 [0,0,0,1428,15824] 0 []
+394560 fd 1 [0,0,0,-7707,177244] 1 [] [-686:3645:8]
+394562 a 1 [1,0,1,-74,240] 3 [] [3:5:1] [5:-1:1] [7:5:1]
+394562 b 1 [1,0,1,-236079,44132450] 1 [] [287:-340:1]
+394562 c 1 [1,0,0,129,-43751] 2 [] [38:109:1] [118:1213:1]
+394562 d 1 [1,0,0,367,61865] 2 [] [10934:106317:343] [74:-741:1]
+394562 e 1 [1,0,0,-137,737] 2 [] [-4:37:1] [8:9:1]
+394563 a 1 [0,1,1,448,-6226] 1 [] [22:121:1]
+394563 b 1 [1,1,1,-1863569,978654728] 0 []
+394565 a 1 [0,-1,1,-773856,258937006] 0 []
+394565 b 1 [1,-1,0,-844,-21717] 0 [2] [38:-19:1]
+394565 b 2 [1,-1,0,-17999,-924070] 0 [2] [-602:301:8]
+394565 c 1 [0,-1,1,-596,-4199] 1 [] [-201610082494977506:516608971404717505:15136310192423896]
+394566 a 1 [1,1,1,-72,207] 1 [] [46:15:8]
+394566 b 1 [1,1,1,-240195300,-1432930761627] 1 [] [3332129374009:135714504562095:178453547]
+394566 c 1 [1,1,1,124,-379] 1 [] [5:17:1]
+394567 a 1 [0,-1,1,-288,2035] 1 [] [37740:129437:1728]
+394568 a 1 [0,1,0,88,160] 0 []
+394568 b 1 [0,0,0,-91679,10684599] 2 [] [122:1147:1] [6735:49321:27]
+394568 c 1 [0,-1,0,263096,104336577] 1 [] [-2844:615717:64]
+394569 a 1 [0,0,1,-4080,-100310] 1 [] [69320:1621013:125]
+394569 b 1 [0,0,1,870,567] 0 []
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+394784 i 1 [0,0,0,-572,-5408] 1 [] [156:1924:1]
+394784 j 1 [0,1,0,394728,-589619224] 0 []
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+394784 l 1 [0,-1,0,5183,-152751] 0 []
+394785 a 1 [1,-1,1,682,84232] 1 [] [58:533:1]
+394785 b 1 [1,-1,1,103,70814] 2 [] [-36:157:1] [-21:253:1]
+394785 c 1 [1,-1,1,-32,94] 2 [] [4:2:1] [8:13:1]
+394785 d 1 [1,-1,1,-11597,516946] 1 [] [86:344:1]
+394785 e 1 [1,-1,0,-285,-2260] 1 [] [27016:-9610:1331]
+394785 f 1 [1,-1,0,-104370,-13853179] 0 []
+394785 g 1 [1,-1,0,-446189949,3633456307630] 0 []
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+394785 h 2 [1,-1,0,-5269601484,-147210736824135] 0 [2] [-331770:165885:8]
+394785 i 1 [1,-1,0,-9,-270] 0 []
+394786 a 1 [1,0,1,-7785,265580] 3 [] [-1095:19910:27] [59:82:1] [94:558:1]
+394786 b 1 [1,-1,0,-28,-42] 1 [] [78:147:8]
+394786 c 1 [1,0,1,-5223,-90006] 0 []
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+394786 e 1 [1,1,0,-381,2657] 1 [] [336:-5:27]
+394788 a 1 [0,-1,0,-4757,-123663] 1 [] [-37:18:1]
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+394790 a 1 [1,-1,0,-3769,-136595] 1 [] [429:8564:1]
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+394790 b 2 [1,0,1,-4129,99156] 2 [2] [43:18:1] [51:122:1] [334:-171:8]
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+394790 h 1 [1,0,1,-85104,-9562944] 1 [] [101773962:2206531727:157464]
+394790 i 1 [1,0,1,-77833,8361556] 0 [3] [140:392:1]
+394790 i 2 [1,0,1,111792,39576606] 0 []
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+394790 n 2 [1,0,0,-24365,-913583] 2 [2] [-1752:17851:27] [-42:-169:1] [-1058:529:8]
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+394790 p 2 [1,0,0,29395239,-2133196015] 0 []
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+394794 a 1 [1,-1,0,27,-35] 0 []
+394794 b 1 [1,-1,0,-199221,34275455] 0 []
+394794 c 1 [1,-1,1,-22136,-1262083] 0 []
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+394797 b 1 [0,-1,1,-719745,235518212] 3 [] [-970:4478:1] [44:14280:1] [408:3100:1]
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+394800 g 2 [0,-1,0,-18508,974512] 1 [2] [72:-100:1] [77:0:1]
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+394800 o 1 [0,-1,0,3492,-2613] 1 [] [2763:75275:729]
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+394800 s 1 [0,-1,0,-21889533,92638043937] 0 []
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+394800 bc 1 [0,-1,0,-32650018408,-2247793222180688] 1 [2] [-147706263713493878812381357577398610598953683187543817129047588:6303811064928615690837945070861201959795272406695037461753425800:1381364895607717488403793894689037751890841328265067713731] [208412:0:1]
+394800 bc 2 [0,-1,0,-520931268408,-144716543222180688] 1 [2,2] [-556452851311655862779838513845910396222523042030743391692687701397599004949039801144478712406582974827824116936281734940861754:109285809870597549675746305372364984417235588383143190092796841209879978057408492083210668250914280113771281734168469988555150:1335657038035457197682250319516264650319257214096537498578752163148704804313520136670039224551216026250935052655965146823] [-416823:0:1] [-416588:0:1]
+394800 bc 3 [0,-1,0,-519462518408,-145573153472180688] 1 [2] [80763792975460035912050212327139304165856931194190762888308472432877189449344106380248935127159196261752452180962688916944061906707498066585508700193305913979571994923588795195161752373867808796278472500979655039285323644559467295609086489445295502:268129276096929967109537544904677949304179433751775031172944387060937828788139257004752396537993273333987944292742383257169744577243091108265996589247274487331018996471847266575680780763877665429328251444574798341312132525176065308041808503005128650550:7295749753881338574372862532045892225266591021142735577855247098717155600323264945779426453211804534009728850721756461484712184762680839683226807338058605048235392776040589789519537762437186163245054847616162861764698516181991199762819440151] [833177:0:1]
+394800 bc 4 [0,-1,0,-8334900018408,-9261867745472180688] 1 [2] [-6676770550144040888149315184886795464637470083225742950839625388513544435078233090229983265892228882098077313167034482519819520781381120861431164358897011949603492999616003081755014659808135473733883688723411543356254987603799863078463612281862668306:-48204597408970101104308341454926652084560630924399145336914197053444338934522711827476849046984409802439645591818277240085250883309082824896961790354167072546284326067297098036231713114406482407663254148953207259222451232085550797276073362196650:4005686606980101079839232899492981206034049224459419054058575843784602633570300743256168324293540014818536822931009722439264042722400620105000072812717174012804402490350584362420026872475775596386563940629882096304119663461180376365642212253647] [-1666823:0:1]
+394800 bd 1 [0,-1,0,412,432] 0 []
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+394800 bq 1 [0,-1,0,-8303008,-9232095488] 0 []
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+394800 cp 1 [0,-1,0,-368828208,26622659454912] 0 []
+394800 cq 1 [0,-1,0,-195333,33547437] 0 []
+394800 cr 1 [0,-1,0,-18523,976522] 1 [] [78:14:1]
+394800 cs 1 [0,-1,0,-208,-151088] 1 [] [86:678:1]
+394800 ct 1 [0,-1,0,14112,974592] 0 []
+394800 cu 1 [0,-1,0,-58408,7033687] 1 [] [-213:3125:1]
+394800 cv 1 [0,-1,0,346128867,-704913760863] 1 [] [4553:982534:1]
+394800 cw 1 [0,-1,0,-3158,420687] 1 [] [337:6125:1]
+394800 cx 1 [0,-1,0,16792,10284912] 1 [] [-1414:10625:8]
+394800 cy 1 [0,-1,0,-10333,-82088] 1 [2] [1382631580:9213274287:10648000] [-8:0:1]
+394800 cy 2 [0,-1,0,40292,-689588] 1 [2] [160127:-3228750:1331] [17:0:1]
+394800 cz 1 [0,-1,0,211017792,-11372890457088] 1 [] [196701856:59164159488:2197]
+394800 da 1 [0,-1,0,-38808,3056112] 2 [2] [-4:1792:1] [108:-336:1] [-228:0:1]
+394800 da 2 [0,-1,0,-626808,191216112] 2 [2] [52:-12600:1] [458:14:1] [457:0:1]
+394800 db 1 [0,-1,0,-328133,41031012] 1 [2] [-188:9800:1] [132:0:1]
+394800 db 2 [0,-1,0,1052492,295066012] 1 [2] [3748:-1209075:64] [-263:0:1]
+394800 dc 1 [0,-1,0,-1166408,-482204688] 1 [2] [-598:1050:1] [-588:0:1]
+394800 dc 2 [0,-1,0,-526408,-1009564688] 1 [2] [12202:1345050:1] [1177:0:1]
+394800 dd 1 [0,-1,0,-366440208,2700054078912] 0 []
+394800 de 1 [0,-1,0,-133708,-25376839088] 0 []
+394800 df 1 [0,-1,0,-136008,-19300113] 0 []
+394800 dg 1 [0,-1,0,-15314633,23074289637] 0 []
+394800 dh 1 [0,-1,0,1114792,139068912] 0 []
+394800 di 1 [0,-1,0,-14835758,22012741887] 0 []
+394800 dj 1 [0,-1,0,-47033,1180812] 0 [2] [-228:0:1]
+394800 dj 2 [0,-1,0,-593908,176180812] 0 [2] [457:0:1]
+394800 dk 1 [0,-1,0,-2795133,1799071512] 2 [2] [-1928:4200:1] [872:4900:1] [952:0:1]
+394800 dk 2 [0,-1,0,-2404508,2319384012] 2 [2] [63428:-1929375:64] [-923:-61250:1] [-1903:0:1]
+394800 dl 1 [0,-1,0,-1008,40512] 2 [] [16:168:1] [32:-200:1]
+394800 dm 1 [0,-1,0,-68383,2551762] 1 [2] [-2706:78200:27] [-278:0:1]
+394800 dm 2 [0,-1,0,-888508,322400512] 1 [2,2] [-9636:658000:27] [-1088:0:1] [532:0:1]
+394800 dm 3 [0,-1,0,-14213008,20628938512] 1 [2] [2052:-10000:1] [2177:0:1]
+394800 dm 4 [0,-1,0,-686008,473060512] 1 [4] [253:-17766:1] [582:16450:1]
+394800 dn 1 [0,-1,0,14832,119232] 0 [2] [-8:0:1]
+394800 dn 2 [0,-1,0,-60368,1021632] 0 [2] [17:0:1]
+394800 do 1 [0,-1,0,-677783,214943562] 1 [2] [57092:1143801:64] [482:0:1]
+394800 do 2 [0,-1,0,-768908,153525312] 1 [2,2] [-463:-20250:1] [-963:0:1] [212:0:1]
+394800 do 3 [0,-1,0,2403592,1092585312] 1 [2] [477:-48450:1] [-423:0:1]
+394800 do 4 [0,-1,0,-5399408,-4717760688] 1 [2] [-1268:9400:1] [-1503:0:1]
+394800 dp 1 [0,-1,0,2072,-33968] 1 [] [18:94:1]
+394800 dq 1 [0,-1,0,-12541123008,-540568258495488] 0 [2] [129312:0:1]
+394800 dq 2 [0,-1,0,-200658115008,-34596516022207488] 0 [2] [-258623:0:1]
+394800 dr 1 [0,-1,0,-16408,-31036688] 1 [2] [346:2142:1] [332:0:1]
+394800 dr 2 [0,-1,0,-1584408,-758588688] 1 [2,2] [22746:-3425058:1] [-788:0:1] [-663:0:1]
+394800 dr 3 [0,-1,0,-2984408,787011312] 1 [2] [1568497066:-235939082418:68921] [1577:0:1]
+394800 dr 4 [0,-1,0,-25272408,-48892604688] 1 [2] [50461762:-7446230826:2197] [-2903:0:1]
+394800 ds 1 [0,-1,0,5592,381312] 1 [2] [52:900:1] [-48:0:1]
+394800 ds 2 [0,-1,0,-57408,4665312] 1 [2] [-28:2500:1] [97:0:1]
+394800 dt 1 [0,-1,0,-4099333,-3682490963] 1 [] [11308:1181439:1]
+394800 du 1 [0,-1,0,-488,-4368] 1 [] [28:56:1]
+394800 dv 1 [0,-1,0,-156392208,-752729537088] 0 [2] [-7208:0:1]
+394800 dv 2 [0,-1,0,-153832208,-778565057088] 0 [2] [14417:0:1]
+394800 dw 1 [0,-1,0,-22008,-1177488] 0 [2] [-68:0:1]
+394800 dw 2 [0,-1,0,17992,-5017488] 0 [2] [137:0:1]
+394800 dx 1 [0,-1,0,-221908,40309312] 0 [2] [272:0:1]
+394800 dx 2 [0,-1,0,-219408,41259312] 0 [2] [-543:0:1]
+394800 dy 1 [0,-1,0,-1183,2362] 0 [2] [2:0:1]
+394800 dy 2 [0,-1,0,4692,14112] 0 [2] [-3:0:1]
+394800 dz 1 [0,-1,0,-1708,-49088] 0 [2] [52:0:1]
+394800 dz 2 [0,-1,0,-33208,-2317088] 0 [2] [-103:0:1]
+394800 ea 1 [0,-1,0,112853992,183219190512] 0 [2] [-1588:0:1]
+394800 ea 2 [0,-1,0,-489258008,1522316278512] 0 [2] [3177:0:1]
+394800 eb 1 [0,-1,0,-6448,-197168] 1 [] [3522:29134:27]
+394800 ec 1 [0,-1,0,7917,-292338] 1 [] [1658:67586:1]
+394800 ed 1 [0,-1,0,-358818,-106314453] 0 []
+394800 ee 1 [0,-1,0,1892,-92288] 0 [2] [32:0:1]
+394800 ee 2 [0,-1,0,-22608,-1170288] 0 [2,2] [-108:0:1] [-63:0:1]
+394800 ee 3 [0,-1,0,-85608,8405712] 0 [2] [217:0:1]
+394800 ee 4 [0,-1,0,-351608,-80130288] 0 [2] [-343:0:1]
+394800 ef 1 [0,-1,0,-1285208,571068912] 1 [] [-372:31584:1]
+394800 eg 1 [0,-1,0,-287208,-59147088] 1 [2] [179204:9292633:64] [-308:0:1]
+394800 eg 2 [0,-1,0,-277208,-63467088] 1 [2] [5594:-73367:8] [617:0:1]
+394800 eh 1 [0,-1,0,204392,-95187728] 0 []
+394800 ei 1 [0,-1,0,-3563,-83598] 1 [] [40284585270763198:303102560410881034:398639505347173]
+394800 ej 1 [0,-1,0,-19208,-5411088] 1 [2] [205012:92825600:1] [212:0:1]
+394800 ej 2 [0,-1,0,-595208,-175907088] 1 [2] [-3734:-525:8] [-423:0:1]
+394800 ek 1 [0,-1,0,-298208,-62585088] 0 []
+394800 el 1 [0,1,0,-10808,482388] 2 [2] [-26:864:1] [28:450:1] [-122:0:1]
+394800 el 2 [0,1,0,-178808,29042388] 2 [2] [198:-1200:1] [252:-222:1] [243:0:1]
+394800 em 1 [0,1,0,6992,163988] 0 [2] [-22:0:1]
+394800 em 2 [0,1,0,-35008,1423988] 0 [2] [43:0:1]
+394800 en 1 [0,1,0,342,4563] 1 [] [3:75:1]
+394800 eo 1 [0,1,0,-133,1523] 1 [] [14:51:1]
+394800 ep 1 [0,1,0,-4883333,4183662963] 0 []
+394800 eq 1 [0,1,0,-14753128,212975374388] 0 []
+394800 er 1 [0,1,0,-3137008,-1950580012] 0 [2] [-1262:0:1]
+394800 er 2 [0,1,0,-11329008,12516491988] 0 [2,2] [-3822:0:1] [1298:0:1]
+394800 er 3 [0,1,0,-173761008,881527691988] 0 [2] [7643:0:1]
+394800 er 4 [0,1,0,20030992,69528971988] 0 [4] [3748:444150:1]
+394800 es 1 [0,1,0,-1212408,513415188] 0 [2] [638:0:1]
+394800 es 2 [0,1,0,-1262408,468715188] 0 [2,2] [-1277:0:1] [438:0:1]
+394800 es 3 [0,1,0,2167592,2574735188] 0 [4] [1238:84600:1]
+394800 es 4 [0,1,0,-5492408,-4497304812] 0 [2] [-1677:0:1]
+394800 et 1 [0,1,0,-98073008,-373861264812] 0 []
+394800 eu 1 [0,1,0,167,-15037] 0 []
+394800 ev 1 [0,1,0,667,100338] 1 [2] [1156:22041:64] [-42:0:1]
+394800 ev 2 [0,1,0,-28708,1804088] 1 [2] [-86:11625:8] [83:0:1]
+394800 ew 1 [0,1,0,-375518053,2800753811603] 0 []
+394800 ex 1 [0,1,0,352792,122529588] 2 [] [-242:4800:1] [-92:9450:1]
+394800 ey 1 [0,1,0,-8,-1212] 1 [] [24:114:1]
+394800 ez 1 [0,1,0,-463083,121139088] 1 [] [-76:12486:1]
+394800 fa 1 [0,1,0,-897408,-339604812] 0 [2] [1098:0:1]
+394800 fa 2 [0,1,0,-14505408,-21268708812] 0 [2] [-2197:0:1]
+394800 fb 1 [0,1,0,8440712,-90979747372] 0 []
+394800 fc 1 [0,1,0,-413,-822] 0 [2] [-2:0:1]
+394800 fc 2 [0,1,0,1612,-4872] 0 [2] [3:0:1]
+394800 fd 1 [0,1,0,672,82548] 2 [] [-12:270:1] [42:432:1]
+394800 fe 1 [0,1,0,44592,1130388] 0 []
+394800 ff 1 [0,1,0,-414533,2382736563] 0 []
+394800 fg 1 [0,1,0,-5348,-203016852] 0 []
+394800 fh 1 [0,1,0,-826533,-805891437] 1 [] [5543568:96614325:4096]
+394800 fi 1 [0,1,0,-14657608,21594569588] 0 []
+394800 fj 1 [0,1,0,-163973,-29525517] 0 []
+394800 fk 1 [0,1,0,-78008,347988] 1 [2] [-26:1536:1] [-282:0:1]
+394800 fk 2 [0,1,0,-878008,315547988] 1 [2,2] [38:16800:1] [-1082:0:1] [518:0:1]
+394800 fk 3 [0,1,0,-14038008,20239787988] 1 [4] [2172:738:1] [2118:3600:1]
+394800 fk 4 [0,1,0,-518008,576907988] 1 [2] [188:22050:1] [-1037:0:1]
+394800 fl 1 [0,1,0,51792,-4142412] 1 [] [558:14100:1]
+394800 fm 1 [0,1,0,370792,15645588] 1 [2] [52:5922:1] [-42:0:1]
+394800 fm 2 [0,1,0,-1509208,124685588] 1 [2] [4052:-246078:1] [83:0:1]
+394800 fn 1 [0,1,0,-199054808,-102109989612] 0 [2] [14358:0:1]
+394800 fn 2 [0,1,0,-2296206808,-42259059493612] 0 [2,2] [-28717:0:1] [-26602:0:1]
+394800 fn 3 [0,1,0,-1429902808,-74521953061612] 0 [2] [53203:0:1]
+394800 fn 4 [0,1,0,-36716942808,-2708007379749612] 0 [2] [-110637:0:1]
+394800 fo 1 [0,1,0,-1233,-16962] 0 [2] [-22:0:1]
+394800 fo 2 [0,1,0,-2108,9288] 0 [2] [43:0:1]
+394800 fp 1 [0,1,0,14392,28788] 1 [2] [4:294:1] [-2:0:1]
+394800 fp 2 [0,1,0,-57608,172788] 1 [2,2] [2404:-117306:1] [-242:0:1] [3:0:1]
+394800 fp 3 [0,1,0,-645608,198916788] 1 [2] [-20094:441800:27] [483:0:1]
+394800 fp 4 [0,1,0,-621608,-188203212] 1 [2] [16846236:-785256654:6859] [-477:0:1]
+394800 fq 1 [0,1,0,-31019133,-63478838262] 1 [2] [-182520882036073842577434974377324544094473978814383762183810564228892:1234124845227498457635558435675150229399036362849516718051357955078125:49295726075237157044278446623121796277914961445033251574097912896] [6398:0:1]
+394800 fq 2 [0,1,0,-490003508,-4175060869512] 1 [2] [-401097687750643926186925909752250990974383518275463455058208645303497885756627318184458097876253837900110434320929952503628950676:78678609173038417722057743931007813408003148306732767778684192178732909332007248624516813706288677895249137320575248348719259575:31358156837259305152599563463500156728862310612186809653274332105775038075394419451604588309339070976757052252118499176995008] [-12797:0:1]
+394800 fr 1 [0,1,0,-12208,-570412] 1 [] [179428:9494667:64]
+394800 fs 1 [0,1,0,-100758,-55042137] 0 []
+394800 ft 1 [0,1,0,638392,-76987212] 2 [2] [334:13176:1] [622:-23688:1] [118:0:1]
+394800 ft 2 [0,1,0,-2763608,-641719212] 2 [2] [-39534:-441800:27] [1972:39762:1] [-237:0:1]
+394800 fu 1 [0,1,0,-60495408,181184311188] 0 [2] [-8982:0:1]
+394800 fu 2 [0,1,0,-968073408,11593070083188] 0 [2] [17963:0:1]
+394800 fv 1 [0,1,0,2941367,2219573363] 1 [] [878:74025:1]
+394800 fw 1 [0,1,0,61467,1588563] 0 []
+394800 fx 1 [0,1,0,-6255688,-6024338572] 1 [2] [3047:56682:1] [-1442:0:1]
+394800 fx 2 [0,1,0,-6153288,-6230981772] 1 [2] [5844:-396774:1] [2883:0:1]
+394800 fy 1 [0,1,0,107592,-66472812] 0 [2] [318:0:1]
+394800 fy 2 [0,1,0,-1950408,-984340812] 0 [2] [-637:0:1]
+394800 fz 1 [0,1,0,-1368008,-1008432012] 0 [2] [1438:0:1]
+394800 fz 2 [0,1,0,-25560008,-49731120012] 0 [2] [-2877:0:1]
+394800 ga 1 [0,1,0,-8970458,-13307247537] 0 []
+394800 gb 1 [0,1,0,317,-2212] 1 [] [8:30:1]
+394800 gc 1 [0,1,0,-161208,-24968412] 1 [] [672:13062:1]
+394800 gd 1 [0,1,0,-95233,11280038] 1 [2] [158:450:1] [178:0:1]
+394800 gd 2 [0,1,0,-96108,11061288] 1 [2] [1194:2025:8] [-357:0:1]
+394800 ge 1 [0,1,0,-57533,5292438] 0 [2] [138:0:1]
+394800 ge 2 [0,1,0,-56908,5413688] 0 [2] [-277:0:1]
+394800 gf 1 [0,1,0,-11488,-477772] 0 [2] [-62:0:1]
+394800 gf 2 [0,1,0,-11088,-512172] 0 [2] [123:0:1]
+394800 gg 1 [0,1,0,-13783,618188] 0 [2] [68:0:1]
+394800 gg 2 [0,1,0,-14908,510188] 0 [2,2] [-137:0:1] [38:0:1]
+394800 gg 3 [0,1,0,37592,3345188] 0 [2] [-77:0:1]
+394800 gg 4 [0,1,0,-85408,-9218812] 0 [2] [-197:0:1]
+394800 gh 1 [0,1,0,-2745608,-1793395212] 1 [2] [5092:340998:1] [1918:0:1]
+394800 gh 2 [0,1,0,-44217608,-113187187212] 1 [2,2] [93749564:733012266:12167] [-3842:0:1] [-3837:0:1]
+394800 gh 3 [0,1,0,-44505608,-111638323212] 1 [2,2] [96365996708319356:752656977991565514:12498474450743] [-4322:0:1] [-3362:0:1]
+394800 gh 4 [0,1,0,-707481608,-7243275187212] 1 [2] [20360701831652:-44972173625871162:4173281] [-15357:0:1]
+394800 gh 5 [0,1,0,-102129608,236986876788] 1 [2] [1033567716250538074683547390524:6608939743503442573441556229306:119238796255304199642070447] [8643:0:1]
+394800 gh 6 [0,1,0,8510392,-361131619212] 1 [2] [83619782409206344533916995362974716:810224153016245124787916169993037754:12383381143065017847542866555023] [6723:0:1]
+394800 gi 1 [0,1,0,-2082008,-1150980012] 1 [2] [-866:1824:1] [-882:0:1]
+394800 gi 2 [0,1,0,-3332008,391519988] 1 [2,2] [-1762:28200:1] [-1882:0:1] [118:0:1]
+394800 gi 3 [0,1,0,-39782008,96400819988] 1 [2,2] [-5482:387000:1] [-7282:0:1] [3518:0:1]
+394800 gi 4 [0,1,0,13117992,3122219988] 1 [2] [-12:54450:1] [-237:0:1]
+394800 gi 5 [0,1,0,-636212008,6176408239988] 1 [2] [1157963684:30958494:79507] [14563:0:1]
+394800 gi 6 [0,1,0,-26552008,161571799988] 1 [2] [-5188:399642:1] [-7037:0:1]
+394800 gj 1 [0,1,0,-51408,4547988] 1 [] [132:282:1]
+394800 gk 1 [0,1,0,-72699408,268824583188] 1 [2] [6828:301350:1] [-9982:0:1]
+394800 gk 2 [0,1,0,-1203707408,16073530375188] 1 [2,2] [1398019148:4143525750:68921] [-40062:0:1] [19963:0:1]
+394800 gk 3 [0,1,0,-19259227408,1028735425095188] 1 [4] [12132329835964:76443861294:151419437] [79988:66150:1]
+394800 gk 4 [0,1,0,-1244315408,14930902471188] 1 [2] [903960725713252:-198129285402798750:14154926059] [-40197:0:1]
+394800 gl 1 [0,1,0,-89083,-10627912] 1 [] [908:25650:1]
+394800 gm 1 [0,1,0,5467,-91437] 0 []
+394800 gn 1 [0,1,0,5109792,-11888246412] 0 []
+394800 go 1 [0,1,0,-11928,-505452] 1 [] [4198733:23700360:29791]
+394800 gp 1 [0,1,0,-18508,-1045012] 1 [2] [1642:15687:8] [158:0:1]
+394800 gp 2 [0,1,0,-302008,-63982012] 1 [2] [11242:-382713:8] [-317:0:1]
+394800 gq 1 [0,1,0,-44413,-3617422] 0 [2] [-122:0:1]
+394800 gq 2 [0,1,0,-44388,-3621672] 0 [2] [243:0:1]
+394800 gr 1 [0,1,0,8129792,38915693588] 1 [] [-2578:28812:1]
+394800 gs 1 [0,1,0,47217,2593188] 1 [2] [-18936:457281:512] [-52:0:1]
+394800 gs 2 [0,1,0,-228908,22474188] 1 [2,2] [-30908:290625:64] [-522:0:1] [103:0:1]
+394800 gs 3 [0,1,0,-3166408,2166849188] 1 [4] [1232:-11718:1] [728:15750:1]
+394800 gs 4 [0,1,0,-1709408,-845098812] 1 [2] [-1547406788:5499609375:1906624] [-837:0:1]
+394800 gt 1 [0,1,0,6992,-6916012] 0 [2] [178:0:1]
+394800 gt 2 [0,1,0,-505008,-134916012] 0 [2,2] [-462:0:1] [-357:0:1]
+394800 gt 3 [0,1,0,-1177008,299195988] 0 [2] [923:0:1]
+394800 gt 4 [0,1,0,-8025008,-8752836012] 0 [2] [-1637:0:1]
+394800 gu 1 [0,1,0,-5778333,5376587463] 2 [] [89892:370125:64] [1503:-9450:1]
+394800 gu 2 [0,1,0,-468828333,3907072931463] 2 [] [18133185353964:1757970375:1450571968] [337521:-350:27]
+394800 gv 1 [0,1,0,42,8463] 0 []
+394800 gw 1 [0,1,0,-3533,81063] 1 [] [27:78:1]
+394800 gx 1 [0,1,0,34792,-5507037] 1 [] [117:423:1]
+394800 gy 1 [0,1,0,-759928,318469748] 2 [] [-877:17640:1] [698:11340:1]
+394800 gz 1 [0,1,0,-217908,-39175812] 1 [2] [579:5394:1] [-262:0:1]
+394800 gz 2 [0,1,0,-155408,-62050812] 1 [2] [1048:-30450:1] [523:0:1]
+394800 ha 1 [0,1,0,-8183,279888] 0 [2] [48:0:1]
+394800 ha 2 [0,1,0,-2308,679388] 0 [2] [-97:0:1]
+394800 hb 1 [0,1,0,-208,221588] 0 [2] [-62:0:1]
+394800 hb 2 [0,1,0,-56208,5037588] 0 [2] [123:0:1]
+394800 hc 1 [0,1,0,1119992,-1081131637] 1 [] [1013:33075:1]
+394800 hd 1 [0,1,0,2667,92463] 0 []
+394800 he 1 [0,1,0,-11508,-486612] 0 []
+394800 hf 1 [0,1,0,-4508,-140637] 1 [] [913:27525:1]
+394800 hg 1 [0,1,0,108992,8167988] 2 [] [148:5250:1] [1898:84000:1]
+394800 hg 2 [0,1,0,-2201008,1276987988] 2 [] [748:7050:1] [2098:76800:1]
+394800 hh 1 [0,1,0,16186592,-3539084812] 1 [2] [3674:324864:1] [218:0:1]
+394800 hh 2 [0,1,0,-65461408,-28523372812] 1 [2] [8399:-119286:1] [-437:0:1]
+394800 hh 3 [0,1,0,-204619408,1241304231188] 1 [2] [7874:344064:1] [-16702:0:1]
+394800 hh 4 [0,1,0,-3365707408,75153863847188] 1 [2] [33599:-16086:1] [33403:0:1]
+394800 hi 1 [0,1,0,-201208,-35034412] 0 [2] [518:0:1]
+394800 hi 2 [0,1,0,-3225208,-2230458412] 0 [2] [-1037:0:1]
+394800 hi 3 [0,1,0,590792,-185802412] 0 [2] [278:0:1]
+394800 hi 4 [0,1,0,-3525208,-1791042412] 0 [2] [-557:0:1]
+394800 hj 1 [0,1,0,-1008,29988] 1 [2] [8:150:1] [-42:0:1]
+394800 hj 2 [0,1,0,-22008,1247988] 1 [2] [92:-102:1] [83:0:1]
+394800 hk 1 [0,1,0,-710508,-241521012] 1 [2] [1314:33096:1] [978:0:1]
+394800 hk 2 [0,1,0,-11515008,-15043686012] 1 [2,2] [61962:-4803057:8] [-1962:0:1] [-1957:0:1]
+394800 hk 3 [0,1,0,-11662008,-14640024012] 1 [2] [4928339134:-381757507299:636056] [3923:0:1]
+394800 hk 4 [0,1,0,-184240008,-962613036012] 1 [2] [2640878046:128418149069:157464] [-7837:0:1]
+394800 hl 1 [0,1,0,-126133,-10639762] 0 [2] [-302:0:1]
+394800 hl 2 [0,1,0,-860508,299266488] 0 [2] [603:0:1]
+394800 hl 3 [0,1,0,-4326133,3461447738] 0 [2] [-2402:0:1]
+394800 hl 4 [0,1,0,-69215508,221619526488] 0 [2] [4803:0:1]
+394800 hm 1 [0,1,0,-68,-4932] 1 [2] [993:5642:27] [18:0:1]
+394800 hm 2 [0,1,0,-4768,-127132] 1 [2] [-1104:910:27] [-37:0:1]
+394800 hn 1 [0,1,0,-7658133,-8158359762] 0 [2] [-1582:0:1]
+394800 hn 2 [0,1,0,-6892508,-9853453512] 0 [2] [3163:0:1]
+394800 hn 3 [0,1,0,-18458133,19237527738] 0 [2] [1118:0:1]
+394800 hn 4 [0,1,0,55072492,134386486488] 0 [2] [-2237:0:1]
+394800 ho 1 [0,1,0,-658,-6937] 0 []
+394800 hp 1 [0,1,0,167,2963] 1 [] [-1144:26025:512]
+394800 hq 1 [0,1,0,-734333,-242544537] 0 []
+394800 hr 1 [0,1,0,10292,74588] 0 []
+394800 hs 1 [0,1,0,-29408,6997188] 1 [2] [82:2268:1] [-242:0:1]
+394800 hs 2 [0,1,0,-758408,253399188] 1 [2] [154:11844:1] [483:0:1]
+394800 ht 1 [0,1,0,-70208,7473588] 0 []
+394800 hu 1 [0,1,0,-488,-12492] 0 []
+394800 hu 2 [0,1,0,4312,300468] 0 []
+394800 hv 1 [0,1,0,51667,4145463] 0 []
+394800 hv 2 [0,1,0,-1298333,573845463] 0 []
+394800 hw 1 [0,1,0,-81208,48641588] 0 []
+394800 hx 1 [0,1,0,-1440208,-748866412] 0 []
+394800 hy 1 [0,1,0,-33033,-3685437] 0 []
+394800 hz 1 [0,1,0,262117,-23755512] 1 [2] [3242:97713:8] [88:0:1]
+394800 hz 2 [0,1,0,-1165508,-200781012] 1 [2] [-422:-14700:1] [-177:0:1]
+394800 ia 1 [0,1,0,-62997408,-327975532812] 0 [2] [9818:0:1]
+394800 ia 2 [0,1,0,-1194005408,-15874811500812] 0 [2,2] [-20262:0:1] [-19637:0:1]
+394800 ia 3 [0,1,0,-1382005408,-10542003500812] 0 [4] [-19012:2976750:1]
+394800 ia 4 [0,1,0,-19102133408,-1016187025324812] 0 [2] [-79797:0:1]
+394800 ib 1 [0,1,0,28387,870663] 1 [] [2253:52822:27]
+394800 ic 1 [0,1,0,-87883,9742988] 0 [2] [148:0:1]
+394800 ic 2 [0,1,0,21492,32492988] 0 [2] [-297:0:1]
+394800 id 1 [0,1,0,9592,116371188] 0 [2] [-482:0:1]
+394800 id 2 [0,1,0,-3518408,2494243188] 0 [2,2] [-2162:0:1] [963:0:1]
+394800 id 3 [0,1,0,-56018408,161359243188] 0 [2] [4323:0:1]
+394800 id 4 [0,1,0,-7466408,-4130500812] 0 [2] [-2397:0:1]
+394800 ie 1 [0,1,0,-7008,-1680012] 1 [2] [2154:32025:8] [138:0:1]
+394800 ie 2 [0,1,0,-259008,-50568012] 1 [2] [5226:-61671:8] [-277:0:1]
+394800 if 1 [0,1,0,-23308,-1377457] 0 []
+394800 ig 1 [0,1,0,-7708,278588] 0 []
+394800 ih 1 [0,1,0,-21208,-1209037] 0 []
+394800 ii 1 [0,1,0,-282833,-61346037] 1 [] [862:18333:1]
+394800 ij 1 [0,1,0,952,-746172] 1 [] [112:882:1]
+394800 ik 1 [0,1,0,-43,128] 1 [] [4:6:1]
+394800 il 1 [0,1,0,-170479533,856697853438] 0 [2] [7538:0:1]
+394800 il 2 [0,1,0,-170478908,856704449688] 0 [2] [-15077:0:1]
+394800 im 1 [0,1,0,-117783,-15199812] 0 [2] [-172:0:1]
+394800 im 2 [0,1,0,29092,-50449812] 0 [2] [343:0:1]
+394800 in 1 [0,1,0,-446208,-407630412] 0 [2] [938:0:1]
+394800 in 2 [0,1,0,-11422208,-14830094412] 0 [2] [-1877:0:1]
+394800 in 3 [0,1,0,3963792,10227525588] 0 [2] [-1582:0:1]
+394800 in 4 [0,1,0,-53380208,137187141588] 0 [2] [3163:0:1]
+394803 a 1 [0,0,1,-966,-11813] 0 []
+394805 a 1 [0,1,1,-4448136,-3606833930] 1 [] [-1253:1014:1]
+394805 b 1 [1,0,1,-3752293,1679943483] 0 [2] [-2131:1065:1]
+394805 b 2 [1,0,1,-53102918,148902727983] 0 [2] [34094:-17051:8]
+394805 c 1 [1,-1,0,64156,-39538487] 0 []
+394805 d 1 [1,1,0,-288880463,-1889961771808] 1 [2] [134891747852947644723030063731836469808910030352805627395173259926375964914976201121713348250406936:35562541804592376795049037366667031861345777269410297202070824394619448176444361646251373688491219675:1822481917103490678062142707667467118836668402516373629857322387090945035362958777703789786624] [-9812:4906:1]
+394805 d 2 [1,1,0,-288485658,-1895384734327] 1 [2] [1266667657747005242303375800665902429652395121993524314998916390388946588602332279875108830727828676724954210626181136316209923145774761243606333768369515732108923089916702618386670709731248017032:333949287110507356684529924743473772673392784603930139577740507106999827603678191575607160211203983563969430795845473252205321820865131803486214867507317637470229000142555205415956113538760235031705:17113784326253189839264482074320661553887083615258134386093562999329661572230306677714418648971758631970973962659041314062867725443682843083238201485577968385711705734612872051250617197228544] [156982:-78491:8]
+394805 e 1 [0,-1,1,-815930,281115051] 0 []
+394806 a 1 [1,1,0,-81670,-8411036] 1 [] [-135:488:1]
+394806 b 1 [1,0,1,747,24760] 1 [] [470:9975:1]
+394806 c 1 [1,0,1,-47499,1279414] 1 [] [3380:13561:125]
+394806 d 1 [1,1,1,-378,-2901] 1 [] [57:377:1]
+394808 a 1 [0,0,0,-11,-45] 2 [] [5:5:1] [29:155:1]
+394810 a 1 [1,1,0,-5493,155437] 2 [] [-86:75:1] [42:11:1]
+394810 b 1 [1,1,0,128883,6032221] 2 [] [1002:33299:1] [3877:240549:1]
+394810 c 1 [1,-1,0,-512710,141429300] 1 [2] [401110:235111:1000] [412:-206:1]
+394810 c 2 [1,-1,0,-492230,153229876] 1 [2] [-13925604:-600437198:35937] [-6586:3293:8]
+394810 d 1 [1,-1,0,-769,-7875] 1 [2] [11622:234589:27] [-14:7:1]
+394810 d 2 [1,-1,0,31,-24035] 1 [2] [1451535:29348573:3375] [230:-115:8]
+394810 e 1 [1,-1,1,2071998,-202313151] 1 [] [129:8127:1]
+394810 f 1 [1,0,0,-46775,-3557015] 0 [2] [-154:77:1]
+394810 f 2 [1,0,0,-168255,22609777] 0 [2] [2462:-1231:8]
+394810 g 1 [1,0,0,-8100,279760] 0 [2] [-104:52:1]
+394810 g 2 [1,0,0,-129580,17942952] 0 [2] [1662:-831:8]
+394810 h 1 [1,1,1,4,429] 1 [] [-3:21:1]
+394811 a 1 [0,0,1,-37,-92] 0 []
+394812 a 1 [0,0,0,-705,-9367] 1 [] [32:29:1]
+394812 b 1 [0,0,0,-16680,-825356] 2 [] [-606:473:8] [213:2299:1]
+394814 a 1 [1,-1,0,-28831,-1877043] 0 [2] [-98:49:1]
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+394816 b 1 [0,0,0,-548,5224] 1 [] [402:2587:8]
+394816 c 1 [0,0,0,-548,-5224] 0 []
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+394816 e 1 [0,0,0,20,2736] 0 []
+394816 f 1 [0,-1,0,183,-1015] 0 [2] [5:0:1]
+394816 f 2 [0,-1,0,-1057,-8703] 0 [2] [-9:0:1]
+394818 a 1 [1,0,0,-29,93] 2 [] [-2:13:1] [6:9:1]
+394818 b 1 [1,0,0,6242,-27964] 2 [] [20:314:1] [140:1826:1]
+394818 c 1 [1,0,0,-7627651,8775706433] 0 [2] [-3218:1609:1]
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+394821 a 1 [0,0,1,-19899,-1048390] 1 [] [462:9400:1]
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+394821 c 1 [1,-1,1,-404,-4910] 1 [] [79750:529354:1331]
+394821 d 1 [0,0,1,-96,-294] 0 []
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+394821 f 1 [1,-1,0,-3633,136196] 1 [] [340:6004:1]
+394821 g 1 [1,-1,0,-231,4204] 1 [] [228:3316:1]
+394821 h 1 [0,0,1,-2211,38829] 0 []
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+394823 a 1 [0,0,1,-1936,148739] 1 [] [67:565:1]
+394824 a 1 [0,-1,0,-472,-3764] 1 [] [-58803:25748:4913]
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+394830 b 1 [1,-1,0,-283185,-57964059] 1 [] [127199355:8179341324:29791]
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+394830 f 1 [1,-1,0,-27915,-3474235] 1 [] [1774:7887:8]
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+394830 j 1 [1,-1,0,-450,-3614] 1 [] [1614:21943:8]
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+394830 p 2 [1,-1,0,-89934,9660428] 1 [2] [119:736:1] [-2746:1373:8]
+394830 q 1 [1,-1,0,-27190719,54573275533] 0 [2] [3038:-1519:1]
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+394830 t 1 [1,-1,1,-89123,10750691] 2 [] [183:-830:1] [843:22690:1]
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+394830 bb 2 [1,-1,1,-10505453,8040759887] 0 [2] [22038:-11023:8]
+394830 bc 1 [1,-1,1,-2408,-44773] 1 [2] [-29:19:1] [-27:13:1]
+394830 bc 2 [1,-1,1,-1508,-79333] 1 [2] [61:199:1] [438:-223:8]
+394830 bd 1 [1,-1,1,-441113,-169091719] 0 [2] [807:-404:1]
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+394830 be 1 [1,-1,1,67,1181] 0 []
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+394830 bg 2 [1,-1,1,5274699547,-6092498100963] 0 [2] [9238:-4623:8]
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+394830 bj 1 [1,-1,1,-113567,18221159] 0 []
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+394830 bm 1 [1,-1,1,118,-249] 0 []
+394830 bn 1 [1,-1,1,-54617,14724409] 1 [] [-73:4316:1]
+394830 bo 1 [1,-1,1,-849137,295622561] 2 [2] [-8482:18587:8] [-681:23956:1] [471:-236:1]
+394830 bo 2 [1,-1,1,72463,902772641] 2 [2] [85755:-4506364:125] [-521:27156:1] [-7530:3761:8]
+394830 bp 1 [1,-1,1,-912497,-335268831] 1 [2] [1799:61092:1] [-553:276:1]
+394830 bp 2 [1,-1,1,-941297,-312954591] 1 [2] [617897:20931996:343] [8854:-4431:8]
+394830 bq 1 [1,-1,1,-994568657,12190825505729] 1 [] [4006737:502885804:343]
+394830 br 1 [1,-1,1,-24602,-3861871] 1 [] [247:2131:1]
+394831 a 1 [0,1,1,-168,2412] 2 [] [-16:35:1] [5:41:1]
+394831 b 1 [1,0,1,35,-231] 2 [] [11:33:1] [91:825:1]
+394833 a 1 [0,1,1,-92,551] 1 [] [-22:221:8]
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+394834 b 1 [1,0,0,-7629,-576367] 0 []
+394834 c 1 [1,1,1,-49919,-4308635] 0 [2] [-133:66:1]
+394834 c 2 [1,1,1,-63999,-1701019] 0 [2] [2118:-1063:8]
+394835 a 1 [1,-1,1,-177,176] 1 [2] [-6:34:1] [1:-1:1]
+394835 a 2 [1,-1,1,698,876] 1 [2] [6:-76:1] [-10:1:8]
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+394944 ct 2 [0,-1,0,-1833,-27927] 1 [2] [-681:-1088:27] [-29:0:1]
+394944 cu 1 [0,-1,0,-4033,-115685] 1 [] [42490:386595:343]
+394944 cv 1 [0,-1,0,37,-1131] 1 [] [3246:10999:216]
+394944 cw 1 [0,-1,0,-1512903,-715767039] 1 [] [11873454828232411556862298720:449324206915241595812170259273:5282262016795447991337113]
+394944 cx 1 [0,-1,0,-895667813,10892726397885] 0 []
+394944 cy 1 [0,-1,0,-11073,473409] 0 []
+394944 cy 2 [0,-1,0,-908673,333698433] 0 []
+394944 cz 1 [0,-1,0,-33953,-2386239] 1 [2] [400:6919:1] [213:0:1]
+394944 cz 2 [0,-1,0,-542593,-153655775] 1 [2] [944:-13209:1] [-425:0:1]
+394944 da 1 [0,-1,0,-73,145] 1 [] [8:3:1]
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+394944 db 2 [0,-1,0,-468673,-296654015] 1 [2] [62833434321:913110210496:63521199] [895:0:1]
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+394944 dc 2 [0,-1,0,-18553,892729] 1 [2] [867:15488:27] [59:0:1]
+394944 dd 1 [0,-1,0,-6695,600393] 0 []
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+394944 df 1 [0,-1,0,-784725,-267678387] 0 []
+394944 dg 1 [0,-1,0,-89217,10279425] 1 [2] [-343:640:1] [169:0:1]
+394944 dg 2 [0,-1,0,-69857,14844513] 1 [2] [1418:-22627:8] [-337:0:1]
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+394944 dh 2 [0,-1,0,95583,-1436895] 1 [2] [1384:52725:1] [15:0:1]
+394944 di 1 [0,-1,0,-1804997,-932789493] 0 []
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+394944 dj 2 [0,-1,0,-398977,-92618975] 0 [2] [-425:0:1]
+394944 dk 1 [0,-1,0,-40817,-67527] 1 [] [216:1071:1]
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+394944 dn 1 [0,-1,0,-130357,-18249713] 1 [] [80570:1606137:125]
+394944 do 1 [0,-1,0,-101317,-35495843] 0 []
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+394944 dp 2 [0,-1,0,239903,-25792127] 0 [2] [103:0:1]
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+394944 dq 4 [0,-1,0,1749983,1533295777] 0 [2] [-689:0:1]
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+394944 dr 1 [0,-1,0,-2199457,951740737] 1 [2] [1066281927:31879872512:2685619] [1181:0:1]
+394944 dr 2 [0,-1,0,-12111777,-15429359295] 1 [2,2] [-455178440767805:-5641173752833260:213525509833] [-2361:0:1] [-1635:0:1]
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+394944 ds 3 [0,-1,0,-2896417,1898282113] 1 [2] [741:12584:1] [983:0:1]
+394944 ds 4 [0,-1,0,-263457,115425] 1 [2] [-1176:-91585:27] [-513:0:1]
+394944 dt 1 [0,-1,0,-30532,2062678] 1 [2] [1088283:2679760:9261] [103:0:1]
+394944 dt 2 [0,-1,0,-35977,1281865] 1 [2,2] [-11545:243936:125] [-205:0:1] [37:0:1]
+394944 dt 3 [0,-1,0,123743,9427585] 1 [2] [19467:-1398760:343] [-73:0:1]
+394944 dt 4 [0,-1,0,-282817,-56923007] 1 [2] [-949215:1826272:3375] [-337:0:1]
+394944 du 1 [0,-1,0,-51625537,107426494177] 0 [2] [-8059:0:1]
+394944 du 2 [0,-1,0,-767790657,8188204009185] 0 [2,2] [-31995:0:1] [15877:0:1]
+394944 du 3 [0,-1,0,-12284357697,524059004685537] 0 [2] [63991:0:1]
+394944 du 4 [0,-1,0,-709865537,9475705651425] 0 [2] [-31753:0:1]
+394944 dv 1 [0,-1,0,5163,302733] 1 [] [-342:363:8]
+394944 dw 1 [0,-1,0,-253777,-48254567] 1 [] [-311454830930:1002554556903:1092727000]
+394944 dx 1 [0,-1,0,-839417,171126177] 0 []
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+394944 dy 2 [0,-1,0,-6148897,4760313505] 0 [2] [-2801:0:1]
+394944 dz 1 [0,-1,0,-4938897,109633977] 0 []
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+394944 ed 2 [0,-1,0,11565503,1866245185] 0 [2] [-161:0:1]
+394944 ee 1 [0,-1,0,-1569,26721] 1 [] [-15:216:1]
+394944 ef 1 [0,-1,0,3430431,12017239137] 0 []
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+394944 eg 2 [0,-1,0,-256769,252644097] 1 [] [-195433:5013504:343]
+394944 eh 1 [0,-1,0,81,3621] 1 [] [222740:3220703:50653]
+394944 ei 1 [0,-1,0,-189889,-34806143] 0 []
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+394944 ek 1 [0,-1,0,-601,673] 0 []
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+394944 ep 1 [0,-1,0,-126001,16591753] 1 [] [3523324:15165795:21952]
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+394975 g 1 [0,1,1,917,58494] 1 [] [258:4187:1]
+394975 h 1 [0,-1,1,-10883,-435332] 0 []
+394975 i 1 [0,-1,1,-22233,8190118] 1 [] [-120824:250271:512]
+394975 j 1 [1,0,1,-276,-10177] 1 [] [37:156:1]
+394975 k 1 [1,-1,0,-1867,73416] 1 [2] [19538840:1032815156:6859] [-56:28:1]
+394975 k 2 [1,-1,0,-39992,3085291] 1 [2] [772122:-253453:6859] [902:-451:8]
+394975 l 1 [1,1,0,-4700,156125] 0 []
+394975 m 1 [0,1,1,-218,-11361] 1 [] [53890:368687:1000]
+394975 n 1 [0,-1,1,763842,-470985657] 0 []
+394979 a 1 [0,1,1,-146,-731] 1 [] [341055128160526334:3613383209922449765:3026350918098136]
+394980 a 1 [0,-1,0,-43191021,-109239849054] 1 [2] [-42786304284090907820829193752858332235600937285745794985258247871396298095284706107146:3054198952585419406021754086486704779001842889451094432587677747483901874317727000:11277329325037051825106207630911009503771188684257060558595667359700333235291236509] [-3794:0:1]
+394980 a 2 [0,-1,0,-43190396,-109243169304] 1 [2] [60402537039137786680039792842427365590239700:-6370220979993114317225169244047339786095477937:4138464256630671053161389198191492761408] [7589:0:1]
+394980 b 1 [0,-1,0,-74818450,249117743125] 0 []
+394980 c 1 [0,1,0,-9186,335889] 2 [] [-96:585:1] [54:15:1]
+394980 d 1 [0,1,0,-1161,-11340] 0 [2] [-28:0:1]
+394980 d 2 [0,1,0,-6836,206580] 0 [2] [55:0:1]
+394980 e 1 [0,1,0,18674,185660549] 1 [] [449:16875:1]
+394980 f 1 [0,1,0,2854,18105] 0 [3] [16:261:1]
+394980 f 2 [0,1,0,-33686,-2737011] 0 []
+394980 g 1 [0,1,0,-59205,5525100] 1 [2] [135:105:1] [140:0:1]
+394980 g 2 [0,1,0,-58580,5648100] 1 [2] [-20:-2610:1] [-281:0:1]
+394980 h 1 [0,1,0,50,-175] 1 [] [5:15:1]
+394982 a 1 [1,0,1,-36335020,-84064063254] 1 [2] [560116:32870185:64] [-3631:1815:1]
+394982 a 2 [1,0,1,-52413260,-2335153686] 1 [2] [9011498900:502604115313:1000000] [58094:-29051:8]
+394982 b 1 [1,0,0,-17280,999424] 1 [] [-144:784:1]
+394982 c 1 [1,-1,1,213,-10645] 0 [2] [19:-10:1]
+394982 c 2 [1,-1,1,-6127,-175485] 0 [2] [-298:145:8]
+394982 d 1 [1,-1,1,-439,3647] 1 [] [11:2:1]
+394985 a 1 [1,0,1,-849413,355860781] 1 [] [775:12387:1]
+394986 a 1 [1,1,1,-60,-2859] 2 [] [27:113:1] [55:377:1]
+394989 a 1 [1,1,1,-285664,-58885744] 1 [2] [4934:-1827:8] [-309:154:1]
+394989 a 2 [1,1,1,-285699,-58870638] 1 [2] [-309:-7:1] [4934:-2471:8]
+394989 b 1 [1,1,1,-344,161552] 0 [2] [-57:28:1]
+394989 b 2 [1,1,1,-46649,3810386] 0 [2] [902:-455:8]
+394989 c 1 [1,0,0,-13997537,20155817520] 1 [2] [10735:1046785:1] [2160:-1080:1]
+394989 c 2 [1,0,0,-13999252,20150631017] 1 [2] [2111:1517:1] [-34562:17281:8]
+394989 d 1 [0,-1,1,-114,82361] 1 [] [155598:4173173:216]
+394989 e 1 [0,1,1,-2,-241] 1 [] [506:4049:8]
+394990 a 1 [1,-1,0,-685,7075] 2 [] [-15:125:1] [15:-5:1]
+394990 b 1 [1,0,1,-568,21958] 2 [] [-31:115:1] [44:265:1]
+394990 c 1 [1,0,0,-1080,-13760] 1 [] [72:496:1]
+394990 d 1 [1,1,1,-38796,86579629] 2 [] [-65653:3232655:343] [829:24585:1]
+394992 a 1 [0,0,0,-627,50] 3 [2] [-25:10:1] [-23:48:1] [-14:78:1] [25:0:1]
+394992 a 2 [0,0,0,-6867,-218350] 3 [2] [-34551:-18568:729] [-49:22:1] [-46:14:1] [-50:0:1]
+394992 b 1 [0,0,0,-19587,-1003390] 1 [2] [-526:117:8] [-95:0:1]
+394992 b 2 [0,0,0,-57027,3976130] 1 [2] [401:6752:1] [190:0:1]
+394992 c 1 [0,0,0,-42,-2745] 1 [2] [22472:144781:512] [15:0:1]
+394992 c 2 [0,0,0,-3207,-69210] 1 [2] [-2076:1677:64] [-30:0:1]
+394992 d 1 [0,0,0,-4592379,4966886954] 0 []
+394992 e 1 [0,0,0,-1431,-4266] 2 [2] [-30:108:1] [61:368:1] [-3:0:1]
+394992 e 2 [0,0,0,5589,-33750] 2 [2] [22:316:1] [33:-432:1] [6:0:1]
+394992 f 1 [0,0,0,-466371,-140359230] 0 [2] [801:0:1]
+394992 f 2 [0,0,0,-7758531,-8317787454] 0 [2] [-1602:0:1]
+394992 g 1 [0,0,0,-10011,153866] 1 [2] [10:234:1] [-107:0:1]
+394992 g 2 [0,0,0,-131691,18381530] 1 [2,2] [218:-182:1] [-419:0:1] [205:0:1]
+394992 g 3 [0,0,0,-2106651,1176893066] 1 [2] [287462:-1658:343] [838:0:1]
+394992 g 4 [0,0,0,-103611,26440490] 1 [4] [-214:-6230:1] [223:3798:1]
+394992 h 1 [0,0,0,-133851,17144714] 1 [2] [4402:83941:8] [157:0:1]
+394992 h 2 [0,0,0,165669,82979210] 1 [2] [4237046:155003807:10648] [-314:0:1]
+394992 i 1 [0,0,0,488877,-342686446] 0 []
+394992 i 2 [0,0,0,-203596563,-1118159750446] 0 []
+394992 j 1 [0,0,0,-35655,2591366] 2 [2] [-191:1560:1] [82:468:1] [109:0:1]
+394992 j 2 [0,0,0,-35595,2600522] 2 [2] [107:-130:1] [2343:-10972:27] [-218:0:1]
+394992 k 1 [0,0,0,-320895,-69966882] 0 [2] [-327:0:1]
+394992 k 2 [0,0,0,-320355,-70214094] 0 [2] [654:0:1]
+394992 l 1 [0,0,0,-2498250,-418601081] 1 [2] [39023:7702344:1] [-1489:0:1]
+394992 l 2 [0,0,0,-23263815,42869295718] 1 [2] [-5134:-164268:1] [2978:0:1]
+394992 m 1 [0,0,0,-13035,216682] 2 [2] [-87:832:1] [-22:702:1] [17:0:1]
+394992 m 2 [0,0,0,47805,1664674] 2 [2] [30:1768:1] [290:6318:1] [-34:0:1]
+394992 n 1 [0,0,0,-2055,35206] 2 [2] [-46:180:1] [-10:234:1] [29:0:1]
+394992 n 2 [0,0,0,-4395,-59798] 2 [2] [-31:-216:1] [-22:162:1] [-58:0:1]
+394992 o 1 [0,0,0,-17130,-856321] 1 [2] [-39698843:15121566:493039] [151:0:1]
+394992 o 2 [0,0,0,-273495,-55051882] 1 [2] [-49766991826545158:219516004974771:164800940271976] [-302:0:1]
+394992 p 1 [0,0,0,393,-16702] 0 []
+394992 q 1 [0,0,0,-107067,13582442] 0 []
+394992 r 1 [0,0,0,-984,-713] 0 [2] [-31:0:1]
+394992 r 2 [0,0,0,-10479,411370] 0 [2] [62:0:1]
+394992 s 1 [0,0,0,-1479,85030] 1 [2] [-30:320:1] [-55:0:1]
+394992 s 2 [0,0,0,-39459,3009490] 1 [2] [-133:2430:1] [110:0:1]
+394992 t 1 [0,0,0,-159,158] 2 [2] [-11:24:1] [209:3016:1] [1:0:1]
+394992 t 2 [0,0,0,621,1250] 2 [2] [579:-4220:27] [1666:24215:8] [-2:0:1]
+394992 u 1 [0,0,0,9370581,-1399524518] 1 [2] [2946318216160:337062948580989:5451776000] [149:0:1]
+394992 u 2 [0,0,0,-37815339,-11242507430] 1 [2,2] [-884791270:33048750384:166375] [-5995:0:1] [-298:0:1]
+394992 u 3 [0,0,0,-387839019,2926506238810] 1 [2] [-2488805:207497862:125] [11990:0:1]
+394992 u 4 [0,0,0,-442766379,-3578942160038] 1 [2] [-6033848:-24457221:512] [-12586:0:1]
+394992 v 1 [0,0,0,-1384059,-626729222] 0 [2] [-679:0:1]
+394992 v 2 [0,0,0,-1379379,-631178030] 0 [2] [1358:0:1]
+394992 w 1 [0,0,0,-894,-497585] 0 [2] [83:0:1]
+394992 w 2 [0,0,0,-99759,-11985698] 0 [2] [-166:0:1]
+394992 x 1 [0,0,0,-51819,5198490] 0 [2] [-267:0:1]
+394992 x 2 [0,0,0,-862059,308066202] 0 [2] [534:0:1]
+394992 y 1 [0,0,0,69,15082] 1 [] [-22:54:1]
+394992 z 1 [0,0,0,-45111,3687842] 0 []
+394992 z 2 [0,0,0,-33231,5673098] 0 []
+394992 ba 1 [0,0,0,-17227011,-27521824718] 0 []
+394992 bb 1 [0,0,0,-9291,374762] 1 [] [43:234:1]
+394992 bc 1 [0,0,0,-5643,-1350] 1 [2] [250:3770:1] [-75:0:1]
+394992 bc 2 [0,0,0,-61803,5895450] 1 [2] [35570:421138:125] [150:0:1]
+394992 bd 1 [0,0,0,-378,74115] 1 [2] [10954140:92998997:216000] [-45:0:1]
+394992 bd 2 [0,0,0,-28863,1868670] 1 [2] [58410:618111:1000] [90:0:1]
+394992 be 1 [0,0,0,-1729758,875598415] 0 [2] [755:0:1]
+394992 be 2 [0,0,0,-1631343,979623070] 0 [2] [-1510:0:1]
+394994 a 1 [1,-1,0,2,60] 2 [] [-3:6:1] [-1:8:1]
+394994 b 1 [1,0,1,-90,-270] 2 [] [12:14:1] [18:54:1]
+394994 c 1 [1,-1,1,-263832,51588763] 1 [] [19839:420403:27]
+394995 a 1 [1,1,1,-1696,-27586] 2 [] [-654:373:27] [-24:13:1]
+394995 b 1 [1,0,0,-143525,23754000] 1 [2] [-155:6580:1] [-444:222:1]
+394995 b 2 [1,0,0,-2381830,1414636727] 1 [2] [-631:51953:1] [7102:-3551:8]
+394995 c 1 [0,1,1,-91205,10587131] 1 [] [175:-128:1]
+394995 d 1 [1,1,0,-102,-459] 1 [] [12:9:1]
+394995 e 1 [1,0,1,-944,-11233] 1 [] [1719828:2217059:46656]
+394995 f 1 [0,-1,1,94,-409] 1 [] [25799334:147034765:830584]
+394998 a 1 [1,1,0,-746,-7404] 1 [2] [-20:14:1] [-12:6:1]
+394998 a 2 [1,1,0,974,-34580] 1 [2] [23:14:1] [182:-91:8]
+395001 a 1 [0,0,1,-1398,-20169] 1 [] [7345:39578:125]
+395002 a 1 [1,1,0,-9948,-386096] 1 [] [14520:18532:125]
+395002 b 1 [1,0,0,-17362,926388] 1 [] [106:476:1]
+395003 a 1 [0,1,1,-12,208] 1 [] [4:15:1]
+395003 b 1 [0,0,1,-42713,-3397723] 1 [] [6270102828:749282793109:438976]
+395005 a 1 [1,-1,0,-201814,-34846155] 0 []
+395005 b 1 [1,1,0,607,-4828] 1 [] [6954:44521:216]
+395006 a 1 [1,0,1,-3005,63256] 0 []
+395010 a 1 [1,-1,0,-32655,-3666099] 2 [] [235:1146:1] [805:21761:1]
+395010 b 1 [1,-1,0,-1170,-11404] 1 [] [-13:45:1]
+395010 c 1 [1,-1,0,-2906160,-1989616384] 0 []
+395010 d 1 [1,-1,0,-2087925,1070804375] 1 [] [581:7030:1]
+395010 e 1 [1,-1,0,-2193630,-1250018924] 0 []
+395010 f 1 [1,-1,0,36501390,-1262795940140] 1 [] [95087919:12663124709:4913]
+395010 g 1 [1,-1,0,-3795,95885] 1 [] [13:214:1]
+395010 h 1 [1,-1,0,45885,-6316075] 0 []
+395010 i 1 [1,-1,0,0,-640] 2 [] [11:19:1] [23:94:1]
+395010 j 1 [1,-1,0,-20130,-1420300] 1 [] [1034825327:3034346089:5929741]
+395010 k 1 [1,-1,0,-313950,-80515564] 1 [] [463050105:4237238192:658503]
+395010 l 1 [1,-1,0,-782274360,10952811271966] 0 []
+395010 m 1 [1,-1,0,-97350,613556] 1 [] [-313:745:1]
+395010 n 1 [1,-1,0,-265560,66780566] 1 [] [-2426:88613:8]
+395010 o 1 [1,-1,0,-127860,-56448784] 1 [] [2117:94635:1]
+395010 p 1 [1,-1,0,-3645,204575] 1 [] [11727:276391:729]
+395010 q 1 [1,-1,0,-51315,-3072619] 0 []
+395010 r 1 [1,-1,0,-1060785,420787741] 1 [] [585:124:1]
+395010 s 1 [1,-1,0,2190,25300] 0 []
+395010 t 1 [1,-1,0,825,10285] 1 [] [33:253:1]
+395010 u 1 [1,-1,0,-132850410,-589547807884] 1 [] [359877:2162524:27]
+395010 v 1 [1,-1,0,1995,440895] 1 [3] [-121901:931683:2197] [1:665:1]
+395010 v 2 [1,-1,0,-17970,-11976004] 1 [3] [815:-23084:1] [397:6385:1]
+395010 v 3 [1,-1,0,-4560585,-3747625075] 1 [] [31846:1607237:8]
+395010 w 1 [1,-1,0,15360,26204160] 1 [3] [-113:4854:1] [1:5120:1]
+395010 w 2 [1,-1,0,-138255,-708065299] 1 [] [1660506:144469357:216]
+395010 x 1 [1,-1,0,-4252500,-3374363440] 1 [] [306861584727044924997:31539942998148968979442:27696840390462879]
+395010 y 1 [1,-1,0,-3795,79935] 1 [3] [-716:22611:64] [61:239:1]
+395010 y 2 [1,-1,0,-76560,-8124184] 1 [] [-163:15:1]
+395010 z 1 [1,-1,0,269044530,1780535715450] 0 [3] [2791:1596470:1]
+395010 z 2 [1,-1,0,-2655049335,-81132190566859] 0 []
+395010 ba 1 [1,-1,0,-42189,3345983] 1 [] [119:-54:1]
+395010 bb 1 [1,-1,0,-452734644,3707891041008] 1 [] [9613:489176:1]
+395010 bc 1 [1,-1,0,-48564,4002768] 0 []
+395010 bd 1 [1,-1,0,441,9405] 1 [] [9:114:1]
+395010 be 1 [1,-1,0,3719046,5781940010] 0 []
+395010 bf 1 [1,-1,0,-268979623494,53694243215174708] 1 [] [656122259:1311787933:2197]
+395010 bg 1 [1,-1,0,-8614071564,-62015453343280] 1 [] [-10069:4873167:1]
+395010 bh 1 [1,-1,0,-4521084,-3025089712] 0 []
+395010 bi 1 [1,-1,0,103896,17188160] 1 [] [131:5682:1]
+395010 bj 1 [1,-1,0,-132909,18683063] 1 [3] [-413:1939:1] [217:49:1]
+395010 bj 2 [1,-1,0,-213234,-6366052] 1 [] [-3506:15063:8]
+395010 bk 1 [1,-1,0,-58692324,173067596880] 0 [3] [4681:27347:1]
+395010 bk 2 [1,-1,0,-129051699,-312661049995] 0 []
+395010 bl 1 [1,-1,0,-3471502209,78727973044413] 0 [3] [34027:-13951:1]
+395010 bl 2 [1,-1,0,-3491071584,77795480204288] 0 []
+395010 bm 1 [1,-1,0,-6176049,5909387165] 1 [] [1429:-116:1]
+395010 bn 1 [1,-1,0,-2094,-2316592] 0 [3] [217:2614:1]
+395010 bn 2 [1,-1,0,-1390569,-630838387] 0 []
+395010 bo 1 [1,-1,0,12621,-376075] 1 [] [49:574:1]
+395010 bp 1 [1,-1,0,-311634,-70173612] 1 [] [852:16374:1]
+395010 bq 1 [1,-1,1,-29886624833,-1988665712427823] 1 [] [-12475845:6690356:125]
+395010 br 1 [1,-1,1,-957119063,2297187682031] 0 []
+395010 bs 1 [1,-1,1,-502343,112207807] 1 [] [227:3022:1]
+395010 bt 1 [1,-1,1,-4688,-122363] 0 []
+395010 bu 1 [1,-1,1,-437078,-107637659] 1 [] [-379:2051:1]
+395010 bv 1 [1,-1,1,-4074611798,-100108983495419] 1 [] [-56240323487415756872881:28527139020591215282893:1526034606225383899]
+395010 bw 1 [1,-1,1,3967,-257903] 1 [] [65:488:1]
+395010 bx 1 [1,-1,1,413227,-214283669] 1 [] [1130290:13342433:2744]
+395010 by 1 [1,-1,1,-233,85877] 2 [] [2495:35958:125] [1118:12747:8]
+395010 by 2 [1,-1,1,-154508,23415887] 2 [3] [28455:-18679:125] [225:-179:1] [217:157:1]
+395010 bz 1 [1,-1,1,1402,13461] 2 [] [-33:2929:27] [33:291:1]
+395010 ca 1 [1,-1,1,-2804708,1897492231] 1 [] [245:34877:1]
+395010 cb 1 [1,-1,1,-387896843,-2881184782693] 1 [3] [-11573:246250:1] [34027:4811722:1]
+395010 cb 2 [1,-1,1,-31243519883,-2125624028679269] 1 [] [-43052802675:21471695246:421875]
+395010 cc 1 [1,-1,1,-14339078,11584818581] 0 [3] [4681:214491:1]
+395010 cc 2 [1,-1,1,-528230918,-4672296884843] 0 []
+395010 cd 1 [1,-1,1,-14768,-687043] 1 [] [-70010:37123:1000]
+395010 cd 2 [1,-1,1,-23693,243677] 1 [3] [-18855:85232:125] [217:2190:1]
+395010 ce 1 [1,-1,1,935062,-465015383] 1 [] [1313:54343:1]
+395010 cf 1 [1,-1,1,-686228,-218637449] 1 [] [1253:29165:1]
+395010 cg 1 [1,-1,1,-422,-3411] 1 [] [339:6053:1]
+395010 ch 1 [1,-1,1,5098,232229] 2 [] [-23:331:1] [297:5131:1]
+395010 ci 1 [1,-1,1,-2,17281] 2 [] [-25:47:1] [-11:131:1]
+395010 cj 1 [1,-1,1,-2237,53349] 1 [] [-3:246:1]
+395010 ck 1 [1,-1,1,-2825552,2176745779] 2 [] [-713:62231:1] [277:37481:1]
+395010 cl 1 [1,-1,1,-10817,-19119] 1 [] [-75:642:1]
+395010 cm 1 [1,-1,1,-7040469242,-295718863873841] 0 []
+395010 cn 1 [1,-1,1,-29507,-2463519] 0 []
+395010 co 1 [1,-1,1,-32807,-5490719] 1 [] [11669226:2706421649:216]
+395010 cp 1 [1,-1,1,-14207,2095431] 1 [] [-129:1394:1]
+395010 cq 1 [1,-1,1,-293897,99278569] 2 [] [227:6536:1] [6877:565136:1]
+395010 cr 1 [1,-1,1,-10532,318439] 1 [] [7:491:1]
+395010 cs 1 [1,-1,1,-322907,73797131] 2 [] [-549:9514:1] [291:1954:1]
+395010 ct 1 [1,-1,1,-231992,-39582091] 1 [] [-2434:14523:8]
+395010 cu 1 [1,-1,1,-19742672,33770253619] 1 [] [4657:204581:1]
+395010 cv 1 [1,-1,1,328512508,34095161871271] 1 [] [-28891:713341:1]
+395010 cw 1 [1,-1,1,-14761157,21840024381] 2 [] [3071:72384:1] [16931:2142144:1]
+395010 cx 1 [1,-1,1,-1997,444221] 1 [3] [-59:624:1] [1:664:1]
+395010 cx 2 [1,-1,1,-506732,138969839] 1 [3] [417:-419:1] [397:301:1]
+395010 cx 3 [1,-1,1,17953,-11922119] 1 [] [107754:2321969:216]
+395010 cy 1 [1,-1,1,-15362,26229761] 1 [3] [241:5919:1] [1:5119:1]
+395010 cy 2 [1,-1,1,138238,-707650559] 1 [] [929:-15361:1]
+395010 cz 1 [1,-1,1,-38272502,91146085381] 1 [] [5209:179339:1]
+395010 da 1 [1,-1,1,-295005482,3004994282081] 0 [3] [2791:1482979:1]
+395010 da 2 [1,-1,1,2421400768,-48076885717919] 0 []
+395010 db 1 [1,-1,1,-8507,303731] 0 [3] [61:64:1]
+395010 db 2 [1,-1,1,-34157,-2124089] 0 []
+395010 dc 1 [1,-1,1,-9547067,-11351721941] 1 [] [90857:27324976:1]
+395010 dd 1 [1,-1,1,-5702,115701] 1 [] [-49:549:1]
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+395200 fb 1 [0,1,0,467,-33437] 1 [] [63:500:1]
+395200 fc 1 [0,1,0,-523333,144532963] 1 [] [534:4199:1]
+395200 fd 1 [0,1,0,-20933,-1164637] 1 [] [-82:85:1]
+395200 fe 1 [0,1,0,-9633,-371137] 0 []
+395200 ff 1 [0,1,0,-1601633,-819239137] 1 [] [1525293:51515308:729]
+395200 fg 1 [0,1,0,-619633,187538863] 1 [] [453:100:1]
+395200 fh 1 [0,1,0,-4033,-1087937] 1 [] [453:9500:1]
+395200 fi 1 [0,1,0,-54033,-64449937] 0 []
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+395200 fk 1 [0,1,0,103967,-11911937] 1 [] [2553:130000:1]
+395200 fl 1 [0,1,0,227,66883] 1 [] [3:260:1]
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+395200 fo 1 [0,1,0,5667,-8349037] 2 [] [199:836:1] [283:4000:1]
+395200 fp 1 [0,1,0,-11315333,14646548963] 0 []
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+395200 fr 1 [0,1,0,-73,-617] 1 [] [18:65:1]
+395200 fs 1 [0,1,0,-2797633,1800152863] 0 []
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+395200 fu 1 [0,1,0,-6640533,-46900550437] 0 []
+395200 fv 1 [0,1,0,1867,-81637] 0 []
+395200 fv 2 [0,1,0,-102133,-12613637] 0 []
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+395200 fx 1 [0,1,0,-73,-227] 1 [] [-252:247:64]
+395200 fy 1 [0,1,0,-1833,24713] 1 [] [-96:4769:27]
+395200 fz 1 [0,1,0,-55333,-31037] 1 [] [-4937913222:228779303633:198155287]
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+395200 gb 1 [0,1,0,-1693133,853973363] 0 []
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+395200 gc 2 [0,1,0,-1222593,911638943] 1 [] [19391282473:606681657640:13997521]
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+395200 gg 1 [0,1,0,-59033,-5994937] 1 [] [338:3575:1]
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+395328 c 2 [0,-1,0,-46997,-6480051] 2 [] [268:-319:1] [6858412:252737919:4913]
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+395328 g 1 [0,-1,0,-113169,62657193] 0 []
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+395328 p 1 [0,-1,0,-65,5793] 1 [] [43:284:1]
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+395328 bi 1 [0,1,0,12,30] 0 []
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+395328 bo 1 [0,1,0,-65,-5793] 1 [] [3855:18744:125]
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+395328 br 1 [0,1,0,-92,-258] 0 [2] [-3:0:1]
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+395328 bt 1 [0,1,0,-1004321,1150753887] 0 []
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+395329 b 1 [0,-1,1,146,823] 1 [] [-38:-3:8]
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+395330 a 2 [1,0,1,-659659,-206273418] 1 [] [946:3589:1]
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+395332 a 1 [0,0,0,-553,5005] 0 []
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+395430 cj 1 [1,1,1,-962851,-364039327] 1 [] [-414441:281006:729]
+395430 ck 1 [1,1,1,-3431,-14407] 0 [2] [-57:28:1]
+395430 ck 2 [1,1,1,-34301,2418149] 0 [2] [902:-455:8]
+395430 cl 1 [1,1,1,2134,20663] 0 []
+395430 cm 1 [1,1,1,-60075,-11399655] 1 [] [315:870:1]
+395430 cm 2 [1,1,1,516165,236844537] 1 [] [-363:1526:1]
+395430 cn 1 [1,1,1,-1072934920,-14864950179703] 1 [] [958805:937813581:1]
+395430 co 1 [1,1,1,-30179150,19438198667] 1 [4] [-2269:277249:1] [12137:1194431:1]
+395430 co 2 [1,1,1,-275179150,-1742797801333] 1 [2,2] [-108106923:412288583:12167] [-82202:41097:8] [-8863:4431:1]
+395430 co 3 [1,1,1,-77464150,-4195887349333] 1 [2] [524567453556453:697179347046003787:296740963] [141798:-70903:8]
+395430 co 4 [1,1,1,-4392894150,-112067912253333] 1 [2] [-12573401421:5814812741:328509] [-306202:153097:8]
+395430 cp 1 [1,1,1,-11250,-463233] 1 [] [-63:51:1]
+395430 cp 2 [1,1,1,-48210,3625215] 1 [] [-237:1463:1]
+395430 cq 1 [1,1,1,-46600,-2338183] 1 [4] [20467:2917761:1] [-113:1281:1]
+395430 cq 2 [1,1,1,-659100,-206178183] 1 [2,2] [100584121:14330639043:4913] [-3802:1897:8] [-463:231:1]
+395430 cq 3 [1,1,1,-573350,-261675583] 1 [2] [7451778186678:1061770222339499:363994344] [7398:-3703:8]
+395430 cq 4 [1,1,1,-10544850,-13184190783] 1 [2] [2315399949712844:326549773116035427:112538671552] [-15002:7497:8]
+395430 cr 1 [1,1,1,335,-28645] 1 [] [43:238:1]
+395430 cs 1 [1,1,1,-2745,98097] 1 [] [-2220:26117:64]
+395430 ct 1 [1,1,1,-1790147920,29418220446257] 1 [] [23197:600901:1]
+395430 cu 1 [1,1,1,-534931335,-4762175116035] 1 [2] [-13397:12698:1] [-13301:6650:1]
+395430 cu 2 [1,1,1,-513857415,-5154579936003] 1 [2] [30507:2734746:1] [212806:-106407:8]
+395430 cv 1 [1,1,1,-4460,55565] 1 [2] [-1:245:1] [13:-7:1]
+395430 cv 2 [1,1,1,15140,431885] 1 [2] [279:5005:1] [-218:105:8]
+395430 cw 1 [1,0,0,-1226,33060] 1 [3] [-44:70:1] [4:166:1]
+395430 cw 2 [1,0,0,10534,-689004] 1 [] [54:168:1]
+395430 cx 1 [1,0,0,-21896631,43334919081] 1 [] [918:154485:1]
+395430 cy 1 [1,0,0,-53166,2973060] 1 [2] [-24:2070:1] [60:-30:1]
+395430 cy 2 [1,0,0,158514,20796516] 1 [2] [480:14166:1] [-962:481:8]
+395430 cz 1 [1,0,0,-18068506,-24895777180] 0 [2] [4820:-2410:1]
+395430 cz 2 [1,0,0,-276224026,-1766980857244] 0 [2] [-77122:38561:8]
+395430 da 1 [1,0,0,-2668541,1674736881] 1 [2] [760:8881:1] [-1886:943:1]
+395430 da 2 [1,0,0,-42676061,107302591185] 1 [2] [3784:-3215:1] [30174:-15087:8]
+395430 db 1 [1,0,0,-551251,157235105] 1 [3] [-682:15041:1] [494:2105:1]
+395430 db 2 [1,0,0,-2362291,-1250535679] 1 [] [-974:11737:1]
+395430 dc 1 [1,0,0,-36533631,-85772625639] 1 [] [8025159406:1846958980489:148877]
+395430 dd 1 [1,0,0,-36261961,75202696085] 1 [2] [-43802:2670547:8] [2510:-1255:1]
+395430 dd 2 [1,0,0,50540069,380242389911] 1 [2] [-58021730:7432383919:17576] [-40162:20081:8]
+395430 de 1 [1,0,0,-13721,-417495] 0 [2] [130:-65:1]
+395430 de 2 [1,0,0,-198941,-34164579] 0 [2] [-2082:1041:8]
+395430 df 1 [1,0,0,16414,9874416] 1 [] [1168:39700:1]
+395430 dg 1 [1,0,0,-1275,17037] 1 [2] [1908:3897:64] [18:-9:1]
+395430 dg 2 [1,0,0,195,54375] 1 [2] [8508:402691:1728] [-290:145:8]
+395430 dh 1 [1,0,0,-2572550,-1588372500] 0 []
+395430 di 1 [1,0,0,-26475,-1660275] 1 [2] [134280:1507035:512] [-94:47:1]
+395430 di 2 [1,0,0,-26405,-1669473] 1 [2] [2342:-32881:8] [1502:-751:8]
+395430 dj 1 [1,0,0,-34350,-1140000] 1 [2] [-239850:2751175:5832] [200:-100:1]
+395430 dj 2 [1,0,0,-463100,-121275750] 1 [2] [-36153747450:-1445242337:91125000] [-3202:1601:8]
+395430 dk 1 [1,0,0,-7645,109745] 1 [2] [-38:607:1] [-94:47:1]
+395430 dk 2 [1,0,0,-101725,12471857] 1 [2] [298:-3089:1] [1502:-751:8]
+395430 dl 1 [1,0,0,-19650,1058532] 1 [] [74:68:1]
+395430 dm 1 [1,0,0,104565,-6773775] 0 []
+395430 dn 1 [1,0,0,-1030,16400] 0 []
+395433 a 1 [0,0,1,-5706,-128392] 1 [] [-1628:1067:64]
+395433 b 1 [0,0,1,114,54] 0 []
+395434 a 1 [1,-1,0,-61,3751] 2 [] [-15:41:1] [387:7411:1]
+395434 b 1 [1,0,1,-300,1946] 0 [2] [9:-5:1]
+395434 b 2 [1,0,1,-40,5274] 0 [2] [-146:69:8]
+395434 c 1 [1,1,0,-4721,71893] 1 [] [-46810:462783:1000]
+395434 d 1 [1,-1,0,17,345] 0 [2] [-6:3:1]
+395434 d 2 [1,-1,0,-653,6375] 0 [2] [102:-51:8]
+395434 e 1 [1,-1,0,184,-1728] 0 []
+395434 f 1 [1,0,1,-2044,-34790] 0 []
+395434 g 1 [1,-1,0,-29842549,-62740849099] 0 []
+395434 h 1 [1,-1,1,-326112,-70252413] 1 [] [-299:825:1]
+395434 i 1 [1,1,1,-193,-1107] 0 []
+395435 a 1 [0,-1,1,145,303] 3 [] [-1:12:1] [3:27:1] [9:47:1]
+395436 a 1 [0,-1,0,-37,-719] 0 []
+395436 b 1 [0,1,0,-781,21071] 1 [] [-7:162:1]
+395436 c 1 [0,1,0,607,-9156] 1 [2] [242025979884:15285050013880:60698457] [12:0:1]
+395436 c 2 [0,1,0,-4708,-102700] 1 [2] [-423820:-231477:8000] [-25:0:1]
+395436 d 1 [0,1,0,115,-513] 1 [] [82:753:1]
+395437 a 1 [1,-1,0,-5006,137587] 1 [] [42:-11:1]
+395439 a 1 [1,1,1,-222,318] 1 [] [16:26:1]
+395440 a 1 [0,0,0,-155323,-13747478] 1 [] [-161:2662:1]
+395440 b 1 [0,-1,0,-496,-1600] 1 [] [50:310:1]
+395440 c 1 [0,-1,0,-1896,32416] 1 [] [25:4:1]
+395440 d 1 [0,-1,0,-1640,-6800] 1 [] [-28:128:1]
+395440 e 1 [0,-1,0,-10880,-432128] 0 []
+395440 f 1 [0,1,0,-1256,-12556] 2 [] [-28:38:1] [-25:62:1]
+395440 g 1 [0,1,0,-216,884] 1 [] [4:10:1]
+395440 h 1 [0,1,0,-1797096,891259700] 1 [] [1026214557676:26143287164266:702595369]
+395440 i 1 [0,1,0,-33040,-2309612] 1 [] [276:3110:1]
+395440 j 1 [0,-1,0,-405,-3043] 1 [] [13873017028680148:12194756969950509:578821767287219]
+395440 k 1 [0,0,0,-13003,-570502] 0 []
+395440 l 1 [0,0,0,-11227,-457846] 0 []
+395440 m 1 [0,0,0,-514747,-142094614] 1 [] [948303:27174250:729]
+395440 n 1 [0,0,0,-307,1394] 0 []
+395441 a 1 [1,-1,1,-15,-256] 2 [] [201:-41:27] [48:304:1]
+395441 b 1 [1,-1,0,-562,-19415] 1 [] [798924:1481675:21952]
+395442 a 1 [1,-1,0,117,453] 1 [] [1498:10275:343]
+395442 b 1 [1,-1,1,1051,-13283] 0 []
+395443 a 1 [1,1,1,-74,-278] 1 [] [56:390:1]
+395444 a 1 [0,0,0,-7964,-272435] 0 [2] [103:0:1]
+395444 a 2 [0,0,0,-127279,-17477658] 0 [2] [-206:0:1]
+395445 a 1 [0,-1,1,-185,131] 2 [] [-3:25:1] [25:102:1]
+395445 b 1 [0,1,1,-1233211,-533430884] 1 [] [1582:38437:1]
+395445 c 1 [0,-1,1,-530,-4189] 1 [] [-79980:22199:8000]
+395446 a 1 [1,1,0,-86,-518] 0 []
+395447 a 1 [0,-1,1,-18209380,29914310440] 1 [5] [5109342495691:4316472910224:2053225511] [2296:14280:1]
+395447 a 2 [0,-1,1,5638210,100806623100] 1 [] [14516:1800324:1]
+395447 b 1 [1,0,0,-27,-124] 2 [] [7:3:1] [228:328:27]
+395447 c 1 [0,1,1,-59,187] 2 [] [-1650:3311:216] [5:6:1]
+395447 d 1 [0,1,1,-744877,-247691454] 1 [] [5122321487210130:265261670302090951:1730160900125]
+395447 e 1 [0,1,1,-1422,20221] 0 []
+395448 a 1 [0,-1,0,-117569,-15477147] 0 []
+395448 b 1 [0,-1,0,-1217,-15723] 1 [] [43:98:1]
+395448 c 1 [0,-1,0,1069,-445032] 0 [2] [72:0:1]
+395448 c 2 [0,-1,0,-81316,-8683532] 0 [2] [-143:0:1]
+395448 d 1 [0,1,0,-120,9216] 2 [] [0:96:1] [24:144:1]
+395448 e 1 [0,1,0,116,224] 0 []
+395450 a 1 [1,0,1,-1701,104798] 1 [] [-96:9022:27]
+395450 b 1 [1,1,0,-1700,31000] 2 [] [-45:160:1] [885:2495:27]
+395450 b 2 [1,1,0,12050,-186250] 2 [] [25:350:1] [53323575:-824019725:1860867]
+395450 c 1 [1,1,0,-930,10100] 1 [2] [425:8540:1] [20:-10:1]
+395450 c 2 [1,1,0,-2530,-36300] 1 [2] [-12276:37774:729] [-330:165:8]
+395450 d 1 [1,-1,0,1808,-6784] 1 [] [9264975:85048693:1860867]
+395450 e 1 [1,0,0,-23263,1309017] 0 [2] [102:-51:1]
+395450 e 2 [1,0,0,-63263,-4410983] 0 [2] [-1634:817:8]
+395450 f 1 [1,1,1,47569221612,-17855305299122219] 0 []
+395450 g 1 [1,1,1,667687,-2002242969] 1 [] [41439:8416488:1]
+395450 h 1 [1,1,1,-3163,-117719] 0 []
+395450 i 1 [1,1,1,-68,811] 1 [] [-267270:798871:27000]
+395450 j 1 [1,1,1,62687,-3617969] 1 [2] [3700:26993:64] [55:-28:1]
+395450 j 2 [1,1,1,-296813,-31658969] 1 [2] [44275260:-7107822869:1728] [-890:441:8]
+395451 a 1 [1,-1,1,-1475,-27884] 1 [] [3355:192617:1]
+395451 b 1 [0,0,1,-109182,13885938] 0 []
+395451 c 1 [1,-1,0,-13272,766133] 1 [] [17332:255043:64]
+395453 a 1 [0,1,1,-87,-342] 1 [] [-6:0:1]
+395454 a 1 [1,1,0,74,3796] 1 [] [25:136:1]
+395454 b 1 [1,0,1,-47887287,124816917658] 0 [3] [5504:164553:1]
+395454 b 2 [1,0,1,-477862422,-3972237126872] 0 []
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+395455 a 1 [1,0,0,-250,1275] 2 [2] [2:27:1] [5:10:1] [6:-3:1]
+395455 a 2 [1,0,0,445,7252] 2 [2] [-1:-82:1] [144:1678:1] [-98:49:8]
+395455 b 1 [1,0,1,11,27] 0 []
+395455 c 1 [1,-1,0,-175,-1104] 1 [2] [2296121996936040:47599514730488937:5081351141888] [16:-8:1]
+395455 c 2 [1,-1,0,-3020,-63125] 1 [2] [-1566152682:734087737:49430863] [-250:125:8]
+395456 a 1 [0,0,0,-55948,5103856] 1 [] [168:668:1]
+395456 b 1 [0,0,0,-1840,29728] 1 [] [1:167:1]
+395456 c 1 [0,0,0,-112,472] 2 [] [2:16:1] [6:4:1]
+395456 d 1 [0,-1,0,-81793,-8976511] 0 []
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+395456 f 1 [0,-1,0,71,-103] 1 [] [19:88:1]
+395456 g 1 [0,-1,0,-449,-5183] 1 [] [3255:1276:125]
+395456 h 1 [0,-1,0,-1761,-17567] 0 []
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+395456 j 1 [0,1,0,-7385,241991] 0 []
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+395456 l 1 [0,1,0,71,103] 0 []
+395456 m 1 [0,1,0,-1761,17567] 0 []
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+395456 o 1 [0,0,0,-1840,-29728] 1 [] [-216770190:210457241:9261000]
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+395458 c 1 [1,1,0,-18886,993044] 1 [] [89:120:1]
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+395462 a 1 [1,0,1,21,-682] 1 [] [79:664:1]
+395462 b 1 [1,0,0,-404,-3160] 0 []
+395463 a 1 [1,0,1,63,139] 1 [] [86:319:8]
+395464 a 1 [0,0,0,-3595,82966] 1 [] [35:4:1]
+395465 a 1 [0,-1,1,-2906,-59424] 0 []
+395466 a 1 [1,0,1,-5210,-126196] 1 [] [381:7105:1]
+395466 b 1 [1,0,0,-8267597,-9465370479] 0 []
+395466 c 1 [1,0,0,-1445,65409] 1 [] [10:223:1]
+395466 d 1 [1,0,0,-29840,-9168816] 1 [] [1210:40948:1]
+395469 a 1 [0,0,1,-48,90] 2 [] [0:9:1] [2:1:1]
+395469 b 1 [0,0,1,-432,-2437] 1 [] [25929:119852:729]
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+395470 b 2 [1,-1,0,-29705,-1963165] 2 [2] [10191:-176902:27] [5907:-40885:27] [-794:397:8]
+395470 c 1 [1,1,1,-82066,-6287841] 2 [] [-2877:31745:27] [2009:-90125:1]
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+395470 d 2 [1,0,0,4086639,-459957559] 1 [] [23218020:2216480311:91125]
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+395472 b 2 [0,-1,0,-641002,197476339] 2 [] [3450:8239:8] [137:-10593:1]
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+395472 f 3 [0,-1,0,-7382144,7722542688] 1 [2] [42366:-206:27] [1569:0:1]
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+395472 k 3 [0,-1,0,-35406728,-74535094032] 1 [2] [-798951818:8333549266:300763] [-2604:0:1]
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+395472 m 2 [0,-1,0,-25710928,-50170746944] 1 [2] [17719595890:-2959811760402:614125] [-2927:0:1]
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+395472 q 2 [0,-1,0,952,-9216] 1 [2] [20:-132:1] [9:0:1]
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+395472 s 1 [0,-1,0,-3717488,-2639149632] 1 [2] [-958:6486:1] [2216:0:1]
+395472 s 2 [0,-1,0,-58767728,-173382974016] 1 [2] [-53861170:-7330214:12167] [-4431:0:1]
+395472 t 1 [0,-1,0,-23112,1248048] 1 [2] [-134:1386:1] [108:0:1]
+395472 t 2 [0,-1,0,-81432,-7523280] 1 [2,2] [-242506:1477350:1331] [-215:0:1] [-108:0:1]
+395472 t 3 [0,-1,0,149688,-42653520] 1 [2] [176451285626:4175002499850:400315553] [217:0:1]
+395472 t 4 [0,-1,0,-1245672,-534691152] 1 [2] [-13355585650:2107023102:20796875] [-647:0:1]
+395472 u 1 [0,-1,0,-307956272,1978261061568] 0 [2] [-20152:0:1]
+395472 u 2 [0,-1,0,-4859922992,130405629312960] 0 [2] [40305:0:1]
+395472 v 1 [0,-1,0,-18712,988912] 0 [2] [76:0:1]
+395472 v 2 [0,-1,0,-11032,1799920] 0 [2] [-151:0:1]
+395472 w 1 [0,-1,0,-6952,-497552] 0 []
+395472 x 1 [0,-1,0,-4576,286528] 1 [2] [112:1080:1] [-88:0:1]
+395472 x 2 [0,-1,0,-98736,11962368] 1 [2] [25770:71442:125] [177:0:1]
+395472 y 1 [0,-1,0,-896,-2352] 0 [2] [-28:0:1]
+395472 y 2 [0,-1,0,-8456,300048] 0 [2] [57:0:1]
+395472 z 1 [0,1,0,-6000,-266796] 0 []
+395472 ba 1 [0,1,0,-194892,10935939] 1 [] [908765:2470629:2197]
+395472 bb 1 [0,1,0,-1904,-11868] 2 [2] [-38:84:1] [-26:144:1] [46:0:1]
+395472 bb 2 [0,1,0,-24584,-1490604] 2 [2] [-92:30:1] [-89:18:1] [-93:0:1]
+395472 bc 1 [0,1,0,-54824,6885876] 2 [2] [-68:3210:1] [-26:2880:1] [-282:0:1]
+395472 bc 2 [0,1,0,-970744,367758356] 2 [2,2] [788:-9630:1] [-130:22176:1] [-1138:0:1] [563:0:1]
+395472 bc 3 [0,1,0,-15531304,23553994100] 2 [2] [2300:-2070:1] [18202:171:8] [2275:0:1]
+395472 bc 4 [0,1,0,-1064904,292016052] 2 [2] [876:-5670:1] [174:-10584:1] [-1149:0:1]
+395472 bd 1 [0,1,0,8193049816,932972682058932] 0 []
+395472 be 1 [0,1,0,628224211,-9213911998950] 1 [2] [1015126335697255937714:435747593876744157863904:5606265141219023] [11950:0:1]
+395472 be 2 [0,1,0,-4655053844,-97607380481544] 1 [2] [2918592094713586246656457310724017872723360:1166291011555118089761743999725796716155553233:15580952771588393099689645051457732608] [-23901:0:1]
+395472 bf 1 [0,1,0,132776,27456020] 1 [2] [44:5778:1] [-170:0:1]
+395472 bf 2 [0,1,0,-962904,287351316] 1 [2] [150:-12096:1] [339:0:1]
+395472 bg 1 [0,1,0,-8308784,-9221316588] 0 []
+395472 bh 1 [0,1,0,-282864,64313556] 1 [2] [107:5940:1] [-622:0:1]
+395472 bh 2 [0,1,0,-4665584,3877279956] 1 [2] [396:45738:1] [1243:0:1]
+395472 bi 1 [0,1,0,-364,-2740] 1 [2] [182:2448:1] [-10:0:1]
+395472 bi 2 [0,1,0,56,-8284] 1 [2] [11620:157029:64] [19:0:1]
+395472 bj 1 [0,1,0,-58224,-4893228] 1 [2] [-132:714:1] [-174:0:1]
+395472 bj 2 [0,1,0,-219504,34265556] 1 [2] [636:-12342:1] [347:0:1]
+395472 bk 1 [0,1,0,-448959,-250690860] 0 [2] [860:0:1]
+395472 bk 2 [0,1,0,-9306764,-10922574324] 0 [2,2] [-1802:0:1] [-1721:0:1]
+395472 bk 3 [0,1,0,-11462984,-5484587484] 0 [4] [-1640:94374:1]
+395472 bk 4 [0,1,0,-148875424,-699219377980] 0 [2] [-7045:0:1]
+395472 bl 1 [0,1,0,103256,-1033660] 2 [2] [32:1518:1] [224:-5778:1] [10:0:1]
+395472 bl 2 [0,1,0,-414624,-8698284] 2 [2] [4740:-323334:1] [-210:8316:1] [-21:0:1]
+395472 bm 1 [0,1,0,-44584,2799092] 1 [2] [-226:1176:1] [166:0:1]
+395472 bm 2 [0,1,0,-236664,-41993964] 1 [2,2] [-324:882:1] [-333:0:1] [-226:0:1]
+395472 bm 3 [0,1,0,182776,-174369228] 1 [4] [532:8586:1] [1342:49896:1]
+395472 bm 4 [0,1,0,-3729384,-2773301004] 1 [2] [-1116:90:1] [-1117:0:1]
+395472 bn 1 [0,1,0,-176,363] 2 [] [-11:33:1] [13:21:1]
+395472 bo 1 [0,1,0,-298926,62803863] 1 [] [939:24717:1]
+395472 bp 1 [0,1,0,-8926,-327577] 0 []
+395472 bq 1 [0,1,0,-3528,50292] 0 [2] [-66:0:1]
+395472 bq 2 [0,1,0,-50568,4359156] 0 [2] [131:0:1]
+395472 br 1 [0,1,0,-448,3332] 1 [2] [-14:84:1] [14:0:1]
+395472 br 2 [0,1,0,-1288,-13804] 1 [2] [-20:66:1] [-29:0:1]
+395472 bs 1 [0,1,0,-44958088,-116038783756] 0 [2] [7742:0:1]
+395472 bs 2 [0,1,0,-719323528,-7425890407180] 0 [2] [-15485:0:1]
+395472 bt 1 [0,1,0,-1548,24012] 1 [2] [18:48:1] [-46:0:1]
+395472 bt 2 [0,1,0,-25088,1521156] 1 [2] [70:336:1] [91:0:1]
+395472 bu 1 [0,1,0,-15848,-2540748] 2 [2] [196:1386:1] [238:2688:1] [174:0:1]
+395472 bu 2 [0,1,0,-392488,-94591564] 2 [2] [3620:-214326:1] [-370:336:1] [-349:0:1]
+395472 bv 1 [0,1,0,109032,-1218924] 0 []
+395472 bw 1 [0,1,0,-448,-10780] 1 [] [56:378:1]
+395472 bx 1 [0,1,0,-7448,201684] 1 [2] [28:126:1] [-98:0:1]
+395472 bx 2 [0,1,0,-113288,14638260] 1 [2] [196:-42:1] [195:0:1]
+395472 by 1 [0,1,0,17920,3668532] 2 [] [-14:1848:1] [316:6402:1]
+395472 bz 1 [0,1,0,-2287,41300] 1 [2] [107668:833520:1331] [28:0:1]
+395472 bz 2 [0,1,0,-2892,17100] 1 [2,2] [-51150:-359520:1331] [-57:0:1] [6:0:1]
+395472 bz 3 [0,1,0,10968,144612] 1 [2] [16328664:-442561095:681472] [-13:0:1]
+395472 bz 4 [0,1,0,-26432,-1649532] 1 [2] [-98:-96:1] [-101:0:1]
+395472 ca 1 [0,1,0,-290192,-60224748] 1 [2] [907:20580:1] [-318:0:1]
+395472 ca 2 [0,1,0,-352912,-32351980] 1 [2,2] [-50630:-832032:125] [-542:0:1] [-94:0:1]
+395472 ca 3 [0,1,0,-2989392,1966099860] 1 [2] [1308:-17190:1] [1083:0:1]
+395472 ca 4 [0,1,0,1280048,-245943148] 1 [4] [80620:-3640782:125] [1364:63558:1]
+395472 cb 1 [0,1,0,-16632,737748] 1 [2] [-108:1134:1] [54:0:1]
+395472 cb 2 [0,1,0,22248,3708180] 1 [2] [-60:1470:1] [-109:0:1]
+395472 cc 1 [0,1,0,-409587612,656867337228] 1 [2] [141582:52732944:1] [1614:0:1]
+395472 cc 2 [0,1,0,1599259368,5197665050820] 1 [2] [8877540:3444120405:64] [-3229:0:1]
+395472 cd 1 [0,1,0,7688,-99628] 0 []
+395472 ce 1 [0,1,0,-9876032,-11234266572] 0 [2] [-2166:0:1]
+395472 ce 2 [0,1,0,-30847552,52342993460] 0 [2,2] [-6262:0:1] [1930:0:1]
+395472 ce 3 [0,1,0,-464736832,3855816421940] 0 [2] [12523:0:1]
+395472 ce 4 [0,1,0,67497408,318149751348] 0 [4] [6732:1038114:1]
+395472 cf 1 [0,1,0,-2317952,1357498548] 1 [2] [-476:48510:1] [874:0:1]
+395472 cf 2 [0,1,0,-2195072,1507952820] 1 [2] [16302:-542080:27] [-1749:0:1]
+395472 cg 1 [0,1,0,-31616744,68419895124] 0 []
+395472 ch 1 [0,1,0,-33474,1197459] 1 [] [-45:1617:1]
+395472 ci 1 [0,1,0,-1026184,-401086732] 0 []
+395472 cj 1 [0,1,0,-407324,-100195317] 1 [] [-810563:7623:2197]
+395472 ck 1 [0,1,0,-700656,174991572] 0 [2] [-942:0:1]
+395472 ck 2 [0,1,0,-10498416,13088439252] 0 [2] [1883:0:1]
+395472 cl 1 [0,1,0,144584,1358719172] 0 []
+395472 cm 1 [0,1,0,-43356,-3371508] 0 [2] [-102:0:1]
+395472 cm 2 [0,1,0,18384,-12138588] 0 [2] [203:0:1]
+395472 cn 1 [0,1,0,-4049392436,-99183361902888] 1 [] [17342984747202986873:12454447020275616934410:33110176183631]
+395473 a 1 [1,-1,1,-18436,968046] 2 [4] [-642:11419:8] [-21:1170:1] [66:155:1]
+395473 a 2 [1,-1,1,-19281,875096] 2 [2,2] [-46188:-965953:729] [-22690:1151241:1000] [-1258:625:8] [53:-27:1]
+395473 a 3 [1,-1,1,35384,4898440] 2 [2] [2788605:-224821268:91125] [-2540:119775:64] [-842:417:8]
+395473 a 4 [1,-1,1,-87466,-9107188] 2 [2] [-44926:-80093:343] [-186837432930:361925195177:1442897000] [-1674:833:8]
+395473 b 1 [1,-1,1,-9720,340138] 0 []
+395473 c 1 [1,-1,0,-104533,8812336] 0 []
+395474 a 1 [1,1,0,-25667,1566157] 1 [] [86:21:1]
+395474 b 1 [1,1,1,-912,-10763] 1 [] [-6013:7841:343]
+395475 a 1 [0,-1,1,242,1668] 0 []
+395477 a 1 [0,0,1,-13532,605886] 1 [] [72:69:1]
+395478 a 1 [1,-1,0,-780066,264971668] 0 []
+395478 b 1 [1,-1,0,-23283,-117703179] 1 [] [4155:265326:1]
+395478 c 1 [1,-1,0,-89820,7340112] 0 []
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+395478 e 1 [1,-1,0,-274824,25792992] 0 []
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+395478 j 1 [1,-1,1,-18707,-834253] 1 [] [-89:390:1]
+395480 a 1 [0,1,0,-105,-485] 0 []
+395480 b 1 [0,-1,0,-1712376,863046685] 1 [] [282219:1109375:343]
+395480 c 1 [0,0,0,52,-92] 0 []
+395480 d 1 [0,-1,0,-220320,-39702100] 0 []
+395481 a 1 [1,0,0,-849,-10278] 0 []
+395481 b 1 [1,1,0,8,55] 1 [] [-2:7:1]
+395483 a 1 [0,-1,1,0,-333] 1 [] [165534:4579415:216]
+395485 a 1 [0,1,1,-4922316,4201778526] 2 [] [1284:218:1] [1445:10407:1]
+395486 a 1 [1,1,0,-11686,483284] 3 [] [-4:730:1] [108836:1787862:343] [404:7666:1]
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+395486 d 2 [1,1,1,1046,26815] 1 [2] [-483:1649:27] [-154:73:8]
+395486 e 1 [1,-1,1,1986,-22175] 0 []
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+395487 b 1 [0,0,1,-354,-2138] 1 [] [-8:13:1]
+395493 a 1 [0,1,1,-13935,643007] 2 [] [15:661:1] [2010:28913:8]
+395493 b 1 [0,-1,1,58,5021] 1 [] [6902092:42730727:438976]
+395493 c 1 [0,1,1,-714,-9151] 1 [] [378:2033:8]
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+395496 a 1 [0,0,0,405,8694] 0 []
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+395496 c 1 [0,0,0,-540,-1404] 1 [] [-96:586:27]
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+395505 bb 1 [0,0,1,-2011392,1225483715] 1 [] [-215:40595:1]
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+395658 c 1 [1,-1,0,-92199,-10752843] 1 [] [3697485:115174438:3375]
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+395658 f 1 [1,-1,1,4156,203527] 1 [] [-25:301:1]
+395658 g 1 [1,-1,1,-461,-1835] 1 [] [-5:20:1]
+395658 h 1 [1,-1,1,-829793,291156553] 1 [] [329:7162:1]
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+395658 i 2 [1,-1,1,19600,21709] 0 []
+395658 j 1 [1,-1,1,673,-593] 1 [] [1:8:1]
+395659 a 1 [1,-1,1,-13,-32] 0 []
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+395661 a 1 [0,-1,1,-42497570640,-3370871738440996] 1 [] [45478019820173832964087837119:39497399531611192994413424272408:56024538545484232025931]
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+395661 c 1 [0,-1,1,-1167,14117] 2 [] [106:-231:8] [247:3838:1]
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+395664 c 2 [0,-1,0,-40373,-7572291] 1 [] [45235420:27212113077:125]
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+395664 g 1 [0,1,0,-133,-673] 1 [] [71:594:1]
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+395668 b 1 [0,-1,0,-406,52773] 1 [] [398265:4314401:3375]
+395670 a 1 [1,1,0,-284143,38119063] 1 [] [4118:40709:8]
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+395670 e 1 [1,1,0,-276608,55832418] 0 []
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+395670 f 2 [1,1,0,-3885312,-2907051264] 1 [2,2] [2397:-40686:1] [2272:-1136:1] [-1248:624:1]
+395670 f 3 [1,1,0,-7805712,3938751216] 1 [2] [-30660:2890532:27] [19958:-9979:8]
+395670 f 4 [1,1,0,-61916912,-187551996144] 1 [2] [11905945:3655547578:125] [-36362:18181:8]
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+395670 h 1 [1,1,0,-139537,20160661] 1 [] [237:-806:1]
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+395670 n 2 [1,1,0,-1174912,393442504] 1 [2] [53053:-12243959:1] [3062:-1531:8]
+395670 o 1 [1,0,1,-14388839,-28883778838] 1 [] [2679001783528236883836:561600575729312109406603:60212319595763392]
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+395670 p 2 [1,0,1,-29164,-748411864] 1 [] [30135100:1232012408:15625]
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+395670 s 1 [1,0,1,-1077024,-303055634] 1 [] [-4298:89991:8]
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+395670 w 2 [1,0,1,-281328,-57457094] 1 [2] [-119143081:58875003:389017] [-2450:1221:8]
+395670 x 1 [1,0,1,-926643,333115726] 0 []
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+395670 y 2 [1,0,1,-3223223,2156336378] 2 [2] [1694:-40320:1] [32718:-164885:27] [7054:-3531:8]
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+395670 ba 2 [1,0,1,-9879653,6556768568] 1 [] [-9409022:34779555:2744]
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+395670 bb 2 [1,0,1,-151858,-22758892] 0 [2] [-1746:869:8]
+395670 bc 1 [1,0,1,-8131203,8701080958] 0 []
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+395670 be 1 [1,0,1,41137,743906] 1 [] [120:2662:1]
+395670 be 2 [1,0,1,-5059013,4379518526] 1 [] [1286:264:1]
+395670 bf 1 [1,0,1,-90148,10684298] 1 [] [252:1870:1]
+395670 bg 1 [1,0,1,-16138378,-24352218244] 1 [] [-2300:25652:1]
+395670 bg 2 [1,0,1,-1296584578,17969844522716] 1 [] [18732:495748:1]
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+395670 bh 2 [1,0,1,-613321778,-5846345656252] 0 [2] [-114386:57189:8]
+395670 bi 1 [1,1,1,-22206,-1033317] 1 [] [259:3137:1]
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+395670 bm 1 [1,1,1,-125540,-18128923] 0 []
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+395670 bo 1 [1,1,1,27530825,-17694849523] 0 []
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+395670 bs 4 [1,1,1,86210,3081167] 0 [2] [-282:137:8]
+395670 bt 1 [1,1,1,-22595933555,1309214085796145] 0 []
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+395760 bq 1 [0,1,0,-203141,-35304525] 1 [] [-32530:7803:125]
+395760 br 1 [0,1,0,11155944,32636043675] 1 [] [5709:531441:1]
+395760 bs 1 [0,1,0,-2521,-49501] 1 [] [-230:51:8]
+395760 bt 1 [0,1,0,-58554856,-155985719500] 1 [2] [-4708:123930:1] [-3250:0:1]
+395760 bt 2 [0,1,0,75814424,-767258448076] 1 [2] [13724:1690650:1] [6499:0:1]
+395760 bu 1 [0,1,0,-93652515305621,348823593228800353155] 1 [] [22401700784880008933259398:883365599336858268065574507:3964702682543050232]
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+395760 bz 1 [0,1,0,34,459] 1 [] [7:33:1]
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+395760 ce 1 [0,1,0,95001424,5552796825684] 0 []
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+395775 a 1 [0,0,1,-3375,66656] 1 [] [-15:337:1]
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+395850 dv 1 [1,1,1,-31735388,58904172281] 0 [2] [2185:-1093:1]
+395850 dv 2 [1,1,1,55300862,325235097281] 0 [2] [-34970:17481:8]
+395850 dw 1 [1,1,1,-10457755328,-411633229052959] 0 []
+395850 dx 1 [1,1,1,549787,195941531] 0 [2] [-305:152:1]
+395850 dx 2 [1,1,1,-3590713,1959794531] 0 [2,2] [-2125:1062:1] [1515:-758:1]
+395850 dx 3 [1,1,1,-53344963,149928934031] 0 [2] [33990:-16999:8]
+395850 dx 4 [1,1,1,-20084463,-33039942969] 0 [2] [-24250:12121:8]
+395850 dy 1 [1,1,1,11585437,2853063281] 0 [2] [-245:122:1]
+395850 dy 2 [1,1,1,-47239063,22971042281] 0 [2,2] [-7105:3552:1] [6615:-3308:1]
+395850 dy 3 [1,1,1,-568170313,5204153254781] 0 [2] [113670:-56839:8]
+395850 dy 4 [1,1,1,-467499813,-3869484024219] 0 [2] [-105850:52921:8]
+395850 dz 1 [1,1,1,44787,-90275469] 0 [2] [415:-208:1]
+395850 dz 2 [1,1,1,-2767713,-1727150469] 0 [2,2] [1915:-958:1] [-1085:542:1]
+395850 dz 3 [1,1,1,-6573963,4050737031] 0 [2] [17350:-8679:8]
+395850 dz 4 [1,1,1,-43961463,-112208787969] 0 [2] [-30650:15321:8]
+395850 ea 1 [1,1,1,-11108,451181] 1 [] [-25:857:1]
+395850 eb 1 [1,1,1,-17563,1560281] 0 [2] [-165:82:1]
+395850 eb 2 [1,1,1,-336063,74815281] 0 [2] [2630:-1319:8]
+395850 ec 1 [1,1,1,-312963,-67594119] 1 [] [5190:11121:8]
+395850 ed 1 [1,1,1,-218043,37407561] 1 [] [139:3062:1]
+395850 ed 2 [1,1,1,-2847618,-1840719729] 1 [] [-1031:-253:1]
+395850 ee 1 [1,1,1,14437,-9341719] 1 [] [755:20422:1]
+395850 ef 1 [1,1,1,-95256263,-2392107025219] 0 []
+395850 eg 1 [1,1,1,-325518,-71640879] 1 [] [567836318958042337449446451204504096:10995886896947461392629296352858919537:656256003228848206778281842212864]
+395850 eh 1 [1,1,1,-5030213,-4344483469] 0 []
+395850 ei 1 [1,1,1,7128437,-14794907719] 0 []
+395850 ej 1 [1,1,1,-3533088,2388265281] 2 [2] [-1595:63797:1] [-1345:69297:1] [-2155:1077:1]
+395850 ej 2 [1,1,1,-55501088,159123753281] 2 [2] [16965:-2033483:1] [8373735:-746671607:729] [34470:-17239:8]
+395850 ek 1 [1,1,1,-718612888,-7405974527719] 0 [2] [-15915:7957:1]
+395850 ek 2 [1,1,1,-924657888,-2815291927719] 0 [2] [254630:-127319:8]
+395850 el 1 [1,1,1,-76178,1888031] 2 [2] [-231:2803:1] [-135:-3053:1] [25:-13:1]
+395850 el 2 [1,1,1,295022,15251231] 2 [2] [59:5703:1] [329:-12333:1] [-410:201:8]
+395850 em 1 [1,1,1,-7263,-420219] 0 []
+395850 en 1 [1,1,1,-6328713,6893159031] 0 [2] [-2945:1472:1]
+395850 en 2 [1,1,1,-104743713,412559789031] 0 [2] [47110:-23559:8]
+395850 en 3 [1,1,1,42240912,-24046876719] 0 [2] [565:-283:1]
+395850 en 4 [1,1,1,-173759088,-195118876719] 0 [2] [-9050:4521:8]
+395850 eo 1 [1,1,1,-62083438,195063023531] 0 [2] [-9135:4567:1]
+395850 eo 2 [1,1,1,-1003275438,12231026319531] 0 [2,2] [-36575:18287:1] [18305:-9153:1]
+395850 eo 3 [1,1,1,311572187,561839783531] 0 [2] [-1785:892:1]
+395850 eo 4 [1,1,1,-16052400438,782806422819531] 0 [2] [585190:-292599:8]
+395850 eo 5 [1,1,1,-1013222438,11976104603531] 0 [2] [-292890:146441:8]
+395850 eo 6 [1,1,1,-1294059813,4572708519531] 0 [2,2] [-37625:18812:1] [34055:-17028:1]
+395850 eo 7 [1,1,1,-16057899813,782243216679531] 0 [2] [601990:-300999:8]
+395850 eo 8 [1,1,1,-12220331813,-516370087896469] 0 [2] [-544890:272441:8]
+395850 ep 1 [1,1,1,1312,87281] 0 [2] [-35:17:1]
+395850 ep 2 [1,1,1,-23188,1263281] 0 [2,2] [-175:87:1] [105:-53:1]
+395850 ep 3 [1,1,1,-364438,84528281] 0 [2] [2790:-1399:8]
+395850 ep 4 [1,1,1,-73938,-6247719] 0 [2] [-1690:841:8]
+395850 eq 1 [1,1,1,-3138198,2138448531] 1 [2] [1081:2735:1] [1025:-513:1]
+395850 eq 2 [1,1,1,-3219398,2021845331] 1 [2] [1371:-14375:1] [-16410:8201:8]
+395850 er 1 [1,1,1,3237,-26469] 1 [] [36356340:109013733:4410944]
+395850 es 1 [1,1,1,5343813559162,1189109901260774531] 0 []
+395850 et 1 [1,1,1,-61088,-5846719] 0 []
+395850 eu 1 [1,1,1,2537,110381] 1 [] [145:1812:1]
+395850 ev 1 [1,1,1,-3543138,2500706031] 0 []
+395850 ew 1 [1,1,1,-1459758,678234861] 0 []
+395850 ew 2 [1,1,1,-1579683,560109321] 0 []
+395850 ex 1 [1,1,1,-285278,51486941] 1 [] [99882843047730:1628239616758633:163667323000]
+395850 ey 1 [1,1,1,-2015013,1098974781] 1 [] [11342:258979:8]
+395850 ez 1 [1,1,1,1949612,-321850219] 1 [] [535:29307:1]
+395850 fa 1 [1,1,1,-183938,-36217969] 0 [2] [505:-253:1]
+395850 fa 2 [1,1,1,-3095938,-2097913969] 0 [2] [-8090:4041:8]
+395850 fb 1 [1,1,1,-3413,-78829] 0 []
+395850 fc 1 [1,1,1,-812823,281721711] 0 []
+395850 fd 1 [1,1,1,-262973,51795731] 1 [2] [411:-3860:1] [295:-148:1]
+395850 fd 2 [1,1,1,-257173,54196931] 1 [2] [401:-4170:1] [-4730:2361:8]
+395850 fe 1 [1,1,1,89712,-36760719] 1 [2] [345:5777:1] [245:-123:1]
+395850 fe 2 [1,1,1,-1262288,-501848719] 1 [2,2] [-745:5447:1] [1285:-643:1] [-795:397:1]
+395850 fe 3 [1,1,1,-4421288,3010959281] 1 [2] [1895:37027:1] [12710:-6359:8]
+395850 fe 4 [1,1,1,-19735288,-33753248719] 1 [2] [-2565:1807:1] [-20570:10281:8]
+395850 ff 1 [1,1,1,7162,-195469] 0 [2] [25:-13:1]
+395850 ff 2 [1,1,1,-38338,-1833469] 0 [2] [-410:201:8]
+395850 fg 1 [1,1,1,-149363,19416881] 2 [] [-285:6382:1] [495:7942:1]
+395850 fh 1 [1,1,1,4362,168531] 0 []
+395850 fi 1 [1,1,1,-8335445138,312914522176031] 0 [2] [-106215:53107:1]
+395850 fi 2 [1,1,1,-135881285138,19278980930176031] 0 [2] [1699430:-849719:8]
+395850 fj 1 [1,1,1,149377769437,-698460803702719] 0 []
+395850 fk 1 [1,1,1,-210949388,-1179364075219] 0 []
+395850 fl 1 [1,1,1,-1413,19851] 2 [] [19:8:1] [21:-10:1]
+395850 fm 1 [1,1,1,-1386938,-621559969] 0 []
+395850 fn 1 [1,1,1,-68823,-6227859] 1 [] [-149:938:1]
+395850 fo 1 [1,1,1,-71938,7343531] 0 [2] [165:-83:1]
+395850 fo 2 [1,1,1,-122688,-4430469] 0 [2] [-2650:1321:8]
+395850 fp 1 [1,1,1,477687,142847031] 1 [] [975:-39688:1]
+395850 fq 1 [1,1,1,69812,29314781] 0 [2] [-235:117:1]
+395850 fq 2 [1,1,1,-1104688,414550781] 0 [2] [3750:-1879:8]
+395850 fr 1 [1,1,1,21987,10788531] 0 []
+395850 fs 1 [1,1,1,-98,341] 0 []
+395850 ft 1 [1,1,1,-791063,175216781] 1 [] [-871:14732:1]
+395850 fu 1 [1,1,1,27764437,-138459311719] 0 [2] [3475:-1738:1]
+395850 fu 2 [1,1,1,-292235563,-1695579311719] 0 [2,2] [19475:-9738:1] [-12525:6262:1]
+395850 fu 3 [1,1,1,-1184035563,13941241888281] 0 [2] [200390:-100199:8]
+395850 fu 4 [1,1,1,-4520435563,-116981680511719] 0 [2] [-311610:155801:8]
+395850 fv 1 [1,1,1,-128688,18360081] 1 [] [261:-1755:1]
+395850 fw 1 [1,1,1,-136414688,-1004925032719] 1 [2] [6235227577692482372303162337904:631472960559628528057022936316277:314812823516312415412023296] [14365:-7183:1]
+395850 fw 2 [1,1,1,-2549819188,-49543316336719] 1 [2,2] [-748523402867778200:2912752452856546827:25453695863296] [58305:-29153:1] [-29575:14787:1]
+395850 fw 3 [1,1,1,-2920562938,-34193042111719] 1 [2] [30904253944857829732550376334658:6093090485091663449680681003283375:383526785111716177006528088] [473190:-236599:8]
+395850 fw 4 [1,1,1,-40793547438,-3171302365927719] 1 [2] [-92040850396605996779101011274840:46477335622661631010447864032771:789305241260006771130178048] [-932890:466441:8]
+395850 fx 1 [1,1,1,-4675313,3826582031] 0 [2] [1375:-688:1]
+395850 fx 2 [1,1,1,-9675313,-5803417969] 0 [2,2] [-22010:11001:8] [-625:312:1]
+395850 fx 3 [1,1,1,32849687,-42970267969] 0 [2] [9990:-4999:8]
+395850 fx 4 [1,1,1,-132200313,-584856567969] 0 [2] [-54010:27001:8]
+395850 fy 1 [1,1,1,-1473829938,-23261210967969] 0 []
+395850 fz 1 [1,1,1,-145093,21414821] 0 []
+395850 ga 1 [1,0,0,-38213,1932417] 2 [2] [-188:1669:1] [-128:2239:1] [162:-81:1]
+395850 ga 2 [1,0,0,-241213,-44148583] 2 [2] [-304:1205:1] [-268:1259:1] [-2594:1297:8]
+395850 gb 1 [1,0,0,2912,935792] 0 [2] [-88:44:1]
+395850 gb 2 [1,0,0,-127588,16987292] 0 [2] [1406:-703:8]
+395850 gc 1 [1,0,0,-2338,43292] 1 [] [-2:220:1]
+395850 gd 1 [1,0,0,-517563,-143350383] 0 [2] [-418:209:1]
+395850 gd 2 [1,0,0,-549563,-124630383] 0 [2,2] [-578:289:1] [-258:129:1]
+395850 gd 3 [1,0,0,-2811563,1705327617] 0 [2] [9246:-4623:8]
+395850 gd 4 [1,0,0,1200437,-756380383] 0 [2] [4126:-2063:8]
+395850 ge 1 [1,0,0,16187,-1880383] 0 [2] [82:-41:1]
+395850 ge 2 [1,0,0,-165813,-22810383] 0 [2] [-1314:657:8]
+395850 gf 1 [1,0,0,-10203,-397503] 1 [2] [192:2079:1] [-58:29:1]
+395850 gf 2 [1,0,0,-9503,-454203] 1 [2] [23930:260519:125] [926:-463:8]
+395850 gg 1 [1,0,0,-236821388,-1390275466608] 1 [2] [-9248:99124:1] [17752:-8876:1]
+395850 gg 2 [1,0,0,-3779761388,-89442963286608] 1 [2] [-35492:20392:1] [-284034:142017:8]
+395850 gh 1 [1,0,0,-35967938,-82471400508] 1 [2] [37372:-7143986:1] [-3228:1614:1]
+395850 gh 2 [1,0,0,-12419938,-188884812508] 1 [2] [37256:-7164286:1] [51646:-25823:8]
+395850 gi 1 [1,0,0,-1413,567] 0 []
+395850 gj 1 [1,0,0,-3256663,2258631017] 1 [] [998:1157:1]
+395850 gk 1 [1,0,0,1632,64512] 1 [] [48:-528:1]
+395850 gl 1 [1,0,0,-636188,195070992] 2 [4] [-878:9214:1] [-608:19204:1] [292:5704:1]
+395850 gl 2 [1,0,0,-798188,87988992] 2 [2,2] [-902:9070:1] [-638:18694:1] [-7554:3777:8] [112:-56:1]
+395850 gl 3 [1,0,0,3004312,684981492] 2 [2] [2846:-340723:8] [376:43030:1] [-1794:897:8]
+395850 gl 4 [1,0,0,-7192688,-7361603508] 2 [2] [-8055076:28361510:4913] [-1508:8254:1] [-13314:6657:8]
+395850 gm 1 [1,0,0,-398730338,-3800703243708] 1 [2] [85168:-24126098:1] [23652:-11826:1]
+395850 gm 2 [1,0,0,-6796394338,-215646551275708] 1 [2] [105968:-15993298:1] [-378434:189217:8]
+395850 gn 1 [1,0,0,-99136888,-379935260608] 1 [] [-5752:3632:1]
+395850 go 1 [1,0,0,-8842588,18982391792] 1 [] [116468:5985641:64]
+395850 gp 1 [1,0,0,-1715013,-867121983] 0 []
+395850 gq 1 [1,0,0,-65013,-3544983] 0 []
+395850 gr 1 [1,0,0,-7013,251517] 1 [2] [-588:36225:64] [-98:49:1]
+395850 gr 2 [1,0,0,-115763,15150267] 1 [2] [5174316:-24246825:21952] [1566:-783:8]
+395850 gs 1 [1,0,0,-639078,-91347228] 1 [2] [-372:9930:1] [-148:74:1]
+395850 gs 2 [1,0,0,2228122,-684857628] 1 [2] [2188:120010:1] [2366:-1183:8]
+395850 gt 1 [1,0,0,9037,168417] 1 [2] [-14:205:1] [-18:9:1]
+395850 gt 2 [1,0,0,-40963,1418417] 1 [2,2] [-208:1079:1] [-218:109:1] [182:-91:1]
+395850 gt 3 [1,0,0,-548463,156205917] 1 [4] [438:15:1] [582:5559:1]
+395850 gt 4 [1,0,0,-333463,-73169083] 1 [2] [-358:779:1] [-2914:1457:8]
+395850 gu 1 [1,0,0,-1658138,-821838108] 0 []
+395850 gv 1 [1,0,0,-19488,1636992] 2 [] [-168:504:1] [-84:-1596:1]
+395850 gw 1 [1,0,0,-191218,60492932] 1 [] [716:-17410:1]
+395850 gx 1 [1,0,0,-508,-208] 1 [] [-4:44:1]
+395850 gy 1 [1,0,0,-138438,37659492] 1 [2] [12:5994:1] [-468:234:1]
+395850 gy 2 [1,0,0,-2730438,1735419492] 1 [2,2] [1092:-8046:1] [-1908:954:1] [972:-486:1]
+395850 gy 3 [1,0,0,-43680438,111112869492] 1 [2] [3822:-2586:1] [30526:-15263:8]
+395850 gy 4 [1,0,0,-3252438,1024977492] 1 [2] [1962:45894:1] [-15554:7777:8]
+395850 gz 1 [1,0,0,-84341088,-325736216208] 0 [2] [10712:-5356:1]
+395850 gz 2 [1,0,0,-1383866588,-19814720139708] 0 [2] [-171394:85697:8]
+395850 ha 1 [1,0,0,-38021813,-90469708383] 0 [2] [7122:-3561:1]
+395850 ha 2 [1,0,0,-608773813,-5781437900383] 0 [2] [-113954:56977:8]
+395850 hb 1 [1,0,0,-393638,1100417892] 1 [] [5152:-371126:1]
+395850 hc 1 [1,0,0,-12069588,-16140356208] 1 [2] [-2004:1080:1] [-2008:1004:1]
+395850 hc 2 [1,0,0,-12197588,-15780548208] 1 [2,2] [-2078:25414:1] [-2328:1164:1] [-1688:844:1]
+395850 hc 3 [1,0,0,-32497588,50377151792] 1 [2] [5972:-266236:1] [37246:-18623:8]
+395850 hc 4 [1,0,0,6054412,-58910024208] 1 [2] [7282:605734:1] [27006:-13503:8]
+395850 hd 1 [1,0,0,-3588,363792] 0 [2] [-88:44:1]
+395850 hd 2 [1,0,0,-101588,12417792] 0 [2,2] [-368:184:1] [192:-96:1]
+395850 hd 3 [1,0,0,-1624088,796505292] 0 [2] [5886:-2943:8]
+395850 hd 4 [1,0,0,-147088,178292] 0 [2] [-3074:1537:8]
+395850 he 1 [1,0,0,-118846013,449959400817] 1 [] [418:-632945:1]
+395850 hf 1 [1,0,0,-642263,50407017] 1 [3] [-698:12949:1] [1102:25549:1]
+395850 hf 2 [1,0,0,-30657263,-65336617983] 1 [] [-3192:2625:1]
+395850 hg 1 [1,0,0,-9153,3013257] 1 [] [458:9515:1]
+395850 hh 1 [1,0,0,-25858938,50661291492] 1 [] [2772:-18186:1]
+395850 hi 1 [1,0,0,-98,-378] 1 [] [-2808:2133:512]
+395850 hj 1 [1,0,0,-308763,-49838733] 0 []
+395850 hk 1 [1,0,0,-258728588,-1601845316208] 1 [2] [98523704:5496944996:4913] [-9288:4644:1]
+395850 hk 2 [1,0,0,-259066588,-1597450302208] 1 [2,2] [-601612:-5134519:64] [-9808:4904:1] [-8768:4384:1]
+395850 hk 3 [1,0,0,-406662088,429183508292] 1 [2] [496867136234:-80578999974367:13481272] [156926:-78463:8]
+395850 hk 4 [1,0,0,-116879088,-3342801864708] 1 [2] [11188280244:-1932377891847:314432] [140286:-70143:8]
+395850 hl 1 [1,0,0,-11276713,-13003020583] 1 [2] [-1414:11459:1] [-2438:1219:1]
+395850 hl 2 [1,0,0,-44044713,98834163417] 1 [2,2] [-1062:380547:1] [-7558:3779:1] [2682:-1341:1]
+395850 hl 3 [1,0,0,-680652713,6834783411417] 1 [2] [15262:33319:1] [120926:-60463:8]
+395850 hl 4 [1,0,0,68275287,520595763417] 1 [2] [4938:986547:1] [-42914:21457:8]
+395850 hm 1 [1,0,0,-143063,-2569383] 1 [2] [-368:709:1] [-18:9:1]
+395850 hm 2 [1,0,0,567437,-20331883] 1 [2] [38:1115:1] [286:-143:8]
+395850 hn 1 [1,0,0,-162488,25286592] 1 [] [682:14884:1]
+395850 ho 1 [1,0,0,-30653013,-65324293983] 0 [2] [-3198:1599:1]
+395850 ho 2 [1,0,0,-30788013,-64719898983] 0 [2] [51166:-25583:8]
+395850 hp 1 [1,0,0,-17331138,40098949992] 1 [] [29892:5106744:1]
+395850 hq 1 [1,0,0,-8599938,9706418892] 1 [] [1662:1374:1]
+395850 hr 1 [1,0,0,-6555688,-6489488758] 0 []
+395850 hs 1 [1,0,0,-686588,-228212208] 0 []
+395850 ht 1 [1,0,0,-7013,225417] 0 [3] [52:19:1]
+395850 ht 2 [1,0,0,-18263,-652533] 0 []
+395850 hu 1 [1,0,0,808937,1100112617] 1 [2] [-508:23879:1] [-778:389:1]
+395850 hu 2 [1,0,0,-12313063,15389970617] 1 [2,2] [9212:-831481:1] [-4018:2009:1] [2462:-1231:1]
+395850 hu 3 [1,0,0,-192902563,1031205908117] 1 [2] [11942:-662221:1] [64286:-32143:8]
+395850 hu 4 [1,0,0,-41675563,-85822566883] 1 [2] [10082:-725341:1] [-39394:19697:8]
+395850 hv 1 [1,0,0,-327730194138,72214200060353892] 1 [2] [330228:117462:1] [330452:-165226:1]
+395850 hv 2 [1,0,0,-327057914138,72525218973593892] 1 [2] [930478:757032712:1] [-5287234:2643617:8]
+395850 hw 1 [1,0,0,307987,185584017] 1 [2] [352:18199:1] [-398:199:1]
+395850 hw 2 [1,0,0,-3607013,2366239017] 1 [2] [1396:-7901:1] [6366:-3183:8]
+395850 hx 1 [1,0,0,-12513,-124983] 0 []
+395850 hy 1 [1,0,0,331187,162714617] 0 []
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+396011 b 1 [1,0,0,-704,7139] 2 [] [-59279:609147:4913] [11:-33:1]
+396011 c 1 [0,-1,1,-93329,62574027] 1 [] [2055:92438:1]
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+396011 d 2 [0,1,1,23953,-11896808] 1 [3] [452:-9565:1] [320:5351:1]
+396011 d 3 [0,1,1,-3293977,-2302863255] 1 [] [20828748:2259274895:1728]
+396012 a 1 [0,1,0,-5950937,5585627520] 1 [2] [1381:1755:1] [1408:0:1]
+396012 a 2 [0,1,0,-5947292,5592815460] 1 [2] [1408:3510:1] [-2817:0:1]
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+396015 a 2 [1,0,0,1450,12507] 1 [2] [-6:63:1] [-66:33:8]
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+396015 b 2 [1,1,0,-139047,19888056] 0 [2] [1686:-843:8]
+396016 a 1 [0,-1,0,-164944,25841600] 1 [] [56:4096:1]
+396016 b 1 [0,-1,0,-579400,-168714256] 2 [] [-460:512:1] [-454:742:1]
+396016 c 1 [0,0,0,-24839147,47649081882] 1 [] [-165609223:3517433726:29791]
+396016 d 1 [0,1,0,1731752,-4928197100] 1 [] [73987685946:27104440438807:551368]
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+396017 a 1 [1,-1,1,-429,207806] 0 []
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+396018 a 1 [1,-1,0,-200664,113394784] 2 [] [-439:11024:1] [10894:383515:8]
+396018 a 2 [1,-1,0,-9183834,-16335345146] 2 [] [3971:97019:1] [5171990:-275521777:1000]
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+396018 u 3 [1,-1,0,-6593841,5120814397] 1 [2] [5119673113815563274:-206990652888863408947:1616690589583896] [16102:-8051:8]
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+396018 bd 2 [1,-1,1,-102836,-7135649] 1 [2] [3286:-37243:8] [-586:289:8]
+396018 be 1 [1,-1,1,-2706206,-1631374419] 1 [2] [-999:9123:1] [-775:387:1]
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+396018 bf 1 [1,-1,1,-1174404398,15491607526973] 1 [] [17433:553459:1]
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+396018 bi 1 [1,-1,1,1033915,-204418371] 1 [2] [891:37284:1] [191:-96:1]
+396018 bi 2 [1,-1,1,-4681445,-1729276419] 1 [2] [315495:-6443628:125] [-3050:1521:8]
+396018 bj 1 [1,-1,1,14470,-20551751] 0 []
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+396018 bn 1 [1,-1,1,-131207,5428507263] 1 [] [16487:2109438:1]
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+396018 br 1 [1,-1,1,-22721,1325769] 1 [] [-19:1332:1]
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+396018 bs 2 [1,-1,1,-352148,-78345291] 1 [2] [1676668442971590:26921235110524921:2043548109000] [-2378:1185:8]
+396019 a 1 [0,1,1,-14,190] 0 []
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+396121 c 1 [0,1,1,-489,4147] 2 [] [-699:289:27] [1:60:1]
+396122 a 1 [1,-1,0,2314,-72808] 0 []
+396123 a 1 [1,1,0,-30,99] 0 []
+396126 a 1 [1,-1,0,-2232,-61826] 0 []
+396126 b 1 [1,-1,1,-9569,363889] 1 [] [107:692:1]
+396126 c 1 [1,-1,1,-73436,7678239] 0 []
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+396130 b 1 [1,-1,0,-1394,-19692] 1 [] [44:30:1]
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+396132 b 1 [0,-1,0,-2849,61710] 1 [] [66:396:1]
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+396264 b 1 [0,-1,0,1348,341541] 1 [] [50:729:1]
+396264 c 1 [0,-1,0,1576,-9636] 0 [2] [6:0:1]
+396264 c 2 [0,-1,0,-6784,-73172] 0 [2] [-11:0:1]
+396264 d 1 [0,-1,0,-463186560,-7353179651412] 0 []
+396264 e 1 [0,-1,0,-18644,1152537] 1 [] [-8720:181521:125]
+396264 f 1 [0,1,0,208,-2091] 1 [] [10:33:1]
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+396264 g 2 [0,1,0,-31404,-2124864] 1 [2,2] [-13605:-15642:125] [-112:0:1] [-93:0:1]
+396264 g 3 [0,1,0,-61424,2558256] 1 [2] [-140:2904:1] [223:0:1]
+396264 g 4 [0,1,0,-500664,-136520928] 1 [2] [-51105:-642:125] [-409:0:1]
+396264 h 1 [0,1,0,-59224,-3144064] 1 [2] [-184:1248:1] [-56:0:1]
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+396264 i 1 [0,1,0,-379,746] 0 [2] [2:0:1]
+396264 i 2 [0,1,0,1436,7280] 0 [2] [-5:0:1]
+396264 j 1 [0,1,0,-13948296,-20074976784] 1 [] [319182585:98079924212:3375]
+396264 k 1 [0,1,0,-2516,-178179] 0 []
+396264 l 1 [0,1,0,171480,-7121808] 0 []
+396264 m 1 [0,1,0,-6412,195557] 1 [] [74:363:1]
+396264 n 1 [0,1,0,-71445913044,7350430786131969] 1 [] [9998873022116049724240:63873779309494489402773:65401629404978699]
+396264 o 1 [0,1,0,-2244,-42111] 1 [] [60:207:1]
+396265 a 1 [0,0,1,-124532,4283437] 1 [] [-113:4112:1]
+396270 a 1 [1,-1,0,14168385,-9604905075] 1 [] [8691060:3199590795:64]
+396270 b 1 [1,-1,0,-3421045530,1255838280405300] 1 [2] [362428137126180212248420529173440700:251590038760666855691071952762105359266:7237636920809144819413393234375] [-118428:59214:1]
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+396270 b 3 [1,-1,0,-3139919282970,2141538884858171700] 1 [2,2] [353411618736170666837586621245968572:47501019444815136348647706452605201314:372375751401374539780934750791] [-2046108:1023054:1] [1022820:-511410:1]
+396270 b 4 [1,-1,0,-345846317850,-24078513090178764] 1 [2] [-813705721412:-725537938597854:3442951] [-4396602:2198301:8]
+396270 b 5 [1,-1,0,-50238707428890,137058457246071970356] 1 [2] [2299208251431035587164:619210841132679638456418:605646048796543] [32737734:-16368867:8]
+396270 b 6 [1,-1,0,-3132726482970,2151838596116891700] 1 [2] [173359926546485551620999551795307439023157881582924690299763318172:28891318643273360303390583516143840305799482352272590440311589215889:178983743793922643756193035413671952325571116637885732865216] [-16365114:8182557:8]
+396270 c 1 [1,-1,0,-3255525,2261713045] 1 [] [11374:174187:8]
+396270 d 1 [1,-1,0,-1731465,-614121075] 0 []
+396270 e 1 [1,-1,0,-180,490] 1 [] [-13:29:1]
+396270 f 1 [1,-1,0,-3468960,-15117270224] 0 [2] [2936:-1468:1]
+396270 f 2 [1,-1,0,-115403580,-475146171500] 0 [2] [-46970:23485:8]
+396270 g 1 [1,-1,0,-565980180885,-237811345026872459] 0 [2] [909626:-454813:1]
+396270 g 2 [1,-1,0,-10147364352405,-12439472217960641675] 0 [2] [-14554010:7277005:8]
+396270 h 1 [1,-1,0,-458640,119679606] 1 [] [261:4077:1]
+396270 i 1 [1,-1,0,889245,-669706299] 0 [2] [558:-279:1]
+396270 i 2 [1,-1,0,-8223255,-7782923799] 0 [2,2] [3258:-1629:1] [-2142:1071:1]
+396270 i 3 [1,-1,0,-35945505,75367192851] 0 [2] [34278:-17139:8]
+396270 i 4 [1,-1,0,-126301005,-546288310449] 0 [2] [-52122:26061:8]
+396270 j 1 [1,-1,0,-345780,-78954800] 1 [2] [7174:142069:8] [680:-340:1]
+396270 j 2 [1,-1,0,-5547780,-5028137600] 1 [2,2] [45574:-3102731:8] [2720:-1360:1] [-1360:680:1]
+396270 j 3 [1,-1,0,-5563080,-4998997220] 1 [2] [-739064:-2029067:512] [21766:-10883:8]
+396270 j 4 [1,-1,0,-88764480,-321867401180] 1 [2] [2438178:71815703:216] [-43514:21757:8]
+396270 k 1 [1,-1,0,-91950,16100000] 2 [2] [-334:3244:1] [-125:5125:1] [-368:184:1]
+396270 k 2 [1,-1,0,-1666320,828160046] 2 [2] [8927:-839507:1] [31611:-607993:27] [5894:-2947:8]
+396270 l 1 [1,-1,0,-3060,69376] 2 [2] [-43:368:1] [6:2069:8] [-64:32:1]
+396270 l 2 [1,-1,0,-49680,4274500] 2 [2] [401:-7180:1] [128:-82:1] [1030:-515:8]
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+396270 m 2 [1,-1,0,-12199337955,-348108183437675] 0 [2,2] [-733274:366637:8] [-30970:15485:1]
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+396270 m 4 [1,-1,0,-176773481955,-28602427629159275] 0 [2] [-1962074:981037:8]
+396270 n 1 [1,-1,0,-19185,-2201059] 1 [2] [367:6148:1] [178:-89:1]
+396270 n 2 [1,-1,0,-397185,-96171859] 1 [2] [-362:-89:1] [-2842:1421:8]
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+396270 p 1 [1,-1,0,-332010,-73548324] 1 [] [-4350451140:2276748189:13144256]
+396270 q 1 [1,-1,0,1605,340721] 1 [2] [8:591:1] [-62:31:1]
+396270 q 2 [1,-1,0,-64545,6122231] 1 [2] [197:-1110:1] [998:-499:8]
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+396270 u 1 [1,-1,0,6825,56861] 1 [] [325:5881:1]
+396270 v 1 [1,-1,0,-10995,443285] 1 [] [43:199:1]
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+396270 x 2 [1,-1,0,-435,415] 1 [2] [-9:64:1] [166:-83:8]
+396270 y 1 [1,-1,0,-497582835,-4272294040075] 1 [] [8197531102183159:1096911706703927099:231136413353]
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+396270 ba 1 [1,-1,0,-3896970,2961976500] 0 [6] [1260:6510:1]
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+396270 bc 1 [1,-1,0,-14014035,20196303925] 1 [] [875200249:8382249814:456533]
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+396270 bd 2 [1,-1,0,-1612800,351161986] 1 [2] [445781:7045604:343] [1798:-899:8]
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+396270 bg 1 [1,-1,0,2331,-92907] 0 []
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+396270 bi 2 [1,-1,0,1036686,1017907748] 1 [2] [-488:-19646:1] [-5434:2717:8]
+396270 bj 1 [1,-1,0,-334524,87302480] 1 [2] [344:3412:1] [-680:340:1]
+396270 bj 2 [1,-1,0,-5603004,5106056528] 1 [2] [1144:13300:1] [10886:-5443:8]
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+396270 bl 2 [1,-1,0,1386,1871748] 2 [2] [72:-1566:1] [-63:1269:1] [-954:477:8]
+396270 bm 1 [1,-1,0,-15309,732645] 0 []
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+396270 bp 2 [1,-1,0,-1279231569,-17610185087267] 1 [2] [721966:-196634513:8] [-165146:82573:8]
+396270 bq 1 [1,-1,0,-11709,-484785] 0 []
+396270 br 1 [1,-1,0,-1674,-25180] 1 [2] [80:550:1] [-20:10:1]
+396270 br 2 [1,-1,0,546,-88672] 1 [2] [62:-456:1] [326:-163:8]
+396270 bs 1 [1,-1,0,2304036,449480448] 1 [2] [1252:72144:1] [-192:96:1]
+396270 bs 2 [1,-1,0,-9770544,3702372300] 1 [2,2] [-1134:115992:1] [-3300:1650:1] [2916:-1458:1]
+396270 bs 3 [1,-1,0,-124292574,532862864118] 1 [2] [8857:351584:1] [52806:-26403:8]
+396270 bs 4 [1,-1,0,-88441794,-317417935950] 1 [2] [-5019:7212:1] [-46650:23325:8]
+396270 bt 1 [1,-1,0,-37374,963710] 0 []
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+396270 bu 2 [1,-1,0,-1064379,421224435] 1 [6] [5821:-440448:1] [-129:23652:1]
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+396270 bw 1 [1,-1,0,-1764,-7952] 1 [] [-13:119:1]
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+396270 ca 2 [1,-1,0,-285579,58811935] 1 [2] [311:-223:1] [2470:-1235:8]
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+396270 cf 2 [1,-1,0,37326,-5362732] 0 []
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+396270 cj 1 [1,-1,0,-132984,-18608832] 0 []
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+396270 cm 1 [1,-1,1,7196241622,-78004290488983] 0 []
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+396270 cr 2 [1,-1,1,-159458,18186977] 2 [2,2] [-345:5833:1] [-197:6573:1] [-447:223:1] [321:-161:1]
+396270 cr 3 [1,-1,1,-2362658,1398271457] 2 [2] [-465:-48719:1] [951:2809:1] [7158:-3583:8]
+396270 cr 4 [1,-1,1,-905378,-316581919] 2 [2] [-569:4041:1] [-485:3117:1] [-5130:2561:8]
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+396270 cs 2 [1,-1,1,-942548,351325937] 1 [2] [4790:-11727:8] [4278:-2143:8]
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+396270 ct 2 [1,-1,1,-57173,-2480119] 0 [2,2] [-213:106:1] [-45:22:1]
+396270 ct 3 [1,-1,1,-453443,115925357] 0 [2] [3414:-1711:8]
+396270 ct 4 [1,-1,1,197977,-18707659] 0 [2] [726:-367:8]
+396270 cu 1 [1,-1,1,-23648,824229411] 0 []
+396270 cv 1 [1,-1,1,-42908,-12517473] 2 [2] [2494:15399:8] [321:2429:1] [293:-147:1]
+396270 cv 2 [1,-1,1,-1113908,-451199073] 2 [2] [93886:-10174809:8] [7971:-709021:1] [-4682:2337:8]
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+396270 cx 2 [1,-1,1,-50427038,-137813099219] 0 [2] [-32650:16321:8]
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+396270 cy 2 [1,-1,1,-41963,-210637969] 1 [2] [8083710:722347501:1000] [4950:-2479:8]
+396270 cz 1 [1,-1,1,-57721703,168973017887] 1 [] [4515:17326:1]
+396270 da 1 [1,-1,1,-1598,24617] 1 [2] [150:173:8] [21:-11:1]
+396270 da 2 [1,-1,1,-68,68681] 1 [2] [1238:14861:8] [-330:161:8]
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+396270 db 2 [1,-1,1,-16718,832781] 1 [2] [15:757:1] [630:-319:8]
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+396270 dc 2 [1,-1,1,-39967253,-97243134963] 0 [2] [-29162:14577:8]
+396270 dd 1 [1,-1,1,188617,172204431] 1 [2] [1475:-61218:1] [-445:222:1]
+396270 dd 2 [1,-1,1,-3728183,2614720911] 1 [2] [1883:-48570:1] [7126:-3567:8]
+396270 de 1 [1,-1,1,-753863,-204580033] 1 [2] [-413:6222:1] [-669:334:1]
+396270 de 2 [1,-1,1,-3702983,2559335231] 1 [2,2] [-909:72382:1] [-2205:1102:1] [867:-434:1]
+396270 de 3 [1,-1,1,-58134983,170623578431] 1 [2] [-3609:579226:1] [35286:-17647:8]
+396270 de 4 [1,-1,1,3543097,11350279487] 1 [2] [-93:105022:1] [-13866:6929:8]
+396270 df 1 [1,-1,1,-30623,-2033913] 1 [2] [-93:102:1] [-109:54:1]
+396270 df 2 [1,-1,1,-56543,1937031] 1 [2,2] [-105:2642:1] [-253:126:1] [35:-18:1]
+396270 df 3 [1,-1,1,-735863,242959767] 1 [2] [617:4542:1] [4054:-2031:8]
+396270 df 4 [1,-1,1,208057,14743671] 1 [2] [273:9446:1] [-554:273:8]
+396270 dg 1 [1,-1,1,4147,197237] 1 [3] [-27:268:1] [7:472:1]
+396270 dg 2 [1,-1,1,-38693,-6541019] 1 [] [505:9872:1]
+396270 dh 1 [1,-1,1,-2858,-19879] 0 [2] [57:-29:1]
+396270 dh 2 [1,-1,1,-36878,-2714263] 0 [2] [-906:449:8]
+396270 di 1 [1,-1,1,-6953,-229669] 1 [] [694662834690:18096983315909:970299000]
+396270 di 2 [1,-1,1,35122,-656539] 1 [3] [1567258:-30308219:10648] [91:1767:1]
+396270 dj 1 [1,-1,1,-6953,245337] 1 [2] [5:456:1] [-97:48:1]
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+396270 dk 1 [1,-1,1,-896963,-326746933] 1 [] [-68355:34682:125]
+396270 dk 2 [1,-1,1,-1076738,-186343423] 1 [3] [-933:2797:1] [1657:49935:1]
+396270 dl 1 [1,-1,1,-6953,-537879] 1 [] [183:1980:1]
+396270 dm 1 [1,-1,1,693472,-962126013] 1 [] [777:6345:1]
+396270 dn 1 [1,-1,1,-198788,-34063833] 0 []
+396270 do 1 [1,-1,1,-7050803,-6798280813] 0 []
+396270 do 2 [1,-1,1,-102535178,398109412937] 0 [3] [7057:157495:1]
+396270 dp 1 [1,-1,1,-368381498,-5403810826119] 1 [2] [34595:4805037:1] [24305:-12153:1]
+396270 dp 2 [1,-1,1,-7387287098,-244231900333959] 1 [2] [58658789:-20304335157:343] [-388874:194433:8]
+396270 dq 1 [1,-1,1,-2678,84341] 0 [2] [-63:31:1]
+396270 dq 2 [1,-1,1,-49298,4224197] 0 [2] [1014:-511:8]
+396270 dr 1 [1,-1,1,-380903,-90077169] 0 [2] [-373:186:1]
+396270 dr 2 [1,-1,1,-566123,6755847] 0 [2] [5974:-2991:8]
+396270 ds 1 [1,-1,1,2662,-209419] 0 [2] [45:-23:1]
+396270 ds 2 [1,-1,1,-40688,-2914459] 0 [2] [-714:353:8]
+396270 dt 1 [1,-1,1,-11498,-481903] 0 []
+396270 dt 2 [1,-1,1,49927,-2046823] 0 [3] [127:2452:1]
+396270 du 1 [1,-1,1,21352,-106869] 1 [2] [95:1617:1] [5:-3:1]
+396270 du 2 [1,-1,1,-85748,-792309] 1 [2] [333:-2905:1] [-74:33:8]
+396270 dv 1 [1,-1,1,32497,12920087] 0 [6] [525:12946:1]
+396270 dv 2 [1,-1,1,-667223,198485831] 0 [6] [-315:19582:1]
+396270 dv 3 [1,-1,1,-293843,-358222769] 0 [2] [847:-424:1]
+396270 dv 4 [1,-1,1,-9579413,-11363480333] 0 [2] [-13546:6769:8]
+396270 dw 1 [1,-1,1,-2132,82231] 2 [2] [-322:2707:8] [11:239:1] [-59:29:1]
+396270 dw 2 [1,-1,1,-44132,3576631] 2 [2] [3262:-60013:8] [131:-241:1] [950:-479:8]
+396270 dx 1 [1,-1,1,-52289057,-149454280719] 0 [2] [8375:-4188:1]
+396270 dx 2 [1,-1,1,-842890337,-9418779927951] 0 [2] [-133994:66993:8]
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+396270 dy 2 [1,-1,1,-124420622,301010768669] 0 [2,2] [-97674:48833:8] [2553:-1277:1]
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+396270 dz 1 [1,-1,1,-106657457,423993843681] 1 [2] [4631:-173676:1] [5975:-2988:1]
+396270 dz 2 [1,-1,1,-108834737,405782202849] 1 [2] [4307:-132204:1] [-95594:47793:8]
+396270 ea 1 [1,-1,1,-10217,-592891] 1 [2] [667:16666:1] [123:-62:1]
+396270 ea 2 [1,-1,1,-185147,-30610879] 1 [2] [46804:935941:64] [-1962:977:8]
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+396270 ec 1 [1,-1,1,-33287,-96426241] 1 [4] [619:10638:1] [1299:44638:1]
+396270 ec 2 [1,-1,1,-3362567,-2345687809] 1 [2,2] [5515:-385938:1] [2115:-1058:1] [-1149:574:1]
+396270 ec 3 [1,-1,1,-6361367,2479981151] 1 [2] [5605:-380808:1] [18390:-9199:8]
+396270 ec 4 [1,-1,1,-53632247,-151164048481] 1 [2] [1059005:-6769764:125] [-33834:16913:8]
+396270 ed 1 [1,-1,1,548158,71676609] 1 [2] [1217:-51009:1] [-127:63:1]
+396270 ed 2 [1,-1,1,-2435522,603965121] 1 [2] [1661:-34581:1] [2038:-1023:8]
+396270 ee 1 [1,-1,1,-63887,-1786921] 0 [2] [-237:118:1]
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+396270 ef 1 [1,-1,1,-3677,-60699] 1 [2] [-19:54:1] [-49:24:1]
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+396270 eg 1 [1,-1,1,-88558187,493696577211] 1 [] [-9009:753014:1]
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+396270 eh 3 [1,-1,1,-11444792,14905223691] 1 [2] [-289:-134721:1] [15670:-7839:8]
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+396270 ei 1 [1,-1,1,-46311962,-119529256359] 0 [2] [-3535:1767:1]
+396270 ei 2 [1,-1,1,-2222042,-337756724391] 0 [2] [56566:-28287:8]
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+396270 ej 2 [1,-1,1,-870287,312711511] 1 [2] [551:-766:1] [4310:-2159:8]
+396270 ek 1 [1,-1,1,2195968,-1405950811] 0 []
+396270 ek 2 [1,-1,1,-21495317,61080348341] 0 [3] [721:214014:1]
+396270 el 1 [1,-1,1,843538,-42318201] 1 [] [406:6093:8]
+396270 em 1 [1,-1,1,112738,789549] 1 [4] [57:2691:1] [329:8403:1]
+396270 em 2 [1,-1,1,-451742,6660141] 1 [2,2] [-559:9459:1] [-679:339:1] [665:-333:1]
+396270 em 3 [1,-1,1,-5113742,4441154541] 1 [2] [1431:6509:1] [10870:-5439:8]
+396270 em 4 [1,-1,1,-4821422,-4058890131] 1 [2] [-1273:4461:1] [-10634:5313:8]
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+396270 eo 2 [1,-1,1,-11470667,-14949098409] 1 [2,2] [5031:-236316:1] [3911:-1956:1] [-1969:984:1]
+396270 eo 3 [1,-1,1,-12286517,-12699636789] 1 [2] [5054310:-235549101:1000] [31510:-15759:8]
+396270 eo 4 [1,-1,1,-183526817,-956922108429] 1 [2] [2288340:394369413:64] [-62570:31281:8]
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+396270 ep 4 [1,-1,1,-35078132,-79912441889] 1 [2] [-1194515:12671:343] [54710:-27359:8]
+396270 eq 1 [1,-1,1,-3609302,-2460378139] 0 [2] [-855:427:1]
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+396270 er 2 [1,-1,1,-146477,21593629] 1 [2] [-23:5006:1] [1814:-911:8]
+396270 es 1 [1,-1,1,-13487,-60628561] 1 [] [669:14812:1]
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+396270 eu 2 [1,-1,1,-251942,-48384651] 1 [2] [719:-12267:1] [-2186:1089:8]
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+396270 ew 2 [1,-1,1,-7172,-224359] 0 [2] [-330:161:8]
+396272 a 1 [0,-1,0,400,-4672] 0 []
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+396274 b 1 [1,0,0,-78,196] 3 [] [-60:542:27] [8:6:1] [90:806:1]
+396275 a 1 [0,-1,1,5940092,3730533718] 0 []
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+396275 g 1 [1,-1,1,395,8022] 1 [] [15:123:1]
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+396276 a 1 [0,-1,0,-38,-315] 0 []
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+396280 a 1 [0,-1,0,-160,-100] 1 [] [-10:20:1]
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+396283 a 1 [0,-1,1,11,-31] 1 [] [3:4:1]
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+396480 ey 1 [0,1,0,-68741,-6931191] 0 []
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+396606 bi 1 [1,1,1,-736961,-246950593] 1 [] [1151:20192:1]
+396606 bi 2 [1,1,1,4552099,9394655927] 1 [] [23591:3627806:1]
+396606 bj 1 [1,1,1,342,-687] 1 [] [134:733:8]
+396606 bk 1 [1,1,1,-7498,-252841] 0 []
+396606 bl 1 [1,1,1,17100,367989] 2 [] [-21:23:1] [69:1337:1]
+396606 bm 1 [1,1,1,-154400,-20106367] 1 [] [-189:1633:1]
+396606 bn 1 [1,1,1,-29372120,62606485913] 2 [] [-763:-290435:1] [396145:4418057:125]
+396606 bo 1 [1,1,1,-16367,-451291] 0 [2] [-29:14:1]
+396606 bo 2 [1,1,1,53213,-3206659] 0 [2] [454:-231:8]
+396606 bp 1 [1,0,0,-27980,-1765044] 0 [2] [-108:54:1]
+396606 bp 2 [1,0,0,-62770,3488246] 0 [2] [1726:-863:8]
+396606 bq 1 [1,0,0,-589,32129] 0 [2] [-38:19:1]
+396606 bq 2 [1,0,0,-19209,1018989] 0 [2] [606:-303:8]
+396606 br 1 [1,0,0,-7592159,-2341388967] 2 [2] [-2558:19801:1] [-2018:70021:1] [-2586:1293:1]
+396606 br 2 [1,0,0,-69935839,223355201369] 2 [2] [-6310:646133:1] [19934:-2608123:1] [41374:-20687:8]
+396606 bs 1 [1,0,0,3086,-12412] 1 [2] [1768:73498:1] [4:-2:1]
+396606 bs 2 [1,0,0,-12594,-103356] 1 [2,2] [-2832:-5542:27] [116:-58:1] [-108:54:1]
+396606 bs 3 [1,0,0,-124314,16766364] 1 [2] [218:-304:1] [1726:-863:8]
+396606 bs 4 [1,0,0,-151754,-22730772] 1 [2] [-218:166:1] [-1858:929:8]
+396606 bt 1 [1,0,0,349,-1023] 2 [] [4:19:1] [46:313:1]
+396606 bu 1 [1,0,0,-3151,58169] 2 [] [-58:245:1] [-22:-331:1]
+396606 bv 1 [1,0,0,-28421,5988177] 2 [] [424:-8591:1] [676:16861:1]
+396606 bw 1 [1,0,0,-367403,85622193] 1 [] [342:-135:1]
+396606 bx 1 [1,0,0,726130,66046644] 1 [] [550:24862:1]
+396606 by 1 [1,0,0,-71512757,-178257306207] 0 [2] [-6702:3351:1]
+396606 by 2 [1,0,0,-387684277,2788253597345] 0 [2,2] [-22606:11303:1] [9202:-4601:1]
+396606 by 3 [1,0,0,-6114674917,184037198770193] 0 [2] [361694:-180847:8]
+396606 by 4 [1,0,0,280562043,11397270937905] 0 [2] [-147234:73617:8]
+396606 bz 1 [1,0,0,-867987,-573509343] 1 [2] [456469277092790:2445190386733733:386623874125] [1166:-583:1]
+396606 bz 2 [1,0,0,-16924307,-26787057375] 1 [2,2] [-31371473990:24136930459:12977875] [4750:-2375:1] [-2418:1209:1]
+396606 bz 3 [1,0,0,-19997587,-16384004575] 1 [2,2] [-497270:2086429:125] [-3986:1993:1] [-850:425:1]
+396606 bz 4 [1,0,0,-270752147,-1714792958943] 1 [2] [-1903427259518193510:953249423342096291:200355665740875] [-76002:38001:8]
+396606 bz 5 [1,0,0,-158322627,755497383633] 1 [4] [-14472:132921:1] [2286:635661:1]
+396606 bz 6 [1,0,0,69154973,-122457720463] 1 [2] [215230:5078929:125] [13598:-6799:8]
+396606 ca 1 [1,0,0,-1324,-19468] 0 []
+396606 cb 1 [1,0,0,-24746779,-49872194863] 1 [] [34934:6441545:1]
+396606 cc 1 [1,0,0,-4509,865521] 0 []
+396608 a 1 [0,1,0,95,2751] 1 [] [35:224:1]
+396608 b 1 [0,1,0,-2337,47935] 0 []
+396608 c 1 [0,0,0,82036,6662384] 1 [] [119482:5111808:1331]
+396608 d 1 [0,0,0,82036,-6662384] 0 []
+396608 e 1 [0,0,0,-28268,-1829456] 0 []
+396608 f 1 [0,0,0,-908,24336] 1 [] [0:156:1]
+396608 g 1 [0,0,0,-908,-24336] 0 []
+396608 h 1 [0,0,0,-28268,1829456] 1 [] [-134:1792:1]
+396608 i 1 [0,-1,0,95,-2751] 0 []
+396608 j 1 [0,-1,0,-2337,-47935] 1 [] [351295:18617052:125]
+396609 a 1 [1,1,1,19,-34] 0 []
+396610 a 1 [1,-1,0,-1000,-9664] 0 []
+396610 b 1 [1,-1,0,-184,-11512] 0 []
+396610 c 1 [1,1,1,-8900,286917] 2 [] [-83:721:1] [87:381:1]
+396610 d 1 [1,1,1,-1987870,-1079601333] 0 []
+396610 e 1 [1,0,0,-156,716] 1 [] [28:122:1]
+396610 f 1 [1,-1,1,-4137,113641] 1 [] [-1707:10172:27]
+396611 a 1 [0,0,1,-67,213] 0 []
+396615 a 1 [1,1,1,330929,100480868] 0 []
+396615 b 1 [1,1,1,-170,1070] 2 [] [-2:38:1] [8:13:1]
+396615 c 1 [0,1,1,-71,-7165] 2 [] [37:205:1] [79:697:1]
+396615 d 1 [0,1,1,-481886655,-4071763983094] 1 [] [26868:1541866:1]
+396615 e 1 [1,1,0,37,48] 1 [] [80:1024:125]
+396615 f 1 [1,0,1,1068731,-167536549] 0 []
+396615 g 1 [1,0,1,-61593,-5880569] 1 [2] [-1130:1191:8] [-139:69:1]
+396615 g 2 [1,0,1,-43098,-9475997] 1 [2] [12022:454935:8] [2222:-1115:8]
+396617 a 1 [0,1,1,-239,-198] 2 [] [-6:32:1] [20:58:1]
+396618 a 1 [1,0,1,-82417,-9113596] 0 []
+396618 b 1 [1,0,1,-8817,319108] 1 [] [59:42:1]
+396618 c 1 [1,1,1,-513,3525] 0 []
+396618 d 1 [1,0,0,-79814852,-274463253648] 1 [] [-410102954:205066786:79507]
+396620 a 1 [0,0,0,-367,561174] 2 [] [-57:630:1] [83:1050:1]
+396622 a 1 [1,0,1,-562,-5180] 2 [] [29:41:1] [77:601:1]
+396624 a 1 [0,-1,0,-16197,-704979] 0 []
+396624 b 1 [0,-1,0,-2541,50049] 1 [] [13:138:1]
+396624 c 1 [0,-1,0,-129,477] 1 [] [4:3:1]
+396624 d 1 [0,1,0,-2168,42324] 2 [] [-2:-216:1] [115:1152:1]
+396624 e 1 [0,1,0,-191552,46593588] 1 [] [21721:2021118:343]
+396627 a 1 [0,1,1,-6747104,6743338754] 1 [] [1491:493:1]
+396627 b 1 [1,1,1,-168133,25019402] 0 [2] [-471:235:1]
+396627 b 2 [1,1,1,-2649198,1658552598] 0 [2] [7526:-3767:8]
+396627 c 1 [1,1,1,143522,-23105338] 1 [] [144:685:1]
+396627 d 1 [1,1,1,-77259697,-261414339514] 0 [2] [-5067:2533:1]
+396627 d 2 [1,1,1,-76015212,-270241222722] 0 [2] [81062:-40535:8]
+396627 e 1 [1,0,0,-22299,1191528] 1 [4] [-986:12007:8] [3:1059:1]
+396627 e 2 [1,0,0,-73304,-6245001] 1 [2,2] [-22855:-116893:125] [-1666:833:8] [-98:49:1]
+396627 e 3 [1,0,0,149401,-36755586] 1 [2] [42770:-943768:125] [1566:-783:8]
+396627 e 4 [1,0,0,-1112089,-451468252] 1 [2] [-607:419:1] [-4898:2449:8]
+396627 f 1 [1,0,0,-539,4704] 2 [2] [21:42:1] [48:276:1] [12:-6:1]
+396627 f 2 [1,0,0,-34,13289] 2 [2] [-5:-113:1] [-16:-91:1] [-194:97:8]
+396627 g 1 [1,0,0,-13118,577203] 2 [2] [-322:8321:8] [49:-254:1] [66:-33:1]
+396627 g 2 [1,0,0,-13033,585074] 2 [2] [7330:-22754:125] [41:326:1] [-1058:529:8]
+396627 h 1 [1,1,0,-320441,-69727944] 2 [2] [-2698:4177:8] [-2530:3883:8] [-312:156:1]
+396627 h 2 [1,1,0,-174496,-133330775] 2 [2] [1048:-29441:1] [52414:4207099:8] [4982:-2491:8]
+396627 i 1 [1,1,0,-19553,1044240] 1 [2] [24218740:22050274:274625] [80:-40:1]
+396627 i 2 [1,1,0,-18788,1130685] 1 [2] [1180:-122699:125] [-1290:645:8]
+396627 j 1 [1,0,1,-48451,-4112803] 1 [] [15811125:269942371:35937]
+396627 k 1 [1,0,1,-2866,-298213] 1 [] [163:1808:1]
+396627 l 1 [1,0,1,-69814,7080659] 0 [2] [147:-74:1]
+396627 l 2 [1,0,1,-45249,12141049] 0 [2] [-2354:1173:8]
+396627 m 1 [0,-1,1,-210,845] 0 []
+396628 a 1 [0,0,0,-53495,5020206] 3 [] [-23443:991570:343] [-33:2598:1] [399:6870:1]
+396630 a 1 [1,-1,0,-103155,-7336459] 1 [] [806:20397:1]
+396630 b 1 [1,-1,0,-7610235,9699498341] 1 [] [-48029242524966219:6639718505805150125:52469040012453]
+396630 c 1 [1,-1,0,-8790,397556] 1 [] [61:262:1]
+396630 d 1 [1,-1,0,-1374,166420] 0 []
+396630 e 1 [1,-1,0,-624,6968] 1 [] [47:259:1]
+396630 f 1 [1,-1,0,-79854,-8665772] 0 []
+396630 g 1 [1,-1,0,-15544914,-23550211180] 2 [] [-2324:5662:1] [-144236:437743:64]
+396630 h 1 [1,-1,0,-609,18773] 1 [] [-31:100:1]
+396630 i 1 [1,-1,0,-4134,-73740] 1 [] [124:1082:1]
+396630 i 2 [1,-1,0,-119394,15904008] 1 [3] [282:-2286:1] [217:314:1]
+396630 j 1 [1,-1,0,171,12533] 1 [] [1105:14591:125]
+396630 k 1 [1,-1,0,186,20] 2 [] [5:30:1] [11:52:1]
+396630 l 1 [1,-1,0,-436659,112946165] 0 [3] [271:3667:1]
+396630 l 2 [1,-1,0,1730766,529114580] 0 []
+396630 m 1 [1,-1,0,-1569,-21625] 1 [] [-19:42:1]
+396630 n 1 [1,-1,0,-549,5355] 1 [] [-9:102:1]
+396630 o 1 [1,-1,1,-12368,-4480973] 1 [] [605:14161:1]
+396630 p 1 [1,-1,1,-1727213,872805781] 0 []
+396630 q 1 [1,-1,1,-718688,234694531] 1 [] [463:785:1]
+396630 r 1 [1,-1,1,-5618,-182519] 0 []
+396630 s 1 [1,-1,1,-68,-673] 1 [] [15:31:1]
+396630 t 1 [1,-1,1,-37208,2028187] 1 [3] [-215:341:1] [217:1925:1]
+396630 t 2 [1,-1,1,-1074548,-428333669] 1 [] [-1048164:644053:1728]
+396630 u 1 [1,-1,1,1537,-339929] 1 [] [131:1382:1]
+396630 v 1 [1,-1,1,1672,-2213] 1 [] [25:221:1]
+396630 w 1 [1,-1,1,-48518,-4167019] 0 []
+396630 w 2 [1,-1,1,192307,-19660939] 0 [3] [271:7096:1]
+396630 x 1 [1,-1,1,-14123,597997] 0 []
+396630 y 1 [1,-1,1,-4943,-139643] 1 [] [26104076723606:108615424907725:282558696328]
+396630 z 1 [1,-1,1,-11462,275541] 1 [] [9:411:1]
+396630 ba 1 [1,-1,1,-977,-14399] 1 [] [71:484:1]
+396630 bb 1 [1,-1,1,-845582,-358958819] 1 [] [1241:21779:1]
+396632 a 1 [0,-1,0,-1,-171] 1 [] [345:1126:27]
+396633 a 1 [1,1,0,-1276,-2549] 1 [2] [-258:767:8] [-2:1:1]
+396633 a 2 [1,1,0,5069,-13970] 1 [2] [103290:1975165:10648] [22:-11:8]
+396633 b 1 [1,0,1,-1747,27881] 1 [2] [-82:1729:8] [25:-13:1]
+396633 b 2 [1,0,1,-2452,3065] 1 [2] [-114:1553:8] [-402:197:8]
+396634 a 1 [1,-1,0,-54094775,-154053699107] 0 []
+396640 a 1 [0,0,0,-1249872568,17007633926992] 0 []
+396640 b 1 [0,0,0,-3832,85744] 2 [] [-7:335:1] [60:268:1]
+396640 c 1 [0,1,0,-23841,-1344881] 0 []
+396640 d 1 [0,-1,0,494,13556] 1 [] [8:134:1]
+396640 e 1 [0,-1,0,-114701,14969701] 1 [] [3051:167500:1]
+396640 f 1 [0,-1,0,-1491005,501258997] 1 [] [-501:33500:1]
+396640 g 1 [0,-1,0,-85485,9645925] 1 [] [135:740:1]
+396640 h 1 [0,-1,0,-370,-2620] 1 [] [5312:387118:1]
+396640 i 1 [0,-1,0,-1565,-22475] 1 [] [-25:20:1]
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+396640 j 2 [0,0,0,-832507,-292367106] 1 [2] [-527:30:1] [-526:0:1]
+396640 k 1 [0,0,0,-51257,4710856] 0 [2] [-263:0:1]
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+396640 l 1 [0,1,0,-114701,-14969701] 0 []
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+396640 n 1 [0,1,0,-1565,22475] 1 [] [125:1340:1]
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+396640 p 1 [0,1,0,-85485,-9645925] 0 []
+396640 q 1 [0,1,0,-1491005,-501258997] 1 [] [-11598:209375:27]
+396640 r 1 [0,-1,0,-23841,1344881] 1 [] [-1297376:48880143:32768]
+396640 s 1 [0,0,0,-1249872568,-17007633926992] 1 [] [1745706042991342752633189407963916626309107538639412:3054409522574792952267382284517931528978587584179687500:570165126261428283010852996324547934351124293]
+396640 t 1 [0,0,0,-3832,-85744] 1 [] [-816:1340:27]
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+396642 a 2 [1,0,1,328203,297289792] 0 []
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+396644 b 1 [0,-1,0,-501232309,4319410009745] 0 []
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+396645 b 2 [1,0,0,-3967815,-3042430758] 0 [2] [-9186:4593:8]
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+396645 d 2 [1,0,1,-178878,-28022627] 1 [2] [-6981:29920:27] [-2258:1125:8]
+396648 a 1 [0,0,0,-3099,70166] 0 []
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+396648 d 1 [0,0,0,-1371,-14506] 0 []
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+396651 a 1 [1,1,0,-341,-2592] 0 []
+396651 b 1 [0,1,1,1494,29777] 1 [] [60380708440011558:2053438427883692087:10476719485137144]
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+396655 a 1 [1,-1,0,2980,-252925] 1 [] [286:4749:1]
+396655 b 1 [1,-1,0,61,720] 1 [] [-4:22:1]
+396656 a 1 [0,-1,0,-73,-475] 1 [] [154:559:8]
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+396658 a 1 [1,0,1,-2877,58776] 1 [] [3:222:1]
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+396660 b 1 [0,-1,0,-5186,-142035] 1 [] [1178:12041:8]
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+396660 m 1 [0,1,0,-110,-495] 1 [] [13:21:1]
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+396660 o 1 [0,1,0,-3365,69900] 2 [] [25:-45:1] [40:30:1]
+396660 p 1 [0,1,0,-265,-1660] 1 [] [-86:63:8]
+396660 q 1 [0,1,0,-1589725,770961788] 1 [] [728:18:1]
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+396662 a 2 [1,-1,0,-46387,2503749] 1 [2] [246:2313:1] [1446:-723:8]
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+396662 b 2 [1,-1,0,-28901,-1344595] 1 [2] [-137:240:1] [-410:205:8]
+396662 c 1 [1,0,1,-6500,-230270] 0 []
+396662 d 1 [1,0,1,13,-560] 1 [] [10:19:1]
+396662 e 1 [1,0,1,88,22] 1 [] [530:2406:125]
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+396704 bm 1 [0,0,0,-28763,-1125726] 0 []
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+396720 bo 4 [0,0,0,-366123,-71612422] 1 [2] [-337:-3674:1] [-458:0:1]
+396720 bp 1 [0,0,0,767480172,9589612617452] 0 []
+396720 bq 1 [0,0,0,-5943,176258] 0 []
+396720 bq 2 [0,0,0,-18543,-763702] 0 []
+396720 br 1 [0,0,0,-4323,-111022] 0 []
+396720 bs 1 [0,0,0,2326407,-2245437133] 0 []
+396720 bt 1 [0,0,0,-296163,-62476318] 1 [] [286595:13294122:125]
+396720 bt 2 [0,0,0,893997,-331355502] 1 [] [358407220484415:18042787812028554:163218919625]
+396720 bu 1 [0,0,0,-1668,30908] 1 [] [1:171:1]
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+396720 by 1 [0,0,0,-388601523,2948433892722] 0 [2] [11433:0:1]
+396720 by 2 [0,0,0,-406296243,2665208665458] 0 [2] [-22866:0:1]
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+396720 ca 2 [0,0,0,-4803,-29502] 2 [2] [-9:-114:1] [-47:304:1] [-66:0:1]
+396720 cb 1 [0,0,0,-25083,1528362] 1 [2] [118:460:1] [93:0:1]
+396720 cb 2 [0,0,0,-29403,965898] 1 [2] [-41:-1450:1] [-186:0:1]
+396720 cc 1 [0,0,0,1032,-26548] 0 []
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+396720 cd 2 [0,0,0,-1298928,-4015179088] 1 [] [37489:7255017:1]
+396720 ce 1 [0,0,0,-48648,-4129913] 0 [2] [-127:0:1]
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+396720 cf 2 [0,0,0,537,31538] 0 [2] [-26:0:1]
+396720 cg 1 [0,0,0,-2763,34938] 1 [] [98:433:8]
+396720 ch 1 [0,0,0,-18483,7485682] 0 []
+396720 ci 1 [0,0,0,1317,-84118] 1 [] [217:3228:1]
+396720 cj 1 [0,0,0,-386611248,-3099819237572] 0 []
+396720 ck 1 [0,0,0,-10368,639792] 0 []
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+396720 cl 2 [0,0,0,-324003,87804002] 1 [2] [551:8750:1] [-674:0:1]
+396720 cm 1 [0,0,0,-166188,-26076548] 1 [] [250500228866081606774617:13555876485939790446311949:83863004870477310353]
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+396720 cn 2 [0,0,0,-36365881728,-2675015455381648] 1 [] [60741229479812197808967738869879931402632891551150022845338014724677309252748742630246397861253927162047046694280654698764748152233443947517348281984336127872848155645297453070171253318323313430189378497509979839792096550923778439857371313636029673074048260436427786771125040942013556124575513804251971513871602128499899585095992582588993602259760125483984939345458304881619076882554992105618648571567318353433891399652087212025392456367781021319116919702643183296203948613736531198835245735062820807616136598256088441493934905689626477445029248303149819716672372863333020016882721464454916696736348560698104107382648673599145885177:-14379920400504344684548451293127086192789806257668322590821985875823230053162112232752828316906638046644367274281565018808928607880356778418507390403140192643929390622003650565612916441583067665655813571948645879840133709775739160611769706853540389182848893128323122409096294198417227254269759400471748373326972091521477451848605609954282806578587888550683731233784953088497578626095171365339499826880467499643847653624847148618368206694156836739815795446225836724124428102773391806379994278499191212613388348155140008774326217238728693909128130604334881060779479514506893679314478229068411238242781805871878842125491521556809956116881:245853310947918962133160010194341441374778111227898611046906220764619096262041867342308144430058830587716799183979722825487655257535356514564601614213398478989870672043335465547818650359986013120175265313648026374159166998668840845058403873005415864887765826252748776514981927258407692340640808704837223674768658056163246709115537256188912557859707981789804772586159854081912013742795217202883208549576233161444421926239674672629136351375247579489107598536532798902028274821630766267716628568027842524620109919666621289778028575607799934460662511763605631271696994146856478145063785022672320136185695666886051925015346740527353]
+396720 co 1 [0,0,0,-497928,-617624372] 0 []
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+396720 cp 2 [0,0,0,-221403,-38561398] 1 [2,2] [-104111:-282150:343] [-314:0:1] [-227:0:1]
+396720 cp 3 [0,0,0,112677,-144732022] 1 [2] [3052334425:-54701898966:5359375] [454:0:1]
+396720 cp 4 [0,0,0,-3504603,-2525257078] 1 [2] [-493535581:-29797650:456533] [-1082:0:1]
+396720 cq 1 [0,0,0,-18345243,-11530143542] 0 [2] [-643:0:1]
+396720 cq 2 [0,0,0,67179237,-88519280438] 0 [2] [1286:0:1]
+396720 cr 1 [0,0,0,20517,76682] 1 [] [847:25002:1]
+396720 cs 1 [0,0,0,-105483,-13187142] 0 []
+396720 ct 1 [0,0,0,5508,699084] 1 [] [-15:783:1]
+396720 cu 1 [0,0,0,-3116127,-2117243554] 1 [2] [8782:804870:1] [-1019:0:1]
+396720 cu 2 [0,0,0,-3110907,-2124690406] 1 [2] [2323:-56430:1] [2038:0:1]
+396720 cv 1 [0,0,0,-86787,-20423934] 0 []
+396720 cw 1 [0,0,0,-63147,-6651686] 1 [2] [698:17010:1] [293:0:1]
+396720 cw 2 [0,0,0,-1035147,-405366086] 1 [2] [1178:-3150:1] [-586:0:1]
+396720 cx 1 [0,0,0,446733,-14778126] 2 [2] [63:3690:1] [3033:171000:1] [33:0:1]
+396720 cx 2 [0,0,0,-1803267,-118728126] 2 [2] [-33189:-418760:27] [3183:162450:1] [-66:0:1]
+396720 cy 1 [0,0,0,-28722,-1851289] 0 [2] [-89:0:1]
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+396720 cz 1 [0,0,0,-147,73186] 2 [2] [-39:140:1] [-13:270:1] [-43:0:1]
+396720 cz 2 [0,0,0,-27147,1698586] 2 [2] [-175:1044:1] [167:-1350:1] [86:0:1]
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+396720 db 2 [0,0,0,-117867,1842588826] 1 [2] [1991:97470:1] [-1258:0:1]
+396720 dc 1 [0,0,0,-54542757,160030805731] 1 [] [-2638:534375:1]
+396720 dd 1 [0,0,0,-2187,98874] 1 [] [39:270:1]
+396720 de 1 [0,0,0,-199947,621337786] 0 []
+396720 df 1 [0,0,0,-4589427,3548573746] 1 [2] [1967:46170:1] [1481:0:1]
+396720 df 2 [0,0,0,-14542707,-17088557006] 1 [2] [-2487:60800:1] [-2962:0:1]
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+396720 dh 1 [0,0,0,-24864387,-47721572734] 1 [2] [21697:3102720:1] [-2879:0:1]
+396720 dh 2 [0,0,0,-24872067,-47690617726] 1 [2] [-2942:-4350:1] [5758:0:1]
+396720 dh 3 [0,0,0,-25571187,-44864743374] 1 [2] [40287509187645:5758331236909056:1856331989] [-3639:0:1]
+396720 dh 4 [0,0,0,-96350067,315725338674] 1 [2] [-18252390:-1618600374:2197] [7278:0:1]
+396720 di 1 [0,0,0,530253,-376223886] 1 [2] [553:9280:1] [489:0:1]
+396720 di 2 [0,0,0,-5707827,-4646813454] 1 [2] [-1703:11600:1] [-978:0:1]
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+396720 dj 2 [0,0,0,-865407,297641306] 0 [2] [622:0:1]
+396720 dk 1 [0,0,0,453,-2966] 0 []
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+396720 dm 1 [0,0,0,-100227,12274306] 0 []
+396720 dn 1 [0,0,0,-1047,12994] 1 [] [-30:1039:8]
+396720 do 1 [0,0,0,-5007,394] 0 []
+396720 dp 1 [0,0,0,-8807547,10131104986] 1 [] [707:65250:1]
+396720 dq 1 [0,0,0,-47427,4447746] 1 [] [-153:2850:1]
+396720 dr 1 [0,0,0,-7347,438914] 2 [2] [-62:810:1] [43:-450:1] [-107:0:1]
+396720 dr 2 [0,0,0,-142347,20661914] 2 [2] [-47:-5220:1] [223:90:1] [214:0:1]
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+396720 dt 1 [0,0,0,-24807,-1503866] 0 [2] [-91:0:1]
+396720 dt 2 [0,0,0,-24987,-1480934] 0 [2,2] [-103:0:1] [-79:0:1]
+396720 dt 3 [0,0,0,-59187,3450706] 0 [2] [206:0:1]
+396720 dt 4 [0,0,0,6333,-4944926] 0 [2] [158:0:1]
+396720 du 1 [0,0,0,-2023347,1110835586] 2 [2] [-1493:28350:1] [787:-2430:1] [-1643:0:1]
+396720 du 2 [0,0,0,-32398347,70979410586] 2 [2] [39007:-7626150:1] [3257:2900:1] [3286:0:1]
+396720 dv 1 [0,0,0,-476067,2204030626] 1 [2] [192045:8925952:125] [-1423:0:1]
+396720 dv 2 [0,0,0,-28469667,57972880546] 1 [2] [233805:13267616:125] [2846:0:1]
+396720 dw 1 [0,0,0,-4381707,-3199924294] 0 [2] [-1499:0:1]
+396720 dw 2 [0,0,0,-16178187,21556168634] 0 [2,2] [-4571:0:1] [1573:0:1]
+396720 dw 3 [0,0,0,-248697867,1509542608826] 0 [4] [10567:247950:1]
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+396720 dx 3 [0,0,0,-5466747,4902834314] 1 [2] [1583:-14690:1] [1414:0:1]
+396720 dx 4 [0,0,0,2029173,-44652454] 1 [4] [1104259:-72940050:2197] [1447:76950:1]
+396720 dy 1 [0,0,0,-94347,-11817414] 0 [2] [357:0:1]
+396720 dy 2 [0,0,0,-1534347,-731529414] 0 [2] [-714:0:1]
+396720 dz 1 [0,0,0,-3207,-209594] 1 [2] [182866:27647325:8] [77:0:1]
+396720 dz 2 [0,0,0,-76107,-8068214] 1 [2] [-20555:-2088:125] [-154:0:1]
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+396720 eb 1 [0,0,0,-2712,-91924] 0 []
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+396720 ec 2 [0,0,0,11795433,-8096707726] 1 [] [1018:70470:1]
+396720 ed 1 [0,0,0,99333,12272426] 1 [] [127:5190:1]
+396720 ed 2 [0,0,0,-2665467,1686860586] 1 [] [43335843:289461870:50653]
+396720 ee 1 [0,0,0,-908427,299186746] 1 [] [-6894:168205:8]
+396720 ef 1 [0,0,0,-17918667,-29194877574] 0 []
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+396720 eg 2 [0,0,0,-725907,-238047406] 1 [] [-13254:1160:27]
+396720 eh 1 [0,0,0,2810373,545002666] 1 [] [4134070315:799926056082:25153757]
+396720 ei 1 [0,0,0,-84387,-13566814] 1 [] [1448005:32372352:2197]
+396720 ei 2 [0,0,0,-7635747,-8121297886] 1 [] [5953:396720:1]
+396720 ej 1 [0,0,0,-597,-7261] 1 [] [250:3933:1]
+396720 ek 1 [0,0,0,-25947,-1598454] 0 [2] [-99:0:1]
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+396720 ep 1 [0,0,0,11853,2271186] 1 [] [15:1566:1]
+396720 eq 1 [0,0,0,33513,54209] 1 [] [6328:503595:1]
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+396720 ev 1 [0,0,0,-362532,-84073844] 0 []
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+396732 a 1 [0,1,0,196,756] 0 []
+396732 b 1 [0,1,0,-178148,-4967148] 1 [] [-69:2646:1]
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+396732 c 2 [0,1,0,-143508,-20688876] 1 [] [-213:510:1]
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+396732 d 2 [0,1,0,-1233548,-527740428] 1 [2] [321918:-6644953:216] [-641:0:1]
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+396864 h 2 [0,0,0,269556,-1008364016] 1 [] [30289482249:1907420014481:7645373]
+396864 i 1 [0,0,0,-14005164,20182660144] 0 []
+396864 j 1 [0,0,0,2196,-20304] 1 [] [120:1404:1]
+396864 k 1 [0,0,0,-2865996,-19134159120] 1 [2] [3732:148824:1] [3030:0:1]
+396864 k 2 [0,0,0,-126249516,-542527050960] 1 [2] [38884:-7303400:1] [-6060:0:1]
+396864 l 1 [0,0,0,-9386796,-11069545264] 0 []
+396864 m 1 [0,0,0,-438096,-111609704] 1 [2] [774:3604:1] [-382:0:1]
+396864 m 2 [0,0,0,-436476,-112476080] 1 [2] [1718:-64872:1] [764:0:1]
+396864 n 1 [0,0,0,-17211,-869060] 2 [2] [-4860760:147879:64000] [392:7254:1] [-76:0:1]
+396864 n 2 [0,0,0,-17796,-806816] 2 [2] [-6172:7155:64] [-91:-243:1] [152:0:1]
+396864 o 1 [0,0,0,-43536,-2109656] 1 [2] [-175:387:1] [-178:0:1]
+396864 o 2 [0,0,0,-301116,62079280] 1 [2] [16997:-2214801:1] [356:0:1]
+396864 p 1 [0,0,0,-223559436,-1271969358320] 0 [2] [-7870:0:1]
+396864 p 2 [0,0,0,-34815756,-3351547224560] 0 [2] [15740:0:1]
+396864 q 1 [0,0,0,-8076,278800] 0 [2] [50:0:1]
+396864 q 2 [0,0,0,-5196,480400] 0 [2] [-100:0:1]
+396864 r 1 [0,0,0,-13056,-574304] 0 []
+396864 s 1 [0,0,0,-2504811,776169020] 0 [2] [1396:0:1]
+396864 s 2 [0,0,0,-19212996,-31878307744] 0 [2] [-2792:0:1]
+396864 t 1 [0,0,0,46224,241056] 1 [] [158769:3311821:729]
+396864 u 1 [0,0,0,-5916,175606] 1 [] [370:243:8]
+396864 v 1 [0,0,0,-127398636,553847244624] 1 [] [-11430:718848:1]
+396864 w 1 [0,0,0,-5196,1855856] 1 [] [-56:1404:1]
+396864 x 1 [0,0,0,-806376,-152374264] 1 [2] [-1590220:1974987:8000] [-782:0:1]
+396864 x 2 [0,0,0,-5947356,5475970640] 1 [2,2] [364:57960:1] [-2810:0:1] [1246:0:1]
+396864 x 3 [0,0,0,-94652076,354440339120] 1 [2,2] [1645:-450765:1] [-11234:0:1] [5614:0:1]
+396864 x 4 [0,0,0,501684,16725676016] 1 [2] [626444:52842040:343] [-2492:0:1]
+396864 x 5 [0,0,0,-1514433036,22684187365616] 1 [2] [963316760:-330084:42875] [22468:0:1]
+396864 x 6 [0,0,0,-94146636,358412895344] 1 [2] [572971:-155604555:343] [-11228:0:1]
+396864 y 1 [0,0,0,1284,20720] 0 [2] [-14:0:1]
+396864 y 2 [0,0,0,-8076,204176] 0 [2] [28:0:1]
+396864 z 1 [0,0,0,-1836,166320] 1 [2] [-12:432:1] [-66:0:1]
+396864 z 2 [0,0,0,-57996,5355504] 1 [2] [196:-1232:1] [132:0:1]
+396864 ba 1 [0,0,0,-1836,-166320] 0 [2] [66:0:1]
+396864 ba 2 [0,0,0,-57996,-5355504] 0 [2] [-132:0:1]
+396864 bb 1 [0,0,0,1284,-20720] 1 [2] [38:288:1] [14:0:1]
+396864 bb 2 [0,0,0,-8076,-204176] 1 [2] [116:-648:1] [-28:0:1]
+396864 bc 1 [0,0,0,-806376,152374264] 0 [2] [782:0:1]
+396864 bc 2 [0,0,0,-5947356,-5475970640] 0 [2,2] [-1564:0:1] [-1246:0:1]
+396864 bc 3 [0,0,0,501684,-16725676016] 0 [2] [2492:0:1]
+396864 bc 4 [0,0,0,-94652076,-354440339120] 0 [2,2] [-5620:0:1] [-5614:0:1]
+396864 bc 5 [0,0,0,-94146636,-358412895344] 0 [2] [11228:0:1]
+396864 bc 6 [0,0,0,-1514433036,-22684187365616] 0 [2] [-22468:0:1]
+396864 bd 1 [0,0,0,-5196,-1855856] 0 []
+396864 be 1 [0,0,0,-127398636,-553847244624] 0 []
+396864 bf 1 [0,0,0,46224,-241056] 0 []
+396864 bg 1 [0,0,0,-5916,-175606] 0 []
+396864 bh 1 [0,0,0,-2504811,-776169020] 0 [2] [-1396:0:1]
+396864 bh 2 [0,0,0,-19212996,31878307744] 0 [2] [2792:0:1]
+396864 bi 1 [0,0,0,-13056,574304] 1 [] [65:17:1]
+396864 bj 1 [0,0,0,-8076,-278800] 1 [2] [86230:2244544:125] [-50:0:1]
+396864 bj 2 [0,0,0,-5196,-480400] 1 [2] [13670:-63648:125] [100:0:1]
+396864 bk 1 [0,0,0,-223559436,1271969358320] 1 [2] [-11920315:6591671775:4913] [7870:0:1]
+396864 bk 2 [0,0,0,-34815756,3351547224560] 1 [2] [-9024850:-28689915904:15625] [-15740:0:1]
+396864 bl 1 [0,0,0,-17211,869060] 0 [2] [76:0:1]
+396864 bl 2 [0,0,0,-17796,806816] 0 [2] [-152:0:1]
+396864 bm 1 [0,0,0,-43536,2109656] 0 [2] [178:0:1]
+396864 bm 2 [0,0,0,-301116,-62079280] 0 [2] [-356:0:1]
+396864 bn 1 [0,0,0,-438096,111609704] 0 [2] [382:0:1]
+396864 bn 2 [0,0,0,-436476,112476080] 0 [2] [-764:0:1]
+396864 bo 1 [0,0,0,-9386796,11069545264] 1 [] [1766:432:1]
+396864 bp 1 [0,0,0,-2865996,19134159120] 0 [2] [-3030:0:1]
+396864 bp 2 [0,0,0,-126249516,542527050960] 0 [2] [6060:0:1]
+396864 bq 1 [0,0,0,-7953708,8665145296] 1 [] [-1782:131072:1]
+396864 br 1 [0,0,0,2839092,130965104] 1 [] [33690:2023424:27]
+396864 bs 1 [0,0,0,-4465548,-3635257104] 0 []
+396864 bt 1 [0,0,0,-4465548,3635257104] 1 [] [1317:6201:1]
+396864 bu 1 [0,0,0,2839092,-130965104] 0 []
+396864 bv 1 [0,0,0,-7953708,-8665145296] 0 []
+396864 bw 1 [0,0,0,74760,-2895752] 1 [2] [246:5512:1] [38:0:1]
+396864 bw 2 [0,0,0,-320700,-23934224] 1 [2] [-235:-6201:1] [-76:0:1]
+396864 bx 1 [0,0,0,-5880,-173144] 1 [2] [-350:153:8] [-46:0:1]
+396864 bx 2 [0,0,0,-8220,-22448] 1 [2] [-67:477:1] [92:0:1]
+396864 by 1 [0,0,0,-480,18866] 0 []
+396864 by 2 [0,0,0,-70680,7232618] 0 []
+396864 bz 1 [0,0,0,285,8656] 1 [2] [1330:17253:8] [-16:0:1]
+396864 bz 2 [0,0,0,-4980,126592] 1 [2] [29:81:1] [32:0:1]
+396864 ca 1 [0,0,0,-20640,662456] 1 [2] [22:468:1] [34:0:1]
+396864 ca 2 [0,0,0,65220,4749392] 1 [2] [1453:56277:1] [-68:0:1]
+396864 cb 1 [0,0,0,-12000,-500888] 0 [2] [-58:0:1]
+396864 cb 2 [0,0,0,-2460,-1275536] 0 [2] [116:0:1]
+396864 cc 1 [0,0,0,-10024275,12218575016] 1 [2] [1544:20540:1] [-3656:0:1]
+396864 cc 2 [0,0,0,-160397940,781891141952] 1 [2] [7310410:-241839:1000] [7312:0:1]
+396864 cd 1 [0,0,0,-1200,-17696] 2 [] [41:45:1] [65:423:1]
+396864 ce 1 [0,0,0,-480,952] 1 [2] [-7:63:1] [2:0:1]
+396864 ce 2 [0,0,0,1860,7504] 1 [2] [45:427:1] [-4:0:1]
+396864 cf 1 [0,0,0,-480,-952] 0 [2] [-2:0:1]
+396864 cf 2 [0,0,0,1860,-7504] 0 [2] [4:0:1]
+396864 cg 1 [0,0,0,-1200,17696] 1 [] [17:47:1]
+396864 ch 1 [0,0,0,-12000,500888] 1 [2] [146:4293:8] [58:0:1]
+396864 ch 2 [0,0,0,-2460,1275536] 1 [2] [530:9477:8] [-116:0:1]
+396864 ci 1 [0,0,0,-10024275,-12218575016] 1 [2] [2642752895220110:1401630465015325701:9393931000] [3656:0:1]
+396864 ci 2 [0,0,0,-160397940,-781891141952] 1 [2] [-68688439297:16677765:9393931] [-7312:0:1]
+396864 cj 1 [0,0,0,-20640,-662456] 2 [2] [-87:689:1] [158:144:1] [-34:0:1]
+396864 cj 2 [0,0,0,65220,-4749392] 2 [2] [146:-2808:1] [4388:13509:64] [68:0:1]
+396864 ck 1 [0,0,0,285,-8656] 1 [2] [751120:10207377:4096] [16:0:1]
+396864 ck 2 [0,0,0,-4980,-126592] 1 [2] [-17656:32913:512] [-32:0:1]
+396864 cl 1 [0,0,0,-480,-18866] 1 [] [2372:7641:64]
+396864 cl 2 [0,0,0,-70680,-7232618] 1 [] [712244956:20504177775:778688]
+396864 cm 1 [0,0,0,-5880,173144] 0 [2] [46:0:1]
+396864 cm 2 [0,0,0,-8220,22448] 0 [2] [-92:0:1]
+396864 cn 1 [0,0,0,74760,2895752] 0 [2] [-38:0:1]
+396864 cn 2 [0,0,0,-320700,23934224] 0 [2] [76:0:1]
+396864 co 1 [0,0,0,-12,89872] 0 []
+396864 cp 1 [0,0,0,-622092,-211647152] 1 [] [198509:88443693:1]
+396864 cq 1 [0,0,0,-56172,-5368912] 0 []
+396864 cr 1 [0,0,0,-56172,5368912] 1 [] [122:576:1]
+396864 cs 1 [0,0,0,-622092,211647152] 1 [] [58820:600912:125]
+396864 ct 1 [0,0,0,-12,-89872] 1 [] [638:16112:1]
+396864 cu 1 [0,0,0,-17679,-902320] 1 [2] [-590:155:8] [-80:0:1]
+396864 cu 2 [0,0,0,-25284,-50560] 1 [2,2] [-83:1215:1] [-158:0:1] [-2:0:1]
+396864 cu 3 [0,0,0,-273324,54815888] 1 [2] [416:3620:1] [316:0:1]
+396864 cu 4 [0,0,0,101076,-404368] 1 [2] [229:5895:1] [4:0:1]
+396864 cv 1 [0,0,0,-22764,5397680] 0 [2] [-218:0:1]
+396864 cv 2 [0,0,0,-621804,188224688] 0 [2] [436:0:1]
+396864 cw 1 [0,0,0,-318444,708672560] 0 [2] [-1010:0:1]
+396864 cw 2 [0,0,0,-14027724,20093594480] 0 [2] [2020:0:1]
+396864 cx 1 [0,0,0,-77484,8259280] 0 [2] [170:0:1]
+396864 cx 2 [0,0,0,-123564,-2707760] 0 [2,2] [-340:0:1] [-22:0:1]
+396864 cx 3 [0,0,0,486996,-21513008] 0 [2] [44:0:1]
+396864 cx 4 [0,0,0,-1471404,-685793072] 0 [2] [-724:0:1]
+396864 cy 1 [0,0,0,203316,-10353008] 1 [] [38564:1164267:64]
+396864 cz 1 [0,0,0,5136,-8928] 2 [] [18:411:8] [9:195:1]
+396864 da 1 [0,0,0,-154704,-23341048] 1 [2] [-4528197:5341499:19683] [454:0:1]
+396864 da 2 [0,0,0,-2472924,-1496801680] 1 [2] [-16308614268873:44683259975:17964142659] [-908:0:1]
+396864 db 1 [0,0,0,-117504,15506208] 1 [] [649:14581:1]
+396864 dc 1 [0,0,0,816,-1201952] 0 []
+396864 dd 1 [0,0,0,2976,26912] 1 [] [69363:3808709:19683]
+396864 de 1 [0,0,0,-14155404,-20512860912] 0 []
+396864 df 1 [0,0,0,-11244,-460528] 0 []
+396864 dg 1 [0,0,0,-2664,-13608] 0 [2] [54:0:1]
+396864 dg 2 [0,0,0,-33084,-2313360] 0 [2,2] [-108:0:1] [-102:0:1]
+396864 dg 3 [0,0,0,-23724,-3649968] 0 [2] [204:0:1]
+396864 dg 4 [0,0,0,-529164,-148160880] 0 [2] [-420:0:1]
+396864 dh 1 [0,0,0,-1670124,-859672240] 0 [2] [1498:0:1]
+396864 dh 2 [0,0,0,-26979564,-53938629808] 0 [2] [-2996:0:1]
+396864 di 1 [0,0,0,-204,-6160] 0 [2] [22:0:1]
+396864 di 2 [0,0,0,-6444,-198352] 0 [2] [-44:0:1]
+396864 dj 1 [0,0,0,-204,6160] 1 [2] [32:180:1] [-22:0:1]
+396864 dj 2 [0,0,0,-6444,198352] 1 [2] [1488:2780:27] [44:0:1]
+396864 dk 1 [0,0,0,-1670124,859672240] 1 [2] [452:14040:1] [-1498:0:1]
+396864 dk 2 [0,0,0,-26979564,53938629808] 1 [2] [380980:-581256:125] [2996:0:1]
+396864 dl 1 [0,0,0,-2664,13608] 1 [2] [-49590:154161:1000] [-54:0:1]
+396864 dl 2 [0,0,0,-33084,2313360] 1 [2,2] [-192:1260:1] [-210:0:1] [102:0:1]
+396864 dl 3 [0,0,0,-529164,148160880] 1 [2] [18007815:24723:42875] [420:0:1]
+396864 dl 4 [0,0,0,-23724,3649968] 1 [2] [-63672:441540:343] [-204:0:1]
+396864 dm 1 [0,0,0,-11244,460528] 2 [] [54:104:1] [86:360:1]
+396864 dn 1 [0,0,0,-14155404,20512860912] 1 [] [2664:41340:1]
+396864 do 1 [0,0,0,2976,-26912] 2 [] [41:405:1] [249:4019:1]
+396864 dp 1 [0,0,0,816,1201952] 1 [] [-1523929:30181003:29791]
+396864 dq 1 [0,0,0,-117504,-15506208] 0 []
+396864 dr 1 [0,0,0,-154704,23341048] 0 [2] [-454:0:1]
+396864 dr 2 [0,0,0,-2472924,1496801680] 0 [2] [908:0:1]
+396864 ds 1 [0,0,0,5136,8928] 1 [] [3396441:280371221:2146689]
+396864 dt 1 [0,0,0,203316,10353008] 0 []
+396864 du 1 [0,0,0,-77484,-8259280] 1 [2] [182884637875270:584061238046720:561311462249] [-170:0:1]
+396864 du 2 [0,0,0,-123564,2707760] 1 [2,2] [-51765770:-1451931237:343000] [-362:0:1] [22:0:1]
+396864 du 3 [0,0,0,-1471404,685793072] 1 [2] [-65320:-4527684:125] [724:0:1]
+396864 du 4 [0,0,0,486996,21513008] 1 [2] [74089000251910:-2871463944904029:133432831000] [-44:0:1]
+396864 dv 1 [0,0,0,-22764,-5397680] 1 [2] [1433691170:47161820160:1295029] [218:0:1]
+396864 dv 2 [0,0,0,-621804,-188224688] 1 [2] [19567021523152:486844676568180:15756617843] [-436:0:1]
+396864 dw 1 [0,0,0,-318444,-708672560] 1 [2] [5798984598:9953288800:5735339] [1010:0:1]
+396864 dw 2 [0,0,0,-14027724,-20093594480] 1 [2] [14339546742720:-22673736849572900:5735339] [-2020:0:1]
+396864 dx 1 [0,0,0,-17679,902320] 1 [2] [131875682820:1850899217882:521660125] [80:0:1]
+396864 dx 2 [0,0,0,-25284,50560] 1 [2,2] [-4897410:-51597832:42875] [-160:0:1] [2:0:1]
+396864 dx 3 [0,0,0,101076,404368] 1 [2] [224155669395:-7503201976171:2171747375] [-4:0:1]
+396864 dx 4 [0,0,0,-273324,-54815888] 1 [2] [-16917783960:-22703566892:57066625] [-316:0:1]
+396864 dy 1 [0,0,0,-102839916,405422458288] 0 []
+396864 dz 1 [0,0,0,-8076,911792] 1 [] [-92:936:1]
+396864 ea 1 [0,0,0,-8076,-911792] 1 [] [677:17433:1]
+396864 eb 1 [0,0,0,-102839916,-405422458288] 1 [] [14888258421549473465544166946:24483841308025715241814731522048:5505115915601961962597]
+396864 ec 1 [0,0,0,12,50] 0 []
+396864 ed 1 [0,0,0,12,-50] 1 [] [3400:9195:512]
+396865 a 1 [0,1,1,-342930,77131206] 2 [] [20580:29403:64] [385:-1523:1]
+396865 b 1 [1,0,0,-921,10576] 1 [2] [11:37:1] [16:-8:1]
+396865 b 2 [1,0,0,-196,26961] 1 [2] [40:269:1] [-258:129:8]
+396865 c 1 [1,0,0,-986,5491] 1 [2] [-5:104:1] [-34:17:1]
+396865 c 2 [1,0,0,-13311,589696] 1 [2] [80:-236:1] [542:-271:8]
+396865 d 1 [1,1,1,1204,-32496] 2 [] [22:61:1] [51:380:1]
+396865 e 1 [1,1,1,-28595,-268280] 0 [2] [173:-87:1]
+396865 e 2 [1,1,1,-336720,-75204280] 0 [2] [-2778:1385:8]
+396865 f 1 [1,1,1,-105,110] 2 [2] [-90:77:8] [0:10:1] [9:-5:1]
+396865 f 2 [1,1,1,-910,-10838] 2 [2] [-2080:1717:125] [-483:-52:27] [-154:73:8]
+396865 g 1 [0,0,1,-4052,99277] 2 [] [12061:5501:343] [37:2:1]
+396865 h 1 [1,1,0,-499887,-111319264] 1 [2] [22944:227648:27] [-544:272:1]
+396865 h 2 [1,1,0,-2432692,1358772219] 1 [2] [47766:-1399523:27] [8694:-4347:8]
+396865 i 1 [1,1,0,-55202,-4974001] 1 [2] [292372:19591069:64] [-146:73:1]
+396865 i 2 [1,1,0,-97107,3549476] 1 [2] [-8556:-39472:27] [2326:-1163:8]
+396865 j 1 [0,0,1,-269447,-45793755] 1 [] [568404922926:12111052643269:676836152]
+396866 a 1 [1,-1,0,-7978,-272292] 0 []
+396867 a 1 [1,1,0,-4671,120948] 1 [] [2228:1779:64]
+396869 a 1 [0,1,1,-48544,-4132933] 0 []
+396869 b 1 [0,0,1,-117791,-14774739] 1 [] [104388:4114089:64]
+396870 a 1 [1,0,1,-13719,-300517958] 1 [] [765052370:17595833667:830584]
+396870 b 1 [1,0,1,-44819,3100142] 1 [2] [-225:1456:1] [159:-80:1]
+396870 b 2 [1,0,1,-200339,-31549714] 1 [2] [-306:1213:1] [-2546:1269:8]
+396870 c 1 [1,0,0,200,-11200] 2 [] [20:-40:1] [22190:54383:1000]
+396872 a 1 [0,1,0,-152,-28928] 1 [2] [151955862:3839049161:238328] [32:0:1]
+396872 a 2 [0,1,0,-15072,-709280] 1 [2] [75499162194442:1877400116225575:117504998792] [-65:0:1]
+396872 b 1 [0,-1,0,-11009,437605] 2 [] [-3:686:1] [81:266:1]
+396872 c 1 [0,-1,0,-208,9356] 2 [] [-23:38:1] [53:380:1]
+396872 d 1 [0,0,0,-839,-155878] 1 [2] [31917:1096984:27] [59:0:1]
+396872 d 2 [0,0,0,-48859,-4122330] 1 [2,2] [220502334:7466924710:185193] [-137:0:1] [-118:0:1]
+396872 d 3 [0,0,0,-86099,3020302] 1 [2] [107167612127471430:3596762829127606838:89584636793625] [274:0:1]
+396872 d 4 [0,0,0,-779939,-265117890] 1 [2] [71388229629191730:1780061369746594130:53000603012547] [-510:0:1]
+396872 e 1 [0,1,0,-7096,-233744] 0 []
+396872 f 1 [0,1,0,-4391833,3541093339] 0 []
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+397110 bq 2 [1,1,1,-296869650,-1963591898865] 0 [2,2] [19889:-9945:1] [-10367:5183:1]
+397110 bq 3 [1,1,1,-424512150,-111141824865] 0 [2] [165862:-82935:8]
+397110 bq 4 [1,1,1,-4746354830,-125862176427073] 0 [2] [-318234:159113:8]
+397110 br 1 [1,1,1,32473665,383550606465] 1 [2] [38103:7526948:1] [-5801:2900:1]
+397110 br 2 [1,1,1,-634596165,5800424453997] 1 [2] [-1195052:-213011881:64] [92806:-46407:8]
+397110 bs 1 [1,0,0,-6051266,8464438296] 0 []
+397110 bt 1 [1,0,0,-2933091,1898225025] 0 [2] [878:-439:1]
+397110 bt 2 [1,0,0,166909,5709365025] 0 [2] [-14050:7025:8]
+397110 bu 1 [1,0,0,-1201,-17095] 0 []
+397110 bv 1 [1,0,0,-2366356,1401512336] 2 [] [-250:44594:1] [848:1772:1]
+397110 bw 1 [1,0,0,-232161,-27375159] 0 [2] [-406:203:1]
+397110 bw 2 [1,0,0,-1542881,717375945] 0 [2,2] [-1430:715:1] [618:-309:1]
+397110 bw 3 [1,0,0,-24498401,46669735881] 0 [2] [22878:-11439:8]
+397110 bw 4 [1,0,0,441119,2434329545] 0 [2] [-9890:4945:8]
+397110 bx 1 [1,0,0,-278576,-56620800] 1 [] [736:11344:1]
+397110 by 1 [1,0,0,-109711,13973141] 0 [2] [194:-97:1]
+397110 by 2 [1,0,0,-126181,9496595] 0 [2] [-3106:1553:8]
+397110 bz 1 [1,0,0,-16461,-814959] 0 []
+397110 ca 1 [1,0,0,210570,16308900] 1 [] [-60:1890:1]
+397110 cb 1 [1,0,0,-5026725,4338151425] 1 [] [1242:-3969:1]
+397110 cc 1 [1,0,0,-9115180,-10551246448] 1 [2] [-1816:4628:1] [-1832:916:1]
+397110 cc 2 [1,0,0,-13878060,1663635600] 1 [2,2] [-3660:60420:1] [-3784:1892:1] [120:-60:1]
+397110 cc 3 [1,0,0,-159258140,771800071392] 1 [2] [2974:-571112:1] [60542:-30271:8]
+397110 cc 4 [1,0,0,55295940,13298702400] 1 [2] [0:115320:1] [-1922:961:8]
+397110 cd 1 [1,0,0,-281245,-57200563] 0 [2] [-322:161:1]
+397110 cd 2 [1,0,0,-429475,9591875] 0 [2] [5150:-2575:8]
+397110 ce 1 [1,0,0,-3850440,-7965393408] 1 [2] [2874:67188:1] [2624:-1312:1]
+397110 ce 2 [1,0,0,-87885440,-316693176408] 1 [2] [70102:-18420512:1] [-41986:20993:8]
+397110 cf 1 [1,0,0,38335,321225] 1 [3] [10:835:1] [70:1795:1]
+397110 cf 2 [1,0,0,-492365,-145562715] 1 [] [1962:79281:1]
+397110 cg 1 [1,0,0,-1225,16625] 1 [] [20:5:1]
+397110 ch 1 [1,0,0,-80371890,277378613892] 1 [] [14724:-1519362:1]
+397110 ci 1 [1,0,0,-204385,-6910075] 1 [2] [-1370:39115:8] [-34:17:1]
+397110 ci 2 [1,0,0,800285,-54531433] 1 [2] [10342:443179:8] [542:-271:8]
+397110 cj 1 [1,0,0,-3815,47817] 1 [2] [-26:373:1] [54:-27:1]
+397110 cj 2 [1,0,0,-28615,-1832023] 1 [2] [-88:125:1] [-866:433:8]
+397110 ck 1 [1,0,0,-85015,9548777] 1 [] [182:-427:1]
+397111 a 1 [1,-1,1,-72,272] 1 [] [0:16:1]
+397111 b 1 [0,1,1,88,-5723] 2 [] [394:2773:8] [23467740:245992517:216000]
+397113 a 1 [0,-1,1,24,20] 3 [] [-15:55:27] [3:10:1] [23:110:1]
+397113 b 1 [0,1,1,-445,3472] 1 [] [14:13:1]
+397114 a 1 [1,-1,0,-88,384] 2 [] [8:8:1] [24:96:1]
+397114 b 1 [1,0,1,-24242,-371900] 1 [] [-2020:16604:125]
+397114 c 1 [1,1,1,957,63649] 2 [] [1655:34214:125] [101:1046:1]
+397114 d 1 [1,-1,1,-6995421,-11494073243] 1 [] [565365:80819896:27]
+397117 a 1 [0,1,1,-334,1713] 1 [] [-54:483:8]
+397118 a 1 [1,0,1,-5823,-153838] 2 [2] [-362:1235:8] [-34:88:1] [87:-44:1]
+397118 a 2 [1,0,1,-90463,-10479918] 2 [2] [-21670:9749:125] [-231462:100200:1331] [-1394:693:8]
+397118 b 1 [1,1,0,-1,-1195] 1 [] [94:147:8]
+397119 a 1 [0,1,1,-11357,-532423] 1 [] [10826:397115:8]
+397119 b 1 [1,1,0,2,31] 0 []
+397120 a 1 [0,0,0,-4500268,3673905808] 1 [] [1826:-39304:1]
+397120 b 1 [0,0,0,-866039308,-9248640144368] 1 [] [-4946144:168476596:343]
+397120 c 1 [0,0,0,-88108,-6992432] 1 [] [336:1156:1]
+397120 d 1 [0,0,0,-1132,3856] 2 [] [2:40:1] [82:680:1]
+397120 e 1 [0,0,0,-622,5386] 1 [] [-3:85:1]
+397120 f 1 [0,0,0,-459532,119900656] 1 [] [382:320:1]
+397120 g 1 [0,1,0,-1521,21679] 3 [2] [-45:32:1] [-31:200:1] [-30:203:1] [19:0:1]
+397120 g 2 [0,1,0,479,76479] 3 [2] [29:-340:1] [-23:232:1] [3997:-99280:343] [-39:0:1]
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+397120 j 2 [0,1,0,-274721,55324255] 1 [2] [322:-595:1] [305:0:1]
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+397120 n 1 [0,-1,0,-5797441,-5270759359] 0 []
+397120 n 2 [0,-1,0,-467157441,-3886204215359] 0 []
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+397120 o 2 [0,-1,0,-2790881,-1792875935] 2 [] [-951:512:1] [-504722205933:-342230304256:517781627]
+397120 p 1 [0,-1,0,-291521,60680545] 1 [] [311:32:1]
+397120 q 1 [0,-1,0,-341,205] 0 []
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+397120 s 1 [0,-1,0,-49482401,-133958659775] 0 []
+397120 t 1 [0,-1,0,-12161,520225] 1 [] [59:68:1]
+397120 u 1 [0,-1,0,-64481,5388385] 0 []
+397120 v 1 [0,-1,0,-15151,722885] 0 []
+397120 w 1 [0,-1,0,-91,365] 1 [] [4:7:1]
+397120 x 1 [0,-1,0,-8321,-289055] 1 [] [-51:8:1]
+397120 y 1 [0,-1,0,-2401,2561] 1 [] [173:2176:1]
+397120 z 1 [0,-1,0,-25,47] 1 [] [2:1:1]
+397120 ba 1 [0,-1,0,-3125,67375] 1 [] [-30:365:1]
+397120 ba 2 [0,-1,0,-26485,-1618633] 1 [] [-86:125:1]
+397120 bb 1 [0,-1,0,-705,4705] 2 [] [-24:85:1] [27:68:1]
+397120 bc 1 [0,-1,0,-9825,127777] 2 [] [-71:680:1] [9:200:1]
+397120 bd 1 [0,-1,0,-26945,-1692863] 1 [] [-93:4:1]
+397120 be 1 [0,-1,0,-577665,-168759263] 0 []
+397120 bf 1 [0,-1,0,-171045,27284605] 0 []
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+397120 bh 1 [0,-1,0,-16940385,26841460225] 1 [] [72255:696320:27]
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+397120 bk 2 [0,0,0,80932,6589808] 0 [2] [-76:0:1]
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+397120 bo 1 [0,0,0,-11948,-632272] 0 []
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+397120 br 4 [0,0,0,148,605136] 1 [2] [-1901460:-24085232:35937] [-84:0:1]
+397120 bs 1 [0,1,0,-2401,-2561] 2 [] [-45:128:1] [-3:68:1]
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+397290 b 1 [1,1,0,-176758,-22893788] 1 [] [-148:302:1]
+397290 c 1 [1,1,0,992,5632] 1 [] [468:7159:64]
+397290 d 1 [1,1,0,-319259328,-2116949225472] 0 []
+397290 e 1 [1,1,0,-3648291367,-84820316155979] 1 [] [29099859082137223029506941181112776046220931309070910449342438213114353820643278842833199632015293415145266573238557072764294394632323809447839925316384697:7835292506004997205870031360370798428900848763594903512476974335559839083703076423449474048933359462095131161980594995546489499798473398341523662209738486959:259651713810374415025164539478890797572163519469782672144143411790888178486897658810761563947886459640933387453774305831857633358507377820760023600141]
+397290 f 1 [1,1,0,-6341462,6145095636] 1 [] [1372:4754:1]
+397290 g 1 [1,1,0,-387777,-95422059] 1 [] [1007:22659:1]
+397290 h 1 [1,1,0,-4812679942,160482124138516] 0 [2] [-82244:41122:1]
+397290 h 2 [1,1,0,-82209385222,9071985208100884] 0 [2,2] [-331076:165538:1] [166588:-83294:1]
+397290 h 3 [1,1,0,-1315328087302,580629162463172116] 0 [2] [5297206:-2648603:8]
+397290 h 4 [1,1,0,-87437967622,7852553260726804] 0 [2] [-2665418:1332709:8]
+397290 i 1 [1,1,0,-7582,-257036] 1 [2] [573:13276:1] [-52:26:1]
+397290 i 2 [1,1,0,-9582,-113436] 1 [2,2] [-10680:-32298:125] [-92:46:1] [-12:6:1]
+397290 i 3 [1,1,0,-87482,9842184] 1 [2] [189:-417:1] [1462:-731:8]
+397290 i 4 [1,1,0,36318,-838656] 1 [2] [4945:-104173:125] [182:-91:8]
+397290 j 1 [1,1,0,-3897,89829] 2 [] [10:223:1] [29:33:1]
+397290 k 1 [1,1,0,-635362,125112436] 1 [2] [-413:18019:1] [212:-106:1]
+397290 k 2 [1,1,0,1864638,869612436] 1 [2] [387:40419:1] [-3402:1701:8]
+397290 l 1 [1,1,0,-3738987,-829901619] 1 [] [-550:32841:1]
+397290 m 1 [1,0,1,-1182713929,15365401783052] 1 [3] [13435:1371938:1] [26980:1745843:1]
+397290 m 2 [1,0,1,-11193321544,-449424393370474] 1 [] [-228032380646455:356763352091467:3408862625]
+397290 n 1 [1,0,1,55238431,-715393384108] 1 [] [8136:518044:1]
+397290 o 1 [1,0,1,-2582084,1572692546] 1 [2] [-735:55807:1] [833:-417:1]
+397290 o 2 [1,0,1,-82084,4488692546] 1 [2] [208:-67042:1] [-13330:6661:8]
+397290 p 1 [1,0,1,-1789,-29224] 1 [] [-24:16:1]
+397290 q 1 [1,0,1,-1994,35126] 0 []
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+397290 r 2 [1,0,1,-43593564,-110788776038] 0 [2] [-30482:15237:8]
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+397290 s 2 [1,0,1,-14173,625028] 1 [2,2] [-23:980:1] [-137:68:1] [79:-40:1]
+397290 s 3 [1,0,1,-224503,40924256] 1 [2] [280:47:1] [2190:-1099:8]
+397290 s 4 [1,0,1,-37123,-1917832] 1 [2] [-68:575:1] [-1266:629:8]
+397290 t 1 [1,0,1,-21209498,-37597944244] 1 [2] [14765:1686177:1] [-2659:1329:1]
+397290 t 2 [1,0,1,-21209578,-37597646452] 1 [2,2] [-71952:22900:27] [-2667:1333:1] [-2651:1325:1]
+397290 t 3 [1,0,1,-21848358,-35212697444] 1 [4] [-3857810:83607927:1331] [-2635:65067:1]
+397290 t 4 [1,0,1,-20572078,-39963536452] 1 [2] [175908:-8734820:27] [42414:-21211:8]
+397290 u 1 [1,0,1,-2458,-62644] 1 [] [60:52:1]
+397290 v 1 [1,0,1,-28033243,57119585306] 2 [] [-5540:208682:1] [3385:30182:1]
+397290 w 1 [1,0,1,-57553,-3999244] 2 [] [-120:1147:1] [955:-28978:1]
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+397290 x 2 [1,0,1,-154353603,722621075518] 1 [] [1601829154783:134726724116288:111284641]
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+397290 y 2 [1,0,1,-1314683,476261318] 1 [2,2] [-936:30250:1] [-1297:648:1] [879:-440:1]
+397290 y 3 [1,0,1,-19971163,34348966406] 1 [2] [-3710:241397:1] [20750:-10379:8]
+397290 y 4 [1,0,1,-6333083,-5700385402] 1 [2] [-1981848:28553150:1331] [-14066:7029:8]
+397290 z 1 [1,0,1,-1102153,409550348] 2 [] [-101:22850:1] [859:9410:1]
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+397290 ba 2 [1,1,1,-66776,6703499] 0 [2] [-2394:1193:8]
+397290 bb 1 [1,1,1,-291001,60299339] 1 [] [18964:19005:64]
+397290 bc 1 [1,1,1,-1361,11183] 2 [2] [-41:32:1] [-19:184:1] [31:-16:1]
+397290 bc 2 [1,1,1,-9361,-344017] 2 [2,2] [-77759:155064:1331] [-51:88:1] [-506:249:8] [-49:24:1]
+397290 bc 3 [1,1,1,2039,-1114657] 2 [2] [244343:2995418:1331] [1089:35428:1] [774:-391:8]
+397290 bc 4 [1,1,1,-148761,-22146177] 2 [2] [-37098545:18885206:166375] [-162639:78092:729] [-1786:889:8]
+397290 bd 1 [1,1,1,-766,20909] 0 []
+397290 be 1 [1,1,1,-4498706,3681568703] 0 []
+397290 bf 1 [1,1,1,-2022490,-175307545] 1 [2] [-1337:12543:1] [-87:43:1]
+397290 bf 2 [1,1,1,7977510,-1383307545] 1 [2] [2353:-175597:1] [1382:-695:8]
+397290 bg 1 [1,1,1,310,4595] 0 [2] [-11:5:1]
+397290 bg 2 [1,1,1,-2920,51107] 0 [2] [166:-87:8]
+397290 bh 1 [1,1,1,-3205,61595] 0 []
+397290 bi 1 [1,1,1,5666791870,66076752264527] 1 [4] [1120697:1188544771:1] [66425:27088451:1]
+397290 bi 2 [1,1,1,-24616083010,549318756449615] 1 [2,2] [-52942561:-8862118971:343] [-167047:83523:1] [144249:-72125:1]
+397290 bi 3 [1,1,1,-320104083010,69653560778849615] 1 [2] [337633:-8220357:1] [2672742:-1336375:8]
+397290 bi 4 [1,1,1,-213654081090,-37626829340607153] 1 [2] [-96371849:-5071362547:343] [-2307994:1153993:8]
+397290 bj 1 [1,0,0,-12333936,16668917760] 0 [2] [2048:-1024:1]
+397290 bj 2 [1,0,0,-13583936,13084667760] 0 [2,2] [-32770:16385:8] [1048:-524:1]
+397290 bj 3 [1,0,0,37858564,88571392260] 0 [2] [-16770:8385:8]
+397290 bj 4 [1,0,0,-85026436,-291789056740] 0 [2] [-48770:24385:8]
+397290 bk 1 [1,0,0,-1856,76416] 1 [] [30:204:1]
+397290 bl 1 [1,0,0,-61286,-4719900] 1 [] [-116:970:1]
+397290 bm 1 [1,0,0,22199,1895705] 0 [2] [-70:35:1]
+397290 bm 2 [1,0,0,-162121,19922201] 0 [2,2] [-454:227:1] [314:-157:1]
+397290 bm 3 [1,0,0,-2442121,1468634201] 0 [2] [7262:-3631:8]
+397290 bm 4 [1,0,0,-831241,-274356775] 0 [2] [-5026:2513:8]
+397290 bn 1 [1,0,0,-120,-600] 1 [] [50:320:1]
+397290 bo 1 [1,0,0,60920490,99970350372] 1 [] [14394:-1996962:1]
+397290 bp 1 [1,0,0,-43225,-523045543] 1 [] [1064:24683:1]
+397290 bq 1 [1,0,0,-2689280,1696465152] 1 [] [-1016:58648:1]
+397290 br 1 [1,0,0,-135915,6061617] 2 [] [-258:5025:1] [-156:-4767:1]
+397290 bs 1 [1,0,0,-472730,-230695548] 1 [] [2904:149838:1]
+397290 bt 1 [1,0,0,221790,27755172] 1 [] [2184:-105642:1]
+397290 bu 1 [1,0,0,-6745,6137] 1 [] [-76:323:1]
+397292 a 1 [0,1,0,-158237,24174856] 1 [] [228:34:1]
+397292 b 1 [0,-1,0,-165293,-25811015] 1 [] [539:6434:1]
+397292 b 2 [0,-1,0,-145693,-32181799] 1 [] [3838331504:46559727859:7189057]
+397292 c 1 [0,-1,0,-3229,-69558] 1 [] [269750598:6392214451:474552]
+397293 a 1 [0,-1,1,21040,383960] 0 []
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+397293 d 1 [0,-1,1,-931,12378] 1 [] [6:83:1]
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+397293 f 1 [1,1,0,-3197,87642] 1 [] [22:158:1]
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+397294 b 1 [1,0,0,-9,121] 1 [] [0:11:1]
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+397296 a 1 [0,0,0,-327,17170] 1 [] [26:162:1]
+397296 b 1 [0,0,0,-56307,-5142350] 1 [] [329:3456:1]
+397296 c 1 [0,0,0,-282,-1145] 1 [] [-13:18:1]
+397296 d 1 [0,0,0,-2655342,-1028717145] 1 [] [-1012710:24935067:1000]
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+397296 f 1 [0,0,0,-188180949,1933744105411] 1 [] [-11427932955510458:3060929731297689981:1806487211339]
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+397296 v 1 [0,0,0,-1920,-32101] 1 [] [-190:81:8]
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+397296 bc 1 [0,0,0,-22395,1284266] 2 [] [77:128:1] [205:2304:1]
+397296 bd 1 [0,0,0,9285,167402] 0 []
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+397310 g 1 [1,-1,1,-58,-103] 1 [] [-3:7:1]
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+397311 b 1 [0,1,1,-8132,279563] 1 [] [2039626:59821:39304]
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+397320 dc 1 [0,1,0,110560,-20777712] 1 [] [1216:43740:1]
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+397320 dd 2 [0,1,0,-1893220,1001247968] 1 [2,4] [-1288:-36120:1] [518:12642:1] [776:0:1]
+397320 dd 3 [0,1,0,-1467520,1464069008] 1 [4] [-9974:-294735:8] [848:28812:1]
+397320 dd 4 [0,1,0,-2325400,509600000] 1 [2,2] [-166145:-4426506:125] [-1625:0:1] [224:0:1]
+397320 dd 5 [0,1,0,8546720,3927794528] 1 [2] [8855:-8416506:125] [-449:0:1]
+397320 dd 6 [0,1,0,-20112400,-34367149600] 1 [2] [-60943265985:-428232175658:23149125] [-2801:0:1]
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+397323 a 1 [0,0,1,1590,-61673] 1 [] [962:10931:8]
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+397325 a 1 [0,1,1,-4158,53844] 1 [] [-7:287:1]
+397325 b 1 [0,0,1,-200,781] 0 []
+397325 c 1 [0,-1,1,-296133,60983668] 1 [] [-55842642:1733998193:157464]
+397325 c 2 [0,-1,1,-2796133,-1773313207] 1 [] [-6032646:19466009:5832]
+397326 a 1 [1,0,1,-842,9020] 1 [] [29:81:1]
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+397488 dz 2 [0,-1,0,-2089572,1158125760] 0 [2,2] [-1668:0:1] [789:0:1]
+397488 dz 3 [0,-1,0,-33391752,74280018240] 0 [2] [3337:0:1]
+397488 dz 4 [0,-1,0,-3248912,-269253648] 0 [2] [-1759:0:1]
+397488 ea 1 [0,-1,0,394728,20912592] 0 []
+397488 eb 1 [0,-1,0,-60727,-297193742] 0 [2] [698:0:1]
+397488 eb 2 [0,-1,0,-7058172,-7129499040] 0 [2,2] [-1668:0:1] [-1395:0:1]
+397488 eb 3 [0,-1,0,-13517352,7959145440] 0 [2] [3337:0:1]
+397488 eb 4 [0,-1,0,-112558112,-459597641712] 0 [2] [-6127:0:1]
+397488 ec 1 [0,-1,0,-212,-6852] 0 []
+397488 ed 1 [0,-1,0,-212,-1392] 1 [] [96:924:1]
+397488 ee 1 [0,-1,0,-3397,-176567] 1 [] [349908279:1704280726:4019679]
+397488 ef 1 [0,-1,0,-269565872,-1950482515008] 0 []
+397488 eg 1 [0,-1,0,-63912,-3976272] 0 [2] [-212:0:1]
+397488 eg 2 [0,-1,0,-420632,102183600] 0 [2] [425:0:1]
+397488 eh 1 [0,-1,0,63488,-13138880] 1 [2] [5139720:1042214272:125] [152:0:1]
+397488 eh 2 [0,-1,0,-598992,-153584640] 1 [2,2] [-6978890:-11841830:12167] [-576:0:1] [-303:0:1]
+397488 eh 3 [0,-1,0,-2586432,1450676928] 1 [2] [193256030:-582232994:166375] [1153:0:1]
+397488 eh 4 [0,-1,0,-9211232,-10756974528] 1 [2] [-2674537290:-273554358:1520875] [-1759:0:1]
+397488 ei 1 [0,-1,0,-4941706072,133711408045552] 1 [2] [84247265655963156:29278224131549120:2073159600751] [40556:0:1]
+397488 ei 2 [0,-1,0,-4904607192,135817793414640] 1 [2] [-1046945273778370394606590:328264781040039763658316318:20603837547113719625] [-81111:0:1]
+397488 ej 1 [0,-1,0,-202844672,1116097372272] 0 []
+397488 ek 1 [0,-1,0,-143537,-24624627] 0 []
+397488 el 1 [0,-1,0,-2188944,2764772256] 1 [] [20900:3014284:1]
+397488 em 1 [0,-1,0,-627384,-371464848] 1 [] [77268:3937024:27]
+397488 en 1 [0,-1,0,-35884,996787] 1 [] [19:567:1]
+397488 eo 1 [0,-1,0,-394,3067] 1 [] [9:13:1]
+397488 ep 1 [0,-1,0,-28525927824,1854427976808471] 1 [] [-4493369545673095779861383377511164609568430373469665962763669515:1971792216958232635973398418499435752416357252172091455159721038373:34163960139692781041497667345694482264524223730192979948375]
+397488 eq 1 [0,-1,0,-15693344,-26771185104] 2 [] [9470:820854:1] [49922210:11117768319:1000]
+397488 er 1 [0,-1,0,-13313730824,-594664239511824] 1 [] [27296141937780:169849767023548416:704969]
+397488 es 1 [0,-1,0,-326987509,2276348158057] 1 [] [1300280:2587221:125]
+397488 et 1 [0,-1,0,-10404,-404613] 1 [] [-7145:931:125]
+397488 eu 1 [0,-1,0,-45250144,118246298416] 0 []
+397488 ev 1 [0,-1,0,-74104,14410096] 1 [] [1370:20727:8]
+397488 ew 1 [0,-1,0,6704,-4507712] 1 [2] [73880:1792224:125] [152:0:1]
+397488 ew 2 [0,-1,0,-371856,-84762432] 1 [2] [32734590:373274082:42875] [-303:0:1]
+397488 ex 1 [0,-1,0,-568416,115728768] 1 [] [632:2920:1]
+397488 ey 1 [0,-1,0,-5393691,4531457358] 0 [2] [1062:0:1]
+397488 ey 2 [0,-1,0,4667724,19482720048] 0 [2] [-2123:0:1]
+397488 ez 1 [0,-1,0,-34915456,-44612882432] 1 [] [3459614174016:218908850788480:400315553]
+397488 fa 1 [0,-1,0,-10072456,-12605161232] 0 []
+397488 fb 1 [0,-1,0,-91433281,-337409126627] 0 []
+397488 fc 1 [0,-1,0,-11041,-1810472] 1 [2] [215672101626:6091685657785:264609288] [152:0:1]
+397488 fc 2 [0,-1,0,-300876,-63255492] 1 [2] [67106979524897119110:1486129481808815821159:74358219858651000] [-303:0:1]
+397488 fd 1 [0,-1,0,-241277976,-1442883581712] 1 [] [23970643073395179810980157696928523005359526159340:2357977035817206421047904382988387825043970440094768:1045003655036062279069643898448374582749999125]
+397488 fe 1 [0,-1,0,-1004761,-393336152] 0 []
+397488 ff 1 [0,-1,0,-1750051,-890444582] 0 [2] [-758:0:1]
+397488 ff 2 [0,-1,0,-1625836,-1022360912] 0 [2] [1517:0:1]
+397488 fg 1 [0,1,0,328480,1545488244] 0 [2] [-1062:0:1]
+397488 fg 2 [0,1,0,-18220960,29109956084] 0 [2] [2123:0:1]
+397488 fh 1 [0,1,0,38645,9362744] 1 [2] [58:24843:8] [-152:0:1]
+397488 fh 2 [0,1,0,-499620,123474924] 1 [2] [186:-6084:1] [303:0:1]
+397488 fi 1 [0,1,0,-493550360,4324557403284] 0 []
+397488 fj 1 [0,1,0,-712560,129863124] 2 [] [3540:167986:27] [1746:-64896:1]
+397488 fk 1 [0,1,0,-24963605,-48015742566] 1 [2] [269303014:20316978942:29791] [-2882:0:1]
+397488 fk 2 [0,1,0,-24705620,-49056454056] 1 [2] [42857920596954266:3236045536678456893:4743325641608] [5763:0:1]
+397488 fl 1 [0,1,0,-4924040,4205250804] 2 [] [1171:6804:1] [1486:13104:1]
+397488 fm 1 [0,1,0,-2942515,1862153684] 0 [2] [-1972:0:1]
+397488 fm 2 [0,1,0,-46541980,122196677084] 0 [2] [3943:0:1]
+397488 fn 1 [0,1,0,-1865985,983166939] 0 []
+397488 fo 1 [0,1,0,-20505,1140894] 0 []
+397488 fp 1 [0,1,0,-8217512,15872545716] 0 []
+397488 fp 2 [0,1,0,69292648,-296803439724] 0 []
+397488 fq 1 [0,1,0,-30741832,127473926516] 2 [] [-802:389376:1] [2270:263424:1]
+397488 fr 1 [0,1,0,-582161792,-5406661891149] 1 [] [-111430:4563:8]
+397488 fs 1 [0,1,0,-19322,-1013349] 1 [] [163:441:1]
+397488 ft 1 [0,1,0,-1758332,-338381289] 1 [] [-5974:189111:8]
+397488 fu 1 [0,1,0,-38898617,133321430451] 0 []
+397488 fv 1 [0,1,0,187703,38801699] 1 [] [758:24843:1]
+397488 fw 1 [0,1,0,6315643,69659752371] 1 [] [10250:2260713:8]
+397488 fw 2 [0,1,0,-8519801957,302683183208979] 1 [] [1815100073430338:322690007125941:34075248488]
+397488 fx 1 [0,1,0,394728,96644484] 1 [] [2760:149058:1]
+397488 fy 1 [0,1,0,-16022387957,-780755373437649] 0 []
+397488 fz 1 [0,1,0,-212,1119] 1 [] [13:27:1]
+397488 ga 1 [0,1,0,-9236712,-10808071884] 1 [] [4398:183456:1]
+397488 ga 2 [0,1,0,19046088,-55874710956] 1 [] [7597223170:487869677568:2248091]
+397488 gb 1 [0,1,0,-849,-2430] 1 [2] [-22:78:1] [30:0:1]
+397488 gb 2 [0,1,0,-10404,-411384] 1 [2] [-470:183:8] [-61:0:1]
+397488 gc 1 [0,1,0,-77289,22637187] 0 []
+397488 gd 1 [0,1,0,-965904,-365939820] 0 []
+397488 ge 1 [0,1,0,-1981919,1031536260] 1 [2] [-1088:43602:1] [940:0:1]
+397488 ge 2 [0,1,0,-5335724,-3384754164] 1 [2,2] [-11350:291927:8] [-1881:0:1] [-698:0:1]
+397488 ge 3 [0,1,0,14041816,-22304984220] 1 [2] [943373462:73577968521:238328] [1395:0:1]
+397488 ge 4 [0,1,0,-78374144,-267053450364] 1 [2,2] [-15789859558:9713670975:3112136] [-5157:0:1] [-5066:0:1]
+397488 ge 5 [0,1,0,-71418104,-316382903628] 1 [2] [6968153458310983242:2928240018652618587975:39366457053832] [10131:0:1]
+397488 ge 6 [0,1,0,-1253944904,-17091351939180] 1 [2] [-72089661893693980516950:-54451362192538922281:3526036132015125000] [-20445:0:1]
+397488 gf 1 [0,1,0,-12224,338820] 1 [2] [-96:798:1] [30:0:1]
+397488 gf 2 [0,1,0,35096,2364116] 1 [2] [1902:-61516:27] [-61:0:1]
+397488 gg 1 [0,1,0,-7488784,-7672788460] 0 [2] [-1790:0:1]
+397488 gg 2 [0,1,0,-18088464,18881529876] 0 [2,2] [-4702:0:1] [1122:0:1]
+397488 gg 3 [0,1,0,-259231184,1606082912916] 0 [4] [11860:447174:1]
+397488 gg 4 [0,1,0,53459376,131326115220] 0 [2] [-2245:0:1]
+397488 gh 1 [0,1,0,-6309,207507] 0 []
+397488 gh 2 [0,1,0,-2466949,-1493400973] 0 []
+397488 gi 1 [0,1,0,502381,-1846276860] 0 []
+397488 gj 1 [0,1,0,6423296,-2592096844] 1 [2] [458:21120:1] [394:0:1]
+397488 gj 2 [0,1,0,-28025664,-21621702348] 1 [2] [-4758:63504:1] [-789:0:1]
+397488 gj 3 [0,1,0,-587821264,5488692698516] 1 [2] [-42353137131806134:9249157532067594240:2799048062357] [-27998:0:1]
+397488 gj 4 [0,1,0,-9406755024,351159147928980] 1 [2] [-297368318:129872811264:4913] [55995:0:1]
+397488 gk 1 [0,1,0,-354384,-81216108] 1 [2] [-348:294:1] [-334:0:1]
+397488 gk 2 [0,1,0,-252464,-128792364] 1 [2] [1108:30870:1] [667:0:1]
+397488 gk 3 [0,1,0,-10597344,13270038900] 1 [2] [14628:2367386:27] [1850:0:1]
+397488 gk 4 [0,1,0,-8966624,17494908276] 1 [2] [520929204:68741134210:658503] [-3701:0:1]
+397488 gl 1 [0,1,0,419571,177284862] 0 [2] [-334:0:1]
+397488 gl 2 [0,1,0,-3348284,1936119576] 0 [2] [667:0:1]
+397488 gm 1 [0,1,0,-10404,2371032] 0 []
+397488 gn 1 [0,1,0,-10404,498252] 1 [] [-2922:16388:27]
+397488 go 1 [0,1,0,-5501344,5684966132] 0 []
+397488 gp 1 [0,1,0,-605045744,5691094118100] 0 []
+397488 gq 1 [0,1,0,-100851144,-389857992588] 0 [2] [-5794:0:1]
+397488 gq 2 [0,1,0,-100094024,-395998841484] 0 [2] [11587:0:1]
+397488 gr 1 [0,1,0,129736,-3919980] 0 [2] [30:0:1]
+397488 gr 2 [0,1,0,-532744,-32274124] 0 [2,2] [-698:0:1] [-61:0:1]
+397488 gr 3 [0,1,0,-5170104,4495644180] 0 [2] [1395:0:1]
+397488 gr 4 [0,1,0,-6495064,-6364257964] 0 [2,2] [-1517:0:1] [-1426:0:1]
+397488 gr 5 [0,1,0,-4507624,-10330393228] 0 [2] [2851:0:1]
+397488 gr 6 [0,1,0,-103879624,-407549691340] 0 [2] [-5885:0:1]
+397488 gs 1 [0,1,0,-35884,-47179924] 0 [2] [394:0:1]
+397488 gs 2 [0,1,0,-2188944,-1236530268] 0 [2] [-789:0:1]
+397488 gt 1 [0,1,0,-1304,11220] 1 [2] [-26:168:1] [30:0:1]
+397488 gt 2 [0,1,0,-8584,-300364] 1 [2] [-52:90:1] [-61:0:1]
+397488 gu 1 [0,1,0,-9939388944,-382801519911420] 0 []
+397488 gv 1 [0,1,0,-434308086,-3483862000137] 0 []
+397488 gw 1 [0,1,0,71743824,-124158501804] 1 [] [6825854:1039527936:343]
+397488 gx 1 [0,1,0,-6145299736,200670850429076] 1 [] [629750:496065024:1]
+397488 gy 1 [0,1,0,-3826216,39677912756] 0 []
+397488 gz 1 [0,1,0,-140415396,518956437663] 0 []
+397488 ha 1 [0,1,0,1699,95031] 1 [] [-5:294:1]
+397488 hb 1 [0,1,0,-5126,79743] 0 []
+397488 hc 1 [0,1,0,4884,-1940184] 0 []
+397488 hd 1 [0,1,0,2473259,-201579169] 0 []
+397488 he 1 [0,1,0,6704,-475084] 1 [] [95:1014:1]
+397488 hf 1 [0,1,0,-4772616,3866544891] 0 []
+397488 hg 1 [0,1,0,-135256,-44198764] 1 [] [2530295473328315:45776851051847448:3933088861625]
+397488 hg 2 [0,1,0,-18684696,32246666388] 1 [] [2643:-36504:1]
+397488 hh 1 [0,1,0,-410541616,-3202104179884] 0 []
+397488 hi 1 [0,1,0,94599384,-4001370135372] 0 []
+397488 hi 2 [0,1,0,-486856024776,-130752341731814412] 0 []
+397488 hj 1 [0,1,0,7432,-36828] 2 [] [16:294:1] [898:27048:1]
+397488 hk 1 [0,1,0,55207,-1684110] 0 [2] [30:0:1]
+397488 hk 2 [0,1,0,-234628,-14089048] 0 [2] [-61:0:1]
+397488 hk 3 [0,1,0,-938513,-360715146] 0 [2] [1122:0:1]
+397488 hk 4 [0,1,0,-15140428,-22680444760] 0 [2] [-2245:0:1]
+397488 hl 1 [0,1,0,-4853,-137565] 0 []
+397488 hl 2 [0,1,0,-397973,-96766461] 0 []
+397488 hm 1 [0,1,0,-163648,25418420] 2 [] [-334:6552:1] [212:546:1]
+397488 hm 2 [0,1,0,-12656128,-17334131788] 2 [] [-14061938:856128:6859] [-55428:8918:27]
+397488 hn 1 [0,1,0,-10337448,22881054132] 1 [] [4164:228150:1]
+397488 ho 1 [0,1,0,-8493,226890] 1 [2] [-54:4263:8] [30:0:1]
+397488 ho 2 [0,1,0,20172,1453752] 1 [2] [1194:22359:8] [-61:0:1]
+397488 hp 1 [0,1,0,-69008,-740076] 2 [] [-110:-2352:1] [562:11760:1]
+397488 hp 2 [0,1,0,-4043888,-3131355564] 2 [] [-31362:2744:27] [10026:-981960:1]
+397488 hq 1 [0,1,0,-1037248,402149684] 2 [] [-502:28224:1] [380:7938:1]
+397488 hq 2 [0,1,0,-7916848,-8360259244] 2 [] [-182870:1204224:125] [-1804:-7350:1]
+397488 hr 1 [0,1,0,152,49076] 2 [] [-10:216:1] [44:378:1]
+397488 hr 2 [0,1,0,-349288,-79728076] 2 [] [718:-6336:1] [18660:83006:27]
+397488 hs 1 [0,1,0,4278517,-2655860544] 1 [2] [6660:566826:1] [576:0:1]
+397488 hs 2 [0,1,0,-22096468,-23945748436] 1 [2] [-1790:99372:1] [-1153:0:1]
+397488 ht 1 [0,1,0,7432,360660] 1 [] [-225330:3773440:9261]
+397488 ht 2 [0,1,0,-7534648,7958029652] 1 [] [1574:-720:1]
+397488 hu 1 [0,1,0,-85487523,312277757364] 1 [2] [44048:9056034:1] [-10708:0:1]
+397488 hu 2 [0,1,0,-1377861788,19685484939420] 1 [2] [21402:6084:1] [21415:0:1]
+397488 hv 1 [0,1,0,1972,-87060] 1 [2] [871:25752:1] [30:0:1]
+397488 hv 2 [0,1,0,-21688,-1099708] 1 [2] [-64:174:1] [-61:0:1]
+397488 hw 1 [0,1,0,-110413,270206] 0 [2] [-334:0:1]
+397488 hw 2 [0,1,0,-1228348,522122264] 0 [2] [667:0:1]
+397488 hw 3 [0,1,0,-6072733,-5762013958] 0 [2] [-1426:0:1]
+397488 hw 4 [0,1,0,-6196948,-5514130504] 0 [2] [2851:0:1]
+397488 hx 1 [0,1,0,25632,107717364] 0 []
+397488 hx 2 [0,1,0,-59029728,-174926464140] 0 []
+397488 hy 1 [0,1,0,1255952,787346132] 1 [] [5935942:344537088:6859]
+397488 hy 2 [0,1,0,-1273355568,17488884567636] 1 [] [20610:2016:1]
+397488 hz 1 [0,1,0,-11662408,-1579297420] 0 []
+397488 hz 2 [0,1,0,-683417128,-6876854505676] 0 []
+397488 ia 1 [0,1,0,-175294968,884224035540] 0 []
+397488 ia 2 [0,1,0,-1337947368,-18362137769676] 0 []
+397488 ib 1 [0,1,0,-1435373,504218742] 1 [2] [11167521156242:604436873449422:3368254499] [394:0:1]
+397488 ib 2 [0,1,0,3409012,3180257016] 1 [2] [9990309810315538505770:669018849415075468946937:3348085364113952008] [-789:0:1]
+397488 ic 1 [0,1,0,-27656568,55954894932] 0 []
+397488 ic 2 [0,1,0,-2138885688,-38074531995564] 0 []
+397488 id 1 [0,1,0,1255952,-85935004] 0 []
+397488 ie 1 [0,1,0,-27603,-3721236] 1 [2] [888180610350:12746047966561:2732256792] [212:0:1]
+397488 ie 2 [0,1,0,-565868,-163908900] 1 [2] [-12806658:-8977956:29791] [-425:0:1]
+397488 if 1 [0,1,0,-820213,-298949533] 0 []
+397488 if 2 [0,1,0,-67257493,-212326884925] 0 []
+397488 ig 1 [0,1,0,-28240,1751231] 2 [] [65:441:1] [209:2241:1]
+397488 ih 1 [0,1,0,336495675,-7633470073293] 0 []
+397488 ii 1 [0,1,0,618315,4179566691] 0 []
+397488 ij 1 [0,1,0,825340,-4265885688] 0 []
+397488 ik 1 [0,1,0,-830860,235955747] 0 []
+397488 il 1 [0,1,0,287075,207634727] 1 [] [-113:13182:1]
+397488 im 1 [0,1,0,-30,27] 0 []
+397488 in 1 [0,1,0,896320,1073726772] 0 []
+397488 io 1 [0,1,0,-996480,-440361804] 0 []
+397488 ip 1 [0,1,0,-36362720,91327386996] 1 [] [940:240786:1]
+397488 iq 1 [0,1,0,-2569870,-1586526733] 0 []
+397488 ir 1 [0,1,0,-930232,-309720748] 0 [2] [-698:0:1]
+397488 ir 2 [0,1,0,-3580152,2277661140] 0 [2,2] [-2154:0:1] [758:0:1]
+397488 ir 3 [0,1,0,-55253592,158062748052] 0 [2] [4307:0:1]
+397488 ir 4 [0,1,0,5694568,12127413780] 0 [2] [-1517:0:1]
+397488 is 1 [0,1,0,-158837072,176801468052] 0 [2] [1122:0:1]
+397488 is 2 [0,1,0,616453808,1395248615060] 0 [2] [-2245:0:1]
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+397488 it 2 [0,1,0,-1450752,-654096780] 1 [2] [-82380:-503082:125] [-789:0:1]
+397488 iu 1 [0,1,0,-212,-21540] 0 [2] [30:0:1]
+397488 iu 2 [0,1,0,-12952,-566812] 0 [2] [-61:0:1]
+397488 iv 1 [0,1,0,-598992,-199086588] 0 []
+397488 iw 1 [0,1,0,-788950192,-8554284472252] 1 [] [53844680:35262337734:125]
+397488 ix 1 [0,1,0,-3580152,2589291732] 0 []
+397488 iy 1 [0,1,0,-1758332,1101692892] 1 [] [-29776620141906379191066:1296409429854392455710172:29983739097715749711]
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+397584 m 1 [0,0,0,-49008,-5744356] 0 []
+397584 n 1 [0,0,0,-4611963,3812215466] 0 []
+397584 o 1 [0,0,0,242637,-7512334] 1 [] [31:198:1]
+397584 o 2 [0,0,0,-28602003,-58880468014] 1 [] [13690651:153271854:2197]
+397584 p 1 [0,0,0,-180075,-29386006] 2 [2] [-250:88:1] [-245:162:1] [-239:0:1]
+397584 p 2 [0,0,0,-136515,-43961182] 2 [2] [542:6424:1] [1207:39366:1] [478:0:1]
+397584 q 1 [0,0,0,157703685,-705914130134] 0 []
+397584 r 1 [0,0,0,17925,-1283798] 1 [] [81898713:1376875562:357911]
+397584 s 1 [0,0,0,-272595,-53252206] 1 [2] [-290:1188:1] [601:0:1]
+397584 s 2 [0,0,0,-4327635,-3465162862] 1 [2] [-32406:-692:27] [-1202:0:1]
+397584 t 1 [0,0,0,-310755,38188514] 1 [2] [-319:10240:1] [481:0:1]
+397584 t 2 [0,0,0,-2227395,-1252476862] 1 [2] [-99770:513344:125] [-962:0:1]
+397584 u 1 [0,0,0,-272955,54888554] 2 [2] [-425:9702:1] [295:198:1] [301:0:1]
+397584 u 2 [0,0,0,-267195,57315818] 2 [2] [223:2970:1] [487:6534:1] [-602:0:1]
+397584 v 1 [0,0,0,-199875,33626306] 1 [2] [-223:8192:1] [289:0:1]
+397584 v 2 [0,0,0,-453315,-68915518] 1 [2] [-322:6608:1] [-578:0:1]
+397584 w 1 [0,0,0,-13995,-637254] 0 []
+397584 x 1 [0,0,0,3885,-98926] 0 []
+397584 x 2 [0,0,0,-106995,-13559758] 0 []
+397584 y 1 [0,0,0,-1380,-28676] 0 []
+397584 z 1 [0,0,0,-103035,-12837206] 1 [] [24452:120879:64]
+397584 ba 1 [0,0,0,600,-452] 1 [] [6:58:1]
+397584 bb 1 [0,0,0,-735,-162] 1 [2] [561:13272:1] [-27:0:1]
+397584 bb 2 [0,0,0,-7995,274266] 1 [2] [-93:-462:1] [54:0:1]
+397584 bc 1 [0,0,0,-10804715355,432282952177418] 1 [2] [61578244892327:23764610659433616:318611987] [60013:0:1]
+397584 bc 2 [0,0,0,-10804541115,432297591508586] 1 [2] [2869879423512959933650496215:1107563123662910198888142246534:14849062755807068188561] [-120026:0:1]
+397584 bc 3 [0,0,0,-10847580555,428680060838714] 1 [2] [596608666872931840608518750476568519:230058663330926988734130095463156195648:3085885415245226302353730894523] [54181:0:1]
+397584 bc 4 [0,0,0,-643389195,1202702669745338] 1 [2] [33196938514670743123714989854506995005196930558480806308008114803977687:15311791416702134111767538191619995993040381353826935893466744683553038654:185801745231858494518763675149462816820710717809242050100490272281] [-108362:0:1]
+397584 bd 1 [0,0,0,-6615,4374] 1 [2] [-430:3619:8] [81:0:1]
+397584 bd 2 [0,0,0,-71955,-7405182] 1 [2] [-413602:347941:2744] [-162:0:1]
+397584 be 1 [0,0,0,9888,-348556048] 0 []
+397584 bf 1 [0,0,0,-507,-85718] 1 [] [77:576:1]
+397584 bg 1 [0,0,0,-10868592,13806065072] 2 [] [-3119:131769:1] [14978:35937:8]
+397584 bh 1 [0,0,0,-372,11212] 1 [] [17:99:1]
+397584 bi 1 [0,0,0,22128,3284912] 1 [] [121:2781:1]
+397584 bj 1 [0,0,0,-144,1072] 0 []
+397584 bk 1 [0,0,0,-1644699,-811849142] 0 [2] [-739:0:1]
+397584 bk 2 [0,0,0,-1613019,-844625270] 0 [2] [1478:0:1]
+397584 bl 1 [0,0,0,-6339,80210] 1 [2] [-85:70:1] [13:0:1]
+397584 bl 2 [0,0,0,22821,610922] 1 [2] [121:-2268:1] [-26:0:1]
+397584 bm 1 [0,0,0,-8319,292030] 1 [2] [245:3600:1] [53:0:1]
+397584 bm 2 [0,0,0,-8859,251962] 1 [2] [26:198:1] [-106:0:1]
+397584 bn 1 [0,0,0,-1001379,385695650] 1 [2] [575:110:1] [577:0:1]
+397584 bn 2 [0,0,0,-988419,396164738] 1 [2] [-791:-26136:1] [-1154:0:1]
+397584 bo 1 [0,0,0,-2349579,-1052750342] 0 [2] [-1219:0:1]
+397584 bo 2 [0,0,0,-12891099,16937407690] 0 [2,2] [-4123:0:1] [1685:0:1]
+397584 bo 3 [0,0,0,-203422539,1116722985658] 0 [4] [8999:121986:1]
+397584 bo 4 [0,0,0,8976021,68521943770] 0 [2] [-3370:0:1]
+397584 bp 1 [0,0,0,-9579,-341030] 1 [2] [50468:1405755:64] [-67:0:1]
+397584 bp 2 [0,0,0,-29019,1482442] 1 [2] [1138:-3861:8] [134:0:1]
+397584 bq 1 [0,0,0,-1748739,483487490] 1 [2] [-1297:23870:1] [1153:0:1]
+397584 bq 2 [0,0,0,-12946179,-17591420158] 1 [2] [-94799915:641593546:42875] [-2306:0:1]
+397584 br 1 [0,0,0,-6744,216695] 1 [2] [150709:609120:2197] [-95:0:1]
+397584 br 2 [0,0,0,-108399,13736810] 1 [2] [13885108640:4797608895:71991296] [190:0:1]
+397584 bs 1 [0,0,0,-790491,373714058] 0 []
+397584 bs 2 [0,0,0,6257589,-4817251078] 0 []
+397584 bt 1 [0,0,0,-59196,5551292] 0 []
+397584 bu 1 [0,0,0,-142176,20634608] 1 [] [217:27:1]
+397584 bv 1 [0,0,0,-1863,-24570] 1 [2] [-33590:10439:1000] [-15:0:1]
+397584 bv 2 [0,0,0,4077,-149310] 1 [2] [66602770:101774483:2197000] [30:0:1]
+397584 bw 1 [0,0,0,1437,-13790] 1 [] [95:990:1]
+397584 bx 1 [0,0,0,43152,7482800] 1 [] [50:22275:8]
+397584 bx 2 [0,0,0,-4186128,-3330892240] 1 [] [79782170:-4689813825:17576]
+397585 a 1 [0,1,1,-131470,-18391869] 1 [] [68035639687830:295459134143201:159396411448]
+397586 a 1 [1,1,0,367,-1091] 1 [] [27:158:1]
+397586 b 1 [1,-1,0,-15346,-120576] 0 [2] [128:-64:1]
+397586 b 2 [1,-1,0,-183416,-30137878] 0 [2] [-2042:1021:8]
+397586 c 1 [1,0,1,-4289,108238] 1 [] [-38:484:1]
+397588 a 1 [0,-1,0,-173,934] 2 [] [5:13:1] [9:5:1]
+397590 a 1 [1,1,0,-286433,-59718363] 1 [] [1222:37031:1]
+397590 b 1 [1,1,0,-20798,136308] 2 [2] [-119:1031:1] [-61:1118:1] [-148:74:1]
+397590 b 2 [1,1,0,-243518,46061172] 2 [2] [1417:-51193:1] [451:-5538:1] [2358:-1179:8]
+397590 c 1 [1,1,0,-133498308,586175805648] 1 [2] [-1382645:105992241:125] [7272:-3636:1]
+397590 c 2 [1,1,0,-259327428,-694991128368] 1 [2] [-482260611638785:30468378361000653:38786091625] [-116362:58181:8]
+397590 d 1 [1,1,0,1278,28404] 0 []
+397590 e 1 [1,1,0,-1452,-21744] 1 [2] [28040:118253:512] [-24:12:1]
+397590 e 2 [1,1,0,-2532,13464] 1 [2] [4820:-34857:64] [374:-187:8]
+397590 f 1 [1,0,1,-1309,17912] 2 [2] [-298:1135:8] [-5:158:1] [19:-10:1]
+397590 f 2 [1,0,1,-229,46856] 2 [2] [-33410:148403:1000] [-2:-217:1] [-306:149:8]
+397590 g 1 [1,0,1,-5719,-165958] 1 [2] [1238:12427:8] [-41:20:1]
+397590 g 2 [1,0,1,-2239,-365014] 1 [2] [32658:342313:216] [654:-331:8]
+397590 h 1 [1,0,1,-111828,14384338] 1 [2] [242:1107:1] [193:-97:1]
+397590 h 2 [1,0,1,-111908,14362706] 1 [2,2] [-60:-4538:1] [-3090:1541:8] [185:-93:1]
+397590 h 3 [1,0,1,-66208,26208146] 1 [4] [-7784:-1801486:343] [217:4589:1]
+397590 h 4 [1,0,1,-158888,1133138] 1 [2] [-288:-4655:1] [-3218:1605:8]
+397590 i 1 [1,1,1,-641266,197215103] 2 [2] [73:12243:1] [12963:-21119:27] [473:-237:1]
+397590 i 2 [1,1,1,-796786,94074239] 2 [2] [-595:1236831:125] [81:5443:1] [-7578:3785:8]
+397590 j 1 [1,1,1,521844,106996653] 0 []
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+397590 k 2 [1,1,1,32177074,-141665277301] 0 [2] [26342:-13175:8]
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+397590 m 1 [1,1,1,-180,177] 0 [2] [1:-1:1]
+397590 m 2 [1,1,1,690,2265] 0 [2] [-26:9:8]
+397590 n 1 [1,1,1,655995,166960395] 1 [] [-4205:1506492:125]
+397590 o 1 [1,1,1,-6598805,-3333473413] 1 [4] [1025003643090683655:288192335241256508684:12906765024993] [-1305:55948:1]
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+397590 o 3 [1,1,1,-75554965,-444069995653] 1 [4] [21277:2742766:1] [27367:4227276:1]
+397590 o 4 [1,1,1,-1447592085,-21199702664325] 1 [2] [-1588765420625904424445:790649543831742942824:72324595730862721] [-175738:87865:8]
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+397590 p 2 [1,0,0,12709,59776821] 0 [2] [-3042:1521:8]
+397590 q 1 [1,0,0,-311,-2199] 0 []
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+397590 r 2 [1,0,0,-24503195,46677704025] 1 [6] [38040:-7378395:1] [5740:305605:1]
+397590 r 3 [1,0,0,-50149415,-136662334683] 1 [2] [-90242292:163285851:21952] [-4142:2071:1]
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+397592 a 2 [0,0,0,-45595,-3737178] 0 [2] [-118:0:1]
+397593 a 1 [0,0,1,-2286129,1338465366] 1 [] [274:283991:8]
+397593 b 1 [0,0,1,-44732721,-115155875979] 1 [] [21081085538:4054227686401:551368]
+397593 c 1 [0,0,1,-1371,23341] 0 []
+397594 a 1 [1,1,0,-12835,254733] 2 [] [-366:17815:27] [-3:543:1]
+397594 b 1 [1,1,1,-1488,21473] 1 [] [174:-85:8]
+397596 a 1 [0,-1,0,-169,898] 3 [] [7:3:1] [9:5:1] [13:27:1]
+397596 b 1 [0,-1,0,-3133,68014] 2 [] [45:127:1] [55:243:1]
+397596 c 1 [0,1,0,-73325,7617564] 1 [] [121:729:1]
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+397596 d 2 [0,1,0,23948,-1486540] 0 [2] [55:0:1]
+397600 a 1 [0,0,0,-79000,-10250000] 0 []
+397600 b 1 [0,0,0,-3160,82000] 2 [] [-15:355:1] [56:284:1]
+397600 c 1 [0,0,0,-83800,-22262000] 1 [] [1120:35900:1]
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+397600 g 1 [0,1,0,-1642408,-810702312] 1 [] [6798:549750:1]
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+397600 i 1 [0,-1,0,-168,19012] 1 [] [16:142:1]
+397600 j 1 [0,-1,0,-4208,-2368088] 1 [] [3117:173950:1]
+397600 k 1 [0,-1,0,-14833,-690463] 1 [] [181:1588:1]
+397600 l 1 [0,-1,0,51967,2805937] 1 [] [-43:700:1]
+397600 m 1 [0,-1,0,26467,-7755563] 1 [] [1347:49700:1]
+397600 n 1 [0,0,0,-9875,293750] 2 [] [25:250:1] [3675:32750:27]
+397600 o 1 [0,0,0,8500,600000] 0 []
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+397600 q 1 [0,0,0,85,-110] 1 [] [18:77:8]
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+397600 s 1 [0,0,0,340,-4800] 2 [] [20:100:1] [30:180:1]
+397600 t 1 [0,0,0,-395,-2350] 0 []
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+397600 z 4 [0,0,0,-50300,1752000] 1 [2] [5:-1225:1] [-240:0:1]
+397600 ba 1 [0,0,0,340,4800] 2 [] [6:84:1] [20:140:1]
+397600 bb 1 [0,0,0,-395,2350] 2 [] [-15:70:1] [6:14:1]
+397600 bc 1 [0,0,0,18575,-1482000] 0 [2] [65:0:1]
+397600 bc 2 [0,0,0,-137675,-15700750] 0 [2] [-130:0:1]
+397600 bd 1 [0,0,0,2125,-13750] 0 []
+397600 be 1 [0,0,0,85,110] 1 [] [1:14:1]
+397600 bf 1 [0,0,0,-9875,-293750] 0 []
+397600 bg 1 [0,0,0,8500,-600000] 0 []
+397600 bh 1 [0,1,0,-14833,690463] 1 [] [63:100:1]
+397600 bi 1 [0,1,0,51967,-2805937] 0 []
+397600 bj 1 [0,1,0,26467,7755563] 0 []
+397600 bk 1 [0,1,0,-4208,2368088] 2 [] [-86:12425:8] [30970:509222:125]
+397600 bl 1 [0,1,0,-168,-19012] 0 []
+397600 bm 1 [0,-1,0,-57008,5189012] 1 [] [97:750:1]
+397600 bn 1 [0,-1,0,-1642408,810702312] 1 [] [5898:1029:8]
+397600 bo 1 [0,-1,0,-200033,34501937] 1 [] [1946:3375:8]
+397600 bp 1 [0,-1,0,-358,-9288] 0 [2] [27:0:1]
+397600 bp 2 [0,-1,0,-9233,-337663] 0 [2] [-53:0:1]
+397600 bq 1 [0,0,0,-1900,68000] 0 []
+397600 br 1 [0,0,0,-3160,-82000] 0 []
+397600 bs 1 [0,0,0,-83800,22262000] 1 [] [-487860:8362025:1728]
+397600 bt 1 [0,0,0,-79000,10250000] 0 []
+397602 a 1 [1,-1,0,-46185,-3949363] 2 [] [578:12447:1] [19021418:1759764235:2197]
+397602 b 1 [1,-1,0,-1008330,663693812] 1 [] [88420:2135238:125]
+397602 c 1 [1,-1,0,438,-5010] 0 [3] [19:90:1]
+397602 c 2 [1,-1,0,-14487,-670267] 0 []
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+397602 e 1 [1,-1,0,-81,-315] 1 [] [13:20:1]
+397602 f 1 [1,-1,0,-13731,622385] 1 [] [53:177:1]
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+397602 g 2 [1,-1,0,-7115256298068,-7313530236285172528] 0 []
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+397602 j 1 [1,-1,1,-1526,-22543] 1 [] [69:409:1]
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+397602 l 2 [1,-1,1,3940,131329] 0 []
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+397602 n 1 [1,-1,1,-112037,-24543907] 0 []
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+397605 b 1 [1,1,1,-6865,51830] 0 [2] [-87:43:1]
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+397605 b 3 [1,1,1,-1359365,609465080] 0 [2] [5382:-2695:8]
+397605 b 4 [1,1,1,-60615,15076080] 0 [2] [-2618:1305:8]
+397605 c 1 [1,0,0,-3420,77025] 2 [] [840:425:27] [125:1205:1]
+397605 d 1 [1,0,0,-96740,-12926583] 2 [] [2942:7529:8] [649:13738:1]
+397605 e 1 [0,-1,1,-5611,-160158] 0 []
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+397605 g 1 [0,1,1,855,12899] 2 [] [-9:67:1] [261:4252:1]
+397605 h 1 [1,1,0,98,841] 2 [] [126:587:8] [32:179:1]
+397606 a 1 [1,-1,0,-919091278,-10725287052716] 1 [] [43799:5726136:1]
+397606 b 1 [1,-1,0,-79822,8700280] 2 [] [69:1841:1] [162:-50:1]
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+397782 m 1 [1,-1,0,-198,2484] 1 [] [13:38:1]
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+397782 o 1 [1,-1,0,-475848,-352403136] 1 [] [3216:175512:1]
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+397782 p 2 [1,-1,0,-25010883,47905830405] 1 [2,2] [-4982:-218499:1] [-46170:23085:8] [2718:-1359:1]
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+397782 p 4 [1,-1,0,-39837303,-15477115095] 1 [2,2] [-5351:-208167:1] [-48858:24429:8] [-390:195:1]
+397782 p 5 [1,-1,0,157064787,-123103797489] 1 [2] [2587:-549501:1] [6246:-3123:8]
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+397782 q 1 [1,-1,0,-1517828748,23048182595024] 1 [] [13260705640:1000907114572:753571]
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+397782 bg 1 [1,-1,0,1771488,-2917007276] 0 []
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+397782 bx 1 [1,-1,0,3516084,-446966827056] 0 []
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+397782 cq 2 [1,-1,1,-11055071,-13045124249] 1 [2] [-2131:29920:1] [-18730:9361:8]
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+397782 cz 1 [1,-1,1,-222788,-40408217] 1 [] [-271:233:1]
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+397800 i 1 [0,0,0,-14734875,21598843750] 0 [2] [2375:0:1]
+397800 i 2 [0,0,0,-25669875,-14760031250] 0 [2] [-4750:0:1]
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+397800 j 2 [0,0,0,-28700175,59091799250] 0 [2,2] [-6185:0:1] [2995:0:1]
+397800 j 3 [0,0,0,-459012675,3785167736750] 0 [2] [12370:0:1]
+397800 j 4 [0,0,0,-19749675,96621245750] 0 [2] [-5990:0:1]
+397800 k 1 [0,0,0,620325,-86204250] 0 [2] [135:0:1]
+397800 k 2 [0,0,0,-2754675,-724079250] 0 [2] [-270:0:1]
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+397800 l 2 [0,0,0,-306075,26817750] 0 [2] [90:0:1]
+397800 m 1 [0,0,0,-2308875,-1351356250] 1 [] [988803470967486700:66233831823605029125:197666249699008]
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+397800 o 1 [0,0,0,-24075,357750] 0 [2] [15:0:1]
+397800 o 2 [0,0,0,92925,2814750] 0 [2] [-30:0:1]
+397800 p 1 [0,0,0,-246375,-53915625] 0 []
+397800 q 1 [0,0,0,72825,-21495125] 1 [] [1115:-38025:1]
+397800 r 1 [0,0,0,-103575,-13336625] 0 []
+397800 s 1 [0,0,0,-384375,-92415625] 1 [] [23485291009:1458671349987:5929741]
+397800 t 1 [0,0,0,-27375,1996875] 2 [] [99:507:1] [775:21125:1]
+397800 u 1 [0,0,0,-4402875,3751213750] 0 []
+397800 v 1 [0,0,0,-2955,-58250] 1 [2] [-34:54:1] [-25:0:1]
+397800 v 2 [0,0,0,2445,-247250] 1 [2] [86:774:1] [50:0:1]
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+397800 x 2 [0,0,0,-1693875,-4308439250] 1 [2] [1198806:85653451:216] [1970:0:1]
+397800 y 1 [0,0,0,-1875,-3411250] 0 []
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+397800 ba 1 [0,0,0,-12900,157700] 1 [] [-106:578:1]
+397800 bb 1 [0,0,0,-2065709592075,-1142762178126172250] 0 []
+397800 bc 1 [0,0,0,-20550,-963875] 1 [2] [-106:153:1] [-55:0:1]
+397800 bc 2 [0,0,0,36825,-5381750] 1 [2] [305:-5850:1] [110:0:1]
+397800 bd 1 [0,0,0,10050,-4505875] 1 [2] [226:3051:1] [145:0:1]
+397800 bd 2 [0,0,0,-355575,-78727750] 1 [2] [-371:1458:1] [-290:0:1]
+397800 be 1 [0,0,0,165,-3370] 2 [] [26:136:1] [94:918:1]
+397800 bf 1 [0,0,0,1485,90990] 0 []
+397800 bg 1 [0,0,0,37125,-66656250] 1 [2] [232770:10046592:125] [375:0:1]
+397800 bg 2 [0,0,0,-2257875,-1271531250] 1 [2] [197814330:5803965568:91125] [-750:0:1]
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+397800 bh 2 [0,0,0,-250875,47093750] 1 [2] [926:-24674:1] [250:0:1]
+397800 bi 1 [0,0,0,-16500,-2387500] 0 []
+397800 bj 1 [0,0,0,-317775,61699250] 1 [2] [-415:11050:1] [235:0:1]
+397800 bj 2 [0,0,0,442725,311903750] 1 [2] [-181:15028:1] [-470:0:1]
+397800 bk 1 [0,0,0,-176250,28096625] 2 [2] [-160:7225:1] [316:-1989:1] [265:0:1]
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+397800 bl 2 [0,0,0,-29908875,62514589750] 0 [2] [-6310:0:1]
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+397800 bo 1 [0,0,0,-189900,-31851900] 0 []
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+397800 bp 2 [0,0,0,-63675,-6176250] 0 [2] [-150:0:1]
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+397800 bq 2 [0,0,0,-9715575,11655540250] 0 [2] [1790:0:1]
+397800 br 1 [0,0,0,-75,-21850] 1 [] [290:1215:8]
+397800 bs 1 [0,0,0,-4494675,7623116750] 0 []
+397800 bt 1 [0,0,0,-3002700,18537756500] 1 [] [4690:328050:1]
+397800 bu 1 [0,0,0,-15375,603250] 1 [2] [-139:234:1] [95:0:1]
+397800 bu 2 [0,0,0,-73875,-7177250] 1 [2] [-189:184:1] [-190:0:1]
+397800 bv 1 [0,0,0,2625,2021875] 1 [] [75:1625:1]
+397800 bw 1 [0,0,0,-703875,227265950] 1 [] [3362:19071:8]
+397800 bx 1 [0,0,0,-54514875,157379171875] 1 [] [7581:424021:1]
+397800 by 1 [0,0,0,233925,25695875] 1 [] [190:8775:1]
+397800 bz 1 [0,0,0,-470175,143169250] 1 [2] [45:11050:1] [-805:0:1]
+397800 bz 2 [0,0,0,-7839675,8448595750] 1 [2] [1779:-11492:1] [1610:0:1]
+397800 ca 1 [0,0,0,-7050,2631125] 1 [2] [70:1575:1] [-155:0:1]
+397800 ca 2 [0,0,0,-332175,73183250] 1 [2,2] [85:6750:1] [-665:0:1] [310:0:1]
+397800 ca 3 [0,0,0,-5304675,4702580750] 1 [2] [1355:1600:1] [1330:0:1]
+397800 ca 4 [0,0,0,-561675,-40878250] 1 [2] [-85:2500:1] [-710:0:1]
+397800 cb 1 [0,0,0,-196050,-28081375] 1 [2] [-191:1548:1] [-335:0:1]
+397800 cb 2 [0,0,0,-899175,301684250] 1 [2,2] [-305:23400:1] [-1085:0:1] [415:0:1]
+397800 cb 3 [0,0,0,-14061675,20295521750] 1 [2] [895:-91800:1] [2170:0:1]
+397800 cb 4 [0,0,0,1013325,1412846750] 1 [2] [1810:325325:8] [-830:0:1]
+397800 cc 1 [0,0,0,-3729450,-2772140875] 0 [2] [-1115:0:1]
+397800 cc 2 [0,0,0,-3730575,-2770384750] 0 [2,2] [-1145:0:1] [-1085:0:1]
+397800 cc 3 [0,0,0,-4743075,-1147347250] 0 [2,2] [-2045:0:1] [-245:0:1]
+397800 cc 4 [0,0,0,-2736075,-4281030250] 0 [2] [2170:0:1]
+397800 cc 5 [0,0,0,-43758075,110552597750] 0 [2] [4090:0:1]
+397800 cc 6 [0,0,0,18071925,-8972892250] 0 [2] [490:0:1]
+397800 cd 1 [0,0,0,248550,3311657125] 0 [2] [-1435:0:1]
+397800 cd 2 [0,0,0,-31882575,67863087250] 0 [2,2] [-6505:0:1] [2870:0:1]
+397800 cd 3 [0,0,0,-507195075,4396534024750] 0 [2,2] [-26005:0:1] [12995:0:1]
+397800 cd 4 [0,0,0,-70668075,-129516322250] 0 [2] [-7270:0:1]
+397800 cd 5 [0,0,0,-8115120075,281378259499750] 0 [2] [52010:0:1]
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+397800 ce 1 [0,0,0,-16650,-826875] 2 [2] [-74:1:1] [325:5300:1] [-75:0:1]
+397800 ce 2 [0,0,0,-17775,-708750] 2 [2,2] [-75:450:1] [-750:-2925:8] [-105:0:1] [-45:0:1]
+397800 ce 3 [0,0,0,-94275,10536750] 2 [2] [379:5408:1] [246:-1494:1] [210:0:1]
+397800 ce 4 [0,0,0,40725,-4394250] 2 [2] [315:6300:1] [1170:-17325:8] [90:0:1]
+397800 cf 1 [0,0,0,-107175,-11551750] 0 [2] [-245:0:1]
+397800 cf 2 [0,0,0,-471675,113471750] 0 [2,2] [-785:0:1] [295:0:1]
+397800 cf 3 [0,0,0,-7356675,7680086750] 0 [2] [1570:0:1]
+397800 cf 4 [0,0,0,581325,548360750] 0 [2] [-590:0:1]
+397800 cg 1 [0,0,0,-63228675,-193227039250] 0 [2] [-4445:0:1]
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+397800 ch 1 [0,0,0,-6928363875,-221969259531250] 0 [2] [-48125:0:1]
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+397800 ci 1 [0,0,0,-277134555,-1775754076250] 1 [2] [366695:221820480:1] [-9625:0:1]
+397800 ci 2 [0,0,0,-281071155,-1722708391250] 1 [2] [-11326:-88452:1] [19250:0:1]
+397800 cj 1 [0,0,0,-4231575,-3865569750] 1 [2] [2969796435:417107269800:148877] [2415:0:1]
+397800 cj 2 [0,0,0,-70557075,-228112085250] 1 [2] [84901346475672070:10992883904639284375:4100609728216] [-4830:0:1]
+397800 ck 1 [0,0,0,105,16175] 2 [] [-11:117:1] [145:1755:1]
+397800 cl 1 [0,0,0,-24075,1437875] 2 [] [85:75:1] [89:13:1]
+397800 cm 1 [0,0,0,-17596875,28408243750] 1 [] [1262728:1671111:512]
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+397800 co 1 [0,0,0,-216675,-38822625] 0 []
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+397800 cq 1 [0,0,0,53700,18074500] 0 []
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+397800 cr 2 [0,0,0,-21375,-1194750] 1 [2] [-81:72:1] [-90:0:1]
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+397800 ct 2 [0,0,0,-39675,17491750] 1 [2] [-85:4500:1] [-310:0:1]
+397800 cu 1 [0,0,0,-695068950,7053200549125] 1 [2] [-572965798:271815650487:79507] [15185:0:1]
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+397800 cv 1 [0,0,0,2850,-14375] 1 [2] [20:225:1] [5:0:1]
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+397800 cw 1 [0,0,0,-75,-27290] 0 []
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+397800 db 1 [0,0,0,-31824075,131928907750] 0 []
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+397800 de 1 [0,0,0,-660,-19100] 1 [] [50:270:1]
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+397800 di 2 [0,0,0,-548175,217093250] 1 [2] [1711:65484:1] [-890:0:1]
+397800 dj 1 [0,0,0,37125,11373750] 0 []
+397800 dk 1 [0,0,0,4125,-421250] 0 []
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+397800 dm 1 [0,0,0,-4747500,-3981487500] 0 []
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+397800 do 1 [0,0,0,-29175,6649875] 2 [] [9060:148125:64] [415:-8125:1]
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+397800 dq 1 [0,0,0,-15375,-739325] 1 [] [25319:4028697:1]
+397800 dr 1 [0,0,0,-1095,15975] 1 [] [25:65:1]
+397800 ds 1 [0,0,0,-262575,-179546625] 0 []
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+397800 dv 2 [0,0,0,-1404075,-647770250] 0 [2] [1370:0:1]
+397800 dw 1 [0,0,0,-831195,291892950] 0 []
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+397800 ea 1 [0,0,0,-16500,-177500] 1 [] [150:850:1]
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+397801 a 1 [1,-1,1,-217,1282] 2 [] [10:1:1] [16:33:1]
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+397806 a 1 [1,1,0,-179,-1005] 1 [] [1967795:16568215:24389]
+397808 a 1 [0,1,0,8,-684] 0 []
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+397808 e 1 [0,1,0,-38,-109] 1 [] [254011:660503:24389]
+397808 f 1 [0,1,0,-20278,1164427] 1 [] [341288806881:3190110533819:2053225511]
+397808 g 1 [0,0,0,1399205,-167344918] 0 []
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+397854 bf 1 [1,-1,1,-88112,-11666285] 1 [2] [721:16937:1] [349:-175:1]
+397854 bf 2 [1,-1,1,-1471952,-686980205] 1 [2] [1465:-18031:1] [-5578:2785:8]
+397854 bg 1 [1,-1,1,-1909037732,32331468425415] 1 [2] [-14035:7514349:1] [-50491:25245:1]
+397854 bg 2 [1,-1,1,-30604343972,2060745275918535] 1 [2] [49182539:-8569007733:343] [807862:-403935:8]
+397854 bh 1 [1,-1,1,-47409674,248539580489] 2 [] [-209:508473:1] [1713:414295:1]
+397854 bi 1 [1,-1,1,-46533752159,3863683286821959] 1 [] [67247:32192550:1]
+397854 bi 2 [1,-1,1,-49944355574,3264658384294149] 1 [] [55529:25711659:1]
+397854 bj 1 [1,-1,1,-506,937] 1 [2] [-7:67:1] [-23:11:1]
+397854 bj 2 [1,-1,1,-6086,183961] 1 [2] [-23:569:1] [374:-191:8]
+397854 bk 1 [1,-1,1,-10677371,23314794347] 0 [2] [-4053:2026:1]
+397854 bk 2 [1,-1,1,-203723051,1118810419211] 0 [2] [64854:-32431:8]
+397854 bl 1 [1,-1,1,-485966,-24034355] 0 [2] [721:-361:1]
+397854 bl 2 [1,-1,1,-5848346,-5433603299] 0 [2] [-11530:5761:8]
+397854 bm 1 [1,-1,1,-2832728,1848752835] 1 [] [3635:197109:1]
+397854 bn 1 [1,-1,1,-411008,30836823] 1 [] [-139:9303:1]
+397854 bo 1 [1,-1,1,-30318399383,-2029779889992637] 0 []
+397854 bp 1 [1,-1,1,-31548803,68142138135] 1 [] [3635:36684:1]
+397854 bq 1 [1,-1,1,-123555470,528646836381] 0 [2] [6425:-3213:1]
+397854 bq 2 [1,-1,1,-124939310,516200025885] 0 [2] [-102794:51393:8]
+397854 bq 3 [1,-1,1,-162432725,168496525869] 0 [2] [12191:-6096:1]
+397854 bq 4 [1,-1,1,-1579484885,-24016049278419] 0 [2] [-195050:97521:8]
+397854 br 1 [1,-1,1,384700,24471159] 1 [] [126:44139:8]
+397854 br 2 [1,-1,1,-4588475,-4301793237] 1 [] [62622:5271483:8]
+397854 bs 1 [1,-1,1,-307220,68615655] 0 [2] [-643:321:1]
+397854 bs 2 [1,-1,1,-4977680,4275766023] 0 [2] [10294:-5151:8]
+397854 bs 3 [1,-1,1,1638805,139918011] 0 [2] [-85:42:1]
+397854 bs 4 [1,-1,1,-6664235,1132961595] 0 [2] [1366:-687:8]
+397854 bt 1 [1,-1,1,-134240,18851231] 0 [2] [225:-113:1]
+397854 bt 2 [1,-1,1,-220730,-8341225] 0 [2] [-3594:1793:8]
+397854 bu 1 [1,-1,1,-1499852,605161423] 2 [] [-1387:4661:1] [-107:27701:1]
+397854 bv 1 [1,-1,1,-1441357472,-18016833100733] 1 [] [-196042:12967729:8]
+397854 bw 1 [1,-1,1,-13154,1259165] 0 [2] [-147:73:1]
+397854 bw 2 [1,-1,1,-272624,54813773] 0 [2] [2358:-1183:8]
+397854 bx 1 [1,-1,1,-111310134944,-14293855471989949] 0 [2] [385245:-192623:1]
+397854 bx 2 [1,-1,1,-1780962221264,-914808018872825917] 0 [2] [-6163914:3081953:8]
+397854 by 1 [1,-1,1,-693489974,63502602930501] 1 [2] [98495:30784437:1] [-45655:22827:1]
+397854 by 2 [1,-1,1,-28492067894,1840320986989893] 1 [2] [17132995:2814406497:125] [730486:-365247:8]
+397854 bz 1 [1,-1,1,-51474704,-142173149709] 1 [2] [558154778695:77823635563239:25153757] [8285:-4143:1]
+397854 bz 2 [1,-1,1,-823657424,-9098257209357] 1 [2] [78892463272782107585:1440946993244321254593:2369392727030875] [-132554:66273:8]
+397854 ca 1 [1,-1,1,-532094,-153196599] 1 [2] [22065773688547053835:1904387532261684729411:2900163826922543] [845:-423:1]
+397854 ca 2 [1,-1,1,-8575664,-9663913767] 1 [2] [83840104703720639626255959554205850:6767024073552788247463177533207889983:10685288913456739344392895875000] [-13514:6753:8]
+397854 cb 1 [1,-1,1,4876414,51764759209] 0 []
+397854 cc 1 [1,-1,1,5074,-1738907] 1 [] [2966:55645:8]
+397854 cd 1 [1,-1,1,-10432316,-12966765057] 0 []
+397854 cd 2 [1,-1,1,-12508076,-7440015617] 0 []
+397854 ce 1 [1,-1,1,-171626,-27322711] 2 [] [-239:151:1] [601:8991:1]
+397854 cf 1 [1,-1,1,-2720291,1100218403] 0 []
+397854 cg 1 [1,-1,1,-2831,-36201] 1 [] [101:786:1]
+397854 ch 1 [1,-1,1,-164932286,815290333773] 0 []
+397854 ci 1 [1,-1,1,-36776,-2705301] 0 []
+397854 cj 1 [1,-1,1,-35341436,80876345663] 1 [] [445695:1475177:125]
+397854 ck 1 [1,-1,1,-314326463,-111152951369881] 1 [2] [36780660147:8956246799870:456533] [50259:-25130:1]
+397854 ck 2 [1,-1,1,-36631823423,-2666524672469401] 1 [2] [49079085959120289765:-20837946081330963605294:153259212365875] [-804138:402065:8]
+397854 cl 1 [1,-1,1,-151538,-21109071] 1 [2] [27087091559:91927759905:59776471] [-271:135:1]
+397854 cl 2 [1,-1,1,-497498,110355729] 1 [2] [-1020380:-104328339:8000] [4342:-2175:8]
+397855 a 1 [0,-1,1,129,1072] 0 []
+397855 b 1 [1,-1,0,-569,5358] 1 [] [2:64:1]
+397855 c 1 [1,0,1,-643,-617] 1 [] [-1:5:1]
+397858 a 1 [1,1,0,-48,-176] 1 [] [12:28:1]
+397859 a 1 [0,-1,1,275,-5591] 1 [] [13:3:1]
+397859 b 1 [0,0,1,107,3647] 1 [] [5444:50695:64]
+397860 a 1 [0,-1,0,-541,-95450] 2 [2] [59:273:1] [69:437:1] [50:0:1]
+397860 a 2 [0,-1,0,-34836,-2468664] 2 [2] [-114:90:1] [-102:-114:1] [-99:0:1]
+397860 b 1 [0,-1,0,-7241,-221970] 2 [2] [-46:108:1] [174:1938:1] [98:0:1]
+397860 b 2 [0,-1,0,-114116,-14799720] 2 [2] [-12444:-213:64] [3642:-41871:8] [-195:0:1]
+397860 c 1 [0,-1,0,-2225,40230] 1 [2] [22:38:1] [-54:0:1]
+397860 c 2 [0,-1,0,-35380,2573272] 1 [2] [874:-45:8] [109:0:1]
+397860 d 1 [0,-1,0,-77325,-8156250] 1 [2] [-155:285:1] [-174:0:1]
+397860 d 2 [0,-1,0,-146580,8769672] 1 [2] [474:6750:1] [349:0:1]
+397860 e 1 [0,-1,0,-32585,-2220150] 1 [2] [-95:95:1] [-114:0:1]
+397860 e 2 [0,-1,0,-65740,3097912] 1 [2] [254:-1650:1] [229:0:1]
+397860 f 1 [0,1,0,-76612356,-334393069500] 1 [3] [45012:9349710:1] [15696:1526526:1]
+397860 f 2 [0,1,0,-6701735196,-211170678105996] 1 [] [34662117:-4110255750:343]
+397860 g 1 [0,1,0,-13823241,19734071184] 2 [2] [-1905:197883:1] [189:130875:1] [2064:0:1]
+397860 g 2 [0,1,0,-8629116,34747170084] 2 [2] [-563640:72349794:343] [92880:21193374:125] [-4129:0:1]
+397860 h 1 [0,1,0,-1709781,-887859081] 1 [] [155626:21656079:8]
+397860 i 1 [0,1,0,219,279] 1 [] [2:27:1]
+397860 j 1 [0,1,0,-100,-700] 0 []
+397860 k 1 [0,1,0,-1205,-15672] 0 [2] [-24:0:1]
+397860 k 2 [0,1,0,-3580,62228] 0 [2] [47:0:1]
+397860 l 1 [0,1,0,-1585,-60892] 2 [2] [1632:7030:27] [736:19950:1] [52:0:1]
+397860 l 2 [0,1,0,-34740,-2501100] 2 [2] [-56760:-1125:512] [161070:4248125:216] [-105:0:1]
+397860 m 1 [0,1,0,-185,99408] 2 [2] [-29:285:1] [1:315:1] [-48:0:1]
+397860 m 2 [0,1,0,-33340,2300900] 2 [2] [320:-4950:1] [-40:1890:1] [95:0:1]
+397860 n 1 [0,1,0,-2965,61088] 1 [2] [-4:270:1] [32:0:1]
+397860 n 2 [0,1,0,-3820,22100] 1 [2] [-70:1875:8] [-65:0:1]
+397863 a 1 [1,-1,0,-1701,-26244] 2 [] [-1644:975:64] [-24:30:1]
+397864 a 1 [0,0,0,-9290,337009] 2 [] [612:31939:64] [48:41:1]
+397865 a 1 [1,1,0,-137,236] 1 [] [-8:34:1]
+397866 a 1 [1,0,1,-311,-2134] 1 [] [103785:394592:3375]
+397866 b 1 [1,0,1,-29809,-2491516] 0 []
+397866 c 1 [1,1,1,-1474,-22273] 0 []
+397866 d 1 [1,0,0,211,465] 2 [] [-2:7:1] [10:55:1]
+397866 e 1 [1,0,0,300191,273178313] 2 [] [-214:-14005:1] [56234:13307723:1]
+397867 a 1 [1,1,0,-30,59] 0 []
+397868 a 1 [0,1,0,-2589,-51745] 0 []
+397870 a 1 [1,-1,0,-1649,24093] 2 [2] [-46:55:1] [17:19:1] [18:-9:1]
+397870 a 2 [1,-1,0,1871,110685] 2 [2] [26:407:1] [721:19027:1] [-282:141:8]
+397870 b 1 [1,1,1,-365,7347] 2 [] [-51:2432:27] [25:108:1]
+397872 a 1 [0,0,0,-2379,-44659] 1 [] [-28:1:1]
+397872 b 1 [0,0,0,-3483,96714] 1 [] [37:136:1]
+397872 c 1 [0,0,0,-5201523,-4566089934] 1 [] [55218618:1063746404:19683]
+397872 d 1 [0,0,0,-11583,-509814] 1 [] [149114461865590:1528209272952361:813211271704]
+397872 e 1 [0,0,0,-2943,-59751] 1 [] [-238:307:8]
+397872 f 1 [0,0,0,-387,-3582] 0 []
+397872 g 1 [0,0,0,-577947,169114442] 1 [] [438410:23639:1000]
+397872 h 1 [0,0,0,-1287,18882] 1 [] [146:307:8]
+397872 i 1 [0,0,0,-327,2213] 0 []
+397872 j 1 [0,0,0,-21411,1205793] 0 []
+397873 a 1 [1,-1,1,-5485,157204] 0 [2] [41:-21:1]
+397873 a 2 [1,-1,1,-2970,300056] 0 [2] [-650:321:8]
+397876 a 1 [0,1,0,-1397,-20569] 2 [] [-22:1:1] [47090:142423:1000]
+397877 a 1 [1,-1,0,-4588,92697] 1 [] [-816:12575:27]
+397878 a 1 [1,1,0,1517,267799] 0 []
+397878 b 1 [1,1,0,-1385,-20427] 1 [2] [1434:5861:27] [-22:11:1]
+397878 b 2 [1,1,0,-1445,-18639] 1 [2] [72:-543:1] [342:-171:8]
+397878 c 1 [1,1,0,828,-3888] 0 []
+397878 d 1 [1,1,0,-5503,154855] 0 []
+397878 e 1 [1,0,1,-1126,-11080] 0 [2] [-11:5:1]
+397878 e 2 [1,0,1,2714,-69448] 0 [2] [174:-91:8]
+397878 f 1 [1,0,1,-1370,19388] 2 [2] [-27:205:1] [-4:159:1] [21:-11:1]
+397878 f 2 [1,0,1,-1190,24716] 2 [2] [-210:1661:8] [1095:-15913:125] [-338:165:8]
+397878 g 1 [1,0,1,-13367,-595942] 1 [] [1375944:1613303278:1]
+397878 h 1 [1,1,1,37303,5601215] 0 []
+397878 i 1 [1,1,1,-3933,-23781] 1 [] [-43:282:1]
+397878 j 1 [1,1,1,12,-21] 1 [] [84:-57:64]
+397878 k 1 [1,1,1,981,-11847] 0 []
+397878 l 1 [1,0,0,-58,-124] 0 []
+397878 m 1 [1,0,0,-45,153] 0 []
+397878 n 1 [1,0,0,-2767,101753] 1 [] [56:-379:1]
+397878 o 1 [1,0,0,-33861,-2401047] 0 []
+397881 a 1 [1,-1,0,-2232,-40257] 0 []
+397881 b 1 [1,-1,0,4149,-52380] 0 []
+397882 a 1 [1,0,0,-6986,-285916] 0 []
+397882 b 1 [1,0,0,-44,-124] 1 [] [1001362880:2865568366:68417929]
+397884 a 1 [0,-1,0,-4885,-144074] 1 [2] [153:1633:1] [82:0:1]
+397884 a 2 [0,-1,0,-80500,-8764184] 1 [2] [366:-3266:1] [-163:0:1]
+397885 a 1 [1,0,0,25,50] 1 [] [5:15:1]
+397887 a 1 [0,-1,1,149,6729] 0 []
+397887 b 1 [0,1,1,-425,3260] 2 [] [10:10:1] [16:28:1]
+397888 a 1 [0,0,0,6644,45003760] 1 [] [1061:35305:1]
+397888 b 1 [0,-1,0,223,-575] 0 []
+397888 c 1 [0,1,0,223,575] 1 [] [246:1585:27]
+397888 d 1 [0,0,0,6644,-45003760] 0 []
+397890 a 1 [1,-1,0,495,3325] 2 [] [-3:44:1] [3:68:1]
+397890 b 1 [1,-1,0,-66285,-6542969] 1 [] [-18005:12283:125]
+397890 c 1 [1,-1,0,-318510,-68582700] 0 []
+397890 d 1 [1,-1,0,-240435,-52904075] 0 []
+397890 e 1 [1,-1,0,-9099,-331835] 2 [] [1830:23765:8] [1839:77819:1]
+397890 f 1 [1,-1,0,-54339,-4051755] 0 []
+397890 g 1 [1,-1,1,-8753,108641] 1 [2] [-57:676:1] [87:-44:1]
+397890 g 2 [1,-1,1,-77873,-8268703] 1 [2] [-153:292:1] [-1386:689:8]
+397890 h 1 [1,-1,1,-3173,-27763] 1 [2] [12141:1331644:1] [-9:4:1]
+397890 h 2 [1,-1,1,11407,-220219] 1 [2] [1517595:166458818:125] [150:-79:8]
+397890 i 1 [1,-1,1,-489053,109886437] 1 [] [-593:14120:1]
+397890 j 1 [1,-1,1,-383,591] 1 [] [-19:36:1]
+397890 k 1 [1,-1,1,-3497,68649] 1 [2] [22:1929:8] [23:-12:1]
+397890 k 2 [1,-1,1,6223,375801] 1 [2] [790:10761:8] [-362:177:8]
+397892 a 1 [0,1,0,47,-144] 1 [] [9:33:1]
+397892 b 1 [0,0,0,31712,-1754956] 0 []
+397896 a 1 [0,-1,0,-279,1920] 2 [] [-7:59:1] [52:354:1]
+397896 b 1 [0,-1,0,-236379,44313420] 2 [] [281:1:1] [4939298:4779:17576]
+397896 c 1 [0,-1,0,-369,2997] 1 [] [9:18:1]
+397896 d 1 [0,1,0,-7744,259376] 1 [2] [20:336:1] [52:0:1]
+397896 d 2 [0,1,0,-10104,85680] 1 [2] [42:1449:8] [-105:0:1]
+397898 a 1 [1,-1,0,-327839,-61109939] 0 []
+397898 b 1 [1,1,0,-800119,-275807211] 1 [] [-632969949:318799773:1225043]
+397898 c 1 [1,1,1,-18113,-6436545] 1 [] [255:2240:1]
+397898 d 1 [1,-1,1,123,-265] 0 []
+397898 e 1 [1,-1,1,-2370,44993] 2 [] [9:151:1] [29:-9:1]
+397899 a 1 [0,0,1,-18,42] 2 [] [0:6:1] [18:25:8]
+397899 b 1 [0,0,1,-162,-1141] 2 [] [49:329:1] [169:2190:1]
+397900 a 1 [0,1,0,-102833,-12128912] 1 [2] [-207:575:1] [368:0:1]
+397900 a 2 [0,1,0,-1623708,-796900412] 1 [2] [-736:46:1] [-737:0:1]
+397900 b 1 [0,1,0,-2133,47863] 2 [] [-7:250:1] [13:150:1]
+397900 c 1 [0,-1,0,-3214658,-2218010063] 0 []
+397900 d 1 [0,0,0,-197425,33820125] 1 [] [780:18825:1]
+397900 e 1 [0,0,0,11200,4080500] 0 []
+397900 f 1 [0,1,0,-2248258,1296840613] 1 [] [-387:45925:1]
+397900 g 1 [0,1,0,3075842,9708552313] 1 [] [194898:86045875:1]
+397900 h 1 [0,1,0,-1558,-31487] 0 []
+397900 i 1 [0,-1,0,-31633,-1986738] 0 [2] [-78:0:1]
+397900 i 2 [0,-1,0,34492,-9260488] 0 [2] [157:0:1]
+397902 a 1 [1,1,0,-38151,-2106081] 0 []
+397902 b 1 [1,1,0,-5516,-167910] 0 []
+397902 c 1 [1,1,0,-870,-10188] 0 []
+397902 d 1 [1,1,0,-589,-3107] 2 [2] [-21:34:1] [13293:56741:343] [26:-13:1]
+397902 d 2 [1,1,0,-8109,-284355] 2 [2] [-53:34:1] [-17829:5802:343] [-426:213:8]
+397902 e 1 [1,1,0,-45478,5667220] 0 [2] [-260:130:1]
+397902 e 2 [1,1,0,-828838,290026900] 0 [2] [4150:-2075:8]
+397902 f 1 [1,0,1,-88,-1498] 0 []
+397902 g 1 [1,0,1,-181586,-28931740] 0 [2] [-211:105:1]
+397902 g 2 [1,0,1,59054,-99968668] 0 [2] [3374:-1691:8]
+397902 h 1 [1,0,1,-33010850,72998981246] 1 [] [3384:5005:1]
+397902 i 1 [1,0,1,-3649670,850005848] 1 [2] [213:8965:1] [1781:-891:1]
+397902 i 2 [1,0,1,-32985190,-72301046824] 1 [2] [-1210370:-3708844:343] [-28498:14245:8]
+397902 j 1 [1,0,1,-260,2306] 1 [] [246:1103:8]
+397902 k 1 [1,1,1,-20834,1143407] 2 [2] [-159:763:1] [-1:1079:1] [-167:83:1]
+397902 k 2 [1,1,1,-332914,73795631] 2 [2] [7643:-670209:1] [375:-1553:1] [2662:-1335:8]
+397902 l 1 [1,1,1,-260470323,1631032687473] 2 [2] [-5853:1721966:1] [-221:1299566:1] [-18653:9326:1]
+397902 l 2 [1,1,1,-4176901683,103901588077425] 2 [2] [37105:-88066:1] [42275:-1717650:1] [298438:-149223:8]
+397902 m 1 [1,1,1,32986022,-55943953177] 0 [2] [1577:-789:1]
+397902 m 2 [1,1,1,-169267738,-502682058265] 0 [2] [-25242:12617:8]
+397902 n 1 [1,1,1,-110602,-6998761] 1 [] [-281:1551:1]
+397902 o 1 [1,1,1,12401,-973531] 1 [] [8495:50022:125]
+397902 p 1 [1,0,0,-3165,43641] 0 []
+397902 q 1 [1,0,0,-31589,2223873] 2 [2] [-154:13523:8] [88:313:1] [-206:103:1]
+397902 q 2 [1,0,0,-509669,140006529] 2 [2] [3942:-25389:8] [141736:-83873:343] [3294:-1647:8]
+397902 r 1 [1,0,0,-228373,41984609] 2 [6] [-526:4343:1] [-304:9281:1] [86:4751:1]
+397902 r 2 [1,0,0,-213333,47756961] 2 [6] [-21779754:403365171:50653] [-1467984:45988593:4913] [510:8211:1]
+397902 r 3 [1,0,0,-469093,-60456847] 2 [2] [-584:4087:1] [-371783016:7891391323:970299] [-134:67:1]
+397902 r 4 [1,0,0,1607367,-449585451] 2 [2] [11067264402810:495876539604993:17373979000] [1680413768303869170:79102422128137959559:1309159066804875] [2142:-1071:8]
+397902 s 1 [1,0,0,-30065038,830050763324] 0 []
+397903 a 1 [0,1,1,61,-132] 1 [] [2:1:1]
+397904 a 1 [0,1,0,-104,932] 2 [] [-96:962:27] [8:26:1]
+397904 b 1 [0,1,0,-57104,-5276140] 2 [] [284:1222:1] [383:5402:1]
+397905 a 1 [0,1,1,-3086870,-2093972494] 1 [] [4015:224167:1]
+397905 b 1 [1,1,1,-228891,-42242256] 1 [] [588:4892:1]
+397905 c 1 [1,0,0,-155,-600] 2 [] [-5:-5:1] [-300:495:64]
+397905 d 1 [0,1,1,-326791,75086920] 0 []
+397905 e 1 [0,1,1,-5781,-171124] 0 []
+397905 f 1 [1,0,1,-865109,-303092629] 0 []
+397905 g 1 [1,0,1,-1696819878,-26903195194877] 0 []
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+398160 cj 1 [0,0,0,-222843,52992938] 1 [2] [166:4536:1] [-563:0:1]
+398160 cj 2 [0,0,0,-3863163,2922293162] 1 [2] [559:30618:1] [1126:0:1]
+398160 ck 1 [0,0,0,-52794363,146216549162] 0 [2] [3853:0:1]
+398160 ck 2 [0,0,0,-11506683,368930552618] 0 [2] [-7706:0:1]
+398160 cl 1 [0,0,0,-1263,-3922] 0 [2] [37:0:1]
+398160 cl 2 [0,0,0,-15483,-740518] 0 [2] [-74:0:1]
+398160 cm 1 [0,0,0,6612,-1554037] 0 [2] [97:0:1]
+398160 cm 2 [0,0,0,-167583,-25209718] 0 [2] [-194:0:1]
+398160 cn 1 [0,0,0,-768123,-374194998] 0 []
+398160 co 1 [0,0,0,-9588,360988] 0 []
+398160 cp 1 [0,0,0,-532803,5087128898] 1 [2] [-583928:33226193:512] [-1823:0:1]
+398160 cp 2 [0,0,0,-47718723,125515033922] 1 [2,2] [-5426:474012:1] [-7967:0:1] [3646:0:1]
+398160 cp 3 [0,0,0,-761221443,8083781672258] 1 [2] [7000391084:1651986875:438976] [15934:0:1]
+398160 cp 4 [0,0,0,-89190723,-125365682878] 1 [2,2] [-10608301:374588928:1331] [-8642:0:1] [-1439:0:1]
+398160 cp 5 [0,0,0,325702077,-961208717758] 1 [2] [6302054:1103271498:1331] [2878:0:1]
+398160 cp 6 [0,0,0,-1167635523,-15345888523198] 1 [2] [-212096698:1013075539:10648] [-20162:0:1]
+398160 cq 1 [0,0,0,-35873283,-82377285118] 1 [2] [-1406822048124641:4186770472304640:425089379359] [6913:0:1]
+398160 cq 2 [0,0,0,-573350403,-5284188347902] 1 [2,2] [-12038123926267288686722:-245915929059298601400:870745858159526497] [-13826:0:1] [-13823:0:1]
+398160 cq 3 [0,0,0,-572728323,-5296226964478] 1 [2] [205814886442:-18328756431636:6539203] [27646:0:1]
+398160 cq 4 [0,0,0,-9173606403,-338188057749502] 1 [2] [-545211960711077956032935779197438079837079722:-76770514286024906786075012660033326104:9859524054545627895210825496004967089141] [-55298:0:1]
+398160 cr 1 [0,0,0,72,13823] 0 [2] [-23:0:1]
+398160 cr 2 [0,0,0,-8223,280922] 0 [2] [46:0:1]
+398160 cs 1 [0,0,0,-364908,-84803812] 1 [] [-43195:21609:125]
+398160 ct 1 [0,0,0,-3783,-73978] 1 [2] [-46:52:1] [-47:0:1]
+398160 ct 2 [0,0,0,-18003,861698] 1 [2] [-149:486:1] [94:0:1]
+398160 cu 1 [0,0,0,-3618,78867] 0 [2] [-69:0:1]
+398160 cu 2 [0,0,0,-56943,5230062] 0 [2] [138:0:1]
+398160 cv 1 [0,0,0,-568812,165341059] 1 [2] [393:1580:1] [-871:0:1]
+398160 cv 2 [0,0,0,-9104367,10573596826] 1 [2] [13906:-2205:8] [1742:0:1]
+398160 cw 1 [0,0,0,-7587,83106] 0 [2] [81:0:1]
+398160 cw 2 [0,0,0,-68067,-6775326] 0 [2] [-162:0:1]
+398160 cx 1 [0,0,0,-57231732,-8808927181] 0 [2] [-7487:0:1]
+398160 cx 2 [0,0,0,-611900607,5805119286794] 0 [2] [14974:0:1]
+398160 cx 3 [0,0,0,-3272345292,-72050155712449] 0 [2] [-33083:0:1]
+398160 cx 4 [0,0,0,-3327892167,-69477435540574] 0 [2] [66166:0:1]
+398160 cy 1 [0,0,0,-2979462,-3764034209] 2 [2] [3327:-152150:1] [5363080:-540475497:512] [2171:0:1]
+398160 cy 2 [0,0,0,-58780767,-173366520626] 2 [2] [-4467:-8500:1] [-4390:-8748:1] [-4342:0:1]
+398160 cz 1 [0,0,0,-3387,1618234] 2 [2] [-87:1120:1] [53:-1260:1] [-127:0:1]
+398160 cz 2 [0,0,0,-228387,41623234] 2 [2] [-187:-8820:1] [303:490:1] [254:0:1]
+398160 da 1 [0,0,0,-1902,110959] 2 [2] [-25:378:1] [39:310:1] [-61:0:1]
+398160 da 2 [0,0,0,-48207,4065406] 2 [2] [-115:2844:1] [77:900:1] [122:0:1]
+398160 db 1 [0,0,0,-221787,38221066] 1 [2] [-73:7350:1] [221:0:1]
+398160 db 2 [0,0,0,154533,154654474] 1 [2] [-67:-12000:1] [-442:0:1]
+398160 dc 1 [0,0,0,-1958547,1049743186] 1 [2] [1202:20790:1] [761:0:1]
+398160 dc 2 [0,0,0,-852627,2227990354] 1 [2] [-337:-49770:1] [-1522:0:1]
+398160 dd 1 [0,0,0,-19092,653564] 1 [] [-77560:134991:512]
+398160 de 1 [0,0,0,-493932,-133613044] 1 [] [-111435415:8523:274625]
+398160 df 1 [0,0,0,-7587,300834] 1 [] [63:270:1]
+398160 dg 1 [0,0,0,-19227,911626] 0 [2] [101:0:1]
+398160 dg 2 [0,0,0,-76107,-7131206] 0 [2] [-202:0:1]
+398160 dh 1 [0,0,0,-3387,-75206] 1 [2] [69:140:1] [-31:0:1]
+398160 dh 2 [0,0,0,-867,-184574] 1 [2] [141:-1580:1] [62:0:1]
+398160 di 1 [0,0,0,-14412,-665341] 0 [2] [-71:0:1]
+398160 di 2 [0,0,0,-17967,-311974] 0 [2] [142:0:1]
+398160 dj 1 [0,0,0,-4752,-146529] 1 [2] [19170:938007:8] [81:0:1]
+398160 dj 2 [0,0,0,-79407,-8612406] 1 [2] [6593006:320840225:2744] [-162:0:1]
+398160 dk 1 [0,0,0,46428,-3059089] 1 [2] [30148:710775:64] [61:0:1]
+398160 dk 2 [0,0,0,-241527,-27650446] 1 [2] [-1726:30375:8] [-122:0:1]
+398160 dl 1 [0,0,0,-3193707,-1971390566] 1 [2] [3148982922165795:317582393806340096:300090152375] [-1291:0:1]
+398160 dl 2 [0,0,0,-12225387,14352467866] 1 [2,2] [-15761414:-704380950:4913] [-3979:0:1] [1397:0:1]
+398160 dl 3 [0,0,0,-188585067,996781701274] 1 [4] [1061505:10976576:125] [9143:191970:1]
+398160 dl 4 [0,0,0,19627413,76650174106] 1 [2] [-2461991101830:-251550024068758:1349232625] [-2794:0:1]
+398160 dm 1 [0,0,0,-174207,27986366] 0 [2] [241:0:1]
+398160 dm 2 [0,0,0,-174387,27925634] 0 [2,2] [-482:0:1] [229:0:1]
+398160 dm 3 [0,0,0,-89067,55279226] 0 [2] [-458:0:1]
+398160 dm 4 [0,0,0,-262587,-3314806] 0 [2] [-506:0:1]
+398160 dn 1 [0,0,0,-16413070827,809343638012954] 0 []
+398160 dn 2 [0,0,0,-14089776987,1046503739731466] 0 []
+398160 do 1 [0,0,0,-7198707,7434124994] 1 [2] [1453:6480:1] [1549:0:1]
+398160 do 2 [0,0,0,-7196187,7439589866] 1 [2] [11666:54675:8] [-3098:0:1]
+398160 dp 1 [0,0,0,-138267,13220874] 2 [2] [-377:3430:1] [-177:5670:1] [309:0:1]
+398160 dp 2 [0,0,0,-879147,-307283814] 2 [2] [-539:-3160:1] [-13011:57050:27] [-618:0:1]
+398160 dq 1 [0,0,0,-15750342,-18458878401] 1 [2] [183583:78640550:1] [-1317:0:1]
+398160 dq 2 [0,0,0,36984033,-115690519026] 1 [2] [2713:-67940:1] [2634:0:1]
+398160 dr 1 [0,0,0,91653,780586] 1 [] [77:2880:1]
+398160 ds 1 [0,0,0,-6627,270146] 1 [] [47:250:1]
+398160 dt 1 [0,0,0,5013,317466] 0 []
+398160 du 1 [0,0,0,-552,-3764] 1 [] [50:306:1]
+398160 dv 1 [0,0,0,-36867,113283074] 0 []
+398160 dv 2 [0,0,0,331773,-3057094654] 0 []
+398160 dv 3 [0,0,0,-149376387,-702784752766] 0 []
+398160 dw 1 [0,0,0,-753402,448786879] 1 [2] [10304749161:2091463823980:250047] [-1081:0:1]
+398160 dw 2 [0,0,0,-14514807,21275297206] 1 [2,2] [-33134:-813645:8] [-4399:0:1] [2162:0:1]
+398160 dw 3 [0,0,0,-232208787,1361965442434] 1 [4] [442043320482:-772846550:50243409] [8723:12150:1]
+398160 dw 4 [0,0,0,-17003307,13481812906] 1 [2] [-24609726:-585891845:5832] [-4474:0:1]
+398160 dx 1 [0,0,0,170853,-10649014] 1 [2] [9988:284895:64] [61:0:1]
+398160 dx 2 [0,0,0,-739227,-88369846] 1 [2] [-662:10530:1] [-122:0:1]
+398160 dy 1 [0,0,0,-17307,828746] 1 [2] [-89:1290:1] [61:0:1]
+398160 dy 2 [0,0,0,13413,3452234] 1 [2] [4105:-247744:125] [-122:0:1]
+398160 dz 1 [0,0,0,-32367,1439566] 0 [2] [-199:0:1]
+398160 dz 2 [0,0,0,-464547,121844914] 0 [2,2] [-787:0:1] [389:0:1]
+398160 dz 3 [0,0,0,-7432347,7798966954] 0 [2] [1574:0:1]
+398160 dz 4 [0,0,0,-411627,150665146] 0 [4] [407:7110:1]
+398160 ea 1 [0,0,0,-507,14506] 0 []
+398160 eb 1 [0,0,0,-18387,-1528686] 0 []
+398160 ec 1 [0,0,0,-18115467,-29690251974] 1 [] [6087:292530:1]
+398160 ed 1 [0,0,0,-26682,-1084081] 0 [2] [-137:0:1]
+398160 ed 2 [0,0,0,-174807,27326294] 0 [2] [274:0:1]
+398160 ee 1 [0,0,0,-86187,960986] 0 [2] [-299:0:1]
+398160 ee 2 [0,0,0,-996267,381920474] 0 [2] [598:0:1]
+398160 ef 1 [0,0,0,-402,-2921] 1 [2] [-110:21:8] [23:0:1]
+398160 ef 2 [0,0,0,-6327,-193706] 1 [2] [-126210:883:2744] [-46:0:1]
+398160 eg 1 [0,0,0,-845472,-298912336] 0 []
+398160 eh 1 [0,0,0,-1037847,406955414] 1 [2] [593:200:1] [589:0:1]
+398160 eh 2 [0,0,0,-1052427,394932746] 1 [2,2] [-653:28350:1] [-1178:0:1] [481:0:1]
+398160 eh 3 [0,0,0,739293,1601476994] 1 [2] [-337:36250:1] [-962:0:1]
+398160 eh 4 [0,0,0,-3077427,-1581062254] 1 [2] [-683:-14220:1] [-1394:0:1]
+398160 ei 1 [0,0,0,-91227,10582346] 2 [2] [-323:2520:1] [-113:4410:1] [181:0:1]
+398160 ei 2 [0,0,0,-126507,1642394] 2 [2,2] [-337:2450:1] [-137:4050:1] [-362:0:1] [13:0:1]
+398160 ei 3 [0,0,0,503493,13108394] 2 [2] [53:-6320:1] [703:26730:1] [-26:0:1]
+398160 ei 4 [0,0,0,-1320987,-581980534] 2 [2] [-235039:413750:343] [-16971:-1250:27] [-698:0:1]
+398160 ej 1 [0,0,0,708,-709] 1 [2] [15195:360872:27] [1:0:1]
+398160 ej 2 [0,0,0,-2847,-5686] 1 [2] [-50:-108:1] [-2:0:1]
+398160 ek 1 [0,0,0,648,-373221] 1 [2] [3954:87885:8] [69:0:1]
+398160 ek 2 [0,0,0,-74007,-7584894] 1 [2] [114342:2176975:216] [-138:0:1]
+398160 el 1 [0,0,0,-4942313067,-52534907834726] 0 [2] [-10891:0:1]
+398160 el 2 [0,0,0,17990044053,-402193729786214] 0 [2] [21782:0:1]
+398160 em 1 [0,0,0,-85347,13859074] 1 [] [965:28812:1]
+398160 en 1 [0,0,0,-46227,-6077486] 0 []
+398160 eo 1 [0,0,0,-248667,-47719926] 1 [2] [-2286:525:8] [-291:0:1]
+398160 eo 2 [0,0,0,-275547,-36769014] 1 [2] [957:24000:1] [582:0:1]
+398160 ep 1 [0,0,0,-169975999947,-17235858241809286] 0 [2] [-346811:0:1]
+398160 ep 2 [0,0,0,-1124264046027,446104769926861946] 0 [2] [693622:0:1]
+398160 eq 1 [0,0,0,-1125192,-332211476] 2 [] [-23154:38710:27] [4058:-248850:1]
+398160 er 1 [0,0,0,4173,3539954] 2 [] [-47:1800:1] [353:7000:1]
+398160 es 1 [0,0,0,2013,-24446] 0 []
+398160 et 1 [0,0,0,618,-18601] 1 [2] [1006285:4029374:42875] [19:0:1]
+398160 et 2 [0,0,0,-7887,-244834] 1 [2] [-20909:33300:343] [-38:0:1]
+398160 eu 1 [0,0,0,-712767,-223759874] 0 [2] [-559:0:1]
+398160 eu 2 [0,0,0,-1836147,655397314] 0 [2,2] [-1507:0:1] [389:0:1]
+398160 eu 3 [0,0,0,-26721147,53157770314] 0 [2] [3014:0:1]
+398160 eu 4 [0,0,0,5074773,4419084346] 0 [4] [1847:141750:1]
+398160 ev 1 [0,0,0,-55443792,-154303732816] 1 [] [-254819923930:721911078693:52313624]
+398160 ew 1 [0,0,0,-612,5724] 0 []
+398160 ex 1 [0,0,0,-101307,-15619606] 0 []
+398160 ey 1 [0,0,0,933,-11734] 1 [] [151:1890:1]
+398160 ez 1 [0,0,0,-68547,-4327486] 1 [2] [-185:1422:1] [289:0:1]
+398160 ez 2 [0,0,0,-978627,-372545854] 1 [2] [-569:270:1] [-578:0:1]
+398160 fa 1 [0,0,0,-2188227,-1063308206] 0 [2] [-571:0:1]
+398160 fa 2 [0,0,0,3862293,-5900093894] 0 [2] [1142:0:1]
+398160 fb 1 [0,0,0,-3983017827,-31044913239454] 1 [2] [116590:33006204:1] [-7919:0:1]
+398160 fb 2 [0,0,0,14991412893,-241406836859806] 1 [2] [114613994:54685278900:1331] [15838:0:1]
+398160 fc 1 [0,0,0,-1518492,-657705701] 0 [2] [1409:0:1]
+398160 fc 2 [0,0,0,-23705247,-44423298614] 0 [2] [-2818:0:1]
+398160 fd 1 [0,0,0,-3807,-89154] 0 [2] [-39:0:1]
+398160 fd 2 [0,0,0,-7587,117234] 0 [2] [78:0:1]
+398160 fe 1 [0,0,0,933,-47126] 1 [] [33:140:1]
+398160 ff 1 [0,0,0,406053,11443626] 1 [] [8999935725:340592474538:20796875]
+398160 fg 1 [0,0,0,-5112147,43941815314] 0 []
+398160 fh 1 [0,0,0,-31107,31106] 0 [2] [1:0:1]
+398160 fh 2 [0,0,0,124413,248834] 0 [2] [-2:0:1]
+398160 fi 1 [0,0,0,933,260426] 1 [2] [22:540:1] [-59:0:1]
+398160 fi 2 [0,0,0,-55947,4958714] 1 [2] [-17:2430:1] [118:0:1]
+398160 fj 1 [0,0,0,-61767,-10417626] 0 [2] [309:0:1]
+398160 fj 2 [0,0,0,-1185147,-496391814] 0 [2,2] [-639:0:1] [-618:0:1]
+398160 fj 3 [0,0,0,-1384227,-318294846] 0 [2] [1278:0:1]
+398160 fj 4 [0,0,0,-18960147,-31776836814] 0 [2] [-2514:0:1]
+398160 fk 1 [0,0,0,-36252,-2656341] 0 [2] [-111:0:1]
+398160 fk 2 [0,0,0,-39807,-2103894] 0 [2] [222:0:1]
+398160 fl 1 [0,0,0,-93432,10100284] 1 [] [230:882:1]
+398160 fm 1 [0,0,0,-6378672,1655874736] 1 [] [1906:97875:8]
+398160 fn 1 [0,0,0,-1812,28159] 0 [2] [29:0:1]
+398160 fn 2 [0,0,0,-5367,-116174] 0 [2] [-58:0:1]
+398160 fo 1 [0,0,0,-113412,384381191] 1 [2] [-4174:138915:8] [-779:0:1]
+398160 fo 2 [0,0,0,-8648967,9693257474] 1 [2] [48914:-3444525:8] [1558:0:1]
+398164 a 1 [0,0,0,28561,-6683274] 0 []
+398164 b 1 [0,0,0,67600,-10220444] 1 [] [312:6422:1]
+398164 c 1 [0,0,0,169,-3042] 0 []
+398164 d 1 [0,-1,0,-1133877,-464778367] 0 []
+398166 a 1 [1,1,0,-1746,27378] 1 [] [17:46:1]
+398166 b 1 [1,1,0,-21,237] 1 [] [94:291:8]
+398166 c 1 [1,0,1,-1437,20740] 2 [2] [-31:204:1] [5:114:1] [23:-12:1]
+398166 c 2 [1,0,1,-2247,-5504] 2 [2] [-34:195:1] [-4:60:1] [-370:181:8]
+398168 a 1 [0,1,0,55,91] 1 [] [-1:6:1]
+398170 a 1 [1,1,0,-125482,-17161324] 0 []
+398170 b 1 [1,1,0,-148,-1248] 1 [] [156:1872:1]
+398170 c 1 [1,1,0,87428,-79128894] 1 [] [1246098:19630701:2744]
+398170 d 1 [1,1,0,-61112,5789504] 0 []
+398170 e 1 [1,0,0,-861,5041] 3 [] [-22:127:1] [26:7:1] [36:127:1]
+398170 f 1 [1,1,1,-18635,-1257863] 1 [] [467:9366:1]
+398171 a 1 [1,0,1,-23,49] 1 [] [14:21:8]
+398174 a 1 [1,1,0,-146241,-21586571] 0 []
+398174 b 1 [1,1,0,-8453,307021] 1 [] [101:654:1]
+398174 c 1 [1,1,0,-6594396,11499529168] 1 [] [-922487348965:11190553542853:294079625]
+398174 c 2 [1,1,0,-640686491,6241629957277] 1 [] [-225991110588787079649455418082790:23556255171190517626205616485744043:9058307693022042017424659000]
+398174 d 1 [1,-1,0,-1136,-79024] 1 [] [52:-4:1]
+398174 e 1 [1,-1,0,-23,237] 2 [] [2:13:1] [62:453:1]
+398174 f 1 [1,0,1,-134580,-33545550] 1 [3] [148153795044:4666882832443:127263527] [690:13875:1]
+398174 f 2 [1,0,1,-13075235,-18199039778] 1 [] [97611278323211342394186:-9188545339323407406773149:9550446616478634264]
+398174 g 1 [1,0,1,3943,-198404] 0 []
+398174 h 1 [1,0,1,-173,-920] 1 [] [31792130:163546377:857375]
+398174 i 1 [1,0,0,-6714,-170780] 1 [] [-52:222:1]
+398174 j 1 [1,0,0,-2108,-25250] 0 []
+398174 k 1 [1,0,0,-3661477,2627699073] 1 [] [10902:935741:27]
+398174 l 1 [1,-1,1,2514,-1031719] 0 [2] [93:-47:1]
+398174 l 2 [1,-1,1,-139096,-19384375] 0 [2] [-1482:737:8]
+398174 m 1 [1,-1,1,37059,8438021] 2 [2] [-129:1288:1] [51:3208:1] [-145:72:1]
+398174 m 2 [1,-1,1,-464701,110596357] 2 [2] [-725:8488:1] [-215:14268:1] [2326:-1167:8]
+398174 n 1 [1,-1,1,-504685,133511893] 2 [2] [-17:11928:1] [139:8056:1] [-817:408:1]
+398174 n 2 [1,-1,1,-7999725,8710835669] 2 [2] [96532:503981:64] [1707:-6056:1] [13078:-6543:8]
+398174 o 1 [1,-1,1,-32080,-2007309] 1 [2] [2655:135137:1] [205:-103:1]
+398174 o 2 [1,-1,1,-500520,-136168525] 1 [2] [336655:16623489:125] [-3274:1633:8]
+398174 p 1 [1,-1,1,-134980,-13835321] 0 []
+398174 q 1 [1,-1,1,-34,-269279] 1 [2] [163:1927:1] [65:-33:1]
+398174 q 2 [1,-1,1,-62754,-5939167] 1 [2,2] [291:-761:1] [289:-145:1] [-159:79:1]
+398174 q 3 [1,-1,1,-129394,8934881] 1 [2] [1082085:-2481743:3375] [2550:-1279:8]
+398174 q 4 [1,-1,1,-999634,-384438687] 1 [2] [93979:28761455:1] [-4618:2305:8]
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+398352 z 1 [0,1,0,-800,13092] 2 [] [-262:579:8] [112:1158:1]
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+398352 bb 1 [0,1,0,-4192,-100492] 1 [2] [122:1104:1] [74:0:1]
+398352 bb 2 [0,1,0,-66112,-6564940] 1 [2] [380:-4830:1] [-149:0:1]
+398352 bc 1 [0,1,0,128,-26188] 1 [] [44:258:1]
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+398352 bd 2 [0,1,0,-24832,1497860] 0 [2] [91:0:1]
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+398354 a 1 [1,0,1,-952,-273914] 0 []
+398354 b 1 [1,1,0,-45876,3762992] 0 []
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+398354 e 1 [1,1,1,108,725] 1 [] [3:31:1]
+398355 a 1 [0,-1,1,-2471,53036] 1 [] [2010:14174:27]
+398355 b 1 [0,1,1,15,26] 1 [] [138:424:27]
+398358 a 1 [1,-1,0,-176595,28616309] 2 [] [254:189:1] [287:1086:1]
+398358 b 1 [1,-1,1,-19622,-1053323] 0 []
+398359 a 1 [0,0,1,-755,-8111] 1 [] [10662:59003:216]
+398360 a 1 [0,1,0,-56216,5111584] 2 [] [132:-92:1] [1162:1425:8]
+398360 b 1 [0,1,0,-4025,98923] 2 [] [46:-115:1] [51:170:1]
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+398361 a 1 [0,1,1,-324,-2401] 0 []
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+398366 b 1 [1,1,1,-222,1321] 1 [] [6710:10051:1000]
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+398368 a 1 [0,1,0,-6,-332] 2 [] [74:177:8] [24:118:1]
+398368 b 1 [0,-1,0,-6,332] 1 [] [2:18:1]
+398370 a 1 [1,1,0,46427,3665677] 1 [] [218:4811:1]
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+398370 q 3 [1,0,1,-1182788,1635222656] 1 [2] [-5100:1164449:27] [-12050:6021:8]
+398370 q 4 [1,0,1,-2495008,199564208] 1 [2] [22:-12040:1] [-12946:6469:8]
+398370 r 1 [1,0,1,947,-10552] 1 [] [19:110:1]
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+398370 t 1 [1,0,1,-5060158,-4397584432] 0 []
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+398370 ba 1 [1,1,1,-12096351,-16198128507] 0 []
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+398370 bd 1 [1,1,1,-480446,-121002757] 1 [] [-463:1799:1]
+398370 bd 2 [1,1,1,-54311846,154037238683] 1 [] [-12314:3875977:8]
+398370 be 1 [1,1,1,-64191,1273509] 1 [] [-29:1778:1]
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+398370 bg 1 [1,1,1,-550026,156779223] 1 [] [427:-187:1]
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+398370 bj 1 [1,1,1,14405,1002245] 2 [2] [-25:804:1] [230:9485:8] [-57:28:1]
+398370 bj 2 [1,1,1,-105645,10462185] 2 [2] [46420:-1161049:64] [2470:-22995:8] [902:-455:8]
+398370 bk 1 [1,1,1,23960,-10055095] 0 []
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+398370 br 1 [1,0,0,-27686226,54255286980] 2 [2] [-4224:311694:1] [-2712:332106:1] [2580:-1290:1]
+398370 br 2 [1,0,0,10892454,193609194876] 2 [2] [-3090:362724:1] [-1254:422502:1] [-41282:20641:8]
+398370 bs 1 [1,0,0,-49001,4168905] 2 [4] [-206:2455:1] [-164:2875:1] [88:691:1]
+398370 bs 2 [1,0,0,-57821,2561901] 2 [2,2] [-1690:19367:8] [-170:2821:1] [-2082:1041:8] [46:-23:1]
+398370 bs 3 [1,0,0,199429,19180251] 2 [2] [-90:32967:8] [14730:1235311:216] [-738:369:8]
+398370 bs 4 [1,0,0,-456191,-116869425] 2 [2] [-2324682:8715887:5832] [-193272:740565:512] [-3426:1713:8]
+398370 bt 1 [1,0,0,-14596,525776] 1 [2] [116:-688:1] [-136:68:1]
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+398370 ch 1 [1,0,0,-3432082550,-77236034951118] 1 [] [-276538:2638739:8]
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+398400 bg 2 [0,-1,0,-1416033,649043937] 2 [2] [681:288:1] [236341:-25500:343] [687:0:1]
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+398400 bp 2 [0,-1,0,-7013,229077] 1 [] [68:249:1]
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+398400 fm 1 [0,1,0,-160833,33110463] 0 []
+398400 fn 1 [0,1,0,-8,-762] 0 []
+398400 fo 1 [0,1,0,-1033,371063] 2 [2] [-37:600:1] [13:600:1] [-77:0:1]
+398400 fo 2 [0,1,0,-84033,9252063] 2 [2] [3:-3000:1] [5331:-17000:27] [153:0:1]
+398400 fp 1 [0,1,0,-1473,21663] 1 [] [27:48:1]
+398400 fq 1 [0,1,0,1567,-19137] 1 [] [43:360:1]
+398400 fr 1 [0,1,0,-48033,-18287937] 2 [2] [387:4608:1] [413:5700:1] [323:0:1]
+398400 fr 2 [0,1,0,-1376033,-619871937] 2 [2] [-701:864:1] [90831:-4892500:27] [-647:0:1]
+398400 fs 1 [0,1,0,6967,579063] 0 [2] [-57:0:1]
+398400 fs 2 [0,1,0,-76033,7136063] 0 [2] [113:0:1]
+398400 ft 1 [0,1,0,39167,2470463] 0 []
+398400 fu 1 [0,1,0,-36833,-2781537] 1 [] [583:13200:1]
+398400 fv 1 [0,1,0,-1233,39663] 0 []
+398400 fv 2 [0,1,0,10767,-908337] 0 []
+398400 fw 1 [0,1,0,-910808,334267638] 0 []
+398400 fx 1 [0,1,0,-6433,-267457] 0 []
+398400 fy 1 [0,1,0,-548333,-156467037] 0 []
+398400 fz 1 [0,1,0,-8833,-385537] 1 [] [133:900:1]
+398400 ga 1 [0,1,0,1667,2963] 2 [] [-1:36:1] [14:171:1]
+398400 gb 1 [0,1,0,-150501833,710672213463] 1 [] [3733:448200:1]
+398400 gc 1 [0,1,0,71167,8303583] 1 [] [217:5832:1]
+398400 gd 1 [0,1,0,-16333,-843037] 0 []
+398400 ge 1 [0,1,0,-933,11523] 0 []
+398400 gf 1 [0,1,0,-50833,-4459537] 1 [] [34405:196704:125]
+398400 gg 1 [0,1,0,-5833,805463] 0 []
+398400 gh 1 [0,1,0,-5333,723963] 1 [] [-17:900:1]
+398400 gi 1 [0,1,0,-993,-82017] 0 []
+398400 gj 1 [0,1,0,-24833,10202463] 0 []
+398400 gk 1 [0,1,0,-213,-5877] 1 [] [39:216:1]
+398400 gl 1 [0,1,0,-233,-6537] 1 [] [37:192:1]
+398400 gm 1 [0,1,0,-2033,34863] 1 [] [37:108:1]
+398400 gn 1 [0,1,0,-23333,-1487037] 0 []
+398400 go 1 [0,1,0,-653,6483] 2 [] [7:48:1] [19:36:1]
+398400 gp 1 [0,1,0,1779167,-1034389537] 1 [] [533:8100:1]
+398400 gq 1 [0,1,0,-6020073,-5687785737] 0 []
+398400 gr 1 [0,1,0,67,3] 0 []
+398400 gs 1 [0,1,0,-353,2943] 1 [] [9:24:1]
+398400 gt 1 [0,1,0,-21933,1242963] 0 []
+398400 gu 1 [0,1,0,-1653,25323] 1 [2] [1508:213:64] [23:0:1]
+398400 gu 2 [0,1,0,-1553,28623] 1 [2] [122:-747:8] [-47:0:1]
+398400 gv 1 [0,1,0,-9064193,10507003743] 0 [2] [-3477:0:1]
+398400 gv 2 [0,1,0,-145051393,672356706143] 0 [2] [6953:0:1]
+398400 gw 1 [0,1,0,-167908,-26627062] 1 [2] [2620868:530348337:64] [473:0:1]
+398400 gw 2 [0,1,0,-2689033,-1698132937] 1 [2] [-4653461:-6000:4913] [-947:0:1]
+398400 gx 1 [0,1,0,-349633,73128863] 0 [2] [-677:0:1]
+398400 gx 2 [0,1,0,-5469633,4921768863] 0 [2] [1353:0:1]
+398400 gy 1 [0,1,0,-207633,36346863] 1 [2] [-457:6000:1] [263:0:1]
+398400 gy 2 [0,1,0,-209633,35608863] 1 [2,2] [-12354:161875:27] [-527:0:1] [223:0:1]
+398400 gy 3 [0,1,0,90367,129508863] 1 [2] [-3420942:62715925:9261] [-447:0:1]
+398400 gy 4 [0,1,0,-541633,-105491137] 1 [2] [-76951:-750000:343] [-607:0:1]
+398400 gz 1 [0,1,0,-6633,139863] 1 [2] [-22:525:1] [23:0:1]
+398400 gz 2 [0,1,0,18367,964863] 1 [2] [2406:49175:27] [-47:0:1]
+398400 ha 1 [0,1,0,44867,5255363] 0 [2] [-97:0:1]
+398400 ha 2 [0,1,0,-319633,54462863] 0 [2,2] [-637:0:1] [193:0:1]
+398400 ha 3 [0,1,0,-4801633,4047924863] 0 [2] [1273:0:1]
+398400 ha 4 [0,1,0,-1669633,-783887137] 0 [2] [-887:0:1]
+398400 hb 1 [0,1,0,-10605633,-5846083137] 1 [2] [-722916318411:30179721216000:353393243] [3503:0:1]
+398400 hb 2 [0,1,0,-141677633,-648754243137] 1 [2,2] [-29109697644941942:54541847127470625:4299735587581] [-7007:0:1] [-6737:0:1]
+398400 hb 3 [0,1,0,-114029633,-909502531137] 1 [2] [1869762489039720978283286613362:746673204214077520863901936453125:11670003122872718067394769] [13473:0:1]
+398400 hb 4 [0,1,0,-2266477633,-41532031043137] 1 [2] [-3058868791537:-9290208000:111284641] [-27487:0:1]
+398400 hc 1 [0,1,0,-655408,-204446062] 0 [2] [-467:0:1]
+398400 hc 2 [0,1,0,-645033,-211220937] 0 [2] [933:0:1]
+398400 hd 1 [0,1,0,-88033,-10083937] 0 []
+398400 he 1 [0,1,0,-64033,5492063] 2 [2] [-22:2625:1] [53:1500:1] [103:0:1]
+398400 he 2 [0,1,0,95967,28692063] 2 [2] [-57:-4800:1] [693:20700:1] [-207:0:1]
+398400 hf 1 [0,1,0,-76033,8036063] 1 [2] [173:300:1] [163:0:1]
+398400 hf 2 [0,1,0,-96033,3456063] 1 [2] [-237:3600:1] [-327:0:1]
+398400 hg 1 [0,1,0,169026367,-268009015137] 0 [2] [1563:0:1]
+398400 hg 2 [0,1,0,-712765633,-2198251703137] 0 [2,2] [-24997:0:1] [-3127:0:1]
+398400 hg 3 [0,1,0,-6521437633,201076224936863] 0 [2] [49993:0:1]
+398400 hg 4 [0,1,0,-9012765633,-328994151703137] 0 [2] [-56247:0:1]
+398400 hh 1 [0,1,0,-21633,148863] 1 [2] [-4074:575:27] [143:0:1]
+398400 hh 2 [0,1,0,-221633,-40051137] 1 [2,2] [-94280358:3756025:328509] [-287:0:1] [-257:0:1]
+398400 hh 3 [0,1,0,-101633,-83131137] 1 [2] [813668949791178:501755308930225:1585650197781] [513:0:1]
+398400 hh 4 [0,1,0,-3541633,-2566571137] 1 [2] [-250889232756322902:95352120712225:230808902074821] [-1087:0:1]
+398400 hi 1 [0,1,0,-725633,233620863] 1 [2] [-737:19200:1] [543:0:1]
+398400 hi 2 [0,1,0,-1525633,-375179137] 1 [2,2] [-862:17325:1] [-1087:0:1] [-257:0:1]
+398400 hi 3 [0,1,0,5114367,-2758939137] 1 [4] [1774278:106723575:1331] [2943:194400:1]
+398400 hi 4 [0,1,0,-20965633,-36941819137] 1 [2] [-900466:1190475:343] [-2687:0:1]
+398400 hj 1 [0,1,0,-14508,-1385262] 0 [2] [153:0:1]
+398400 hj 2 [0,1,0,-294633,-61612137] 0 [2] [-307:0:1]
+398400 hk 1 [0,1,0,-7633,246863] 0 [2] [43:0:1]
+398400 hk 2 [0,1,0,2367,856863] 0 [2] [-87:0:1]
+398400 hl 1 [0,1,0,-55512033,158676636063] 0 [2] [4103:0:1]
+398400 hl 2 [0,1,0,-30512033,302301636063] 0 [2] [-8207:0:1]
+398400 hm 1 [0,1,0,-226604833,-1313828677537] 1 [2] [81053207256732162581767:24110420467858703531507712:889436164336955873] [17383:0:1]
+398400 hm 2 [0,1,0,-3626284833,-84051840837537] 1 [2] [354450031695979444968649445866562032743:83777825962253101529696883153612043662648:3532181696180884823917394872214567] [-34767:0:1]
+398400 hn 1 [0,1,0,-41333,-3248037] 0 [2] [-117:0:1]
+398400 hn 2 [0,1,0,-38833,-3655537] 0 [2] [233:0:1]
+398400 ho 1 [0,1,0,6667,-332037] 1 [] [67:648:1]
+398400 hp 1 [0,1,0,-25833,-1614537] 0 []
+398400 hq 1 [0,1,0,187,-1557] 2 [] [7:12:1] [19:96:1]
+398400 hq 2 [0,1,0,-7013,-229077] 2 [] [127:972:1] [619:-15264:1]
+398400 hr 1 [0,1,0,-21120833,37576850463] 0 []
+398400 hr 2 [0,1,0,59879167,200370650463] 0 []
+398400 hs 1 [0,1,0,11127,-798057] 1 [] [417:8748:1]
+398400 ht 1 [0,1,0,697,-2157] 2 [] [34:249:1] [82:783:1]
+398400 hu 1 [0,1,0,17417,304463] 1 [] [1114:18675:8]
+398400 hv 1 [0,1,0,278167,100313463] 0 []
+398400 hw 1 [0,1,0,-844833,-300952737] 0 []
+398400 hw 2 [0,1,0,2395167,-1602007137] 0 []
+398400 hx 1 [0,1,0,4667,203963] 0 []
+398400 hx 2 [0,1,0,-175333,28283963] 0 []
+398400 hy 1 [0,1,0,-1033,12503] 1 [] [17:12:1]
+398400 hz 1 [0,1,0,267,2763] 1 [] [3:60:1]
+398400 ia 1 [0,1,0,16367,-8813137] 0 []
+398400 ib 1 [0,1,0,-88033,-10275937] 1 [2] [29764909:601996800:50653] [343:0:1]
+398400 ib 2 [0,1,0,-1416033,-649043937] 1 [2] [519458773982043:-12685547945152000:310426252011] [-687:0:1]
+398400 ic 1 [0,1,0,51667,-9917037] 0 []
+398400 id 1 [0,1,0,-1233,-5658417] 1 [] [1089:35856:1]
+398400 ie 1 [0,1,0,-134433,-19065537] 1 [] [1017:29952:1]
+398400 if 1 [0,1,0,7,423] 1 [] [9:36:1]
+398400 ig 1 [0,1,0,-711733,-231357037] 1 [] [119716:4519101:64]
+398400 ih 1 [0,1,0,3327,-94977] 1 [] [69:684:1]
+398400 ii 1 [0,1,0,-160833,37670463] 0 []
+398400 ij 1 [0,1,0,3087,18063] 1 [] [9:216:1]
+398400 ik 1 [0,1,0,-41876833,104291938463] 1 [] [3733:300:1]
+398400 il 1 [0,1,0,-673,279263] 1 [] [949:29244:1]
+398400 im 1 [0,1,0,-16833,-34941537] 1 [] [121919:695400:343]
+398400 in 1 [0,1,0,-1675073,-835005537] 1 [] [1280142941:58684184784:456533]
+398400 io 1 [0,1,0,77167,-2103537] 1 [] [277:6372:1]
+398400 ip 1 [0,1,0,-6433,-303937] 0 []
+398400 iq 1 [0,1,0,83167,12038463] 1 [] [9:3576:1]
+398400 ir 1 [0,1,0,-17793333,28884042963] 1 [] [19242:21663:8]
+398400 is 1 [0,1,0,167,-52537] 0 []
+398400 it 1 [0,1,0,-3360833,2376470463] 1 [] [997:4212:1]
+398400 iu 1 [0,1,0,-30833,707240463] 1 [] [-467:24900:1]
+398400 iv 1 [0,1,0,2067,80163] 0 []
+398400 iw 1 [0,1,0,-121908,-20267562] 0 [2] [413:0:1]
+398400 iw 2 [0,1,0,-2075033,-1151126937] 0 [2,2] [-837:0:1] [-827:0:1]
+398400 iw 3 [0,1,0,-2200033,-1004751937] 0 [4] [4163:249000:1]
+398400 iw 4 [0,1,0,-33200033,-73641251937] 0 [2] [-3327:0:1]
+398400 ix 1 [0,1,0,-13633,1848863] 1 [] [-133:1152:1]
+398400 iy 1 [0,1,0,-548,4758] 1 [2] [543:1288:27] [13:0:1]
+398400 iy 2 [0,1,0,-473,6183] 1 [2] [-231:-2656:27] [-27:0:1]
+398400 iz 1 [0,1,0,-74433,-7840737] 1 [2] [333:2100:1] [-157:0:1]
+398400 iz 2 [0,1,0,-70433,-8716737] 1 [2] [113659:722700:343] [313:0:1]
+398400 ja 1 [0,1,0,-108033,10152063] 1 [2] [279:1344:1] [263:0:1]
+398400 ja 2 [0,1,0,-608033,-174347937] 1 [2] [-377:-1200:1] [-527:0:1]
+398400 jb 1 [0,1,0,-13708,-622162] 1 [2] [-461276103434679387260006:36336630335564774226375:6706874730396753956168] [-67:0:1]
+398400 jb 2 [0,1,0,-11833,-796537] 1 [2] [464048592009:-6755636289896:1740992427] [133:0:1]
+398400 jc 1 [0,1,0,-5624033,5023272063] 1 [2] [1693:18900:1] [1203:0:1]
+398400 jc 2 [0,1,0,775967,15807272063] 1 [2] [-315301:41042700:343] [-2407:0:1]
+398400 jd 1 [0,1,0,1867,36363] 0 [2] [-17:0:1]
+398400 jd 2 [0,1,0,-11633,346863] 0 [2] [33:0:1]
+398400 je 1 [0,1,0,90367,-5947137] 1 [2] [348972407518567:50072259855360000:16954786009] [63:0:1]
+398400 je 2 [0,1,0,-421633,-51515137] 1 [2,2] [-6935834:-24084375:12167] [-577:0:1] [-127:0:1]
+398400 je 3 [0,1,0,-3301633,2272644863] 1 [2] [897081401756675:-1906813516472676:772357234375] [1153:0:1]
+398400 je 4 [0,1,0,-5733633,-5283835137] 1 [2] [-482391:-120000:343] [-1407:0:1]
+398400 jf 1 [0,1,0,-224108,40760538] 0 [2] [273:0:1]
+398400 jf 2 [0,1,0,-224233,40712663] 0 [2,2] [-547:0:1] [263:0:1]
+398400 jf 3 [0,1,0,-143233,70601663] 0 [2] [-527:0:1]
+398400 jf 4 [0,1,0,-307233,7761663] 0 [2] [-567:0:1]
+398400 jg 1 [0,1,0,-4108,102038] 0 []
+398400 jh 1 [0,1,0,-8633,-310137] 1 [2] [9993:185752:27] [-57:0:1]
+398400 jh 2 [0,1,0,-13633,84863] 1 [2] [3549:-20584:27] [113:0:1]
+398403 a 1 [0,0,1,-30,-7380] 1 [] [20:4:1]
+398406 a 1 [1,1,0,52,90] 2 [] [-10:45:8] [5:20:1]
+398406 b 1 [1,0,0,-113417,-14703975] 0 [2] [-198:99:1]
+398406 b 2 [1,0,0,-133897,-9031015] 0 [2,2] [-326:163:1] [-70:35:1]
+398406 b 3 [1,0,0,-1057737,412424793] 0 [4] [186:14811:1]
+398406 b 4 [1,0,0,462263,-67335463] 0 [2] [1118:-559:8]
+398411 a 1 [1,0,1,559,7549] 1 [] [67:555:1]
+398412 a 1 [0,0,0,-432,-19980] 1 [] [555101:5758021:4913]
+398412 b 1 [0,0,0,-6432,419060] 0 []
+398412 c 1 [0,0,0,39216,1701124] 1 [3] [2652:136958:1] [48:1922:1]
+398412 c 2 [0,0,0,-422064,-132731244] 1 [] [885:13671:1]
+398412 d 1 [0,0,0,-56964,5212429] 1 [] [27:1922:1]
+398412 e 1 [0,0,0,-5004,-25391] 0 [3] [108:833:1]
+398412 e 2 [0,0,0,-304884,-64796139] 0 []
+398412 f 1 [0,0,0,-16393536,-25548009660] 1 [] [11632:1165166:1]
+398412 g 1 [0,0,0,249,28366] 1 [] [14:186:1]
+398412 h 1 [0,0,0,-216,-1580] 0 []
+398412 i 1 [0,0,0,-43203471,-114073944266] 1 [] [29866785:1496529278:3375]
+398412 j 1 [0,0,0,-108,401] 1 [] [8:7:1]
+398412 k 1 [0,0,0,-972,-10827] 2 [] [-21:18:1] [-17:28:1]
+398412 l 1 [0,0,0,-1944,42660] 1 [] [40:170:1]
+398412 m 1 [0,0,0,2241,-765882] 1 [] [73955:1801286:125]
+398412 n 1 [0,0,0,-1821504,946222580] 1 [] [49988:5735:64]
+398412 o 1 [0,0,0,-388831239,3079996495182] 1 [] [-38933621335696643873766587890631580534923129740525672689523403906:7701841752408739342122916603087650773314401176374680242198408709320:3145206161507429400920291738693810342565502372438096219990651]
+398412 p 1 [0,0,0,-33876,2399857] 1 [3] [3:1516:1] [108:31:1]
+398412 p 2 [0,0,0,-45036,685557] 1 [] [-177:1764:1]
+398412 q 1 [0,0,0,-512676,-140735583] 0 []
+398412 r 1 [0,0,0,-46896,4915972] 1 [3] [108:1054:1] [48:1666:1]
+398412 r 2 [0,0,0,352944,-45930348] 1 [] [6274635:-283103873:3375]
+398412 s 1 [0,0,0,-48,740] 1 [] [5:25:1]
+398412 t 1 [0,0,0,-57888,-11314620] 0 []
+398415 a 1 [1,0,0,-3630555,2662308000] 0 [2] [1100:-550:1]
+398415 a 2 [1,0,0,-3630530,2662346505] 0 [2] [-17602:8801:8]
+398416 a 1 [0,0,0,-16660,827163] 1 [2] [-3238227:20383584:24389] [73:0:1]
+398416 a 2 [0,0,0,-13295,1171066] 1 [2] [-227381693108960:1490764158821751:1755795718144] [-146:0:1]
+398416 b 1 [0,0,0,-175,-498] 1 [2] [427406:5314569:2744] [-3:0:1]
+398416 b 2 [0,0,0,565,-3606] 1 [2] [10361617350:130378121133:66923416] [6:0:1]
+398418 a 1 [1,1,0,139,429] 1 [] [7:39:1]
+398418 b 1 [1,1,0,2351,-606827] 0 []
+398418 c 1 [1,1,1,-784,-8803] 1 [] [193:2563:1]
+398419 a 1 [1,-1,1,-3856,-116546] 1 [] [4696:319402:1]
+398419 b 1 [1,-1,1,-2778,60344] 1 [2] [114:1045:1] [-61:30:1]
+398419 b 2 [1,-1,1,-45163,3705454] 1 [2] [20305:89451:125] [982:-495:8]
+398420 a 1 [0,-1,0,-60,-1208] 1 [] [234:1165:8]
+398422 a 1 [1,-1,0,-596,1232] 0 []
+398424 a 1 [0,-1,0,-35211,2551248] 1 [2] [-213:585:1] [112:0:1]
+398424 a 2 [0,-1,0,-46196,837588] 1 [2] [-27470:71604:125] [-223:0:1]
+398425 a 1 [1,-1,1,-255,2372] 2 [] [4:35:1] [14:30:1]
+398426 a 1 [1,0,1,-2160,-25282] 1 [2] [-14:54:1] [-39:19:1]
+398426 a 2 [1,0,1,-14080,623166] 1 [2] [-8:861:1] [622:-315:8]
+398426 b 1 [1,-1,0,-66977,6688425] 1 [2] [152:-27:1] [150:-75:1]
+398426 b 2 [1,-1,0,-68467,6376419] 1 [2] [301:-3752:1] [-2394:1197:8]
+398426 c 1 [1,-1,1,24,-429] 1 [] [7:3:1]
+398426 d 1 [1,-1,1,23,217] 1 [] [5:18:1]
+398430 a 1 [1,-1,0,-314693325,-2141329246875] 1 [2] [2959176583223301241624979400:91296119540626717049996982675:141454444073096077267456] [-9750:4875:1]
+398430 a 2 [1,-1,0,-167237325,-4154192120475] 1 [2] [925150541247450:-181210340534536935:20978903512] [156006:-78003:8]
+398430 b 1 [1,-1,0,7140,-67600] 1 [] [61:739:1]
+398430 c 1 [1,-1,0,-90,28606] 1 [] [-25:134:1]
+398430 d 1 [1,-1,0,-8250,26036] 0 [2] [-92:46:1]
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+398490 g 2 [1,0,1,-35875763,-80684668594] 0 [2] [-24050:12021:8]
+398490 h 1 [1,0,1,1245318057877,2280507771777931478] 0 [2] [-1008241:504120:1]
+398490 h 2 [1,0,1,-20229518422123,32593038327214987478] 0 [2] [16131854:-8065931:8]
+398490 i 1 [1,1,1,7679,7679] 2 [2] [11:300:1] [23:432:1] [-1:0:1]
+398490 i 2 [1,1,1,-30721,23039] 2 [2] [651:-16340:1] [343:-5648:1] [6:-7:8]
+398490 j 1 [1,1,1,2949,-733851] 0 [2] [79:-40:1]
+398490 j 2 [1,1,1,-106401,-12937311] 0 [2] [-1274:633:8]
+398490 k 1 [1,1,1,-8005,-275125] 1 [2] [-47:28:1] [-57:28:1]
+398490 k 2 [1,1,1,-16005,355275] 1 [2,2] [113:-132:1] [-137:68:1] [23:-12:1]
+398490 k 3 [1,1,1,-215805,38477115] 1 [2] [-535:-810:1] [2182:-1095:8]
+398490 k 4 [1,1,1,55795,2739035] 1 [2] [-1257:-5000:27] [-378:185:8]
+398490 l 1 [1,1,1,-10765,450755] 1 [2] [-47:948:1] [-121:60:1]
+398490 l 2 [1,1,1,-175045,28115507] 1 [2] [397:-4824:1] [1926:-967:8]
+398490 m 1 [1,1,1,-9555,-315123] 1 [2] [46029:1874972:27] [-73:36:1]
+398490 m 2 [1,1,1,-40805,2847377] 1 [2] [-1714:-9917:8] [1158:-583:8]
+398490 n 1 [1,0,0,-56,1020] 1 [2] [148:1726:1] [-12:6:1]
+398490 n 2 [1,0,0,-1906,31730] 1 [2] [9620:108725:64] [190:-95:8]
+398490 o 1 [1,0,0,-7485,248625] 0 [2] [50:-25:1]
+398490 o 2 [1,0,0,-7685,234585] 0 [2] [-802:401:8]
+398496 a 1 [0,-1,0,-145,-7199] 1 [] [39:212:1]
+398496 b 1 [0,-1,0,-207569,-36708255] 1 [] [1008:27879:1]
+398496 c 1 [0,-1,0,-49,385] 2 [] [-9:4:1] [3:16:1]
+398496 d 1 [0,-1,0,-4929,5504913] 2 [] [-49:2372:1] [16324864:287843979:79507]
+398496 e 1 [0,-1,0,4767,81585] 2 [] [-16:31:1] [-5:240:1]
+398496 f 1 [0,-1,0,-124013,-3142971] 0 []
+398496 g 1 [0,-1,0,-1533,16341] 1 [] [-25:196:1]
+398496 h 1 [0,-1,0,-225,1233] 1 [] [3:24:1]
+398496 i 1 [0,-1,0,-257,-9327] 1 [] [241:3724:1]
+398496 j 1 [0,-1,0,898,-15120] 0 [2] [14:0:1]
+398496 j 2 [0,-1,0,-6392,-152172] 0 [2] [-27:0:1]
+398496 k 1 [0,-1,0,-214109,38223381] 1 [] [2730:17493:8]
+398496 l 1 [0,1,0,-145,7199] 2 [] [-13:84:1] [1:84:1]
+398496 m 1 [0,1,0,-4929,-5504913] 2 [] [326139:3778596:1331] [642:16011:1]
+398496 n 1 [0,1,0,-207569,36708255] 2 [] [253:672:1] [337:-2268:1]
+398496 o 1 [0,1,0,-49,-385] 1 [] [10:15:1]
+398496 p 1 [0,1,0,-1533,-16341] 0 []
+398496 q 1 [0,1,0,-124013,3142971] 0 []
+398496 r 1 [0,1,0,4767,-81585] 2 [] [21:168:1] [42:441:1]
+398496 s 1 [0,1,0,-225,-1233] 2 [] [-9:12:1] [71:588:1]
+398496 t 1 [0,1,0,898,15120] 0 [2] [-14:0:1]
+398496 t 2 [0,1,0,-6392,152172] 0 [2] [27:0:1]
+398496 u 1 [0,1,0,-257,9327] 1 [] [19:108:1]
+398496 v 1 [0,1,0,-214109,-38223381] 0 []
+398497 a 1 [0,1,1,16558,-234018] 2 [] [10710:192158:343] [493:11313:1]
+398497 b 1 [0,1,1,-66198,-6577772] 1 [] [1276:44588:1]
+398497 c 1 [0,0,1,-235,1390] 0 []
+398497 d 1 [1,0,0,-101,-412] 0 []
+398497 e 1 [0,0,1,-874,-9946] 1 [] [81068:195961:2197]
+398497 f 1 [0,1,1,-3365,-124832] 0 []
+398498 a 1 [1,-1,0,-172,4860] 0 [2] [-20:10:1]
+398498 a 2 [1,-1,0,-5462,156154] 0 [2] [326:-163:8]
+398499 a 1 [1,1,1,38,2] 2 [] [0:1:1] [4:13:1]
+398502 a 1 [1,-1,0,-60111,-5652477] 1 [] [309:2127:1]
+398502 a 2 [1,-1,0,-219816,33730776] 1 [] [2181:98535:1]
+398502 b 1 [1,-1,0,-210490461,-1175303813787] 1 [] [44010813069:16727358609792:300763]
+398502 c 1 [1,-1,0,-13847976,6771153728] 0 []
+398502 d 1 [1,-1,0,-428193,-107748419] 1 [] [794:6839:1]
+398502 e 1 [1,-1,0,-25128,-18430736] 2 [2] [323:2498:1] [404:5900:1] [296:-148:1]
+398502 e 2 [1,-1,0,-1211508,-509354780] 2 [2] [-624:-1522:1] [2601:-119329:1] [-4730:2365:8]
+398502 f 1 [1,-1,0,-25128,-3412044] 0 []
+398502 g 1 [1,-1,0,-12960,-558986] 1 [] [-4300:6713:64]
+398502 h 1 [1,-1,0,-5199570,4564810732] 0 []
+398502 i 1 [1,-1,0,-38817,106029] 2 [2] [-194:651:1] [-29:1113:1] [-198:99:1]
+398502 i 2 [1,-1,0,-434277,109964817] 2 [2] [-744:4935:1] [-29:11084:1] [3174:-1587:8]
+398502 j 1 [1,-1,0,-837342,-239279936] 0 [2] [-328:164:1]
+398502 j 2 [1,-1,0,1733148,-1421191238] 0 [2] [5254:-2627:8]
+398502 k 1 [1,-1,0,146238,-14168556] 1 [] [712452:17664126:2197]
+398502 k 2 [1,-1,0,-3098562,-2128523500] 1 [] [10056476548196:-1765405409664586:327082769]
+398502 l 1 [1,-1,0,29628,5294160] 1 [2] [-3:2283:1] [-120:60:1]
+398502 l 2 [1,-1,0,-335412,66839904] 1 [2] [621:-10197:1] [1926:-963:8]
+398502 m 1 [1,-1,0,-99626292,-383419504688] 0 [2] [11528:-5764:1]
+398502 m 2 [1,-1,0,-1594830132,-24513916196912] 0 [2] [-184442:92221:8]
+398502 n 1 [1,-1,0,-792,26768] 0 []
+398502 o 1 [1,-1,0,-3327,-86293] 1 [] [494608:4353721:4096]
+398502 p 1 [1,-1,0,-1299,3277] 2 [] [-7:113:1] [-3:86:1]
+398502 q 1 [1,-1,0,-346059,76654917] 2 [] [-627:7158:1] [387:567:1]
+398502 r 1 [1,-1,0,-155934,23600916] 0 []
+398502 s 1 [1,-1,0,-105741,-15043131] 1 [] [145846560:9629564619:32768]
+398502 t 1 [1,-1,0,-9411,93185] 0 [2] [10:-5:1]
+398502 t 2 [1,-1,0,36219,704627] 0 [2] [-154:77:8]
+398502 u 1 [1,-1,0,-44901,-536171] 0 [2] [218:-109:1]
+398502 u 2 [1,-1,0,-531621,-148791083] 0 [2,2] [-3482:1741:8] [-406:203:1]
+398502 u 3 [1,-1,0,-349101,-252644963] 0 [2] [6502:-3251:8]
+398502 u 4 [1,-1,0,-8501661,-9539092211] 0 [2] [-13466:6733:8]
+398502 v 1 [1,-1,0,-3287673,-2300303043] 0 []
+398502 w 1 [1,-1,0,-207648,-35868832] 1 [] [-333179:984465:1331]
+398502 x 1 [1,-1,0,1850265,-392804833667] 1 [] [26439973750415677292783453292670204455387789441383:8568524880080605801841121502308939626567469122233511:250931574735043891857001588187194914936710857]
+398502 y 1 [1,-1,0,-578608965,10180236803283] 1 [] [4949013043240012620892784460370593387223304660117673:1043333504623995738417755808835358414209622601211499421:95143175994473610084170146802755665010917982637]
+398502 z 1 [1,-1,0,-2378115,14181608533] 1 [2] [43956:7239107:64] [-2746:1373:1]
+398502 z 2 [1,-1,0,-103615875,403440795733] 1 [2] [3974:-235267:1] [43942:-21971:8]
+398502 ba 1 [1,-1,1,15178,-420195] 1 [] [647:16407:1]
+398502 bb 1 [1,-1,1,-14072,6458235] 2 [2] [-159:2237:1] [-19:-2583:1] [-211:105:1]
+398502 bb 2 [1,-1,1,-613112,183774075] 2 [2] [413:-1143:1] [605:5529:1] [3382:-1695:8]
+398502 bc 1 [1,-1,1,-1868834,970327297] 1 [] [907:4109:1]
+398502 bd 1 [1,-1,1,-63914,-2327191] 2 [] [-81:1561:1] [933:26911:1]
+398502 be 1 [1,-1,1,-19454,-1042531] 1 [] [399:7189:1]
+398502 bf 1 [1,-1,1,-1046,-3103] 0 [2] [-3:1:1]
+398502 bf 2 [1,-1,1,4024,-27439] 0 [2] [54:-31:8]
+398502 bg 1 [1,-1,1,-9025646,-10433290435] 1 [2] [-11244935141:7644023473:6539203] [-1719:859:1]
+398502 bg 2 [1,-1,1,-8234726,-12337193059] 1 [2] [106297598533852:53514706186615315:418508992] [27510:-13759:8]
+398502 bh 1 [1,-1,1,1489,-1478473] 1 [] [153:1444:1]
+398502 bi 1 [1,-1,1,-376590506,2812999979625] 1 [] [11099:14223:1]
+398502 bj 1 [1,-1,1,-199283,19638753] 0 []
+398502 bk 1 [1,-1,1,-11693,-76787] 0 []
+398502 bl 1 [1,-1,1,-1309613,-570673515] 1 [] [-705:1704:1]
+398502 bm 1 [1,-1,1,-344285,78948965] 1 [] [375:-1760:1]
+398502 bm 2 [1,-1,1,1316140,381234871] 1 [] [37:20717:1]
+398502 bn 1 [1,-1,1,7030030,-18923262991] 1 [] [947919:49943977:343]
+398502 bo 1 [1,-1,1,-7130,-715607] 0 []
+398502 bp 1 [1,-1,1,-27108815,-53562921577] 0 [2] [6003:-3002:1]
+398502 bp 2 [1,-1,1,-432059855,-3456609481321] 0 [2] [-96042:48017:8]
+398502 bp 3 [1,-1,1,-231531215,1330801925015] 0 [2] [9747:-4874:1]
+398502 bp 4 [1,-1,1,-498862175,-2316982490377] 0 [2] [-155946:77969:8]
+398502 bq 1 [1,-1,1,-3247367,-2140065313] 1 [] [-382137:3517324:343]
+398502 bq 2 [1,-1,1,-345335477,2470156577867] 1 [] [2508498930:197478994903:343000]
+398502 br 1 [1,-1,1,-149,-8355] 1 [2] [670:5655:8] [23:-12:1]
+398502 br 2 [1,-1,1,-7169,-230187] 1 [2] [23082:88621:216] [-362:177:8]
+398502 bs 1 [1,-1,1,-124631786,-182696518871] 0 []
+398502 bt 1 [1,-1,1,-108023,13624719] 0 [2] [179:-90:1]
+398502 bt 2 [1,-1,1,-47183,28834719] 0 [2] [-2858:1425:8]
+398503 a 1 [1,0,1,-52,141] 1 [] [3:2:1]
+398506 a 1 [1,1,0,12444,-1296944] 2 [] [3000:31268:27] [7517048:561325636:1331]
+398506 b 1 [1,1,0,-400,3008] 3 [] [-8:80:1] [11:4:1] [296:4944:1]
+398506 c 1 [1,1,0,285,48013] 2 [] [22:245:1] [57:475:1]
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+398506 g 1 [1,0,1,9743146239,426752456829300] 1 [] [89691:44923410:1]
+398506 h 1 [1,0,1,-40980,3190128] 1 [] [3708:223616:1]
+398506 i 1 [1,-1,0,-9478,424244] 1 [] [-1932:24070:27]
+398506 j 1 [1,1,1,117,1465] 2 [] [-7:-16:1] [1338:9977:216]
+398506 k 1 [1,0,0,-313371443,2137505035745] 2 [] [10190:43545:1] [1310230:7685429:125]
+398507 a 1 [0,1,1,45,-218] 1 [] [10:36:1]
+398508 a 1 [0,-1,0,67,-2199] 1 [] [55:406:1]
+398510 a 1 [1,1,0,-7003,71453] 0 []
+398510 b 1 [1,1,1,-146,-57] 1 [] [-9:29:1]
+398512 a 1 [0,-1,0,-3984,98752] 2 [] [24:128:1] [86008:77696:2197]
+398512 b 1 [0,-1,0,-137,677] 1 [] [156:181:27]
+398513 a 1 [1,-1,1,-259,-2218] 1 [] [24:58:1]
+398513 b 1 [1,-1,1,-48969,-4158620] 1 [] [4221576717737271326897811540:358586980834952300595181243513:577681944522425692776000]
+398514 a 1 [1,0,1,-431497,-101358388] 1 [] [2470:116678:1]
+398514 b 1 [1,1,1,-51,105] 1 [] [5:0:1]
+398514 c 1 [1,1,1,-28,-115] 1 [] [13:37:1]
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+398514 f 2 [1,0,0,-2556374,-1573415454] 1 [] [1889710:17624839:1000]
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+398517 a 1 [0,-1,1,-2956,-2689716] 1 [] [266252028:1470613668:1685159]
+398517 b 1 [0,1,1,-144860,922862210] 1 [] [811:36598:1]
+398517 c 1 [1,1,1,-8870,-281212] 1 [] [-64:203:1]
+398517 d 1 [1,1,1,-197,-1912] 1 [] [7112:16465:343]
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+398517 f 1 [1,0,1,-33444,-2356217] 1 [] [221:918:1]
+398517 g 1 [1,0,1,121,31259] 0 []
+398518 a 1 [1,1,0,1238,-53932] 1 [] [68:558:1]
+398520 a 1 [0,0,0,-603,-5802] 1 [] [20826:12340:729]
+398520 b 1 [0,0,0,-2268,334692] 2 [] [72:738:1] [441:9225:1]
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+398520 f 1 [0,0,0,117,-957] 1 [] [46:319:1]
+398520 g 1 [0,0,0,-5643,163158] 1 [] [43:4:1]
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+398520 i 1 [0,0,0,-103923,12946878] 0 []
+398520 j 1 [0,0,0,-81243,-8921178] 0 []
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+398520 m 1 [0,0,0,-243,1863] 0 []
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+398520 o 1 [0,0,0,-63,258] 1 [] [1:14:1]
+398520 p 1 [0,0,0,-1323,-18378] 1 [] [-21:12:1]
+398520 q 1 [0,0,0,-2268,109092] 1 [] [147:8405:27]
+398520 r 1 [0,0,0,-252,-12396] 1 [] [58:410:1]
+398520 s 1 [0,0,0,-5427,156654] 0 []
+398520 t 1 [0,0,0,-5067,138774] 1 [] [43:20:1]
+398520 u 1 [0,0,0,1053,3444606] 0 []
+398520 v 1 [0,0,0,153,-789] 1 [] [7:25:1]
+398520 w 1 [0,0,0,1053,25839] 2 [] [-5:143:1] [18:225:1]
+398520 x 1 [0,0,0,-50787,-4405266] 0 []
+398520 y 1 [0,0,0,-505467,-138628026] 1 [] [10183:1025000:1]
+398520 z 1 [0,0,0,-9027,330414] 1 [] [259:3920:1]
+398520 ba 1 [0,0,0,-11547,-479514] 1 [] [127:320:1]
+398520 bb 1 [0,0,0,7533,14094] 0 []
+398520 bc 1 [0,0,0,-2187,486] 1 [] [-1234990520:6521910193:35287552]
+398520 bd 1 [0,0,0,-18927,-1026129] 2 [] [5619:54325:27] [322:5125:1]
+398520 be 1 [0,0,0,-27,-69] 1 [] [845:947:125]
+398520 bf 1 [0,0,0,-567,-6966] 0 []
+398520 bg 1 [0,0,0,-20412,-2945484] 0 []
+398520 bh 1 [0,0,0,-11907,496206] 0 []
+398525 a 1 [0,1,1,-3783,90969] 1 [] [-43:419:1]
+398526 a 1 [1,1,0,-11172,-1001520] 0 []
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+398526 h 1 [1,1,1,-390799,83919509] 2 [] [-433:13338:1] [-213:12658:1]
+398527 a 1 [0,1,1,-346,2372] 2 [] [7:18:1] [13:15:1]
+398528 a 1 [0,0,0,-22,-50] 1 [] [17:67:1]
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+398528 v 1 [0,1,0,-419,-3445] 1 [] [655476922848:2439474080453:21577826304]
+398528 w 1 [0,1,0,-1173,-17101] 1 [] [2996154:67821425:5832]
+398528 w 2 [0,1,0,7147,12851] 1 [] [3966:83825:216]
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+398528 z 1 [0,-1,0,-5569,162081] 1 [] [45:24:1]
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+398950 h 1 [1,-1,1,-252730,-48832103] 0 []
+398950 i 1 [1,-1,1,-1050505,307311497] 2 [] [-1347:512660:27] [839:3580:1]
+398950 j 1 [1,-1,1,-805,2447] 1 [] [20:2957:64]
+398950 k 1 [1,-1,1,50195,2202197] 0 []
+398950 l 1 [1,1,1,10112,-1482719] 1 [2] [4098264:70675207:13824] [85:-43:1]
+398950 l 2 [1,1,1,-149888,-20682719] 1 [2] [-13804:89583:64] [-1370:681:8]
+398952 a 1 [0,0,0,-58995,5515182] 0 []
+398952 b 1 [0,0,0,-6555,-204266] 1 [] [858:25016:1]
+398954 a 1 [1,-1,0,-5417,155213] 1 [] [322:5471:1]
+398955 a 1 [0,1,1,-20,149] 0 []
+398956 a 1 [0,-1,0,-69,358] 3 [] [-3:23:1] [1:17:1] [18:68:1]
+398956 b 1 [0,-1,0,419,2558] 1 [] [127:1445:1]
+398956 c 1 [0,1,0,147,-4156] 2 [] [43:289:1] [1252:44320:1]
+398957 a 1 [1,1,0,-259,-1668] 0 []
+398958 a 1 [1,1,0,-452,-3870] 2 [] [-13:11:1] [41:200:1]
+398958 b 1 [1,1,0,4091,125329] 1 [] [108:1303:1]
+398958 c 1 [1,1,0,-4737198,3976532316] 0 []
+398958 d 1 [1,1,0,-204933803,3208678382589] 1 [] [-13978:1835213:1]
+398958 e 1 [1,1,0,14920,-22896] 2 [] [13:410:1] [160:2468:1]
+398958 f 1 [1,1,0,940775,-18296123] 1 [] [781393185:34569167861:614125]
+398958 f 2 [1,1,0,-12454600,18297253696] 1 [] [12795:1391401:1]
+398958 g 1 [1,1,0,-604195,-180881651] 1 [] [-449:592:1]
+398958 h 1 [1,1,0,-73525,-2554187] 0 []
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+398958 i 1 [1,1,0,-10835730529530,-13728893961174359148] 1 [] [-41018684209460498329058564577079367264238568711301867747521413085927190649416690683285957696149380501492902603199484309874872256253107065209399307430545281296473005427166577588322203295316895448059739934532148224167958718036143817584782114883873577173408029205467732143761972397196201120134187105193431829417696683112223750272327525116145148601182844060690515:20510052134469895843488692707628023903465479557219056523250393569854745272310380719377729191302989414211358282336913722917987976915602821030810114855166944155517333023296621003184610046945619316899731582250866441414413705884213846124173243336943974295455408207956023104744642394162178285116838025899550441604254477686823629155280338312329915103442002398976673:21583067129053869002858005067913625150674571827554431606906238869412990874307998881274566576650738061310945252305434388594939263161845089660525459348370497411417772297655681825892791055369081717391850592264060778424913433852844535095549564103445111226918371346931218093797124331272632273816933020704950791795248000292252339752034210256281035743455955875]
+398958 i 2 [1,1,0,-10837095678105,-13725261660177389979] 1 [] [-96741385595591434213989275621256254372033338387033218091806263491160620370923791487910845542207896060767424558145952035:2737816287003357415182771491695387983727997007732149972889677827410209781502426603751761339611975766779967360610414407233:50258960461841032639392279437558852377707603775057967393915083613251176077207508819973289400557799298337216485673]
+398958 j 1 [1,1,0,-18057,873657] 1 [] [92:-5:1]
+398958 k 1 [1,1,0,-6020557,-5688449507] 1 [] [37147080972834:3767982731827735:3381754501]
+398958 l 1 [1,1,0,4427566,10560355380] 1 [2] [-1624777:77715441:1331] [-1548:774:1]
+398958 l 2 [1,1,0,-53635474,136336512628] 1 [2] [-7281:379054:1] [24758:-12379:8]
+398958 m 1 [1,1,0,31531,-90967827] 0 [2] [426:-213:1]
+398958 m 2 [1,1,0,-2853589,-1814538515] 0 [2] [-6826:3413:8]
+398958 n 1 [1,1,0,-240664,46150000] 2 [2] [-225:9545:1] [273:806:1] [-568:284:1]
+398958 n 2 [1,1,0,-3869604,2928254148] 2 [2] [1134:-636:1] [1049:4449:1] [9078:-4539:8]
+398958 o 1 [1,1,0,-23104,1346752] 1 [2] [1:1150:1] [-176:88:1]
+398958 o 2 [1,1,0,-370024,86480920] 1 [2] [393:-1594:1] [2806:-1403:8]
+398958 p 1 [1,1,0,-9738971,-11702220963] 2 [] [-225330:116913:125] [8638:736485:1]
+398958 q 1 [1,0,1,10117,-10974778] 0 [2] [207:-104:1]
+398958 q 2 [1,0,1,-683723,-212188378] 0 [2] [-3314:1653:8]
+398958 r 1 [1,0,1,-477209605,4012430161520] 1 [] [12619:-5338:1]
+398958 s 1 [1,0,1,-27327505777,1737691923750836] 0 [2] [97395:-48698:1]
+398958 s 2 [1,0,1,-32977010757,967363841311900] 0 [2,2] [-1558322:779157:8] [30167:-15084:1]
+398958 s 3 [1,0,1,118257249273,7354591579418920] 0 [2] [-482674:241333:8]
+398958 s 4 [1,0,1,-274603350467,-54720838574867104] 0 [2] [-2633970:1316981:8]
+398958 t 1 [1,0,1,-4912,-135250] 0 [2] [81:-41:1]
+398958 t 2 [1,0,1,-78972,-8548466] 0 [2] [-1298:645:8]
+398958 u 1 [1,0,1,90358,-30775300] 1 [2] [669:17809:1] [221:-111:1]
+398958 u 2 [1,0,1,-1094602,-397638916] 1 [2] [-584:-6229:1] [-3538:1765:8]
+398958 v 1 [1,0,1,-23154,-1540220] 0 []
+398958 w 1 [1,0,1,-369,-2600] 2 [] [-10:-6:1] [-249:272:27]
+398958 x 1 [1,0,1,-122869,16566848] 2 [] [202:-97:1] [211:110:1]
+398958 y 1 [1,0,1,-239182501,-1436034479344] 0 [2] [17875:-8938:1]
+398958 y 2 [1,0,1,-3836049061,-91448339516656] 0 [2] [-286002:142997:8]
+398958 z 1 [1,0,1,-6886,57572] 2 [2] [-38:533:1] [-10:2059:8] [-87:43:1]
+398958 z 2 [1,0,1,-85776,9650596] 2 [2] [-136:4404:1] [1462:-3093:8] [1390:-699:8]
+398958 ba 1 [1,0,1,-64904691,-208202121074] 1 [] [559987298:282294311697:2197]
+398958 bb 1 [1,0,1,-91656,15759622] 0 [2] [-367:183:1]
+398958 bb 2 [1,0,1,-1652796,817561126] 0 [2] [5870:-2939:8]
+398958 bc 1 [1,0,1,-4182323,-9355344946] 0 []
+398958 bd 1 [1,0,1,-313675,110842358] 1 [2] [7503:644440:1] [-689:344:1]
+398958 bd 2 [1,0,1,-5864395,5463956726] 1 [2] [3910920:324428579:512] [11022:-5515:8]
+398958 be 1 [1,0,1,-210030000,-1175808600662] 0 [2] [16741:-8371:1]
+398958 be 2 [1,0,1,-3363838070,-75093500622094] 0 [2] [-267858:133925:8]
+398958 bf 1 [1,0,1,-69676850,-223868058172] 1 [2] [93174:5856635:8] [-4819:2409:1]
+398958 bf 2 [1,0,1,-69621970,-224238300604] 1 [2] [85032527030:5345413183963:7301384] [77102:-38555:8]
+398958 bg 1 [1,0,1,3110,9356] 0 [2] [-3:1:1]
+398958 bg 2 [1,0,1,-12570,72076] 0 [2,2] [-115:57:1] [109:-55:1]
+398958 bg 3 [1,0,1,-147810,21818668] 0 [2] [1838:-923:8]
+398958 bg 4 [1,0,1,-128210,-17597716] 0 [2] [-1746:869:8]
+398958 bh 1 [1,0,1,978063,-2206530812] 1 [] [92782:9974889:8]
+398958 bi 1 [1,0,1,200433,-42386522] 0 []
+398958 bj 1 [1,0,1,-22174,1260914] 0 []
+398958 bk 1 [1,1,1,1420,3821] 1 [] [-1:49:1]
+398958 bl 1 [1,1,1,205260,119228661] 1 [] [69:11529:1]
+398958 bm 1 [1,1,1,-200460,-34628889] 1 [] [1934990:81658437:1000]
+398958 bn 1 [1,1,1,-16759,761165] 2 [] [-1:882:1] [251:3402:1]
+398958 bo 1 [1,1,1,-11859,403857] 1 [2] [111:630:1] [83:-42:1]
+398958 bo 2 [1,1,1,-56939,-4879519] 1 [2] [433:-7420:1] [-1338:665:8]
+398958 bp 1 [1,1,1,2650066,2144248427] 0 [2] [-687:343:1]
+398958 bp 2 [1,1,1,-17671214,21668934251] 0 [2,2] [-4719:2359:1] [3345:-1673:1]
+398958 bp 3 [1,1,1,-263290574,1644132178667] 0 [2] [75494:-37751:8]
+398958 bp 4 [1,1,1,-97192334,-350807991829] 0 [2] [-53530:26761:8]
+398958 bq 1 [1,1,1,-94669,-12706093] 0 []
+398958 br 1 [1,1,1,-48084,-4078383] 1 [2] [-30274004060812928486685:15026048759543514696493:238308972706380507875] [-127:63:1]
+398958 br 2 [1,1,1,-48014,-4090759] 1 [2] [619592050308:-14265578642033:1036433728] [2022:-1015:8]
+398958 bs 1 [1,1,1,9554,-907285] 1 [] [265:-4641:1]
+398958 bt 1 [1,1,1,-106,-205045] 0 []
+398958 bu 1 [1,1,1,-1161448,-481551127] 0 [2] [-603:301:1]
+398958 bu 2 [1,1,1,-800808,-785642775] 0 [2] [9638:-4823:8]
+398958 bu 3 [1,1,1,-4865848,3670933097] 0 [2] [909:-455:1]
+398958 bu 4 [1,1,1,7057812,18856906473] 0 [2] [-14554:7273:8]
+398958 bv 1 [1,1,1,3772,122597] 0 []
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+398958 bw 2 [1,1,1,-36702,1030371] 2 [2] [-57:-1687:1] [335:-5313:1] [230:-119:8]
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+398958 by 2 [1,1,1,29448,6776601] 1 [2] [-95:-1723:1] [-1114:553:8]
+398958 bz 1 [1,1,1,-4117,-127597] 0 []
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+398958 ca 2 [1,1,1,-1197512,486857531] 1 [2] [1226082542:62910851017:405224] [-10074:5033:8]
+398958 cb 1 [1,1,1,-161897,17575319] 0 [2] [-449:224:1]
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+398958 cc 1 [1,1,1,-7173209,-8549333017] 0 []
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+398958 ce 1 [1,1,1,3086,-24697] 0 []
+398958 cf 1 [1,1,1,-76129684,255653924693] 0 []
+398958 cg 1 [1,1,1,33221,-724711] 0 []
+398958 ch 1 [1,1,1,-18124,288749] 0 []
+398958 ch 2 [1,1,1,-1167244,484902893] 0 []
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+398958 ci 2 [1,1,1,-549037406,-2355732113029] 0 [2] [-35610:17801:8]
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+398958 cj 2 [1,0,0,-11204845,6866422961] 2 [2] [-2988388:-306016933:2197] [431920:-12340283:125] [5086:-2543:8]
+398958 ck 1 [1,0,0,-146392,24904256] 1 [] [152:-2560:1]
+398958 cl 1 [1,0,0,-3730354517,-87700487233311] 1 [] [6335148:2948928637:27]
+398958 cm 1 [1,0,0,-20733672,-36393983424] 1 [] [27504:4480632:1]
+398958 cn 1 [1,0,0,1627828,253459296] 1 [] [775279920:65615436607:110592]
+398958 co 1 [1,0,0,-888077,-101705199] 1 [3] [-878:1615:1] [1474:41599:1]
+398958 co 2 [1,0,0,-57194957,-166493277231] 1 [] [-4370:2263:1]
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+398958 cp 2 [1,0,0,601,-19671] 1 [2] [60:-513:1] [158:-79:8]
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+398958 cr 1 [1,0,0,3963021,3560243553] 1 [] [3966:-287751:1]
+398958 cs 1 [1,0,0,-14701,-816943] 1 [] [172:1237:1]
+398958 ct 1 [1,0,0,1859549,-488148991] 1 [] [5548:422203:1]
+398958 cu 1 [1,0,0,-638,-40734] 1 [] [326:131:8]
+398958 cv 1 [1,0,0,-224323,40876961] 1 [] [242:761:1]
+398958 cw 1 [1,0,0,184827,-41496351] 1 [] [29193990:698175869:74088]
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+398958 cy 1 [1,0,0,-5195,70314789] 1 [] [-170:8227:1]
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+398958 dd 1 [1,0,0,-241099846,-1440951642292] 0 []
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+398965 a 1 [0,1,1,7149,97305] 0 []
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+398970 k 4 [1,-1,0,-81477495,-283056652175] 1 [2] [-651395:326341:125] [-41690:20845:8]
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+398970 m 4 [1,-1,0,-166753830870,-22266419116776804] 0 [2] [-2455482:1227741:8]
+398970 n 1 [1,-1,0,-912195,1176172245] 0 [2] [-1338:669:1]
+398970 n 2 [1,-1,0,-23214915,42967008981] 0 [2,2] [-5562:2781:1] [2886:-1443:1]
+398970 n 3 [1,-1,0,-371219715,2753019588501] 0 [2] [88998:-44499:8]
+398970 n 4 [1,-1,0,-32053635,7260347925] 0 [2] [-46170:23085:8]
+398970 o 1 [1,-1,0,-5130,-140324] 1 [] [83:-19:1]
+398970 p 1 [1,-1,0,-945,8041] 1 [2] [5:56:1] [-34:17:1]
+398970 p 2 [1,-1,0,-13815,628375] 1 [2] [71:-76:1] [550:-275:8]
+398970 q 1 [1,-1,0,-315,3645] 1 [] [-3:69:1]
+398970 r 1 [1,-1,0,-111188790,-451178818700] 0 [2] [-6148:3074:1]
+398970 r 2 [1,-1,0,-122259510,-355884275084] 0 [2,2] [-9124:4562:1] [-3172:1586:1]
+398970 r 3 [1,-1,0,-759741030,7787432157700] 0 [2] [145990:-72995:8]
+398970 r 4 [1,-1,0,338090490,-2400482765084] 0 [2] [50758:-25379:8]
+398970 s 1 [1,-1,0,-1724634,-940890060] 1 [] [2001:59142:1]
+398970 t 1 [1,-1,0,-1264344,547343360] 0 [2] [640:-320:1]
+398970 t 2 [1,-1,0,-1081824,710771768] 0 [2] [-10234:5117:8]
+398970 u 1 [1,-1,0,-36684,-6109232] 0 [2] [248:-124:1]
+398970 u 2 [1,-1,0,-773964,-261650480] 0 [2,2] [1016:-508:1] [-520:260:1]
+398970 u 3 [1,-1,0,-964044,-123158192] 0 [2] [8326:-4163:8]
+398970 u 4 [1,-1,0,-12380364,-16763630000] 0 [2] [-16250:8125:8]
+398970 v 1 [1,-1,0,561,-3555] 1 [2] [9:42:1] [6:-3:1]
+398970 v 2 [1,-1,0,-2739,-29295] 1 [2] [229:-3478:1] [-90:45:8]
+398970 w 1 [1,-1,0,-252039,29008445] 1 [2] [-274:8937:1] [430:-215:1]
+398970 w 2 [1,-1,0,-1762119,-879153667] 1 [2] [-703:3789:1] [-6874:3437:8]
+398970 x 1 [1,-1,0,61776,301158] 1 [] [189:4230:1]
+398970 y 1 [1,-1,0,-148683612384,22067605360677888] 1 [2] [210112:10053024:1] [-445248:222624:1]
+398970 y 2 [1,-1,0,-2378955612384,1412302749962277888] 1 [2] [890427:-560301:1] [7123974:-3561987:8]
+398970 z 1 [1,-1,0,5436,-9893552] 0 []
+398970 ba 1 [1,-1,0,-519467364,-4556938315752] 1 [] [36537:5005419:1]
+398970 ba 2 [1,-1,0,-481153374,-5257563630570] 1 [3] [75054681099027:10358287484645799:2062933417] [39331:6035022:1]
+398970 bb 1 [1,-1,0,-57924,-6048432] 0 []
+398970 bc 1 [1,-1,0,-190089,31919373] 2 [2] [267:249:1] [307:1404:1] [258:-129:1]
+398970 bc 2 [1,-1,0,-236169,15302925] 2 [2,2] [-414:6687:1] [-81522:2652201:343] [-4122:2061:8] [66:-33:1]
+398970 bc 3 [1,-1,0,879831,117751725] 2 [2] [51:12732:1] [170583:8846781:343] [-1050:525:8]
+398970 bc 4 [1,-1,0,-2089449,-1151151507] 2 [2] [-783:-1701:1] [-266399:697787:343] [-7194:3597:8]
+398970 bd 1 [1,-1,0,-619297919964,187567872089815120] 0 [2] [457880:-228940:1]
+398970 bd 2 [1,-1,0,-667616302044,156594271979337808] 0 [2,2] [-7326074:3663037:8] [261272:-130636:1]
+398970 bd 3 [1,-1,0,1646521297956,1003059986134857808] 0 [2] [-4180346:2090173:8]
+398970 bd 4 [1,-1,0,-3754848015324,-2672182429067315120] 0 [2] [-10471802:5235901:8]
+398970 be 1 [1,-1,0,-63774,6339028] 0 [2] [-292:146:1]
+398970 be 2 [1,-1,0,-1026054,400296460] 0 [2] [4678:-2339:8]
+398970 bf 1 [1,-1,0,-251574,48226868] 1 [2] [52:5914:1] [268:-134:1]
+398970 bf 2 [1,-1,0,-69054,116598860] 1 [2] [-109:-11028:1] [-4282:2141:8]
+398970 bg 1 [1,-1,0,279396,104190160] 1 [] [371:15902:1]
+398970 bh 1 [1,-1,0,231,-15367] 1 [2] [32:139:1] [22:-11:1]
+398970 bh 2 [1,-1,0,-8019,-264517] 1 [2] [197:-2501:1] [-346:173:8]
+398970 bi 1 [1,-1,0,-7269,-68715] 0 [2] [90:-45:1]
+398970 bi 2 [1,-1,0,-91749,-10662507] 0 [2] [-1434:717:8]
+398970 bj 1 [1,-1,0,-441099,-120629957] 0 []
+398970 bk 1 [1,-1,0,-21669,-767467] 0 [2] [-38:19:1]
+398970 bk 2 [1,-1,0,64731,-5415787] 0 [2] [614:-307:8]
+398970 bl 1 [1,-1,0,33381,-98504667] 1 [2] [447:2139:1] [438:-219:1]
+398970 bl 2 [1,-1,0,-3007899,-1961592795] 1 [2] [-1119:2022:1] [-7002:3501:8]
+398970 bm 1 [1,-1,0,-29235534,250871125588] 0 [2] [-7828:3914:1]
+398970 bm 2 [1,-1,0,-802280334,8723287524628] 0 [2] [125254:-62627:8]
+398970 bn 1 [1,-1,1,5047,90937] 2 [2] [-7:238:1] [5:338:1] [-17:8:1]
+398970 bn 2 [1,-1,1,-24653,815617] 2 [2] [587:-14018:1] [275:-3982:1] [278:-143:8]
+398970 bo 1 [1,-1,1,-2268353,-780959663] 0 [2] [-1289:644:1]
+398970 bo 2 [1,-1,1,-15859073,23753008081] 0 [2] [20630:-10319:8]
+398970 bp 1 [1,-1,1,-19038263,32836093071] 1 [2] [2201:38796:1] [-5053:2526:1]
+398970 bp 2 [1,-1,1,-306876983,2069237469327] 1 [2] [10137:-8820:1] [80854:-40431:8]
+398970 bq 1 [1,-1,1,-140483,-20225149] 1 [2] [-219:142:1] [-213:106:1]
+398970 bq 2 [1,-1,1,-120203,-26284813] 1 [2] [853:-22592:1] [3414:-1711:8]
+398970 br 1 [1,-1,1,-20048,1688627] 1 [] [45:-959:1]
+398970 bs 1 [1,-1,1,-1187708,1416361727] 1 [2] [513:30433:1] [-1467:733:1]
+398970 bs 2 [1,-1,1,-27541508,55557608447] 1 [2] [3175:-12159:1] [23478:-11743:8]
+398970 bt 1 [1,-1,1,-44959613,-261556693819] 0 []
+398970 bu 1 [1,-1,1,-2408,-45529] 1 [2] [967714:6888943:10648] [57:-29:1]
+398970 bu 2 [1,-1,1,-38678,-2918113] 1 [2] [39511023662:-497285628823:129554216] [-906:449:8]
+398970 bv 1 [1,-1,1,-27953,-1776863] 0 [2] [-89:44:1]
+398970 bv 2 [1,-1,1,-7673,-4315919] 0 [2] [1430:-719:8]
+398970 bw 1 [1,-1,1,2767,128081] 0 [4] [45:562:1]
+398970 bw 2 [1,-1,1,-27653,1551737] 0 [2,2] [-189:94:1] [123:-62:1]
+398970 bw 3 [1,-1,1,-426623,107358581] 0 [2] [3030:-1519:8]
+398970 bw 4 [1,-1,1,-115403,-13506163] 0 [2] [-1962:977:8]
+398970 bx 1 [1,-1,1,39892,5209611] 0 [2] [-103:51:1]
+398970 bx 2 [1,-1,1,-319478,57246387] 0 [2] [1654:-831:8]
+398970 by 1 [1,-1,1,-2558,-9628019] 1 [2] [2294:27865:8] [217:-109:1]
+398970 by 2 [1,-1,1,-694478,-219418163] 1 [2,2] [18166:-805415:8] [961:-481:1] [-527:263:1]
+398970 by 3 [1,-1,1,-1391978,295615837] 1 [2] [127336594:-5428365485:54872] [8438:-4223:8]
+398970 by 4 [1,-1,1,-11067698,-14169324419] 1 [2] [30838:151321:8] [-15370:7681:8]
+398970 bz 1 [1,-1,1,25087,-2192583] 1 [] [213:3468:1]
+398970 ca 1 [1,-1,1,-2408,29227] 1 [2] [-35:281:1] [13:-7:1]
+398970 ca 2 [1,-1,1,7192,198187] 1 [2] [5:481:1] [-202:97:8]
+398970 cb 1 [1,-1,1,2077,412831] 0 [2] [-65:32:1]
+398970 cb 2 [1,-1,1,-72173,7214131] 0 [2] [1046:-527:8]
+398970 cc 1 [1,-1,1,-3038,-49719] 1 [2] [-266:1065:8] [-43:21:1]
+398970 cc 2 [1,-1,1,-15908,732777] 1 [2] [1846:-25335:8] [694:-351:8]
+398970 cd 1 [1,-1,1,-65423,1920727] 1 [2] [-13:1670:1] [-269:134:1]
+398970 cd 2 [1,-1,1,-825743,288713431] 1 [2] [35:16102:1] [4310:-2159:8]
+398970 ce 1 [1,-1,1,-263119808,-6773257271069] 1 [2] [452843584063519:151477818144331043:3936827539] [23485:-11743:1]
+398970 ce 2 [1,-1,1,-7220523008,-235521542641949] 1 [2] [272461737008031633639:67098598165637029011403:2092191564153699] [-375754:187873:8]
+398970 cf 1 [1,-1,1,31663003,8409358221] 1 [2] [7671:834404:1] [-265:132:1]
+398970 cf 2 [1,-1,1,-127707377,67631391429] 1 [2] [-359692:-49716591:64] [4246:-2127:8]
+398970 cg 1 [1,-1,1,-90587,10528651] 1 [] [199:494:1]
+398970 ch 1 [1,-1,1,-1211297,482208369] 2 [2] [-1081:23508:1] [1127:22836:1] [503:-252:1]
+398970 ch 2 [1,-1,1,1053823,2075946801] 2 [2] [-795:27512:1] [401:50424:1] [-8042:4017:8]
+398970 ci 1 [1,-1,1,-16187,776859] 0 [4] [149:1212:1]
+398970 ci 2 [1,-1,1,-37967,-1740909] 0 [2,2] [-1322:657:8] [-49:24:1]
+398970 ci 3 [1,-1,1,115483,-12359649] 0 [2] [790:-399:8]
+398970 ci 4 [1,-1,1,-539897,-152520681] 0 [2] [-3434:1713:8]
+398970 cj 1 [1,-1,1,-15527,-734561] 0 [2] [-77:38:1]
+398970 cj 2 [1,-1,1,-27407,553231] 0 [2] [1238:-623:8]
+398970 ck 1 [1,-1,1,-2657,-50319] 1 [2] [-31:54:1] [-25:12:1]
+398970 ck 2 [1,-1,1,1063,-182751] 1 [2] [93:798:1] [406:-207:8]
+398970 cl 1 [1,-1,1,-7022,-48771] 2 [2] [-51:443:1] [-31:-357:1] [-7:3:1]
+398970 cl 2 [1,-1,1,27298,-405699] 2 [2] [105:1847:1] [255:-4933:1] [118:-63:8]
+398970 cm 1 [1,-1,1,-82202,-14609221] 1 [] [2886228:611462389:64]
+398970 cn 1 [1,-1,1,14818,-345769] 0 []
+398970 co 1 [1,-1,1,-54122,4235429] 0 [2] [93:-47:1]
+398970 co 2 [1,-1,1,87448,22582901] 0 [2] [-1482:737:8]
+398970 cp 1 [1,-1,1,10723,7466789] 0 [2] [-177:88:1]
+398970 cp 2 [1,-1,1,-514157,137846981] 0 [2,2] [-825:412:1] [471:-236:1]
+398970 cp 3 [1,-1,1,-8158937,8972154749] 0 [4] [1767:7486:1]
+398970 cp 4 [1,-1,1,-1267457,-358427059] 0 [2] [-7530:3761:8]
+398970 cq 1 [1,-1,1,4598878,41279464721] 0 [2] [-3015:1507:1]
+398970 cq 2 [1,-1,1,-154771502,714077460929] 0 [2] [48246:-24127:8]
+398970 cr 1 [1,-1,1,-3227,1234379] 1 [2] [27:1066:1] [-117:58:1]
+398970 cr 2 [1,-1,1,-193307,32483531] 1 [2] [-9:5854:1] [1878:-943:8]
+398970 cs 1 [1,-1,1,-20972,1173871] 1 [2] [101:229:1] [85:-43:1]
+398970 cs 2 [1,-1,1,-23852,832879] 1 [2,2] [-53:1421:1] [-1354:673:8] [37:-19:1]
+398970 cs 3 [1,-1,1,75148,5901679] 1 [2] [167:4721:1] [-586:289:8]
+398970 cs 4 [1,-1,1,-168932,-26093969] 1 [2] [-209:329:1] [-2122:1057:8]
+398970 ct 1 [1,-1,1,-19832,-1724421] 1 [2] [239:2553:1] [173:-87:1]
+398970 ct 2 [1,-1,1,-368312,-85917189] 1 [2,2] [1295:-40743:1] [701:-351:1] [-355:177:1]
+398970 ct 3 [1,-1,1,-419792,-60300741] 1 [2] [827:-12969:1] [5686:-2847:8]
+398970 ct 4 [1,-1,1,-5892512,-5504052549] 1 [2] [3155:83877:1] [-11210:5601:8]
+398970 cu 1 [1,-1,1,-1169357,-326575051] 0 [2] [-897:448:1]
+398970 cu 2 [1,-1,1,-7398437,7499641061] 0 [2] [14358:-7183:8]
+398970 cu 3 [1,-1,1,-37122692,87049751591] 0 [6] [3261:24109:1]
+398970 cu 4 [1,-1,1,-593930372,5571382676519] 0 [6] [15117:210061:1]
+398970 cv 1 [1,-1,1,-118472,-7365621] 1 [2] [-241:2793:1] [-307:153:1]
+398970 cv 2 [1,-1,1,-942152,347146251] 1 [2] [2255:-99543:1] [4918:-2463:8]
+398970 cw 1 [1,-1,1,-37025537,-85021677439] 0 [2] [-3105:1552:1]
+398970 cw 2 [1,-1,1,3463483,-261051740791] 0 [2] [49686:-24847:8]
+398970 cx 1 [1,-1,1,-684257,-217896271] 1 [] [1119:19852:1]
+398970 cx 2 [1,-1,1,860008,-994443109] 1 [3] [3549:-217991:1] [1261:45129:1]
+398970 cy 1 [1,-1,1,707008,12623098659] 0 [2] [-2227:1113:1]
+398970 cy 2 [1,-1,1,-77237672,255685788771] 0 [2] [35638:-17823:8]
+398970 cz 1 [1,-1,1,-930920117,-10932193057219] 1 [2] [8593738738482884947184251968704:2039515567626047556467802874680591:119894755992199669528395776] [-17625:8812:1]
+398970 cz 2 [1,-1,1,-936061097,-10805336291131] 1 [2,2] [-8765836283768001:-166072947388994738:463864570021] [-19653:9826:1] [-15597:7798:1]
+398970 cz 3 [1,-1,1,-2049509147,19830964115009] 1 [2] [2489148162672378208612094524956384:-328632676976552003987139006309194797:49546811510320079492603150336] [314454:-157231:8]
+398970 cz 4 [1,-1,1,95131273,-33322865359399] 1 [2] [454686090622722:95079803213539003:8464718872] [249558:-124783:8]
+398973 a 1 [1,0,1,-1174,6599] 0 []
+398975 a 1 [1,-1,1,-17730,-2537728] 1 [2] [3684483304706990988:92974410366754842520:5310189363870847] [179:-90:1]
+398975 a 2 [1,-1,1,-408355,-100193978] 1 [2] [-9442238150878:14026606510005:25855561493] [-2858:1425:8]
+398975 b 1 [0,-1,1,-283,-2407] 1 [] [335409:1209479:12167]
+398976 a 1 [0,-1,0,-5759,44319] 1 [2] [721:19240:1] [-79:0:1]
+398976 a 2 [0,-1,0,-71369,7353273] 1 [2] [-241:-3240:1] [159:0:1]
+398976 b 1 [0,-1,0,-17842,-910238] 0 [2] [-79:0:1]
+398976 b 2 [0,-1,0,-23037,-331515] 0 [2] [159:0:1]
+398976 c 1 [0,1,0,-5759,-44319] 0 [2] [79:0:1]
+398976 c 2 [0,1,0,-71369,-7353273] 0 [2] [-159:0:1]
+398976 d 1 [0,1,0,-17842,910238] 0 [2] [79:0:1]
+398976 d 2 [0,1,0,-23037,331515] 0 [2] [-159:0:1]
+398979 a 1 [1,-1,1,-26,46] 3 [] [2:-1:1] [5:2:1] [8:13:1]
+398979 b 1 [1,-1,1,-67961,4432726] 0 []
+398979 c 1 [1,-1,1,-893,46954] 1 [] [14:185:1]
+398979 d 1 [1,-1,0,-99,-1706] 1 [] [54:358:1]
+398979 e 1 [1,-1,0,-7551,-161658] 1 [] [1646:20287:8]
+398979 f 1 [1,-1,0,-231,-1018] 0 []
+398981 a 1 [0,-1,1,-8321,-229802] 1 [] [124:793:1]
+398982 a 1 [1,1,0,149,-275] 2 [] [2:5:1] [3:13:1]
+398982 b 1 [1,0,1,-37325040,87762726142] 0 []
+398982 c 1 [1,0,1,-1747,27950] 2 [] [15:64:1] [24:-11:1]
+398982 d 1 [1,0,1,-1441,-19948] 0 []
+398982 e 1 [1,0,1,-16052,834482] 1 [] [0:913:1]
+398982 f 1 [1,1,1,-1809,-30225] 1 [] [-25:24:1]
+398982 g 1 [1,0,0,18346,278820] 0 []
+398982 h 1 [1,0,0,-47229,969201] 1 [] [-30:1551:1]
+398982 i 1 [1,0,0,-166,-82] 0 []
+398984 a 1 [0,0,0,-55,151] 2 [] [2:7:1] [5:1:1]
+398984 b 1 [0,1,0,-315208,-68220624] 1 [] [18970:895253:8]
+398984 c 1 [0,1,0,-33052,2301853] 0 []
+398985 a 1 [0,-1,1,-16716,843986] 2 [] [31:595:1] [7845:24353:125]
+398985 b 1 [0,1,1,134,-2114] 1 [] [44:301:1]
+398985 c 1 [0,1,1,-1002146,-615196264] 1 [] [1405:27427:1]
+398985 d 1 [0,1,1,-155,-799] 1 [] [381:116:27]
+398985 e 1 [1,1,0,4087,50592] 1 [2] [1701434:41788083:2744] [-12:6:1]
+398985 e 2 [1,1,0,-18358,405223] 1 [2,2] [136825383982:3283577074009:218167208] [-146:73:1] [122:-61:1]
+398985 e 3 [1,1,0,-244483,46399048] 1 [2] [58602612:141091094:185193] [2326:-1163:8]
+398985 e 4 [1,1,0,-151353,-22443318] 1 [2] [669880868605803838326:13226809119029974030837:985389736490651016] [-1962:981:8]
+398986 a 1 [1,0,1,-37992,-2855194] 0 [2] [225:-113:1]
+398986 a 2 [1,0,1,-607972,-182512890] 0 [2] [-3602:1797:8]
+398986 b 1 [1,1,1,-4,453] 1 [] [-7:17:1]
+398987 a 1 [1,0,1,-236,1371] 1 [] [9:-4:1]
+398987 b 1 [1,-1,0,-9797,-282802] 2 [] [-1626:8734:27] [19370:162708:125]
+398988 a 1 [0,0,0,81,-314] 1 [] [102:1034:1]
+398988 b 1 [0,0,0,-140016,-20166199] 1 [] [3079:169524:1]
+398988 c 1 [0,0,0,-633,6129] 2 [] [15:3:1] [24:69:1]
+398988 d 1 [0,0,0,25800,7920493] 0 [2] [-157:0:1]
+398988 d 2 [0,0,0,-472935,117542446] 0 [2] [314:0:1]
+398988 e 1 [0,0,0,-5697,-165483] 2 [] [-44:1:1] [-9498:431:216]
+398988 f 1 [0,0,0,-2937,-55667] 2 [] [68:243:1] [2002:30861:8]
+398988 g 1 [0,0,0,-10551,1011022] 1 [] [78:814:1]
+398988 h 1 [0,0,0,729,8478] 1 [] [7:118:1]
+398990 a 1 [1,1,1,-86,-717] 0 []
+398990 b 1 [1,-1,1,-85957,1097789] 2 [] [-273:2176:1] [7472395:1823214232:125]
+398990 c 1 [1,1,1,-336125,-75146633] 1 [] [1127:30726:1]
+398992 a 1 [0,0,0,-499,3634] 3 [] [-15:88:1] [1:56:1] [7:22:1]
+398992 b 1 [0,-1,0,6347,12221] 1 [] [42372:552365:729]
+398992 b 2 [0,-1,0,-90453,11120989] 1 [] [-4092:124685:27]
+398992 c 1 [0,0,0,325,-7446] 1 [] [191:2650:1]
+398992 d 1 [0,1,0,-166856,26177876] 2 [] [-13:5324:1] [15140:1331:64]
+398992 e 1 [0,1,0,-33,-421] 1 [] [4150:267377:1]
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+399126 br 2 [1,1,1,-407299,47402465] 2 [2] [-385:12330:1] [1177:-35234:1] [966:-487:8]
+399126 bs 1 [1,1,1,-1684,-5035] 2 [2] [-35:129:1] [-29:157:1] [-3:1:1]
+399126 bs 2 [1,1,1,6636,-31659] 2 [2] [17:285:1] [37:-535:1] [38:-23:8]
+399126 bt 1 [1,1,1,158924,4071215] 1 [] [4590:132647:8]
+399126 bu 1 [1,1,1,-4005203,-3084674863] 1 [2] [-1165:1966:1] [-1181:590:1]
+399126 bu 2 [1,1,1,-4885843,-1629505327] 1 [2] [-1841:34534:1] [18886:-9447:8]
+399126 bv 1 [1,1,1,-78568,8053337] 1 [2] [275:2571:1] [189:-95:1]
+399126 bv 2 [1,1,1,-223908,-30548967] 1 [2] [613:-8245:1] [-3034:1513:8]
+399126 bw 1 [1,1,1,-3443,-75727] 1 [2] [-37:70:1] [67:-34:1]
+399126 bw 2 [1,1,1,-54403,-4906735] 1 [2] [-135:70:1] [-1082:537:8]
+399126 bx 1 [1,1,1,-65895,15966273] 0 []
+399126 by 1 [1,1,1,-97,-10609] 1 [2] [270:1151:8] [23:-12:1]
+399126 by 2 [1,1,1,-7837,-267577] 1 [2] [-49:-18:1] [-378:185:8]
+399126 bz 1 [1,1,1,336353,155889851] 0 []
+399126 ca 1 [1,1,1,4782641668,29866169028701] 1 [2] [899663:855421093:1] [-6195:3097:1]
+399126 ca 2 [1,1,1,-19706159612,242233053728861] 1 [2,2] [275884466876015:259192523527176709:304821217] [-146163:73081:1] [133773:-66887:1]
+399126 ca 3 [1,1,1,-241627873052,45653451894158429] 1 [2] [1229922217132201810337747:1059614397692179936042896433:1298357339211196237] [2338598:-1169303:8]
+399126 ca 4 [1,1,1,-189605266652,-31577015389864867] 1 [2] [4375634619351554610139751:3695948589876613997895120205:4610176384726683289] [-2140378:1070185:8]
+399126 cb 1 [1,1,1,-4967,131741] 1 [2] [47:46:1] [43:-22:1]
+399126 cb 2 [1,1,1,-8407,-78787] 1 [2] [-19:-264:1] [-698:345:8]
+399126 cc 1 [1,1,1,-3324,17560413] 1 [] [493:11417:1]
+399126 cd 1 [1,1,1,-679081,201061271] 1 [2] [355:2032:1] [-945:472:1]
+399126 cd 2 [1,1,1,-10667241,13405408791] 1 [2] [1995:7332:1] [15110:-7559:8]
+399126 ce 1 [1,0,0,-46028030,-88958696124] 1 [2] [-5072:120958:1] [-2148:1074:1]
+399126 ce 2 [1,0,0,114908930,-572896134844] 1 [2] [5936:561278:1] [34366:-17183:8]
+399126 cf 1 [1,0,0,-12814,-558076] 2 [2] [-64:62:1] [332:5474:1] [-68:34:1]
+399126 cf 2 [1,0,0,-17934,-71676] 2 [2,2] [-90:948:1] [-108:-726:1] [-132:66:1] [-4:2:1]
+399126 cf 3 [1,0,0,-189294,31561380] 2 [2] [306:1368:1] [35280:-117486:125] [2110:-1055:8]
+399126 cf 4 [1,0,0,71506,-554652] 2 [2] [216:-5106:1] [64:-2102:1] [62:-31:8]
+399126 cg 1 [1,0,0,-52854,-2050560] 1 [2] [-72:1212:1] [-40:20:1]
+399126 cg 2 [1,0,0,187516,-15463206] 1 [2] [91540:3562933:64] [638:-319:8]
+399126 ch 1 [1,0,0,-8749,-305071] 2 [2] [-58:119:1] [-410:979:8] [-62:31:1]
+399126 ch 2 [1,0,0,-22509,886545] 2 [2] [-144:1143:1] [162:1143:1] [990:-495:8]
+399126 ci 1 [1,0,0,-1456,74624] 2 [] [8:248:1] [50:332:1]
+399126 cj 1 [1,0,0,-548041,770931737] 1 [] [11726:-1273417:1]
+399126 ck 1 [1,0,0,74159,59926457] 1 [] [1136:39563:1]
+399126 cl 1 [1,0,0,-80598,8800404] 0 [2] [164:-82:1]
+399126 cl 2 [1,0,0,-81458,8602776] 0 [2] [-2626:1313:8]
+399126 cm 1 [1,0,0,-7098,-101916] 1 [2] [-24:246:1] [-76:38:1]
+399126 cm 2 [1,0,0,-58058,5310036] 1 [2] [190:976:1] [1214:-607:8]
+399126 cn 1 [1,0,0,-24443920,-76283995516] 1 [] [44553975700:16738585123021:314432]
+399126 co 1 [1,0,0,-1327,-37063] 1 [] [56:227:1]
+399126 cp 1 [1,0,0,1716,-18144] 0 []
+399126 cq 1 [1,0,0,-2561,33033] 0 [2] [42:-21:1]
+399126 cq 2 [1,0,0,-16321,-778807] 0 [2] [-674:337:8]
+399127 a 1 [0,-1,1,-4019,99534] 3 [] [1956:4173:64] [36:-15:1] [3594:75367:8]
+399128 a 1 [0,0,0,-2,-43] 1 [] [470:203:125]
+399129 a 1 [0,-1,1,-101049,12397871] 0 []
+399129 b 1 [0,-1,1,-3192763,2196958767] 1 [] [1585:33403:1]
+399129 c 1 [1,0,1,-2220,33997] 1 [] [142:57:8]
+399130 a 1 [1,-1,1,-32953,2376581] 0 []
+399130 b 1 [1,-1,1,-2203,171387] 1 [] [-63:270:1]
+399130 c 1 [1,-1,1,-5653,-162169] 1 [] [1163342737822436403193327128:-71631182297892066517416701:13348163625154361472996864]
+399134 a 1 [1,1,0,-134,-748] 0 []
+399134 b 1 [1,0,0,-79,-327] 0 []
+399135 a 1 [0,1,1,-53116,4101160] 2 [] [-160:2920:1] [1787:74959:1]
+399135 b 1 [1,0,0,-5196903021,144199491237390] 1 [] [41615:-18745:1]
+399135 c 1 [1,0,0,-1546,25691] 1 [2] [13:82:1] [-46:23:1]
+399135 c 2 [1,0,0,-25441,1559750] 1 [2] [89:-94:1] [734:-367:8]
+399135 d 1 [1,0,1,-2760113,4896860663] 1 [2] [5850915:243304871:3375] [-2227:1113:1]
+399135 d 2 [1,0,1,-63346918,193782283931] 1 [2,2] [949320:-147716791:512] [-9189:4594:1] [4735:-2368:1]
+399135 d 3 [1,0,1,-1013155173,12412495599553] 1 [4] [18494390:-36832083:1000] [18659:57045:1]
+399135 d 4 [1,0,1,-82927543,63978404681] 1 [2] [31665960:-9736420187:64000] [-75762:37877:8]
+399135 e 1 [1,0,1,-4998,-136397] 1 [2] [1248216:4732855:13824] [-41:20:1]
+399135 e 2 [1,0,1,-5123,-129247] 1 [2,2] [-57497:-117057:1331] [-51:25:1] [-31:15:1]
+399135 e 3 [1,0,1,-18398,815933] 1 [2] [-10395:171554:125] [814:-411:8]
+399135 e 4 [1,0,1,6152,-616327] 1 [2] [40727478:-526958177:287496] [494:-251:8]
+399136 a 1 [0,0,0,-227,1322] 1 [] [26:114:1]
+399136 b 1 [0,0,0,-227,-1322] 0 []
+399139 a 1 [0,1,1,-7,-34] 0 []
+399140 a 1 [0,0,0,-4952,119901] 0 [2] [51:0:1]
+399140 a 2 [0,0,0,-19207,-897906] 0 [2] [-102:0:1]
+399142 a 1 [1,1,0,-40610,-3167116] 1 [] [6436:512902:1]
+399144 a 1 [0,1,0,-95,-366] 1 [] [-5:3:1]
+399144 b 1 [0,1,0,-408,576] 2 [] [0:24:1] [24:72:1]
+399144 c 1 [0,1,0,32,1040] 0 []
+399144 d 1 [0,1,0,-47,102] 1 [] [-3:15:1]
+399144 e 1 [0,1,0,-76464,8112864] 1 [] [68735325:33469856:421875]
+399145 a 1 [1,1,0,-87,286] 1 [] [6:2:1]
+399147 a 1 [0,-1,1,-4480,116922] 2 [] [38:10:1] [39:0:1]
+399147 b 1 [1,1,1,577153,-1065899536] 0 []
+399150 a 1 [1,-1,0,-1392,-24184] 1 [] [523:11659:1]
+399150 b 1 [1,-1,0,-33983442,-76243131284] 2 [] [-215404:113327:64] [-4478441:2315158:1331]
+399150 c 1 [1,-1,0,534258,62808916] 0 []
+399150 d 1 [1,-1,0,-135342,-19728684] 2 [] [684:14058:1] [1644:63978:1]
+399150 e 1 [1,-1,0,-27852,-1770544] 2 [] [-818:579:8] [-101:118:1]
+399150 f 1 [1,-1,0,7398,-560844] 0 []
+399150 g 1 [1,-1,0,-268542,-53499884] 1 [] [588895:39867148:125]
+399150 h 1 [1,-1,0,-508977,-139380669] 1 [] [-401:543:1]
+399150 i 1 [1,-1,0,-237,-1179] 1 [2] [-11:8:1] [-6:3:1]
+399150 i 2 [1,-1,0,363,-6579] 1 [2] [13:8:1] [102:-51:8]
+399150 j 1 [1,-1,0,-62817,-6043159] 1 [2] [2216122:17438131:6859] [-146:73:1]
+399150 j 2 [1,-1,0,-69567,-4659409] 1 [2] [-438494:-3994003:2744] [2342:-1171:8]
+399150 k 1 [1,-1,0,-1505817,-710958659] 0 []
+399150 k 2 [1,-1,0,434808,-2375086784] 0 []
+399150 l 1 [1,-1,0,-221742,-40139584] 0 [2] [544:-272:1]
+399150 l 2 [1,-1,0,-3547992,-2571415834] 0 [2] [-8698:4349:8]
+399150 m 1 [1,-1,0,-3267,-54059] 1 [] [-42:109:1]
+399150 n 1 [1,-1,0,-24192,-1462784] 1 [] [185049361716:6047779602253:164566592]
+399150 o 1 [1,-1,0,4083,736741] 2 [] [74:-1237:1] [59848:826951:512]
+399150 p 1 [1,-1,0,-1242,348916] 1 [2] [20:566:1] [-76:38:1]
+399150 p 2 [1,-1,0,-82242,9015916] 1 [2] [1510:-4247:8] [1222:-611:8]
+399150 q 1 [1,-1,0,-79827,8702081] 2 [2] [-191:4213:1] [160:1:1] [-326:163:1]
+399150 q 2 [1,-1,0,-1277277,555936731] 2 [2] [1583:-50781:1] [17625:-8843:27] [5222:-2611:8]
+399150 r 1 [1,-1,0,3933,320341] 2 [] [-1:563:1] [134:1733:1]
+399150 s 1 [1,-1,0,-6327,91381] 1 [] [83:323:1]
+399150 t 1 [1,-1,0,-18042,728116] 1 [] [39:268:1]
+399150 u 1 [1,-1,0,-3094917,2096438741] 2 [] [2782346:-1080673:2744] [1034:-1517:1]
+399150 v 1 [1,-1,0,-840942,297013716] 0 []
+399150 w 1 [1,-1,0,-53367,4192541] 1 [2] [-6837:35606:27] [94:-47:1]
+399150 w 2 [1,-1,0,81633,21877541] 1 [2] [-592185:5220574:3375] [-1498:749:8]
+399150 x 1 [1,-1,0,-5292,13819216] 1 [] [-157:3359:1]
+399150 y 1 [1,-1,0,107208,1233616] 0 []
+399150 z 1 [1,-1,0,-7106607,7110841261] 0 []
+399150 ba 1 [1,-1,0,-77367,8248541] 0 []
+399150 bb 1 [1,-1,0,3,611] 1 [] [-7:18:1]
+399150 bc 1 [1,-1,0,-48492,-3885084] 0 []
+399150 bd 1 [1,-1,0,-3867,114541] 0 []
+399150 be 1 [1,-1,1,-3095,66607] 2 [] [19:-130:1] [43:86:1]
+399150 bf 1 [1,-1,1,-1940,-30693] 1 [] [-27:51:1]
+399150 bg 1 [1,-1,1,70,76447] 1 [] [-53700:386473:1728]
+399150 bh 1 [1,-1,1,-155,947] 1 [] [9:-20:1]
+399150 bi 1 [1,-1,1,-53532230,150558589397] 0 []
+399150 bj 1 [1,-1,1,24745,-312753] 1 [] [63:1190:1]
+399150 bk 1 [1,-1,1,-1995680,1085764447] 0 [2] [-1631:815:1]
+399150 bk 2 [1,-1,1,-31931930,69460159447] 0 [2] [26102:-13055:8]
+399150 bl 1 [1,-1,1,-158180,11264447] 1 [] [19:2865:1]
+399150 bm 1 [1,-1,1,-6980,226147] 1 [2] [-71:635:1] [49:-25:1]
+399150 bm 2 [1,-1,1,-7730,175147] 1 [2] [-578:5035:8] [-778:385:8]
+399150 bn 1 [1,-1,1,-2135,33967] 1 [2] [-1:190:1] [19:-10:1]
+399150 bn 2 [1,-1,1,3265,174367] 1 [2] [53:676:1] [-298:145:8]
+399150 bo 1 [1,-1,1,-132305,1727269697] 0 []
+399150 bp 1 [1,-1,1,-51755,4362747] 2 [] [-61:-2670:1] [155:138:1]
+399150 bq 1 [1,-1,1,-177665180,888677492447] 1 [] [59445:14126053:1]
+399150 br 1 [1,-1,1,1120,-51253] 1 [] [39:205:1]
+399150 bs 1 [1,-1,1,-5044505,2369605497] 2 [] [-601:72300:1] [2759:95820:1]
+399150 bt 1 [1,-1,1,-482855,129535647] 2 [] [123208:2610015:512] [309:-3280:1]
+399150 bu 1 [1,-1,1,75145,4813647] 1 [2] [35:2718:1] [-61:30:1]
+399150 bu 2 [1,-1,1,-356855,41965647] 1 [2] [29:-5640:1] [982:-495:8]
+399150 bv 1 [1,-1,1,36745,-19928753] 2 [] [1039:33230:1] [3687409:192588130:1331]
+399150 bw 1 [1,-1,1,-46355,-5236603] 0 []
+399150 bx 1 [1,-1,1,-12724430,-17435308053] 1 [] [1432052:210585969:64]
+399150 by 1 [1,-1,1,-526505,152563497] 1 [2] [2142:43275:8] [-841:420:1]
+399150 by 2 [1,-1,1,-8509505,9556537497] 1 [2] [13662:-20085:8] [13462:-6735:8]
+399150 bz 1 [1,-1,1,-5930,-153303] 1 [2] [263:3921:1] [-31:15:1]
+399150 bz 2 [1,-1,1,9070,-813303] 1 [2] [86709:1394903:343] [502:-255:8]
+399150 ca 1 [1,-1,1,-343880,-77531253] 0 []
+399150 cb 1 [1,-1,1,-162380,-19496753] 1 [] [-151:1325:1]
+399150 cc 1 [1,-1,1,-81680,-6839053] 0 []
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+399150 cd 2 [1,-1,1,-141920,-20542943] 0 [2] [-1738:865:8]
+399150 ce 1 [1,-1,1,184945,-69920553] 2 [] [275:1158:1] [419:8790:1]
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+399150 cf 2 [1,-1,1,-2787980,-471722353] 1 [2,2] [-146153:8741655:343] [-12618:6305:8] [-171:85:1]
+399150 cf 3 [1,-1,1,10712020,-3711722353] 1 [2] [3484159:366586695:343] [2742:-1375:8]
+399150 cf 4 [1,-1,1,-34719980,-78641258353] 1 [2] [-448633222121:-955664949105:133432831] [-27978:13985:8]
+399150 cg 1 [1,-1,1,-2255,-31003] 0 []
+399150 ch 1 [1,-1,1,-1130,251997] 0 []
+399150 ci 1 [1,-1,1,-34805,-3057803] 0 []
+399150 cj 1 [1,-1,1,-9244543505,-343369271461503] 0 []
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+399150 cl 1 [1,-1,1,-696305,-222014303] 0 []
+399150 cm 1 [1,-1,1,-47242355,125878220147] 0 []
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+399152 d 2 [0,0,0,-1351,19074] 1 [2] [5766:9737:216] [22:0:1]
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+399152 j 1 [0,1,0,25256,4319764] 2 [] [150:3392:1] [180:3838:1]
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+399155 a 1 [1,0,0,-271,226] 1 [] [21:52:1]
+399156 a 1 [0,-1,0,398,-1739] 1 [] [19:111:1]
+399156 b 1 [0,1,0,-8118,-284259] 1 [] [1002030:68243059:216]
+399157 a 1 [1,1,0,-7436,-249931] 0 []
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+399165 c 3 [1,1,1,-15648470,23819731952] 1 [2] [3054095:-2744942:1331] [18278:-9143:8]
+399165 c 4 [1,1,1,-2160520,-683343988] 1 [2] [-19095:-589064:27] [-10202:5097:8]
+399165 d 1 [0,1,1,-741,-13660] 0 []
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+399165 e 4 [1,1,0,-16322643,-25389269208] 1 [2] [-503960340:248240761:216000] [-18666:9333:8]
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+399165 g 2 [1,1,0,-488,-3657] 2 [2] [-14:-19:1] [-27118:62845:2744] [-138:69:8]
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+399840 bc 1 [0,-1,0,-41666,-3255384] 0 [2,2] [-121:0:1] [-114:0:1]
+399840 bc 2 [0,-1,0,-54161,-1128735] 0 [2] [243:0:1]
+399840 bc 3 [0,-1,0,-29416,-5220284] 0 [2] [229:0:1]
+399840 bc 4 [0,-1,0,-666416,-209172984] 0 [2] [-471:0:1]
+399840 bd 1 [0,-1,0,-25198266,-2389902896520] 0 [2] [13998:0:1]
+399840 bd 2 [0,-1,0,-2838227016,-57515139493020] 0 [2] [-27995:0:1]
+399840 be 1 [0,-1,0,-441261186,3606913208340] 1 [2] [-1539097267080:215592962215554:88121125] [-24285:0:1]
+399840 be 2 [0,-1,0,-7081616481,229377665167281] 1 [2] [20793754721082145:-7908151260519938876:117289217375] [48571:0:1]
+399840 bf 1 [0,-1,0,-30886,-1271864] 1 [2,2] [226:1800:1] [-149:0:1] [-44:0:1]
+399840 bf 2 [0,-1,0,-210961,36435841] 1 [2] [-51:-6860:1] [299:0:1]
+399840 bf 3 [0,-1,0,94064,-9068744] 1 [2] [3603:65260:27] [89:0:1]
+399840 bf 4 [0,-1,0,-439056,-111804300] 1 [2] [177732:-9068625:64] [-387:0:1]
+399840 bg 1 [0,-1,0,-993246,-380613204] 0 [2] [-569:0:1]
+399840 bg 2 [0,-1,0,-889121,-463642479] 0 [2] [1139:0:1]
+399840 bh 1 [0,-1,0,-22066,659716] 0 [2] [131:0:1]
+399840 bh 2 [0,-1,0,-167841,-25958799] 0 [2] [-261:0:1]
+399840 bi 1 [0,-1,0,-16886,3156336] 1 [2] [16:1700:1] [-184:0:1]
+399840 bi 2 [0,-1,0,-442136,113040936] 1 [2] [3530:-15317:8] [369:0:1]
+399840 bj 1 [0,-1,0,-23466,1423080] 0 [2] [-177:0:1]
+399840 bj 2 [0,-1,0,-377841,89520705] 0 [2] [355:0:1]
+399840 bk 1 [0,-1,0,-138686,19925340] 0 [2] [215:0:1]
+399840 bk 2 [0,-1,0,-136481,20587281] 0 [2] [-429:0:1]
+399840 bl 1 [0,-1,0,-897010,448290592] 1 [2] [79:19440:1] [-1136:0:1]
+399840 bl 2 [0,-1,0,-15780760,24131313592] 1 [2] [2529:-19760:1] [2273:0:1]
+399840 bm 1 [0,-1,0,-1149850,485816752] 1 [2] [474:6860:1] [-1241:0:1]
+399840 bm 2 [0,-1,0,-18514225,30668573377] 1 [2] [2449:-3060:1] [2483:0:1]
+399840 bn 1 [0,-1,0,-87530,6148500] 0 [2] [75:0:1]
+399840 bn 2 [0,-1,0,266495,43037905] 0 [2] [-149:0:1]
+399840 bo 1 [0,-1,0,-15010,-30008] 1 [2,2] [-36:680:1] [-121:0:1] [-2:0:1]
+399840 bo 2 [0,-1,0,-160785,24780897] 1 [2] [307:-2064:1] [243:0:1]
+399840 bo 3 [0,-1,0,59960,-299900] 1 [2] [40:-1470:1] [5:0:1]
+399840 bo 4 [0,-1,0,-169360,-26701688] 1 [2] [-14652:-8959:64] [-247:0:1]
+399840 bp 1 [0,-1,0,-26217270,-12601056600] 0 [2,2] [-4860:0:1] [-485:0:1]
+399840 bp 2 [0,-1,0,-249473520,1506613073400] 0 [2] [9721:0:1]
+399840 bp 3 [0,-1,0,101335855,-99311670975] 0 [2] [971:0:1]
+399840 bp 4 [0,-1,0,-323773200,-2239390614348] 0 [2] [-10691:0:1]
+399840 bq 1 [0,-1,0,1650,3312] 1 [2] [23:230:1] [-2:0:1]
+399840 bq 2 [0,-1,0,-6680,33300] 1 [2] [-44:490:1] [5:0:1]
+399840 br 1 [0,-1,0,-827430,1080968400] 1 [2] [3710:221500:1] [-1290:0:1]
+399840 br 2 [0,-1,0,-21664680,38729711700] 1 [2] [4543490:184576393:1000] [2581:0:1]
+399840 bs 1 [0,-1,0,1650,-540000] 1 [2] [110:980:1] [75:0:1]
+399840 bs 2 [0,-1,0,-90225,-10113375] 1 [2] [635:-13720:1] [-149:0:1]
+399840 bt 1 [0,-1,0,-450,2052] 2 [2] [-16:70:1] [-1:50:1] [19:0:1]
+399840 bt 2 [0,-1,0,-3425,-74703] 2 [2] [-33:36:1] [-246:-195:8] [-37:0:1]
+399840 bu 1 [0,-1,0,-514250,-6967500000] 1 [2] [2035:20230:1] [2000:0:1]
+399840 bu 2 [0,-1,0,-57923000,-167666073000] 1 [2] [330085:-189592670:1] [-3999:0:1]
+399840 bv 1 [0,-1,0,-4230,-99000] 0 [2,2] [-44:0:1] [-30:0:1]
+399840 bv 2 [0,-1,0,-12560,420792] 0 [2] [89:0:1]
+399840 bv 3 [0,-1,0,3120,-413580] 0 [2] [61:0:1]
+399840 bv 4 [0,-1,0,-66705,-6608895] 0 [2] [-149:0:1]
+399840 bw 1 [0,-1,0,2630,449800] 0 [2] [-65:0:1]
+399840 bw 2 [0,-1,0,-74545,7534465] 0 [2] [131:0:1]
+399840 bx 1 [0,-1,0,-10285,-398075] 0 []
+399840 by 1 [0,-1,0,-53591120,208520791032] 0 []
+399840 bz 1 [0,-1,0,-9827750,-11593327500] 1 [2] [9336150:28526709750:1] [-2025:0:1]
+399840 bz 2 [0,-1,0,-22218625,23544715825] 1 [2] [-139641:-256564:27] [4051:0:1]
+399840 ca 1 [0,-1,0,83235,-20933163] 0 []
+399840 cb 1 [0,-1,0,18048595,18942840645] 0 []
+399840 cc 1 [0,-1,0,-11090,-3803400] 1 [2] [230:2400:1] [180:0:1]
+399840 cc 2 [0,-1,0,-439840,-111505400] 1 [2] [1945:-79920:1] [-359:0:1]
+399840 cd 1 [0,-1,0,-310,-8840] 1 [2] [10095:87172:125] [26:0:1]
+399840 cd 2 [0,-1,0,-8640,-305388] 1 [2] [-6620:3626:125] [-51:0:1]
+399840 ce 1 [0,-1,0,-598110,178158492] 2 [2] [124:-10290:1] [194:8330:1] [439:0:1]
+399840 ce 2 [0,-1,0,-493985,242070417] 2 [2] [5133:-336140:27] [279:11220:1] [-877:0:1]
+399840 cf 1 [0,-1,0,-66910790,210686592600] 0 [2,2] [-9445:0:1] [4716:0:1]
+399840 cf 2 [0,-1,0,-1070571665,13482897271425] 0 [4] [18877:3332:1]
+399840 cf 3 [0,-1,0,-65919520,217230560632] 0 [2] [-9431:0:1]
+399840 cf 4 [0,-1,0,-67903040,204116706900] 0 [2] [-9459:0:1]
+399840 cg 1 [0,-1,0,-3820350,-2892586248] 0 [2] [2259:0:1]
+399840 cg 2 [0,-1,0,-61242225,-184449070623] 0 [2] [-4517:0:1]
+399840 ch 1 [0,-1,0,-95686285,386834352997] 1 [] [833306:267800337:8]
+399840 ci 1 [0,-1,0,-9130,-141728] 1 [2,2] [4234:275400:1] [-86:0:1] [-16:0:1]
+399840 ci 2 [0,-1,0,-75280,7875652] 1 [2] [-303:-1666:1] [173:0:1]
+399840 ci 3 [0,-1,0,32520,-1108008] 1 [2] [529005:34440876:125] [33:0:1]
+399840 ci 4 [0,-1,0,-121585,-16267775] 1 [2] [-5325:980:27] [-205:0:1]
+399840 cj 1 [0,-1,0,-5210,-140748] 0 [2] [-37:0:1]
+399840 cj 2 [0,-1,0,-65,-411375] 0 [2] [75:0:1]
+399840 ck 1 [0,-1,0,5570,-112328] 0 [2] [19:0:1]
+399840 ck 2 [0,-1,0,-27505,-965663] 0 [2] [-37:0:1]
+399840 cl 1 [0,-1,0,136995,-45626475] 1 [] [835:25500:1]
+399840 cm 1 [0,-1,0,-4230,-37260] 1 [2] [-58:98:1] [-9:0:1]
+399840 cm 2 [0,-1,0,15615,-303183] 1 [2] [117:-1764:1] [19:0:1]
+399840 cn 1 [0,-1,0,-211010,-101538408] 1 [2] [894:20580:1] [614:0:1]
+399840 cn 2 [0,-1,0,-4804760,-4046650908] 1 [2] [33402:-1764735:8] [-1227:0:1]
+399840 co 1 [0,-1,0,377970,104594400] 1 [2] [390:17640:1] [-240:0:1]
+399840 co 2 [0,-1,0,-2378280,1032899400] 1 [2] [1265:-6860:1] [481:0:1]
+399840 cp 1 [0,-1,0,-341245,79225525] 1 [] [315:1700:1]
+399840 cq 1 [0,-1,0,-6120,187272] 0 []
+399840 cr 1 [0,-1,0,-878880,-335964600] 0 []
+399840 cs 1 [0,-1,0,-155150,24749292] 0 [2] [-457:0:1]
+399840 cs 2 [0,-1,0,-2516705,1537561425] 0 [2] [915:0:1]
+399840 ct 1 [0,-1,0,-945030,353403072] 0 [2,2] [-1122:0:1] [544:0:1]
+399840 ct 2 [0,-1,0,-15114360,22621922100] 0 [2] [2245:0:1]
+399840 ct 3 [0,-1,0,-653480,575214312] 0 [2] [-1087:0:1]
+399840 ct 4 [0,-1,0,-1242705,112345857] 0 [2] [-1157:0:1]
+399840 cu 1 [0,-1,0,-170830,31466800] 1 [2] [390:4900:1] [-485:0:1]
+399840 cu 2 [0,-1,0,-2849905,1852701985] 1 [2] [125295:183848:125] [971:0:1]
+399840 cv 1 [0,-1,0,-2647290,629001612] 1 [2] [54:22050:1] [243:0:1]
+399840 cv 2 [0,-1,0,9705855,4821659025] 1 [2] [-7845:-1200500:27] [-485:0:1]
+399840 cw 1 [0,-1,0,-170,1632] 1 [2] [2:36:1] [-16:0:1]
+399840 cw 2 [0,-1,0,-3320,74712] 1 [2] [37:-34:1] [33:0:1]
+399840 cx 1 [0,-1,0,810,8100] 1 [2] [0:90:1] [-9:0:1]
+399840 cx 2 [0,-1,0,-4545,79857] 1 [2] [-51:420:1] [19:0:1]
+399840 cy 1 [0,-1,0,-21870,409032] 0 [2,2] [-156:0:1] [19:0:1]
+399840 cy 2 [0,-1,0,-279120,56798232] 0 [2] [313:0:1]
+399840 cy 3 [0,-1,0,82255,3095457] 0 [2] [-37:0:1]
+399840 cy 4 [0,-1,0,-196800,-33247500] 0 [2] [-275:0:1]
+399840 cz 1 [0,1,0,-23466,-1423080] 0 [2] [177:0:1]
+399840 cz 2 [0,1,0,-377841,-89520705] 0 [2] [-355:0:1]
+399840 da 1 [0,1,0,-138686,-19925340] 0 [2] [-215:0:1]
+399840 da 2 [0,1,0,-136481,-20587281] 0 [2] [429:0:1]
+399840 db 1 [0,1,0,-41666,3255384] 0 [2,2] [-236:0:1] [114:0:1]
+399840 db 2 [0,1,0,-666416,209172984] 0 [2] [471:0:1]
+399840 db 3 [0,1,0,-29416,5220284] 0 [2] [-229:0:1]
+399840 db 4 [0,1,0,-54161,1128735] 0 [2] [-243:0:1]
+399840 dc 1 [0,1,0,-25198266,2389902896520] 0 [2] [-13998:0:1]
+399840 dc 2 [0,1,0,-2838227016,57515139493020] 0 [2] [27995:0:1]
+399840 dd 1 [0,1,0,-30886,1271864] 0 [2,2] [-194:0:1] [44:0:1]
+399840 dd 2 [0,1,0,-439056,111804300] 0 [2] [387:0:1]
+399840 dd 3 [0,1,0,94064,9068744] 0 [2] [-89:0:1]
+399840 dd 4 [0,1,0,-210961,-36435841] 0 [2] [-299:0:1]
+399840 de 1 [0,1,0,-441261186,-3606913208340] 0 [2] [24285:0:1]
+399840 de 2 [0,1,0,-7081616481,-229377665167281] 0 [2] [-48571:0:1]
+399840 df 1 [0,1,0,-22066,-659716] 1 [2] [-46:510:1] [-131:0:1]
+399840 df 2 [0,1,0,-167841,25958799] 1 [2] [297:-1548:1] [261:0:1]
+399840 dg 1 [0,1,0,-993246,380613204] 2 [2] [-264:24990:1] [450:4998:1] [569:0:1]
+399840 dg 2 [0,1,0,-889121,463642479] 2 [2] [319:-14580:1] [625:12348:1] [-1139:0:1]
+399840 dh 1 [0,1,0,-16886,-3156336] 2 [2] [234:2400:1] [256:-3060:1] [184:0:1]
+399840 dh 2 [0,1,0,-442136,-113040936] 2 [2] [-491326:92310:1331] [11498:377145:8] [-369:0:1]
+399840 di 1 [0,1,0,1699,61515] 2 [] [-54:1785:8] [37:-420:1]
+399840 dj 1 [0,1,0,-200566,33742484] 2 [2] [-323:8058:1] [-136:7650:1] [289:0:1]
+399840 dj 2 [0,1,0,-453441,-68773041] 2 [2] [-433851:8879220:1331] [-255:5508:1] [-579:0:1]
+399840 dk 1 [0,1,0,-5406,356544] 2 [2] [-75:588:1] [2:588:1] [-96:0:1]
+399840 dk 2 [0,1,0,-115656,15085944] 2 [2] [975:-28812:1] [174:-510:1] [191:0:1]
+399840 dl 1 [0,1,0,-146663386,-657504492940] 0 [2] [-5843:0:1]
+399840 dl 2 [0,1,0,74602239,-2467324546065] 0 [2] [11685:0:1]
+399840 dm 1 [0,1,0,-1093696,-608244820] 0 []
+399840 dn 1 [0,1,0,-503981,137547675] 0 []
+399840 do 1 [0,1,0,54,-1296] 1 [2] [24:120:1] [9:0:1]
+399840 do 2 [0,1,0,-1521,-22401] 1 [2] [45:-48:1] [-19:0:1]
+399840 dp 1 [0,1,0,1454,-2920] 0 [2] [2:0:1]
+399840 dp 2 [0,1,0,-5896,-29380] 0 [2] [-5:0:1]
+399840 dq 1 [0,1,0,1699,230859] 1 [] [37:588:1]
+399840 dr 1 [0,1,0,-7366,62800184] 1 [2] [233994:21784616:27] [-404:0:1]
+399840 dr 2 [0,1,0,-2414736,1422482760] 1 [2] [-1594:-34986:1] [807:0:1]
+399840 ds 1 [0,1,0,1456019,136580219] 0 []
+399840 dt 1 [0,1,0,-135746,19170780] 1 [2] [-236:6174:1] [205:0:1]
+399840 dt 2 [0,1,0,-89441,32497359] 1 [2] [-215:6468:1] [-411:0:1]
+399840 du 1 [0,1,0,-3655335581,85377226634475] 0 []
+399840 dv 1 [0,1,0,-65186,7150884] 1 [2] [142:882:1] [-299:0:1]
+399840 dv 2 [0,1,0,-1077281,430004175] 1 [2] [499:4116:1] [597:0:1]
+399840 dw 1 [0,1,0,-226,11024] 0 [2] [-26:0:1]
+399840 dw 2 [0,1,0,-8976,322524] 0 [2] [51:0:1]
+399840 dx 1 [0,1,0,-1388186,-629372640] 0 [2,2] [-698:0:1] [-663:0:1]
+399840 dx 2 [0,1,0,-1748336,-277722180] 0 [2] [1395:0:1]
+399840 dx 3 [0,1,0,-1034161,-957695425] 0 [2] [1325:0:1]
+399840 dx 4 [0,1,0,-22204856,-40280965656] 0 [2] [-2721:0:1]
+399840 dy 1 [0,1,0,-299896,-63634516] 0 []
+399840 dz 1 [0,1,0,-16721021,-27140913045] 1 [] [6997:445500:1]
+399840 ea 1 [0,1,0,6712739,15636455435] 1 [] [120558094247126:15241816048359375:7785938168]
+399840 eb 1 [0,1,0,-17936,974364] 0 []
+399840 ec 1 [0,1,0,1454,34124] 0 [2] [-19:0:1]
+399840 ec 2 [0,1,0,-11041,356495] 0 [2] [37:0:1]
+399840 ed 1 [0,1,0,39674,-2857660] 0 [2] [65:0:1]
+399840 ed 2 [0,1,0,-222721,-26945521] 0 [2] [-131:0:1]
+399840 ee 1 [0,1,0,-243546,-45966096] 0 [2,2] [-306:0:1] [-264:0:1]
+399840 ee 2 [0,1,0,-427296,32605404] 0 [2] [611:0:1]
+399840 ee 3 [0,1,0,-68616,-110480280] 0 [2] [527:0:1]
+399840 ee 4 [0,1,0,-3887921,-2951990721] 0 [2] [-1139:0:1]
+399840 ef 1 [0,1,0,-8346,-543096] 0 [2] [114:0:1]
+399840 ef 2 [0,1,0,-162696,-25300836] 0 [2] [-229:0:1]
+399840 eg 1 [0,1,0,-15206,510600] 0 [2,2] [-138:0:1] [37:0:1]
+399840 eg 2 [0,1,0,-223456,40577900] 0 [2] [275:0:1]
+399840 eg 3 [0,1,0,39919,3410175] 0 [2] [-75:0:1]
+399840 eg 4 [0,1,0,-90176,-10045176] 0 [2] [-201:0:1]
+399840 eh 1 [0,1,0,-676461,214175835] 1 [] [429:1764:1]
+399840 ei 1 [0,1,0,-3166,-73060] 1 [2] [86:546:1] [65:0:1]
+399840 ei 2 [0,1,0,-51361,-4497361] 1 [2] [545:-11388:1] [-131:0:1]
+399840 ej 1 [0,1,0,-2466,-200880] 0 [2] [72:0:1]
+399840 ej 2 [0,1,0,-68616,-6921720] 0 [2] [-145:0:1]
+399840 ek 1 [0,1,0,-155150,-24749292] 0 [2] [457:0:1]
+399840 ek 2 [0,1,0,-2516705,-1537561425] 0 [2] [-915:0:1]
+399840 el 1 [0,1,0,-945030,-353403072] 1 [2,2] [1581:45900:1] [-579:0:1] [-544:0:1]
+399840 el 2 [0,1,0,-1242705,-112345857] 1 [2] [-747:-19992:1] [1157:0:1]
+399840 el 3 [0,1,0,-653480,-575214312] 1 [2] [194195:5811588:125] [1087:0:1]
+399840 el 4 [0,1,0,-15114360,-22621922100] 1 [2] [7755:-571500:1] [-2245:0:1]
+399840 em 1 [0,1,0,-2647290,-629001612] 0 [2] [-243:0:1]
+399840 em 2 [0,1,0,9705855,-4821659025] 0 [2] [485:0:1]
+399840 en 1 [0,1,0,-170830,-31466800] 0 [2] [485:0:1]
+399840 en 2 [0,1,0,-2849905,-1852701985] 0 [2] [-971:0:1]
+399840 eo 1 [0,1,0,-170,-1632] 1 [2] [37:210:1] [16:0:1]
+399840 eo 2 [0,1,0,-3320,-74712] 1 [2] [67:-90:1] [-33:0:1]
+399840 ep 1 [0,1,0,-21870,-409032] 1 [2,2] [-87:918:1] [-138:0:1] [-19:0:1]
+399840 ep 2 [0,1,0,-196800,33247500] 1 [2] [599:-11430:1] [275:0:1]
+399840 ep 3 [0,1,0,82255,-3095457] 1 [2] [121:-2940:1] [37:0:1]
+399840 ep 4 [0,1,0,-279120,-56798232] 1 [2] [-217773:86122:729] [-313:0:1]
+399840 eq 1 [0,1,0,810,-8100] 1 [2] [30:210:1] [9:0:1]
+399840 eq 2 [0,1,0,-4545,-79857] 1 [2] [81:-300:1] [-19:0:1]
+399840 er 1 [0,1,0,-878880,335964600] 2 [] [2970:62475:8] [1290:36750:1]
+399840 es 1 [0,1,0,136995,45626475] 1 [] [2955:212500:27]
+399840 et 1 [0,1,0,-211010,101538408] 1 [2] [121:8820:1] [-614:0:1]
+399840 et 2 [0,1,0,-4804760,4046650908] 1 [2] [1371:-6180:1] [1227:0:1]
+399840 eu 1 [0,1,0,-4230,37260] 1 [2] [-12:294:1] [9:0:1]
+399840 eu 2 [0,1,0,15615,303183] 1 [2] [177:2940:1] [-19:0:1]
+399840 ev 1 [0,1,0,377970,-104594400] 0 [2] [240:0:1]
+399840 ev 2 [0,1,0,-2378280,-1032899400] 0 [2] [-481:0:1]
+399840 ew 1 [0,1,0,-341245,-79225525] 1 [] [1385:45900:1]
+399840 ex 1 [0,1,0,-6120,-187272] 1 [] [102:510:1]
+399840 ey 1 [0,1,0,18048595,-18942840645] 1 [] [633313:504008316:1]
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+399840 fn 2 [0,1,0,-323773200,2239390614348] 1 [2] [146778:-12586875:8] [10691:0:1]
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+399990 g 1 [1,1,0,703,-33819] 0 []
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+399990 k 1 [1,0,1,-38,-232] 1 [] [2856:841:343]
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+399990 m 2 [1,1,1,-27800,-921283] 1 [2] [-123:-749:1] [1446:-727:8]
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diff --git a/allisog/allisog.390000-399999 b/allisog/allisog.390000-399999
new file mode 100644
index 0000000..aceb7a9
--- /dev/null
+++ b/allisog/allisog.390000-399999
@@ -0,0 +1,42310 @@
+390003 a 1 [0,-1,1,-51,-151] [[0,-1,1,-51,-151]] [[1]]
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+390150 k 1 [1,-1,0,-1992,85166] [[1,-1,0,-1992,85166]] [[1]]
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+390150 n 1 [1,-1,0,-98892,11994516] [[1,-1,0,-98892,11994516]] [[1]]
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+390150 ba 1 [1,-1,0,-20061567,-34580604659] [[1,-1,0,-20061567,-34580604659]] [[1]]
+390150 bb 1 [1,-1,0,-619092,206404816] [[1,-1,0,-619092,206404816]] [[1]]
+390150 bc 1 [1,-1,0,-1992,-21084] [[1,-1,0,-1992,-21084]] [[1]]
+390150 bd 1 [1,-1,0,-922542,337596366] [[1,-1,0,-922542,337596366]] [[1]]
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+390150 bs 1 [1,-1,0,-345836817,-4208086826659] [[1,-1,0,-345836817,-4208086826659]] [[1]]
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+390150 bu 1 [1,-1,0,-510913617,9733780888541] [[1,-1,0,-510913617,9733780888541]] [[1]]
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+390390 a 1 [1,1,0,-412982768,-359906243328] [[1,1,0,-412982768,-359906243328],[1,1,0,-4271266288,106976769626368]] [[1,2],[2,1]]
+390390 b 1 [1,1,0,-3,626553] [[1,1,0,-3,626553],[1,1,0,-109853,13742643]] [[1,2],[2,1]]
+390390 c 1 [1,1,0,-437453,-57764247] [[1,1,0,-437453,-57764247],[1,1,0,1465877,-423584273]] [[1,2],[2,1]]
+390390 d 1 [1,1,0,-173295983,-1567959025563] [[1,1,0,-173295983,-1567959025563],[1,1,0,-3340437103,-74279818286747],[1,1,0,-3914645023,-46997936750123],[1,1,0,-53440487103,-4755057349716747],[1,1,0,-53433980603,-4756273098350847],[1,1,0,-855047793603,-304322601611602647]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390390 e 1 [1,1,0,-844158,-298865952] [[1,1,0,-844158,-298865952],[1,1,0,-798528,-332550018]] [[1,2],[2,1]]
+390390 f 1 [1,1,0,-1583533,765459037] [[1,1,0,-1583533,765459037],[1,1,0,-2022933,306110277]] [[1,2],[2,1]]
+390390 g 1 [1,1,0,-2713298,1964672052] [[1,1,0,-2713298,1964672052],[1,1,0,-45112018,116602331188],[1,1,0,-721788018,7463544333588],[1,1,0,-46815538,107318487892]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 h 1 [1,1,0,-36988,-2753408] [[1,1,0,-36988,-2753408],[1,1,0,-38808,-2469852]] [[1,2],[2,1]]
+390390 i 1 [1,1,0,-27262238,108754447092] [[1,1,0,-27262238,108754447092],[1,1,0,-546646558,4916071836148],[1,1,0,-8744836558,314753545782148],[1,1,0,-658605678,2757298476132],[1,1,0,2355985902,20941917805008],[1,1,0,-5464543178,-153586576711368]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390390 j 1 [1,1,0,-198,1188] [[1,1,0,-198,1188]] [[1]]
+390390 k 1 [1,1,0,-18147223,29747611093] [[1,1,0,-18147223,29747611093],[1,1,0,-18363543,29001782997],[1,1,0,10636857,112099529157],[1,1,0,-50825063,-101824634907],[1,1,0,129535117,-661698705663],[1,1,0,-750569563,-7914192079607],[1,1,0,-688284613,-9281932210637],[1,1,0,-12008766513,-506523973519377]] [[1,2,4,4,8,8,16,16],[2,1,2,2,4,4,8,8],[4,2,1,4,8,8,16,16],[4,2,4,1,2,2,4,4],[8,4,8,2,1,4,8,8],[8,4,8,2,4,1,2,2],[16,8,16,4,8,2,1,4],[16,8,16,4,8,2,4,1]]
+390390 l 1 [1,1,0,-56251653,190246460877] [[1,1,0,-56251653,190246460877],[1,1,0,-942298373,11132746243533],[1,1,0,-15076647173,712527190485453],[1,1,0,-984697093,10076009025997],[1,1,0,1786551387,56550400285293],[1,1,0,-4434325093,-104028716181203]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390390 m 1 [1,1,0,5912,2051392] [[1,1,0,5912,2051392],[1,1,0,-210408,35754048],[1,1,0,-3333528,2341241232],[1,1,0,-548408,-108436752],[1,1,0,1496492,-724769612],[1,1,0,-8001308,-8713555092]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390390 n 1 [1,1,0,-2638093,2336331613] [[1,1,0,-2638093,2336331613],[1,1,0,-46929613,123703954717]] [[1,2],[2,1]]
+390390 o 1 [1,1,0,-223083,1370165373] [[1,1,0,-223083,1370165373],[1,1,0,-19908203,33815180157]] [[1,2],[2,1]]
+390390 p 1 [1,1,0,409822,98540928] [[1,1,0,409822,98540928],[1,1,0,-2336428,926260678]] [[1,2],[2,1]]
+390390 q 1 [1,1,0,31262,27537268] [[1,1,0,31262,27537268],[1,1,0,-1199058,487923012]] [[1,2],[2,1]]
+390390 r 1 [1,1,0,-944713,362296693] [[1,1,0,-944713,362296693],[1,1,0,-15225213,22859796393],[1,1,0,-243603363,1463332139703],[1,1,0,-15335063,22513043883]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 s 1 [1,1,0,-148892,-7377456] [[1,1,0,-148892,-7377456],[1,1,0,-1906492,-1013076176]] [[1,2],[2,1]]
+390390 t 1 [1,1,0,-271731047,1723956695349] [[1,1,0,-271731047,1723956695349],[1,1,0,-276652327,1658264497141]] [[1,2],[2,1]]
+390390 u 1 [1,1,0,-2976717,1673305821] [[1,1,0,-2976717,1673305821],[1,1,0,-45575117,118401441501]] [[1,2],[2,1]]
+390390 v 1 [1,1,0,-10222614132,390501421974864] [[1,1,0,-10222614132,390501421974864],[1,1,0,666069388,1179915733017936]] [[1,2],[2,1]]
+390390 w 1 [1,1,0,32263,-586971] [[1,1,0,32263,-586971],[1,1,0,-134137,-4946651]] [[1,2],[2,1]]
+390390 x 1 [1,1,0,-41057,3790389] [[1,1,0,-41057,3790389]] [[1]]
+390390 y 1 [1,1,0,-257323797,-4458583836819] [[1,1,0,-257323797,-4458583836819],[1,1,0,-5934425877,-175710638920851],[1,1,0,-7789559157,-56641877557299],[1,1,0,-94912925877,-11254797383620851]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 z 1 [1,1,0,-18762,1300356] [[1,1,0,-18762,1300356],[1,1,0,-326342,71613144]] [[1,2],[2,1]]
+390390 ba 1 [1,1,0,-333622,-75775916] [[1,1,0,-333622,-75775916],[1,1,0,-5367222,-4788232236]] [[1,2],[2,1]]
+390390 bb 1 [1,1,0,-62230778067,-5975309549370819] [[1,1,0,-62230778067,-5975309549370819]] [[1]]
+390390 bc 1 [1,1,0,-628007,190124901] [[1,1,0,-628007,190124901],[1,1,0,-1036987,-88554071],[1,1,0,4038083,-694517429],[1,1,0,-12655737,-17309865321]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 bd 1 [1,1,0,459508,35134494] [[1,1,0,459508,35134494]] [[1]]
+390390 be 1 [1,1,0,-1020900296367,397031376812253669] [[1,1,0,-1020900296367,397031376812253669],[1,1,0,-16334427587247,25409953903291780581]] [[1,2],[2,1]]
+390390 bf 1 [1,1,0,-84672,-8269776] [[1,1,0,-84672,-8269776],[1,1,0,-358452,74247516],[1,1,0,-5575482,5064858414],[1,1,0,478098,370218906]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 bg 1 [1,1,0,-5735187,-5288869971] [[1,1,0,-5735187,-5288869971],[1,1,0,-5856867,-5052883779],[1,1,0,-19799367,28077284721],[1,1,0,6138753,-23077502391]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 bh 1 [1,0,1,-397878394,3182286834092] [[1,0,1,-397878394,3182286834092],[1,0,1,-6439628394,198901153034092]] [[1,2],[2,1]]
+390390 bi 1 [1,0,1,-2019,299626] [[1,0,1,-2019,299626],[1,0,1,-80669,8762366]] [[1,2],[2,1]]
+390390 bj 1 [1,0,1,-725014,245672936] [[1,0,1,-725014,245672936],[1,0,1,-11710014,15422548936],[1,0,1,3584486,750847736],[1,0,1,-14980164,6127170376]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+390390 bk 1 [1,0,1,485431245711,143834938652404612] [[1,0,1,485431245711,143834938652404612]] [[1]]
+390390 bl 1 [1,0,1,-7871179,8720349302] [[1,0,1,-7871179,8720349302],[1,0,1,-126847179,549870787702]] [[1,2],[2,1]]
+390390 bm 1 [1,0,1,108156,2321242042] [[1,0,1,108156,2321242042]] [[1]]
+390390 bn 1 [1,0,1,120831,27792052] [[1,0,1,120831,27792052],[1,0,1,-974289,305076436],[1,0,1,-14815389,21947020396],[1,0,1,-4655109,-3586286468],[1,0,1,4770021,-16264971344],[1,0,1,-72973359,-239940104168]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390390 bo 1 [1,0,1,-33804,-2075318] [[1,0,1,-33804,-2075318],[1,0,1,-520524,-144586934],[1,0,1,-500244,-156365558],[1,0,1,-8328324,-9251604854]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 bp 1 [1,0,1,70820291,-632920060264] [[1,0,1,70820291,-632920060264],[1,0,1,-815226429,-8020068774248],[1,0,1,-3147156029,59457578903192],[1,0,1,-12660044349,-548271689959784],[1,0,1,-12277239069,-582980950941608],[1,0,1,-202559936349,-35089618805580584]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390390 bq 1 [1,0,1,-7367559,7671876682] [[1,0,1,-7367559,7671876682],[1,0,1,-10828679,-270701494],[1,0,1,43305401,-2154567478],[1,0,1,-120340679,-506697994294],[1,0,1,-68930879,-942632534374],[1,0,1,-1923942479,-32481672145414]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390390 br 1 [1,0,1,-254349,384568966] [[1,0,1,-254349,384568966],[1,0,1,2283186,-10233492488]] [[1,3],[3,1]]
+390390 bs 1 [1,0,1,-106189464,1949078493286] [[1,0,1,-106189464,1949078493286],[1,0,1,-3080589464,65605997533286]] [[1,2],[2,1]]
+390390 bt 1 [1,0,1,-30032318,63344487728] [[1,0,1,-30032318,63344487728],[1,0,1,-30897598,59500567856],[1,0,1,41380322,296398678448],[1,0,1,-117019998,-423404953424]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 bu 1 [1,0,1,-197058,9767188] [[1,0,1,-197058,9767188],[1,0,1,-2481938,1503164756],[1,0,1,-39699118,96272991908],[1,0,1,-1822838,2319921476]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 bv 1 [1,0,1,113434317,-1911693868082] [[1,0,1,113434317,-1911693868082],[1,0,1,-1790181683,-27067598584882]] [[1,2],[2,1]]
+390390 bw 1 [1,0,1,1068752,-365208322] [[1,0,1,1068752,-365208322],[1,0,1,-5745328,-3352500994]] [[1,2],[2,1]]
+390390 bx 1 [1,0,1,282512,169002446] [[1,0,1,282512,169002446]] [[1]]
+390390 by 1 [1,0,1,-131993,-28514692] [[1,0,1,-131993,-28514692],[1,0,1,-2416873,-1446054244],[1,0,1,-2724453,-1054689452],[1,0,1,-38667373,-92550810844]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 bz 1 [1,0,1,-126658913,579909336788] [[1,0,1,-126658913,579909336788],[1,0,1,-2058450593,35946378697556],[1,0,1,713298127,649138880756],[1,0,1,-32935176473,2300581312330628],[1,0,1,-2090391593,34773211320356],[1,0,1,-2865584453,5202909075548],[1,0,1,-32955674483,2297574291885056],[1,0,1,-30037615703,-1995712865736952]] [[1,2,3,4,4,6,12,12],[2,1,6,2,2,3,6,6],[3,6,1,12,12,2,4,4],[4,2,12,1,4,6,3,12],[4,2,12,4,1,6,12,3],[6,3,2,6,6,1,2,2],[12,6,4,3,12,2,1,4],[12,6,4,12,3,2,4,1]]
+390390 ca 1 [1,0,1,69117,-5954882] [[1,0,1,69117,-5954882],[1,0,1,-370283,-54640402]] [[1,2],[2,1]]
+390390 cb 1 [1,0,1,-54253,-3722392] [[1,0,1,-54253,-3722392],[1,0,1,128267,-23361544],[1,0,1,-4100113,-3195863344],[1,0,1,-4095043,-3204159892]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+390390 cc 1 [1,0,1,141081027,1313631263128] [[1,0,1,141081027,1313631263128],[1,0,1,-1286968973,15190278723128],[1,0,1,-19749458473,1068238984832528],[1,0,1,-5673279473,-149747277746272]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cd 1 [1,0,1,997,40406] [[1,0,1,997,40406],[1,0,1,-13303,538046]] [[1,2],[2,1]]
+390390 ce 1 [1,0,1,268537,6728906] [[1,0,1,268537,6728906],[1,0,1,-1083463,53778506],[1,0,1,-3422423,-2675860822],[1,0,1,-12676863,17337219226],[1,0,1,-11122063,-14213079814],[1,0,1,-56234923,-162317485822],[1,0,1,-57713673,-153330826322],[1,0,1,-899756173,-10388156895322]] [[1,2,3,4,4,6,12,12],[2,1,6,2,2,3,6,6],[3,6,1,12,12,2,4,4],[4,2,12,1,4,6,3,12],[4,2,12,4,1,6,12,3],[6,3,2,6,6,1,2,2],[12,6,4,3,12,2,1,4],[12,6,4,12,3,2,4,1]]
+390390 cf 1 [1,0,1,-2911198,-1912090672] [[1,0,1,-2911198,-1912090672],[1,0,1,-2965278,-1837373744],[1,0,1,-9556278,9188051056],[1,0,1,2760442,-8080698832]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cg 1 [1,0,1,-1733,-27844] [[1,0,1,-1733,-27844],[1,0,1,-2383,-5224]] [[1,2],[2,1]]
+390390 ch 1 [1,0,1,5782074567,252389964510556] [[1,0,1,5782074567,252389964510556],[1,0,1,-42298073913,2658724467696988]] [[1,2],[2,1]]
+390390 ci 1 [1,0,1,-1018,1016] [[1,0,1,-1018,1016],[1,0,1,4052,9128]] [[1,2],[2,1]]
+390390 cj 1 [1,0,1,-8298,-292004] [[1,0,1,-8298,-292004]] [[1]]
+390390 ck 1 [1,0,1,-6841293,-7361982392] [[1,0,1,-6841293,-7361982392],[1,0,1,-111540173,-453421090744],[1,0,1,-113622253,-435614309752],[1,0,1,-1784640173,-29018592010744]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cl 1 [1,0,1,500912,399704606] [[1,0,1,500912,399704606],[1,0,1,-6042768,5153033758],[1,0,1,-94010648,350831615006],[1,0,1,-22773768,-36286307042]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cm 1 [1,0,1,-167483,-18197242] [[1,0,1,-167483,-18197242],[1,0,1,-1032763,389868806],[1,0,1,-16364443,25478629958],[1,0,1,454437,1420795846]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cn 1 [1,0,1,2192602,-467394172] [[1,0,1,2192602,-467394172],[1,0,1,-9426148,-3869364172]] [[1,2],[2,1]]
+390390 co 1 [1,0,1,-392253,69380248] [[1,0,1,-392253,69380248],[1,0,1,-5800253,5375709848],[1,0,1,-92801453,344088781688],[1,0,1,-5327053,6289364408]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cp 1 [1,0,1,87,461788] [[1,0,1,87,461788],[1,0,1,-89093,10057556]] [[1,2],[2,1]]
+390390 cq 1 [1,1,1,10811349,-515894407527] [[1,1,1,10811349,-515894407527],[1,1,1,-903140651,-10204151188327],[1,1,1,-2072823451,21676255335353],[1,1,1,-14356689851,-662114712643207]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cr 1 [1,1,1,-6040830156,180712914115053] [[1,1,1,-6040830156,180712914115053],[1,1,1,-96653417676,11565713350547949]] [[1,2],[2,1]]
+390390 cs 1 [1,1,1,-1197791,-562311391] [[1,1,1,-1197791,-562311391],[1,1,1,-19762441,-33822738331]] [[1,2],[2,1]]
+390390 ct 1 [1,1,1,-9763183661,-378150520658461] [[1,1,1,-9763183661,-378150520658461],[1,1,1,-157008638381,-23946081308595997]] [[1,2],[2,1]]
+390390 cu 1 [1,1,1,-6938721,8362178079] [[1,1,1,-6938721,8362178079]] [[1]]
+390390 cv 1 [1,1,1,1525644,-515609931] [[1,1,1,1525644,-515609931],[1,1,1,-7613876,-4580868427],[1,1,1,-54981196,153663874229],[1,1,1,-106478876,-422819364427]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cw 1 [1,1,1,-56382206,-166197776581] [[1,1,1,-56382206,-166197776581],[1,1,1,-907060606,-10515210919621]] [[1,2],[2,1]]
+390390 cx 1 [1,1,1,-1286516,548511413] [[1,1,1,-1286516,548511413],[1,1,1,-2922436,-1131905611],[1,1,1,9161064,-8072668011],[1,1,1,-41180656,-101705114347]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cy 1 [1,1,1,-13101,-573981] [[1,1,1,-13101,-573981],[1,1,1,-26621,794243],[1,1,1,-361241,83378459],[1,1,1,91679,6046763]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 cz 1 [1,1,1,-368229456,-2719900183551] [[1,1,1,-368229456,-2719900183551]] [[1]]
+390390 da 1 [1,1,1,77656764,76802199339] [[1,1,1,77656764,76802199339]] [[1]]
+390390 db 1 [1,1,1,-503065261,3678768214883] [[1,1,1,-503065261,3678768214883],[1,1,1,-7702194861,260166477951843]] [[1,2],[2,1]]
+390390 dc 1 [1,1,1,-60488841,177719758263] [[1,1,1,-60488841,177719758263],[1,1,1,3941239,537059200439]] [[1,2],[2,1]]
+390390 dd 1 [1,1,1,5452359,-1316837241] [[1,1,1,5452359,-1316837241],[1,1,1,-22669241,-10754446201]] [[1,2],[2,1]]
+390390 de 1 [1,1,1,-881,-3697] [[1,1,1,-881,-3697],[1,1,1,-11281,-465457]] [[1,2],[2,1]]
+390390 df 1 [1,1,1,-1607876,784068293] [[1,1,1,-1607876,784068293],[1,1,1,-1636996,754156229]] [[1,2],[2,1]]
+390390 dg 1 [1,1,1,5489,783089] [[1,1,1,5489,783089],[1,1,1,-100981,11557853]] [[1,2],[2,1]]
+390390 dh 1 [1,1,1,-15610,1057415] [[1,1,1,-15610,1057415],[1,1,1,-277690,56199047]] [[1,2],[2,1]]
+390390 di 1 [1,1,1,185,12605] [[1,1,1,185,12605],[1,1,1,-7095,219357]] [[1,2],[2,1]]
+390390 dj 1 [1,1,1,-145935,-21475563] [[1,1,1,-145935,-21475563],[1,1,1,-200015,-4191595],[1,1,1,-2059015,1131285605],[1,1,1,793705,-32413243]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 dk 1 [1,1,1,-358875,54515625] [[1,1,1,-358875,54515625],[1,1,1,-2305755,-1307521623],[1,1,1,817365,-4579302135],[1,1,1,-36578955,-85167187383]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 dl 1 [1,1,1,7507230,-3657023505] [[1,1,1,7507230,-3657023505],[1,1,1,-33390770,-30780577105],[1,1,1,-279336470,1775641400255],[1,1,1,-441813070,-3572292024865]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 dm 1 [1,1,1,-9370,344807] [[1,1,1,-9370,344807],[1,1,1,-11970,134727]] [[1,2],[2,1]]
+390390 dn 1 [1,1,1,-6251060,-6017982235] [[1,1,1,-6251060,-6017982235],[1,1,1,-6558640,-5393471803]] [[1,2],[2,1]]
+390390 do 1 [1,1,1,-33532730,-74567623993] [[1,1,1,-33532730,-74567623993],[1,1,1,-47377210,-7150544185],[1,1,1,-505434810,4357588714695],[1,1,1,189168710,-56919805753]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 dp 1 [1,1,1,-33550,2777627] [[1,1,1,-33550,2777627]] [[1]]
+390390 dq 1 [1,1,1,-2443685,-164757013] [[1,1,1,-2443685,-164757013],[1,1,1,-25273765,48682482155]] [[1,2],[2,1]]
+390390 dr 1 [1,1,1,-73929645,-126538402593] [[1,1,1,-73929645,-126538402593],[1,1,1,247733125,-931853313565]] [[1,2],[2,1]]
+390390 ds 1 [1,1,1,-1175990,-487540045] [[1,1,1,-1175990,-487540045],[1,1,1,-2041270,324438707],[1,1,1,-25701270,50086150707],[1,1,1,7774250,2546672435]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 dt 1 [1,1,1,-6274720,6046161857] [[1,1,1,-6274720,6046161857],[1,1,1,-6937200,4690462785],[1,1,1,19680300,32031958785],[1,1,1,-44154380,-109402524223]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 du 1 [1,0,0,452494,54046836] [[1,0,0,452494,54046836],[1,0,0,-2011526,453710880],[1,0,0,-26606096,52786036926],[1,0,0,-16841276,-26290260270]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 dv 1 [1,0,0,-426306,-76296780] [[1,0,0,-426306,-76296780],[1,0,0,-2538806,1496670720],[1,0,0,-40183556,98040396570],[1,0,0,1305944,5631314870]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 dw 1 [1,0,0,14784,1014534000] [[1,0,0,14784,1014534000],[1,0,0,-15056636,22111507716]] [[1,2],[2,1]]
+390390 dx 1 [1,0,0,-440671,109935305] [[1,0,0,-440671,109935305],[1,0,0,-1011891,-234053379],[1,0,0,3140439,-1663285365],[1,0,0,-14303741,-20817812289]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 dy 1 [1,0,0,2524434,-1085851404] [[1,0,0,2524434,-1085851404],[1,0,0,-12546986,-9613260840],[1,0,0,-55235541,-160049873439],[1,0,0,-886931861,-10166853656415]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+390390 dz 1 [1,0,0,-1402281,-640129959] [[1,0,0,-1402281,-640129959]] [[1]]
+390390 ea 1 [1,0,0,-77321,-24818535] [[1,0,0,-77321,-24818535],[1,0,0,-1834921,-955291975]] [[1,2],[2,1]]
+390390 eb 1 [1,0,0,-198156,15419520] [[1,0,0,-198156,15419520],[1,0,0,-2662176,1670748156],[1,0,0,-8069331,-8822951775],[1,0,0,-42588426,106972239906],[1,0,0,-2160246,2320145190],[1,0,0,-8556051,-7698725919],[1,0,0,-43336251,103020562761],[1,0,0,18436629,-46465612935]] [[1,2,3,4,4,6,12,12],[2,1,6,2,2,3,6,6],[3,6,1,12,12,2,4,4],[4,2,12,1,4,6,3,12],[4,2,12,4,1,6,12,3],[6,3,2,6,6,1,2,2],[12,6,4,3,12,2,1,4],[12,6,4,12,3,2,4,1]]
+390390 ec 1 [1,0,0,47744609,371250629801] [[1,0,0,47744609,371250629801]] [[1]]
+390390 ed 1 [1,0,0,168574,88603956] [[1,0,0,168574,88603956],[1,0,0,-2248126,1184335736]] [[1,2],[2,1]]
+390390 ee 1 [1,0,0,-292796,-60879924] [[1,0,0,-292796,-60879924],[1,0,0,-402646,-11073934]] [[1,2],[2,1]]
+390390 ef 1 [1,0,0,38444,-1602160] [[1,0,0,38444,-1602160],[1,0,0,-177876,-13759344],[1,0,0,-1408196,633635040],[1,0,0,-2408676,-1438348224]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 eg 1 [1,0,0,-4362815701,110917793089505] [[1,0,0,-4362815701,110917793089505],[1,0,0,-69805240021,7098715888645601]] [[1,2],[2,1]]
+390390 eh 1 [1,0,0,32529,-458199] [[1,0,0,32529,-458199],[1,0,0,-133091,-3737475],[1,0,0,-1304261,569901591],[1,0,0,-1611841,-786587725]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 ei 1 [1,0,0,-160976,33265920] [[1,0,0,-160976,33265920],[1,0,0,-2810896,1813482176],[1,0,0,-44973016,116081259800],[1,0,0,-3047496,1490144616]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 ej 1 [1,0,0,3219700,-57245931120] [[1,0,0,3219700,-57245931120],[1,0,0,-204704380,-1098238630048],[1,0,0,-1028832035,-12703688379903],[1,0,0,-16461966115,-812964163083775]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+390390 ek 1 [1,0,0,-310885390,2109809530100] [[1,0,0,-310885390,2109809530100],[1,0,0,-310969890,2108605219200],[1,0,0,-318999925,1993861140257],[1,0,0,-232241240,3202004456130],[1,0,0,-391050540,938130422670],[1,0,0,-1163999925,-13094289859743],[1,0,0,2024185075,-72216630136743],[1,0,0,-17872184925,-919610233582743]] [[1,2,3,4,4,6,12,12],[2,1,6,2,2,3,6,6],[3,6,1,12,12,2,4,4],[4,2,12,1,4,6,3,12],[4,2,12,4,1,6,12,3],[6,3,2,6,6,1,2,2],[12,6,4,3,12,2,1,4],[12,6,4,12,3,2,4,1]]
+390390 el 1 [1,0,0,6484780,10170801900] [[1,0,0,6484780,10170801900],[1,0,0,-49749970,109357653950],[1,0,0,-61303655,-362021999223],[1,0,0,-1223178655,-16456082124223]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+390390 em 1 [1,0,0,-151850,22223460] [[1,0,0,-151850,22223460],[1,0,0,30670,72343452],[1,0,0,-1573985,-751970103],[1,0,0,-276065,-1954622775]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+390390 en 1 [1,0,0,-1505,174927] [[1,0,0,-1505,174927],[1,0,0,13510,-4656900]] [[1,3],[3,1]]
+390390 eo 1 [1,0,0,942425,-112852663] [[1,0,0,942425,-112852663],[1,0,0,-3978855,-926832375]] [[1,2],[2,1]]
+390390 ep 1 [1,0,0,-48424165,129696365057] [[1,0,0,-48424165,129696365057],[1,0,0,-48478245,129392143425],[1,0,0,-51671500,111308666000],[1,0,0,-23838045,260827898265],[1,0,0,-73983725,-21513579543],[1,0,0,-273183180,-1642753723248],[1,0,0,213536820,-6859516027248],[1,0,0,-4304090060,-108685098284400]] [[1,2,3,4,4,6,12,12],[2,1,6,2,2,3,6,6],[3,6,1,12,12,2,4,4],[4,2,12,1,4,6,3,12],[4,2,12,4,1,6,12,3],[6,3,2,6,6,1,2,2],[12,6,4,3,12,2,1,4],[12,6,4,12,3,2,4,1]]
+390390 eq 1 [1,0,0,-148204300,1342927959632] [[1,0,0,-148204300,1342927959632],[1,0,0,-2942402980,61397522509400]] [[1,2],[2,1]]
+390390 er 1 [1,0,0,640,1056600] [[1,0,0,640,1056600]] [[1]]
+390390 es 1 [1,0,0,385570,11435531652] [[1,0,0,385570,11435531652],[1,0,0,-73873030,239721319772],[1,0,0,-3470165,-308776319775],[1,0,0,-706510165,-7129811007775]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+390390 et 1 [1,0,0,-12425,531465] [[1,0,0,-12425,531465],[1,0,0,-15805,218477],[1,0,0,60245,1724267],[1,0,0,-145935,-21305025]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 eu 1 [1,0,0,-341130,658620000] [[1,0,0,-341130,658620000],[1,0,0,-13632980,19264551630]] [[1,2],[2,1]]
+390390 ev 1 [1,0,0,43345,4628025] [[1,0,0,43345,4628025],[1,0,0,-294655,47148425],[1,0,0,-4401355,3553448885],[1,0,0,-1595955,-736494435]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 ew 1 [1,0,0,-2287165,1329521777] [[1,0,0,-2287165,1329521777],[1,0,0,-2949645,496519425],[1,0,0,11364655,3906185685],[1,0,0,-27863625,-56222647443]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390390 ex 1 [1,0,0,-1808895,-1052965863] [[1,0,0,-1808895,-1052965863],[1,0,0,-29930495,-63027347943]] [[1,2],[2,1]]
+390390 ey 1 [1,0,0,2872374235,65469014148225] [[1,0,0,2872374235,65469014148225]] [[1]]
+390390 ez 1 [1,0,0,2692420,-14413052148] [[1,0,0,2692420,-14413052148],[1,0,0,-74924210,-239144242650]] [[1,2],[2,1]]
+390390 fa 1 [1,0,0,-2354310,1448288100] [[1,0,0,-2354310,1448288100],[1,0,0,-38104310,90530138100]] [[1,2],[2,1]]
+390390 fb 1 [1,0,0,-28480,-1561600] [[1,0,0,-28480,-1561600],[1,0,0,52640,-8813728]] [[1,2],[2,1]]
+390394 a 1 [1,1,0,-316,-2352] [[1,1,0,-316,-2352]] [[1]]
+390397 a 1 [1,0,0,9234,1205533] [[1,0,0,9234,1205533]] [[1]]
+390398 a 1 [1,0,1,-131,510] [[1,0,1,-131,510]] [[1]]
+390398 b 1 [1,1,0,-69984,7574528] [[1,1,0,-69984,7574528]] [[1]]
+390398 c 1 [1,-1,1,-42844,-3401369] [[1,-1,1,-42844,-3401369]] [[1]]
+390399 a 1 [0,-1,1,-2314,-254157] [[0,-1,1,-2314,-254157]] [[1]]
+390400 a 1 [0,1,0,-1533,-30437] [[0,1,0,-1533,-30437]] [[1]]
+390400 b 1 [0,1,0,-12251133,16501438363] [[0,1,0,-12251133,16501438363]] [[1]]
+390400 c 1 [0,1,0,-383,3613] [[0,1,0,-383,3613]] [[1]]
+390400 d 1 [0,1,0,-3062783,-2064211187] [[0,1,0,-3062783,-2064211187]] [[1]]
+390400 e 1 [0,-1,0,-3583,-91213] [[0,-1,0,-3583,-91213]] [[1]]
+390400 f 1 [0,-1,0,-143,787] [[0,-1,0,-143,787]] [[1]]
+390400 g 1 [0,-1,0,-23,-53] [[0,-1,0,-23,-53]] [[1]]
+390400 h 1 [0,-1,0,-583,7787] [[0,-1,0,-583,7787]] [[1]]
+390400 i 1 [0,-1,0,-93,517] [[0,-1,0,-93,517]] [[1]]
+390400 j 1 [0,-1,0,-2333,-59963] [[0,-1,0,-2333,-59963]] [[1]]
+390400 k 1 [0,-1,0,-14333,744037] [[0,-1,0,-14333,744037]] [[1]]
+390400 l 1 [0,-1,0,-573,-5723] [[0,-1,0,-573,-5723]] [[1]]
+390400 m 1 [0,0,0,-1550,-298000] [[0,0,0,-1550,-298000]] [[1]]
+390400 n 1 [0,0,0,-6200,-2384000] [[0,0,0,-6200,-2384000]] [[1]]
+390400 o 1 [0,0,0,-6200,2384000] [[0,0,0,-6200,2384000]] [[1]]
+390400 p 1 [0,0,0,-1550,298000] [[0,0,0,-1550,298000]] [[1]]
+390400 q 1 [0,1,0,-573,5723] [[0,1,0,-573,5723]] [[1]]
+390400 r 1 [0,1,0,-14333,-744037] [[0,1,0,-14333,-744037]] [[1]]
+390400 s 1 [0,1,0,-2333,59963] [[0,1,0,-2333,59963]] [[1]]
+390400 t 1 [0,1,0,-93,-517] [[0,1,0,-93,-517]] [[1]]
+390400 u 1 [0,1,0,-583,-7787] [[0,1,0,-583,-7787]] [[1]]
+390400 v 1 [0,1,0,-23,53] [[0,1,0,-23,53]] [[1]]
+390400 w 1 [0,1,0,-143,-787] [[0,1,0,-143,-787]] [[1]]
+390400 x 1 [0,1,0,-3583,91213] [[0,1,0,-3583,91213]] [[1]]
+390400 y 1 [0,-1,0,-3062783,2064211187] [[0,-1,0,-3062783,2064211187]] [[1]]
+390400 z 1 [0,-1,0,-383,-3613] [[0,-1,0,-383,-3613]] [[1]]
+390400 ba 1 [0,-1,0,-12251133,-16501438363] [[0,-1,0,-12251133,-16501438363]] [[1]]
+390400 bb 1 [0,-1,0,-1533,30437] [[0,-1,0,-1533,30437]] [[1]]
+390402 a 1 [1,-1,0,1142541,-479519051] [[1,-1,0,1142541,-479519051],[1,-1,0,-6665499,-4563123971]] [[1,2],[2,1]]
+390402 b 1 [1,-1,0,-24814431,-47571644979] [[1,-1,0,-24814431,-47571644979]] [[1]]
+390402 c 1 [1,-1,0,-42948,3214080] [[1,-1,0,-42948,3214080],[1,-1,0,-138168,-15925140],[1,-1,0,290322,-95367186],[1,-1,0,-2090178,-1162535814]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390402 d 1 [1,-1,0,68142,-3681964] [[1,-1,0,68142,-3681964],[1,-1,0,-312738,-31181500],[1,-1,0,-2502798,1503174536],[1,-1,0,-4216758,-3330078400]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390402 e 1 [1,-1,0,1075887,17886772701] [[1,-1,0,1075887,17886772701],[1,-1,0,-96429393,356210593245],[1,-1,0,-1533108753,23105453587101],[1,-1,0,-219834513,-741477949155],[1,-1,0,686850327,-5288865095691],[1,-1,0,-3101001273,-66447638377659]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390402 f 1 [1,-1,0,-76068,37006416] [[1,-1,0,-76068,37006416],[1,-1,0,-2195748,1249039440]] [[1,2],[2,1]]
+390402 g 1 [1,-1,0,-513,-4379] [[1,-1,0,-513,-4379]] [[1]]
+390402 h 1 [1,-1,0,34815,-1620451] [[1,-1,0,34815,-1620451]] [[1]]
+390402 i 1 [1,-1,0,-11177340,21614200334] [[1,-1,0,-11177340,21614200334]] [[1]]
+390402 j 1 [1,-1,0,-6102,-280908] [[1,-1,0,-6102,-280908],[1,-1,0,-565002,-163323216]] [[1,3],[3,1]]
+390402 k 1 [1,-1,0,-109602,23324544] [[1,-1,0,-109602,23324544],[1,-1,0,-2061612,1139483862]] [[1,2],[2,1]]
+390402 l 1 [1,-1,0,-3228057,3437175789] [[1,-1,0,-3228057,3437175789],[1,-1,0,-298886157,1988946885825]] [[1,3],[3,1]]
+390402 m 1 [1,-1,0,-33293772,74104493008] [[1,-1,0,-33293772,74104493008],[1,-1,0,-533008332,4736541280720]] [[1,2],[2,1]]
+390402 n 1 [1,-1,0,-1285569,-560875019] [[1,-1,0,-1285569,-560875019]] [[1]]
+390402 o 1 [1,-1,0,547416,-225076928] [[1,-1,0,547416,-225076928]] [[1]]
+390402 p 1 [1,-1,0,-833274,-9142990668] [[1,-1,0,-833274,-9142990668],[1,-1,0,-2759166234,-55783986042348]] [[1,5],[5,1]]
+390402 q 1 [1,-1,0,-271476,54907960] [[1,-1,0,-271476,54907960]] [[1]]
+390402 r 1 [1,-1,0,-40240071,-450015623235] [[1,-1,0,-40240071,-450015623235],[1,-1,0,-1161550791,-15190093561923]] [[1,2],[2,1]]
+390402 s 1 [1,-1,1,987808,602067075] [[1,-1,1,987808,602067075]] [[1]]
+390402 t 1 [1,-1,1,-2340131,1370378211] [[1,-1,1,-2340131,1370378211],[1,-1,1,-37381091,87977614947]] [[1,2],[2,1]]
+390402 u 1 [1,-1,1,4144,-32575053] [[1,-1,1,4144,-32575053]] [[1]]
+390402 v 1 [1,-1,1,-316706,68292321] [[1,-1,1,-316706,68292321],[1,-1,1,-126266,149495937]] [[1,2],[2,1]]
+390402 w 1 [1,-1,1,-5910881,-14891074383] [[1,-1,1,-5910881,-14891074383]] [[1]]
+390402 x 1 [1,-1,1,-6252086,5821664581] [[1,-1,1,-6252086,5821664581],[1,-1,1,2508154,20840220037]] [[1,2],[2,1]]
+390402 y 1 [1,-1,1,-2161001336,-38665585017349] [[1,-1,1,-2161001336,-38665585017349],[1,-1,1,-2157954296,-38780061091333]] [[1,2],[2,1]]
+390402 z 1 [1,-1,1,-150071,-20309889] [[1,-1,1,-150071,-20309889],[1,-1,1,-2340131,-1377271065]] [[1,2],[2,1]]
+390402 ba 1 [1,-1,1,51578194,924316156617] [[1,-1,1,51578194,924316156617]] [[1]]
+390402 bb 1 [1,-1,1,1206814,-824757015] [[1,-1,1,1206814,-824757015]] [[1]]
+390402 bc 1 [1,-1,1,62171419,14558261538525] [[1,-1,1,62171419,14558261538525],[1,-1,1,-8581328861,299769568977741]] [[1,2],[2,1]]
+390402 bd 1 [1,-1,1,-17956211,29303728067] [[1,-1,1,-17956211,29303728067],[1,-1,1,-287333591,1874754282971]] [[1,2],[2,1]]
+390402 be 1 [1,-1,1,-7241,125381] [[1,-1,1,-7241,125381],[1,-1,1,-54851,-4845103]] [[1,2],[2,1]]
+390402 bf 1 [1,-1,1,2806510,-884288559] [[1,-1,1,2806510,-884288559],[1,-1,1,-12619130,-7461781455]] [[1,2],[2,1]]
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+390598 a 1 [1,0,0,-331,-783] [[1,0,0,-331,-783]] [[1]]
+390598 b 1 [1,1,1,-52,28725] [[1,1,1,-52,28725]] [[1]]
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+390600 j 1 [0,0,0,-1709175,860058250] [[0,0,0,-1709175,860058250],[0,0,0,-1713675,855301750],[0,0,0,-390675,2142580750],[0,0,0,-3108675,-736393250]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+390600 q 1 [0,0,0,89105325,1192831366750] [[0,0,0,89105325,1192831366750],[0,0,0,-1289019675,16405953241750]] [[1,2],[2,1]]
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+390600 bc 1 [0,0,0,220725,22195350] [[0,0,0,220725,22195350]] [[1]]
+390600 bd 1 [0,0,0,-1507950,712702125] [[0,0,0,-1507950,712702125],[0,0,0,-1423575,795980250]] [[1,2],[2,1]]
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+390600 bg 1 [0,0,0,-1515,176150] [[0,0,0,-1515,176150],[0,0,0,-57315,5253950]] [[1,2],[2,1]]
+390600 bh 1 [0,0,0,-15375,-724750] [[0,0,0,-15375,-724750],[0,0,0,-1875,-1953250]] [[1,2],[2,1]]
+390600 bi 1 [0,0,0,-604699500,-5700531107500] [[0,0,0,-604699500,-5700531107500]] [[1]]
+390600 bj 1 [0,0,0,16125,131875] [[0,0,0,16125,131875]] [[1]]
+390600 bk 1 [0,0,0,-25264875,-48879188125] [[0,0,0,-25264875,-48879188125]] [[1]]
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+390600 bq 1 [0,0,0,-130123020,-571319760940] [[0,0,0,-130123020,-571319760940]] [[1]]
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+390600 bu 1 [0,0,0,225,101250] [[0,0,0,225,101250],[0,0,0,-31275,2085750]] [[1,2],[2,1]]
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+390600 bz 1 [0,0,0,-16996500,-26220307500] [[0,0,0,-16996500,-26220307500]] [[1]]
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+390600 cf 1 [0,0,0,-3787500,2837112500] [[0,0,0,-3787500,2837112500]] [[1]]
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+390600 ch 1 [0,0,0,-1851948300,45853753664500] [[0,0,0,-1851948300,45853753664500]] [[1]]
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+390600 cn 1 [0,0,0,-64875,1417750] [[0,0,0,-64875,1417750],[0,0,0,-793875,271876750]] [[1,2],[2,1]]
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+390600 cp 1 [0,0,0,613125,-102756250] [[0,0,0,613125,-102756250]] [[1]]
+390600 cq 1 [0,0,0,-157275,26169750] [[0,0,0,-157275,26169750]] [[1]]
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+390600 ct 1 [0,0,0,-162300,19949060] [[0,0,0,-162300,19949060]] [[1]]
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+390600 cv 1 [0,0,0,-81450,8947125] [[0,0,0,-81450,8947125],[0,0,0,-82575,8687250],[0,0,0,56925,35052750],[0,0,0,-240075,-34310250]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+390600 da 1 [0,0,0,-18675,1410750] [[0,0,0,-18675,1410750],[0,0,0,-333675,74175750]] [[1,2],[2,1]]
+390600 db 1 [0,0,0,2084100,11984208500] [[0,0,0,2084100,11984208500]] [[1]]
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+390600 dd 1 [0,0,0,-327936675,-2290204003250] [[0,0,0,-327936675,-2290204003250],[0,0,0,-5249811675,-146407625878250]] [[1,2],[2,1]]
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+390600 dn 1 [0,0,0,-6069675,5755711750] [[0,0,0,-6069675,5755711750]] [[1]]
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+390605 a 1 [1,1,1,-275,1642] [[1,1,1,-275,1642]] [[1]]
+390606 a 1 [1,1,1,-4800,153153] [[1,1,1,-4800,153153]] [[1]]
+390608 a 1 [0,1,0,-2016,-35468] [[0,1,0,-2016,-35468]] [[1]]
+390608 b 1 [0,0,0,-38,-85] [[0,0,0,-38,-85]] [[1]]
+390608 c 1 [0,-1,0,-4128,-100720] [[0,-1,0,-4128,-100720]] [[1]]
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+390609 b 1 [1,-1,1,-7979,246156] [[1,-1,1,-7979,246156]] [[1]]
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+390705 b 1 [0,-1,1,-4615280,-465597813172] [[0,-1,1,-4615280,-465597813172]] [[1]]
+390705 c 1 [0,-1,1,-71518860,232805681648] [[0,-1,1,-71518860,232805681648]] [[1]]
+390705 d 1 [0,-1,1,-1240,17226] [[0,-1,1,-1240,17226]] [[1]]
+390705 e 1 [0,1,1,-2345470,366773974] [[0,1,1,-2345470,366773974]] [[1]]
+390705 f 1 [1,1,1,-738696,441316584] [[1,1,1,-738696,441316584],[1,1,1,-14301741,20802159738],[1,1,1,-228798786,1331979696414],[1,1,1,-16813416,12989845818]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390705 g 1 [1,1,1,-1228255665,-16762459303770] [[1,1,1,-1228255665,-16762459303770]] [[1]]
+390705 h 1 [1,0,0,-1668946,-389496349] [[1,0,0,-1668946,-389496349],[1,0,0,-13297071,18394576776],[1,0,0,-211905446,1187284307001],[1,0,0,-738696,51732039051]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390705 i 1 [1,0,0,1844,-171169] [[1,0,0,1844,-171169]] [[1]]
+390705 j 1 [1,0,0,-9380,330495] [[1,0,0,-9380,330495],[1,0,0,-27985,-1392328],[1,0,0,65040,-8666883],[1,0,0,-418690,-104304025]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390705 k 1 [1,0,0,-473246519795,125308092859037400] [[1,0,0,-473246519795,125308092859037400],[1,0,0,-473246538400,125308082513790407],[1,0,0,-471793022775,126116056674649782],[1,0,0,-474700351705,124499446257197900]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390705 l 1 [1,0,0,-7097885,-7424638488] [[1,0,0,-7097885,-7424638488]] [[1]]
+390705 m 1 [0,-1,1,-44619751,-110908431708] [[0,-1,1,-44619751,-110908431708]] [[1]]
+390705 n 1 [0,1,1,-691,6655] [[0,1,1,-691,6655],[0,1,1,-6181,-186044]] [[1,3],[3,1]]
+390705 o 1 [0,1,1,-1091113791,9863960445911] [[0,1,1,-1091113791,9863960445911],[0,1,1,-32584504281,-2263356576769300],[0,1,1,-2639152595121,-1650232354730211439]] [[1,3,9],[3,1,3],[9,3,1]]
+390705 p 1 [0,1,1,-79381,-7443275] [[0,1,1,-79381,-7443275]] [[1]]
+390705 q 1 [0,1,1,-2572451,1562055920] [[0,1,1,-2572451,1562055920],[0,1,1,-23000741,-41768389999]] [[1,3],[3,1]]
+390705 r 1 [1,1,0,-17168842917,866662358828904] [[1,1,0,-17168842917,866662358828904],[1,1,0,-274770714722,55437403524620631],[1,1,0,-4396331434397,3547999322960723466],[1,1,0,-274839943927,55408070736624424],[1,1,0,-207824938582,83104474444641301],[1,1,0,-342962616552,25834369981434399]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390705 s 1 [1,1,0,-93102,-10797009] [[1,1,0,-93102,-10797009],[1,1,0,-77,-31281114]] [[1,2],[2,1]]
+390705 t 1 [1,1,0,-330087,-73984896] [[1,1,0,-330087,-73984896]] [[1]]
+390705 u 1 [1,0,1,6861446,-38886418153] [[1,0,1,6861446,-38886418153]] [[1]]
+390705 v 1 [1,0,1,-1908,-32867] [[1,0,1,-1908,-32867]] [[1]]
+390705 w 1 [0,-1,1,16720934,-7109131089] [[0,-1,1,16720934,-7109131089]] [[1]]
+390705 x 1 [0,-1,1,-135196,30500451] [[0,-1,1,-135196,30500451]] [[1]]
+390705 y 1 [0,-1,1,-62461946,-189746453149] [[0,-1,1,-62461946,-189746453149]] [[1]]
+390705 z 1 [0,-1,1,-4615280,3817734251] [[0,-1,1,-4615280,3817734251]] [[1]]
+390705 ba 1 [0,-1,1,-1240,-2050857] [[0,-1,1,-1240,-2050857]] [[1]]
+390705 bb 1 [0,-1,1,-25415670,49331785763] [[0,-1,1,-25415670,49331785763]] [[1]]
+390705 bc 1 [0,1,1,-9527000,5934569531] [[0,1,1,-9527000,5934569531],[0,1,1,-2795253650,-56883598396189]] [[1,5],[5,1]]
+390705 bd 1 [0,1,1,-630,1409] [[0,1,1,-630,1409]] [[1]]
+390709 a 1 [0,0,1,4961,-672488] [[0,0,1,4961,-672488]] [[1]]
+390709 b 1 [1,1,0,-57961,2297420] [[1,1,0,-57961,2297420]] [[1]]
+390709 c 1 [1,1,0,-1091,12940] [[1,1,0,-1091,12940]] [[1]]
+390710 a 1 [1,0,1,-361504,83592606] [[1,0,1,-361504,83592606],[1,0,1,-424004,52692606]] [[1,2],[2,1]]
+390710 b 1 [1,-1,1,387,11717] [[1,-1,1,387,11717],[1,-1,1,-6013,167877]] [[1,2],[2,1]]
+390711 a 1 [0,1,1,190,23732] [[0,1,1,190,23732]] [[1]]
+390712 a 1 [0,-1,0,-3032,-61060] [[0,-1,0,-3032,-61060]] [[1]]
+390714 a 1 [1,0,1,134,-2644] [[1,0,1,134,-2644]] [[1]]
+390716 a 1 [0,0,0,35,-587] [[0,0,0,35,-587]] [[1]]
+390716 b 1 [0,1,0,68,-1004] [[0,1,0,68,-1004]] [[1]]
+390717 a 1 [1,-1,1,-293,14294] [[1,-1,1,-293,14294]] [[1]]
+390717 b 1 [1,-1,0,-2634,-383311] [[1,-1,0,-2634,-383311]] [[1]]
+390718 a 1 [1,1,0,-81,251] [[1,1,0,-81,251]] [[1]]
+390720 a 1 [0,-1,0,-391841,-71279295] [[0,-1,0,-391841,-71279295]] [[1]]
+390720 b 1 [0,-1,0,-2981,-142659] [[0,-1,0,-2981,-142659]] [[1]]
+390720 c 1 [0,-1,0,-34941,5358141] [[0,-1,0,-34941,5358141],[0,-1,0,-719441,234939441],[0,-1,0,-11508641,15031248321],[0,-1,0,-882241,120881761]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 d 1 [0,-1,0,-921841,363995665] [[0,-1,0,-921841,363995665]] [[1]]
+390720 e 1 [0,-1,0,-4801,41665] [[0,-1,0,-4801,41665],[0,-1,0,-43521,-3450879],[0,-1,0,-11841,-8399295],[0,-1,0,-694721,-222644799]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 f 1 [0,-1,0,-17916,-917070] [[0,-1,0,-17916,-917070],[0,-1,0,-18041,-903495],[0,-1,0,-42241,2063425],[0,-1,0,4159,-3003615]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 g 1 [0,-1,0,-14816,734130] [[0,-1,0,-14816,734130]] [[1]]
+390720 h 1 [0,-1,0,1822019,-23688275] [[0,-1,0,1822019,-23688275],[0,-1,0,-7290481,-182245775],[0,-1,0,-79164481,270250866625],[0,-1,0,-81216481,-280908838175]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 i 1 [0,-1,0,-2461,33661] [[0,-1,0,-2461,33661],[0,-1,0,-14961,-673839],[0,-1,0,7039,-2508639],[0,-1,0,-236961,-44319039]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 j 1 [0,-1,0,-241,7441] [[0,-1,0,-241,7441],[0,-1,0,2159,-192719]] [[1,3],[3,1]]
+390720 k 1 [0,-1,0,-19041,-33759] [[0,-1,0,-19041,-33759]] [[1]]
+390720 l 1 [0,-1,0,39837419,150156483661] [[0,-1,0,39837419,150156483661]] [[1]]
+390720 m 1 [0,-1,0,-798721,271151521] [[0,-1,0,-798721,271151521]] [[1]]
+390720 n 1 [0,-1,0,-1687201,248107201] [[0,-1,0,-1687201,248107201],[0,-1,0,6417279,1932218145]] [[1,2],[2,1]]
+390720 o 1 [0,-1,0,-179761,29395345] [[0,-1,0,-179761,29395345],[0,-1,0,-178881,29696481]] [[1,2],[2,1]]
+390720 p 1 [0,-1,0,-12321,6953121] [[0,-1,0,-12321,6953121]] [[1]]
+390720 q 1 [0,-1,0,-172721,27522225] [[0,-1,0,-172721,27522225],[0,-1,0,-66241,60978241]] [[1,2],[2,1]]
+390720 r 1 [0,-1,0,280939,1978701] [[0,-1,0,280939,1978701]] [[1]]
+390720 s 1 [0,-1,0,-1001,-11415] [[0,-1,0,-1001,-11415],[0,-1,0,479,-43679]] [[1,2],[2,1]]
+390720 t 1 [0,-1,0,479,-6719] [[0,-1,0,479,-6719]] [[1]]
+390720 u 1 [0,-1,0,219,-2619] [[0,-1,0,219,-2619],[0,-1,0,-2001,-28815]] [[1,2],[2,1]]
+390720 v 1 [0,-1,0,-35461,-18820835] [[0,-1,0,-35461,-18820835]] [[1]]
+390720 w 1 [0,-1,0,-52321,-4574975] [[0,-1,0,-52321,-4574975]] [[1]]
+390720 x 1 [0,-1,0,34719,30420225] [[0,-1,0,34719,30420225],[0,-1,0,-1276001,536096001],[0,-1,0,-20220001,35002809601],[0,-1,0,-3303521,-1588339455]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 y 1 [0,-1,0,23499,-1148499] [[0,-1,0,23499,-1148499]] [[1]]
+390720 z 1 [0,-1,0,-2421,19845] [[0,-1,0,-2421,19845],[0,-1,0,-20241,-1088559]] [[1,2],[2,1]]
+390720 ba 1 [0,-1,0,-40771841,100198711041] [[0,-1,0,-40771841,100198711041],[0,-1,0,-45456961,75743321665],[0,-1,0,133623039,525126673665],[0,-1,0,-299498881,-1938859912319],[0,-1,0,90830399,-6633818558015],[0,-1,0,-4754498881,-126182572912319]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+390720 bb 1 [0,-1,0,-3756,-83394] [[0,-1,0,-3756,-83394],[0,-1,0,-10601,314985],[0,-1,0,-157121,24021921],[0,-1,0,26399,1994785]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 bc 1 [0,-1,0,-1784661,-908506539] [[0,-1,0,-1784661,-908506539],[0,-1,0,-3228081,771923025]] [[1,2],[2,1]]
+390720 bd 1 [0,-1,0,-18056,937950] [[0,-1,0,-18056,937950],[0,-1,0,-11401,1631401]] [[1,2],[2,1]]
+390720 be 1 [0,-1,0,-2509836,1531276290] [[0,-1,0,-2509836,1531276290],[0,-1,0,-2509881,1531218681],[0,-1,0,-2345601,1740149985],[0,-1,0,-2674881,1318599681]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 bf 1 [0,-1,0,-1156,9250] [[0,-1,0,-1156,9250],[0,-1,0,-16281,804825],[0,-1,0,-260481,51256545],[0,-1,0,-14081,1027905]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 bg 1 [0,-1,0,-2901,197901] [[0,-1,0,-2901,197901]] [[1]]
+390720 bh 1 [0,-1,0,-31681,-922175] [[0,-1,0,-31681,-922175]] [[1]]
+390720 bi 1 [0,-1,0,-3623521,-1116268799] [[0,-1,0,-3623521,-1116268799]] [[1]]
+390720 bj 1 [0,-1,0,-1761,-27039] [[0,-1,0,-1761,-27039]] [[1]]
+390720 bk 1 [0,-1,0,-1562881,1749031681] [[0,-1,0,-1562881,1749031681]] [[1]]
+390720 bl 1 [0,-1,0,2404,-70854] [[0,-1,0,2404,-70854]] [[1]]
+390720 bm 1 [0,-1,0,-2421,-3187755] [[0,-1,0,-2421,-3187755],[0,-1,0,-339921,-75210255]] [[1,2],[2,1]]
+390720 bn 1 [0,-1,0,-54561,-4882239] [[0,-1,0,-54561,-4882239],[0,-1,0,-40481,-7475775]] [[1,2],[2,1]]
+390720 bo 1 [0,-1,0,-1156,-14750] [[0,-1,0,-1156,-14750]] [[1]]
+390720 bp 1 [0,-1,0,-1172641,488368705] [[0,-1,0,-1172641,488368705],[0,-1,0,-793761,808976961]] [[1,2],[2,1]]
+390720 bq 1 [0,-1,0,-9696,271746] [[0,-1,0,-9696,271746],[0,-1,0,24679,1736121]] [[1,2],[2,1]]
+390720 br 1 [0,-1,0,-33296,-2327430] [[0,-1,0,-33296,-2327430],[0,-1,0,-33241,-2335559]] [[1,2],[2,1]]
+390720 bs 1 [0,-1,0,-926661,399956661] [[0,-1,0,-926661,399956661],[0,-1,0,-15492081,23474495025]] [[1,2],[2,1]]
+390720 bt 1 [0,-1,0,-3256,-65150] [[0,-1,0,-3256,-65150],[0,-1,0,3399,-303399]] [[1,2],[2,1]]
+390720 bu 1 [0,-1,0,-8376961,-8705811839] [[0,-1,0,-8376961,-8705811839],[0,-1,0,-5137820161,-141746131253759]] [[1,5],[5,1]]
+390720 bv 1 [0,-1,0,-31361,2146785] [[0,-1,0,-31361,2146785]] [[1]]
+390720 bw 1 [0,-1,0,-29381,-1911819] [[0,-1,0,-29381,-1911819],[0,-1,0,-7601,-4704015]] [[1,2],[2,1]]
+390720 bx 1 [0,-1,0,-59936,-5627874] [[0,-1,0,-59936,-5627874],[0,-1,0,-59881,-5638775]] [[1,2],[2,1]]
+390720 by 1 [0,-1,0,1161779,956701021] [[0,-1,0,1161779,956701021],[0,-1,0,-10400721,10986013521]] [[1,2],[2,1]]
+390720 bz 1 [0,-1,0,-1101,-12915] [[0,-1,0,-1101,-12915],[0,-1,0,879,-56079]] [[1,2],[2,1]]
+390720 ca 1 [0,-1,0,-8193985,9030713857] [[0,-1,0,-8193985,9030713857]] [[1]]
+390720 cb 1 [0,-1,0,-1185,-13023] [[0,-1,0,-1185,-13023]] [[1]]
+390720 cc 1 [0,-1,0,154795,14848197] [[0,-1,0,154795,14848197],[0,-1,0,-744305,130112817]] [[1,2],[2,1]]
+390720 cd 1 [0,-1,0,-1985,1812417] [[0,-1,0,-1985,1812417],[0,-1,0,-235265,43476225],[0,-1,0,-3751745,2798286657],[0,-1,0,-451265,-48582975]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 ce 1 [0,-1,0,-825,-8973] [[0,-1,0,-825,-8973]] [[1]]
+390720 cf 1 [0,-1,0,-45,42525] [[0,-1,0,-45,42525],[0,-1,0,-18545,963825]] [[1,2],[2,1]]
+390720 cg 1 [0,-1,0,55,-33] [[0,-1,0,55,-33]] [[1]]
+390720 ch 1 [0,-1,0,-76865,7204065] [[0,-1,0,-76865,7204065]] [[1]]
+390720 ci 1 [0,-1,0,-94729675265,1354790903419137] [[0,-1,0,-94729675265,1354790903419137]] [[1]]
+390720 cj 1 [0,-1,0,-225,1185] [[0,-1,0,-225,1185]] [[1]]
+390720 ck 1 [0,-1,0,-60445665,-160052823423] [[0,-1,0,-60445665,-160052823423]] [[1]]
+390720 cl 1 [0,-1,0,-4005,-100035] [[0,-1,0,-4005,-100035]] [[1]]
+390720 cm 1 [0,-1,0,-21185,-551583] [[0,-1,0,-21185,-551583],[0,-1,0,73535,-4207775]] [[1,2],[2,1]]
+390720 cn 1 [0,-1,0,300,6930] [[0,-1,0,300,6930]] [[1]]
+390720 co 1 [0,-1,0,-2465,79905] [[0,-1,0,-2465,79905]] [[1]]
+390720 cp 1 [0,-1,0,1915,-82275] [[0,-1,0,1915,-82275]] [[1]]
+390720 cq 1 [0,-1,0,-9505,357697] [[0,-1,0,-9505,357697],[0,-1,0,-3585,792225]] [[1,2],[2,1]]
+390720 cr 1 [0,-1,0,-2053485,-1131938883] [[0,-1,0,-2053485,-1131938883],[0,-1,0,-2053265,-1132193775]] [[1,2],[2,1]]
+390720 cs 1 [0,-1,0,-100405,-12212243] [[0,-1,0,-100405,-12212243]] [[1]]
+390720 ct 1 [0,-1,0,-4860453665,-130424121822303] [[0,-1,0,-4860453665,-130424121822303]] [[1]]
+390720 cu 1 [0,-1,0,47295,11119275] [[0,-1,0,47295,11119275]] [[1]]
+390720 cv 1 [0,-1,0,-35585,2595585] [[0,-1,0,-35585,2595585],[0,-1,0,-60545,-1462143]] [[1,3],[3,1]]
+390720 cw 1 [0,-1,0,-2495725,-1520361875] [[0,-1,0,-2495725,-1520361875],[0,-1,0,-39958225,-97207079375]] [[1,2],[2,1]]
+390720 cx 1 [0,-1,0,-11085,452925] [[0,-1,0,-11085,452925],[0,-1,0,-10865,471537]] [[1,2],[2,1]]
+390720 cy 1 [0,-1,0,-440,462] [[0,-1,0,-440,462],[0,-1,0,-5065,140137]] [[1,2],[2,1]]
+390720 cz 1 [0,-1,0,4575,-1781823] [[0,-1,0,4575,-1781823],[0,-1,0,-195425,-32141823],[0,-1,0,-491425,88685377],[0,-1,0,-3099425,-2099209023]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 da 1 [0,-1,0,-9505,-331583] [[0,-1,0,-9505,-331583],[0,-1,0,-29985,1605825],[0,-1,0,-452385,117258945],[0,-1,0,64735,9619137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 db 1 [0,-1,0,-56705,-1866975] [[0,-1,0,-56705,-1866975],[0,-1,0,-494785,132798817],[0,-1,0,-7894785,8540678817],[0,-1,0,-104065,336520225]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 dc 1 [0,-1,0,-45045,3695277] [[0,-1,0,-45045,3695277]] [[1]]
+390720 dd 1 [0,-1,0,-1058760,379386342] [[0,-1,0,-1058760,379386342],[0,-1,0,-3949385,-2608941783]] [[1,2],[2,1]]
+390720 de 1 [0,-1,0,-17205,668997] [[0,-1,0,-17205,668997],[0,-1,0,-256785,50166225]] [[1,2],[2,1]]
+390720 df 1 [0,-1,0,-1941780065,-32882011499775] [[0,-1,0,-1941780065,-32882011499775],[0,-1,0,-2576168545,-9559734054143],[0,-1,0,-25398384225,1549256934650625],[0,-1,0,10095831455,-75760796454143]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 dg 1 [0,-1,0,-203585,35424225] [[0,-1,0,-203585,35424225],[0,-1,0,-204865,34957537],[0,-1,0,35135,111709537],[0,-1,0,-465345,-71682975]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 dh 1 [0,-1,0,0,-30] [[0,-1,0,0,-30]] [[1]]
+390720 di 1 [0,-1,0,-219780,39731310] [[0,-1,0,-219780,39731310],[0,-1,0,-219785,39729417],[0,-1,0,-203585,45817377],[0,-1,0,-236065,33520225]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 dj 1 [0,-1,0,-780,-8058] [[0,-1,0,-780,-8058],[0,-1,0,-1385,6825],[0,-1,0,-17665,908737],[0,-1,0,5215,47745]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 dk 1 [0,-1,0,-6082785,-1976867775] [[0,-1,0,-6082785,-1976867775]] [[1]]
+390720 dl 1 [0,-1,0,-445,3775] [[0,-1,0,-445,3775]] [[1]]
+390720 dm 1 [0,-1,0,-586465,-151016063] [[0,-1,0,-586465,-151016063],[0,-1,0,929055,-803598975]] [[1,2],[2,1]]
+390720 dn 1 [0,-1,0,-1985,32865] [[0,-1,0,-1985,32865],[0,-1,0,1535,133537]] [[1,2],[2,1]]
+390720 do 1 [0,-1,0,-155025045,-10975043030643] [[0,-1,0,-155025045,-10975043030643]] [[1]]
+390720 dp 1 [0,-1,0,-16225,597985] [[0,-1,0,-16225,597985],[0,-1,0,40095,3785697]] [[1,2],[2,1]]
+390720 dq 1 [0,-1,0,-965,-27675] [[0,-1,0,-965,-27675],[0,-1,0,-20945,-1158543]] [[1,2],[2,1]]
+390720 dr 1 [0,-1,0,-5933025,5570167905] [[0,-1,0,-5933025,5570167905],[0,-1,0,7813215,25711094817]] [[1,3],[3,1]]
+390720 ds 1 [0,-1,0,-154687105,740558757025] [[0,-1,0,-154687105,740558757025],[0,-1,0,-154681185,740618268417]] [[1,2],[2,1]]
+390720 dt 1 [0,-1,0,-445,-93443] [[0,-1,0,-445,-93443],[0,-1,0,-33745,-2351183]] [[1,2],[2,1]]
+390720 du 1 [0,-1,0,-212385,37265217] [[0,-1,0,-212385,37265217]] [[1]]
+390720 dv 1 [0,-1,0,262395,296178525] [[0,-1,0,262395,296178525]] [[1]]
+390720 dw 1 [0,-1,0,-2184385,-1241882783] [[0,-1,0,-2184385,-1241882783]] [[1]]
+390720 dx 1 [0,-1,0,-725,8277] [[0,-1,0,-725,8277],[0,-1,0,-11825,498897]] [[1,2],[2,1]]
+390720 dy 1 [0,-1,0,-2740,56110] [[0,-1,0,-2740,56110],[0,-1,0,-3145,38857],[0,-1,0,10175,270625],[0,-1,0,-22945,-1303583]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 dz 1 [0,-1,0,-684485,218212725] [[0,-1,0,-684485,218212725],[0,-1,0,-10951985,13954074225]] [[1,2],[2,1]]
+390720 ea 1 [0,-1,0,-3642145,3541509025] [[0,-1,0,-3642145,3541509025],[0,-1,0,-63361825,194130895777],[0,-1,0,-1013761825,12424068175777],[0,-1,0,-68476705,160958853025]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 eb 1 [0,1,0,-29381,1911819] [[0,1,0,-29381,1911819],[0,1,0,-7601,4704015]] [[1,2],[2,1]]
+390720 ec 1 [0,1,0,-59936,5627874] [[0,1,0,-59936,5627874],[0,1,0,-59881,5638775]] [[1,2],[2,1]]
+390720 ed 1 [0,1,0,-1101,12915] [[0,1,0,-1101,12915],[0,1,0,879,56079]] [[1,2],[2,1]]
+390720 ee 1 [0,1,0,1161779,-956701021] [[0,1,0,1161779,-956701021],[0,1,0,-10400721,-10986013521]] [[1,2],[2,1]]
+390720 ef 1 [0,1,0,-31361,-2146785] [[0,1,0,-31361,-2146785]] [[1]]
+390720 eg 1 [0,1,0,-8376961,8705811839] [[0,1,0,-8376961,8705811839],[0,1,0,-5137820161,141746131253759]] [[1,5],[5,1]]
+390720 eh 1 [0,1,0,-9696,-271746] [[0,1,0,-9696,-271746],[0,1,0,24679,-1736121]] [[1,2],[2,1]]
+390720 ei 1 [0,1,0,-926661,-399956661] [[0,1,0,-926661,-399956661],[0,1,0,-15492081,-23474495025]] [[1,2],[2,1]]
+390720 ej 1 [0,1,0,-33296,2327430] [[0,1,0,-33296,2327430],[0,1,0,-33241,2335559]] [[1,2],[2,1]]
+390720 ek 1 [0,1,0,-3256,65150] [[0,1,0,-3256,65150],[0,1,0,3399,303399]] [[1,2],[2,1]]
+390720 el 1 [0,1,0,-1562881,-1749031681] [[0,1,0,-1562881,-1749031681]] [[1]]
+390720 em 1 [0,1,0,2404,70854] [[0,1,0,2404,70854]] [[1]]
+390720 en 1 [0,1,0,-2421,3187755] [[0,1,0,-2421,3187755],[0,1,0,-339921,75210255]] [[1,2],[2,1]]
+390720 eo 1 [0,1,0,-54561,4882239] [[0,1,0,-54561,4882239],[0,1,0,-40481,7475775]] [[1,2],[2,1]]
+390720 ep 1 [0,1,0,-1156,14750] [[0,1,0,-1156,14750]] [[1]]
+390720 eq 1 [0,1,0,-1172641,-488368705] [[0,1,0,-1172641,-488368705],[0,1,0,-793761,-808976961]] [[1,2],[2,1]]
+390720 er 1 [0,1,0,-31681,922175] [[0,1,0,-31681,922175]] [[1]]
+390720 es 1 [0,1,0,-3623521,1116268799] [[0,1,0,-3623521,1116268799]] [[1]]
+390720 et 1 [0,1,0,-1761,27039] [[0,1,0,-1761,27039]] [[1]]
+390720 eu 1 [0,1,0,-2901,-197901] [[0,1,0,-2901,-197901]] [[1]]
+390720 ev 1 [0,1,0,-1784661,908506539] [[0,1,0,-1784661,908506539],[0,1,0,-3228081,-771923025]] [[1,2],[2,1]]
+390720 ew 1 [0,1,0,-18056,-937950] [[0,1,0,-18056,-937950],[0,1,0,-11401,-1631401]] [[1,2],[2,1]]
+390720 ex 1 [0,1,0,-2509836,-1531276290] [[0,1,0,-2509836,-1531276290],[0,1,0,-2509881,-1531218681],[0,1,0,-2674881,-1318599681],[0,1,0,-2345601,-1740149985]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 ey 1 [0,1,0,-1156,-9250] [[0,1,0,-1156,-9250],[0,1,0,-16281,-804825],[0,1,0,-14081,-1027905],[0,1,0,-260481,-51256545]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 ez 1 [0,1,0,34719,-30420225] [[0,1,0,34719,-30420225],[0,1,0,-1276001,-536096001],[0,1,0,-3303521,1588339455],[0,1,0,-20220001,-35002809601]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 fa 1 [0,1,0,23499,1148499] [[0,1,0,23499,1148499]] [[1]]
+390720 fb 1 [0,1,0,-2421,-19845] [[0,1,0,-2421,-19845],[0,1,0,-20241,1088559]] [[1,2],[2,1]]
+390720 fc 1 [0,1,0,-40771841,-100198711041] [[0,1,0,-40771841,-100198711041],[0,1,0,-45456961,-75743321665],[0,1,0,-299498881,1938859912319],[0,1,0,133623039,-525126673665],[0,1,0,-4754498881,126182572912319],[0,1,0,90830399,6633818558015]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+390720 fd 1 [0,1,0,-3756,83394] [[0,1,0,-3756,83394],[0,1,0,-10601,-314985],[0,1,0,26399,-1994785],[0,1,0,-157121,-24021921]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 fe 1 [0,1,0,-52321,4574975] [[0,1,0,-52321,4574975]] [[1]]
+390720 ff 1 [0,1,0,-35461,18820835] [[0,1,0,-35461,18820835]] [[1]]
+390720 fg 1 [0,1,0,-12321,-6953121] [[0,1,0,-12321,-6953121]] [[1]]
+390720 fh 1 [0,1,0,-172721,-27522225] [[0,1,0,-172721,-27522225],[0,1,0,-66241,-60978241]] [[1,2],[2,1]]
+390720 fi 1 [0,1,0,280939,-1978701] [[0,1,0,280939,-1978701]] [[1]]
+390720 fj 1 [0,1,0,-1001,11415] [[0,1,0,-1001,11415],[0,1,0,479,43679]] [[1,2],[2,1]]
+390720 fk 1 [0,1,0,479,6719] [[0,1,0,479,6719]] [[1]]
+390720 fl 1 [0,1,0,219,2619] [[0,1,0,219,2619],[0,1,0,-2001,28815]] [[1,2],[2,1]]
+390720 fm 1 [0,1,0,-1687201,-248107201] [[0,1,0,-1687201,-248107201],[0,1,0,6417279,-1932218145]] [[1,2],[2,1]]
+390720 fn 1 [0,1,0,-179761,-29395345] [[0,1,0,-179761,-29395345],[0,1,0,-178881,-29696481]] [[1,2],[2,1]]
+390720 fo 1 [0,1,0,-798721,-271151521] [[0,1,0,-798721,-271151521]] [[1]]
+390720 fp 1 [0,1,0,-19041,33759] [[0,1,0,-19041,33759]] [[1]]
+390720 fq 1 [0,1,0,39837419,-150156483661] [[0,1,0,39837419,-150156483661]] [[1]]
+390720 fr 1 [0,1,0,1822019,23688275] [[0,1,0,1822019,23688275],[0,1,0,-7290481,182245775],[0,1,0,-81216481,280908838175],[0,1,0,-79164481,-270250866625]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 fs 1 [0,1,0,-2461,-33661] [[0,1,0,-2461,-33661],[0,1,0,-14961,673839],[0,1,0,-236961,44319039],[0,1,0,7039,2508639]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 ft 1 [0,1,0,-241,-7441] [[0,1,0,-241,-7441],[0,1,0,2159,192719]] [[1,3],[3,1]]
+390720 fu 1 [0,1,0,-2981,142659] [[0,1,0,-2981,142659]] [[1]]
+390720 fv 1 [0,1,0,-34941,-5358141] [[0,1,0,-34941,-5358141],[0,1,0,-719441,-234939441],[0,1,0,-882241,-120881761],[0,1,0,-11508641,-15031248321]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 fw 1 [0,1,0,-921841,-363995665] [[0,1,0,-921841,-363995665]] [[1]]
+390720 fx 1 [0,1,0,-17916,917070] [[0,1,0,-17916,917070],[0,1,0,-18041,903495],[0,1,0,4159,3003615],[0,1,0,-42241,-2063425]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 fy 1 [0,1,0,-4801,-41665] [[0,1,0,-4801,-41665],[0,1,0,-43521,3450879],[0,1,0,-694721,222644799],[0,1,0,-11841,8399295]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 fz 1 [0,1,0,-14816,-734130] [[0,1,0,-14816,-734130]] [[1]]
+390720 ga 1 [0,1,0,-391841,71279295] [[0,1,0,-391841,71279295]] [[1]]
+390720 gb 1 [0,1,0,-725,-8277] [[0,1,0,-725,-8277],[0,1,0,-11825,-498897]] [[1,2],[2,1]]
+390720 gc 1 [0,1,0,-2740,-56110] [[0,1,0,-2740,-56110],[0,1,0,-3145,-38857],[0,1,0,-22945,1303583],[0,1,0,10175,-270625]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 gd 1 [0,1,0,-684485,-218212725] [[0,1,0,-684485,-218212725],[0,1,0,-10951985,-13954074225]] [[1,2],[2,1]]
+390720 ge 1 [0,1,0,-3642145,-3541509025] [[0,1,0,-3642145,-3541509025],[0,1,0,-63361825,-194130895777],[0,1,0,-68476705,-160958853025],[0,1,0,-1013761825,-12424068175777]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 gf 1 [0,1,0,262395,-296178525] [[0,1,0,262395,-296178525]] [[1]]
+390720 gg 1 [0,1,0,-2184385,1241882783] [[0,1,0,-2184385,1241882783]] [[1]]
+390720 gh 1 [0,1,0,-212385,-37265217] [[0,1,0,-212385,-37265217]] [[1]]
+390720 gi 1 [0,1,0,-16225,-597985] [[0,1,0,-16225,-597985],[0,1,0,40095,-3785697]] [[1,2],[2,1]]
+390720 gj 1 [0,1,0,-965,27675] [[0,1,0,-965,27675],[0,1,0,-20945,1158543]] [[1,2],[2,1]]
+390720 gk 1 [0,1,0,-5933025,-5570167905] [[0,1,0,-5933025,-5570167905],[0,1,0,7813215,-25711094817]] [[1,3],[3,1]]
+390720 gl 1 [0,1,0,-154687105,-740558757025] [[0,1,0,-154687105,-740558757025],[0,1,0,-154681185,-740618268417]] [[1,2],[2,1]]
+390720 gm 1 [0,1,0,-445,93443] [[0,1,0,-445,93443],[0,1,0,-33745,2351183]] [[1,2],[2,1]]
+390720 gn 1 [0,1,0,-586465,151016063] [[0,1,0,-586465,151016063],[0,1,0,929055,803598975]] [[1,2],[2,1]]
+390720 go 1 [0,1,0,-1985,-32865] [[0,1,0,-1985,-32865],[0,1,0,1535,-133537]] [[1,2],[2,1]]
+390720 gp 1 [0,1,0,-155025045,10975043030643] [[0,1,0,-155025045,10975043030643]] [[1]]
+390720 gq 1 [0,1,0,-445,-3775] [[0,1,0,-445,-3775]] [[1]]
+390720 gr 1 [0,1,0,-6082785,1976867775] [[0,1,0,-6082785,1976867775]] [[1]]
+390720 gs 1 [0,1,0,-45045,-3695277] [[0,1,0,-45045,-3695277]] [[1]]
+390720 gt 1 [0,1,0,-1058760,-379386342] [[0,1,0,-1058760,-379386342],[0,1,0,-3949385,2608941783]] [[1,2],[2,1]]
+390720 gu 1 [0,1,0,-17205,-668997] [[0,1,0,-17205,-668997],[0,1,0,-256785,-50166225]] [[1,2],[2,1]]
+390720 gv 1 [0,1,0,-1941780065,32882011499775] [[0,1,0,-1941780065,32882011499775],[0,1,0,-2576168545,9559734054143],[0,1,0,10095831455,75760796454143],[0,1,0,-25398384225,-1549256934650625]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 gw 1 [0,1,0,-203585,-35424225] [[0,1,0,-203585,-35424225],[0,1,0,-204865,-34957537],[0,1,0,-465345,71682975],[0,1,0,35135,-111709537]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 gx 1 [0,1,0,0,30] [[0,1,0,0,30]] [[1]]
+390720 gy 1 [0,1,0,-219780,-39731310] [[0,1,0,-219780,-39731310],[0,1,0,-219785,-39729417],[0,1,0,-236065,-33520225],[0,1,0,-203585,-45817377]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 gz 1 [0,1,0,-780,8058] [[0,1,0,-780,8058],[0,1,0,-1385,-6825],[0,1,0,5215,-47745],[0,1,0,-17665,-908737]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 ha 1 [0,1,0,-2495725,1520361875] [[0,1,0,-2495725,1520361875],[0,1,0,-39958225,97207079375]] [[1,2],[2,1]]
+390720 hb 1 [0,1,0,-11085,-452925] [[0,1,0,-11085,-452925],[0,1,0,-10865,-471537]] [[1,2],[2,1]]
+390720 hc 1 [0,1,0,-440,-462] [[0,1,0,-440,-462],[0,1,0,-5065,-140137]] [[1,2],[2,1]]
+390720 hd 1 [0,1,0,4575,1781823] [[0,1,0,4575,1781823],[0,1,0,-195425,32141823],[0,1,0,-3099425,2099209023],[0,1,0,-491425,-88685377]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 he 1 [0,1,0,-9505,331583] [[0,1,0,-9505,331583],[0,1,0,-29985,-1605825],[0,1,0,64735,-9619137],[0,1,0,-452385,-117258945]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 hf 1 [0,1,0,-56705,1866975] [[0,1,0,-56705,1866975],[0,1,0,-494785,-132798817],[0,1,0,-104065,-336520225],[0,1,0,-7894785,-8540678817]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 hg 1 [0,1,0,-100405,12212243] [[0,1,0,-100405,12212243]] [[1]]
+390720 hh 1 [0,1,0,-4860453665,130424121822303] [[0,1,0,-4860453665,130424121822303]] [[1]]
+390720 hi 1 [0,1,0,47295,-11119275] [[0,1,0,47295,-11119275]] [[1]]
+390720 hj 1 [0,1,0,-35585,-2595585] [[0,1,0,-35585,-2595585],[0,1,0,-60545,1462143]] [[1,3],[3,1]]
+390720 hk 1 [0,1,0,1915,82275] [[0,1,0,1915,82275]] [[1]]
+390720 hl 1 [0,1,0,-9505,-357697] [[0,1,0,-9505,-357697],[0,1,0,-3585,-792225]] [[1,2],[2,1]]
+390720 hm 1 [0,1,0,-2053485,1131938883] [[0,1,0,-2053485,1131938883],[0,1,0,-2053265,1132193775]] [[1,2],[2,1]]
+390720 hn 1 [0,1,0,-21185,551583] [[0,1,0,-21185,551583],[0,1,0,73535,4207775]] [[1,2],[2,1]]
+390720 ho 1 [0,1,0,300,-6930] [[0,1,0,300,-6930]] [[1]]
+390720 hp 1 [0,1,0,-2465,-79905] [[0,1,0,-2465,-79905]] [[1]]
+390720 hq 1 [0,1,0,-60445665,160052823423] [[0,1,0,-60445665,160052823423]] [[1]]
+390720 hr 1 [0,1,0,-4005,100035] [[0,1,0,-4005,100035]] [[1]]
+390720 hs 1 [0,1,0,55,33] [[0,1,0,55,33]] [[1]]
+390720 ht 1 [0,1,0,-76865,-7204065] [[0,1,0,-76865,-7204065]] [[1]]
+390720 hu 1 [0,1,0,-94729675265,-1354790903419137] [[0,1,0,-94729675265,-1354790903419137]] [[1]]
+390720 hv 1 [0,1,0,-225,-1185] [[0,1,0,-225,-1185]] [[1]]
+390720 hw 1 [0,1,0,154795,-14848197] [[0,1,0,154795,-14848197],[0,1,0,-744305,-130112817]] [[1,2],[2,1]]
+390720 hx 1 [0,1,0,-1985,-1812417] [[0,1,0,-1985,-1812417],[0,1,0,-235265,-43476225],[0,1,0,-451265,48582975],[0,1,0,-3751745,-2798286657]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+390720 hy 1 [0,1,0,-825,8973] [[0,1,0,-825,8973]] [[1]]
+390720 hz 1 [0,1,0,-45,-42525] [[0,1,0,-45,-42525],[0,1,0,-18545,-963825]] [[1,2],[2,1]]
+390720 ia 1 [0,1,0,-1185,13023] [[0,1,0,-1185,13023]] [[1]]
+390720 ib 1 [0,1,0,-8193985,-9030713857] [[0,1,0,-8193985,-9030713857]] [[1]]
+390722 a 1 [1,1,0,-53907690,-152382703532] [[1,1,0,-53907690,-152382703532]] [[1]]
+390724 a 1 [0,-1,0,-24430,1477893] [[0,-1,0,-24430,1477893]] [[1]]
+390725 a 1 [1,-1,1,-730,6772] [[1,-1,1,-730,6772]] [[1]]
+390726 a 1 [1,-1,0,38946,8300564] [[1,-1,0,38946,8300564]] [[1]]
+390726 b 1 [1,-1,0,-160974,24890004] [[1,-1,0,-160974,24890004]] [[1]]
+390726 c 1 [1,-1,0,-1626,59156] [[1,-1,0,-1626,59156]] [[1]]
+390726 d 1 [1,-1,0,651789,-88690379] [[1,-1,0,651789,-88690379]] [[1]]
+390726 e 1 [1,-1,0,-1664343,826816801] [[1,-1,0,-1664343,826816801]] [[1]]
+390726 f 1 [1,-1,0,-11328,476440] [[1,-1,0,-11328,476440]] [[1]]
+390726 g 1 [1,-1,0,-281808,55323904] [[1,-1,0,-281808,55323904]] [[1]]
+390726 h 1 [1,-1,0,285,-25271] [[1,-1,0,285,-25271]] [[1]]
+390726 i 1 [1,-1,0,1765755,-2018442483] [[1,-1,0,1765755,-2018442483]] [[1]]
+390726 j 1 [1,-1,0,-820710,297409972] [[1,-1,0,-820710,297409972]] [[1]]
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+391017 j 1 [1,1,0,-2071,-36296] [[1,1,0,-2071,-36296],[1,1,0,-32926,-2313395]] [[1,2],[2,1]]
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+391038 a 1 [1,0,1,-550,4472] [[1,0,1,-550,4472]] [[1]]
+391038 b 1 [1,0,1,-1084,-13822] [[1,0,1,-1084,-13822]] [[1]]
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+391040 b 1 [0,1,0,4454,-5135370] [[0,1,0,4454,-5135370]] [[1]]
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+391040 f 1 [0,1,0,-10530,-412022] [[0,1,0,-10530,-412022],[0,1,0,515,-1222725]] [[1,2],[2,1]]
+391040 g 1 [0,-1,0,-731,7475] [[0,-1,0,-731,7475],[0,-1,0,519,29225]] [[1,2],[2,1]]
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+391040 i 1 [0,-1,0,129,-152905] [[0,-1,0,129,-152905],[0,-1,0,-42121,-3254055]] [[1,2],[2,1]]
+391040 j 1 [0,-1,0,-10530,412022] [[0,-1,0,-10530,412022],[0,-1,0,515,1222725]] [[1,2],[2,1]]
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+391042 b 1 [1,-1,1,-36,85] [[1,-1,1,-36,85]] [[1]]
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+391050 a 1 [1,-1,0,6908508,-12276465584] [[1,-1,0,6908508,-12276465584]] [[1]]
+391050 b 1 [1,-1,0,-102267,-13960859] [[1,-1,0,-102267,-13960859],[1,-1,0,-1686267,-842392859]] [[1,2],[2,1]]
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+391050 d 1 [1,-1,0,157271474133,461998460143857541] [[1,-1,0,157271474133,461998460143857541]] [[1]]
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+391050 bb 1 [1,-1,0,-3942,103216] [[1,-1,0,-3942,103216]] [[1]]
+391050 bc 1 [1,-1,0,693,130801] [[1,-1,0,693,130801],[1,-1,0,-34857,2441551]] [[1,2],[2,1]]
+391050 bd 1 [1,-1,0,-2209992,1265028416] [[1,-1,0,-2209992,1265028416]] [[1]]
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+391050 bi 1 [1,-1,0,-266292,53793616] [[1,-1,0,-266292,53793616]] [[1]]
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+391050 br 1 [1,-1,0,-23255913492,-1365043376737584] [[1,-1,0,-23255913492,-1365043376737584]] [[1]]
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+391050 bt 1 [1,-1,0,-63567,-192659] [[1,-1,0,-63567,-192659],[1,-1,0,-711567,-230232659],[1,-1,0,-414567,-424173659],[1,-1,0,-11376567,-14766627659]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391050 bu 1 [1,-1,0,-710947167,7401279281741] [[1,-1,0,-710947167,7401279281741]] [[1]]
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+391050 ct 1 [1,-1,0,1008,-5184] [[1,-1,0,1008,-5184]] [[1]]
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+391050 cv 1 [1,-1,0,-71465742,245755608916] [[1,-1,0,-71465742,245755608916]] [[1]]
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+391050 db 1 [1,-1,0,-4601817,-3798264659] [[1,-1,0,-4601817,-3798264659],[1,-1,0,-4889817,-3295704659],[1,-1,0,-25139817,45648545341],[1,-1,0,10752183,-20079570659]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391050 dc 1 [1,-1,0,-239067,32464341] [[1,-1,0,-239067,32464341],[1,-1,0,-3519567,2542046841],[1,-1,0,-56311317,162659424591],[1,-1,0,-3215817,2998583091]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391050 dd 1 [1,-1,0,-87867,1605541] [[1,-1,0,-87867,1605541]] [[1]]
+391050 de 1 [1,-1,0,2372583,-1282962259] [[1,-1,0,2372583,-1282962259]] [[1]]
+391050 df 1 [1,-1,0,-1717617,839744541] [[1,-1,0,-1717617,839744541]] [[1]]
+391050 dg 1 [1,-1,0,-10886292,-12158126384] [[1,-1,0,-10886292,-12158126384],[1,-1,0,16761708,-63887534384]] [[1,2],[2,1]]
+391050 dh 1 [1,-1,0,-454617,-120564959] [[1,-1,0,-454617,-120564959]] [[1]]
+391050 di 1 [1,-1,1,-18185,-960883] [[1,-1,1,-18185,-960883]] [[1]]
+391050 dj 1 [1,-1,1,-958205,361193797] [[1,-1,1,-958205,361193797],[1,-1,1,-850205,445649797]] [[1,2],[2,1]]
+391050 dk 1 [1,-1,1,-7259630,7531807997] [[1,-1,1,-7259630,7531807997],[1,-1,1,-116159630,481900207997]] [[1,2],[2,1]]
+391050 dl 1 [1,-1,1,-33058406255,-2241089127631753] [[1,-1,1,-33058406255,-2241089127631753],[1,-1,1,12291225745,-7918409557711753]] [[1,2],[2,1]]
+391050 dm 1 [1,-1,1,-5661680,-5270219053] [[1,-1,1,-5661680,-5270219053]] [[1]]
+391050 dn 1 [1,-1,1,-3755,-117503] [[1,-1,1,-3755,-117503]] [[1]]
+391050 do 1 [1,-1,1,-68705,6731697] [[1,-1,1,-68705,6731697]] [[1]]
+391050 dp 1 [1,-1,1,295,35047] [[1,-1,1,295,35047]] [[1]]
+391050 dq 1 [1,-1,1,-3515,13547] [[1,-1,1,-3515,13547]] [[1]]
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+391050 ds 1 [1,-1,1,-54019805,327368532197] [[1,-1,1,-54019805,327368532197]] [[1]]
+391050 dt 1 [1,-1,1,-38620430,97037247197] [[1,-1,1,-38620430,97037247197]] [[1]]
+391050 du 1 [1,-1,1,-2858630,1966616597] [[1,-1,1,-2858630,1966616597]] [[1]]
+391050 dv 1 [1,-1,1,-1055,-16253] [[1,-1,1,-1055,-16253]] [[1]]
+391050 dw 1 [1,-1,1,25195,-622803] [[1,-1,1,25195,-622803]] [[1]]
+391050 dx 1 [1,-1,1,40,-903] [[1,-1,1,40,-903]] [[1]]
+391050 dy 1 [1,-1,1,-597335,-260642833] [[1,-1,1,-597335,-260642833]] [[1]]
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+391095 g 1 [0,0,1,132,823] [[0,0,1,132,823]] [[1]]
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+391095 i 1 [1,-1,0,-150,661] [[1,-1,0,-150,661]] [[1]]
+391095 j 1 [1,-1,0,-7170,235421] [[1,-1,0,-7170,235421]] [[1]]
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+391095 m 1 [0,0,1,2403,15787595] [[0,0,1,2403,15787595]] [[1]]
+391095 n 1 [0,0,1,3,67] [[0,0,1,3,67]] [[1]]
+391096 a 1 [0,1,0,-664,25072] [[0,1,0,-664,25072]] [[1]]
+391096 b 1 [0,-1,0,52896,-1392196] [[0,-1,0,52896,-1392196],[0,-1,0,-221464,-11159412]] [[1,2],[2,1]]
+391098 a 1 [1,1,0,442,-1260] [[1,1,0,442,-1260]] [[1]]
+391098 b 1 [1,1,1,-3669,-138309] [[1,1,1,-3669,-138309]] [[1]]
+391098 c 1 [1,1,1,-3325,-75181] [[1,1,1,-3325,-75181]] [[1]]
+391098 d 1 [1,1,1,-3670416,-2708110479] [[1,1,1,-3670416,-2708110479]] [[1]]
+391098 e 1 [1,0,0,633,-3933] [[1,0,0,633,-3933]] [[1]]
+391098 f 1 [1,0,0,-34522,2461028] [[1,0,0,-34522,2461028]] [[1]]
+391100 a 1 [0,1,0,-58633,1463988] [[0,1,0,-58633,1463988],[0,1,0,-547508,-154976012]] [[1,2],[2,1]]
+391100 b 1 [0,0,0,-200,-13500] [[0,0,0,-200,-13500]] [[1]]
+391104 a 1 [0,0,0,-181452,-1482640] [[0,0,0,-181452,-1482640],[0,0,0,-2047692,-1124959120]] [[1,2],[2,1]]
+391104 b 1 [0,0,0,-1452,-22160] [[0,0,0,-1452,-22160]] [[1]]
+391104 c 1 [0,0,0,-51852,4372720] [[0,0,0,-51852,4372720],[0,0,0,25908,16347760]] [[1,2],[2,1]]
+391104 d 1 [0,0,0,-2712,-54360] [[0,0,0,-2712,-54360],[0,0,0,-2652,-56880]] [[1,2],[2,1]]
+391104 e 1 [0,0,0,-20172,-1160080] [[0,0,0,-20172,-1160080]] [[1]]
+391104 f 1 [0,0,0,-20172,1160080] [[0,0,0,-20172,1160080]] [[1]]
+391104 g 1 [0,0,0,-2712,54360] [[0,0,0,-2712,54360],[0,0,0,-2652,56880]] [[1,2],[2,1]]
+391104 h 1 [0,0,0,-1452,22160] [[0,0,0,-1452,22160]] [[1]]
+391104 i 1 [0,0,0,-51852,-4372720] [[0,0,0,-51852,-4372720],[0,0,0,25908,-16347760]] [[1,2],[2,1]]
+391104 j 1 [0,0,0,-181452,1482640] [[0,0,0,-181452,1482640],[0,0,0,-2047692,1124959120]] [[1,2],[2,1]]
+391104 k 1 [0,0,0,-7824,-598624] [[0,0,0,-7824,-598624]] [[1]]
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+391104 o 1 [0,0,0,-5556,-634520] [[0,0,0,-5556,-634520]] [[1]]
+391104 p 1 [0,0,0,-629436,-192209960] [[0,0,0,-629436,-192209960]] [[1]]
+391104 q 1 [0,0,0,564,97904] [[0,0,0,564,97904]] [[1]]
+391104 r 1 [0,0,0,-3051,-59400] [[0,0,0,-3051,-59400],[0,0,0,3564,-281664]] [[1,2],[2,1]]
+391104 s 1 [0,0,0,2004,553520] [[0,0,0,2004,553520],[0,0,0,-90156,10101296]] [[1,2],[2,1]]
+391104 t 1 [0,0,0,22884,7687640] [[0,0,0,22884,7687640]] [[1]]
+391104 u 1 [0,0,0,-516,5560] [[0,0,0,-516,5560]] [[1]]
+391104 v 1 [0,0,0,383604,-103783664] [[0,0,0,383604,-103783664]] [[1]]
+391104 w 1 [0,0,0,-331596,73700496] [[0,0,0,-331596,73700496]] [[1]]
+391104 x 1 [0,0,0,564,5560] [[0,0,0,564,5560]] [[1]]
+391104 y 1 [0,0,0,2111052084,40704179469424] [[0,0,0,2111052084,40704179469424]] [[1]]
+391104 z 1 [0,0,0,-2790156,1793852944] [[0,0,0,-2790156,1793852944],[0,0,0,-2721036,1886943760]] [[1,2],[2,1]]
+391104 ba 1 [0,0,0,-2784396,1788233456] [[0,0,0,-2784396,1788233456],[0,0,0,-2628876,1996816880]] [[1,2],[2,1]]
+391104 bb 1 [0,0,0,-6776076,1339107856] [[0,0,0,-6776076,1339107856],[0,0,0,-66495756,-207512557040],[0,0,0,-26267916,-456104517104],[0,0,0,-1062238476,-13325427150320],[0,0,0,-1060545036,-13370031682544],[0,0,0,-16995815436,-852827356588016]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+391104 bc 1 [0,0,0,-636,-8496] [[0,0,0,-636,-8496]] [[1]]
+391104 bd 1 [0,0,0,-636,8496] [[0,0,0,-636,8496]] [[1]]
+391104 be 1 [0,0,0,-2790156,-1793852944] [[0,0,0,-2790156,-1793852944],[0,0,0,-2721036,-1886943760]] [[1,2],[2,1]]
+391104 bf 1 [0,0,0,-2784396,-1788233456] [[0,0,0,-2784396,-1788233456],[0,0,0,-2628876,-1996816880]] [[1,2],[2,1]]
+391104 bg 1 [0,0,0,-6776076,-1339107856] [[0,0,0,-6776076,-1339107856],[0,0,0,-66495756,207512557040],[0,0,0,-1062238476,13325427150320],[0,0,0,-26267916,456104517104],[0,0,0,-16995815436,852827356588016],[0,0,0,-1060545036,13370031682544]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+391104 bh 1 [0,0,0,564,-5560] [[0,0,0,564,-5560]] [[1]]
+391104 bi 1 [0,0,0,2111052084,-40704179469424] [[0,0,0,2111052084,-40704179469424]] [[1]]
+391104 bj 1 [0,0,0,-331596,-73700496] [[0,0,0,-331596,-73700496]] [[1]]
+391104 bk 1 [0,0,0,22884,-7687640] [[0,0,0,22884,-7687640]] [[1]]
+391104 bl 1 [0,0,0,-516,-5560] [[0,0,0,-516,-5560]] [[1]]
+391104 bm 1 [0,0,0,383604,103783664] [[0,0,0,383604,103783664]] [[1]]
+391104 bn 1 [0,0,0,-3051,59400] [[0,0,0,-3051,59400],[0,0,0,3564,281664]] [[1,2],[2,1]]
+391104 bo 1 [0,0,0,2004,-553520] [[0,0,0,2004,-553520],[0,0,0,-90156,-10101296]] [[1,2],[2,1]]
+391104 bp 1 [0,0,0,564,-97904] [[0,0,0,564,-97904]] [[1]]
+391104 bq 1 [0,0,0,564,14096] [[0,0,0,564,14096]] [[1]]
+391104 br 1 [0,0,0,-5556,634520] [[0,0,0,-5556,634520]] [[1]]
+391104 bs 1 [0,0,0,-629436,192209960] [[0,0,0,-629436,192209960]] [[1]]
+391104 bt 1 [0,0,0,-171111,-25067324] [[0,0,0,-171111,-25067324],[0,0,0,-594516,148020640],[0,0,0,-9080076,10530951856],[0,0,0,1116564,842719120]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391104 bu 1 [0,0,0,-117018,15460146] [[0,0,0,-117018,15460146]] [[1]]
+391104 bv 1 [0,0,0,2592,413856] [[0,0,0,2592,413856]] [[1]]
+391104 bw 1 [0,0,0,2592,-413856] [[0,0,0,2592,-413856]] [[1]]
+391104 bx 1 [0,0,0,-117018,-15460146] [[0,0,0,-117018,-15460146]] [[1]]
+391104 by 1 [0,0,0,216105,5757964] [[0,0,0,216105,5757964]] [[1]]
+391104 bz 1 [0,0,0,-57900,-5358512] [[0,0,0,-57900,-5358512],[0,0,0,-70860,-2782064]] [[1,2],[2,1]]
+391104 ca 1 [0,0,0,19860,1554352] [[0,0,0,19860,1554352]] [[1]]
+391104 cb 1 [0,0,0,-47820,3369872] [[0,0,0,-47820,3369872],[0,0,0,90420,19239824]] [[1,2],[2,1]]
+391104 cc 1 [0,0,0,-57060,5246208] [[0,0,0,-57060,5246208],[0,0,0,-57420,5176656]] [[1,2],[2,1]]
+391104 cd 1 [0,0,0,-178860,29115088] [[0,0,0,-178860,29115088],[0,0,0,-147180,39751504],[0,0,0,1249620,-772962608]] [[1,3,9],[3,1,3],[9,3,1]]
+391104 ce 1 [0,0,0,-54120,-5741944] [[0,0,0,-54120,-5741944],[0,0,0,-909660,-333927088]] [[1,2],[2,1]]
+391104 cf 1 [0,0,0,-255,-1636] [[0,0,0,-255,-1636]] [[1]]
+391104 cg 1 [0,0,0,-10380,23537936] [[0,0,0,-10380,23537936]] [[1]]
+391104 ch 1 [0,0,0,-2983980,-4263432752] [[0,0,0,-2983980,-4263432752],[0,0,0,-312235500,-2123595778736]] [[1,3],[3,1]]
+391104 ci 1 [0,0,0,-2576460,1473678992] [[0,0,0,-2576460,1473678992],[0,0,0,-40367820,98718406544]] [[1,2],[2,1]]
+391104 cj 1 [0,0,0,-300,85808] [[0,0,0,-300,85808]] [[1]]
+391104 ck 1 [0,0,0,-2576460,-1473678992] [[0,0,0,-2576460,-1473678992],[0,0,0,-40367820,-98718406544]] [[1,2],[2,1]]
+391104 cl 1 [0,0,0,-300,-85808] [[0,0,0,-300,-85808]] [[1]]
+391104 cm 1 [0,0,0,-2983980,4263432752] [[0,0,0,-2983980,4263432752],[0,0,0,-312235500,2123595778736]] [[1,3],[3,1]]
+391104 cn 1 [0,0,0,-255,1636] [[0,0,0,-255,1636]] [[1]]
+391104 co 1 [0,0,0,-10380,-23537936] [[0,0,0,-10380,-23537936]] [[1]]
+391104 cp 1 [0,0,0,-47820,-3369872] [[0,0,0,-47820,-3369872],[0,0,0,90420,-19239824]] [[1,2],[2,1]]
+391104 cq 1 [0,0,0,-57060,-5246208] [[0,0,0,-57060,-5246208],[0,0,0,-57420,-5176656]] [[1,2],[2,1]]
+391104 cr 1 [0,0,0,-178860,-29115088] [[0,0,0,-178860,-29115088],[0,0,0,-147180,-39751504],[0,0,0,1249620,772962608]] [[1,3,9],[3,1,3],[9,3,1]]
+391104 cs 1 [0,0,0,-54120,5741944] [[0,0,0,-54120,5741944],[0,0,0,-909660,333927088]] [[1,2],[2,1]]
+391104 ct 1 [0,0,0,19860,-1554352] [[0,0,0,19860,-1554352]] [[1]]
+391104 cu 1 [0,0,0,-57900,5358512] [[0,0,0,-57900,5358512],[0,0,0,-70860,2782064]] [[1,2],[2,1]]
+391104 cv 1 [0,0,0,216105,-5757964] [[0,0,0,216105,-5757964]] [[1]]
+391104 cw 1 [0,0,0,-38982,-3154282] [[0,0,0,-38982,-3154282]] [[1]]
+391104 cx 1 [0,0,0,288,-15328] [[0,0,0,288,-15328]] [[1]]
+391104 cy 1 [0,0,0,-13002,-572598] [[0,0,0,-13002,-572598]] [[1]]
+391104 cz 1 [0,0,0,-6852,-218342] [[0,0,0,-6852,-218342]] [[1]]
+391104 da 1 [0,0,0,-6852,218342] [[0,0,0,-6852,218342]] [[1]]
+391104 db 1 [0,0,0,-13002,572598] [[0,0,0,-13002,572598]] [[1]]
+391104 dc 1 [0,0,0,288,15328] [[0,0,0,288,15328]] [[1]]
+391104 dd 1 [0,0,0,-38982,3154282] [[0,0,0,-38982,3154282]] [[1]]
+391104 de 1 [0,0,0,-5724,229392] [[0,0,0,-5724,229392]] [[1]]
+391104 df 1 [0,0,0,-2964,62120] [[0,0,0,-2964,62120]] [[1]]
+391104 dg 1 [0,0,0,18096,-929752] [[0,0,0,18096,-929752],[0,0,0,-104124,-8800720]] [[1,2],[2,1]]
+391104 dh 1 [0,0,0,36,1080] [[0,0,0,36,1080]] [[1]]
+391104 di 1 [0,0,0,-339,2200] [[0,0,0,-339,2200],[0,0,0,396,10432]] [[1,2],[2,1]]
+391104 dj 1 [0,0,0,-6039,304992] [[0,0,0,-6039,304992],[0,0,0,-114084,14826240],[0,0,0,-1825164,949075920],[0,0,0,-131724,9936432]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391104 dk 1 [0,0,0,-9682284,11597658032] [[0,0,0,-9682284,11597658032]] [[1]]
+391104 dl 1 [0,0,0,31956,-1792600] [[0,0,0,31956,-1792600]] [[1]]
+391104 dm 1 [0,0,0,-1500924,-778542280] [[0,0,0,-1500924,-778542280]] [[1]]
+391104 dn 1 [0,0,0,-32108844,70030160048] [[0,0,0,-32108844,70030160048]] [[1]]
+391104 do 1 [0,0,0,-55884,-6257648] [[0,0,0,-55884,-6257648]] [[1]]
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+391104 dq 1 [0,0,0,-58764,5467408] [[0,0,0,-58764,5467408],[0,0,0,-84684,169360],[0,0,0,338676,1354768],[0,0,0,-922764,-340091120]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391104 dr 1 [0,0,0,-8139,282620] [[0,0,0,-8139,282620],[0,0,0,-8004,292448]] [[1,2],[2,1]]
+391104 ds 1 [0,0,0,-8139,-282620] [[0,0,0,-8139,-282620],[0,0,0,-8004,-292448]] [[1,2],[2,1]]
+391104 dt 1 [0,0,0,-51204,4236608] [[0,0,0,-51204,4236608],[0,0,0,36276,17218640]] [[1,2],[2,1]]
+391104 du 1 [0,0,0,-58764,-5467408] [[0,0,0,-58764,-5467408],[0,0,0,-84684,-169360],[0,0,0,-922764,340091120],[0,0,0,338676,-1354768]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391104 dv 1 [0,0,0,31956,1792600] [[0,0,0,31956,1792600]] [[1]]
+391104 dw 1 [0,0,0,-1500924,778542280] [[0,0,0,-1500924,778542280]] [[1]]
+391104 dx 1 [0,0,0,-32108844,-70030160048] [[0,0,0,-32108844,-70030160048]] [[1]]
+391104 dy 1 [0,0,0,-55884,6257648] [[0,0,0,-55884,6257648]] [[1]]
+391104 dz 1 [0,0,0,-9682284,-11597658032] [[0,0,0,-9682284,-11597658032]] [[1]]
+391104 ea 1 [0,0,0,-339,-2200] [[0,0,0,-339,-2200],[0,0,0,396,-10432]] [[1,2],[2,1]]
+391104 eb 1 [0,0,0,-6039,-304992] [[0,0,0,-6039,-304992],[0,0,0,-114084,-14826240],[0,0,0,-131724,-9936432],[0,0,0,-1825164,-949075920]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391104 ec 1 [0,0,0,36,-1080] [[0,0,0,36,-1080]] [[1]]
+391104 ed 1 [0,0,0,18096,929752] [[0,0,0,18096,929752],[0,0,0,-104124,8800720]] [[1,2],[2,1]]
+391104 ee 1 [0,0,0,-2964,-62120] [[0,0,0,-2964,-62120]] [[1]]
+391104 ef 1 [0,0,0,-5724,-229392] [[0,0,0,-5724,-229392]] [[1]]
+391104 eg 1 [0,0,0,5604,-522898] [[0,0,0,5604,-522898]] [[1]]
+391104 eh 1 [0,0,0,-66,-1258] [[0,0,0,-66,-1258]] [[1]]
+391104 ei 1 [0,0,0,-66,1258] [[0,0,0,-66,1258]] [[1]]
+391104 ej 1 [0,0,0,5604,522898] [[0,0,0,5604,522898]] [[1]]
+391104 ek 1 [0,0,0,-540190668,4831769676400] [[0,0,0,-540190668,4831769676400],[0,0,0,-593274828,3824763161200]] [[1,2],[2,1]]
+391104 el 1 [0,0,0,-24408,1467720] [[0,0,0,-24408,1467720],[0,0,0,-23868,1535760]] [[1,2],[2,1]]
+391104 em 1 [0,0,0,-24408,-1467720] [[0,0,0,-24408,-1467720],[0,0,0,-23868,-1535760]] [[1,2],[2,1]]
+391104 en 1 [0,0,0,-540190668,-4831769676400] [[0,0,0,-540190668,-4831769676400],[0,0,0,-593274828,-3824763161200]] [[1,2],[2,1]]
+391105 a 1 [0,0,1,-17273,1410254] [[0,0,1,-17273,1410254]] [[1]]
+391105 b 1 [1,1,1,-511390,-142141220] [[1,1,1,-511390,-142141220]] [[1]]
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+391110 b 1 [1,1,0,-8107,-286211] [[1,1,0,-8107,-286211]] [[1]]
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+391111 a 1 [0,1,1,-119,751] [[0,1,1,-119,751]] [[1]]
+391113 a 1 [0,0,1,-168,-840] [[0,0,1,-168,-840]] [[1]]
+391113 b 1 [0,0,1,-1512,22673] [[0,0,1,-1512,22673]] [[1]]
+391115 a 1 [1,1,1,-276,1534] [[1,1,1,-276,1534]] [[1]]
+391115 b 1 [0,0,1,-52,-3] [[0,0,1,-52,-3]] [[1]]
+391115 c 1 [0,1,1,-380417925,2851345254604] [[0,1,1,-380417925,2851345254604]] [[1]]
+391115 d 1 [0,1,1,-1188725,-487780076] [[0,1,1,-1188725,-487780076]] [[1]]
+391115 e 1 [1,1,0,-126539502,-547935059351] [[1,1,0,-126539502,-547935059351]] [[1]]
+391115 f 1 [1,-1,0,-26818295,-53452516800] [[1,-1,0,-26818295,-53452516800]] [[1]]
+391116 a 1 [0,1,0,-349,-2641] [[0,1,0,-349,-2641]] [[1]]
+391118 a 1 [1,1,0,-501,4117] [[1,1,0,-501,4117]] [[1]]
+391118 b 1 [1,1,0,2229,-707867] [[1,1,0,2229,-707867],[1,1,0,-20066,19183732]] [[1,3],[3,1]]
+391118 c 1 [1,-1,0,-71056477,-785636680347] [[1,-1,0,-71056477,-785636680347]] [[1]]
+391118 d 1 [1,0,1,-24575,-1485830] [[1,0,1,-24575,-1485830]] [[1]]
+391118 e 1 [1,1,0,-47359,-3922659] [[1,1,0,-47359,-3922659],[1,1,0,-426374,105255956]] [[1,3],[3,1]]
+391118 f 1 [1,0,0,-1324,47760] [[1,0,0,-1324,47760]] [[1]]
+391118 g 1 [1,1,1,-638,-68895] [[1,1,1,-638,-68895]] [[1]]
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+391248 t 1 [0,0,0,-71811,7322130] [[0,0,0,-71811,7322130],[0,0,0,-10971,19331946]] [[1,2],[2,1]]
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+391248 x 1 [0,0,0,-2586,47635] [[0,0,0,-2586,47635],[0,0,0,-8031,-219170],[0,0,0,17709,-1336286],[0,0,0,-120891,-16177574]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+391248 z 1 [0,0,0,-35829291,-83111891366] [[0,0,0,-35829291,-83111891366],[0,0,0,-574356171,-5298098491910]] [[1,2],[2,1]]
+391248 ba 1 [0,0,0,-1262340291,17262861243586] [[0,0,0,-1262340291,17262861243586],[0,0,0,-1262386371,17261537908930],[0,0,0,-1144600131,20612485765186],[0,0,0,-1380909891,13825896634690]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391248 bb 1 [0,0,0,-2261451,-1654822159] [[0,0,0,-2261451,-1654822159]] [[1]]
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+391248 bd 1 [0,0,0,-126,2771] [[0,0,0,-126,2771],[0,0,0,-3831,90950]] [[1,2],[2,1]]
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+391248 br 1 [0,0,0,-109444228635,-14393533617548854] [[0,0,0,-109444228635,-14393533617548854],[0,0,0,-1767029965275,-904093726796090998]] [[1,2],[2,1]]
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+391248 cu 1 [0,0,0,-75024,7909488] [[0,0,0,-75024,7909488]] [[1]]
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+391755 bp 1 [1,1,0,-190488,-30097773] [[1,1,0,-190488,-30097773],[1,1,0,-602333,143618448],[1,1,0,-9090358,10544844283],[1,1,0,1296172,868467657]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+391930 h 1 [1,1,0,-567,18581] [[1,1,0,-567,18581],[1,1,0,-14647,674709]] [[1,2],[2,1]]
+391930 i 1 [1,1,0,154378543,-139357090411] [[1,1,0,154378543,-139357090411],[1,1,0,-629621457,-1125785890411]] [[1,2],[2,1]]
+391930 j 1 [1,0,0,-210,3700] [[1,0,0,-210,3700],[1,0,0,-5110,139920]] [[1,2],[2,1]]
+391930 k 1 [1,-1,1,196733,28531459] [[1,-1,1,196733,28531459],[1,-1,1,-1053267,262031459],[1,-1,1,-15050767,22473264459],[1,-1,1,-7055767,-7020201541]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391930 l 1 [1,-1,1,23,1001] [[1,-1,1,23,1001],[1,-1,1,-1377,19481]] [[1,2],[2,1]]
+391930 m 1 [1,-1,1,-40717,3203109] [[1,-1,1,-40717,3203109],[1,-1,1,-653217,203368109],[1,-1,1,-10451467,13007721209],[1,-1,1,-654967,202225009]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391930 n 1 [1,-1,1,-6244947,-6005185549] [[1,-1,1,-6244947,-6005185549],[1,-1,1,-6351427,-5789712621]] [[1,2],[2,1]]
+391930 o 1 [1,0,0,-1595,25025] [[1,0,0,-1595,25025]] [[1]]
+391930 p 1 [1,0,0,10,-40] [[1,0,0,10,-40]] [[1]]
+391933 a 1 [0,-1,1,-35501,2598034] [[0,-1,1,-35501,2598034]] [[1]]
+391935 a 1 [0,-1,1,-56,-1138] [[0,-1,1,-56,-1138]] [[1]]
+391935 b 1 [0,-1,1,-10796,437252] [[0,-1,1,-10796,437252]] [[1]]
+391935 c 1 [0,-1,1,-31090,15256968] [[0,-1,1,-31090,15256968]] [[1]]
+391935 d 1 [0,1,1,-1136,26516] [[0,1,1,-1136,26516]] [[1]]
+391935 e 1 [1,0,0,-213005,37818552] [[1,0,0,-213005,37818552],[1,0,0,-226010,32936475],[1,0,0,490285,199546692],[1,0,0,-1150385,-446074650]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391935 f 1 [0,-1,1,145,-544] [[0,-1,1,145,-544]] [[1]]
+391935 g 1 [0,-1,1,-34191845,-76942747537] [[0,-1,1,-34191845,-76942747537]] [[1]]
+391935 h 1 [0,-1,1,451175,19256406] [[0,-1,1,451175,19256406]] [[1]]
+391935 i 1 [0,1,1,199,-7354] [[0,1,1,199,-7354]] [[1]]
+391935 j 1 [0,1,1,-1051005,-416304466] [[0,1,1,-1051005,-416304466],[0,1,1,-85201755,-302734329241]] [[1,3],[3,1]]
+391935 k 1 [0,1,1,-1815495,-1044779119] [[0,1,1,-1815495,-1044779119]] [[1]]
+391935 l 1 [1,1,0,-128598853,533208253432] [[1,1,0,-128598853,533208253432],[1,1,0,-376899898,-2146506284417],[1,1,0,895964477,-13525150078292],[1,1,0,-5622580993,-162264626891978]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391935 m 1 [1,1,0,-773638,-278110217] [[1,1,0,-773638,-278110217],[1,1,0,-12585483,-17190309888],[1,1,0,-12792978,-16594425747],[1,1,0,-201367508,-1099930736073]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391935 n 1 [1,1,0,-4118,12183] [[1,1,0,-4118,12183],[1,1,0,-41963,-3310608],[1,1,0,-18908,-6902577],[1,1,0,-670538,-211620363]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391935 o 1 [0,-1,1,-2830,-58719] [[0,-1,1,-2830,-58719]] [[1]]
+391935 p 1 [0,1,1,-1935046,-1442396015] [[0,1,1,-1935046,-1442396015]] [[1]]
+391936 a 1 [0,1,0,-55,-171] [[0,1,0,-55,-171]] [[1]]
+391936 b 1 [0,1,0,-221,1147] [[0,1,0,-221,1147]] [[1]]
+391936 c 1 [0,0,0,-86,-304] [[0,0,0,-86,-304]] [[1]]
+391936 d 1 [0,0,0,-86,304] [[0,0,0,-86,304]] [[1]]
+391936 e 1 [0,0,0,-344,-2432] [[0,0,0,-344,-2432]] [[1]]
+391936 f 1 [0,0,0,-344,2432] [[0,0,0,-344,2432]] [[1]]
+391936 g 1 [0,-1,0,-55,171] [[0,-1,0,-55,171]] [[1]]
+391936 h 1 [0,-1,0,-221,-1147] [[0,-1,0,-221,-1147]] [[1]]
+391937 a 1 [0,1,1,-514218,-142108112] [[0,1,1,-514218,-142108112]] [[1]]
+391937 b 1 [0,1,1,944,-2379072] [[0,1,1,944,-2379072]] [[1]]
+391937 c 1 [0,-1,1,-169,2239] [[0,-1,1,-169,2239]] [[1]]
+391937 d 1 [0,-1,1,-123079,18075391] [[0,-1,1,-123079,18075391]] [[1]]
+391937 e 1 [0,-1,1,-523,6106] [[0,-1,1,-523,6106]] [[1]]
+391937 f 1 [1,0,1,-6136,-189579] [[1,0,1,-6136,-189579]] [[1]]
+391937 g 1 [1,0,1,-68933,-7821833] [[1,0,1,-68933,-7821833]] [[1]]
+391937 h 1 [0,0,1,155,-3661] [[0,0,1,155,-3661]] [[1]]
+391941 a 1 [1,-1,1,-3251,130906] [[1,-1,1,-3251,130906],[1,-1,1,-63146,6120406]] [[1,2],[2,1]]
+391941 b 1 [1,-1,1,-1288379,-562554774] [[1,-1,1,-1288379,-562554774],[1,-1,1,-1286774,-564027522]] [[1,2],[2,1]]
+391941 c 1 [1,-1,1,-7394,246368] [[1,-1,1,-7394,246368],[1,-1,1,-9059,128486]] [[1,2],[2,1]]
+391941 d 1 [1,-1,1,-554,960] [[1,-1,1,-554,960],[1,-1,1,-5549,-156882]] [[1,2],[2,1]]
+391941 e 1 [1,-1,0,-11595408,15200574299] [[1,-1,0,-11595408,15200574299],[1,-1,0,-11580963,15240324050]] [[1,2],[2,1]]
+391941 f 1 [1,-1,0,-107622,-3107241] [[1,-1,0,-107622,-3107241],[1,-1,0,-1321407,-583539228]] [[1,2],[2,1]]
+391941 g 1 [0,0,1,-7473,-1066163] [[0,0,1,-7473,-1066163]] [[1]]
+391944 a 1 [0,1,0,-1400,-20688] [[0,1,0,-1400,-20688]] [[1]]
+391944 b 1 [0,1,0,-13840,-387808] [[0,1,0,-13840,-387808]] [[1]]
+391945 a 1 [1,1,0,-17,146] [[1,1,0,-17,146]] [[1]]
+391945 b 1 [0,-1,1,-1160,-4277] [[0,-1,1,-1160,-4277]] [[1]]
+391949 a 1 [0,1,1,101,53] [[0,1,1,101,53]] [[1]]
+391950 a 1 [1,-1,0,-11412,-466394] [[1,-1,0,-11412,-466394],[1,-1,0,-9837,-600899]] [[1,3],[3,1]]
+391950 b 1 [1,-1,0,-14667,-1375759] [[1,-1,0,-14667,-1375759],[1,-1,0,-295917,-61844509]] [[1,2],[2,1]]
+391950 c 1 [1,-1,0,-66042,6440116] [[1,-1,0,-66042,6440116],[1,-1,0,-138042,-10047884],[1,-1,0,464958,-74568884],[1,-1,0,-1893042,-1001622884]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391950 d 1 [1,-1,0,-1345179942,-17787009982284] [[1,-1,0,-1345179942,-17787009982284]] [[1]]
+391950 e 1 [1,-1,0,-13692,315216] [[1,-1,0,-13692,315216],[1,-1,0,46308,2295216]] [[1,2],[2,1]]
+391950 f 1 [1,-1,0,11133,-1670459] [[1,-1,0,11133,-1670459]] [[1]]
+391950 g 1 [1,-1,0,-144927,-10829619] [[1,-1,0,-144927,-10829619],[1,-1,0,-1988127,-1078042419]] [[1,2],[2,1]]
+391950 h 1 [1,-1,0,-34036992,-76423646084] [[1,-1,0,-34036992,-76423646084]] [[1]]
+391950 i 1 [1,-1,0,-724167,237399741] [[1,-1,0,-724167,237399741]] [[1]]
+391950 j 1 [1,-1,0,-64242,-6207084] [[1,-1,0,-64242,-6207084],[1,-1,0,-109242,3647916]] [[1,2],[2,1]]
+391950 k 1 [1,-1,0,-2817,61841] [[1,-1,0,-2817,61841]] [[1]]
+391950 l 1 [1,-1,0,-120222,-15037164] [[1,-1,0,-120222,-15037164]] [[1]]
+391950 m 1 [1,-1,0,-81792,-9835884] [[1,-1,0,-81792,-9835884]] [[1]]
+391950 n 1 [1,-1,0,-47419047,-122944987139] [[1,-1,0,-47419047,-122944987139]] [[1]]
+391950 o 1 [1,-1,0,-8211192,-9054342784] [[1,-1,0,-8211192,-9054342784]] [[1]]
+391950 p 1 [1,-1,0,-10021542,12247272116] [[1,-1,0,-10021542,12247272116]] [[1]]
+391950 q 1 [1,-1,0,348,-944] [[1,-1,0,348,-944]] [[1]]
+391950 r 1 [1,-1,0,-2817,-2622659] [[1,-1,0,-2817,-2622659]] [[1]]
+391950 s 1 [1,-1,0,-68742,-3809084] [[1,-1,0,-68742,-3809084]] [[1]]
+391950 t 1 [1,-1,0,-17109042,41577372116] [[1,-1,0,-17109042,41577372116],[1,-1,0,-312021042,2121001884116],[1,-1,0,-4992021042,135758401884116],[1,-1,0,-350613042,1563231708116]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391950 u 1 [1,-1,0,688068,1464714576] [[1,-1,0,688068,1464714576],[1,-1,0,-15900732,23212631376]] [[1,2],[2,1]]
+391950 v 1 [1,-1,0,-453492,-74017584] [[1,-1,0,-453492,-74017584],[1,-1,0,-6483492,-6351247584]] [[1,2],[2,1]]
+391950 w 1 [1,-1,0,-25241674167,-1542760973300259] [[1,-1,0,-25241674167,-1542760973300259],[1,-1,0,-29960266167,-925583295476259],[1,-1,0,-239912266167,44594739680523741],[1,-1,0,104494261833,-6946591513844259]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391950 x 1 [1,-1,0,4007133,7462155541] [[1,-1,0,4007133,7462155541],[1,-1,0,-41622867,90919425541]] [[1,2],[2,1]]
+391950 y 1 [1,-1,0,-17667,-213759] [[1,-1,0,-17667,-213759],[1,-1,0,-168417,26468991]] [[1,2],[2,1]]
+391950 z 1 [1,-1,0,-76724442,259137535716] [[1,-1,0,-76724442,259137535716],[1,-1,0,-1228179942,16567201782216]] [[1,2],[2,1]]
+391950 ba 1 [1,-1,0,-26549817,52628607341] [[1,-1,0,-26549817,52628607341],[1,-1,0,-21149817,74655207341]] [[1,2],[2,1]]
+391950 bb 1 [1,-1,0,-3417,-259759] [[1,-1,0,-3417,-259759]] [[1]]
+391950 bc 1 [1,-1,0,78258,2872916] [[1,-1,0,78258,2872916]] [[1]]
+391950 bd 1 [1,-1,0,-1840031442,6524780165716] [[1,-1,0,-1840031442,6524780165716]] [[1]]
+391950 be 1 [1,-1,0,-343692,-76302284] [[1,-1,0,-343692,-76302284],[1,-1,0,-3015567,1981463341],[1,-1,0,-243084942,1458825317716]] [[1,3,9],[3,1,3],[9,3,1]]
+391950 bf 1 [1,-1,0,-10188785817,388439031799341] [[1,-1,0,-10188785817,388439031799341],[1,-1,0,-21985265817,-679649656840659]] [[1,2],[2,1]]
+391950 bg 1 [1,-1,0,-389592,93738816] [[1,-1,0,-389592,93738816]] [[1]]
+391950 bh 1 [1,-1,0,408,12816] [[1,-1,0,408,12816]] [[1]]
+391950 bi 1 [1,-1,0,497133,265355541] [[1,-1,0,497133,265355541]] [[1]]
+391950 bj 1 [1,-1,0,-156492,-8385584] [[1,-1,0,-156492,-8385584]] [[1]]
+391950 bk 1 [1,-1,0,-106317,-4539159] [[1,-1,0,-106317,-4539159]] [[1]]
+391950 bl 1 [1,-1,0,-7917,-255259] [[1,-1,0,-7917,-255259]] [[1]]
+391950 bm 1 [1,-1,0,-14819742,61369584916] [[1,-1,0,-14819742,61369584916]] [[1]]
+391950 bn 1 [1,-1,0,-30232917,-71020325259] [[1,-1,0,-30232917,-71020325259]] [[1]]
+391950 bo 1 [1,-1,0,-212067,-37236159] [[1,-1,0,-212067,-37236159],[1,-1,0,-61317,-89244909]] [[1,2],[2,1]]
+391950 bp 1 [1,-1,0,263208,-28040384] [[1,-1,0,263208,-28040384],[1,-1,0,-5136792,-4563040384]] [[1,3],[3,1]]
+391950 bq 1 [1,-1,0,-136986567,-7308828782659] [[1,-1,0,-136986567,-7308828782659]] [[1]]
+391950 br 1 [1,-1,0,-38353167,-91411018259] [[1,-1,0,-38353167,-91411018259],[1,-1,0,-39505167,-85626826259],[1,-1,0,-152005167,630435673741],[1,-1,0,54562833,-431514862259]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391950 bs 1 [1,-1,0,-1559742,715744916] [[1,-1,0,-1559742,715744916],[1,-1,0,-4439742,-2685535084]] [[1,2],[2,1]]
+391950 bt 1 [1,-1,0,18376083,3424412241] [[1,-1,0,18376083,3424412241],[1,-1,0,-74024667,27541007991]] [[1,2],[2,1]]
+391950 bu 1 [1,-1,0,-134682,-18985024] [[1,-1,0,-134682,-18985024],[1,-1,0,-2154732,-1216874674]] [[1,2],[2,1]]
+391950 bv 1 [1,-1,0,-30942,-14058284] [[1,-1,0,-30942,-14058284],[1,-1,0,-1083942,-432099284]] [[1,2],[2,1]]
+391950 bw 1 [1,-1,0,35208,96471616] [[1,-1,0,35208,96471616]] [[1]]
+391950 bx 1 [1,-1,0,-273492,-55887584] [[1,-1,0,-273492,-55887584]] [[1]]
+391950 by 1 [1,-1,1,-11255,-456253] [[1,-1,1,-11255,-456253]] [[1]]
+391950 bz 1 [1,-1,1,-10940,-444913] [[1,-1,1,-10940,-444913]] [[1]]
+391950 ca 1 [1,-1,1,497995,84369997] [[1,-1,1,497995,84369997],[1,-1,1,-2382005,735249997]] [[1,2],[2,1]]
+391950 cb 1 [1,-1,1,-32555480,23964285147] [[1,-1,1,-32555480,23964285147],[1,-1,1,121812520,185741949147]] [[1,2],[2,1]]
+391950 cc 1 [1,-1,1,-3367055,-2376495053] [[1,-1,1,-3367055,-2376495053],[1,-1,1,-53868305,-152163202553]] [[1,2],[2,1]]
+391950 cd 1 [1,-1,1,-62390,5738437] [[1,-1,1,-62390,5738437],[1,-1,1,-177590,-21448763]] [[1,2],[2,1]]
+391950 ce 1 [1,-1,1,-713255,232081247] [[1,-1,1,-713255,232081247]] [[1]]
+391950 cf 1 [1,-1,1,-307130,66004247] [[1,-1,1,-307130,66004247]] [[1]]
+391950 cg 1 [1,-1,1,-381152670005,90573401774829997] [[1,-1,1,-381152670005,90573401774829997]] [[1]]
+391950 ch 1 [1,-1,1,19885,2118867] [[1,-1,1,19885,2118867]] [[1]]
+391950 ci 1 [1,-1,1,-6260,-65833] [[1,-1,1,-6260,-65833]] [[1]]
+391950 cj 1 [1,-1,1,-592790,491075237] [[1,-1,1,-592790,491075237]] [[1]]
+391950 ck 1 [1,-1,1,-133130,-18608003] [[1,-1,1,-133130,-18608003]] [[1]]
+391950 cl 1 [1,-1,1,-30159230,-62608143603] [[1,-1,1,-30159230,-62608143603],[1,-1,1,-480159230,-4049608143603]] [[1,2],[2,1]]
+391950 cm 1 [1,-1,1,12595,-1067403] [[1,-1,1,12595,-1067403]] [[1]]
+391950 cn 1 [1,-1,1,-123230,-8387603] [[1,-1,1,-123230,-8387603],[1,-1,1,416770,-62387603]] [[1,2],[2,1]]
+391950 co 1 [1,-1,1,-234230,-31692603] [[1,-1,1,-234230,-31692603],[1,-1,1,-1359230,584807397]] [[1,2],[2,1]]
+391950 cp 1 [1,-1,1,3130,22357] [[1,-1,1,3130,22357]] [[1]]
+391950 cq 1 [1,-1,1,-22311613355,-1282751961854853] [[1,-1,1,-22311613355,-1282751961854853]] [[1]]
+391950 cr 1 [1,-1,1,-25355,-1644353] [[1,-1,1,-25355,-1644353]] [[1]]
+391950 cs 1 [1,-1,1,-156380,-19990753] [[1,-1,1,-156380,-19990753]] [[1]]
+391950 ct 1 [1,-1,1,-45230,-4129603] [[1,-1,1,-45230,-4129603],[1,-1,1,-747230,-248425603]] [[1,2],[2,1]]
+391950 cu 1 [1,-1,1,-380,9747] [[1,-1,1,-380,9747]] [[1]]
+391950 cv 1 [1,-1,1,-2949980,-1948224353] [[1,-1,1,-2949980,-1948224353],[1,-1,1,-2349980,-2764224353]] [[1,2],[2,1]]
+391950 cw 1 [1,-1,1,-36767352380,2713583065813247] [[1,-1,1,-36767352380,2713583065813247],[1,-1,1,-36777000380,2712087702997247]] [[1,2],[2,1]]
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+391950 cy 1 [1,-1,1,17201695,183106523697] [[1,-1,1,17201695,183106523697],[1,-1,1,-397518305,2901181403697]] [[1,2],[2,1]]
+391950 cz 1 [1,-1,1,160285,59665187] [[1,-1,1,160285,59665187],[1,-1,1,-1664915,727688387]] [[1,2],[2,1]]
+391950 da 1 [1,-1,1,-18140,-588513] [[1,-1,1,-18140,-588513],[1,-1,1,-259340,-50758113]] [[1,2],[2,1]]
+391950 db 1 [1,-1,1,24745,1739247] [[1,-1,1,24745,1739247],[1,-1,1,-155255,17219247]] [[1,2],[2,1]]
+391950 dc 1 [1,-1,1,-1696055,-860349553] [[1,-1,1,-1696055,-860349553]] [[1]]
+391950 dd 1 [1,-1,1,76495,-16163503] [[1,-1,1,76495,-16163503],[1,-1,1,-684005,-184994503],[1,-1,1,-3053255,1876252997],[1,-1,1,-10482755,-13060552003]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391950 de 1 [1,-1,1,2226370,-198846003] [[1,-1,1,2226370,-198846003],[1,-1,1,-9023630,-1593846003],[1,-1,1,-91036130,332689103997],[1,-1,1,-107011130,-425291796003],[1,-1,1,-1454569880,21352925393997],[1,-1,1,-39702380,705577463997]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+391950 df 1 [1,-1,1,-7320383105,-249369921514353] [[1,-1,1,-7320383105,-249369921514353]] [[1]]
+391950 dg 1 [1,-1,1,-1185476180,-15369308868553] [[1,-1,1,-1185476180,-15369308868553]] [[1]]
+391950 dh 1 [1,-1,1,-575330,11171859297] [[1,-1,1,-575330,11171859297]] [[1]]
+391950 di 1 [1,-1,1,-41501181380,-3248235916593753] [[1,-1,1,-41501181380,-3248235916593753]] [[1]]
+391950 dj 1 [1,-1,1,-3005555,-1882651053] [[1,-1,1,-3005555,-1882651053]] [[1]]
+391950 dk 1 [1,-1,1,8695,-109303] [[1,-1,1,8695,-109303]] [[1]]
+391950 dl 1 [1,-1,1,-2750,-29923] [[1,-1,1,-2750,-29923]] [[1]]
+391950 dm 1 [1,-1,1,445,-13453] [[1,-1,1,445,-13453]] [[1]]
+391950 dn 1 [1,-1,1,-3623180,-1357325553] [[1,-1,1,-3623180,-1357325553],[1,-1,1,-49703180,-134805005553]] [[1,2],[2,1]]
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+391950 dp 1 [1,-1,1,-1361480,-611116873] [[1,-1,1,-1361480,-611116873]] [[1]]
+391950 dq 1 [1,-1,1,-2570,-49143] [[1,-1,1,-2570,-49143],[1,-1,1,-4370,30057]] [[1,2],[2,1]]
+391950 dr 1 [1,-1,1,-83589755,-26652845253] [[1,-1,1,-83589755,-26652845253]] [[1]]
+391950 ds 1 [1,-1,1,-8780,388847] [[1,-1,1,-8780,388847]] [[1]]
+391950 dt 1 [1,-1,1,3670,-349703] [[1,-1,1,3670,-349703]] [[1]]
+391950 du 1 [1,-1,1,-159530,-24484903] [[1,-1,1,-159530,-24484903],[1,-1,1,-164030,-23026903],[1,-1,1,-616280,161491097],[1,-1,1,216220,-114286903]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+391950 dv 1 [1,-1,1,-7355480,-6568844853] [[1,-1,1,-7355480,-6568844853],[1,-1,1,12845020,-36303980853]] [[1,2],[2,1]]
+391950 dw 1 [1,-1,1,-15980,1047147] [[1,-1,1,-15980,1047147],[1,-1,1,-279230,56856147]] [[1,2],[2,1]]
+391950 dx 1 [1,-1,1,-15220730,270702435897] [[1,-1,1,-15220730,270702435897]] [[1]]
+391950 dy 1 [1,-1,1,-570755,169191747] [[1,-1,1,-570755,169191747],[1,-1,1,2368870,754721497]] [[1,3],[3,1]]
+391950 dz 1 [1,-1,1,-285305,-58584553] [[1,-1,1,-285305,-58584553],[1,-1,1,-245930,-75358303]] [[1,3],[3,1]]
+391950 ea 1 [1,-1,1,-346730,-61046103] [[1,-1,1,-346730,-61046103]] [[1]]
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+391956 b 1 [0,-1,0,42,-27] [[0,-1,0,42,-27]] [[1]]
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+392400 ce 1 [0,0,0,-10875,625306250] [[0,0,0,-10875,625306250]] [[1]]
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+392400 cp 1 [0,0,0,-16543875,-25911418750] [[0,0,0,-16543875,-25911418750]] [[1]]
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+392400 cu 1 [0,0,0,-4088955,3296395690] [[0,0,0,-4088955,3296395690]] [[1]]
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+392400 de 1 [0,0,0,-64875,-6763750] [[0,0,0,-64875,-6763750]] [[1]]
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+392400 dh 1 [0,0,0,-9300,329875] [[0,0,0,-9300,329875],[0,0,0,-26175,-1205750]] [[1,2],[2,1]]
+392400 di 1 [0,0,0,1125,82250] [[0,0,0,1125,82250],[0,0,0,-22875,1258250]] [[1,2],[2,1]]
+392400 dj 1 [0,0,0,-96780,-11577125] [[0,0,0,-96780,-11577125],[0,0,0,-72255,-17585750]] [[1,2],[2,1]]
+392400 dk 1 [0,0,0,-73200,-7622125] [[0,0,0,-73200,-7622125],[0,0,0,-67575,-8842750]] [[1,2],[2,1]]
+392400 dl 1 [0,0,0,-5475,-2858375] [[0,0,0,-5475,-2858375]] [[1]]
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+392400 dn 1 [0,0,0,-10875,449125] [[0,0,0,-10875,449125]] [[1]]
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+392400 dt 1 [0,0,0,-1695,26750] [[0,0,0,-1695,26750],[0,0,0,-2595,-4750]] [[1,2],[2,1]]
+392400 du 1 [0,0,0,64200,-3744500] [[0,0,0,64200,-3744500],[0,0,0,-685800,278005500]] [[1,3],[3,1]]
+392400 dv 1 [0,0,0,-334875,-98333750] [[0,0,0,-334875,-98333750]] [[1]]
+392400 dw 1 [0,0,0,5325,-256750] [[0,0,0,5325,-256750]] [[1]]
+392400 dx 1 [0,0,0,-36075,2452250] [[0,0,0,-36075,2452250],[0,0,0,35925,11020250]] [[1,2],[2,1]]
+392400 dy 1 [0,0,0,863925,-10392799750] [[0,0,0,863925,-10392799750]] [[1]]
+392400 dz 1 [0,0,0,-140268675,639047173250] [[0,0,0,-140268675,639047173250]] [[1]]
+392400 ea 1 [0,0,0,-16995,-584350] [[0,0,0,-16995,-584350],[0,0,0,-247395,-47355550]] [[1,2],[2,1]]
+392400 eb 1 [0,0,0,763125,-359783750] [[0,0,0,763125,-359783750]] [[1]]
+392400 ec 1 [0,0,0,-141075,-20472750] [[0,0,0,-141075,-20472750]] [[1]]
+392400 ed 1 [0,0,0,-15675,758250] [[0,0,0,-15675,758250]] [[1]]
+392400 ee 1 [0,0,0,2149125,-14162593750] [[0,0,0,2149125,-14162593750],[0,0,0,-76330875,-247640593750]] [[1,2],[2,1]]
+392400 ef 1 [0,0,0,358125,62631250] [[0,0,0,358125,62631250],[0,0,0,-3691875,-3707918750]] [[1,3],[3,1]]
+392400 eg 1 [0,0,0,506925,-88134750] [[0,0,0,506925,-88134750],[0,0,0,-2436075,-767967750]] [[1,2],[2,1]]
+392400 eh 1 [0,0,0,56325,3264250] [[0,0,0,56325,3264250],[0,0,0,-270675,28443250]] [[1,2],[2,1]]
+392400 ei 1 [0,0,0,-29475,-1950750] [[0,0,0,-29475,-1950750]] [[1]]
+392400 ej 1 [0,0,0,-9675,128250] [[0,0,0,-9675,128250]] [[1]]
+392400 ek 1 [0,0,0,-76200,-10296500] [[0,0,0,-76200,-10296500],[0,0,0,577800,101101500]] [[1,3],[3,1]]
+392400 el 1 [0,0,0,-1224075,-296279750] [[0,0,0,-1224075,-296279750],[0,0,0,-86724075,-310854779750]] [[1,3],[3,1]]
+392400 em 1 [0,0,0,645,26890] [[0,0,0,645,26890]] [[1]]
+392400 en 1 [0,0,0,-10800,6318000] [[0,0,0,-10800,6318000]] [[1]]
+392400 eo 1 [0,0,0,-1500,-62500] [[0,0,0,-1500,-62500]] [[1]]
+392400 ep 1 [0,0,0,-23223675,43079598250] [[0,0,0,-23223675,43079598250],[0,0,0,-867675,121454874250]] [[1,3],[3,1]]
+392400 eq 1 [0,0,0,-570277875,5242083331250] [[0,0,0,-570277875,5242083331250],[0,0,0,-9124597875,335481606931250]] [[1,2],[2,1]]
+392400 er 1 [0,0,0,-75675,8194250] [[0,0,0,-75675,8194250]] [[1]]
+392400 es 1 [0,0,0,-39315,3040850] [[0,0,0,-39315,3040850]] [[1]]
+392400 et 1 [0,0,0,9825,372625] [[0,0,0,9825,372625]] [[1]]
+392400 eu 1 [0,0,0,85129125,-207851093750] [[0,0,0,85129125,-207851093750],[0,0,0,-7458760875,248279694156250]] [[1,5],[5,1]]
+392400 ev 1 [0,0,0,-428097675,4687180488250] [[0,0,0,-428097675,4687180488250]] [[1]]
+392400 ew 1 [0,0,0,375,-35125] [[0,0,0,375,-35125]] [[1]]
+392400 ex 1 [0,0,0,133125,-48293750] [[0,0,0,133125,-48293750]] [[1]]
+392400 ey 1 [0,0,0,-73875,19431250] [[0,0,0,-73875,19431250]] [[1]]
+392400 ez 1 [0,0,0,-333075,73975250] [[0,0,0,-333075,73975250]] [[1]]
+392400 fa 1 [0,0,0,-582240,-171002000] [[0,0,0,-582240,-171002000]] [[1]]
+392400 fb 1 [0,0,0,-1395,-17550] [[0,0,0,-1395,-17550],[0,0,0,2205,-93150]] [[1,2],[2,1]]
+392400 fc 1 [0,0,0,-8400,-295625] [[0,0,0,-8400,-295625],[0,0,0,-11775,-35750]] [[1,2],[2,1]]
+392400 fd 1 [0,0,0,-522075,146250250] [[0,0,0,-522075,146250250],[0,0,0,-8370075,9320562250]] [[1,2],[2,1]]
+392400 fe 1 [0,0,0,-4575,-5485250] [[0,0,0,-4575,-5485250],[0,0,0,-495075,-132524750]] [[1,2],[2,1]]
+392400 ff 1 [0,0,0,-2592795,1725887050] [[0,0,0,-2592795,1725887050]] [[1]]
+392400 fg 1 [0,0,0,-10200,-506500] [[0,0,0,-10200,-506500]] [[1]]
+392400 fh 1 [0,0,0,-25635,1564450] [[0,0,0,-25635,1564450]] [[1]]
+392400 fi 1 [0,0,0,-10875,-856150] [[0,0,0,-10875,-856150]] [[1]]
+392400 fj 1 [0,0,0,386925,-152750] [[0,0,0,386925,-152750],[0,0,0,-5283075,-5006762750]] [[1,3],[3,1]]
+392403 a 1 [0,1,1,-2218,56062] [[0,1,1,-2218,56062]] [[1]]
+392403 b 1 [0,1,1,-27022970,-54077976628] [[0,1,1,-27022970,-54077976628]] [[1]]
+392403 c 1 [0,1,1,-1712,26714] [[0,1,1,-1712,26714]] [[1]]
+392403 d 1 [1,1,1,443,-3508] [[1,1,1,443,-3508]] [[1]]
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+392403 f 1 [1,1,1,-527381,147472040] [[1,1,1,-527381,147472040]] [[1]]
+392403 g 1 [1,1,1,-89482,10264574] [[1,1,1,-89482,10264574],[1,1,1,-82827,11864436]] [[1,2],[2,1]]
+392403 h 1 [1,1,1,-5629,160304] [[1,1,1,-5629,160304]] [[1]]
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+392403 j 1 [1,0,0,-26925,3679578] [[1,0,0,-26925,3679578]] [[1]]
+392403 k 1 [1,0,0,-52,-505] [[1,0,0,-52,-505],[1,0,0,-1317,-18468]] [[1,2],[2,1]]
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+392403 r 1 [1,1,0,53601,4936914] [[1,1,0,53601,4936914]] [[1]]
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+392403 t 1 [1,1,0,-4358,-112779] [[1,1,0,-4358,-112779]] [[1]]
+392403 u 1 [1,1,0,-739,-8048] [[1,1,0,-739,-8048],[1,1,0,-684,-9225]] [[1,2],[2,1]]
+392403 v 1 [1,1,0,-46829,18708408] [[1,1,0,-46829,18708408],[1,1,0,-1383274,623583415],[1,1,0,-22112389,40013047738],[1,1,0,-2037279,-27151560]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392403 w 1 [1,1,0,-681111,-216770418] [[1,1,0,-681111,-216770418]] [[1]]
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+392403 z 1 [1,0,1,-223,-2785] [[1,0,1,-223,-2785]] [[1]]
+392403 ba 1 [1,0,1,-6295,665861] [[1,0,1,-6295,665861],[1,0,1,-159360,24421549]] [[1,2],[2,1]]
+392403 bb 1 [0,-1,1,-17222,-1105435] [[0,-1,1,-17222,-1105435]] [[1]]
+392403 bc 1 [0,1,1,-18,-49] [[0,1,1,-18,-49]] [[1]]
+392403 bd 1 [0,1,1,-207192,-36385387] [[0,1,1,-207192,-36385387]] [[1]]
+392406 a 1 [1,1,0,417,10521] [[1,1,0,417,10521]] [[1]]
+392406 b 1 [1,0,1,-1747,24110] [[1,0,1,-1747,24110],[1,0,1,-7507,-227026]] [[1,2],[2,1]]
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+392406 d 1 [1,0,1,-65215126,202702437800] [[1,0,1,-65215126,202702437800]] [[1]]
+392406 e 1 [1,1,1,-21553720,-36534817159] [[1,1,1,-21553720,-36534817159]] [[1]]
+392406 f 1 [1,0,0,-21468,1205316] [[1,0,0,-21468,1205316]] [[1]]
+392409 a 1 [0,0,1,150,1219] [[0,0,1,150,1219]] [[1]]
+392409 b 1 [1,-1,0,-31626,-2156909] [[1,-1,0,-31626,-2156909]] [[1]]
+392410 a 1 [1,-1,0,-3340,-73544] [[1,-1,0,-3340,-73544]] [[1]]
+392410 b 1 [1,-1,0,7946,216180] [[1,-1,0,7946,216180]] [[1]]
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+392410 d 1 [1,1,1,195,-173] [[1,1,1,195,-173]] [[1]]
+392411 a 1 [0,0,1,-1331,18691] [[0,0,1,-1331,18691]] [[1]]
+392412 a 1 [0,-1,0,-5090,-177159] [[0,-1,0,-5090,-177159]] [[1]]
+392412 b 1 [0,-1,0,26,25] [[0,-1,0,26,25]] [[1]]
+392412 c 1 [0,-1,0,-174,-9567] [[0,-1,0,-174,-9567]] [[1]]
+392412 d 1 [0,-1,0,-467594706982,-123069927068403827] [[0,-1,0,-467594706982,-123069927068403827]] [[1]]
+392415 a 1 [1,0,1,57,1681] [[1,0,1,57,1681]] [[1]]
+392416 a 1 [0,1,0,-113,-353] [[0,1,0,-113,-353]] [[1]]
+392416 b 1 [0,1,0,-400,2952] [[0,1,0,-400,2952]] [[1]]
+392416 c 1 [0,-1,0,-113,353] [[0,-1,0,-113,353]] [[1]]
+392416 d 1 [0,-1,0,-400,-2952] [[0,-1,0,-400,-2952]] [[1]]
+392418 a 1 [1,-1,0,-129,-51] [[1,-1,0,-129,-51]] [[1]]
+392418 b 1 [1,-1,0,-196494,4989284] [[1,-1,0,-196494,4989284]] [[1]]
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+392418 bb 1 [1,-1,1,-13157696,24916759651] [[1,-1,1,-13157696,24916759651]] [[1]]
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+392418 bi 1 [1,-1,1,-14042918,20656186165] [[1,-1,1,-14042918,20656186165]] [[1]]
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+392490 bc 1 [1,-1,0,-1500,20096] [[1,-1,0,-1500,20096],[1,-1,0,2280,102500]] [[1,2],[2,1]]
+392490 bd 1 [1,-1,0,-1773270,-789612300] [[1,-1,0,-1773270,-789612300]] [[1]]
+392490 be 1 [1,-1,0,-571545,166507501] [[1,-1,0,-571545,166507501]] [[1]]
+392490 bf 1 [1,-1,0,-50270775,-140006722339] [[1,-1,0,-50270775,-140006722339],[1,-1,0,-808931895,-8855353936675]] [[1,2],[2,1]]
+392490 bg 1 [1,-1,0,-58074,-6073292] [[1,-1,0,-58074,-6073292]] [[1]]
+392490 bh 1 [1,-1,0,-50973729,140089340285] [[1,-1,0,-50973729,140089340285]] [[1]]
+392490 bi 1 [1,-1,0,8811,815863] [[1,-1,0,8811,815863]] [[1]]
+392490 bj 1 [1,-1,0,-407934,99213988] [[1,-1,0,-407934,99213988]] [[1]]
+392490 bk 1 [1,-1,0,81576,3328240] [[1,-1,0,81576,3328240],[1,-1,0,-350604,27789628],[1,-1,0,-4518054,3694312138],[1,-1,0,-3098034,-2078390210]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392490 bl 1 [1,-1,0,-374859,-82427787] [[1,-1,0,-374859,-82427787],[1,-1,0,-5887359,-5496805287],[1,-1,0,-5777109,-5712652737],[1,-1,0,-94197609,-351867267837]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392490 bm 1 [1,-1,0,-744,29168] [[1,-1,0,-744,29168]] [[1]]
+392490 bn 1 [1,-1,0,-1269,17653] [[1,-1,0,-1269,17653]] [[1]]
+392490 bo 1 [1,-1,0,-1700064,853611520] [[1,-1,0,-1700064,853611520]] [[1]]
+392490 bp 1 [1,-1,0,36790416,-80193188160] [[1,-1,0,36790416,-80193188160]] [[1]]
+392490 bq 1 [1,-1,0,14868306,120827025108] [[1,-1,0,14868306,120827025108]] [[1]]
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+392490 bs 1 [1,-1,0,528456,-841949200] [[1,-1,0,528456,-841949200]] [[1]]
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+392490 bu 1 [1,-1,0,-743094,-218694092] [[1,-1,0,-743094,-218694092],[1,-1,0,-2948094,1721264908],[1,-1,0,-58293594,-171294104192],[1,-1,0,-58315644,-171158016002]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+392490 bv 1 [1,-1,0,-2519911494,-45211984407500] [[1,-1,0,-2519911494,-45211984407500],[1,-1,0,-39513672774,-3023187571190732],[1,-1,0,-38709853254,-3152076333652940],[1,-1,0,-632217672774,-193485180287990732]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+392490 ca 1 [1,-1,0,22041,-599747] [[1,-1,0,22041,-599747]] [[1]]
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+392490 ce 1 [1,-1,0,-1966869,-1070712707] [[1,-1,0,-1966869,-1070712707]] [[1]]
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+392490 cg 1 [1,-1,0,-5303979,4703006853] [[1,-1,0,-5303979,4703006853]] [[1]]
+392490 ch 1 [1,-1,0,4191696,-7610395640] [[1,-1,0,4191696,-7610395640]] [[1]]
+392490 ci 1 [1,-1,0,-238149,-42335595] [[1,-1,0,-238149,-42335595]] [[1]]
+392490 cj 1 [1,-1,0,1306296,427489600] [[1,-1,0,1306296,427489600]] [[1]]
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+392490 cm 1 [1,-1,0,-73509,-6745915] [[1,-1,0,-73509,-6745915],[1,-1,0,111711,-35380927]] [[1,2],[2,1]]
+392490 cn 1 [1,-1,0,-831294,228529300] [[1,-1,0,-831294,228529300],[1,-1,0,-4359294,-3305821100],[1,-1,0,3490506,-13904621060],[1,-1,0,-68657094,-218947782740]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392490 co 1 [1,-1,0,-19139409,31635438813] [[1,-1,0,-19139409,31635438813],[1,-1,0,-41189409,-54849071187],[1,-1,0,135431091,-400636686087],[1,-1,0,-570609909,-5244334696287],[1,-1,0,-483093459,-6908004907497],[1,-1,0,-9128854359,-335714097537477]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+392490 cp 1 [1,-1,0,-1479,-27917] [[1,-1,0,-1479,-27917]] [[1]]
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+392490 ct 1 [1,-1,0,-86890239,271010799373] [[1,-1,0,-86890239,271010799373]] [[1]]
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+392490 cz 1 [1,-1,1,-11800508,-15251756929] [[1,-1,1,-11800508,-15251756929],[1,-1,1,-187636028,-989239869313]] [[1,2],[2,1]]
+392490 da 1 [1,-1,1,-8168,252571] [[1,-1,1,-8168,252571],[1,-1,1,12412,1306267]] [[1,2],[2,1]]
+392490 db 1 [1,-1,1,1114177,11707123047] [[1,-1,1,1114177,11707123047]] [[1]]
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+392490 df 1 [1,-1,1,-727733,239131981] [[1,-1,1,-727733,239131981]] [[1]]
+392490 dg 1 [1,-1,1,393142,105828657] [[1,-1,1,393142,105828657]] [[1]]
+392490 dh 1 [1,-1,1,-36505328,187416935507] [[1,-1,1,-36505328,187416935507]] [[1]]
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+392490 ds 1 [1,-1,1,-20283143,35383580831] [[1,-1,1,-20283143,35383580831]] [[1]]
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+392490 du 1 [1,-1,1,-147083,-80311269] [[1,-1,1,-147083,-80311269]] [[1]]
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+392490 dx 1 [1,-1,1,-434540903,3486644249631] [[1,-1,1,-434540903,3486644249631],[1,-1,1,-434364503,3489616307391],[1,-1,1,-449365118,3236018783757],[1,-1,1,679594882,16880177759757]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
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+392496 f 1 [0,-1,0,-7012216,24190315187824] [[0,-1,0,-7012216,24190315187824]] [[1]]
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+392616 bg 1 [0,0,0,3693,-2004098] [[0,0,0,3693,-2004098]] [[1]]
+392616 bh 1 [0,0,0,-828147,287572462] [[0,0,0,-828147,287572462]] [[1]]
+392616 bi 1 [0,0,0,-488379,155013455] [[0,0,0,-488379,155013455]] [[1]]
+392616 bj 1 [0,0,0,1699461,-16337396682] [[0,0,0,1699461,-16337396682]] [[1]]
+392616 bk 1 [0,0,0,-7614,2809053] [[0,0,0,-7614,2809053],[0,0,0,-348759,78747930]] [[1,2],[2,1]]
+392616 bl 1 [0,0,0,396,-2700] [[0,0,0,396,-2700]] [[1]]
+392616 bm 1 [0,0,0,-2754,54945] [[0,0,0,-2754,54945],[0,0,0,-5319,-63558]] [[1,2],[2,1]]
+392616 bn 1 [0,0,0,-240159,45300215] [[0,0,0,-240159,45300215]] [[1]]
+392616 bo 1 [0,0,0,-8634,63457] [[0,0,0,-8634,63457],[0,0,0,-84279,-9361910],[0,0,0,-32619,-20716778],[0,0,0,-1346259,-601230530]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392616 bp 1 [0,0,0,-1128819,461562302] [[0,0,0,-1128819,461562302],[0,0,0,-1232139,372025190]] [[1,2],[2,1]]
+392616 bq 1 [0,0,0,-62634,-60248995] [[0,0,0,-62634,-60248995],[0,0,0,-2719839,-1715687710],[0,0,0,-4513179,827627078],[0,0,0,-43441779,-110207080258]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392616 br 1 [0,0,0,-287199,-59240862] [[0,0,0,-287199,-59240862],[0,0,0,-283419,-60876090]] [[1,2],[2,1]]
+392616 bs 1 [0,0,0,429,-69442] [[0,0,0,429,-69442]] [[1]]
+392616 bt 1 [0,0,0,-287643,60333590] [[0,0,0,-287643,60333590]] [[1]]
+392616 bu 1 [0,0,0,-2364123,-1396041050] [[0,0,0,-2364123,-1396041050],[0,0,0,-37802883,-89461359650]] [[1,2],[2,1]]
+392616 bv 1 [0,0,0,177,20050] [[0,0,0,177,20050],[0,0,0,-10083,379150]] [[1,2],[2,1]]
+392620 a 1 [0,1,0,-3956,-97100] [[0,1,0,-3956,-97100]] [[1]]
+392620 b 1 [0,1,0,-12156,386500] [[0,1,0,-12156,386500]] [[1]]
+392620 c 1 [0,-1,0,-7356,-241400] [[0,-1,0,-7356,-241400]] [[1]]
+392620 d 1 [0,-1,0,-3450,79165] [[0,-1,0,-3450,79165]] [[1]]
+392620 e 1 [0,-1,0,-76740,6848600] [[0,-1,0,-76740,6848600]] [[1]]
+392622 a 1 [1,1,0,-55,139] [[1,1,0,-55,139]] [[1]]
+392622 b 1 [1,0,0,-715,35441] [[1,0,0,-715,35441]] [[1]]
+392626 a 1 [1,0,1,138,1448] [[1,0,1,138,1448]] [[1]]
+392630 a 1 [1,0,1,-589039,173956686] [[1,0,1,-589039,173956686],[1,0,1,-588689,174173826],[1,0,1,-614954,157807452],[1,0,1,1100046,880851452]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+392630 b 1 [1,0,1,-319,-2214] [[1,0,1,-319,-2214]] [[1]]
+392630 c 1 [1,1,0,-52,-304] [[1,1,0,-52,-304]] [[1]]
+392630 d 1 [1,-1,0,-175124,241193680] [[1,-1,0,-175124,241193680]] [[1]]
+392630 e 1 [1,1,0,-933,6137] [[1,1,0,-933,6137],[1,1,0,-13183,576987]] [[1,2],[2,1]]
+392630 f 1 [1,1,0,-5992,-179904] [[1,1,0,-5992,-179904],[1,1,0,-9992,84896]] [[1,2],[2,1]]
+392630 g 1 [1,0,0,299869,25138945] [[1,0,0,299869,25138945],[1,0,0,-1300131,208498945]] [[1,2],[2,1]]
+392630 h 1 [1,-1,1,-41395836393307,-102440240383879316469] [[1,-1,1,-41395836393307,-102440240383879316469]] [[1]]
+392630 i 1 [1,-1,1,-502,-4091] [[1,-1,1,-502,-4091]] [[1]]
+392630 j 1 [1,0,0,-3665,-85975] [[1,0,0,-3665,-85975]] [[1]]
+392631 a 1 [1,1,0,-1681,-27254] [[1,1,0,-1681,-27254]] [[1]]
+392633 a 1 [1,-1,1,-11394,528198] [[1,-1,1,-11394,528198]] [[1]]
+392637 a 1 [1,1,0,-221,10326] [[1,1,0,-221,10326]] [[1]]
+392637 b 1 [1,1,0,-931270,-346275761] [[1,1,0,-931270,-346275761],[1,1,0,-871735,-392391572]] [[1,2],[2,1]]
+392637 c 1 [1,0,1,-5,-31] [[1,0,1,-5,-31]] [[1]]
+392640 a 1 [0,-1,0,-344721,77984145] [[0,-1,0,-344721,77984145],[0,-1,0,-403041,49862241],[0,-1,0,1363839,367547265],[0,-1,0,-3103041,-2068557759]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 b 1 [0,-1,0,-406081,-99321119] [[0,-1,0,-406081,-99321119],[0,-1,0,-534081,-31301919],[0,-1,0,-5199681,4538186721],[0,-1,0,2083519,-249609759]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 c 1 [0,-1,0,101079,15401745] [[0,-1,0,101079,15401745]] [[1]]
+392640 d 1 [0,-1,0,-1,121] [[0,-1,0,-1,121]] [[1]]
+392640 e 1 [0,-1,0,-4921,134521] [[0,-1,0,-4921,134521],[0,-1,0,-5121,123201]] [[1,2],[2,1]]
+392640 f 1 [0,-1,0,-4841,-127959] [[0,-1,0,-4841,-127959],[0,-1,0,-3841,-183359]] [[1,2],[2,1]]
+392640 g 1 [0,-1,0,-430881,106959681] [[0,-1,0,-430881,106959681],[0,-1,0,-930881,-187340319]] [[1,2],[2,1]]
+392640 h 1 [0,-1,0,-561,-87759] [[0,-1,0,-561,-87759],[0,-1,0,-33281,-2306175]] [[1,2],[2,1]]
+392640 i 1 [0,-1,0,-386881,-81599519] [[0,-1,0,-386881,-81599519],[0,-1,0,-5985601,-5634410015]] [[1,2],[2,1]]
+392640 j 1 [0,-1,0,6239,-143039] [[0,-1,0,6239,-143039]] [[1]]
+392640 k 1 [0,-1,0,699,14301] [[0,-1,0,699,14301]] [[1]]
+392640 l 1 [0,-1,0,-121,1921] [[0,-1,0,-121,1921],[0,-1,0,1079,-47759]] [[1,3],[3,1]]
+392640 m 1 [0,-1,0,-636,5586] [[0,-1,0,-636,5586],[0,-1,0,-2681,-47175]] [[1,2],[2,1]]
+392640 n 1 [0,-1,0,-25921,730945] [[0,-1,0,-25921,730945],[0,-1,0,-210241,-36538559],[0,-1,0,-18241,-100935359],[0,-1,0,-3351361,-2360339135]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 o 1 [0,-1,0,-11036,450846] [[0,-1,0,-11036,450846],[0,-1,0,-176681,28643625]] [[1,2],[2,1]]
+392640 p 1 [0,-1,0,-220861,-39877379] [[0,-1,0,-220861,-39877379],[0,-1,0,-220881,-39869775],[0,-1,0,-253601,-27246399],[0,-1,0,-188481,-52006815]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 q 1 [0,-1,0,-437151,116424801] [[0,-1,0,-437151,116424801]] [[1]]
+392640 r 1 [0,-1,0,-4481,113025] [[0,-1,0,-4481,113025],[0,-1,0,1919,403585]] [[1,2],[2,1]]
+392640 s 1 [0,-1,0,-13761,625761] [[0,-1,0,-13761,625761],[0,-1,0,-15681,441825]] [[1,2],[2,1]]
+392640 t 1 [0,-1,0,-236,390] [[0,-1,0,-236,390],[0,-1,0,-2281,-40919]] [[1,2],[2,1]]
+392640 u 1 [0,-1,0,-34401,2588385] [[0,-1,0,-34401,2588385],[0,-1,0,-557921,160586721]] [[1,2],[2,1]]
+392640 v 1 [0,-1,0,-5761,159265] [[0,-1,0,-5761,159265],[0,-1,0,-18561,-780255]] [[1,2],[2,1]]
+392640 w 1 [0,-1,0,-4241,-94095] [[0,-1,0,-4241,-94095],[0,-1,0,5759,-480095]] [[1,2],[2,1]]
+392640 x 1 [0,-1,0,-18241,169441] [[0,-1,0,-18241,169441],[0,-1,0,-218241,39249441],[0,-1,0,-3490241,2510918241],[0,-1,0,-146241,65500641]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 y 1 [0,-1,0,-70811,-7229139] [[0,-1,0,-70811,-7229139]] [[1]]
+392640 z 1 [0,-1,0,404,406] [[0,-1,0,404,406],[0,-1,0,-1641,4905]] [[1,2],[2,1]]
+392640 ba 1 [0,-1,0,1145,-7175] [[0,-1,0,1145,-7175]] [[1]]
+392640 bb 1 [0,-1,0,-12065,-429375] [[0,-1,0,-12065,-429375],[0,-1,0,-184865,-30531135]] [[1,2],[2,1]]
+392640 bc 1 [0,-1,0,-585,-5175] [[0,-1,0,-585,-5175],[0,-1,0,-1185,7905]] [[1,2],[2,1]]
+392640 bd 1 [0,-1,0,415,57] [[0,-1,0,415,57]] [[1]]
+392640 be 1 [0,-1,0,-4424225,-3578857023] [[0,-1,0,-4424225,-3578857023],[0,-1,0,-70779425,-229173265983]] [[1,2],[2,1]]
+392640 bf 1 [0,-1,0,-12865,-550175] [[0,-1,0,-12865,-550175],[0,-1,0,-1345,-1510943]] [[1,2],[2,1]]
+392640 bg 1 [0,-1,0,-1345,-2975] [[0,-1,0,-1345,-2975],[0,-1,0,-13345,594625]] [[1,2],[2,1]]
+392640 bh 1 [0,-1,0,-515485,142639867] [[0,-1,0,-515485,142639867]] [[1]]
+392640 bi 1 [0,-1,0,-11905,504097] [[0,-1,0,-11905,504097]] [[1]]
+392640 bj 1 [0,-1,0,-90683905,332376756097] [[0,-1,0,-90683905,332376756097],[0,-1,0,-82583905,394161936097]] [[1,2],[2,1]]
+392640 bk 1 [0,-1,0,-605,4077] [[0,-1,0,-605,4077],[0,-1,0,-8785,319825]] [[1,2],[2,1]]
+392640 bl 1 [0,-1,0,-43105,-3422975] [[0,-1,0,-43105,-3422975],[0,-1,0,-27105,-6011775]] [[1,2],[2,1]]
+392640 bm 1 [0,-1,0,-11905,-453503] [[0,-1,0,-11905,-453503],[0,-1,0,14015,-2179775]] [[1,2],[2,1]]
+392640 bn 1 [0,-1,0,-1025,6177] [[0,-1,0,-1025,6177],[0,-1,0,-8225,-280383]] [[1,2],[2,1]]
+392640 bo 1 [0,-1,0,-4225,-593375] [[0,-1,0,-4225,-593375],[0,-1,0,-135105,-18995103]] [[1,2],[2,1]]
+392640 bp 1 [0,-1,0,-2705,20625] [[0,-1,0,-2705,20625],[0,-1,0,-35105,2541345]] [[1,2],[2,1]]
+392640 bq 1 [0,-1,0,-40545,3013857] [[0,-1,0,-40545,3013857],[0,-1,0,-640545,197533857]] [[1,2],[2,1]]
+392640 br 1 [0,-1,0,-550785,-98457183] [[0,-1,0,-550785,-98457183],[0,-1,0,-3700065,2668500225]] [[1,2],[2,1]]
+392640 bs 1 [0,-1,0,-1364374465,-43737147164063] [[0,-1,0,-1364374465,-43737147164063]] [[1]]
+392640 bt 1 [0,-1,0,-341345,-82901535] [[0,-1,0,-341345,-82901535],[0,-1,0,-5584225,-5077269023],[0,-1,0,-5707105,-4842002975],[0,-1,0,-89347425,-325035940383]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 bu 1 [0,-1,0,-6305,-135903] [[0,-1,0,-6305,-135903],[0,-1,0,-92705,-10832223]] [[1,2],[2,1]]
+392640 bv 1 [0,-1,0,-425,2025] [[0,-1,0,-425,2025],[0,-1,0,1375,13185]] [[1,2],[2,1]]
+392640 bw 1 [0,-1,0,-35,117] [[0,-1,0,-35,117]] [[1]]
+392640 bx 1 [0,-1,0,-12985,568825] [[0,-1,0,-12985,568825],[0,-1,0,-3265,1391137]] [[1,2],[2,1]]
+392640 by 1 [0,-1,0,-465,3537] [[0,-1,0,-465,3537],[0,-1,0,735,17697]] [[1,2],[2,1]]
+392640 bz 1 [0,-1,0,-1985,-53823] [[0,-1,0,-1985,-53823]] [[1]]
+392640 ca 1 [0,-1,0,-5318442945,149288869181025] [[0,-1,0,-5318442945,149288869181025],[0,-1,0,-5212274625,155534602810977]] [[1,2],[2,1]]
+392640 cb 1 [0,-1,0,-13345,517057] [[0,-1,0,-13345,517057],[0,-1,0,-205345,35883457]] [[1,2],[2,1]]
+392640 cc 1 [0,-1,0,-54545,-4720143] [[0,-1,0,-54545,-4720143],[0,-1,0,-864545,-309118143]] [[1,2],[2,1]]
+392640 cd 1 [0,-1,0,-3583265,-2609543775] [[0,-1,0,-3583265,-2609543775],[0,-1,0,-3663265,-2486839775]] [[1,2],[2,1]]
+392640 ce 1 [0,-1,0,-787865,-268278375] [[0,-1,0,-787865,-268278375],[0,-1,0,-12597665,-17205893535]] [[1,2],[2,1]]
+392640 cf 1 [0,-1,0,-341985,-76859775] [[0,-1,0,-341985,-76859775],[0,-1,0,-359265,-68644863]] [[1,2],[2,1]]
+392640 cg 1 [0,-1,0,-505,-4103] [[0,-1,0,-505,-4103],[0,-1,0,95,-13823]] [[1,2],[2,1]]
+392640 ch 1 [0,-1,0,-3545,-39975] [[0,-1,0,-3545,-39975],[0,-1,0,-48545,-4098975]] [[1,2],[2,1]]
+392640 ci 1 [0,-1,0,-2345,47025] [[0,-1,0,-2345,47025]] [[1]]
+392640 cj 1 [0,-1,0,355,-16275] [[0,-1,0,355,-16275],[0,-1,0,-7825,-250223]] [[1,2],[2,1]]
+392640 ck 1 [0,-1,0,-13625,-607623] [[0,-1,0,-13625,-607623],[0,-1,0,-13505,-618975]] [[1,2],[2,1]]
+392640 cl 1 [0,-1,0,-865,6625] [[0,-1,0,-865,6625],[0,-1,0,-5665,-157535]] [[1,2],[2,1]]
+392640 cm 1 [0,-1,0,-1145,-4743] [[0,-1,0,-1145,-4743],[0,-1,0,-10145,393057]] [[1,2],[2,1]]
+392640 cn 1 [0,1,0,404,-406] [[0,1,0,404,-406],[0,1,0,-1641,-4905]] [[1,2],[2,1]]
+392640 co 1 [0,1,0,-70811,7229139] [[0,1,0,-70811,7229139]] [[1]]
+392640 cp 1 [0,1,0,-18241,-169441] [[0,1,0,-18241,-169441],[0,1,0,-218241,-39249441],[0,1,0,-146241,-65500641],[0,1,0,-3490241,-2510918241]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 cq 1 [0,1,0,-4241,94095] [[0,1,0,-4241,94095],[0,1,0,5759,480095]] [[1,2],[2,1]]
+392640 cr 1 [0,1,0,-34401,-2588385] [[0,1,0,-34401,-2588385],[0,1,0,-557921,-160586721]] [[1,2],[2,1]]
+392640 cs 1 [0,1,0,-5761,-159265] [[0,1,0,-5761,-159265],[0,1,0,-18561,780255]] [[1,2],[2,1]]
+392640 ct 1 [0,1,0,-236,-390] [[0,1,0,-236,-390],[0,1,0,-2281,40919]] [[1,2],[2,1]]
+392640 cu 1 [0,1,0,-13761,-625761] [[0,1,0,-13761,-625761],[0,1,0,-15681,-441825]] [[1,2],[2,1]]
+392640 cv 1 [0,1,0,-4481,-113025] [[0,1,0,-4481,-113025],[0,1,0,1919,-403585]] [[1,2],[2,1]]
+392640 cw 1 [0,1,0,-437151,-116424801] [[0,1,0,-437151,-116424801]] [[1]]
+392640 cx 1 [0,1,0,-220861,39877379] [[0,1,0,-220861,39877379],[0,1,0,-220881,39869775],[0,1,0,-188481,52006815],[0,1,0,-253601,27246399]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 cy 1 [0,1,0,-11036,-450846] [[0,1,0,-11036,-450846],[0,1,0,-176681,-28643625]] [[1,2],[2,1]]
+392640 cz 1 [0,1,0,-636,-5586] [[0,1,0,-636,-5586],[0,1,0,-2681,47175]] [[1,2],[2,1]]
+392640 da 1 [0,1,0,-25921,-730945] [[0,1,0,-25921,-730945],[0,1,0,-210241,36538559],[0,1,0,-3351361,2360339135],[0,1,0,-18241,100935359]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 db 1 [0,1,0,-121,-1921] [[0,1,0,-121,-1921],[0,1,0,1079,47759]] [[1,3],[3,1]]
+392640 dc 1 [0,1,0,699,-14301] [[0,1,0,699,-14301]] [[1]]
+392640 dd 1 [0,1,0,-561,87759] [[0,1,0,-561,87759],[0,1,0,-33281,2306175]] [[1,2],[2,1]]
+392640 de 1 [0,1,0,-386881,81599519] [[0,1,0,-386881,81599519],[0,1,0,-5985601,5634410015]] [[1,2],[2,1]]
+392640 df 1 [0,1,0,6239,143039] [[0,1,0,6239,143039]] [[1]]
+392640 dg 1 [0,1,0,-430881,-106959681] [[0,1,0,-430881,-106959681],[0,1,0,-930881,187340319]] [[1,2],[2,1]]
+392640 dh 1 [0,1,0,-4841,127959] [[0,1,0,-4841,127959],[0,1,0,-3841,183359]] [[1,2],[2,1]]
+392640 di 1 [0,1,0,-4921,-134521] [[0,1,0,-4921,-134521],[0,1,0,-5121,-123201]] [[1,2],[2,1]]
+392640 dj 1 [0,1,0,101079,-15401745] [[0,1,0,101079,-15401745]] [[1]]
+392640 dk 1 [0,1,0,-1,-121] [[0,1,0,-1,-121]] [[1]]
+392640 dl 1 [0,1,0,-406081,99321119] [[0,1,0,-406081,99321119],[0,1,0,-534081,31301919],[0,1,0,2083519,249609759],[0,1,0,-5199681,-4538186721]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 dm 1 [0,1,0,-344721,-77984145] [[0,1,0,-344721,-77984145],[0,1,0,-403041,-49862241],[0,1,0,-3103041,2068557759],[0,1,0,1363839,-367547265]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 dn 1 [0,1,0,-1145,4743] [[0,1,0,-1145,4743],[0,1,0,-10145,-393057]] [[1,2],[2,1]]
+392640 do 1 [0,1,0,-13625,607623] [[0,1,0,-13625,607623],[0,1,0,-13505,618975]] [[1,2],[2,1]]
+392640 dp 1 [0,1,0,-865,-6625] [[0,1,0,-865,-6625],[0,1,0,-5665,157535]] [[1,2],[2,1]]
+392640 dq 1 [0,1,0,355,16275] [[0,1,0,355,16275],[0,1,0,-7825,250223]] [[1,2],[2,1]]
+392640 dr 1 [0,1,0,-2345,-47025] [[0,1,0,-2345,-47025]] [[1]]
+392640 ds 1 [0,1,0,-3545,39975] [[0,1,0,-3545,39975],[0,1,0,-48545,4098975]] [[1,2],[2,1]]
+392640 dt 1 [0,1,0,-505,4103] [[0,1,0,-505,4103],[0,1,0,95,13823]] [[1,2],[2,1]]
+392640 du 1 [0,1,0,-3583265,2609543775] [[0,1,0,-3583265,2609543775],[0,1,0,-3663265,2486839775]] [[1,2],[2,1]]
+392640 dv 1 [0,1,0,-787865,268278375] [[0,1,0,-787865,268278375],[0,1,0,-12597665,17205893535]] [[1,2],[2,1]]
+392640 dw 1 [0,1,0,-341985,76859775] [[0,1,0,-341985,76859775],[0,1,0,-359265,68644863]] [[1,2],[2,1]]
+392640 dx 1 [0,1,0,-54545,4720143] [[0,1,0,-54545,4720143],[0,1,0,-864545,309118143]] [[1,2],[2,1]]
+392640 dy 1 [0,1,0,-1985,53823] [[0,1,0,-1985,53823]] [[1]]
+392640 dz 1 [0,1,0,-5318442945,-149288869181025] [[0,1,0,-5318442945,-149288869181025],[0,1,0,-5212274625,-155534602810977]] [[1,2],[2,1]]
+392640 ea 1 [0,1,0,-13345,-517057] [[0,1,0,-13345,-517057],[0,1,0,-205345,-35883457]] [[1,2],[2,1]]
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+392640 ec 1 [0,1,0,-12985,-568825] [[0,1,0,-12985,-568825],[0,1,0,-3265,-1391137]] [[1,2],[2,1]]
+392640 ed 1 [0,1,0,-35,-117] [[0,1,0,-35,-117]] [[1]]
+392640 ee 1 [0,1,0,-425,-2025] [[0,1,0,-425,-2025],[0,1,0,1375,-13185]] [[1,2],[2,1]]
+392640 ef 1 [0,1,0,-6305,135903] [[0,1,0,-6305,135903],[0,1,0,-92705,10832223]] [[1,2],[2,1]]
+392640 eg 1 [0,1,0,-341345,82901535] [[0,1,0,-341345,82901535],[0,1,0,-5584225,5077269023],[0,1,0,-89347425,325035940383],[0,1,0,-5707105,4842002975]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+392640 eh 1 [0,1,0,-550785,98457183] [[0,1,0,-550785,98457183],[0,1,0,-3700065,-2668500225]] [[1,2],[2,1]]
+392640 ei 1 [0,1,0,-1364374465,43737147164063] [[0,1,0,-1364374465,43737147164063]] [[1]]
+392640 ej 1 [0,1,0,-2705,-20625] [[0,1,0,-2705,-20625],[0,1,0,-35105,-2541345]] [[1,2],[2,1]]
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+394128 db 1 [0,0,0,-12099,371842] [[0,0,0,-12099,371842],[0,0,0,-70419,-6894830],[0,0,0,39741,-26481278],[0,0,0,-1113699,-452375390]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394128 dc 1 [0,0,0,-27639,2025270] [[0,0,0,-27639,2025270],[0,0,0,-459819,120010410],[0,0,0,-7357059,7680764898],[0,0,0,-477459,110304882]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394128 dd 1 [0,0,0,-2203059,1276067378] [[0,0,0,-2203059,1276067378]] [[1]]
+394128 de 1 [0,0,0,-35859,744658] [[0,0,0,-35859,744658],[0,0,0,-450579,116285650],[0,0,0,-7207059,7447066450],[0,0,0,-329619,180128338]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394128 df 1 [0,0,0,-864,7047] [[0,0,0,-864,7047],[0,0,0,2241,46170]] [[1,2],[2,1]]
+394128 dg 1 [0,0,0,1051341,-2626033678] [[0,0,0,1051341,-2626033678],[0,0,0,-23324979,-41155245070],[0,0,0,-68765619,167953492082],[0,0,0,-367905459,-2716133511310]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394128 dh 1 [0,0,0,-160779,5898170] [[0,0,0,-160779,5898170],[0,0,0,622581,46476218]] [[1,2],[2,1]]
+394128 di 1 [0,0,0,-38919,2954950] [[0,0,0,-38919,2954950],[0,0,0,-35859,3439042]] [[1,2],[2,1]]
+394128 dj 1 [0,0,0,-7419,343082] [[0,0,0,-7419,343082]] [[1]]
+394128 dk 1 [0,0,0,-1183584,495621488] [[0,0,0,-1183584,495621488]] [[1]]
+394128 dl 1 [0,0,0,-17204844,-36918047252] [[0,0,0,-17204844,-36918047252]] [[1]]
+394128 dm 1 [0,0,0,110121,-31189930] [[0,0,0,110121,-31189930],[0,0,0,-1070859,-370131190],[0,0,0,-4540899,3355997762],[0,0,0,-16496499,-25788500782]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394128 dn 1 [0,0,0,-384,-2893] [[0,0,0,-384,-2893],[0,0,0,-279,-4510]] [[1,2],[2,1]]
+394128 do 1 [0,0,0,-6233979,-6177914710] [[0,0,0,-6233979,-6177914710],[0,0,0,-100605819,-388402741078]] [[1,2],[2,1]]
+394128 dp 1 [0,0,0,-142659,20707650] [[0,0,0,-142659,20707650],[0,0,0,-188739,6192450],[0,0,0,738621,49036482],[0,0,0,-1853379,-965624382]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394128 dq 1 [0,0,0,-151989339,-872210458870] [[0,0,0,-151989339,-872210458870],[0,0,0,-2570636379,-50163753404662]] [[1,2],[2,1]]
+394128 dr 1 [0,0,0,-2834984739,33545042464610] [[0,0,0,-2834984739,33545042464610],[0,0,0,-20214034419,-1082381116537870],[0,0,0,2994584541,-3423337034833438],[0,0,0,-321487448259,-70160699374401022]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394128 ds 1 [0,0,0,-4458324,3623176415] [[0,0,0,-4458324,3623176415],[0,0,0,-4237239,3998622962]] [[1,2],[2,1]]
+394128 dt 1 [0,0,0,-9411,-2474302] [[0,0,0,-9411,-2474302],[0,0,0,84429,65622258]] [[1,3],[3,1]]
+394128 du 1 [0,0,0,-5656026,-69894294433] [[0,0,0,-5656026,-69894294433]] [[1]]
+394128 dv 1 [0,0,0,-3186111,2188972942] [[0,0,0,-3186111,2188972942]] [[1]]
+394128 dw 1 [0,0,0,6630369,44888347982] [[0,0,0,6630369,44888347982]] [[1]]
+394128 dx 1 [0,0,0,-2716971,1723758682] [[0,0,0,-2716971,1723758682]] [[1]]
+394128 dy 1 [0,0,0,-8811,-353638] [[0,0,0,-8811,-353638],[0,0,0,57429,934362]] [[1,3],[3,1]]
+394128 dz 1 [0,0,0,-216,9963] [[0,0,0,-216,9963]] [[1]]
+394128 ea 1 [0,0,0,-51651,-6363198] [[0,0,0,-51651,-6363198]] [[1]]
+394128 eb 1 [0,0,0,-2599371,-7130660742] [[0,0,0,-2599371,-7130660742]] [[1]]
+394128 ec 1 [0,0,0,-162651,28697002] [[0,0,0,-162651,28697002]] [[1]]
+394128 ed 1 [0,0,0,17705829,11029792842] [[0,0,0,17705829,11029792842]] [[1]]
+394128 ee 1 [0,0,0,-56811,5215642] [[0,0,0,-56811,5215642]] [[1]]
+394128 ef 1 [0,0,0,83273334,101508148523] [[0,0,0,83273334,101508148523]] [[1]]
+394128 eg 1 [0,0,0,114,47] [[0,0,0,114,47]] [[1]]
+394128 eh 1 [0,0,0,-7626,1204243] [[0,0,0,-7626,1204243]] [[1]]
+394128 ei 1 [0,0,0,-216,1223] [[0,0,0,-216,1223]] [[1]]
+394128 ej 1 [0,0,0,-623523,-127396190] [[0,0,0,-623523,-127396190],[0,0,0,-3941283,2914989730]] [[1,2],[2,1]]
+394128 ek 1 [0,0,0,-363,3985] [[0,0,0,-363,3985]] [[1]]
+394128 el 1 [0,0,0,2997,199530] [[0,0,0,2997,199530]] [[1]]
+394128 em 1 [0,0,0,-9367683,-17197588350] [[0,0,0,-9367683,-17197588350]] [[1]]
+394128 en 1 [0,0,0,-1728,97200] [[0,0,0,-1728,97200]] [[1]]
+394128 eo 1 [0,0,0,-27543,2135810] [[0,0,0,-27543,2135810]] [[1]]
+394128 ep 1 [0,0,0,-230808486963,40134386079026930] [[0,0,0,-230808486963,40134386079026930],[0,0,0,-720032105523,-186561565065687310]] [[1,2],[2,1]]
+394131 a 1 [1,1,0,646,-17865] [[1,1,0,646,-17865],[1,1,0,-7669,-235718]] [[1,2],[2,1]]
+394132 a 1 [0,-1,0,60,-184] [[0,-1,0,60,-184]] [[1]]
+394133 a 1 [1,0,0,-23,28] [[1,0,0,-23,28]] [[1]]
+394133 b 1 [1,1,0,-1497,-22930] [[1,1,0,-1497,-22930]] [[1]]
+394134 a 1 [1,1,0,-16003,-816179] [[1,1,0,-16003,-816179]] [[1]]
+394134 b 1 [1,1,0,-2789,-57867] [[1,1,0,-2789,-57867]] [[1]]
+394134 c 1 [1,0,1,-5075,138620] [[1,0,1,-5075,138620]] [[1]]
+394134 d 1 [1,0,1,-1045,-5104] [[1,0,1,-1045,-5104],[1,0,1,3815,-38152]] [[1,2],[2,1]]
+394134 e 1 [1,1,1,-137,497] [[1,1,1,-137,497]] [[1]]
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+394134 g 1 [1,1,1,492278,-49356265] [[1,1,1,492278,-49356265]] [[1]]
+394134 h 1 [1,1,1,43,-475] [[1,1,1,43,-475]] [[1]]
+394134 i 1 [1,1,1,-683,-7225] [[1,1,1,-683,-7225]] [[1]]
+394134 j 1 [1,1,1,-2141878,1208836787] [[1,1,1,-2141878,1208836787]] [[1]]
+394134 k 1 [1,1,1,-525740,146668583] [[1,1,1,-525740,146668583]] [[1]]
+394134 l 1 [1,0,0,-721990,286633316] [[1,0,0,-721990,286633316]] [[1]]
+394134 m 1 [1,0,0,-4455291419,-114258359327535] [[1,0,0,-4455291419,-114258359327535]] [[1]]
+394134 n 1 [1,0,0,-173585,27822153] [[1,0,0,-173585,27822153]] [[1]]
+394135 a 1 [0,1,1,-15,-1694] [[0,1,1,-15,-1694]] [[1]]
+394135 b 1 [0,1,1,-176,1855] [[0,1,1,-176,1855]] [[1]]
+394136 a 1 [0,1,0,-35000,2551664] [[0,1,0,-35000,2551664]] [[1]]
+394138 a 1 [1,1,0,-609,61877] [[1,1,0,-609,61877]] [[1]]
+394138 b 1 [1,1,0,-27131,-1731427] [[1,1,0,-27131,-1731427]] [[1]]
+394138 c 1 [1,-1,1,-37,13] [[1,-1,1,-37,13]] [[1]]
+394139 a 1 [0,-1,1,-7,-29] [[0,-1,1,-7,-29]] [[1]]
+394140 a 1 [0,-1,0,-301,2185] [[0,-1,0,-301,2185]] [[1]]
+394140 b 1 [0,-1,0,-7185,-97650] [[0,-1,0,-7185,-97650],[0,-1,0,25660,-767688]] [[1,2],[2,1]]
+394140 c 1 [0,-1,0,-460,3592] [[0,-1,0,-460,3592]] [[1]]
+394140 d 1 [0,-1,0,-10705,429142] [[0,-1,0,-10705,429142],[0,-1,0,-7060,722200]] [[1,2],[2,1]]
+394140 e 1 [0,1,0,-46,-151] [[0,1,0,-46,-151]] [[1]]
+394140 f 1 [0,1,0,-6190,185465] [[0,1,0,-6190,185465]] [[1]]
+394142 a 1 [1,0,1,-183331,842008734] [[1,0,1,-183331,842008734],[1,0,1,-14535371,21112830030]] [[1,2],[2,1]]
+394142 b 1 [1,-1,1,-17082,929853] [[1,-1,1,-17082,929853]] [[1]]
+394142 c 1 [1,1,1,-163307809,820731460383] [[1,1,1,-163307809,820731460383]] [[1]]
+394142 d 1 [1,0,0,-4207,287161] [[1,0,0,-4207,287161]] [[1]]
+394142 e 1 [1,0,0,-1490,62468] [[1,0,0,-1490,62468]] [[1]]
+394144 a 1 [0,1,0,-114,112] [[0,1,0,-114,112],[0,1,0,431,1311]] [[1,2],[2,1]]
+394144 b 1 [0,1,0,-1038,12532] [[0,1,0,-1038,12532]] [[1]]
+394144 c 1 [0,1,0,-1478,20884] [[0,1,0,-1478,20884]] [[1]]
+394144 d 1 [0,1,0,-385,4527] [[0,1,0,-385,4527]] [[1]]
+394144 e 1 [0,-1,0,-114,-112] [[0,-1,0,-114,-112],[0,-1,0,431,-1311]] [[1,2],[2,1]]
+394144 f 1 [0,-1,0,-1478,-20884] [[0,-1,0,-1478,-20884]] [[1]]
+394144 g 1 [0,-1,0,-1038,-12532] [[0,-1,0,-1038,-12532]] [[1]]
+394144 h 1 [0,-1,0,-385,-4527] [[0,-1,0,-385,-4527]] [[1]]
+394146 a 1 [1,-1,0,228,3140] [[1,-1,0,228,3140]] [[1]]
+394146 b 1 [1,-1,1,25,-125] [[1,-1,1,25,-125]] [[1]]
+394148 a 1 [0,1,0,-93794,10692997] [[0,1,0,-93794,10692997]] [[1]]
+394148 b 1 [0,0,0,-41,81] [[0,0,0,-41,81]] [[1]]
+394148 c 1 [0,1,0,-36,-268] [[0,1,0,-36,-268]] [[1]]
+394148 d 1 [0,-1,0,-370,-2619] [[0,-1,0,-370,-2619]] [[1]]
+394148 e 1 [0,-1,0,-7329,243962] [[0,-1,0,-7329,243962]] [[1]]
+394149 a 1 [1,1,1,18378,-203646] [[1,1,1,18378,-203646],[1,1,1,-75467,-1742704],[1,1,1,-732382,239476484],[1,1,1,-920072,-339584704],[1,1,1,-638537,-550961182],[1,1,1,-14715287,-21733204126]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+394149 b 1 [1,0,0,-131774,-310879821] [[1,0,0,-131774,-310879821],[1,0,0,-7733219,-8208781176],[1,0,0,-13645454,6059806773],[1,0,0,-123444104,-527912650065]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394149 c 1 [1,0,0,-525923,143573976] [[1,0,0,-525923,143573976],[1,0,0,-1182838,-286968115]] [[1,2],[2,1]]
+394149 d 1 [0,-1,1,-469700481,3592526964140] [[0,-1,1,-469700481,3592526964140]] [[1]]
+394149 e 1 [0,-1,1,-365,-991] [[0,-1,1,-365,-991]] [[1]]
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+394149 g 1 [0,1,1,-25025,1388732] [[0,1,1,-25025,1388732]] [[1]]
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+394149 i 1 [1,1,0,-6053393,-6106589874] [[1,1,0,-6053393,-6106589874]] [[1]]
+394149 j 1 [1,0,1,-323,-2401] [[1,0,1,-323,-2401]] [[1]]
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+394150 a 1 [1,-1,0,-1142,14516] [[1,-1,0,-1142,14516]] [[1]]
+394150 b 1 [1,1,0,-2139750,-992987500] [[1,1,0,-2139750,-992987500]] [[1]]
+394150 c 1 [1,1,0,-33625,2353125] [[1,1,0,-33625,2353125]] [[1]]
+394150 d 1 [1,1,1,-6838,214531] [[1,1,1,-6838,214531]] [[1]]
+394152 a 1 [0,-1,0,-10308,406341] [[0,-1,0,-10308,406341]] [[1]]
+394152 b 1 [0,1,0,-6028,24032] [[0,1,0,-6028,24032],[0,1,0,23832,215136]] [[1,2],[2,1]]
+394155 a 1 [0,0,1,-83973,9363078] [[0,0,1,-83973,9363078]] [[1]]
+394155 b 1 [1,-1,1,427,-49228] [[1,-1,1,427,-49228],[1,-1,1,-17798,-880288]] [[1,2],[2,1]]
+394155 c 1 [1,-1,1,86152,-14077294] [[1,-1,1,86152,-14077294],[1,-1,1,-616973,-146546044],[1,-1,1,-3210098,2087690456],[1,-1,1,-9273848,-10867220044]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394155 d 1 [0,0,1,-5772,168520] [[0,0,1,-5772,168520]] [[1]]
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+394170 b 1 [1,1,0,-160352313,782105401593] [[1,1,0,-160352313,782105401593]] [[1]]
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+394170 h 1 [1,0,1,-38949,-3030128] [[1,0,1,-38949,-3030128]] [[1]]
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+394254 bp 1 [1,-1,1,-6421925,6266148445] [[1,-1,1,-6421925,6266148445]] [[1]]
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+394560 g 1 [0,0,0,-3472428,2811934672] [[0,0,0,-3472428,2811934672],[0,0,0,-57527148,167938293328],[0,0,0,-920429868,10748161123792],[0,0,0,-59499948,155802416848]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 h 1 [0,0,0,-2028,34992] [[0,0,0,-2028,34992]] [[1]]
+394560 i 1 [0,0,0,-221583,-40146968] [[0,0,0,-221583,-40146968]] [[1]]
+394560 j 1 [0,0,0,-806310588,-8812699154512] [[0,0,0,-806310588,-8812699154512]] [[1]]
+394560 k 1 [0,0,0,-114348,-14929328] [[0,0,0,-114348,-14929328]] [[1]]
+394560 l 1 [0,0,0,-99228,12017648] [[0,0,0,-99228,12017648]] [[1]]
+394560 m 1 [0,0,0,-5388,136688] [[0,0,0,-5388,136688]] [[1]]
+394560 n 1 [0,0,0,-3,272] [[0,0,0,-3,272]] [[1]]
+394560 o 1 [0,0,0,-2988,65232] [[0,0,0,-2988,65232]] [[1]]
+394560 p 1 [0,0,0,-19548,1084752] [[0,0,0,-19548,1084752],[0,0,0,-315468,68199408]] [[1,2],[2,1]]
+394560 q 1 [0,0,0,-423,1628] [[0,0,0,-423,1628],[0,0,0,1452,12128]] [[1,2],[2,1]]
+394560 r 1 [0,0,0,48690612,-125579091312] [[0,0,0,48690612,-125579091312],[0,0,0,-275637708,-1179905593968]] [[1,2],[2,1]]
+394560 s 1 [0,0,0,-7248,-220552] [[0,0,0,-7248,-220552],[0,0,0,7332,-996208]] [[1,2],[2,1]]
+394560 t 1 [0,0,0,-19548,1045872] [[0,0,0,-19548,1045872]] [[1]]
+394560 u 1 [0,0,0,-81228,-4452208] [[0,0,0,-81228,-4452208]] [[1]]
+394560 v 1 [0,0,0,-3078348,2078857328] [[0,0,0,-3078348,2078857328],[0,0,0,-3140748,1990184688]] [[1,3],[3,1]]
+394560 w 1 [0,0,0,-4908,-117808] [[0,0,0,-4908,-117808]] [[1]]
+394560 x 1 [0,0,0,-1166669868,11289222771248] [[0,0,0,-1166669868,11289222771248],[0,0,0,-87387657708,9943132973370032]] [[1,3],[3,1]]
+394560 y 1 [0,0,0,1043412,-343038512] [[0,0,0,1043412,-343038512]] [[1]]
+394560 z 1 [0,0,0,-14988,-652048] [[0,0,0,-14988,-652048]] [[1]]
+394560 ba 1 [0,0,0,-303,-1552] [[0,0,0,-303,-1552]] [[1]]
+394560 bb 1 [0,0,0,-5307948,4710151728] [[0,0,0,-5307948,4710151728]] [[1]]
+394560 bc 1 [0,0,0,-183,22052] [[0,0,0,-183,22052]] [[1]]
+394560 bd 1 [0,0,0,-1118748,-454745072] [[0,0,0,-1118748,-454745072]] [[1]]
+394560 be 1 [0,0,0,-730668,239183408] [[0,0,0,-730668,239183408]] [[1]]
+394560 bf 1 [0,0,0,-1323,18468] [[0,0,0,-1323,18468]] [[1]]
+394560 bg 1 [0,0,0,-29388,3169168] [[0,0,0,-29388,3169168]] [[1]]
+394560 bh 1 [0,0,0,-12108,10599568] [[0,0,0,-12108,10599568],[0,0,0,-801228,273534352]] [[1,2],[2,1]]
+394560 bi 1 [0,0,0,-221943,40244848] [[0,0,0,-221943,40244848],[0,0,0,-221988,40227712],[0,0,0,-173388,58326352],[0,0,0,-271308,21032368]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 bj 1 [0,0,0,419892,113415568] [[0,0,0,419892,113415568],[0,0,0,-2529228,1096062352],[0,0,0,-37089228,86929278352],[0,0,0,-15155148,-21847759472]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 bk 1 [0,0,0,419892,-113415568] [[0,0,0,419892,-113415568],[0,0,0,-2529228,-1096062352],[0,0,0,-15155148,21847759472],[0,0,0,-37089228,-86929278352]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 bl 1 [0,0,0,-38028,2785552] [[0,0,0,-38028,2785552],[0,0,0,8052,9107728]] [[1,2],[2,1]]
+394560 bm 1 [0,0,0,-38028,-2785552] [[0,0,0,-38028,-2785552],[0,0,0,8052,-9107728]] [[1,2],[2,1]]
+394560 bn 1 [0,0,0,432,-316008] [[0,0,0,432,-316008],[0,0,0,-67068,-6553008]] [[1,2],[2,1]]
+394560 bo 1 [0,0,0,432,316008] [[0,0,0,432,316008],[0,0,0,-67068,6553008]] [[1,2],[2,1]]
+394560 bp 1 [0,0,0,21417,-3803632] [[0,0,0,21417,-3803632],[0,0,0,-273828,-50098048],[0,0,0,-1002828,331606352],[0,0,0,-4268748,-3394645072]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 bq 1 [0,0,0,21417,3803632] [[0,0,0,21417,3803632],[0,0,0,-273828,50098048],[0,0,0,-4268748,3394645072],[0,0,0,-1002828,-331606352]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 br 1 [0,0,0,-221943,-40244848] [[0,0,0,-221943,-40244848],[0,0,0,-221988,-40227712],[0,0,0,-271308,-21032368],[0,0,0,-173388,-58326352]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 bs 1 [0,0,0,-12108,-10599568] [[0,0,0,-12108,-10599568],[0,0,0,-801228,-273534352]] [[1,2],[2,1]]
+394560 bt 1 [0,0,0,-29388,-3169168] [[0,0,0,-29388,-3169168]] [[1]]
+394560 bu 1 [0,0,0,-730668,-239183408] [[0,0,0,-730668,-239183408]] [[1]]
+394560 bv 1 [0,0,0,-1323,-18468] [[0,0,0,-1323,-18468]] [[1]]
+394560 bw 1 [0,0,0,-1118748,454745072] [[0,0,0,-1118748,454745072]] [[1]]
+394560 bx 1 [0,0,0,-183,-22052] [[0,0,0,-183,-22052]] [[1]]
+394560 by 1 [0,0,0,-5307948,-4710151728] [[0,0,0,-5307948,-4710151728]] [[1]]
+394560 bz 1 [0,0,0,-14988,652048] [[0,0,0,-14988,652048]] [[1]]
+394560 ca 1 [0,0,0,-303,1552] [[0,0,0,-303,1552]] [[1]]
+394560 cb 1 [0,0,0,1043412,343038512] [[0,0,0,1043412,343038512]] [[1]]
+394560 cc 1 [0,0,0,-3078348,-2078857328] [[0,0,0,-3078348,-2078857328],[0,0,0,-3140748,-1990184688]] [[1,3],[3,1]]
+394560 cd 1 [0,0,0,-4908,117808] [[0,0,0,-4908,117808]] [[1]]
+394560 ce 1 [0,0,0,-1166669868,-11289222771248] [[0,0,0,-1166669868,-11289222771248],[0,0,0,-87387657708,-9943132973370032]] [[1,3],[3,1]]
+394560 cf 1 [0,0,0,-19548,-1045872] [[0,0,0,-19548,-1045872]] [[1]]
+394560 cg 1 [0,0,0,-81228,4452208] [[0,0,0,-81228,4452208]] [[1]]
+394560 ch 1 [0,0,0,-7248,220552] [[0,0,0,-7248,220552],[0,0,0,7332,996208]] [[1,2],[2,1]]
+394560 ci 1 [0,0,0,48690612,125579091312] [[0,0,0,48690612,125579091312],[0,0,0,-275637708,1179905593968]] [[1,2],[2,1]]
+394560 cj 1 [0,0,0,-423,-1628] [[0,0,0,-423,-1628],[0,0,0,1452,-12128]] [[1,2],[2,1]]
+394560 ck 1 [0,0,0,-19548,-1084752] [[0,0,0,-19548,-1084752],[0,0,0,-315468,-68199408]] [[1,2],[2,1]]
+394560 cl 1 [0,0,0,-2988,-65232] [[0,0,0,-2988,-65232]] [[1]]
+394560 cm 1 [0,0,0,-3,-272] [[0,0,0,-3,-272]] [[1]]
+394560 cn 1 [0,0,0,-99228,-12017648] [[0,0,0,-99228,-12017648]] [[1]]
+394560 co 1 [0,0,0,-5388,-136688] [[0,0,0,-5388,-136688]] [[1]]
+394560 cp 1 [0,0,0,-114348,14929328] [[0,0,0,-114348,14929328]] [[1]]
+394560 cq 1 [0,0,0,-806310588,8812699154512] [[0,0,0,-806310588,8812699154512]] [[1]]
+394560 cr 1 [0,0,0,-2028,-34992] [[0,0,0,-2028,-34992]] [[1]]
+394560 cs 1 [0,0,0,-221583,40146968] [[0,0,0,-221583,40146968]] [[1]]
+394560 ct 1 [0,0,0,-3472428,-2811934672] [[0,0,0,-3472428,-2811934672],[0,0,0,-57527148,-167938293328],[0,0,0,-59499948,-155802416848],[0,0,0,-920429868,-10748161123792]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 cu 1 [0,0,0,-1668,-134912] [[0,0,0,-1668,-134912],[0,0,0,-50988,-4415888]] [[1,2],[2,1]]
+394560 cv 1 [0,0,0,-48108,-5380432] [[0,0,0,-48108,-5380432],[0,0,0,-837228,-294829648]] [[1,2],[2,1]]
+394560 cw 1 [0,0,0,-205608,35884568] [[0,0,0,-205608,35884568],[0,0,0,-207228,35290352],[0,0,0,62772,120718352],[0,0,0,-503148,-88167472]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394560 cx 1 [0,0,0,-50988,2331088] [[0,0,0,-50988,2331088]] [[1]]
+394560 cy 1 [0,0,0,-121548,16310032] [[0,0,0,-121548,16310032]] [[1]]
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+394560 da 1 [0,0,0,-7707,-177244] [[0,0,0,-7707,-177244]] [[1]]
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+394560 dd 1 [0,0,0,754548,27774704] [[0,0,0,754548,27774704]] [[1]]
+394560 de 1 [0,0,0,-83845452,-271881410704] [[0,0,0,-83845452,-271881410704]] [[1]]
+394560 df 1 [0,0,0,-48492,-3690576] [[0,0,0,-48492,-3690576]] [[1]]
+394560 dg 1 [0,0,0,-604812,-168922384] [[0,0,0,-604812,-168922384]] [[1]]
+394560 dh 1 [0,0,0,-327,1784] [[0,0,0,-327,1784]] [[1]]
+394560 di 1 [0,0,0,-394572,-95308144] [[0,0,0,-394572,-95308144]] [[1]]
+394560 dj 1 [0,0,0,-3398412,-5397836816] [[0,0,0,-3398412,-5397836816]] [[1]]
+394560 dk 1 [0,0,0,-18252,-944784] [[0,0,0,-18252,-944784]] [[1]]
+394560 dl 1 [0,0,0,-342732,75826064] [[0,0,0,-342732,75826064]] [[1]]
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+394560 dn 1 [0,0,0,-1947,-39364] [[0,0,0,-1947,-39364],[0,0,0,-32772,-2283424]] [[1,2],[2,1]]
+394560 do 1 [0,0,0,-3807,-43956] [[0,0,0,-3807,-43956],[0,0,0,13068,-327456]] [[1,2],[2,1]]
+394560 dp 1 [0,0,0,-2172,-40176] [[0,0,0,-2172,-40176],[0,0,0,-35052,-2525904]] [[1,2],[2,1]]
+394560 dq 1 [0,0,0,-147,-684] [[0,0,0,-147,-684]] [[1]]
+394560 dr 1 [0,0,0,-12972,2672336] [[0,0,0,-12972,2672336]] [[1]]
+394560 ds 1 [0,0,0,1953,-7236] [[0,0,0,1953,-7236]] [[1]]
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+394560 du 1 [0,0,0,-8652,211696] [[0,0,0,-8652,211696]] [[1]]
+394560 dv 1 [0,0,0,-46545132,120844600144] [[0,0,0,-46545132,120844600144]] [[1]]
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+394560 dy 1 [0,0,0,-732,1136] [[0,0,0,-732,1136]] [[1]]
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+394560 ed 1 [0,0,0,48,-11704] [[0,0,0,48,-11704],[0,0,0,-7452,-242704]] [[1,2],[2,1]]
+394560 ee 1 [0,0,0,-2172,38736] [[0,0,0,-2172,38736]] [[1]]
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+394560 eg 1 [0,0,0,-732,-1136] [[0,0,0,-732,-1136]] [[1]]
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+394560 ei 1 [0,0,0,-46545132,-120844600144] [[0,0,0,-46545132,-120844600144]] [[1]]
+394560 ej 1 [0,0,0,-2727,-41904] [[0,0,0,-2727,-41904]] [[1]]
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+394560 el 1 [0,0,0,-12972,-2672336] [[0,0,0,-12972,-2672336]] [[1]]
+394560 em 1 [0,0,0,1953,7236] [[0,0,0,1953,7236]] [[1]]
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+394560 ev 1 [0,0,0,-394572,95308144] [[0,0,0,-394572,95308144]] [[1]]
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+394560 ex 1 [0,0,0,-83845452,271881410704] [[0,0,0,-83845452,271881410704]] [[1]]
+394560 ey 1 [0,0,0,-48492,3690576] [[0,0,0,-48492,3690576]] [[1]]
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+394560 fa 1 [0,0,0,754548,-27774704] [[0,0,0,754548,-27774704]] [[1]]
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+394562 a 1 [1,0,1,-74,240] [[1,0,1,-74,240]] [[1]]
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+394563 a 1 [0,1,1,448,-6226] [[0,1,1,448,-6226]] [[1]]
+394563 b 1 [1,1,1,-1863569,978654728] [[1,1,1,-1863569,978654728]] [[1]]
+394565 a 1 [0,-1,1,-773856,258937006] [[0,-1,1,-773856,258937006]] [[1]]
+394565 b 1 [1,-1,0,-844,-21717] [[1,-1,0,-844,-21717],[1,-1,0,-17999,-924070]] [[1,2],[2,1]]
+394565 c 1 [0,-1,1,-596,-4199] [[0,-1,1,-596,-4199]] [[1]]
+394566 a 1 [1,1,1,-72,207] [[1,1,1,-72,207]] [[1]]
+394566 b 1 [1,1,1,-240195300,-1432930761627] [[1,1,1,-240195300,-1432930761627]] [[1]]
+394566 c 1 [1,1,1,124,-379] [[1,1,1,124,-379]] [[1]]
+394567 a 1 [0,-1,1,-288,2035] [[0,-1,1,-288,2035]] [[1]]
+394568 a 1 [0,1,0,88,160] [[0,1,0,88,160]] [[1]]
+394568 b 1 [0,0,0,-91679,10684599] [[0,0,0,-91679,10684599]] [[1]]
+394568 c 1 [0,-1,0,263096,104336577] [[0,-1,0,263096,104336577]] [[1]]
+394569 a 1 [0,0,1,-4080,-100310] [[0,0,1,-4080,-100310]] [[1]]
+394569 b 1 [0,0,1,870,567] [[0,0,1,870,567]] [[1]]
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+394570 b 1 [1,-1,0,-7429,311253] [[1,-1,0,-7429,311253],[1,-1,0,-127109,17473365]] [[1,2],[2,1]]
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+394575 a 1 [1,0,0,-44213,-3581958] [[1,0,0,-44213,-3581958]] [[1]]
+394575 b 1 [1,1,0,-125250,16903125] [[1,1,0,-125250,16903125]] [[1]]
+394575 c 1 [1,1,0,2375,66250] [[1,1,0,2375,66250]] [[1]]
+394575 d 1 [0,1,1,-8158,1918969] [[0,1,1,-8158,1918969]] [[1]]
+394576 a 1 [0,0,0,-26825707,-175486936550] [[0,0,0,-26825707,-175486936550]] [[1]]
+394576 b 1 [0,0,0,-18931,1003186] [[0,0,0,-18931,1003186]] [[1]]
+394576 c 1 [0,0,0,-1195,23098] [[0,0,0,-1195,23098]] [[1]]
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+394680 bi 1 [0,1,0,-988200091,-11956997227330] [[0,1,0,-988200091,-11956997227330],[0,1,0,-960082716,-12669390287280]] [[1,2],[2,1]]
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+394680 bp 1 [0,1,0,1865,-1014730] [[0,1,0,1865,-1014730],[0,1,0,-140940,-19922112],[0,1,0,-326840,43432608],[0,1,0,-2239920,-1291064400]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+394785 g 1 [1,-1,0,-446189949,3633456307630] [[1,-1,0,-446189949,3633456307630]] [[1]]
+394785 h 1 [1,-1,0,-294992109,-2798821589760] [[1,-1,0,-294992109,-2798821589760],[1,-1,0,-5269601484,-147210736824135]] [[1,2],[2,1]]
+394785 i 1 [1,-1,0,-9,-270] [[1,-1,0,-9,-270]] [[1]]
+394786 a 1 [1,0,1,-7785,265580] [[1,0,1,-7785,265580]] [[1]]
+394786 b 1 [1,-1,0,-28,-42] [[1,-1,0,-28,-42]] [[1]]
+394786 c 1 [1,0,1,-5223,-90006] [[1,0,1,-5223,-90006]] [[1]]
+394786 d 1 [1,1,0,-365178,-85090924] [[1,1,0,-365178,-85090924]] [[1]]
+394786 e 1 [1,1,0,-381,2657] [[1,1,0,-381,2657]] [[1]]
+394788 a 1 [0,-1,0,-4757,-123663] [[0,-1,0,-4757,-123663]] [[1]]
+394788 b 1 [0,1,0,-1437,20340] [[0,1,0,-1437,20340],[0,1,0,-452,48708]] [[1,2],[2,1]]
+394790 a 1 [1,-1,0,-3769,-136595] [[1,-1,0,-3769,-136595]] [[1]]
+394790 b 1 [1,0,1,-609,-3628] [[1,0,1,-609,-3628],[1,0,1,-4129,99156]] [[1,2],[2,1]]
+394790 c 1 [1,0,1,-91272824704,10613534579872206] [[1,0,1,-91272824704,10613534579872206],[1,0,1,-91270346624,10614139715113422]] [[1,2],[2,1]]
+394790 d 1 [1,-1,0,-7309400,-7600906420] [[1,-1,0,-7309400,-7600906420],[1,-1,0,-8600470,-4729824954]] [[1,2],[2,1]]
+394790 e 1 [1,-1,0,-359,-2515] [[1,-1,0,-359,-2515],[1,-1,0,-139,-5727]] [[1,2],[2,1]]
+394790 f 1 [1,0,1,-412754,102032356] [[1,0,1,-412754,102032356]] [[1]]
+394790 g 1 [1,0,1,-535949,152907016] [[1,0,1,-535949,152907016]] [[1]]
+394790 h 1 [1,0,1,-85104,-9562944] [[1,0,1,-85104,-9562944]] [[1]]
+394790 i 1 [1,0,1,-77833,8361556] [[1,0,1,-77833,8361556],[1,0,1,111792,39576606]] [[1,3],[3,1]]
+394790 j 1 [1,0,1,-378,3006] [[1,0,1,-378,3006]] [[1]]
+394790 k 1 [1,1,0,-9517992,-5579544256] [[1,1,0,-9517992,-5579544256],[1,1,0,-129704872,-568366628544]] [[1,2],[2,1]]
+394790 l 1 [1,-1,0,-535,-27409] [[1,-1,0,-535,-27409]] [[1]]
+394790 m 1 [1,-1,1,11247,-8319] [[1,-1,1,11247,-8319]] [[1]]
+394790 n 1 [1,0,0,-10285,390225] [[1,0,0,-10285,390225],[1,0,0,-24365,-913583]] [[1,2],[2,1]]
+394790 o 1 [1,1,1,324,-4067] [[1,1,1,324,-4067]] [[1]]
+394790 p 1 [1,0,0,-4853521,4436769961] [[1,0,0,-4853521,4436769961],[1,0,0,29395239,-2133196015]] [[1,3],[3,1]]
+394791 a 1 [0,-1,1,-1257,17579] [[0,-1,1,-1257,17579]] [[1]]
+394794 a 1 [1,-1,0,27,-35] [[1,-1,0,27,-35]] [[1]]
+394794 b 1 [1,-1,0,-199221,34275455] [[1,-1,0,-199221,34275455]] [[1]]
+394794 c 1 [1,-1,1,-22136,-1262083] [[1,-1,1,-22136,-1262083]] [[1]]
+394794 d 1 [1,-1,1,241,703] [[1,-1,1,241,703]] [[1]]
+394795 a 1 [0,0,1,-2,30] [[0,0,1,-2,30]] [[1]]
+394797 a 1 [0,1,1,-798,-182302] [[0,1,1,-798,-182302]] [[1]]
+394797 b 1 [0,-1,1,-719745,235518212] [[0,-1,1,-719745,235518212]] [[1]]
+394797 c 1 [0,-1,1,207,-61] [[0,-1,1,207,-61]] [[1]]
+394797 d 1 [0,1,1,75776,-110423747] [[0,1,1,75776,-110423747]] [[1]]
+394800 a 1 [0,-1,0,-1110333,-449957088] [[0,-1,0,-1110333,-449957088],[0,-1,0,-1109708,-450489588]] [[1,2],[2,1]]
+394800 b 1 [0,-1,0,20292,1698912] [[0,-1,0,20292,1698912],[0,-1,0,-151208,18162912]] [[1,2],[2,1]]
+394800 c 1 [0,-1,0,-549008,422986512] [[0,-1,0,-549008,422986512],[0,-1,0,-12456008,16902274512]] [[1,2],[2,1]]
+394800 d 1 [0,-1,0,-20508,928512] [[0,-1,0,-20508,928512],[0,-1,0,41992,5428512]] [[1,2],[2,1]]
+394800 e 1 [0,-1,0,325192,311195472] [[0,-1,0,325192,311195472]] [[1]]
+394800 f 1 [0,-1,0,3842,304687] [[0,-1,0,3842,304687]] [[1]]
+394800 g 1 [0,-1,0,-883,22762] [[0,-1,0,-883,22762],[0,-1,0,-18508,974512]] [[1,2],[2,1]]
+394800 h 1 [0,-1,0,-176533,-22507688] [[0,-1,0,-176533,-22507688],[0,-1,0,-910908,315304812]] [[1,2],[2,1]]
+394800 i 1 [0,-1,0,-2133,-26988] [[0,-1,0,-2133,-26988],[0,-1,0,-31508,-2141988]] [[1,2],[2,1]]
+394800 j 1 [0,-1,0,121127992,-2199412393488] [[0,-1,0,121127992,-2199412393488],[0,-1,0,-1976024008,-31475654313488],[0,-1,0,-6500056008,164794949974512],[0,-1,0,-31006424008,-2101459295913488],[0,-1,0,-98620056008,11920043909974512],[0,-1,0,13235431992,970792279894512]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+394800 k 1 [0,-1,0,-10283,443562] [[0,-1,0,-10283,443562],[0,-1,0,-168908,26775312]] [[1,2],[2,1]]
+394800 l 1 [0,-1,0,-83333,-9234963] [[0,-1,0,-83333,-9234963]] [[1]]
+394800 m 1 [0,-1,0,1392,-44613] [[0,-1,0,1392,-44613]] [[1]]
+394800 n 1 [0,-1,0,2,67] [[0,-1,0,2,67]] [[1]]
+394800 o 1 [0,-1,0,3492,-2613] [[0,-1,0,3492,-2613]] [[1]]
+394800 p 1 [0,-1,0,2592,21312] [[0,-1,0,2592,21312],[0,-1,0,-11408,189312]] [[1,2],[2,1]]
+394800 q 1 [0,-1,0,-1643608,2471049712] [[0,-1,0,-1643608,2471049712],[0,-1,0,-39275608,94594185712]] [[1,2],[2,1]]
+394800 r 1 [0,-1,0,3492,-619488] [[0,-1,0,3492,-619488],[0,-1,0,-91008,-10069488]] [[1,2],[2,1]]
+394800 s 1 [0,-1,0,-21889533,92638043937] [[0,-1,0,-21889533,92638043937]] [[1]]
+394800 t 1 [0,-1,0,-18998208,39846714912] [[0,-1,0,-18998208,39846714912]] [[1]]
+394800 u 1 [0,-1,0,-287708,-60251088] [[0,-1,0,-287708,-60251088]] [[1]]
+394800 v 1 [0,-1,0,107,697] [[0,-1,0,107,697]] [[1]]
+394800 w 1 [0,-1,0,-1708,-613088] [[0,-1,0,-1708,-613088],[0,-1,0,-119208,-15653088]] [[1,2],[2,1]]
+394800 x 1 [0,-1,0,-24808,1512112] [[0,-1,0,-24808,1512112],[0,-1,0,-26808,1256112],[0,-1,0,67192,8024112],[0,-1,0,-152808,-21927888]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 y 1 [0,-1,0,-8533,-216188] [[0,-1,0,-8533,-216188],[0,-1,0,22092,-1441188]] [[1,2],[2,1]]
+394800 z 1 [0,-1,0,-64408,-6328688] [[0,-1,0,-64408,-6328688]] [[1]]
+394800 ba 1 [0,-1,0,-19983,811962] [[0,-1,0,-19983,811962],[0,-1,0,-296108,62111712],[0,-1,0,-4737608,3970631712],[0,-1,0,-272608,72357712]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 bb 1 [0,-1,0,8190789592,-1136127107276688] [[0,-1,0,8190789592,-1136127107276688],[0,-1,0,-126026938408,-15952690536652688],[0,-1,0,-424625338408,88067048087347312],[0,-1,0,-1974912186408,-1068234636124364688]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 bc 1 [0,-1,0,-32650018408,-2247793222180688] [[0,-1,0,-32650018408,-2247793222180688],[0,-1,0,-520931268408,-144716543222180688],[0,-1,0,-519462518408,-145573153472180688],[0,-1,0,-8334900018408,-9261867745472180688]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 bd 1 [0,-1,0,412,432] [[0,-1,0,412,432]] [[1]]
+394800 be 1 [0,-1,0,-10199008,-12329439488] [[0,-1,0,-10199008,-12329439488],[0,-1,0,40992,-35963359488]] [[1,2],[2,1]]
+394800 bf 1 [0,-1,0,-2808,60912] [[0,-1,0,-2808,60912]] [[1]]
+394800 bg 1 [0,-1,0,111660492,234792316512] [[0,-1,0,111660492,234792316512],[0,-1,0,-508354008,1995633496512]] [[1,2],[2,1]]
+394800 bh 1 [0,-1,0,-308,14112] [[0,-1,0,-308,14112],[0,-1,0,-10808,434112]] [[1,2],[2,1]]
+394800 bi 1 [0,-1,0,-952208,362430912] [[0,-1,0,-952208,362430912],[0,-1,0,-15288208,23013310912]] [[1,2],[2,1]]
+394800 bj 1 [0,-1,0,-1410808,-645119888] [[0,-1,0,-1410808,-645119888],[0,-1,0,-22578808,-41287679888]] [[1,2],[2,1]]
+394800 bk 1 [0,-1,0,867,-154863] [[0,-1,0,867,-154863]] [[1]]
+394800 bl 1 [0,-1,0,-57608,-5967888] [[0,-1,0,-57608,-5967888]] [[1]]
+394800 bm 1 [0,-1,0,-3248,390432] [[0,-1,0,-3248,390432]] [[1]]
+394800 bn 1 [0,-1,0,2067,32337] [[0,-1,0,2067,32337],[0,-1,0,-51933,4611537]] [[1,3],[3,1]]
+394800 bo 1 [0,-1,0,-12208,-1537088] [[0,-1,0,-12208,-1537088],[0,-1,0,107792,37342912]] [[1,3],[3,1]]
+394800 bp 1 [0,-1,0,-62783,5945562] [[0,-1,0,-62783,5945562],[0,-1,0,-140908,-11710688],[0,-1,0,446592,-84560688],[0,-1,0,-1978408,-1070110688]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 bq 1 [0,-1,0,-8303008,-9232095488] [[0,-1,0,-8303008,-9232095488]] [[1]]
+394800 br 1 [0,-1,0,709667,107413537] [[0,-1,0,709667,107413537]] [[1]]
+394800 bs 1 [0,-1,0,-40590383,-99523079238] [[0,-1,0,-40590383,-99523079238],[0,-1,0,-40590508,-99522435488],[0,-1,0,-41695008,-93818797488],[0,-1,0,-39488008,-105184875488],[0,-1,0,-154542008,637429762512],[0,-1,0,53479992,-460052197488]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+394800 bt 1 [0,-1,0,-883,1762] [[0,-1,0,-883,1762],[0,-1,0,3492,10512]] [[1,2],[2,1]]
+394800 bu 1 [0,-1,0,-1083,18162] [[0,-1,0,-1083,18162]] [[1]]
+394800 bv 1 [0,-1,0,23792,-93319088] [[0,-1,0,23792,-93319088]] [[1]]
+394800 bw 1 [0,-1,0,-11313,-486243] [[0,-1,0,-11313,-486243]] [[1]]
+394800 bx 1 [0,-1,0,-848,-9333] [[0,-1,0,-848,-9333]] [[1]]
+394800 by 1 [0,-1,0,-308,2352] [[0,-1,0,-308,2352]] [[1]]
+394800 bz 1 [0,-1,0,-582708,-171016713] [[0,-1,0,-582708,-171016713]] [[1]]
+394800 ca 1 [0,-1,0,-35033,-2527563] [[0,-1,0,-35033,-2527563]] [[1]]
+394800 cb 1 [0,-1,0,4439092,2078829312] [[0,-1,0,4439092,2078829312],[0,-1,0,-20771408,17911023312]] [[1,2],[2,1]]
+394800 cc 1 [0,-1,0,-800133,-275649363] [[0,-1,0,-800133,-275649363]] [[1]]
+394800 cd 1 [0,-1,0,13792,408912] [[0,-1,0,13792,408912],[0,-1,0,-67208,3648912]] [[1,2],[2,1]]
+394800 ce 1 [0,-1,0,-3333,197037] [[0,-1,0,-3333,197037]] [[1]]
+394800 cf 1 [0,-1,0,14867,-234863] [[0,-1,0,14867,-234863]] [[1]]
+394800 cg 1 [0,-1,0,-9387951333,350113002353037] [[0,-1,0,-9387951333,350113002353037]] [[1]]
+394800 ch 1 [0,-1,0,-29783,1987062] [[0,-1,0,-29783,1987062],[0,-1,0,-35908,1117312],[0,-1,0,128592,8355312],[0,-1,0,-298408,-61882688]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 ci 1 [0,-1,0,27,792] [[0,-1,0,27,792],[0,-1,0,-1148,14892]] [[1,2],[2,1]]
+394800 cj 1 [0,-1,0,-2633,-13488] [[0,-1,0,-2633,-13488],[0,-1,0,-24508,1474012]] [[1,2],[2,1]]
+394800 ck 1 [0,-1,0,7,-123] [[0,-1,0,7,-123]] [[1]]
+394800 cl 1 [0,-1,0,-2451825208,-46727754451088] [[0,-1,0,-2451825208,-46727754451088]] [[1]]
+394800 cm 1 [0,-1,0,-11383,313762] [[0,-1,0,-11383,313762],[0,-1,0,-164508,25732512],[0,-1,0,-2632008,1644412512],[0,-1,0,-147008,31402512]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 cn 1 [0,-1,0,-115183,13760362] [[0,-1,0,-115183,13760362],[0,-1,0,-415308,-87681888],[0,-1,0,736192,-488403888],[0,-1,0,-6368808,-6184065888]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 co 1 [0,-1,0,-79133,-8524488] [[0,-1,0,-79133,-8524488],[0,-1,0,-108508,-1591988]] [[1,2],[2,1]]
+394800 cp 1 [0,-1,0,-368828208,26622659454912] [[0,-1,0,-368828208,26622659454912]] [[1]]
+394800 cq 1 [0,-1,0,-195333,33547437] [[0,-1,0,-195333,33547437]] [[1]]
+394800 cr 1 [0,-1,0,-18523,976522] [[0,-1,0,-18523,976522]] [[1]]
+394800 cs 1 [0,-1,0,-208,-151088] [[0,-1,0,-208,-151088]] [[1]]
+394800 ct 1 [0,-1,0,14112,974592] [[0,-1,0,14112,974592]] [[1]]
+394800 cu 1 [0,-1,0,-58408,7033687] [[0,-1,0,-58408,7033687]] [[1]]
+394800 cv 1 [0,-1,0,346128867,-704913760863] [[0,-1,0,346128867,-704913760863]] [[1]]
+394800 cw 1 [0,-1,0,-3158,420687] [[0,-1,0,-3158,420687]] [[1]]
+394800 cx 1 [0,-1,0,16792,10284912] [[0,-1,0,16792,10284912]] [[1]]
+394800 cy 1 [0,-1,0,-10333,-82088] [[0,-1,0,-10333,-82088],[0,-1,0,40292,-689588]] [[1,2],[2,1]]
+394800 cz 1 [0,-1,0,211017792,-11372890457088] [[0,-1,0,211017792,-11372890457088]] [[1]]
+394800 da 1 [0,-1,0,-38808,3056112] [[0,-1,0,-38808,3056112],[0,-1,0,-626808,191216112]] [[1,2],[2,1]]
+394800 db 1 [0,-1,0,-328133,41031012] [[0,-1,0,-328133,41031012],[0,-1,0,1052492,295066012]] [[1,2],[2,1]]
+394800 dc 1 [0,-1,0,-1166408,-482204688] [[0,-1,0,-1166408,-482204688],[0,-1,0,-526408,-1009564688]] [[1,2],[2,1]]
+394800 dd 1 [0,-1,0,-366440208,2700054078912] [[0,-1,0,-366440208,2700054078912]] [[1]]
+394800 de 1 [0,-1,0,-133708,-25376839088] [[0,-1,0,-133708,-25376839088]] [[1]]
+394800 df 1 [0,-1,0,-136008,-19300113] [[0,-1,0,-136008,-19300113]] [[1]]
+394800 dg 1 [0,-1,0,-15314633,23074289637] [[0,-1,0,-15314633,23074289637]] [[1]]
+394800 dh 1 [0,-1,0,1114792,139068912] [[0,-1,0,1114792,139068912]] [[1]]
+394800 di 1 [0,-1,0,-14835758,22012741887] [[0,-1,0,-14835758,22012741887]] [[1]]
+394800 dj 1 [0,-1,0,-47033,1180812] [[0,-1,0,-47033,1180812],[0,-1,0,-593908,176180812]] [[1,2],[2,1]]
+394800 dk 1 [0,-1,0,-2795133,1799071512] [[0,-1,0,-2795133,1799071512],[0,-1,0,-2404508,2319384012]] [[1,2],[2,1]]
+394800 dl 1 [0,-1,0,-1008,40512] [[0,-1,0,-1008,40512]] [[1]]
+394800 dm 1 [0,-1,0,-68383,2551762] [[0,-1,0,-68383,2551762],[0,-1,0,-888508,322400512],[0,-1,0,-14213008,20628938512],[0,-1,0,-686008,473060512]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 dn 1 [0,-1,0,14832,119232] [[0,-1,0,14832,119232],[0,-1,0,-60368,1021632]] [[1,2],[2,1]]
+394800 do 1 [0,-1,0,-677783,214943562] [[0,-1,0,-677783,214943562],[0,-1,0,-768908,153525312],[0,-1,0,2403592,1092585312],[0,-1,0,-5399408,-4717760688]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 dp 1 [0,-1,0,2072,-33968] [[0,-1,0,2072,-33968]] [[1]]
+394800 dq 1 [0,-1,0,-12541123008,-540568258495488] [[0,-1,0,-12541123008,-540568258495488],[0,-1,0,-200658115008,-34596516022207488]] [[1,2],[2,1]]
+394800 dr 1 [0,-1,0,-16408,-31036688] [[0,-1,0,-16408,-31036688],[0,-1,0,-1584408,-758588688],[0,-1,0,-2984408,787011312],[0,-1,0,-25272408,-48892604688]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 ds 1 [0,-1,0,5592,381312] [[0,-1,0,5592,381312],[0,-1,0,-57408,4665312]] [[1,2],[2,1]]
+394800 dt 1 [0,-1,0,-4099333,-3682490963] [[0,-1,0,-4099333,-3682490963]] [[1]]
+394800 du 1 [0,-1,0,-488,-4368] [[0,-1,0,-488,-4368]] [[1]]
+394800 dv 1 [0,-1,0,-156392208,-752729537088] [[0,-1,0,-156392208,-752729537088],[0,-1,0,-153832208,-778565057088]] [[1,2],[2,1]]
+394800 dw 1 [0,-1,0,-22008,-1177488] [[0,-1,0,-22008,-1177488],[0,-1,0,17992,-5017488]] [[1,2],[2,1]]
+394800 dx 1 [0,-1,0,-221908,40309312] [[0,-1,0,-221908,40309312],[0,-1,0,-219408,41259312]] [[1,2],[2,1]]
+394800 dy 1 [0,-1,0,-1183,2362] [[0,-1,0,-1183,2362],[0,-1,0,4692,14112]] [[1,2],[2,1]]
+394800 dz 1 [0,-1,0,-1708,-49088] [[0,-1,0,-1708,-49088],[0,-1,0,-33208,-2317088]] [[1,2],[2,1]]
+394800 ea 1 [0,-1,0,112853992,183219190512] [[0,-1,0,112853992,183219190512],[0,-1,0,-489258008,1522316278512]] [[1,2],[2,1]]
+394800 eb 1 [0,-1,0,-6448,-197168] [[0,-1,0,-6448,-197168]] [[1]]
+394800 ec 1 [0,-1,0,7917,-292338] [[0,-1,0,7917,-292338]] [[1]]
+394800 ed 1 [0,-1,0,-358818,-106314453] [[0,-1,0,-358818,-106314453]] [[1]]
+394800 ee 1 [0,-1,0,1892,-92288] [[0,-1,0,1892,-92288],[0,-1,0,-22608,-1170288],[0,-1,0,-85608,8405712],[0,-1,0,-351608,-80130288]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 ef 1 [0,-1,0,-1285208,571068912] [[0,-1,0,-1285208,571068912]] [[1]]
+394800 eg 1 [0,-1,0,-287208,-59147088] [[0,-1,0,-287208,-59147088],[0,-1,0,-277208,-63467088]] [[1,2],[2,1]]
+394800 eh 1 [0,-1,0,204392,-95187728] [[0,-1,0,204392,-95187728]] [[1]]
+394800 ei 1 [0,-1,0,-3563,-83598] [[0,-1,0,-3563,-83598]] [[1]]
+394800 ej 1 [0,-1,0,-19208,-5411088] [[0,-1,0,-19208,-5411088],[0,-1,0,-595208,-175907088]] [[1,2],[2,1]]
+394800 ek 1 [0,-1,0,-298208,-62585088] [[0,-1,0,-298208,-62585088]] [[1]]
+394800 el 1 [0,1,0,-10808,482388] [[0,1,0,-10808,482388],[0,1,0,-178808,29042388]] [[1,2],[2,1]]
+394800 em 1 [0,1,0,6992,163988] [[0,1,0,6992,163988],[0,1,0,-35008,1423988]] [[1,2],[2,1]]
+394800 en 1 [0,1,0,342,4563] [[0,1,0,342,4563]] [[1]]
+394800 eo 1 [0,1,0,-133,1523] [[0,1,0,-133,1523]] [[1]]
+394800 ep 1 [0,1,0,-4883333,4183662963] [[0,1,0,-4883333,4183662963]] [[1]]
+394800 eq 1 [0,1,0,-14753128,212975374388] [[0,1,0,-14753128,212975374388]] [[1]]
+394800 er 1 [0,1,0,-3137008,-1950580012] [[0,1,0,-3137008,-1950580012],[0,1,0,-11329008,12516491988],[0,1,0,-173761008,881527691988],[0,1,0,20030992,69528971988]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 es 1 [0,1,0,-1212408,513415188] [[0,1,0,-1212408,513415188],[0,1,0,-1262408,468715188],[0,1,0,2167592,2574735188],[0,1,0,-5492408,-4497304812]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 et 1 [0,1,0,-98073008,-373861264812] [[0,1,0,-98073008,-373861264812]] [[1]]
+394800 eu 1 [0,1,0,167,-15037] [[0,1,0,167,-15037]] [[1]]
+394800 ev 1 [0,1,0,667,100338] [[0,1,0,667,100338],[0,1,0,-28708,1804088]] [[1,2],[2,1]]
+394800 ew 1 [0,1,0,-375518053,2800753811603] [[0,1,0,-375518053,2800753811603]] [[1]]
+394800 ex 1 [0,1,0,352792,122529588] [[0,1,0,352792,122529588]] [[1]]
+394800 ey 1 [0,1,0,-8,-1212] [[0,1,0,-8,-1212]] [[1]]
+394800 ez 1 [0,1,0,-463083,121139088] [[0,1,0,-463083,121139088]] [[1]]
+394800 fa 1 [0,1,0,-897408,-339604812] [[0,1,0,-897408,-339604812],[0,1,0,-14505408,-21268708812]] [[1,2],[2,1]]
+394800 fb 1 [0,1,0,8440712,-90979747372] [[0,1,0,8440712,-90979747372]] [[1]]
+394800 fc 1 [0,1,0,-413,-822] [[0,1,0,-413,-822],[0,1,0,1612,-4872]] [[1,2],[2,1]]
+394800 fd 1 [0,1,0,672,82548] [[0,1,0,672,82548]] [[1]]
+394800 fe 1 [0,1,0,44592,1130388] [[0,1,0,44592,1130388]] [[1]]
+394800 ff 1 [0,1,0,-414533,2382736563] [[0,1,0,-414533,2382736563]] [[1]]
+394800 fg 1 [0,1,0,-5348,-203016852] [[0,1,0,-5348,-203016852]] [[1]]
+394800 fh 1 [0,1,0,-826533,-805891437] [[0,1,0,-826533,-805891437]] [[1]]
+394800 fi 1 [0,1,0,-14657608,21594569588] [[0,1,0,-14657608,21594569588]] [[1]]
+394800 fj 1 [0,1,0,-163973,-29525517] [[0,1,0,-163973,-29525517]] [[1]]
+394800 fk 1 [0,1,0,-78008,347988] [[0,1,0,-78008,347988],[0,1,0,-878008,315547988],[0,1,0,-14038008,20239787988],[0,1,0,-518008,576907988]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 fl 1 [0,1,0,51792,-4142412] [[0,1,0,51792,-4142412]] [[1]]
+394800 fm 1 [0,1,0,370792,15645588] [[0,1,0,370792,15645588],[0,1,0,-1509208,124685588]] [[1,2],[2,1]]
+394800 fn 1 [0,1,0,-199054808,-102109989612] [[0,1,0,-199054808,-102109989612],[0,1,0,-2296206808,-42259059493612],[0,1,0,-1429902808,-74521953061612],[0,1,0,-36716942808,-2708007379749612]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 fo 1 [0,1,0,-1233,-16962] [[0,1,0,-1233,-16962],[0,1,0,-2108,9288]] [[1,2],[2,1]]
+394800 fp 1 [0,1,0,14392,28788] [[0,1,0,14392,28788],[0,1,0,-57608,172788],[0,1,0,-645608,198916788],[0,1,0,-621608,-188203212]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 fq 1 [0,1,0,-31019133,-63478838262] [[0,1,0,-31019133,-63478838262],[0,1,0,-490003508,-4175060869512]] [[1,2],[2,1]]
+394800 fr 1 [0,1,0,-12208,-570412] [[0,1,0,-12208,-570412]] [[1]]
+394800 fs 1 [0,1,0,-100758,-55042137] [[0,1,0,-100758,-55042137]] [[1]]
+394800 ft 1 [0,1,0,638392,-76987212] [[0,1,0,638392,-76987212],[0,1,0,-2763608,-641719212]] [[1,2],[2,1]]
+394800 fu 1 [0,1,0,-60495408,181184311188] [[0,1,0,-60495408,181184311188],[0,1,0,-968073408,11593070083188]] [[1,2],[2,1]]
+394800 fv 1 [0,1,0,2941367,2219573363] [[0,1,0,2941367,2219573363]] [[1]]
+394800 fw 1 [0,1,0,61467,1588563] [[0,1,0,61467,1588563]] [[1]]
+394800 fx 1 [0,1,0,-6255688,-6024338572] [[0,1,0,-6255688,-6024338572],[0,1,0,-6153288,-6230981772]] [[1,2],[2,1]]
+394800 fy 1 [0,1,0,107592,-66472812] [[0,1,0,107592,-66472812],[0,1,0,-1950408,-984340812]] [[1,2],[2,1]]
+394800 fz 1 [0,1,0,-1368008,-1008432012] [[0,1,0,-1368008,-1008432012],[0,1,0,-25560008,-49731120012]] [[1,2],[2,1]]
+394800 ga 1 [0,1,0,-8970458,-13307247537] [[0,1,0,-8970458,-13307247537]] [[1]]
+394800 gb 1 [0,1,0,317,-2212] [[0,1,0,317,-2212]] [[1]]
+394800 gc 1 [0,1,0,-161208,-24968412] [[0,1,0,-161208,-24968412]] [[1]]
+394800 gd 1 [0,1,0,-95233,11280038] [[0,1,0,-95233,11280038],[0,1,0,-96108,11061288]] [[1,2],[2,1]]
+394800 ge 1 [0,1,0,-57533,5292438] [[0,1,0,-57533,5292438],[0,1,0,-56908,5413688]] [[1,2],[2,1]]
+394800 gf 1 [0,1,0,-11488,-477772] [[0,1,0,-11488,-477772],[0,1,0,-11088,-512172]] [[1,2],[2,1]]
+394800 gg 1 [0,1,0,-13783,618188] [[0,1,0,-13783,618188],[0,1,0,-14908,510188],[0,1,0,37592,3345188],[0,1,0,-85408,-9218812]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 gh 1 [0,1,0,-2745608,-1793395212] [[0,1,0,-2745608,-1793395212],[0,1,0,-44217608,-113187187212],[0,1,0,-44505608,-111638323212],[0,1,0,-707481608,-7243275187212],[0,1,0,-102129608,236986876788],[0,1,0,8510392,-361131619212]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+394800 gi 1 [0,1,0,-2082008,-1150980012] [[0,1,0,-2082008,-1150980012],[0,1,0,-3332008,391519988],[0,1,0,-39782008,96400819988],[0,1,0,13117992,3122219988],[0,1,0,-636212008,6176408239988],[0,1,0,-26552008,161571799988]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+394800 gj 1 [0,1,0,-51408,4547988] [[0,1,0,-51408,4547988]] [[1]]
+394800 gk 1 [0,1,0,-72699408,268824583188] [[0,1,0,-72699408,268824583188],[0,1,0,-1203707408,16073530375188],[0,1,0,-19259227408,1028735425095188],[0,1,0,-1244315408,14930902471188]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 gl 1 [0,1,0,-89083,-10627912] [[0,1,0,-89083,-10627912]] [[1]]
+394800 gm 1 [0,1,0,5467,-91437] [[0,1,0,5467,-91437]] [[1]]
+394800 gn 1 [0,1,0,5109792,-11888246412] [[0,1,0,5109792,-11888246412]] [[1]]
+394800 go 1 [0,1,0,-11928,-505452] [[0,1,0,-11928,-505452]] [[1]]
+394800 gp 1 [0,1,0,-18508,-1045012] [[0,1,0,-18508,-1045012],[0,1,0,-302008,-63982012]] [[1,2],[2,1]]
+394800 gq 1 [0,1,0,-44413,-3617422] [[0,1,0,-44413,-3617422],[0,1,0,-44388,-3621672]] [[1,2],[2,1]]
+394800 gr 1 [0,1,0,8129792,38915693588] [[0,1,0,8129792,38915693588]] [[1]]
+394800 gs 1 [0,1,0,47217,2593188] [[0,1,0,47217,2593188],[0,1,0,-228908,22474188],[0,1,0,-3166408,2166849188],[0,1,0,-1709408,-845098812]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 gt 1 [0,1,0,6992,-6916012] [[0,1,0,6992,-6916012],[0,1,0,-505008,-134916012],[0,1,0,-1177008,299195988],[0,1,0,-8025008,-8752836012]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 gu 1 [0,1,0,-5778333,5376587463] [[0,1,0,-5778333,5376587463],[0,1,0,-468828333,3907072931463]] [[1,3],[3,1]]
+394800 gv 1 [0,1,0,42,8463] [[0,1,0,42,8463]] [[1]]
+394800 gw 1 [0,1,0,-3533,81063] [[0,1,0,-3533,81063]] [[1]]
+394800 gx 1 [0,1,0,34792,-5507037] [[0,1,0,34792,-5507037]] [[1]]
+394800 gy 1 [0,1,0,-759928,318469748] [[0,1,0,-759928,318469748]] [[1]]
+394800 gz 1 [0,1,0,-217908,-39175812] [[0,1,0,-217908,-39175812],[0,1,0,-155408,-62050812]] [[1,2],[2,1]]
+394800 ha 1 [0,1,0,-8183,279888] [[0,1,0,-8183,279888],[0,1,0,-2308,679388]] [[1,2],[2,1]]
+394800 hb 1 [0,1,0,-208,221588] [[0,1,0,-208,221588],[0,1,0,-56208,5037588]] [[1,2],[2,1]]
+394800 hc 1 [0,1,0,1119992,-1081131637] [[0,1,0,1119992,-1081131637]] [[1]]
+394800 hd 1 [0,1,0,2667,92463] [[0,1,0,2667,92463]] [[1]]
+394800 he 1 [0,1,0,-11508,-486612] [[0,1,0,-11508,-486612]] [[1]]
+394800 hf 1 [0,1,0,-4508,-140637] [[0,1,0,-4508,-140637]] [[1]]
+394800 hg 1 [0,1,0,108992,8167988] [[0,1,0,108992,8167988],[0,1,0,-2201008,1276987988]] [[1,3],[3,1]]
+394800 hh 1 [0,1,0,16186592,-3539084812] [[0,1,0,16186592,-3539084812],[0,1,0,-65461408,-28523372812],[0,1,0,-204619408,1241304231188],[0,1,0,-3365707408,75153863847188]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+394800 hi 1 [0,1,0,-201208,-35034412] [[0,1,0,-201208,-35034412],[0,1,0,-3225208,-2230458412],[0,1,0,590792,-185802412],[0,1,0,-3525208,-1791042412]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+394800 hj 1 [0,1,0,-1008,29988] [[0,1,0,-1008,29988],[0,1,0,-22008,1247988]] [[1,2],[2,1]]
+394800 hk 1 [0,1,0,-710508,-241521012] [[0,1,0,-710508,-241521012],[0,1,0,-11515008,-15043686012],[0,1,0,-11662008,-14640024012],[0,1,0,-184240008,-962613036012]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 hl 1 [0,1,0,-126133,-10639762] [[0,1,0,-126133,-10639762],[0,1,0,-860508,299266488],[0,1,0,-4326133,3461447738],[0,1,0,-69215508,221619526488]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+394800 hm 1 [0,1,0,-68,-4932] [[0,1,0,-68,-4932],[0,1,0,-4768,-127132]] [[1,2],[2,1]]
+394800 hn 1 [0,1,0,-7658133,-8158359762] [[0,1,0,-7658133,-8158359762],[0,1,0,-6892508,-9853453512],[0,1,0,-18458133,19237527738],[0,1,0,55072492,134386486488]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+394800 ho 1 [0,1,0,-658,-6937] [[0,1,0,-658,-6937]] [[1]]
+394800 hp 1 [0,1,0,167,2963] [[0,1,0,167,2963]] [[1]]
+394800 hq 1 [0,1,0,-734333,-242544537] [[0,1,0,-734333,-242544537]] [[1]]
+394800 hr 1 [0,1,0,10292,74588] [[0,1,0,10292,74588]] [[1]]
+394800 hs 1 [0,1,0,-29408,6997188] [[0,1,0,-29408,6997188],[0,1,0,-758408,253399188]] [[1,2],[2,1]]
+394800 ht 1 [0,1,0,-70208,7473588] [[0,1,0,-70208,7473588]] [[1]]
+394800 hu 1 [0,1,0,-488,-12492] [[0,1,0,-488,-12492],[0,1,0,4312,300468]] [[1,3],[3,1]]
+394800 hv 1 [0,1,0,51667,4145463] [[0,1,0,51667,4145463],[0,1,0,-1298333,573845463]] [[1,3],[3,1]]
+394800 hw 1 [0,1,0,-81208,48641588] [[0,1,0,-81208,48641588]] [[1]]
+394800 hx 1 [0,1,0,-1440208,-748866412] [[0,1,0,-1440208,-748866412]] [[1]]
+394800 hy 1 [0,1,0,-33033,-3685437] [[0,1,0,-33033,-3685437]] [[1]]
+394800 hz 1 [0,1,0,262117,-23755512] [[0,1,0,262117,-23755512],[0,1,0,-1165508,-200781012]] [[1,2],[2,1]]
+394800 ia 1 [0,1,0,-62997408,-327975532812] [[0,1,0,-62997408,-327975532812],[0,1,0,-1194005408,-15874811500812],[0,1,0,-1382005408,-10542003500812],[0,1,0,-19102133408,-1016187025324812]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 ib 1 [0,1,0,28387,870663] [[0,1,0,28387,870663]] [[1]]
+394800 ic 1 [0,1,0,-87883,9742988] [[0,1,0,-87883,9742988],[0,1,0,21492,32492988]] [[1,2],[2,1]]
+394800 id 1 [0,1,0,9592,116371188] [[0,1,0,9592,116371188],[0,1,0,-3518408,2494243188],[0,1,0,-56018408,161359243188],[0,1,0,-7466408,-4130500812]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394800 ie 1 [0,1,0,-7008,-1680012] [[0,1,0,-7008,-1680012],[0,1,0,-259008,-50568012]] [[1,2],[2,1]]
+394800 if 1 [0,1,0,-23308,-1377457] [[0,1,0,-23308,-1377457]] [[1]]
+394800 ig 1 [0,1,0,-7708,278588] [[0,1,0,-7708,278588]] [[1]]
+394800 ih 1 [0,1,0,-21208,-1209037] [[0,1,0,-21208,-1209037]] [[1]]
+394800 ii 1 [0,1,0,-282833,-61346037] [[0,1,0,-282833,-61346037]] [[1]]
+394800 ij 1 [0,1,0,952,-746172] [[0,1,0,952,-746172]] [[1]]
+394800 ik 1 [0,1,0,-43,128] [[0,1,0,-43,128]] [[1]]
+394800 il 1 [0,1,0,-170479533,856697853438] [[0,1,0,-170479533,856697853438],[0,1,0,-170478908,856704449688]] [[1,2],[2,1]]
+394800 im 1 [0,1,0,-117783,-15199812] [[0,1,0,-117783,-15199812],[0,1,0,29092,-50449812]] [[1,2],[2,1]]
+394800 in 1 [0,1,0,-446208,-407630412] [[0,1,0,-446208,-407630412],[0,1,0,-11422208,-14830094412],[0,1,0,3963792,10227525588],[0,1,0,-53380208,137187141588]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+394803 a 1 [0,0,1,-966,-11813] [[0,0,1,-966,-11813]] [[1]]
+394805 a 1 [0,1,1,-4448136,-3606833930] [[0,1,1,-4448136,-3606833930]] [[1]]
+394805 b 1 [1,0,1,-3752293,1679943483] [[1,0,1,-3752293,1679943483],[1,0,1,-53102918,148902727983]] [[1,2],[2,1]]
+394805 c 1 [1,-1,0,64156,-39538487] [[1,-1,0,64156,-39538487]] [[1]]
+394805 d 1 [1,1,0,-288880463,-1889961771808] [[1,1,0,-288880463,-1889961771808],[1,1,0,-288485658,-1895384734327]] [[1,2],[2,1]]
+394805 e 1 [0,-1,1,-815930,281115051] [[0,-1,1,-815930,281115051]] [[1]]
+394806 a 1 [1,1,0,-81670,-8411036] [[1,1,0,-81670,-8411036]] [[1]]
+394806 b 1 [1,0,1,747,24760] [[1,0,1,747,24760]] [[1]]
+394806 c 1 [1,0,1,-47499,1279414] [[1,0,1,-47499,1279414]] [[1]]
+394806 d 1 [1,1,1,-378,-2901] [[1,1,1,-378,-2901]] [[1]]
+394808 a 1 [0,0,0,-11,-45] [[0,0,0,-11,-45]] [[1]]
+394810 a 1 [1,1,0,-5493,155437] [[1,1,0,-5493,155437]] [[1]]
+394810 b 1 [1,1,0,128883,6032221] [[1,1,0,128883,6032221]] [[1]]
+394810 c 1 [1,-1,0,-512710,141429300] [[1,-1,0,-512710,141429300],[1,-1,0,-492230,153229876]] [[1,2],[2,1]]
+394810 d 1 [1,-1,0,-769,-7875] [[1,-1,0,-769,-7875],[1,-1,0,31,-24035]] [[1,2],[2,1]]
+394810 e 1 [1,-1,1,2071998,-202313151] [[1,-1,1,2071998,-202313151]] [[1]]
+394810 f 1 [1,0,0,-46775,-3557015] [[1,0,0,-46775,-3557015],[1,0,0,-168255,22609777]] [[1,2],[2,1]]
+394810 g 1 [1,0,0,-8100,279760] [[1,0,0,-8100,279760],[1,0,0,-129580,17942952]] [[1,2],[2,1]]
+394810 h 1 [1,1,1,4,429] [[1,1,1,4,429]] [[1]]
+394811 a 1 [0,0,1,-37,-92] [[0,0,1,-37,-92]] [[1]]
+394812 a 1 [0,0,0,-705,-9367] [[0,0,0,-705,-9367]] [[1]]
+394812 b 1 [0,0,0,-16680,-825356] [[0,0,0,-16680,-825356]] [[1]]
+394814 a 1 [1,-1,0,-28831,-1877043] [[1,-1,0,-28831,-1877043],[1,-1,0,-29471,-1788851]] [[1,2],[2,1]]
+394816 a 1 [0,1,0,183,1015] [[0,1,0,183,1015],[0,1,0,-1057,8703]] [[1,2],[2,1]]
+394816 b 1 [0,0,0,-548,5224] [[0,0,0,-548,5224]] [[1]]
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+394944 bp 1 [0,-1,0,8309,50569] [[0,-1,0,8309,50569]] [[1]]
+394944 bq 1 [0,-1,0,-19521,-416387871] [[0,-1,0,-19521,-416387871]] [[1]]
+394944 br 1 [0,-1,0,-492596001,-4244861283903] [[0,-1,0,-492596001,-4244861283903]] [[1]]
+394944 bs 1 [0,-1,0,-8873,-157551] [[0,-1,0,-8873,-157551]] [[1]]
+394944 bt 1 [0,-1,0,-4108353,3192517473] [[0,-1,0,-4108353,3192517473],[0,-1,0,-65653793,204778451649]] [[1,2],[2,1]]
+394944 bu 1 [0,-1,0,-1339873,-624747935] [[0,-1,0,-1339873,-624747935],[0,-1,0,-109949473,-443712816479]] [[1,3],[3,1]]
+394944 bv 1 [0,-1,0,-12503,542313] [[0,-1,0,-12503,542313]] [[1]]
+394944 bw 1 [0,-1,0,4437,1487565] [[0,-1,0,4437,1487565]] [[1]]
+394944 bx 1 [0,-1,0,-42148,-2586626] [[0,-1,0,-42148,-2586626],[0,-1,0,-221833,38058121]] [[1,2],[2,1]]
+394944 by 1 [0,-1,0,-1590989473,24179701612321] [[0,-1,0,-1590989473,24179701612321],[0,-1,0,-322212513,61681449729825],[0,-1,0,-128508334753,17731525731909409],[0,-1,0,-128507095713,17731884750935841]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+394944 bz 1 [0,-1,0,-913953,-112025439] [[0,-1,0,-913953,-112025439],[0,-1,0,-8154593,8885193825]] [[1,2],[2,1]]
+394944 ca 1 [0,-1,0,-1978753,-1070302847] [[0,-1,0,-1978753,-1070302847],[0,-1,0,-1668993,-1417048191],[0,-1,0,-5812033,4079325505],[0,-1,0,14012607,25850745153]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+394944 cb 1 [0,-1,0,-23393,1369953] [[0,-1,0,-23393,1369953],[0,-1,0,-4033,3549889]] [[1,2],[2,1]]
+394944 cc 1 [0,-1,0,-1533473,-730368351] [[0,-1,0,-1533473,-730368351],[0,-1,0,-1456033,-807514079]] [[1,2],[2,1]]
+394944 cd 1 [0,-1,0,-314497553,2146816934385] [[0,-1,0,-314497553,2146816934385],[0,-1,0,-316307713,2120855257633]] [[1,2],[2,1]]
+394944 ce 1 [0,-1,0,-7908757633,-270705702102911] [[0,-1,0,-7908757633,-270705702102911],[0,-1,0,-126539403393,-17325498133014399]] [[1,2],[2,1]]
+394944 cf 1 [0,-1,0,-10303,608533] [[0,-1,0,-10303,608533]] [[1]]
+394944 cg 1 [0,-1,0,-420273,-104480847] [[0,-1,0,-420273,-104480847],[0,-1,0,-255713,-187320351]] [[1,2],[2,1]]
+394944 ch 1 [0,-1,0,-4033,-97535] [[0,-1,0,-4033,-97535]] [[1]]
+394944 ci 1 [0,-1,0,-1393,20473] [[0,-1,0,-1393,20473]] [[1]]
+394944 cj 1 [0,-1,0,-168593,-26575239] [[0,-1,0,-168593,-26575239]] [[1]]
+394944 ck 1 [0,-1,0,-488033,131771169] [[0,-1,0,-488033,131771169]] [[1]]
+394944 cl 1 [0,-1,0,-45173,81812205] [[0,-1,0,-45173,81812205],[0,-1,0,-15726773,24011306541]] [[1,3],[3,1]]
+394944 cm 1 [0,-1,0,-1246703,-804970659] [[0,-1,0,-1246703,-804970659]] [[1]]
+394944 cn 1 [0,-1,0,-221833,-40140791] [[0,-1,0,-221833,-40140791],[0,-1,0,-216993,-41980959]] [[1,2],[2,1]]
+394944 co 1 [0,-1,0,-2599153,-1611990191] [[0,-1,0,-2599153,-1611990191],[0,-1,0,-2614113,-1592479359]] [[1,2],[2,1]]
+394944 cp 1 [0,-1,0,-65361633,203408968545] [[0,-1,0,-65361633,203408968545],[0,-1,0,-1045780193,13017283464033]] [[1,2],[2,1]]
+394944 cq 1 [0,-1,0,-7553,86913] [[0,-1,0,-7553,86913],[0,-1,0,-67393,-6651071]] [[1,2],[2,1]]
+394944 cr 1 [0,-1,0,-550953,138656553] [[0,-1,0,-550953,138656553],[0,-1,0,847807,726975009]] [[1,2],[2,1]]
+394944 cs 1 [0,-1,0,-337993,-44276087] [[0,-1,0,-337993,-44276087],[0,-1,0,1060767,-317593791]] [[1,2],[2,1]]
+394944 ct 1 [0,-1,0,-348,2070] [[0,-1,0,-348,2070],[0,-1,0,-1833,-27927]] [[1,2],[2,1]]
+394944 cu 1 [0,-1,0,-4033,-115685] [[0,-1,0,-4033,-115685]] [[1]]
+394944 cv 1 [0,-1,0,37,-1131] [[0,-1,0,37,-1131]] [[1]]
+394944 cw 1 [0,-1,0,-1512903,-715767039] [[0,-1,0,-1512903,-715767039]] [[1]]
+394944 cx 1 [0,-1,0,-895667813,10892726397885] [[0,-1,0,-895667813,10892726397885]] [[1]]
+394944 cy 1 [0,-1,0,-11073,473409] [[0,-1,0,-11073,473409],[0,-1,0,-908673,333698433]] [[1,3],[3,1]]
+394944 cz 1 [0,-1,0,-33953,-2386239] [[0,-1,0,-33953,-2386239],[0,-1,0,-542593,-153655775]] [[1,2],[2,1]]
+394944 da 1 [0,-1,0,-73,145] [[0,-1,0,-73,145]] [[1]]
+394944 db 1 [0,-1,0,-633233,-193540719] [[0,-1,0,-633233,-193540719],[0,-1,0,-468673,-296654015]] [[1,2],[2,1]]
+394944 dc 1 [0,-1,0,1412,66178] [[0,-1,0,1412,66178],[0,-1,0,-18553,892729]] [[1,2],[2,1]]
+394944 dd 1 [0,-1,0,-6695,600393] [[0,-1,0,-6695,600393]] [[1]]
+394944 de 1 [0,-1,0,-4275,-106731] [[0,-1,0,-4275,-106731]] [[1]]
+394944 df 1 [0,-1,0,-784725,-267678387] [[0,-1,0,-784725,-267678387]] [[1]]
+394944 dg 1 [0,-1,0,-89217,10279425] [[0,-1,0,-89217,10279425],[0,-1,0,-69857,14844513]] [[1,2],[2,1]]
+394944 dh 1 [0,-1,0,-24097,-168287] [[0,-1,0,-24097,-168287],[0,-1,0,95583,-1436895]] [[1,2],[2,1]]
+394944 di 1 [0,-1,0,-1804997,-932789493] [[0,-1,0,-1804997,-932789493]] [[1]]
+394944 dj 1 [0,-1,0,-69857,5261313] [[0,-1,0,-69857,5261313],[0,-1,0,-398977,-92618975]] [[1,2],[2,1]]
+394944 dk 1 [0,-1,0,-40817,-67527] [[0,-1,0,-40817,-67527]] [[1]]
+394944 dl 1 [0,-1,0,-6937,-126047] [[0,-1,0,-6937,-126047]] [[1]]
+394944 dm 1 [0,-1,0,-2097,37017] [[0,-1,0,-2097,37017]] [[1]]
+394944 dn 1 [0,-1,0,-130357,-18249713] [[0,-1,0,-130357,-18249713]] [[1]]
+394944 do 1 [0,-1,0,-101317,-35495843] [[0,-1,0,-101317,-35495843]] [[1]]
+394944 dp 1 [0,-1,0,-69857,-3427455] [[0,-1,0,-69857,-3427455],[0,-1,0,239903,-25792127]] [[1,2],[2,1]]
+394944 dq 1 [0,-1,0,-263457,-48183903] [[0,-1,0,-263457,-48183903],[0,-1,0,-882977,263682465],[0,-1,0,-13428257,18943604385],[0,-1,0,1749983,1533295777],[0,-1,0,-214849697,1212204499233],[0,-1,0,-12731297,20996987937]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+394944 dr 1 [0,-1,0,-2199457,951740737] [[0,-1,0,-2199457,951740737],[0,-1,0,-12111777,-15429359295],[0,-1,0,8332383,-62242396863],[0,-1,0,-191153057,-1017165320895],[0,-1,0,-188520097,-1046549681087],[0,-1,0,-3058446497,-65101747163583]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+394944 ds 1 [0,-1,0,-6332,874458] [[0,-1,0,-6332,874458],[0,-1,0,-181177,29653945],[0,-1,0,-2896417,1898282113],[0,-1,0,-263457,115425]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 dt 1 [0,-1,0,-30532,2062678] [[0,-1,0,-30532,2062678],[0,-1,0,-35977,1281865],[0,-1,0,123743,9427585],[0,-1,0,-282817,-56923007]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 du 1 [0,-1,0,-51625537,107426494177] [[0,-1,0,-51625537,107426494177],[0,-1,0,-767790657,8188204009185],[0,-1,0,-12284357697,524059004685537],[0,-1,0,-709865537,9475705651425]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 dv 1 [0,-1,0,5163,302733] [[0,-1,0,5163,302733]] [[1]]
+394944 dw 1 [0,-1,0,-253777,-48254567] [[0,-1,0,-253777,-48254567]] [[1]]
+394944 dx 1 [0,-1,0,-839417,171126177] [[0,-1,0,-839417,171126177]] [[1]]
+394944 dy 1 [0,-1,0,-5819777,5405586177] [[0,-1,0,-5819777,5405586177],[0,-1,0,-6148897,4760313505]] [[1,2],[2,1]]
+394944 dz 1 [0,-1,0,-4938897,109633977] [[0,-1,0,-4938897,109633977]] [[1]]
+394944 ea 1 [0,-1,0,-4232257,-3277691327] [[0,-1,0,-4232257,-3277691327],[0,-1,0,-9498177,6509547585]] [[1,2],[2,1]]
+394944 eb 1 [0,-1,0,-1633177,725069017] [[0,-1,0,-1633177,725069017],[0,-1,0,-25412097,49314914145]] [[1,2],[2,1]]
+394944 ec 1 [0,-1,0,-7000737,-7070892255] [[0,-1,0,-7000737,-7070892255],[0,-1,0,-2044577,-16893010143]] [[1,2],[2,1]]
+394944 ed 1 [0,-1,0,-2915777,235653057] [[0,-1,0,-2915777,235653057],[0,-1,0,11565503,1866245185]] [[1,2],[2,1]]
+394944 ee 1 [0,-1,0,-1569,26721] [[0,-1,0,-1569,26721]] [[1]]
+394944 ef 1 [0,-1,0,3430431,12017239137] [[0,-1,0,3430431,12017239137],[0,-1,0,-31069089,-336145016799]] [[1,3],[3,1]]
+394944 eg 1 [0,-1,0,28351,-9039039] [[0,-1,0,28351,-9039039],[0,-1,0,-256769,252644097]] [[1,3],[3,1]]
+394944 eh 1 [0,-1,0,81,3621] [[0,-1,0,81,3621]] [[1]]
+394944 ei 1 [0,-1,0,-189889,-34806143] [[0,-1,0,-189889,-34806143]] [[1]]
+394944 ej 1 [0,-1,0,-8389,-601379] [[0,-1,0,-8389,-601379]] [[1]]
+394944 ek 1 [0,-1,0,-601,673] [[0,-1,0,-601,673]] [[1]]
+394944 el 1 [0,-1,0,65179,-15930627] [[0,-1,0,65179,-15930627]] [[1]]
+394944 em 1 [0,-1,0,-19521,672993] [[0,-1,0,-19521,672993],[0,-1,0,57919,4622433]] [[1,2],[2,1]]
+394944 en 1 [0,-1,0,-1041,-10767] [[0,-1,0,-1041,-10767],[0,-1,0,-16001,-773727]] [[1,2],[2,1]]
+394944 eo 1 [0,-1,0,-51,-207] [[0,-1,0,-51,-207]] [[1]]
+394944 ep 1 [0,-1,0,-126001,16591753] [[0,-1,0,-126001,16591753]] [[1]]
+394944 eq 1 [0,-1,0,-1041,-12087] [[0,-1,0,-1041,-12087]] [[1]]
+394944 er 1 [0,-1,0,-6211,300313] [[0,-1,0,-6211,300313]] [[1]]
+394944 es 1 [0,-1,0,-126001,14834833] [[0,-1,0,-126001,14834833],[0,-1,0,-1936161,1037575233]] [[1,2],[2,1]]
+394944 et 1 [0,-1,0,-72761,-604767] [[0,-1,0,-72761,-604767]] [[1]]
+394944 eu 1 [0,1,0,6787455,-342408095361] [[0,1,0,6787455,-342408095361]] [[1]]
+394944 ev 1 [0,1,0,-1517985,-719912481] [[0,1,0,-1517985,-719912481],[0,1,0,-1208225,-1021928481]] [[1,2],[2,1]]
+394944 ew 1 [0,1,0,321215,-110730721] [[0,1,0,321215,-110730721]] [[1]]
+394944 ex 1 [0,1,0,2655,84159] [[0,1,0,2655,84159]] [[1]]
+394944 ey 1 [0,1,0,-7940060,-11604610866] [[0,1,0,-7940060,-11604610866],[0,1,0,-138930425,-630272104761]] [[1,2],[2,1]]
+394944 ez 1 [0,1,0,821282015,455748460053599] [[0,1,0,821282015,455748460053599]] [[1]]
+394944 fa 1 [0,1,0,-36945,-1317681] [[0,1,0,-36945,-1317681],[0,1,0,127615,-9710241]] [[1,2],[2,1]]
+394944 fb 1 [0,1,0,323,-10639] [[0,1,0,323,-10639],[0,1,0,-28717,-1883719]] [[1,3],[3,1]]
+394944 fc 1 [0,1,0,247163,18490019] [[0,1,0,247163,18490019]] [[1]]
+394944 fd 1 [0,1,0,-2997089,-1998009345] [[0,1,0,-2997089,-1998009345],[0,1,0,-3151969,-1780217089],[0,1,0,-15000289,20719742591],[0,1,0,6218271,-10338994305]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 fe 1 [0,1,0,-25329,1539855] [[0,1,0,-25329,1539855],[0,1,0,-35009,244671],[0,1,0,139231,2091615],[0,1,0,-364129,-84339169]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 ff 1 [0,1,0,-64116609,177783717087] [[0,1,0,-64116609,177783717087],[0,1,0,-243157889,-1268905633569],[0,1,0,396651391,-6819251137569],[0,1,0,-3747627649,-88303813911073]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 fg 1 [0,1,0,-2213009,-1671320235] [[0,1,0,-2213009,-1671320235]] [[1]]
+394944 fh 1 [0,1,0,-10809,160455] [[0,1,0,-10809,160455],[0,1,0,-93089,-10848609]] [[1,2],[2,1]]
+394944 fi 1 [0,1,0,-271729,53662607] [[0,1,0,-271729,53662607],[0,1,0,-17409,150355071]] [[1,2],[2,1]]
+394944 fj 1 [0,1,0,-349609,-79681153] [[0,1,0,-349609,-79681153]] [[1]]
+394944 fk 1 [0,1,0,-93089,8828895] [[0,1,0,-93089,8828895],[0,1,0,-1409569,643635551]] [[1,2],[2,1]]
+394944 fl 1 [0,1,0,-3329,72807] [[0,1,0,-3329,72807]] [[1]]
+394944 fm 1 [0,1,0,156171,17039955] [[0,1,0,156171,17039955]] [[1]]
+394944 fn 1 [0,1,0,-93089,10873311] [[0,1,0,-93089,10873311],[0,1,0,-131809,922271],[0,1,0,526431,7899615],[0,1,0,-1409569,-642302113]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 fo 1 [0,1,0,-524,170982] [[0,1,0,-524,170982],[0,1,0,-49529,4179591],[0,1,0,-790049,270026271],[0,1,0,-93089,-4332033]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 fp 1 [0,1,0,1291,-12333] [[0,1,0,1291,-12333]] [[1]]
+394944 fq 1 [0,1,0,-402849,-98517465] [[0,1,0,-402849,-98517465]] [[1]]
+394944 fr 1 [0,1,0,-2048449,55099295] [[0,1,0,-2048449,55099295],[0,1,0,-23112129,42650072991]] [[1,2],[2,1]]
+394944 fs 1 [0,1,0,-2889,58815] [[0,1,0,-2889,58815]] [[1]]
+394944 ft 1 [0,1,0,-3188878689,66620520833535] [[0,1,0,-3188878689,66620520833535],[0,1,0,-8581180769,-218102735134209]] [[1,2],[2,1]]
+394944 fu 1 [0,1,0,-436729,-111175033] [[0,1,0,-436729,-111175033],[0,1,0,-519009,-66431169]] [[1,2],[2,1]]
+394944 fv 1 [0,1,0,-32879249,-71556446865] [[0,1,0,-32879249,-71556446865],[0,1,0,-2106529,-200131025569]] [[1,2],[2,1]]
+394944 fw 1 [0,1,0,-18289,1249037] [[0,1,0,-18289,1249037]] [[1]]
+394944 fx 1 [0,1,0,-45279329,-91724697825] [[0,1,0,-45279329,-91724697825],[0,1,0,-679667809,-6819922039009],[0,1,0,-635062369,-7753665556705],[0,1,0,-10874488929,-436480658141409]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 fy 1 [0,1,0,54531,2066931] [[0,1,0,54531,2066931],[0,1,0,-238289,17000751],[0,1,0,-3113249,2111696607],[0,1,0,-2048449,-1117245505]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 fz 1 [0,1,0,-814249,-283074409] [[0,1,0,-814249,-283074409],[0,1,0,-809409,-286600833]] [[1,2],[2,1]]
+394944 ga 1 [0,1,0,-13848369,-19840249233] [[0,1,0,-13848369,-19840249233],[0,1,0,-13858049,-19811133729],[0,1,0,-19607969,-1808134209],[0,1,0,-8263009,-35950586113]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 gb 1 [0,1,0,-1102229,18178133235] [[0,1,0,-1102229,18178133235]] [[1]]
+394944 gc 1 [0,1,0,-492596001,4244861283903] [[0,1,0,-492596001,4244861283903]] [[1]]
+394944 gd 1 [0,1,0,-19521,416387871] [[0,1,0,-19521,416387871]] [[1]]
+394944 ge 1 [0,1,0,8309,-50569] [[0,1,0,8309,-50569]] [[1]]
+394944 gf 1 [0,1,0,-1936161,1041212511] [[0,1,0,-1936161,1041212511]] [[1]]
+394944 gg 1 [0,1,0,-232481,-68905377] [[0,1,0,-232481,-68905377]] [[1]]
+394944 gh 1 [0,1,0,-2581,-78157] [[0,1,0,-2581,-78157]] [[1]]
+394944 gi 1 [0,1,0,-1921,51071] [[0,1,0,-1921,51071]] [[1]]
+394944 gj 1 [0,1,0,-16001,-788097] [[0,1,0,-16001,-788097]] [[1]]
+394944 gk 1 [0,1,0,-161,-312897] [[0,1,0,-161,-312897]] [[1]]
+394944 gl 1 [0,1,0,-4071041,-3190707489] [[0,1,0,-4071041,-3190707489]] [[1]]
+394944 gm 1 [0,1,0,-11073,-473409] [[0,1,0,-11073,-473409],[0,1,0,-908673,-333698433]] [[1,3],[3,1]]
+394944 gn 1 [0,1,0,-33953,2386239] [[0,1,0,-33953,2386239],[0,1,0,-542593,153655775]] [[1,2],[2,1]]
+394944 go 1 [0,1,0,-73,-145] [[0,1,0,-73,-145]] [[1]]
+394944 gp 1 [0,1,0,-633233,193540719] [[0,1,0,-633233,193540719],[0,1,0,-468673,296654015]] [[1,2],[2,1]]
+394944 gq 1 [0,1,0,1412,-66178] [[0,1,0,1412,-66178],[0,1,0,-18553,-892729]] [[1,2],[2,1]]
+394944 gr 1 [0,1,0,-4033,115685] [[0,1,0,-4033,115685]] [[1]]
+394944 gs 1 [0,1,0,37,1131] [[0,1,0,37,1131]] [[1]]
+394944 gt 1 [0,1,0,-1512903,715767039] [[0,1,0,-1512903,715767039]] [[1]]
+394944 gu 1 [0,1,0,-895667813,-10892726397885] [[0,1,0,-895667813,-10892726397885]] [[1]]
+394944 gv 1 [0,1,0,-221833,40140791] [[0,1,0,-221833,40140791],[0,1,0,-216993,41980959]] [[1,2],[2,1]]
+394944 gw 1 [0,1,0,-65361633,-203408968545] [[0,1,0,-65361633,-203408968545],[0,1,0,-1045780193,-13017283464033]] [[1,2],[2,1]]
+394944 gx 1 [0,1,0,-2599153,1611990191] [[0,1,0,-2599153,1611990191],[0,1,0,-2614113,1592479359]] [[1,2],[2,1]]
+394944 gy 1 [0,1,0,-550953,-138656553] [[0,1,0,-550953,-138656553],[0,1,0,847807,-726975009]] [[1,2],[2,1]]
+394944 gz 1 [0,1,0,-7553,-86913] [[0,1,0,-7553,-86913],[0,1,0,-67393,6651071]] [[1,2],[2,1]]
+394944 ha 1 [0,1,0,-348,-2070] [[0,1,0,-348,-2070],[0,1,0,-1833,27927]] [[1,2],[2,1]]
+394944 hb 1 [0,1,0,-337993,44276087] [[0,1,0,-337993,44276087],[0,1,0,1060767,317593791]] [[1,2],[2,1]]
+394944 hc 1 [0,1,0,-45173,-81812205] [[0,1,0,-45173,-81812205],[0,1,0,-15726773,-24011306541]] [[1,3],[3,1]]
+394944 hd 1 [0,1,0,-1246703,804970659] [[0,1,0,-1246703,804970659]] [[1]]
+394944 he 1 [0,1,0,-420273,104480847] [[0,1,0,-420273,104480847],[0,1,0,-255713,187320351]] [[1,2],[2,1]]
+394944 hf 1 [0,1,0,-4033,97535] [[0,1,0,-4033,97535]] [[1]]
+394944 hg 1 [0,1,0,-1393,-20473] [[0,1,0,-1393,-20473]] [[1]]
+394944 hh 1 [0,1,0,-168593,26575239] [[0,1,0,-168593,26575239]] [[1]]
+394944 hi 1 [0,1,0,-488033,-131771169] [[0,1,0,-488033,-131771169]] [[1]]
+394944 hj 1 [0,1,0,-10303,-608533] [[0,1,0,-10303,-608533]] [[1]]
+394944 hk 1 [0,1,0,-1590989473,-24179701612321] [[0,1,0,-1590989473,-24179701612321],[0,1,0,-322212513,-61681449729825],[0,1,0,-128508334753,-17731525731909409],[0,1,0,-128507095713,-17731884750935841]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
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+394944 hn 1 [0,1,0,-23393,-1369953] [[0,1,0,-23393,-1369953],[0,1,0,-4033,-3549889]] [[1,2],[2,1]]
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+394944 hp 1 [0,1,0,-7908757633,270705702102911] [[0,1,0,-7908757633,270705702102911],[0,1,0,-126539403393,17325498133014399]] [[1,2],[2,1]]
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+394944 ih 1 [0,1,0,-1633177,-725069017] [[0,1,0,-1633177,-725069017],[0,1,0,-25412097,-49314914145]] [[1,2],[2,1]]
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+394944 ik 1 [0,1,0,-263457,48183903] [[0,1,0,-263457,48183903],[0,1,0,-882977,-263682465],[0,1,0,1749983,-1533295777],[0,1,0,-13428257,-18943604385],[0,1,0,-12731297,-20996987937],[0,1,0,-214849697,-1212204499233]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+394944 il 1 [0,1,0,-2199457,-951740737] [[0,1,0,-2199457,-951740737],[0,1,0,-12111777,15429359295],[0,1,0,-191153057,1017165320895],[0,1,0,8332383,62242396863],[0,1,0,-3058446497,65101747163583],[0,1,0,-188520097,1046549681087]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+394944 im 1 [0,1,0,-6332,-874458] [[0,1,0,-6332,-874458],[0,1,0,-181177,-29653945],[0,1,0,-263457,-115425],[0,1,0,-2896417,-1898282113]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 in 1 [0,1,0,-51625537,-107426494177] [[0,1,0,-51625537,-107426494177],[0,1,0,-767790657,-8188204009185],[0,1,0,-709865537,-9475705651425],[0,1,0,-12284357697,-524059004685537]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 io 1 [0,1,0,-30532,-2062678] [[0,1,0,-30532,-2062678],[0,1,0,-35977,-1281865],[0,1,0,-282817,56923007],[0,1,0,123743,-9427585]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+394944 ip 1 [0,1,0,-130357,18249713] [[0,1,0,-130357,18249713]] [[1]]
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+395850 cd 1 [1,0,1,-1720576,-775041202] [[1,0,1,-1720576,-775041202]] [[1]]
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+395850 ck 1 [1,0,1,-3627326,2684107298] [[1,0,1,-3627326,2684107298]] [[1]]
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+395850 cm 1 [1,0,1,-1269416,471233378] [[1,0,1,-1269416,471233378],[1,0,1,2212034,2601880778]] [[1,2],[2,1]]
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+395850 cq 1 [1,0,1,-443953751,3600395611898] [[1,0,1,-443953751,3600395611898],[1,0,1,-444753751,3586768411898],[1,0,1,-159143751,8131965951898],[1,0,1,-743163751,-1830566728102]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 cr 1 [1,0,1,-18876,1247398] [[1,0,1,-18876,1247398],[1,0,1,-322626,70502398]] [[1,2],[2,1]]
+395850 cs 1 [1,0,1,-8137951,-8938833952] [[1,0,1,-8137951,-8938833952]] [[1]]
+395850 ct 1 [1,0,1,-3810251,-19136856202] [[1,0,1,-3810251,-19136856202]] [[1]]
+395850 cu 1 [1,0,1,5249,205898] [[1,0,1,5249,205898]] [[1]]
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+395850 cw 1 [1,0,1,-7824076,-8433616702] [[1,0,1,-7824076,-8433616702]] [[1]]
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+395850 da 1 [1,0,1,-42141151,118804179698] [[1,0,1,-42141151,118804179698]] [[1]]
+395850 db 1 [1,0,1,-291,-3362] [[1,0,1,-291,-3362]] [[1]]
+395850 dc 1 [1,0,1,129,-212] [[1,0,1,129,-212]] [[1]]
+395850 dd 1 [1,0,1,-78454951,267462976298] [[1,0,1,-78454951,267462976298],[1,0,1,-80484951,252891636298]] [[1,2],[2,1]]
+395850 de 1 [1,0,1,-190676,-30566752] [[1,0,1,-190676,-30566752]] [[1]]
+395850 df 1 [1,0,1,-9228076,10792564298] [[1,0,1,-9228076,10792564298]] [[1]]
+395850 dg 1 [1,0,1,-184349376,-800282511602] [[1,0,1,-184349376,-800282511602],[1,0,1,-867241376,9087993648398]] [[1,2],[2,1]]
+395850 dh 1 [1,0,1,63424,13670798] [[1,0,1,63424,13670798]] [[1]]
+395850 di 1 [1,0,1,-587751,-174935102] [[1,0,1,-587751,-174935102]] [[1]]
+395850 dj 1 [1,0,1,124249,7823648] [[1,0,1,124249,7823648]] [[1]]
+395850 dk 1 [1,0,1,77984,-2574802] [[1,0,1,77984,-2574802]] [[1]]
+395850 dl 1 [1,0,1,-7131951,6450131548] [[1,0,1,-7131951,6450131548]] [[1]]
+395850 dm 1 [1,0,1,-80601,8791798] [[1,0,1,-80601,8791798]] [[1]]
+395850 dn 1 [1,0,1,-36493951,84852345548] [[1,0,1,-36493951,84852345548],[1,0,1,-39492076,70092649298]] [[1,3],[3,1]]
+395850 do 1 [1,0,1,-141726,20005648] [[1,0,1,-141726,20005648]] [[1]]
+395850 dp 1 [1,0,1,-46826,-17036452] [[1,0,1,-46826,-17036452],[1,0,1,-1320826,-582692452]] [[1,2],[2,1]]
+395850 dq 1 [1,0,1,-8578414876,-300400503688102] [[1,0,1,-8578414876,-300400503688102],[1,0,1,-136578414876,-19427696503688102],[1,0,1,-135902414876,-19629528471688102],[1,0,1,-2185254414876,-1243372296535688102]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 dr 1 [1,0,1,-85326,-9682952] [[1,0,1,-85326,-9682952]] [[1]]
+395850 ds 1 [1,0,1,-79776,-8758052] [[1,0,1,-79776,-8758052]] [[1]]
+395850 dt 1 [1,0,1,-20320576,35255855048] [[1,0,1,-20320576,35255855048]] [[1]]
+395850 du 1 [1,0,1,7249,568898] [[1,0,1,7249,568898]] [[1]]
+395850 dv 1 [1,1,1,-31735388,58904172281] [[1,1,1,-31735388,58904172281],[1,1,1,55300862,325235097281]] [[1,2],[2,1]]
+395850 dw 1 [1,1,1,-10457755328,-411633229052959] [[1,1,1,-10457755328,-411633229052959]] [[1]]
+395850 dx 1 [1,1,1,549787,195941531] [[1,1,1,549787,195941531],[1,1,1,-3590713,1959794531],[1,1,1,-53344963,149928934031],[1,1,1,-20084463,-33039942969]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 dy 1 [1,1,1,11585437,2853063281] [[1,1,1,11585437,2853063281],[1,1,1,-47239063,22971042281],[1,1,1,-568170313,5204153254781],[1,1,1,-467499813,-3869484024219]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 dz 1 [1,1,1,44787,-90275469] [[1,1,1,44787,-90275469],[1,1,1,-2767713,-1727150469],[1,1,1,-6573963,4050737031],[1,1,1,-43961463,-112208787969]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 ea 1 [1,1,1,-11108,451181] [[1,1,1,-11108,451181]] [[1]]
+395850 eb 1 [1,1,1,-17563,1560281] [[1,1,1,-17563,1560281],[1,1,1,-336063,74815281]] [[1,2],[2,1]]
+395850 ec 1 [1,1,1,-312963,-67594119] [[1,1,1,-312963,-67594119]] [[1]]
+395850 ed 1 [1,1,1,-218043,37407561] [[1,1,1,-218043,37407561],[1,1,1,-2847618,-1840719729]] [[1,3],[3,1]]
+395850 ee 1 [1,1,1,14437,-9341719] [[1,1,1,14437,-9341719]] [[1]]
+395850 ef 1 [1,1,1,-95256263,-2392107025219] [[1,1,1,-95256263,-2392107025219]] [[1]]
+395850 eg 1 [1,1,1,-325518,-71640879] [[1,1,1,-325518,-71640879]] [[1]]
+395850 eh 1 [1,1,1,-5030213,-4344483469] [[1,1,1,-5030213,-4344483469]] [[1]]
+395850 ei 1 [1,1,1,7128437,-14794907719] [[1,1,1,7128437,-14794907719]] [[1]]
+395850 ej 1 [1,1,1,-3533088,2388265281] [[1,1,1,-3533088,2388265281],[1,1,1,-55501088,159123753281]] [[1,2],[2,1]]
+395850 ek 1 [1,1,1,-718612888,-7405974527719] [[1,1,1,-718612888,-7405974527719],[1,1,1,-924657888,-2815291927719]] [[1,2],[2,1]]
+395850 el 1 [1,1,1,-76178,1888031] [[1,1,1,-76178,1888031],[1,1,1,295022,15251231]] [[1,2],[2,1]]
+395850 em 1 [1,1,1,-7263,-420219] [[1,1,1,-7263,-420219]] [[1]]
+395850 en 1 [1,1,1,-6328713,6893159031] [[1,1,1,-6328713,6893159031],[1,1,1,-104743713,412559789031],[1,1,1,42240912,-24046876719],[1,1,1,-173759088,-195118876719]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+395850 eo 1 [1,1,1,-62083438,195063023531] [[1,1,1,-62083438,195063023531],[1,1,1,-1003275438,12231026319531],[1,1,1,311572187,561839783531],[1,1,1,-16052400438,782806422819531],[1,1,1,-1013222438,11976104603531],[1,1,1,-1294059813,4572708519531],[1,1,1,-16057899813,782243216679531],[1,1,1,-12220331813,-516370087896469]] [[1,2,3,4,4,6,12,12],[2,1,6,2,2,3,6,6],[3,6,1,12,12,2,4,4],[4,2,12,1,4,6,3,12],[4,2,12,4,1,6,12,3],[6,3,2,6,6,1,2,2],[12,6,4,3,12,2,1,4],[12,6,4,12,3,2,4,1]]
+395850 ep 1 [1,1,1,1312,87281] [[1,1,1,1312,87281],[1,1,1,-23188,1263281],[1,1,1,-364438,84528281],[1,1,1,-73938,-6247719]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 eq 1 [1,1,1,-3138198,2138448531] [[1,1,1,-3138198,2138448531],[1,1,1,-3219398,2021845331]] [[1,2],[2,1]]
+395850 er 1 [1,1,1,3237,-26469] [[1,1,1,3237,-26469]] [[1]]
+395850 es 1 [1,1,1,5343813559162,1189109901260774531] [[1,1,1,5343813559162,1189109901260774531]] [[1]]
+395850 et 1 [1,1,1,-61088,-5846719] [[1,1,1,-61088,-5846719]] [[1]]
+395850 eu 1 [1,1,1,2537,110381] [[1,1,1,2537,110381]] [[1]]
+395850 ev 1 [1,1,1,-3543138,2500706031] [[1,1,1,-3543138,2500706031]] [[1]]
+395850 ew 1 [1,1,1,-1459758,678234861] [[1,1,1,-1459758,678234861],[1,1,1,-1579683,560109321]] [[1,3],[3,1]]
+395850 ex 1 [1,1,1,-285278,51486941] [[1,1,1,-285278,51486941]] [[1]]
+395850 ey 1 [1,1,1,-2015013,1098974781] [[1,1,1,-2015013,1098974781]] [[1]]
+395850 ez 1 [1,1,1,1949612,-321850219] [[1,1,1,1949612,-321850219]] [[1]]
+395850 fa 1 [1,1,1,-183938,-36217969] [[1,1,1,-183938,-36217969],[1,1,1,-3095938,-2097913969]] [[1,2],[2,1]]
+395850 fb 1 [1,1,1,-3413,-78829] [[1,1,1,-3413,-78829]] [[1]]
+395850 fc 1 [1,1,1,-812823,281721711] [[1,1,1,-812823,281721711]] [[1]]
+395850 fd 1 [1,1,1,-262973,51795731] [[1,1,1,-262973,51795731],[1,1,1,-257173,54196931]] [[1,2],[2,1]]
+395850 fe 1 [1,1,1,89712,-36760719] [[1,1,1,89712,-36760719],[1,1,1,-1262288,-501848719],[1,1,1,-4421288,3010959281],[1,1,1,-19735288,-33753248719]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 ff 1 [1,1,1,7162,-195469] [[1,1,1,7162,-195469],[1,1,1,-38338,-1833469]] [[1,2],[2,1]]
+395850 fg 1 [1,1,1,-149363,19416881] [[1,1,1,-149363,19416881]] [[1]]
+395850 fh 1 [1,1,1,4362,168531] [[1,1,1,4362,168531]] [[1]]
+395850 fi 1 [1,1,1,-8335445138,312914522176031] [[1,1,1,-8335445138,312914522176031],[1,1,1,-135881285138,19278980930176031]] [[1,2],[2,1]]
+395850 fj 1 [1,1,1,149377769437,-698460803702719] [[1,1,1,149377769437,-698460803702719]] [[1]]
+395850 fk 1 [1,1,1,-210949388,-1179364075219] [[1,1,1,-210949388,-1179364075219]] [[1]]
+395850 fl 1 [1,1,1,-1413,19851] [[1,1,1,-1413,19851]] [[1]]
+395850 fm 1 [1,1,1,-1386938,-621559969] [[1,1,1,-1386938,-621559969]] [[1]]
+395850 fn 1 [1,1,1,-68823,-6227859] [[1,1,1,-68823,-6227859]] [[1]]
+395850 fo 1 [1,1,1,-71938,7343531] [[1,1,1,-71938,7343531],[1,1,1,-122688,-4430469]] [[1,2],[2,1]]
+395850 fp 1 [1,1,1,477687,142847031] [[1,1,1,477687,142847031]] [[1]]
+395850 fq 1 [1,1,1,69812,29314781] [[1,1,1,69812,29314781],[1,1,1,-1104688,414550781]] [[1,2],[2,1]]
+395850 fr 1 [1,1,1,21987,10788531] [[1,1,1,21987,10788531]] [[1]]
+395850 fs 1 [1,1,1,-98,341] [[1,1,1,-98,341]] [[1]]
+395850 ft 1 [1,1,1,-791063,175216781] [[1,1,1,-791063,175216781]] [[1]]
+395850 fu 1 [1,1,1,27764437,-138459311719] [[1,1,1,27764437,-138459311719],[1,1,1,-292235563,-1695579311719],[1,1,1,-1184035563,13941241888281],[1,1,1,-4520435563,-116981680511719]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 fv 1 [1,1,1,-128688,18360081] [[1,1,1,-128688,18360081]] [[1]]
+395850 fw 1 [1,1,1,-136414688,-1004925032719] [[1,1,1,-136414688,-1004925032719],[1,1,1,-2549819188,-49543316336719],[1,1,1,-2920562938,-34193042111719],[1,1,1,-40793547438,-3171302365927719]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 fx 1 [1,1,1,-4675313,3826582031] [[1,1,1,-4675313,3826582031],[1,1,1,-9675313,-5803417969],[1,1,1,32849687,-42970267969],[1,1,1,-132200313,-584856567969]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 fy 1 [1,1,1,-1473829938,-23261210967969] [[1,1,1,-1473829938,-23261210967969]] [[1]]
+395850 fz 1 [1,1,1,-145093,21414821] [[1,1,1,-145093,21414821]] [[1]]
+395850 ga 1 [1,0,0,-38213,1932417] [[1,0,0,-38213,1932417],[1,0,0,-241213,-44148583]] [[1,2],[2,1]]
+395850 gb 1 [1,0,0,2912,935792] [[1,0,0,2912,935792],[1,0,0,-127588,16987292]] [[1,2],[2,1]]
+395850 gc 1 [1,0,0,-2338,43292] [[1,0,0,-2338,43292]] [[1]]
+395850 gd 1 [1,0,0,-517563,-143350383] [[1,0,0,-517563,-143350383],[1,0,0,-549563,-124630383],[1,0,0,-2811563,1705327617],[1,0,0,1200437,-756380383]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 ge 1 [1,0,0,16187,-1880383] [[1,0,0,16187,-1880383],[1,0,0,-165813,-22810383]] [[1,2],[2,1]]
+395850 gf 1 [1,0,0,-10203,-397503] [[1,0,0,-10203,-397503],[1,0,0,-9503,-454203]] [[1,2],[2,1]]
+395850 gg 1 [1,0,0,-236821388,-1390275466608] [[1,0,0,-236821388,-1390275466608],[1,0,0,-3779761388,-89442963286608]] [[1,2],[2,1]]
+395850 gh 1 [1,0,0,-35967938,-82471400508] [[1,0,0,-35967938,-82471400508],[1,0,0,-12419938,-188884812508]] [[1,2],[2,1]]
+395850 gi 1 [1,0,0,-1413,567] [[1,0,0,-1413,567]] [[1]]
+395850 gj 1 [1,0,0,-3256663,2258631017] [[1,0,0,-3256663,2258631017]] [[1]]
+395850 gk 1 [1,0,0,1632,64512] [[1,0,0,1632,64512]] [[1]]
+395850 gl 1 [1,0,0,-636188,195070992] [[1,0,0,-636188,195070992],[1,0,0,-798188,87988992],[1,0,0,3004312,684981492],[1,0,0,-7192688,-7361603508]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 gm 1 [1,0,0,-398730338,-3800703243708] [[1,0,0,-398730338,-3800703243708],[1,0,0,-6796394338,-215646551275708]] [[1,2],[2,1]]
+395850 gn 1 [1,0,0,-99136888,-379935260608] [[1,0,0,-99136888,-379935260608]] [[1]]
+395850 go 1 [1,0,0,-8842588,18982391792] [[1,0,0,-8842588,18982391792]] [[1]]
+395850 gp 1 [1,0,0,-1715013,-867121983] [[1,0,0,-1715013,-867121983]] [[1]]
+395850 gq 1 [1,0,0,-65013,-3544983] [[1,0,0,-65013,-3544983]] [[1]]
+395850 gr 1 [1,0,0,-7013,251517] [[1,0,0,-7013,251517],[1,0,0,-115763,15150267]] [[1,2],[2,1]]
+395850 gs 1 [1,0,0,-639078,-91347228] [[1,0,0,-639078,-91347228],[1,0,0,2228122,-684857628]] [[1,2],[2,1]]
+395850 gt 1 [1,0,0,9037,168417] [[1,0,0,9037,168417],[1,0,0,-40963,1418417],[1,0,0,-548463,156205917],[1,0,0,-333463,-73169083]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 gu 1 [1,0,0,-1658138,-821838108] [[1,0,0,-1658138,-821838108]] [[1]]
+395850 gv 1 [1,0,0,-19488,1636992] [[1,0,0,-19488,1636992]] [[1]]
+395850 gw 1 [1,0,0,-191218,60492932] [[1,0,0,-191218,60492932]] [[1]]
+395850 gx 1 [1,0,0,-508,-208] [[1,0,0,-508,-208]] [[1]]
+395850 gy 1 [1,0,0,-138438,37659492] [[1,0,0,-138438,37659492],[1,0,0,-2730438,1735419492],[1,0,0,-43680438,111112869492],[1,0,0,-3252438,1024977492]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 gz 1 [1,0,0,-84341088,-325736216208] [[1,0,0,-84341088,-325736216208],[1,0,0,-1383866588,-19814720139708]] [[1,2],[2,1]]
+395850 ha 1 [1,0,0,-38021813,-90469708383] [[1,0,0,-38021813,-90469708383],[1,0,0,-608773813,-5781437900383]] [[1,2],[2,1]]
+395850 hb 1 [1,0,0,-393638,1100417892] [[1,0,0,-393638,1100417892]] [[1]]
+395850 hc 1 [1,0,0,-12069588,-16140356208] [[1,0,0,-12069588,-16140356208],[1,0,0,-12197588,-15780548208],[1,0,0,-32497588,50377151792],[1,0,0,6054412,-58910024208]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 hd 1 [1,0,0,-3588,363792] [[1,0,0,-3588,363792],[1,0,0,-101588,12417792],[1,0,0,-1624088,796505292],[1,0,0,-147088,178292]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 he 1 [1,0,0,-118846013,449959400817] [[1,0,0,-118846013,449959400817]] [[1]]
+395850 hf 1 [1,0,0,-642263,50407017] [[1,0,0,-642263,50407017],[1,0,0,-30657263,-65336617983]] [[1,3],[3,1]]
+395850 hg 1 [1,0,0,-9153,3013257] [[1,0,0,-9153,3013257]] [[1]]
+395850 hh 1 [1,0,0,-25858938,50661291492] [[1,0,0,-25858938,50661291492]] [[1]]
+395850 hi 1 [1,0,0,-98,-378] [[1,0,0,-98,-378]] [[1]]
+395850 hj 1 [1,0,0,-308763,-49838733] [[1,0,0,-308763,-49838733]] [[1]]
+395850 hk 1 [1,0,0,-258728588,-1601845316208] [[1,0,0,-258728588,-1601845316208],[1,0,0,-259066588,-1597450302208],[1,0,0,-406662088,429183508292],[1,0,0,-116879088,-3342801864708]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 hl 1 [1,0,0,-11276713,-13003020583] [[1,0,0,-11276713,-13003020583],[1,0,0,-44044713,98834163417],[1,0,0,-680652713,6834783411417],[1,0,0,68275287,520595763417]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 hm 1 [1,0,0,-143063,-2569383] [[1,0,0,-143063,-2569383],[1,0,0,567437,-20331883]] [[1,2],[2,1]]
+395850 hn 1 [1,0,0,-162488,25286592] [[1,0,0,-162488,25286592]] [[1]]
+395850 ho 1 [1,0,0,-30653013,-65324293983] [[1,0,0,-30653013,-65324293983],[1,0,0,-30788013,-64719898983]] [[1,2],[2,1]]
+395850 hp 1 [1,0,0,-17331138,40098949992] [[1,0,0,-17331138,40098949992]] [[1]]
+395850 hq 1 [1,0,0,-8599938,9706418892] [[1,0,0,-8599938,9706418892]] [[1]]
+395850 hr 1 [1,0,0,-6555688,-6489488758] [[1,0,0,-6555688,-6489488758]] [[1]]
+395850 hs 1 [1,0,0,-686588,-228212208] [[1,0,0,-686588,-228212208]] [[1]]
+395850 ht 1 [1,0,0,-7013,225417] [[1,0,0,-7013,225417],[1,0,0,-18263,-652533]] [[1,3],[3,1]]
+395850 hu 1 [1,0,0,808937,1100112617] [[1,0,0,808937,1100112617],[1,0,0,-12313063,15389970617],[1,0,0,-192902563,1031205908117],[1,0,0,-41675563,-85822566883]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+395850 hv 1 [1,0,0,-327730194138,72214200060353892] [[1,0,0,-327730194138,72214200060353892],[1,0,0,-327057914138,72525218973593892]] [[1,2],[2,1]]
+395850 hw 1 [1,0,0,307987,185584017] [[1,0,0,307987,185584017],[1,0,0,-3607013,2366239017]] [[1,2],[2,1]]
+395850 hx 1 [1,0,0,-12513,-124983] [[1,0,0,-12513,-124983]] [[1]]
+395850 hy 1 [1,0,0,331187,162714617] [[1,0,0,331187,162714617]] [[1]]
+395850 hz 1 [1,0,0,-3688,62492] [[1,0,0,-3688,62492],[1,0,0,-54438,4883742]] [[1,2],[2,1]]
+395855 a 1 [1,1,1,-665,-6170] [[1,1,1,-665,-6170],[1,1,1,-10320,-407818]] [[1,2],[2,1]]
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+396240 bw 1 [0,1,0,-71001,7887699] [[0,1,0,-71001,7887699]] [[1]]
+396240 bx 1 [0,1,0,-370761,-86039565] [[0,1,0,-370761,-86039565]] [[1]]
+396240 by 1 [0,1,0,104,-3436] [[0,1,0,104,-3436]] [[1]]
+396240 bz 1 [0,1,0,-64741,1552595] [[0,1,0,-64741,1552595]] [[1]]
+396240 ca 1 [0,1,0,-82141,9023159] [[0,1,0,-82141,9023159]] [[1]]
+396240 cb 1 [0,1,0,799,8955] [[0,1,0,799,8955]] [[1]]
+396240 cc 1 [0,1,0,-1136,-14076] [[0,1,0,-1136,-14076]] [[1]]
+396240 cd 1 [0,1,0,12064,134004] [[0,1,0,12064,134004]] [[1]]
+396240 ce 1 [0,1,0,-29751,-1797876] [[0,1,0,-29751,-1797876],[0,1,0,-110396,12137580],[0,1,0,-1697896,850972580],[0,1,0,186784,66462084]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396240 cf 1 [0,1,0,-976,-14860] [[0,1,0,-976,-14860]] [[1]]
+396240 cg 1 [0,1,0,-107656,13559540] [[0,1,0,-107656,13559540],[0,1,0,-112776,12193524],[0,1,0,211704,69691380],[0,1,0,-519176,-132647436]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396240 ch 1 [0,1,0,16089,3644280] [[0,1,0,16089,3644280],[0,1,0,-279156,53009244],[0,1,0,-4385856,3533848164],[0,1,0,-896376,-263748060]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396240 ci 1 [0,1,0,-861,1710] [[0,1,0,-861,1710],[0,1,0,3364,16920]] [[1,2],[2,1]]
+396240 cj 1 [0,1,0,-3016,-140716] [[0,1,0,-3016,-140716]] [[1]]
+396240 ck 1 [0,1,0,-90821,10518255] [[0,1,0,-90821,10518255]] [[1]]
+396240 cl 1 [0,1,0,-855876,-305012376] [[0,1,0,-855876,-305012376]] [[1]]
+396240 cm 1 [0,1,0,-15292516,23012817224] [[0,1,0,-15292516,23012817224]] [[1]]
+396240 cn 1 [0,1,0,-46261,-7694065] [[0,1,0,-46261,-7694065]] [[1]]
+396240 co 1 [0,1,0,-3397316,-523974025380] [[0,1,0,-3397316,-523974025380],[0,1,0,-995584816,-11917858400380]] [[1,2],[2,1]]
+396240 cp 1 [0,1,0,-156,360] [[0,1,0,-156,360]] [[1]]
+396240 cq 1 [0,1,0,-73880,7700100] [[0,1,0,-73880,7700100]] [[1]]
+396240 cr 1 [0,1,0,1192560,-1374493932] [[0,1,0,1192560,-1374493932]] [[1]]
+396240 cs 1 [0,1,0,-6000,-57852] [[0,1,0,-6000,-57852]] [[1]]
+396240 ct 1 [0,1,0,249755,68573075] [[0,1,0,249755,68573075]] [[1]]
+396240 cu 1 [0,1,0,-2451519320,-47428494244332] [[0,1,0,-2451519320,-47428494244332]] [[1]]
+396240 cv 1 [0,1,0,-23245,-1371865] [[0,1,0,-23245,-1371865]] [[1]]
+396240 cw 1 [0,1,0,-832705,292194578] [[0,1,0,-832705,292194578],[0,1,0,-824580,298184328]] [[1,2],[2,1]]
+396240 cx 1 [0,1,0,-640,-6220] [[0,1,0,-640,-6220]] [[1]]
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+396240 cz 1 [0,1,0,75,-28125] [[0,1,0,75,-28125]] [[1]]
+396240 da 1 [0,1,0,-6625,-361477] [[0,1,0,-6625,-361477]] [[1]]
+396240 db 1 [0,1,0,920,15860] [[0,1,0,920,15860]] [[1]]
+396240 dc 1 [0,1,0,-325,8450] [[0,1,0,-325,8450],[0,1,0,-8580,302328]] [[1,2],[2,1]]
+396240 dd 1 [0,1,0,-30005,-25778397] [[0,1,0,-30005,-25778397]] [[1]]
+396240 de 1 [0,1,0,-20,600] [[0,1,0,-20,600]] [[1]]
+396240 df 1 [0,1,0,-596040,-177321612] [[0,1,0,-596040,-177321612]] [[1]]
+396240 dg 1 [0,1,0,-6002674705,179003772046475] [[0,1,0,-6002674705,179003772046475]] [[1]]
+396240 dh 1 [0,1,0,-37760,-886092] [[0,1,0,-37760,-886092]] [[1]]
+396242 a 1 [1,1,0,-336,31360] [[1,1,0,-336,31360]] [[1]]
+396242 b 1 [1,0,1,-375,-9270] [[1,0,1,-375,-9270]] [[1]]
+396242 c 1 [1,-1,0,-1736722,882262772] [[1,-1,0,-1736722,882262772]] [[1]]
+396242 d 1 [1,-1,1,-10117293,12388983189] [[1,-1,1,-10117293,12388983189]] [[1]]
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+396242 f 1 [1,1,1,-8355,-372287] [[1,1,1,-8355,-372287]] [[1]]
+396242 g 1 [1,0,0,949166,-321497852] [[1,0,0,949166,-321497852]] [[1]]
+396242 h 1 [1,0,0,31,-775] [[1,0,0,31,-775]] [[1]]
+396242 i 1 [1,0,0,-79321,8946373] [[1,0,0,-79321,8946373]] [[1]]
+396244 a 1 [0,-1,0,-18469,-959950] [[0,-1,0,-18469,-959950]] [[1]]
+396244 b 1 [0,-1,0,-821,-8783] [[0,-1,0,-821,-8783]] [[1]]
+396245 a 1 [0,1,1,-456,2256] [[0,1,1,-456,2256]] [[1]]
+396245 b 1 [0,0,1,-458,-3541] [[0,0,1,-458,-3541]] [[1]]
+396246 a 1 [1,0,0,18,-6] [[1,0,0,18,-6]] [[1]]
+396252 a 1 [0,0,0,-21,-71] [[0,0,0,-21,-71]] [[1]]
+396252 b 1 [0,0,0,-1413,-19431] [[0,0,0,-1413,-19431]] [[1]]
+396252 c 1 [0,0,0,-12717,524637] [[0,0,0,-12717,524637]] [[1]]
+396252 d 1 [0,0,0,-189,1917] [[0,0,0,-189,1917]] [[1]]
+396253 a 1 [0,-1,1,-19156,1026910] [[0,-1,1,-19156,1026910]] [[1]]
+396253 b 1 [1,0,1,-3096457,70028439] [[1,0,1,-3096457,70028439],[1,0,1,-34656362,78313344915]] [[1,2],[2,1]]
+396255 a 1 [0,1,1,-21,-214] [[0,1,1,-21,-214]] [[1]]
+396256 a 1 [0,1,0,-29,12907] [[0,1,0,-29,12907]] [[1]]
+396256 b 1 [0,1,0,-40,-3528] [[0,1,0,-40,-3528]] [[1]]
+396256 c 1 [0,-1,0,-91089,10497505] [[0,-1,0,-91089,10497505]] [[1]]
+396256 d 1 [0,-1,0,-2689,54545] [[0,-1,0,-2689,54545]] [[1]]
+396256 e 1 [0,-1,0,7987,466021] [[0,-1,0,7987,466021]] [[1]]
+396256 f 1 [0,1,0,-2689,-54545] [[0,1,0,-2689,-54545]] [[1]]
+396256 g 1 [0,1,0,-91089,-10497505] [[0,1,0,-91089,-10497505]] [[1]]
+396256 h 1 [0,1,0,7987,-466021] [[0,1,0,7987,-466021]] [[1]]
+396256 i 1 [0,-1,0,-29,-12907] [[0,-1,0,-29,-12907]] [[1]]
+396256 j 1 [0,-1,0,-40,3528] [[0,-1,0,-40,3528]] [[1]]
+396258 a 1 [1,0,1,-180564530,940146179780] [[1,0,1,-180564530,940146179780],[1,0,1,534223615,4997523902132],[1,0,1,-5269965440,-227208308499250]] [[1,3,9],[3,1,3],[9,3,1]]
+396258 b 1 [1,0,1,-614,5798] [[1,0,1,-614,5798]] [[1]]
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+396258 d 1 [1,1,1,-981,322107] [[1,1,1,-981,322107]] [[1]]
+396260 a 1 [0,-1,0,-66,221] [[0,-1,0,-66,221]] [[1]]
+396260 b 1 [0,-1,0,-170,857] [[0,-1,0,-170,857]] [[1]]
+396261 a 1 [1,-1,0,162,-243] [[1,-1,0,162,-243]] [[1]]
+396262 a 1 [1,-1,1,-19,-39] [[1,-1,1,-19,-39]] [[1]]
+396264 a 1 [0,-1,0,-912,238716] [[0,-1,0,-912,238716]] [[1]]
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+396264 h 1 [0,1,0,-59224,-3144064] [[0,1,0,-59224,-3144064],[0,1,0,190416,-22516128]] [[1,2],[2,1]]
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+396264 j 1 [0,1,0,-13948296,-20074976784] [[0,1,0,-13948296,-20074976784]] [[1]]
+396264 k 1 [0,1,0,-2516,-178179] [[0,1,0,-2516,-178179]] [[1]]
+396264 l 1 [0,1,0,171480,-7121808] [[0,1,0,171480,-7121808]] [[1]]
+396264 m 1 [0,1,0,-6412,195557] [[0,1,0,-6412,195557]] [[1]]
+396264 n 1 [0,1,0,-71445913044,7350430786131969] [[0,1,0,-71445913044,7350430786131969]] [[1]]
+396264 o 1 [0,1,0,-2244,-42111] [[0,1,0,-2244,-42111]] [[1]]
+396265 a 1 [0,0,1,-124532,4283437] [[0,0,1,-124532,4283437]] [[1]]
+396270 a 1 [1,-1,0,14168385,-9604905075] [[1,-1,0,14168385,-9604905075]] [[1]]
+396270 b 1 [1,-1,0,-3421045530,1255838280405300] [[1,-1,0,-3421045530,1255838280405300],[1,-1,0,-196694573850,33300550621155636],[1,-1,0,-3139919282970,2141538884858171700],[1,-1,0,-345846317850,-24078513090178764],[1,-1,0,-50238707428890,137058457246071970356],[1,-1,0,-3132726482970,2151838596116891700]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+396270 c 1 [1,-1,0,-3255525,2261713045] [[1,-1,0,-3255525,2261713045]] [[1]]
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+396270 g 1 [1,-1,0,-565980180885,-237811345026872459] [[1,-1,0,-565980180885,-237811345026872459],[1,-1,0,-10147364352405,-12439472217960641675]] [[1,2],[2,1]]
+396270 h 1 [1,-1,0,-458640,119679606] [[1,-1,0,-458640,119679606]] [[1]]
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+396270 j 1 [1,-1,0,-345780,-78954800] [[1,-1,0,-345780,-78954800],[1,-1,0,-5547780,-5028137600],[1,-1,0,-5563080,-4998997220],[1,-1,0,-88764480,-321867401180]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 k 1 [1,-1,0,-91950,16100000] [[1,-1,0,-91950,16100000],[1,-1,0,-1666320,828160046]] [[1,2],[2,1]]
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+396270 n 1 [1,-1,0,-19185,-2201059] [[1,-1,0,-19185,-2201059],[1,-1,0,-397185,-96171859]] [[1,2],[2,1]]
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+396270 p 1 [1,-1,0,-332010,-73548324] [[1,-1,0,-332010,-73548324]] [[1]]
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+396270 bl 1 [1,-1,0,-13734,610740] [[1,-1,0,-13734,610740],[1,-1,0,1386,1871748]] [[1,2],[2,1]]
+396270 bm 1 [1,-1,0,-15309,732645] [[1,-1,0,-15309,732645]] [[1]]
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+396270 bo 1 [1,-1,0,17586,2075220] [[1,-1,0,17586,2075220],[1,-1,0,-176814,25053300]] [[1,2],[2,1]]
+396270 bp 1 [1,-1,0,-79711569,-276881183267] [[1,-1,0,-79711569,-276881183267],[1,-1,0,-1279231569,-17610185087267]] [[1,2],[2,1]]
+396270 bq 1 [1,-1,0,-11709,-484785] [[1,-1,0,-11709,-484785]] [[1]]
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+396270 bs 1 [1,-1,0,2304036,449480448] [[1,-1,0,2304036,449480448],[1,-1,0,-9770544,3702372300],[1,-1,0,-124292574,532862864118],[1,-1,0,-88441794,-317417935950]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 bt 1 [1,-1,0,-37374,963710] [[1,-1,0,-37374,963710]] [[1]]
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+396270 bv 1 [1,-1,0,391041,-24147347] [[1,-1,0,391041,-24147347]] [[1]]
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+396270 bz 1 [1,-1,0,23961,5630345] [[1,-1,0,23961,5630345],[1,-1,0,-366189,79056575]] [[1,2],[2,1]]
+396270 ca 1 [1,-1,0,-17829,924385] [[1,-1,0,-17829,924385],[1,-1,0,-285579,58811935]] [[1,2],[2,1]]
+396270 cb 1 [1,-1,0,-365653044,2691329345280] [[1,-1,0,-365653044,2691329345280],[1,-1,0,-5850449424,172240645921668]] [[1,2],[2,1]]
+396270 cc 1 [1,-1,0,10133181,37116459733] [[1,-1,0,10133181,37116459733],[1,-1,0,-124236099,481529416405],[1,-1,0,-1933944579,32735239772053],[1,-1,0,-464436099,-3331364143595]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 cd 1 [1,-1,0,-288279,-167838647] [[1,-1,0,-288279,-167838647],[1,-1,0,-6660729,-6605287637]] [[1,2],[2,1]]
+396270 ce 1 [1,-1,0,-1321164,652346320] [[1,-1,0,-1321164,652346320]] [[1]]
+396270 cf 1 [1,-1,0,-4299,243693] [[1,-1,0,-4299,243693],[1,-1,0,37326,-5362732]] [[1,3],[3,1]]
+396270 cg 1 [1,-1,0,-79254,-13944812] [[1,-1,0,-79254,-13944812]] [[1]]
+396270 ch 1 [1,-1,0,-198234,-34899660] [[1,-1,0,-198234,-34899660],[1,-1,0,-3197034,-2199433500]] [[1,2],[2,1]]
+396270 ci 1 [1,-1,0,-22205274,42091849268] [[1,-1,0,-22205274,42091849268],[1,-1,0,-359705274,2625924349268]] [[1,2],[2,1]]
+396270 cj 1 [1,-1,0,-132984,-18608832] [[1,-1,0,-132984,-18608832],[1,-1,0,-534744,132300000]] [[1,3],[3,1]]
+396270 ck 1 [1,-1,1,3890092,1357785767] [[1,-1,1,3890092,1357785767],[1,-1,1,-17286728,11421010631],[1,-1,1,-228591878,1329458014271],[1,-1,1,-144810698,-662823723553]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 cl 1 [1,-1,1,-15068,694927] [[1,-1,1,-15068,694927],[1,-1,1,4912,2389231]] [[1,2],[2,1]]
+396270 cm 1 [1,-1,1,7196241622,-78004290488983] [[1,-1,1,7196241622,-78004290488983]] [[1]]
+396270 cn 1 [1,-1,1,-21270443,-35556949893] [[1,-1,1,-21270443,-35556949893],[1,-1,1,-334798763,-2357798510469]] [[1,2],[2,1]]
+396270 co 1 [1,-1,1,-187868,-29740769] [[1,-1,1,-187868,-29740769],[1,-1,1,131812,-120785633]] [[1,2],[2,1]]
+396270 cp 1 [1,-1,1,-25268,42207] [[1,-1,1,-25268,42207]] [[1]]
+396270 cq 1 [1,-1,1,-36702293,-95346276343] [[1,-1,1,-36702293,-95346276343],[1,-1,1,-605671043,-5737012813843]] [[1,2],[2,1]]
+396270 cr 1 [1,-1,1,24862,1819361] [[1,-1,1,24862,1819361],[1,-1,1,-159458,18186977],[1,-1,1,-2362658,1398271457],[1,-1,1,-905378,-316581919]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 cs 1 [1,-1,1,-32198,10490897] [[1,-1,1,-32198,10490897],[1,-1,1,-942548,351325937]] [[1,2],[2,1]]
+396270 ct 1 [1,-1,1,-48353,-4078303] [[1,-1,1,-48353,-4078303],[1,-1,1,-57173,-2480119],[1,-1,1,-453443,115925357],[1,-1,1,197977,-18707659]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 cu 1 [1,-1,1,-23648,824229411] [[1,-1,1,-23648,824229411]] [[1]]
+396270 cv 1 [1,-1,1,-42908,-12517473] [[1,-1,1,-42908,-12517473],[1,-1,1,-1113908,-451199073]] [[1,2],[2,1]]
+396270 cw 1 [1,-1,1,-2622756218,-76008436079943] [[1,-1,1,-2622756218,-76008436079943],[1,-1,1,-47229906218,-3949943142119943]] [[1,2],[2,1]]
+396270 cx 1 [1,-1,1,-3010718,-2354156243] [[1,-1,1,-3010718,-2354156243],[1,-1,1,-50427038,-137813099219]] [[1,2],[2,1]]
+396270 cy 1 [1,-1,1,-348143,-78000793] [[1,-1,1,-348143,-78000793],[1,-1,1,-41963,-210637969]] [[1,2],[2,1]]
+396270 cz 1 [1,-1,1,-57721703,168973017887] [[1,-1,1,-57721703,168973017887]] [[1]]
+396270 da 1 [1,-1,1,-1598,24617] [[1,-1,1,-1598,24617],[1,-1,1,-68,68681]] [[1,2],[2,1]]
+396270 db 1 [1,-1,1,-1598,-1843] [[1,-1,1,-1598,-1843],[1,-1,1,-16718,832781]] [[1,2],[2,1]]
+396270 dc 1 [1,-1,1,-2467253,-1558134963] [[1,-1,1,-2467253,-1558134963],[1,-1,1,-39967253,-97243134963]] [[1,2],[2,1]]
+396270 dd 1 [1,-1,1,188617,172204431] [[1,-1,1,188617,172204431],[1,-1,1,-3728183,2614720911]] [[1,2],[2,1]]
+396270 de 1 [1,-1,1,-753863,-204580033] [[1,-1,1,-753863,-204580033],[1,-1,1,-3702983,2559335231],[1,-1,1,-58134983,170623578431],[1,-1,1,3543097,11350279487]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 df 1 [1,-1,1,-30623,-2033913] [[1,-1,1,-30623,-2033913],[1,-1,1,-56543,1937031],[1,-1,1,-735863,242959767],[1,-1,1,208057,14743671]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 dg 1 [1,-1,1,4147,197237] [[1,-1,1,4147,197237],[1,-1,1,-38693,-6541019]] [[1,3],[3,1]]
+396270 dh 1 [1,-1,1,-2858,-19879] [[1,-1,1,-2858,-19879],[1,-1,1,-36878,-2714263]] [[1,2],[2,1]]
+396270 di 1 [1,-1,1,-6953,-229669] [[1,-1,1,-6953,-229669],[1,-1,1,35122,-656539]] [[1,3],[3,1]]
+396270 dj 1 [1,-1,1,-6953,245337] [[1,-1,1,-6953,245337],[1,-1,1,-114053,14853777]] [[1,2],[2,1]]
+396270 dk 1 [1,-1,1,-896963,-326746933] [[1,-1,1,-896963,-326746933],[1,-1,1,-1076738,-186343423]] [[1,3],[3,1]]
+396270 dl 1 [1,-1,1,-6953,-537879] [[1,-1,1,-6953,-537879]] [[1]]
+396270 dm 1 [1,-1,1,693472,-962126013] [[1,-1,1,693472,-962126013]] [[1]]
+396270 dn 1 [1,-1,1,-198788,-34063833] [[1,-1,1,-198788,-34063833]] [[1]]
+396270 do 1 [1,-1,1,-7050803,-6798280813] [[1,-1,1,-7050803,-6798280813],[1,-1,1,-102535178,398109412937]] [[1,3],[3,1]]
+396270 dp 1 [1,-1,1,-368381498,-5403810826119] [[1,-1,1,-368381498,-5403810826119],[1,-1,1,-7387287098,-244231900333959]] [[1,2],[2,1]]
+396270 dq 1 [1,-1,1,-2678,84341] [[1,-1,1,-2678,84341],[1,-1,1,-49298,4224197]] [[1,2],[2,1]]
+396270 dr 1 [1,-1,1,-380903,-90077169] [[1,-1,1,-380903,-90077169],[1,-1,1,-566123,6755847]] [[1,2],[2,1]]
+396270 ds 1 [1,-1,1,2662,-209419] [[1,-1,1,2662,-209419],[1,-1,1,-40688,-2914459]] [[1,2],[2,1]]
+396270 dt 1 [1,-1,1,-11498,-481903] [[1,-1,1,-11498,-481903],[1,-1,1,49927,-2046823]] [[1,3],[3,1]]
+396270 du 1 [1,-1,1,21352,-106869] [[1,-1,1,21352,-106869],[1,-1,1,-85748,-792309]] [[1,2],[2,1]]
+396270 dv 1 [1,-1,1,32497,12920087] [[1,-1,1,32497,12920087],[1,-1,1,-667223,198485831],[1,-1,1,-293843,-358222769],[1,-1,1,-9579413,-11363480333]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396270 dw 1 [1,-1,1,-2132,82231] [[1,-1,1,-2132,82231],[1,-1,1,-44132,3576631]] [[1,2],[2,1]]
+396270 dx 1 [1,-1,1,-52289057,-149454280719] [[1,-1,1,-52289057,-149454280719],[1,-1,1,-842890337,-9418779927951]] [[1,2],[2,1]]
+396270 dy 1 [1,-1,1,-108649742,435795017501] [[1,-1,1,-108649742,435795017501],[1,-1,1,-124420622,301010768669],[1,-1,1,399934498,2174846225501],[1,-1,1,-901109822,-10199205863971]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 dz 1 [1,-1,1,-106657457,423993843681] [[1,-1,1,-106657457,423993843681],[1,-1,1,-108834737,405782202849]] [[1,2],[2,1]]
+396270 ea 1 [1,-1,1,-10217,-592891] [[1,-1,1,-10217,-592891],[1,-1,1,-185147,-30610879]] [[1,2],[2,1]]
+396270 eb 1 [1,-1,1,-1292,6351] [[1,-1,1,-1292,6351],[1,-1,1,4828,45519]] [[1,2],[2,1]]
+396270 ec 1 [1,-1,1,-33287,-96426241] [[1,-1,1,-33287,-96426241],[1,-1,1,-3362567,-2345687809],[1,-1,1,-6361367,2479981151],[1,-1,1,-53632247,-151164048481]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 ed 1 [1,-1,1,548158,71676609] [[1,-1,1,548158,71676609],[1,-1,1,-2435522,603965121]] [[1,2],[2,1]]
+396270 ee 1 [1,-1,1,-63887,-1786921] [[1,-1,1,-63887,-1786921],[1,-1,1,-588767,172683191],[1,-1,1,-9399947,11095021919],[1,-1,1,-175667,410133071]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 ef 1 [1,-1,1,-3677,-60699] [[1,-1,1,-3677,-60699],[1,-1,1,-21677,1184901],[1,-1,1,-342977,77397261],[1,-1,1,11623,4474941]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 eg 1 [1,-1,1,-88558187,493696577211] [[1,-1,1,-88558187,493696577211]] [[1]]
+396270 eh 1 [1,-1,1,-170312,-23280501] [[1,-1,1,-170312,-23280501],[1,-1,1,-734792,219671691],[1,-1,1,-11444792,14905223691],[1,-1,1,943528,1076286219]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 ei 1 [1,-1,1,-46311962,-119529256359] [[1,-1,1,-46311962,-119529256359],[1,-1,1,-2222042,-337756724391]] [[1,2],[2,1]]
+396270 ej 1 [1,-1,1,-54287,4916311] [[1,-1,1,-54287,4916311],[1,-1,1,-870287,312711511]] [[1,2],[2,1]]
+396270 ek 1 [1,-1,1,2195968,-1405950811] [[1,-1,1,2195968,-1405950811],[1,-1,1,-21495317,61080348341]] [[1,3],[3,1]]
+396270 el 1 [1,-1,1,843538,-42318201] [[1,-1,1,843538,-42318201]] [[1]]
+396270 em 1 [1,-1,1,112738,789549] [[1,-1,1,112738,789549],[1,-1,1,-451742,6660141],[1,-1,1,-5113742,4441154541],[1,-1,1,-4821422,-4058890131]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 en 1 [1,-1,1,-2567,50491] [[1,-1,1,-2567,50491],[1,-1,1,-3917,-7289]] [[1,2],[2,1]]
+396270 eo 1 [1,-1,1,-666167,-267943809] [[1,-1,1,-666167,-267943809],[1,-1,1,-11470667,-14949098409],[1,-1,1,-12286517,-12699636789],[1,-1,1,-183526817,-956922108429]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 ep 1 [1,-1,1,-440732,-105435169] [[1,-1,1,-440732,-105435169],[1,-1,1,-1400732,512036831],[1,-1,1,-35072732,-79938292769],[1,-1,1,-35078132,-79912441889]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396270 eq 1 [1,-1,1,-3609302,-2460378139] [[1,-1,1,-3609302,-2460378139],[1,-1,1,3465418,-10933062811],[1,-1,1,-56500637,162982698149],[1,-1,1,-31433117,308364287141]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396270 er 1 [1,-1,1,-11477,155629] [[1,-1,1,-11477,155629],[1,-1,1,-146477,21593629]] [[1,2],[2,1]]
+396270 es 1 [1,-1,1,-13487,-60628561] [[1,-1,1,-13487,-60628561],[1,-1,1,121378,1636890221]] [[1,3],[3,1]]
+396270 et 1 [1,-1,1,9282793,40459309359] [[1,-1,1,9282793,40459309359],[1,-1,1,-135224087,557851742511],[1,-1,1,-2116145687,37468760099631],[1,-1,1,-466412567,-3241674975441]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396270 eu 1 [1,-1,1,-7142,-1578891] [[1,-1,1,-7142,-1578891],[1,-1,1,-251942,-48384651]] [[1,2],[2,1]]
+396270 ev 1 [1,-1,1,-281552,34737059] [[1,-1,1,-281552,34737059],[1,-1,1,-1948532,-1021461469],[1,-1,1,-20186087,34913150111],[1,-1,1,-20246567,34693462559]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396270 ew 1 [1,-1,1,178,-12679] [[1,-1,1,178,-12679],[1,-1,1,-7172,-224359]] [[1,2],[2,1]]
+396272 a 1 [0,-1,0,400,-4672] [[0,-1,0,400,-4672]] [[1]]
+396274 a 1 [1,0,1,-292,1314] [[1,0,1,-292,1314]] [[1]]
+396274 b 1 [1,0,0,-78,196] [[1,0,0,-78,196]] [[1]]
+396275 a 1 [0,-1,1,5940092,3730533718] [[0,-1,1,5940092,3730533718]] [[1]]
+396275 b 1 [0,1,1,-291408,-65678156] [[0,1,1,-291408,-65678156]] [[1]]
+396275 c 1 [0,1,1,162342,1023094] [[0,1,1,162342,1023094]] [[1]]
+396275 d 1 [0,0,1,-39325,-3036344] [[0,0,1,-39325,-3036344]] [[1]]
+396275 e 1 [0,0,1,-31420675,67794110656] [[0,0,1,-31420675,67794110656]] [[1]]
+396275 f 1 [1,0,0,30187,-999008] [[1,0,0,30187,-999008],[1,0,0,-136188,-8485883]] [[1,2],[2,1]]
+396275 g 1 [1,-1,1,395,8022] [[1,-1,1,395,8022]] [[1]]
+396275 h 1 [1,0,0,-324563,-71242258] [[1,0,0,-324563,-71242258]] [[1]]
+396275 i 1 [0,-1,1,-137133,-20139582] [[0,-1,1,-137133,-20139582]] [[1]]
+396275 j 1 [0,-1,1,1326967,-299749407] [[0,-1,1,1326967,-299749407],[0,-1,1,-14524033,26201141218]] [[1,3],[3,1]]
+396275 k 1 [0,-1,1,-367033,-615574532] [[0,-1,1,-367033,-615574532],[0,-1,1,3293217,16340533593]] [[1,3],[3,1]]
+396275 l 1 [0,1,1,-16133,-25212731] [[0,1,1,-16133,-25212731]] [[1]]
+396275 m 1 [0,1,1,2017,-84056] [[0,1,1,2017,-84056]] [[1]]
+396275 n 1 [0,1,1,-1589133,-772538981] [[0,1,1,-1589133,-772538981]] [[1]]
+396275 o 1 [1,-1,0,47833,-10821134] [[1,-1,0,47833,-10821134]] [[1]]
+396275 p 1 [1,0,1,-39272126,94784173273] [[1,0,1,-39272126,94784173273]] [[1]]
+396275 q 1 [0,0,1,87725,4783281] [[0,0,1,87725,4783281]] [[1]]
+396275 r 1 [0,-1,1,29242,-4666707] [[0,-1,1,29242,-4666707]] [[1]]
+396275 s 1 [0,1,1,-259969508,-1613796797981] [[0,1,1,-259969508,-1613796797981]] [[1]]
+396276 a 1 [0,-1,0,-38,-315] [[0,-1,0,-38,-315]] [[1]]
+396276 b 1 [0,1,0,-11890,495089] [[0,1,0,-11890,495089]] [[1]]
+396276 c 1 [0,1,0,38,-43] [[0,1,0,38,-43]] [[1]]
+396278 a 1 [1,-1,1,-40,101] [[1,-1,1,-40,101]] [[1]]
+396280 a 1 [0,-1,0,-160,-100] [[0,-1,0,-160,-100]] [[1]]
+396280 b 1 [0,0,0,13,766] [[0,0,0,13,766]] [[1]]
+396283 a 1 [0,-1,1,11,-31] [[0,-1,1,11,-31]] [[1]]
+396285 a 1 [0,1,1,-37675,2808604] [[0,1,1,-37675,2808604]] [[1]]
+396285 b 1 [1,1,0,-743413,264401392] [[1,1,0,-743413,264401392],[1,1,0,-12134038,16263673267]] [[1,2],[2,1]]
+396286 a 1 [1,1,0,19,125] [[1,1,0,19,125]] [[1]]
+396292 a 1 [0,0,0,-2536,-49155] [[0,0,0,-2536,-49155],[0,0,0,-2471,-51794]] [[1,2],[2,1]]
+396294 a 1 [1,1,0,-1247,-29307] [[1,1,0,-1247,-29307]] [[1]]
+396294 b 1 [1,1,0,-3204752,2244281532] [[1,1,0,-3204752,2244281532]] [[1]]
+396294 c 1 [1,1,0,-11855372,15706678608] [[1,1,0,-11855372,15706678608]] [[1]]
+396294 d 1 [1,0,1,-783035499629,266698261549838888] [[1,0,1,-783035499629,266698261549838888]] [[1]]
+396294 e 1 [1,0,1,-82397504,-488659092082] [[1,0,1,-82397504,-488659092082]] [[1]]
+396294 f 1 [1,0,0,-27940103,56717193609] [[1,0,0,-27940103,56717193609],[1,0,0,-17372263,100127766761]] [[1,2],[2,1]]
+396295 a 1 [0,-1,1,-1535,-22644] [[0,-1,1,-1535,-22644]] [[1]]
+396297 a 1 [0,0,1,-5520,-364172] [[0,0,1,-5520,-364172]] [[1]]
+396297 b 1 [0,0,1,23370,10742332] [[0,0,1,23370,10742332]] [[1]]
+396297 c 1 [1,-1,0,387,-140292] [[1,-1,0,387,-140292]] [[1]]
+396297 d 1 [0,0,1,171,-277] [[0,0,1,171,-277]] [[1]]
+396297 e 1 [0,0,1,196341,91797079] [[0,0,1,196341,91797079]] [[1]]
+396300 a 1 [0,-1,0,-1108,-17288] [[0,-1,0,-1108,-17288]] [[1]]
+396300 b 1 [0,-1,0,267,-10863] [[0,-1,0,267,-10863]] [[1]]
+396300 c 1 [0,-1,0,-22108,-7745288] [[0,-1,0,-22108,-7745288]] [[1]]
+396300 d 1 [0,-1,0,-73,-278] [[0,-1,0,-73,-278]] [[1]]
+396300 e 1 [0,1,0,-1833,-38412] [[0,1,0,-1833,-38412]] [[1]]
+396300 f 1 [0,1,0,6667,-1344537] [[0,1,0,6667,-1344537]] [[1]]
+396301 a 1 [0,1,1,-4516,115317] [[0,1,1,-4516,115317]] [[1]]
+396302 a 1 [1,1,0,-294,1940] [[1,1,0,-294,1940]] [[1]]
+396303 a 1 [1,1,1,-137770,-19739914] [[1,1,1,-137770,-19739914]] [[1]]
+396303 b 1 [1,0,0,-10030,386009] [[1,0,0,-10030,386009]] [[1]]
+396304 a 1 [0,1,0,-56,-1964] [[0,1,0,-56,-1964]] [[1]]
+396304 b 1 [0,1,0,-660,6367] [[0,1,0,-660,6367]] [[1]]
+396304 c 1 [0,1,0,-844200,298268596] [[0,1,0,-844200,298268596]] [[1]]
+396304 d 1 [0,1,0,35968,-11056460] [[0,1,0,35968,-11056460],[0,1,0,-579072,-157928012]] [[1,2],[2,1]]
+396304 e 1 [0,1,0,-11336,160132] [[0,1,0,-11336,160132],[0,1,0,-99696,-12033548]] [[1,2],[2,1]]
+396304 f 1 [0,0,0,113,-690] [[0,0,0,113,-690],[0,0,0,-827,-7270]] [[1,2],[2,1]]
+396304 g 1 [0,0,0,-7451,-198454] [[0,0,0,-7451,-198454],[0,0,0,-37531,2623050]] [[1,2],[2,1]]
+396304 h 1 [0,0,0,-623,7066] [[0,0,0,-623,7066]] [[1]]
+396304 i 1 [0,0,0,-5336459,5524389690] [[0,0,0,-5336459,5524389690],[0,0,0,-89222539,324375379770],[0,0,0,-1427549579,20760361615162],[0,0,0,-93072779,294852509498]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396304 j 1 [0,0,0,-8299,290970] [[0,0,0,-8299,290970],[0,0,0,-8939,243482]] [[1,2],[2,1]]
+396304 k 1 [0,1,0,1696,56372] [[0,1,0,1696,56372]] [[1]]
+396304 l 1 [0,1,0,-262480,51646612] [[0,1,0,-262480,51646612]] [[1]]
+396304 m 1 [0,1,0,-3880,91732] [[0,1,0,-3880,91732]] [[1]]
+396304 n 1 [0,-1,0,45288,-1728784] [[0,-1,0,45288,-1728784],[0,-1,0,-502792,166101744]] [[1,3],[3,1]]
+396304 o 1 [0,-1,0,-470696,-124144336] [[0,-1,0,-470696,-124144336]] [[1]]
+396304 p 1 [0,-1,0,-21488,268736] [[0,-1,0,-21488,268736],[0,-1,0,-262128,51669440]] [[1,2],[2,1]]
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+396480 bq 1 [0,-1,0,-3536,49890] [[0,-1,0,-3536,49890],[0,-1,0,10919,341881]] [[1,2],[2,1]]
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+396480 bs 1 [0,-1,0,-30241,1842625] [[0,-1,0,-30241,1842625],[0,-1,0,-112161,-12427839],[0,-1,0,189919,-68070975],[0,-1,0,-1724961,-871405119]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 bt 1 [0,-1,0,-4821,-134379] [[0,-1,0,-4821,-134379],[0,-1,0,-78321,-8410479]] [[1,2],[2,1]]
+396480 bu 1 [0,-1,0,-3354401,2365546401] [[0,-1,0,-3354401,2365546401],[0,-1,0,-3077921,2771363745],[0,-1,0,-7487201,-4472786079],[0,-1,0,23970079,-32287313055]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
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+396480 bw 1 [0,-1,0,-238841,45006711] [[0,-1,0,-238841,45006711]] [[1]]
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+396480 ca 1 [0,-1,0,1119,-16575] [[0,-1,0,1119,-16575],[0,-1,0,-6881,-155775],[0,-1,0,-40481,3022785],[0,-1,0,-101281,-12371135]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 cb 1 [0,-1,0,-13035,643725] [[0,-1,0,-13035,643725]] [[1]]
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+396480 cf 1 [0,-1,0,-257985,17827425] [[0,-1,0,-257985,17827425],[0,-1,0,-3331265,2339383137],[0,-1,0,-53287745,149740973025],[0,-1,0,-2547265,3468186337]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 cg 1 [0,-1,0,-9840,-372438] [[0,-1,0,-9840,-372438],[0,-1,0,-9945,-363975]] [[1,2],[2,1]]
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+396480 ci 1 [0,-1,0,-960,-11118] [[0,-1,0,-960,-11118],[0,-1,0,-665,-18375]] [[1,2],[2,1]]
+396480 cj 1 [0,-1,0,-198465,-42768063] [[0,-1,0,-198465,-42768063],[0,-1,0,-3398465,-2410128063],[0,-1,0,-3622465,-2074083263],[0,-1,0,-54374465,-154308412863]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 ck 1 [0,-1,0,7405,969057] [[0,-1,0,7405,969057]] [[1]]
+396480 cl 1 [0,-1,0,-3365,-73923] [[0,-1,0,-3365,-73923]] [[1]]
+396480 cm 1 [0,-1,0,-4496065,-7332197663] [[0,-1,0,-4496065,-7332197663]] [[1]]
+396480 cn 1 [0,-1,0,-211485,33121107] [[0,-1,0,-211485,33121107]] [[1]]
+396480 co 1 [0,-1,0,-155,-723] [[0,-1,0,-155,-723]] [[1]]
+396480 cp 1 [0,-1,0,-945,945] [[0,-1,0,-945,945],[0,-1,0,3775,3777]] [[1,2],[2,1]]
+396480 cq 1 [0,-1,0,-7144240,7352293162] [[0,-1,0,-7144240,7352293162],[0,-1,0,-7120345,7403892025]] [[1,2],[2,1]]
+396480 cr 1 [0,-1,0,-3185,-65583] [[0,-1,0,-3185,-65583],[0,-1,0,1535,-247775]] [[1,2],[2,1]]
+396480 cs 1 [0,-1,0,-105,147] [[0,-1,0,-105,147]] [[1]]
+396480 ct 1 [0,-1,0,-135105,19159137] [[0,-1,0,-135105,19159137],[0,-1,0,-137985,18302625],[0,-1,0,145215,83495265],[0,-1,0,-467265,-101752863]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 cu 1 [0,-1,0,-2625,-50463] [[0,-1,0,-2625,-50463],[0,-1,0,-705,-124575]] [[1,2],[2,1]]
+396480 cv 1 [0,-1,0,-9665,-43935] [[0,-1,0,-9665,-43935],[0,-1,0,-113345,-14621343],[0,-1,0,-73025,-25209375],[0,-1,0,-1812545,-938646303]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 cw 1 [0,-1,0,-53025,4717377] [[0,-1,0,-53025,4717377],[0,-1,0,-51905,4925025]] [[1,2],[2,1]]
+396480 cx 1 [0,-1,0,-645,1125] [[0,-1,0,-645,1125],[0,-1,0,-6545,-200655]] [[1,2],[2,1]]
+396480 cy 1 [0,-1,0,-89991385,327939096217] [[0,-1,0,-89991385,327939096217],[0,-1,0,-57049665,571095108225]] [[1,2],[2,1]]
+396480 cz 1 [0,-1,0,-4705,-82175] [[0,-1,0,-4705,-82175],[0,-1,0,13215,-573183]] [[1,2],[2,1]]
+396480 da 1 [0,-1,0,475,-4923] [[0,-1,0,475,-4923],[0,-1,0,-3025,-46223]] [[1,2],[2,1]]
+396480 db 1 [0,-1,0,-4282465,3412467937] [[0,-1,0,-4282465,3412467937],[0,-1,0,-4206945,3538541025]] [[1,2],[2,1]]
+396480 dc 1 [0,-1,0,-1825,31777] [[0,-1,0,-1825,31777]] [[1]]
+396480 dd 1 [0,-1,0,-155,-135] [[0,-1,0,-155,-135]] [[1]]
+396480 de 1 [0,-1,0,-46256645,-121068191715] [[0,-1,0,-46256645,-121068191715]] [[1]]
+396480 df 1 [0,-1,0,-2533025,-169407423] [[0,-1,0,-2533025,-169407423],[0,-1,0,10064095,-1361094975]] [[1,2],[2,1]]
+396480 dg 1 [0,-1,0,-164225,-24742623] [[0,-1,0,-164225,-24742623],[0,-1,0,-415105,69237025],[0,-1,0,-6015105,5679317025],[0,-1,0,1170815,469840417]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 dh 1 [0,-1,0,-980145,-373693743] [[0,-1,0,-980145,-373693743]] [[1]]
+396480 di 1 [0,-1,0,-207905,36680865] [[0,-1,0,-207905,36680865]] [[1]]
+396480 dj 1 [0,-1,0,-400,3190] [[0,-1,0,-400,3190],[0,-1,0,-105,7497]] [[1,2],[2,1]]
+396480 dk 1 [0,-1,0,-8186305,-9009592223] [[0,-1,0,-8186305,-9009592223],[0,-1,0,-6977985,-11762870175]] [[1,2],[2,1]]
+396480 dl 1 [0,-1,0,-1045605,399494397] [[0,-1,0,-1045605,399494397]] [[1]]
+396480 dm 1 [0,-1,0,-14085,-624483] [[0,-1,0,-14085,-624483]] [[1]]
+396480 dn 1 [0,-1,0,-7315,222337] [[0,-1,0,-7315,222337]] [[1]]
+396480 do 1 [0,-1,0,-223025,40613937] [[0,-1,0,-223025,40613937],[0,-1,0,-223105,40583425],[0,-1,0,-158305,64572385],[0,-1,0,-289185,14640417]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 dp 1 [0,-1,0,-104060,-12880350] [[0,-1,0,-104060,-12880350],[0,-1,0,-121465,-8261063],[0,-1,0,-930945,340301025],[0,-1,0,409535,-61467263]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 dq 1 [0,-1,0,-18600,-1152990] [[0,-1,0,-18600,-1152990]] [[1]]
+396480 dr 1 [0,-1,0,-10295,-398643] [[0,-1,0,-10295,-398643]] [[1]]
+396480 ds 1 [0,-1,0,-2541505,1560345025] [[0,-1,0,-2541505,1560345025],[0,-1,0,-2115265,2100179137]] [[1,3],[3,1]]
+396480 dt 1 [0,-1,0,-31605,-1330515] [[0,-1,0,-31605,-1330515]] [[1]]
+396480 du 1 [0,-1,0,-18445,928525] [[0,-1,0,-18445,928525],[0,-1,0,11055,3589425]] [[1,2],[2,1]]
+396480 dv 1 [0,-1,0,-226840,-56317730] [[0,-1,0,-226840,-56317730],[0,-1,0,-3977545,-3051630743]] [[1,2],[2,1]]
+396480 dw 1 [0,-1,0,-20560,1141582] [[0,-1,0,-20560,1141582],[0,-1,0,-20265,1175625]] [[1,2],[2,1]]
+396480 dx 1 [0,-1,0,-1120,-16790] [[0,-1,0,-1120,-16790]] [[1]]
+396480 dy 1 [0,-1,0,-645,-279243] [[0,-1,0,-645,-279243],[0,-1,0,-68145,-6745743]] [[1,2],[2,1]]
+396480 dz 1 [0,-1,0,-2105,-14343] [[0,-1,0,-2105,-14343],[0,-1,0,7615,-117375]] [[1,2],[2,1]]
+396480 ea 1 [0,-1,0,-858740,-285135150] [[0,-1,0,-858740,-285135150],[0,-1,0,-2811865,1480099225],[0,-1,0,-42636865,107167684225],[0,-1,0,5763135,8736264225]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 eb 1 [0,-1,0,-41300,-3216798] [[0,-1,0,-41300,-3216798],[0,-1,0,-41305,-3215975],[0,-1,0,-48385,-2030783],[0,-1,0,-34305,-4348575]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 ec 1 [0,-1,0,-5019505,4329994705] [[0,-1,0,-5019505,4329994705],[0,-1,0,-5297985,3822994017],[0,-1,0,10891615,22599692097],[0,-1,0,-25943265,-47406203775]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 ed 1 [0,-1,0,5974555,8244543525] [[0,-1,0,5974555,8244543525],[0,-1,0,-43232945,86474627025],[0,-1,0,-56894405,-305956229403],[0,-1,0,-1111581905,-14257151541903]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396480 ee 1 [0,-1,0,-7654480,-8148650978] [[0,-1,0,-7654480,-8148650978],[0,-1,0,-7654185,-8149310775]] [[1,2],[2,1]]
+396480 ef 1 [0,-1,0,-404040,-86797638] [[0,-1,0,-404040,-86797638],[0,-1,0,622855,-457095975]] [[1,2],[2,1]]
+396480 eg 1 [0,-1,0,-1245569185,51523682596417] [[0,-1,0,-1245569185,51523682596417]] [[1]]
+396480 eh 1 [0,-1,0,-4985,-114183] [[0,-1,0,-4985,-114183],[0,-1,0,8735,-643775]] [[1,2],[2,1]]
+396480 ei 1 [0,-1,0,-5,-483] [[0,-1,0,-5,-483]] [[1]]
+396480 ej 1 [0,-1,0,-8085,574605] [[0,-1,0,-8085,574605]] [[1]]
+396480 ek 1 [0,-1,0,3551795,-8226233603] [[0,-1,0,3551795,-8226233603],[0,-1,0,-45860785,-108701773775]] [[1,2],[2,1]]
+396480 el 1 [0,1,0,-51593981,105322030275] [[0,1,0,-51593981,105322030275],[0,1,0,-293941201,-1854249121201],[0,1,0,179753279,-7258061010145],[0,1,0,-4645191201,-121859113371201],[0,1,0,-4587371201,-125040404463201],[0,1,0,-74323011201,-7798919514279201]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+396480 em 1 [0,1,0,1119,16575] [[0,1,0,1119,16575],[0,1,0,-6881,155775],[0,1,0,-101281,12371135],[0,1,0,-40481,-3022785]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 en 1 [0,1,0,3199,44895] [[0,1,0,3199,44895]] [[1]]
+396480 eo 1 [0,1,0,-2021,38955] [[0,1,0,-2021,38955],[0,1,0,-33521,2351055]] [[1,2],[2,1]]
+396480 ep 1 [0,1,0,-238841,-45006711] [[0,1,0,-238841,-45006711]] [[1]]
+396480 eq 1 [0,1,0,-456,-3690] [[0,1,0,-456,-3690],[0,1,0,-1401,15399]] [[1,2],[2,1]]
+396480 er 1 [0,1,0,-193541,-32564805] [[0,1,0,-193541,-32564805],[0,1,0,-341041,23691695],[0,1,0,-1381541,605758395],[0,1,0,-21919441,39492218255]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396480 es 1 [0,1,0,-3536,-49890] [[0,1,0,-3536,-49890],[0,1,0,10919,-341881]] [[1,2],[2,1]]
+396480 et 1 [0,1,0,-75521,-7565985] [[0,1,0,-75521,-7565985],[0,1,0,-1189441,-499695841],[0,1,0,-1170561,-516306465],[0,1,0,-19031041,-31961573281]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 eu 1 [0,1,0,-30241,-1842625] [[0,1,0,-30241,-1842625],[0,1,0,-112161,12427839],[0,1,0,-1724961,871405119],[0,1,0,189919,68070975]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 ev 1 [0,1,0,-4821,134379] [[0,1,0,-4821,134379],[0,1,0,-78321,8410479]] [[1,2],[2,1]]
+396480 ew 1 [0,1,0,-3354401,-2365546401] [[0,1,0,-3354401,-2365546401],[0,1,0,-3077921,-2771363745],[0,1,0,-7487201,4472786079],[0,1,0,23970079,32287313055]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396480 ex 1 [0,1,0,1379,-16621] [[0,1,0,1379,-16621],[0,1,0,-7441,-159505],[0,1,0,-49441,4099295],[0,1,0,-106561,-13421761]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 ey 1 [0,1,0,-68741,-6931191] [[0,1,0,-68741,-6931191]] [[1]]
+396480 ez 1 [0,1,0,-5601,-19587681] [[0,1,0,-5601,-19587681]] [[1]]
+396480 fa 1 [0,1,0,-61,-511] [[0,1,0,-61,-511],[0,1,0,539,11729]] [[1,3],[3,1]]
+396480 fb 1 [0,1,0,-169391,-26888841] [[0,1,0,-169391,-26888841]] [[1]]
+396480 fc 1 [0,1,0,-3687481,-2726708281] [[0,1,0,-3687481,-2726708281],[0,1,0,-3687201,-2727142785]] [[1,2],[2,1]]
+396480 fd 1 [0,1,0,-2241,30015] [[0,1,0,-2241,30015],[0,1,0,5439,197439]] [[1,2],[2,1]]
+396480 fe 1 [0,1,0,-7596,208494] [[0,1,0,-7596,208494],[0,1,0,-115641,15097095],[0,1,0,-1850241,968086335],[0,1,0,-109761,16707039]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 ff 1 [0,1,0,13859,-3824605] [[0,1,0,13859,-3824605],[0,1,0,-298641,-59637105],[0,1,0,-888641,247988895],[0,1,0,-4708641,-3934263105]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 fg 1 [0,1,0,-3431,72519] [[0,1,0,-3431,72519]] [[1]]
+396480 fh 1 [0,1,0,-5656,161294] [[0,1,0,-5656,161294],[0,1,0,-3001,315815]] [[1,2],[2,1]]
+396480 fi 1 [0,1,0,-5601,-125025] [[0,1,0,-5601,-125025],[0,1,0,13279,-770721]] [[1,2],[2,1]]
+396480 fj 1 [0,1,0,-6221,-190845] [[0,1,0,-6221,-190845],[0,1,0,-5041,-264241]] [[1,2],[2,1]]
+396480 fk 1 [0,1,0,-12551,-759801] [[0,1,0,-12551,-759801]] [[1]]
+396480 fl 1 [0,1,0,-65381,-5909181] [[0,1,0,-65381,-5909181]] [[1]]
+396480 fm 1 [0,1,0,194459,25286459] [[0,1,0,194459,25286459],[0,1,0,-996241,226038479]] [[1,2],[2,1]]
+396480 fn 1 [0,1,0,-7581,-37485] [[0,1,0,-7581,-37485],[0,1,0,-77201,8191599],[0,1,0,-1233601,526952639],[0,1,0,-34721,17205855]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 fo 1 [0,1,0,-3556,-82810] [[0,1,0,-3556,-82810],[0,1,0,-3801,-71001],[0,1,0,-20321,1049055],[0,1,0,8799,-431361]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 fp 1 [0,1,0,-61,1235] [[0,1,0,-61,1235],[0,1,0,-2161,37775]] [[1,2],[2,1]]
+396480 fq 1 [0,1,0,36819,332019] [[0,1,0,36819,332019],[0,1,0,-148401,2517615]] [[1,2],[2,1]]
+396480 fr 1 [0,1,0,-65261,-6418461] [[0,1,0,-65261,-6418461],[0,1,0,-35761,-12218161]] [[1,2],[2,1]]
+396480 fs 1 [0,1,0,-301,100499] [[0,1,0,-301,100499],[0,1,0,-34321,2407055]] [[1,2],[2,1]]
+396480 ft 1 [0,1,0,-282241,-57803905] [[0,1,0,-282241,-57803905],[0,1,0,-263361,-65850561]] [[1,2],[2,1]]
+396480 fu 1 [0,1,0,17759,-1199905] [[0,1,0,17759,-1199905]] [[1]]
+396480 fv 1 [0,1,0,4739,-33565] [[0,1,0,4739,-33565],[0,1,0,-19761,-293265],[0,1,0,-184961,30334815],[0,1,0,-246561,-47150145]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 fw 1 [0,1,0,-2801,56079] [[0,1,0,-2801,56079],[0,1,0,-3521,24255],[0,1,0,13279,202335],[0,1,0,-31841,-2179041]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 fx 1 [0,1,0,-4297441,3427524095] [[0,1,0,-4297441,3427524095],[0,1,0,-4242561,3519382239]] [[1,2],[2,1]]
+396480 fy 1 [0,1,0,-68801,6923199] [[0,1,0,-68801,6923199],[0,1,0,-68321,7025055]] [[1,2],[2,1]]
+396480 fz 1 [0,1,0,-17421,892755] [[0,1,0,-17421,892755],[0,1,0,-279921,56910255]] [[1,2],[2,1]]
+396480 ga 1 [0,1,0,-1221281,330665919] [[0,1,0,-1221281,330665919],[0,1,0,3611999,2303610815]] [[1,2],[2,1]]
+396480 gb 1 [0,1,0,186339,-33672861] [[0,1,0,186339,-33672861],[0,1,0,-1126161,-326885361]] [[1,2],[2,1]]
+396480 gc 1 [0,1,0,-621,5379] [[0,1,0,-621,5379],[0,1,0,559,24495]] [[1,2],[2,1]]
+396480 gd 1 [0,1,0,-49339141,604223256395] [[0,1,0,-49339141,604223256395],[0,1,0,-1416526641,20457699818895]] [[1,2],[2,1]]
+396480 ge 1 [0,1,0,-2681,-54201] [[0,1,0,-2681,-54201],[0,1,0,-1601,-97185]] [[1,2],[2,1]]
+396480 gf 1 [0,1,0,-612221,-287224845] [[0,1,0,-612221,-287224845],[0,1,0,-11241041,-14506460241],[0,1,0,-12699041,-10504833441],[0,1,0,-179844161,-928369091265],[0,1,0,-87888641,309547217919],[0,1,0,39162559,-74429441601]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+396480 gg 1 [0,1,0,-24421,1476779] [[0,1,0,-24421,1476779],[0,1,0,-391921,94307279]] [[1,2],[2,1]]
+396480 gh 1 [0,1,0,-351,-3645] [[0,1,0,-351,-3645]] [[1]]
+396480 gi 1 [0,1,0,-86581,9753299] [[0,1,0,-86581,9753299]] [[1]]
+396480 gj 1 [0,1,0,-81921,-6356385] [[0,1,0,-81921,-6356385],[0,1,0,220159,-42062241]] [[1,2],[2,1]]
+396480 gk 1 [0,1,0,-8403421,-9379415245] [[0,1,0,-8403421,-9379415245],[0,1,0,-134455921,-600137061745]] [[1,2],[2,1]]
+396480 gl 1 [0,1,0,-1181,18819] [[0,1,0,-1181,18819],[0,1,0,-20081,1088559]] [[1,2],[2,1]]
+396480 gm 1 [0,1,0,3551795,8226233603] [[0,1,0,3551795,8226233603],[0,1,0,-45860785,108701773775]] [[1,2],[2,1]]
+396480 gn 1 [0,1,0,-5,483] [[0,1,0,-5,483]] [[1]]
+396480 go 1 [0,1,0,-8085,-574605] [[0,1,0,-8085,-574605]] [[1]]
+396480 gp 1 [0,1,0,-4985,114183] [[0,1,0,-4985,114183],[0,1,0,8735,643775]] [[1,2],[2,1]]
+396480 gq 1 [0,1,0,-1245569185,-51523682596417] [[0,1,0,-1245569185,-51523682596417]] [[1]]
+396480 gr 1 [0,1,0,-7654480,8148650978] [[0,1,0,-7654480,8148650978],[0,1,0,-7654185,8149310775]] [[1,2],[2,1]]
+396480 gs 1 [0,1,0,-404040,86797638] [[0,1,0,-404040,86797638],[0,1,0,622855,457095975]] [[1,2],[2,1]]
+396480 gt 1 [0,1,0,-2105,14343] [[0,1,0,-2105,14343],[0,1,0,7615,117375]] [[1,2],[2,1]]
+396480 gu 1 [0,1,0,-645,279243] [[0,1,0,-645,279243],[0,1,0,-68145,6745743]] [[1,2],[2,1]]
+396480 gv 1 [0,1,0,-858740,285135150] [[0,1,0,-858740,285135150],[0,1,0,-2811865,-1480099225],[0,1,0,5763135,-8736264225],[0,1,0,-42636865,-107167684225]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 gw 1 [0,1,0,-41300,3216798] [[0,1,0,-41300,3216798],[0,1,0,-41305,3215975],[0,1,0,-34305,4348575],[0,1,0,-48385,2030783]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 gx 1 [0,1,0,-5019505,-4329994705] [[0,1,0,-5019505,-4329994705],[0,1,0,-5297985,-3822994017],[0,1,0,-25943265,47406203775],[0,1,0,10891615,-22599692097]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 gy 1 [0,1,0,5974555,-8244543525] [[0,1,0,5974555,-8244543525],[0,1,0,-43232945,-86474627025],[0,1,0,-56894405,305956229403],[0,1,0,-1111581905,14257151541903]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396480 gz 1 [0,1,0,-1120,16790] [[0,1,0,-1120,16790]] [[1]]
+396480 ha 1 [0,1,0,-18445,-928525] [[0,1,0,-18445,-928525],[0,1,0,11055,-3589425]] [[1,2],[2,1]]
+396480 hb 1 [0,1,0,-226840,56317730] [[0,1,0,-226840,56317730],[0,1,0,-3977545,3051630743]] [[1,2],[2,1]]
+396480 hc 1 [0,1,0,-20560,-1141582] [[0,1,0,-20560,-1141582],[0,1,0,-20265,-1175625]] [[1,2],[2,1]]
+396480 hd 1 [0,1,0,-18600,1152990] [[0,1,0,-18600,1152990]] [[1]]
+396480 he 1 [0,1,0,-10295,398643] [[0,1,0,-10295,398643]] [[1]]
+396480 hf 1 [0,1,0,-2541505,-1560345025] [[0,1,0,-2541505,-1560345025],[0,1,0,-2115265,-2100179137]] [[1,3],[3,1]]
+396480 hg 1 [0,1,0,-31605,1330515] [[0,1,0,-31605,1330515]] [[1]]
+396480 hh 1 [0,1,0,-223025,-40613937] [[0,1,0,-223025,-40613937],[0,1,0,-223105,-40583425],[0,1,0,-289185,-14640417],[0,1,0,-158305,-64572385]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 hi 1 [0,1,0,-104060,12880350] [[0,1,0,-104060,12880350],[0,1,0,-121465,8261063],[0,1,0,409535,61467263],[0,1,0,-930945,-340301025]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 hj 1 [0,1,0,-1045605,-399494397] [[0,1,0,-1045605,-399494397]] [[1]]
+396480 hk 1 [0,1,0,-14085,624483] [[0,1,0,-14085,624483]] [[1]]
+396480 hl 1 [0,1,0,-7315,-222337] [[0,1,0,-7315,-222337]] [[1]]
+396480 hm 1 [0,1,0,-400,-3190] [[0,1,0,-400,-3190],[0,1,0,-105,-7497]] [[1,2],[2,1]]
+396480 hn 1 [0,1,0,-8186305,9009592223] [[0,1,0,-8186305,9009592223],[0,1,0,-6977985,11762870175]] [[1,2],[2,1]]
+396480 ho 1 [0,1,0,-207905,-36680865] [[0,1,0,-207905,-36680865]] [[1]]
+396480 hp 1 [0,1,0,-980145,373693743] [[0,1,0,-980145,373693743]] [[1]]
+396480 hq 1 [0,1,0,-2533025,169407423] [[0,1,0,-2533025,169407423],[0,1,0,10064095,1361094975]] [[1,2],[2,1]]
+396480 hr 1 [0,1,0,-164225,24742623] [[0,1,0,-164225,24742623],[0,1,0,-415105,-69237025],[0,1,0,1170815,-469840417],[0,1,0,-6015105,-5679317025]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 hs 1 [0,1,0,-1825,-31777] [[0,1,0,-1825,-31777]] [[1]]
+396480 ht 1 [0,1,0,-155,135] [[0,1,0,-155,135]] [[1]]
+396480 hu 1 [0,1,0,-46256645,121068191715] [[0,1,0,-46256645,121068191715]] [[1]]
+396480 hv 1 [0,1,0,475,4923] [[0,1,0,475,4923],[0,1,0,-3025,46223]] [[1,2],[2,1]]
+396480 hw 1 [0,1,0,-4282465,-3412467937] [[0,1,0,-4282465,-3412467937],[0,1,0,-4206945,-3538541025]] [[1,2],[2,1]]
+396480 hx 1 [0,1,0,-135105,-19159137] [[0,1,0,-135105,-19159137],[0,1,0,-137985,-18302625],[0,1,0,-467265,101752863],[0,1,0,145215,-83495265]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 hy 1 [0,1,0,-2625,50463] [[0,1,0,-2625,50463],[0,1,0,-705,124575]] [[1,2],[2,1]]
+396480 hz 1 [0,1,0,-9665,43935] [[0,1,0,-9665,43935],[0,1,0,-113345,14621343],[0,1,0,-1812545,938646303],[0,1,0,-73025,25209375]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 ia 1 [0,1,0,-53025,-4717377] [[0,1,0,-53025,-4717377],[0,1,0,-51905,-4925025]] [[1,2],[2,1]]
+396480 ib 1 [0,1,0,-645,-1125] [[0,1,0,-645,-1125],[0,1,0,-6545,200655]] [[1,2],[2,1]]
+396480 ic 1 [0,1,0,-4705,82175] [[0,1,0,-4705,82175],[0,1,0,13215,573183]] [[1,2],[2,1]]
+396480 id 1 [0,1,0,-89991385,-327939096217] [[0,1,0,-89991385,-327939096217],[0,1,0,-57049665,-571095108225]] [[1,2],[2,1]]
+396480 ie 1 [0,1,0,-105,-147] [[0,1,0,-105,-147]] [[1]]
+396480 if 1 [0,1,0,-945,-945] [[0,1,0,-945,-945],[0,1,0,3775,-3777]] [[1,2],[2,1]]
+396480 ig 1 [0,1,0,-7144240,-7352293162] [[0,1,0,-7144240,-7352293162],[0,1,0,-7120345,-7403892025]] [[1,2],[2,1]]
+396480 ih 1 [0,1,0,-3185,65583] [[0,1,0,-3185,65583],[0,1,0,1535,247775]] [[1,2],[2,1]]
+396480 ii 1 [0,1,0,7405,-969057] [[0,1,0,7405,-969057]] [[1]]
+396480 ij 1 [0,1,0,-3365,73923] [[0,1,0,-3365,73923]] [[1]]
+396480 ik 1 [0,1,0,-4496065,7332197663] [[0,1,0,-4496065,7332197663]] [[1]]
+396480 il 1 [0,1,0,-211485,-33121107] [[0,1,0,-211485,-33121107]] [[1]]
+396480 im 1 [0,1,0,-155,723] [[0,1,0,-155,723]] [[1]]
+396480 in 1 [0,1,0,-28395745,106772066975] [[0,1,0,-28395745,106772066975],[0,1,0,-552683745,4998483964575],[0,1,0,-8841758945,320001577530015],[0,1,0,-652216545,3073340453535]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 io 1 [0,1,0,-1765,23963] [[0,1,0,-1765,23963],[0,1,0,-7665,-236817]] [[1,2],[2,1]]
+396480 ip 1 [0,1,0,-257985,-17827425] [[0,1,0,-257985,-17827425],[0,1,0,-3331265,-2339383137],[0,1,0,-2547265,-3468186337],[0,1,0,-53287745,-149740973025]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 iq 1 [0,1,0,-9840,372438] [[0,1,0,-9840,372438],[0,1,0,-9945,363975]] [[1,2],[2,1]]
+396480 ir 1 [0,1,0,-75745,7790975] [[0,1,0,-75745,7790975],[0,1,0,-179425,-18274177],[0,1,0,540575,-127570177],[0,1,0,-2558305,-1575489025]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 is 1 [0,1,0,-960,11118] [[0,1,0,-960,11118],[0,1,0,-665,18375]] [[1,2],[2,1]]
+396480 it 1 [0,1,0,-198465,42768063] [[0,1,0,-198465,42768063],[0,1,0,-3398465,2410128063],[0,1,0,-54374465,154308412863],[0,1,0,-3622465,2074083263]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396480 iu 1 [0,1,0,-13035,-643725] [[0,1,0,-13035,-643725]] [[1]]
+396480 iv 1 [0,1,0,175,2415] [[0,1,0,175,2415]] [[1]]
+396483 a 1 [1,0,0,-27,-108] [[1,0,0,-27,-108]] [[1]]
+396483 b 1 [1,0,0,18,45] [[1,0,0,18,45]] [[1]]
+396485 a 1 [1,0,0,-7551,251906] [[1,0,0,-7551,251906]] [[1]]
+396486 a 1 [1,-1,0,-59634,-5420844] [[1,-1,0,-59634,-5420844]] [[1]]
+396486 b 1 [1,-1,0,-6084,-179888] [[1,-1,0,-6084,-179888]] [[1]]
+396486 c 1 [1,-1,0,-13473,174717] [[1,-1,0,-13473,174717]] [[1]]
+396486 d 1 [1,-1,1,-293,-1735] [[1,-1,1,-293,-1735]] [[1]]
+396486 e 1 [1,-1,1,-93875,-57902317] [[1,-1,1,-93875,-57902317]] [[1]]
+396486 f 1 [1,-1,1,-3227,52427] [[1,-1,1,-3227,52427]] [[1]]
+396486 g 1 [1,-1,1,-21461,-1204707] [[1,-1,1,-21461,-1204707]] [[1]]
+396486 h 1 [1,-1,1,-454451,-115959661] [[1,-1,1,-454451,-115959661]] [[1]]
+396487 a 1 [0,0,1,-1195883594,-15917742528765] [[0,0,1,-1195883594,-15917742528765]] [[1]]
+396487 b 1 [0,1,1,-4982,-137745] [[0,1,1,-4982,-137745]] [[1]]
+396489 a 1 [0,-1,1,-2,-52] [[0,-1,1,-2,-52]] [[1]]
+396490 a 1 [1,1,0,-36917,-2747731] [[1,1,0,-36917,-2747731]] [[1]]
+396490 b 1 [1,-1,1,-843,-9193] [[1,-1,1,-843,-9193],[1,-1,1,-1093,-3093]] [[1,2],[2,1]]
+396490 c 1 [1,-1,1,17273,-1011649] [[1,-1,1,17273,-1011649],[1,-1,1,-107727,-9861649]] [[1,2],[2,1]]
+396490 d 1 [1,1,1,-34328786,-81995385761] [[1,1,1,-34328786,-81995385761],[1,1,1,-558207186,-5076442500001]] [[1,2],[2,1]]
+396492 a 1 [0,-1,0,600447615,-7410786216534] [[0,-1,0,600447615,-7410786216534]] [[1]]
+396492 b 1 [0,-1,0,-4029,-92970] [[0,-1,0,-4029,-92970],[0,-1,0,2316,-364536]] [[1,2],[2,1]]
+396492 c 1 [0,-1,0,30847,7605630] [[0,-1,0,30847,7605630]] [[1]]
+396492 d 1 [0,-1,0,-153,-702] [[0,-1,0,-153,-702]] [[1]]
+396492 e 1 [0,1,0,-2669,-95424] [[0,1,0,-2669,-95424],[0,1,0,-51404,-4501068]] [[1,2],[2,1]]
+396494 a 1 [1,1,0,-12827,-564515] [[1,1,0,-12827,-564515]] [[1]]
+396494 b 1 [1,1,0,1400,174912] [[1,1,0,1400,174912],[1,1,0,-39560,2886464]] [[1,2],[2,1]]
+396494 c 1 [1,1,0,-164790,-29693356] [[1,1,0,-164790,-29693356],[1,1,0,-2745430,-1752012492]] [[1,2],[2,1]]
+396494 d 1 [1,0,0,41482,-8556380] [[1,0,0,41482,-8556380],[1,0,0,-460278,-107001692]] [[1,2],[2,1]]
+396494 e 1 [1,0,0,-588,-5684] [[1,0,0,-588,-5684],[1,0,0,-9478,-355950]] [[1,2],[2,1]]
+396494 f 1 [1,0,0,143,-1083] [[1,0,0,143,-1083],[1,0,0,-1127,-12005]] [[1,2],[2,1]]
+396494 g 1 [1,-1,1,-173170,-27816591] [[1,-1,1,-173170,-27816591],[1,-1,1,-2774130,-1777742479]] [[1,2],[2,1]]
+396494 h 1 [1,-1,1,-301215,-1996025] [[1,-1,1,-301215,-1996025]] [[1]]
+396495 a 1 [0,0,1,-182763,30073268] [[0,0,1,-182763,30073268]] [[1]]
+396495 b 1 [0,0,1,-5223,-145266] [[0,0,1,-5223,-145266]] [[1]]
+396495 c 1 [0,0,1,-13203,583868] [[0,0,1,-13203,583868]] [[1]]
+396495 d 1 [0,0,1,567,-1762] [[0,0,1,567,-1762]] [[1]]
+396495 e 1 [0,0,1,-2568,-65586] [[0,0,1,-2568,-65586]] [[1]]
+396495 f 1 [0,0,1,-828,20279] [[0,0,1,-828,20279],[0,0,1,7182,-445102]] [[1,3],[3,1]]
+396495 g 1 [0,0,1,-24138,-1372282] [[0,0,1,-24138,-1372282]] [[1]]
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+396495 l 1 [0,0,1,-3672,-80278] [[0,0,1,-3672,-80278]] [[1]]
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+396495 n 1 [0,0,1,-102,402] [[0,0,1,-102,402]] [[1]]
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+396495 r 1 [0,0,1,63,65] [[0,0,1,63,65]] [[1]]
+396496 a 1 [0,0,0,-91,-230] [[0,0,0,-91,-230]] [[1]]
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+396496 c 1 [0,1,0,24,692] [[0,1,0,24,692]] [[1]]
+396498 a 1 [1,0,0,-136196,19738128] [[1,0,0,-136196,19738128]] [[1]]
+396501 a 1 [0,-1,1,-23822,-1408744] [[0,-1,1,-23822,-1408744]] [[1]]
+396501 b 1 [0,1,1,-76462,8068900] [[0,1,1,-76462,8068900]] [[1]]
+396501 c 1 [0,1,1,-117,-520] [[0,1,1,-117,-520]] [[1]]
+396501 d 1 [0,-1,1,-3652,86175] [[0,-1,1,-3652,86175]] [[1]]
+396501 e 1 [0,1,1,-784,5959] [[0,1,1,-784,5959]] [[1]]
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+396510 a 1 [1,1,0,-537,2661] [[1,1,0,-537,2661]] [[1]]
+396510 b 1 [1,1,0,-1622,-25644] [[1,1,0,-1622,-25644]] [[1]]
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+396513 a 1 [0,0,1,-534,7762] [[0,0,1,-534,7762]] [[1]]
+396514 a 1 [1,1,0,-136,320] [[1,1,0,-136,320]] [[1]]
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+396515 b 1 [0,-1,1,-35,1] [[0,-1,1,-35,1]] [[1]]
+396515 c 1 [0,0,1,-163883,-25531051] [[0,0,1,-163883,-25531051]] [[1]]
+396516 a 1 [0,1,0,-7813,60551] [[0,1,0,-7813,60551]] [[1]]
+396516 b 1 [0,1,0,-5133797,4272870903] [[0,1,0,-5133797,4272870903]] [[1]]
+396517 a 1 [0,1,1,-95,325] [[0,1,1,-95,325]] [[1]]
+396517 b 1 [0,1,1,-11535,-479000] [[0,1,1,-11535,-479000]] [[1]]
+396520 a 1 [0,1,0,-16,480] [[0,1,0,-16,480]] [[1]]
+396520 b 1 [0,0,0,457,1658] [[0,0,0,457,1658]] [[1]]
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+396521 a 1 [1,-1,1,18,-2] [[1,-1,1,18,-2]] [[1]]
+396522 a 1 [1,-1,0,401799,-248071699] [[1,-1,0,401799,-248071699]] [[1]]
+396522 b 1 [1,-1,0,-1234035,-527333643] [[1,-1,0,-1234035,-527333643]] [[1]]
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+396525 b 1 [1,0,0,3612,424017] [[1,0,0,3612,424017]] [[1]]
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+396525 d 1 [1,0,0,-25513,-1574608] [[1,0,0,-25513,-1574608]] [[1]]
+396525 e 1 [0,-1,1,-883,17043] [[0,-1,1,-883,17043]] [[1]]
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+396525 h 1 [1,1,0,490,12255] [[1,1,0,490,12255]] [[1]]
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+396526 b 1 [1,-1,0,-4688,120720] [[1,-1,0,-4688,120720]] [[1]]
+396526 c 1 [1,-1,0,-107,5413] [[1,-1,0,-107,5413]] [[1]]
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+396526 f 1 [1,0,0,52,-1712] [[1,0,0,52,-1712]] [[1]]
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+396528 b 1 [0,-1,0,-32092,3385555] [[0,-1,0,-32092,3385555]] [[1]]
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+396528 d 1 [0,1,0,-13568,1280436] [[0,1,0,-13568,1280436]] [[1]]
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+396528 g 1 [0,1,0,-6016,-12028] [[0,1,0,-6016,-12028],[0,1,0,24024,-72108]] [[1,2],[2,1]]
+396529 a 1 [0,0,1,-824,25567] [[0,0,1,-824,25567]] [[1]]
+396530 a 1 [1,0,1,-618,198108] [[1,0,1,-618,198108]] [[1]]
+396530 b 1 [1,1,1,-13886,625083] [[1,1,1,-13886,625083]] [[1]]
+396530 c 1 [1,1,1,-3913994236,94257515235933] [[1,1,1,-3913994236,94257515235933]] [[1]]
+396536 a 1 [0,1,0,76,-239] [[0,1,0,76,-239]] [[1]]
+396536 b 1 [0,1,0,-11528644232,476444114661445] [[0,1,0,-11528644232,476444114661445]] [[1]]
+396536 c 1 [0,0,0,-2491,47430] [[0,0,0,-2491,47430],[0,0,0,-4451,-37634]] [[1,2],[2,1]]
+396536 d 1 [0,0,0,-1063,12570] [[0,0,0,-1063,12570],[0,0,0,877,53310]] [[1,2],[2,1]]
+396539 a 1 [1,-1,0,-29863,1993800] [[1,-1,0,-29863,1993800],[1,-1,0,-29798,2002861]] [[1,2],[2,1]]
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+396695 e 1 [0,-1,1,-17116,867811] [[0,-1,1,-17116,867811]] [[1]]
+396696 a 1 [0,-1,0,-1632,-21204] [[0,-1,0,-1632,-21204]] [[1]]
+396696 b 1 [0,1,0,47,515] [[0,1,0,47,515]] [[1]]
+396700 a 1 [0,-1,0,-6133,-194863] [[0,-1,0,-6133,-194863]] [[1]]
+396704 a 1 [0,0,0,-10444,-410816] [[0,0,0,-10444,-410816]] [[1]]
+396704 b 1 [0,0,0,-2903068,-1903823264] [[0,0,0,-2903068,-1903823264]] [[1]]
+396704 c 1 [0,0,0,-35308,2543296] [[0,0,0,-35308,2543296]] [[1]]
+396704 d 1 [0,0,0,-70315,-6833246] [[0,0,0,-70315,-6833246]] [[1]]
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+396704 k 1 [0,1,0,-18406376,20965594348] [[0,1,0,-18406376,20965594348]] [[1]]
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+396704 m 1 [0,1,0,-57738,5356504] [[0,1,0,-57738,5356504],[0,1,0,-925528,342406140]] [[1,2],[2,1]]
+396704 n 1 [0,1,0,-800,-6644] [[0,1,0,-800,-6644]] [[1]]
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+396704 t 1 [0,-1,0,-177,1] [[0,-1,0,-177,1]] [[1]]
+396704 u 1 [0,-1,0,-1176315184,-15528256695160] [[0,-1,0,-1176315184,-15528256695160]] [[1]]
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+396704 ba 1 [0,-1,0,-215665,-38100607] [[0,-1,0,-215665,-38100607]] [[1]]
+396704 bb 1 [0,-1,0,-24006432,-45265026428] [[0,-1,0,-24006432,-45265026428]] [[1]]
+396704 bc 1 [0,-1,0,-5430392,-4871129612] [[0,-1,0,-5430392,-4871129612]] [[1]]
+396704 bd 1 [0,-1,0,-8689,-17023] [[0,-1,0,-8689,-17023]] [[1]]
+396704 be 1 [0,-1,0,-126103329,545093772721] [[0,-1,0,-126103329,545093772721]] [[1]]
+396704 bf 1 [0,-1,0,-888141,281878213] [[0,-1,0,-888141,281878213]] [[1]]
+396704 bg 1 [0,0,0,-581,-5684] [[0,0,0,-581,-5684],[0,0,0,-9436,-352800]] [[1,2],[2,1]]
+396704 bh 1 [0,0,0,-8281,-288120] [[0,0,0,-8281,-288120],[0,0,0,-13916,153664],[0,0,0,-2891,-657874],[0,0,0,-132251,-18511710]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+396704 bi 1 [0,0,0,-202321,30046800] [[0,0,0,-202321,30046800],[0,0,0,-3107531,2108434034],[0,0,0,349909,165343150],[0,0,0,-884156,-290688384]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+396704 bj 1 [0,0,0,-581,5684] [[0,0,0,-581,5684],[0,0,0,-9436,352800]] [[1,2],[2,1]]
+396704 bk 1 [0,0,0,-8281,288120] [[0,0,0,-8281,288120],[0,0,0,-132251,18511710],[0,0,0,-2891,657874],[0,0,0,-13916,-153664]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+396704 bl 1 [0,0,0,-202321,-30046800] [[0,0,0,-202321,-30046800],[0,0,0,-884156,290688384],[0,0,0,349909,-165343150],[0,0,0,-3107531,-2108434034]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+396704 bm 1 [0,0,0,-28763,-1125726] [[0,0,0,-28763,-1125726]] [[1]]
+396704 bn 1 [0,0,0,-28763,1125726] [[0,0,0,-28763,1125726]] [[1]]
+396704 bo 1 [0,0,0,8575,537824] [[0,0,0,8575,537824],[0,0,0,-70315,5949678]] [[1,2],[2,1]]
+396704 bp 1 [0,0,0,175,-1568] [[0,0,0,175,-1568],[0,0,0,-1435,-17346]] [[1,2],[2,1]]
+396704 bq 1 [0,0,0,-9549365,-85117835908] [[0,0,0,-9549365,-85117835908],[0,0,0,-354557875,-2556689799846]] [[1,2],[2,1]]
+396704 br 1 [0,0,0,8575,-537824] [[0,0,0,8575,-537824],[0,0,0,-70315,-5949678]] [[1,2],[2,1]]
+396704 bs 1 [0,0,0,175,1568] [[0,0,0,175,1568],[0,0,0,-1435,17346]] [[1,2],[2,1]]
+396704 bt 1 [0,0,0,-9549365,85117835908] [[0,0,0,-9549365,85117835908],[0,0,0,-354557875,2556689799846]] [[1,2],[2,1]]
+396704 bu 1 [0,0,0,-28469,1949612] [[0,0,0,-28469,1949612],[0,0,0,-462364,121010400]] [[1,2],[2,1]]
+396704 bv 1 [0,0,0,-28469,-1949612] [[0,0,0,-28469,-1949612],[0,0,0,-462364,-121010400]] [[1,2],[2,1]]
+396704 bw 1 [0,0,0,-28616,1926288] [[0,0,0,-28616,1926288]] [[1]]
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+396704 bz 1 [0,1,0,-177,-1] [[0,1,0,-177,-1]] [[1]]
+396704 ca 1 [0,1,0,-1176315184,15528256695160] [[0,1,0,-1176315184,15528256695160]] [[1]]
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+396704 ce 1 [0,1,0,-408,15896] [[0,1,0,-408,15896]] [[1]]
+396704 cf 1 [0,1,0,-93,-85] [[0,1,0,-93,-85]] [[1]]
+396704 cg 1 [0,1,0,-215665,38100607] [[0,1,0,-215665,38100607]] [[1]]
+396704 ch 1 [0,1,0,-24006432,45265026428] [[0,1,0,-24006432,45265026428]] [[1]]
+396704 ci 1 [0,1,0,-5430392,4871129612] [[0,1,0,-5430392,4871129612]] [[1]]
+396704 cj 1 [0,1,0,-8689,17023] [[0,1,0,-8689,17023]] [[1]]
+396704 ck 1 [0,1,0,-126103329,-545093772721] [[0,1,0,-126103329,-545093772721]] [[1]]
+396704 cl 1 [0,1,0,-888141,-281878213] [[0,1,0,-888141,-281878213]] [[1]]
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+396704 cn 1 [0,-1,0,-18406376,-20965594348] [[0,-1,0,-18406376,-20965594348]] [[1]]
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+396704 cp 1 [0,-1,0,-1178,-15280] [[0,-1,0,-1178,-15280],[0,-1,0,-18888,-992872]] [[1,2],[2,1]]
+396704 cq 1 [0,-1,0,-800,6644] [[0,-1,0,-800,6644]] [[1]]
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+396704 ct 1 [0,-1,0,-5406,152468] [[0,-1,0,-5406,152468],[0,-1,0,-11041,-213807]] [[1,2],[2,1]]
+396704 cu 1 [0,-1,0,-12079006,16162298748] [[0,-1,0,-12079006,16162298748],[0,-1,0,-12084641,16146470033]] [[1,2],[2,1]]
+396704 cv 1 [0,0,0,-10444,410816] [[0,0,0,-10444,410816]] [[1]]
+396704 cw 1 [0,0,0,-35308,-2543296] [[0,0,0,-35308,-2543296]] [[1]]
+396704 cx 1 [0,0,0,-2903068,1903823264] [[0,0,0,-2903068,1903823264]] [[1]]
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+396704 cz 1 [0,0,0,-70315,6833246] [[0,0,0,-70315,6833246]] [[1]]
+396704 da 1 [0,0,0,-142250332,653011379552] [[0,0,0,-142250332,653011379552]] [[1]]
+396704 db 1 [0,0,0,-1730092,-872350528] [[0,0,0,-1730092,-872350528]] [[1]]
+396704 dc 1 [0,0,0,-511756,140909888] [[0,0,0,-511756,140909888]] [[1]]
+396704 dd 1 [0,0,0,-405916,86018912] [[0,0,0,-405916,86018912]] [[1]]
+396705 a 1 [1,1,1,-1125,-14988] [[1,1,1,-1125,-14988]] [[1]]
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+396706 a 1 [1,-1,0,-23,9] [[1,-1,0,-23,9]] [[1]]
+396706 b 1 [1,0,0,-1132,8448] [[1,0,0,-1132,8448]] [[1]]
+396707 a 1 [0,0,1,71,-911] [[0,0,1,71,-911]] [[1]]
+396708 a 1 [0,1,0,23,104] [[0,1,0,23,104]] [[1]]
+396708 b 1 [0,1,0,-484,5012] [[0,1,0,-484,5012]] [[1]]
+396708 c 1 [0,1,0,-1461,-22032] [[0,1,0,-1461,-22032]] [[1]]
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+396710 a 1 [1,0,0,-245,-863] [[1,0,0,-245,-863]] [[1]]
+396711 a 1 [1,-1,1,-326,-3050] [[1,-1,1,-326,-3050]] [[1]]
+396711 b 1 [1,-1,1,10,-82] [[1,-1,1,10,-82]] [[1]]
+396711 c 1 [1,-1,1,-29027,1911088] [[1,-1,1,-29027,1911088]] [[1]]
+396711 d 1 [1,-1,0,-3225,-69706] [[1,-1,0,-3225,-69706]] [[1]]
+396711 e 1 [1,-1,0,93,2114] [[1,-1,0,93,2114]] [[1]]
+396711 f 1 [1,-1,0,-36,125] [[1,-1,0,-36,125]] [[1]]
+396712 a 1 [0,1,0,-2691,-17638] [[0,1,0,-2691,-17638]] [[1]]
+396714 a 1 [1,1,1,-332314,-73873033] [[1,1,1,-332314,-73873033]] [[1]]
+396714 b 1 [1,0,0,-87,165] [[1,0,0,-87,165],[1,0,0,283,1275]] [[1,2],[2,1]]
+396715 a 1 [1,0,0,-875,-5318] [[1,0,0,-875,-5318]] [[1]]
+396715 b 1 [0,1,1,-1,-334] [[0,1,1,-1,-334]] [[1]]
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+396716 b 1 [0,1,0,-2241,109016] [[0,1,0,-2241,109016]] [[1]]
+396716 c 1 [0,-1,0,17931,2434337] [[0,-1,0,17931,2434337]] [[1]]
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+396718 b 1 [1,1,1,-13789,658867] [[1,1,1,-13789,658867],[1,1,1,-224669,40894771]] [[1,2],[2,1]]
+396718 c 1 [1,1,1,-2153,55735] [[1,1,1,-2153,55735]] [[1]]
+396720 a 1 [0,0,0,-135054003,422061232498] [[0,0,0,-135054003,422061232498]] [[1]]
+396720 b 1 [0,0,0,-18543,-1089862] [[0,0,0,-18543,-1089862]] [[1]]
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+396720 p 1 [0,0,0,177,1658] [[0,0,0,177,1658]] [[1]]
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+396720 s 1 [0,0,0,58917,13934218] [[0,0,0,58917,13934218],[0,0,0,-634203,172104202]] [[1,2],[2,1]]
+396720 t 1 [0,0,0,-2841243,1661657162] [[0,0,0,-2841243,1661657162],[0,0,0,-10705563,-11693531062],[0,0,0,-223779483,1288482463818],[0,0,0,-223848603,1287646678602]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396720 u 1 [0,0,0,-192288,32454587] [[0,0,0,-192288,32454587],[0,0,0,-190983,32916818],[0,0,0,-235488,16801607],[0,0,0,862017,128966618]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396720 v 1 [0,0,0,-40008,-12257332] [[0,0,0,-40008,-12257332]] [[1]]
+396720 w 1 [0,0,0,-426843,-120089142] [[0,0,0,-426843,-120089142]] [[1]]
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+396720 y 1 [0,0,0,24699057,-22202993783] [[0,0,0,24699057,-22202993783]] [[1]]
+396720 z 1 [0,0,0,-21963,1121402] [[0,0,0,-21963,1121402]] [[1]]
+396720 ba 1 [0,0,0,-83133,-9440793] [[0,0,0,-83133,-9440793]] [[1]]
+396720 bb 1 [0,0,0,-31453563,-151388247638] [[0,0,0,-31453563,-151388247638]] [[1]]
+396720 bc 1 [0,0,0,-38523,2442778] [[0,0,0,-38523,2442778]] [[1]]
+396720 bd 1 [0,0,0,5397,309773] [[0,0,0,5397,309773]] [[1]]
+396720 be 1 [0,0,0,4077,80082] [[0,0,0,4077,80082]] [[1]]
+396720 bf 1 [0,0,0,30957,217042] [[0,0,0,30957,217042],[0,0,0,-124563,1741138]] [[1,2],[2,1]]
+396720 bg 1 [0,0,0,-20883,12699218] [[0,0,0,-20883,12699218],[0,0,0,-954003,356274002],[0,0,0,-15235923,22890287378],[0,0,0,-1602003,-188953198],[0,0,0,6195597,-1488033358],[0,0,0,-19767603,-33784413838]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+396720 bh 1 [0,0,0,-284538,58411087] [[0,0,0,-284538,58411087],[0,0,0,-312663,46165462],[0,0,0,861837,310897762],[0,0,0,-1937163,-1002286838],[0,0,0,833037,-3635638958],[0,0,0,-30699363,-65469881918]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+396720 bi 1 [0,0,0,897837,-80612462] [[0,0,0,897837,-80612462],[0,0,0,-3710163,-654769262],[0,0,0,-35447763,80701394578],[0,0,0,-45700563,-118756968302]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396720 bj 1 [0,0,0,-317523,-68871278] [[0,0,0,-317523,-68871278]] [[1]]
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+396720 bm 1 [0,0,0,-92928,20807948] [[0,0,0,-92928,20807948]] [[1]]
+396720 bn 1 [0,0,0,-752763,136411562] [[0,0,0,-752763,136411562],[0,0,0,-10441083,12981186218],[0,0,0,-167041083,830965626218],[0,0,0,-8854203,17062324202]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396720 bo 1 [0,0,0,7377,881678] [[0,0,0,7377,881678],[0,0,0,-105123,12064178],[0,0,0,-1644123,811420778],[0,0,0,-366123,-71612422]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396720 bp 1 [0,0,0,767480172,9589612617452] [[0,0,0,767480172,9589612617452]] [[1]]
+396720 bq 1 [0,0,0,-5943,176258] [[0,0,0,-5943,176258],[0,0,0,-18543,-763702]] [[1,3],[3,1]]
+396720 br 1 [0,0,0,-4323,-111022] [[0,0,0,-4323,-111022]] [[1]]
+396720 bs 1 [0,0,0,2326407,-2245437133] [[0,0,0,2326407,-2245437133]] [[1]]
+396720 bt 1 [0,0,0,-296163,-62476318] [[0,0,0,-296163,-62476318],[0,0,0,893997,-331355502]] [[1,3],[3,1]]
+396720 bu 1 [0,0,0,-1668,30908] [[0,0,0,-1668,30908]] [[1]]
+396720 bv 1 [0,0,0,-1668,25427] [[0,0,0,-1668,25427],[0,0,0,-26463,1656938]] [[1,2],[2,1]]
+396720 bw 1 [0,0,0,-11028,416027] [[0,0,0,-11028,416027],[0,0,0,-35823,-2118022]] [[1,2],[2,1]]
+396720 bx 1 [0,0,0,-619287528,5893707580463] [[0,0,0,-619287528,5893707580463],[0,0,0,-223088223,13335836085722]] [[1,2],[2,1]]
+396720 by 1 [0,0,0,-388601523,2948433892722] [[0,0,0,-388601523,2948433892722],[0,0,0,-406296243,2665208665458]] [[1,2],[2,1]]
+396720 bz 1 [0,0,0,-13286208,-18638243593] [[0,0,0,-13286208,-18638243593],[0,0,0,-12188703,-21844933702]] [[1,2],[2,1]]
+396720 ca 1 [0,0,0,-2883,59202] [[0,0,0,-2883,59202],[0,0,0,-4803,-29502]] [[1,2],[2,1]]
+396720 cb 1 [0,0,0,-25083,1528362] [[0,0,0,-25083,1528362],[0,0,0,-29403,965898]] [[1,2],[2,1]]
+396720 cc 1 [0,0,0,1032,-26548] [[0,0,0,1032,-26548]] [[1]]
+396720 cd 1 [0,0,0,-197328,42907952] [[0,0,0,-197328,42907952],[0,0,0,-1298928,-4015179088]] [[1,5],[5,1]]
+396720 ce 1 [0,0,0,-48648,-4129913] [[0,0,0,-48648,-4129913],[0,0,0,-47343,-4361942]] [[1,2],[2,1]]
+396720 cf 1 [0,0,0,-768,7787] [[0,0,0,-768,7787],[0,0,0,537,31538]] [[1,2],[2,1]]
+396720 cg 1 [0,0,0,-2763,34938] [[0,0,0,-2763,34938]] [[1]]
+396720 ch 1 [0,0,0,-18483,7485682] [[0,0,0,-18483,7485682]] [[1]]
+396720 ci 1 [0,0,0,1317,-84118] [[0,0,0,1317,-84118]] [[1]]
+396720 cj 1 [0,0,0,-386611248,-3099819237572] [[0,0,0,-386611248,-3099819237572]] [[1]]
+396720 ck 1 [0,0,0,-10368,639792] [[0,0,0,-10368,639792]] [[1]]
+396720 cl 1 [0,0,0,-344883,77952818] [[0,0,0,-344883,77952818],[0,0,0,-324003,87804002]] [[1,2],[2,1]]
+396720 cm 1 [0,0,0,-166188,-26076548] [[0,0,0,-166188,-26076548]] [[1]]
+396720 cn 1 [0,0,0,842278272,-18567116557648] [[0,0,0,842278272,-18567116557648],[0,0,0,-36365881728,-2675015455381648]] [[1,3],[3,1]]
+396720 co 1 [0,0,0,-497928,-617624372] [[0,0,0,-497928,-617624372]] [[1]]
+396720 cp 1 [0,0,0,-37083,1952138] [[0,0,0,-37083,1952138],[0,0,0,-221403,-38561398],[0,0,0,112677,-144732022],[0,0,0,-3504603,-2525257078]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396720 cq 1 [0,0,0,-18345243,-11530143542] [[0,0,0,-18345243,-11530143542],[0,0,0,67179237,-88519280438]] [[1,2],[2,1]]
+396720 cr 1 [0,0,0,20517,76682] [[0,0,0,20517,76682]] [[1]]
+396720 cs 1 [0,0,0,-105483,-13187142] [[0,0,0,-105483,-13187142]] [[1]]
+396720 ct 1 [0,0,0,5508,699084] [[0,0,0,5508,699084]] [[1]]
+396720 cu 1 [0,0,0,-3116127,-2117243554] [[0,0,0,-3116127,-2117243554],[0,0,0,-3110907,-2124690406]] [[1,2],[2,1]]
+396720 cv 1 [0,0,0,-86787,-20423934] [[0,0,0,-86787,-20423934]] [[1]]
+396720 cw 1 [0,0,0,-63147,-6651686] [[0,0,0,-63147,-6651686],[0,0,0,-1035147,-405366086]] [[1,2],[2,1]]
+396720 cx 1 [0,0,0,446733,-14778126] [[0,0,0,446733,-14778126],[0,0,0,-1803267,-118728126]] [[1,2],[2,1]]
+396720 cy 1 [0,0,0,-28722,-1851289] [[0,0,0,-28722,-1851289],[0,0,0,-3927,-4940746]] [[1,2],[2,1]]
+396720 cz 1 [0,0,0,-147,73186] [[0,0,0,-147,73186],[0,0,0,-27147,1698586]] [[1,2],[2,1]]
+396720 da 1 [0,0,0,1113,-16666] [[0,0,0,1113,-16666],[0,0,0,-6987,-164086]] [[1,2],[2,1]]
+396720 db 1 [0,0,0,-1454187,665825434] [[0,0,0,-1454187,665825434],[0,0,0,-117867,1842588826]] [[1,2],[2,1]]
+396720 dc 1 [0,0,0,-54542757,160030805731] [[0,0,0,-54542757,160030805731]] [[1]]
+396720 dd 1 [0,0,0,-2187,98874] [[0,0,0,-2187,98874]] [[1]]
+396720 de 1 [0,0,0,-199947,621337786] [[0,0,0,-199947,621337786]] [[1]]
+396720 df 1 [0,0,0,-4589427,3548573746] [[0,0,0,-4589427,3548573746],[0,0,0,-14542707,-17088557006]] [[1,2],[2,1]]
+396720 dg 1 [0,0,0,146373,40278634] [[0,0,0,146373,40278634],[0,0,0,-1253307,453744106]] [[1,2],[2,1]]
+396720 dh 1 [0,0,0,-24864387,-47721572734] [[0,0,0,-24864387,-47721572734],[0,0,0,-24872067,-47690617726],[0,0,0,-25571187,-44864743374],[0,0,0,-96350067,315725338674]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+396720 di 1 [0,0,0,530253,-376223886] [[0,0,0,530253,-376223886],[0,0,0,-5707827,-4646813454]] [[1,2],[2,1]]
+396720 dj 1 [0,0,0,-146352,-15435241] [[0,0,0,-146352,-15435241],[0,0,0,-865407,297641306]] [[1,2],[2,1]]
+396720 dk 1 [0,0,0,453,-2966] [[0,0,0,453,-2966]] [[1]]
+396720 dl 1 [0,0,0,-9237,349659] [[0,0,0,-9237,349659]] [[1]]
+396720 dm 1 [0,0,0,-100227,12274306] [[0,0,0,-100227,12274306]] [[1]]
+396720 dn 1 [0,0,0,-1047,12994] [[0,0,0,-1047,12994]] [[1]]
+396720 do 1 [0,0,0,-5007,394] [[0,0,0,-5007,394]] [[1]]
+396720 dp 1 [0,0,0,-8807547,10131104986] [[0,0,0,-8807547,10131104986]] [[1]]
+396720 dq 1 [0,0,0,-47427,4447746] [[0,0,0,-47427,4447746]] [[1]]
+396720 dr 1 [0,0,0,-7347,438914] [[0,0,0,-7347,438914],[0,0,0,-142347,20661914]] [[1,2],[2,1]]
+396720 ds 1 [0,0,0,-82722,-9144961] [[0,0,0,-82722,-9144961],[0,0,0,-57927,-14733754]] [[1,2],[2,1]]
+396720 dt 1 [0,0,0,-24807,-1503866] [[0,0,0,-24807,-1503866],[0,0,0,-24987,-1480934],[0,0,0,-59187,3450706],[0,0,0,6333,-4944926]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396720 du 1 [0,0,0,-2023347,1110835586] [[0,0,0,-2023347,1110835586],[0,0,0,-32398347,70979410586]] [[1,2],[2,1]]
+396720 dv 1 [0,0,0,-476067,2204030626] [[0,0,0,-476067,2204030626],[0,0,0,-28469667,57972880546]] [[1,2],[2,1]]
+396720 dw 1 [0,0,0,-4381707,-3199924294] [[0,0,0,-4381707,-3199924294],[0,0,0,-16178187,21556168634],[0,0,0,-248697867,1509542608826],[0,0,0,27597813,117959675834]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396720 dx 1 [0,0,0,-356367,-81667474] [[0,0,0,-356367,-81667474],[0,0,0,-507747,-5583886],[0,0,0,-5466747,4902834314],[0,0,0,2029173,-44652454]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396720 dy 1 [0,0,0,-94347,-11817414] [[0,0,0,-94347,-11817414],[0,0,0,-1534347,-731529414]] [[1,2],[2,1]]
+396720 dz 1 [0,0,0,-3207,-209594] [[0,0,0,-3207,-209594],[0,0,0,-76107,-8068214]] [[1,2],[2,1]]
+396720 ea 1 [0,0,0,213,-58534] [[0,0,0,213,-58534],[0,0,0,-21387,-1177414]] [[1,2],[2,1]]
+396720 eb 1 [0,0,0,-2712,-91924] [[0,0,0,-2712,-91924]] [[1]]
+396720 ec 1 [0,0,0,-1589007,951646106] [[0,0,0,-1589007,951646106],[0,0,0,11795433,-8096707726]] [[1,3],[3,1]]
+396720 ed 1 [0,0,0,99333,12272426] [[0,0,0,99333,12272426],[0,0,0,-2665467,1686860586]] [[1,3],[3,1]]
+396720 ee 1 [0,0,0,-908427,299186746] [[0,0,0,-908427,299186746]] [[1]]
+396720 ef 1 [0,0,0,-17918667,-29194877574] [[0,0,0,-17918667,-29194877574]] [[1]]
+396720 eg 1 [0,0,0,-14547,126866] [[0,0,0,-14547,126866],[0,0,0,-725907,-238047406]] [[1,3],[3,1]]
+396720 eh 1 [0,0,0,2810373,545002666] [[0,0,0,2810373,545002666]] [[1]]
+396720 ei 1 [0,0,0,-84387,-13566814] [[0,0,0,-84387,-13566814],[0,0,0,-7635747,-8121297886]] [[1,3],[3,1]]
+396720 ej 1 [0,0,0,-597,-7261] [[0,0,0,-597,-7261]] [[1]]
+396720 ek 1 [0,0,0,-25947,-1598454] [[0,0,0,-25947,-1598454],[0,0,0,-43227,796554]] [[1,2],[2,1]]
+396720 el 1 [0,0,0,-2787,-56606] [[0,0,0,-2787,-56606],[0,0,0,-3267,-35774]] [[1,2],[2,1]]
+396720 em 1 [0,0,0,-157107,23968514] [[0,0,0,-157107,23968514],[0,0,0,-158187,23622266]] [[1,2],[2,1]]
+396720 en 1 [0,0,0,-43177947,-109201255286] [[0,0,0,-43177947,-109201255286],[0,0,0,-45144027,-98711432054]] [[1,2],[2,1]]
+396720 eo 1 [0,0,0,-507,-3814] [[0,0,0,-507,-3814]] [[1]]
+396720 ep 1 [0,0,0,11853,2271186] [[0,0,0,11853,2271186]] [[1]]
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+396720 er 1 [0,0,0,-166347,-202113414] [[0,0,0,-166347,-202113414]] [[1]]
+396720 es 1 [0,0,0,-115167,15084749] [[0,0,0,-115167,15084749]] [[1]]
+396720 et 1 [0,0,0,-1587,24914] [[0,0,0,-1587,24914]] [[1]]
+396720 eu 1 [0,0,0,873890493,1744265421394] [[0,0,0,873890493,1744265421394],[0,0,0,-3554784507,14063953536394]] [[1,2],[2,1]]
+396720 ev 1 [0,0,0,-362532,-84073844] [[0,0,0,-362532,-84073844]] [[1]]
+396720 ew 1 [0,0,0,-3927,-91946] [[0,0,0,-3927,-91946],[0,0,0,1293,-318494]] [[1,2],[2,1]]
+396720 ex 1 [0,0,0,693,38394] [[0,0,0,693,38394],[0,0,0,-13707,582714]] [[1,2],[2,1]]
+396720 ey 1 [0,0,0,-1152,-23696] [[0,0,0,-1152,-23696]] [[1]]
+396720 ez 1 [0,0,0,738213,-173938934] [[0,0,0,738213,-173938934],[0,0,0,-3685467,-1542625526]] [[1,2],[2,1]]
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+396720 fb 1 [0,0,0,-949347,356052834] [[0,0,0,-949347,356052834]] [[1]]
+396720 fc 1 [0,0,0,-25767,1588626] [[0,0,0,-25767,1588626]] [[1]]
+396722 a 1 [1,0,0,-446968,115098688] [[1,0,0,-446968,115098688]] [[1]]
+396723 a 1 [0,1,1,10,-25] [[0,1,1,10,-25]] [[1]]
+396725 a 1 [1,-1,1,7865870,3211997122] [[1,-1,1,7865870,3211997122]] [[1]]
+396725 b 1 [1,0,0,-48138,-17666233] [[1,0,0,-48138,-17666233]] [[1]]
+396725 c 1 [0,-1,1,-183,643] [[0,-1,1,-183,643]] [[1]]
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+396726 b 1 [1,0,1,-610787,4582122014] [[1,0,1,-610787,4582122014]] [[1]]
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+396726 d 1 [1,0,1,-91317,-10628768] [[1,0,1,-91317,-10628768]] [[1]]
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+396730 a 1 [1,1,0,64777,-17989867] [[1,1,0,64777,-17989867]] [[1]]
+396730 b 1 [1,-1,1,-2128,39037] [[1,-1,1,-2128,39037]] [[1]]
+396730 c 1 [1,-1,1,83,5941] [[1,-1,1,83,5941]] [[1]]
+396732 a 1 [0,1,0,196,756] [[0,1,0,196,756]] [[1]]
+396732 b 1 [0,1,0,-178148,-4967148] [[0,1,0,-178148,-4967148]] [[1]]
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+396735 a 1 [0,1,1,-106,706] [[0,1,1,-106,706]] [[1]]
+396735 b 1 [1,0,0,-416,-825] [[1,0,0,-416,-825],[1,0,0,1609,-6090]] [[1,2],[2,1]]
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+396736 a 1 [0,1,0,63,1951] [[0,1,0,63,1951]] [[1]]
+396736 b 1 [0,1,0,2239,-46049] [[0,1,0,2239,-46049]] [[1]]
+396736 c 1 [0,1,0,-465,-4049] [[0,1,0,-465,-4049]] [[1]]
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+396736 i 1 [0,0,0,-35660,-2591888] [[0,0,0,-35660,-2591888]] [[1]]
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+396736 s 1 [0,-1,0,-9345,350849] [[0,-1,0,-9345,350849]] [[1]]
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+396736 v 1 [0,-1,0,71,57] [[0,-1,0,71,57]] [[1]]
+396739 a 1 [1,-1,0,835,-5996] [[1,-1,0,835,-5996]] [[1]]
+396743 a 1 [1,1,1,-108,388] [[1,1,1,-108,388]] [[1]]
+396743 b 1 [1,0,1,35,-309] [[1,0,1,35,-309],[1,0,1,-530,-4377]] [[1,2],[2,1]]
+396744 a 1 [0,-1,0,63,-891] [[0,-1,0,63,-891]] [[1]]
+396744 b 1 [0,1,0,-1068792,424944864] [[0,1,0,-1068792,424944864]] [[1]]
+396744 c 1 [0,1,0,-3679,-61450] [[0,1,0,-3679,-61450],[0,1,0,-22284,1226016],[0,1,0,-352904,80574816],[0,1,0,10656,4572720]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396745 a 1 [1,1,0,-113,842] [[1,1,0,-113,842]] [[1]]
+396746 a 1 [1,0,0,-7238,176596] [[1,0,0,-7238,176596],[1,0,0,-40578,-3004040]] [[1,2],[2,1]]
+396746 b 1 [1,1,1,-2739799,-1746667283] [[1,1,1,-2739799,-1746667283]] [[1]]
+396747 a 1 [1,-1,1,-140,46028] [[1,-1,1,-140,46028]] [[1]]
+396747 b 1 [0,0,1,438,351] [[0,0,1,438,351]] [[1]]
+396748 a 1 [0,0,0,-80,-7339] [[0,0,0,-80,-7339]] [[1]]
+396748 b 1 [0,-1,0,-489,4298] [[0,-1,0,-489,4298],[0,-1,0,-844,-2376]] [[1,2],[2,1]]
+396752 a 1 [0,1,0,-528,3172] [[0,1,0,-528,3172],[0,1,0,-7768,260916]] [[1,2],[2,1]]
+396752 b 1 [0,-1,0,-7168,-262144] [[0,-1,0,-7168,-262144]] [[1]]
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+396864 bm 1 [0,0,0,-43536,2109656] [[0,0,0,-43536,2109656],[0,0,0,-301116,-62079280]] [[1,2],[2,1]]
+396864 bn 1 [0,0,0,-438096,111609704] [[0,0,0,-438096,111609704],[0,0,0,-436476,112476080]] [[1,2],[2,1]]
+396864 bo 1 [0,0,0,-9386796,11069545264] [[0,0,0,-9386796,11069545264]] [[1]]
+396864 bp 1 [0,0,0,-2865996,19134159120] [[0,0,0,-2865996,19134159120],[0,0,0,-126249516,542527050960]] [[1,2],[2,1]]
+396864 bq 1 [0,0,0,-7953708,8665145296] [[0,0,0,-7953708,8665145296]] [[1]]
+396864 br 1 [0,0,0,2839092,130965104] [[0,0,0,2839092,130965104]] [[1]]
+396864 bs 1 [0,0,0,-4465548,-3635257104] [[0,0,0,-4465548,-3635257104]] [[1]]
+396864 bt 1 [0,0,0,-4465548,3635257104] [[0,0,0,-4465548,3635257104]] [[1]]
+396864 bu 1 [0,0,0,2839092,-130965104] [[0,0,0,2839092,-130965104]] [[1]]
+396864 bv 1 [0,0,0,-7953708,-8665145296] [[0,0,0,-7953708,-8665145296]] [[1]]
+396864 bw 1 [0,0,0,74760,-2895752] [[0,0,0,74760,-2895752],[0,0,0,-320700,-23934224]] [[1,2],[2,1]]
+396864 bx 1 [0,0,0,-5880,-173144] [[0,0,0,-5880,-173144],[0,0,0,-8220,-22448]] [[1,2],[2,1]]
+396864 by 1 [0,0,0,-480,18866] [[0,0,0,-480,18866],[0,0,0,-70680,7232618]] [[1,3],[3,1]]
+396864 bz 1 [0,0,0,285,8656] [[0,0,0,285,8656],[0,0,0,-4980,126592]] [[1,2],[2,1]]
+396864 ca 1 [0,0,0,-20640,662456] [[0,0,0,-20640,662456],[0,0,0,65220,4749392]] [[1,2],[2,1]]
+396864 cb 1 [0,0,0,-12000,-500888] [[0,0,0,-12000,-500888],[0,0,0,-2460,-1275536]] [[1,2],[2,1]]
+396864 cc 1 [0,0,0,-10024275,12218575016] [[0,0,0,-10024275,12218575016],[0,0,0,-160397940,781891141952]] [[1,2],[2,1]]
+396864 cd 1 [0,0,0,-1200,-17696] [[0,0,0,-1200,-17696]] [[1]]
+396864 ce 1 [0,0,0,-480,952] [[0,0,0,-480,952],[0,0,0,1860,7504]] [[1,2],[2,1]]
+396864 cf 1 [0,0,0,-480,-952] [[0,0,0,-480,-952],[0,0,0,1860,-7504]] [[1,2],[2,1]]
+396864 cg 1 [0,0,0,-1200,17696] [[0,0,0,-1200,17696]] [[1]]
+396864 ch 1 [0,0,0,-12000,500888] [[0,0,0,-12000,500888],[0,0,0,-2460,1275536]] [[1,2],[2,1]]
+396864 ci 1 [0,0,0,-10024275,-12218575016] [[0,0,0,-10024275,-12218575016],[0,0,0,-160397940,-781891141952]] [[1,2],[2,1]]
+396864 cj 1 [0,0,0,-20640,-662456] [[0,0,0,-20640,-662456],[0,0,0,65220,-4749392]] [[1,2],[2,1]]
+396864 ck 1 [0,0,0,285,-8656] [[0,0,0,285,-8656],[0,0,0,-4980,-126592]] [[1,2],[2,1]]
+396864 cl 1 [0,0,0,-480,-18866] [[0,0,0,-480,-18866],[0,0,0,-70680,-7232618]] [[1,3],[3,1]]
+396864 cm 1 [0,0,0,-5880,173144] [[0,0,0,-5880,173144],[0,0,0,-8220,22448]] [[1,2],[2,1]]
+396864 cn 1 [0,0,0,74760,2895752] [[0,0,0,74760,2895752],[0,0,0,-320700,23934224]] [[1,2],[2,1]]
+396864 co 1 [0,0,0,-12,89872] [[0,0,0,-12,89872]] [[1]]
+396864 cp 1 [0,0,0,-622092,-211647152] [[0,0,0,-622092,-211647152]] [[1]]
+396864 cq 1 [0,0,0,-56172,-5368912] [[0,0,0,-56172,-5368912]] [[1]]
+396864 cr 1 [0,0,0,-56172,5368912] [[0,0,0,-56172,5368912]] [[1]]
+396864 cs 1 [0,0,0,-622092,211647152] [[0,0,0,-622092,211647152]] [[1]]
+396864 ct 1 [0,0,0,-12,-89872] [[0,0,0,-12,-89872]] [[1]]
+396864 cu 1 [0,0,0,-17679,-902320] [[0,0,0,-17679,-902320],[0,0,0,-25284,-50560],[0,0,0,-273324,54815888],[0,0,0,101076,-404368]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396864 cv 1 [0,0,0,-22764,5397680] [[0,0,0,-22764,5397680],[0,0,0,-621804,188224688]] [[1,2],[2,1]]
+396864 cw 1 [0,0,0,-318444,708672560] [[0,0,0,-318444,708672560],[0,0,0,-14027724,20093594480]] [[1,2],[2,1]]
+396864 cx 1 [0,0,0,-77484,8259280] [[0,0,0,-77484,8259280],[0,0,0,-123564,-2707760],[0,0,0,486996,-21513008],[0,0,0,-1471404,-685793072]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396864 cy 1 [0,0,0,203316,-10353008] [[0,0,0,203316,-10353008]] [[1]]
+396864 cz 1 [0,0,0,5136,-8928] [[0,0,0,5136,-8928]] [[1]]
+396864 da 1 [0,0,0,-154704,-23341048] [[0,0,0,-154704,-23341048],[0,0,0,-2472924,-1496801680]] [[1,2],[2,1]]
+396864 db 1 [0,0,0,-117504,15506208] [[0,0,0,-117504,15506208]] [[1]]
+396864 dc 1 [0,0,0,816,-1201952] [[0,0,0,816,-1201952]] [[1]]
+396864 dd 1 [0,0,0,2976,26912] [[0,0,0,2976,26912]] [[1]]
+396864 de 1 [0,0,0,-14155404,-20512860912] [[0,0,0,-14155404,-20512860912]] [[1]]
+396864 df 1 [0,0,0,-11244,-460528] [[0,0,0,-11244,-460528]] [[1]]
+396864 dg 1 [0,0,0,-2664,-13608] [[0,0,0,-2664,-13608],[0,0,0,-33084,-2313360],[0,0,0,-23724,-3649968],[0,0,0,-529164,-148160880]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396864 dh 1 [0,0,0,-1670124,-859672240] [[0,0,0,-1670124,-859672240],[0,0,0,-26979564,-53938629808]] [[1,2],[2,1]]
+396864 di 1 [0,0,0,-204,-6160] [[0,0,0,-204,-6160],[0,0,0,-6444,-198352]] [[1,2],[2,1]]
+396864 dj 1 [0,0,0,-204,6160] [[0,0,0,-204,6160],[0,0,0,-6444,198352]] [[1,2],[2,1]]
+396864 dk 1 [0,0,0,-1670124,859672240] [[0,0,0,-1670124,859672240],[0,0,0,-26979564,53938629808]] [[1,2],[2,1]]
+396864 dl 1 [0,0,0,-2664,13608] [[0,0,0,-2664,13608],[0,0,0,-33084,2313360],[0,0,0,-529164,148160880],[0,0,0,-23724,3649968]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396864 dm 1 [0,0,0,-11244,460528] [[0,0,0,-11244,460528]] [[1]]
+396864 dn 1 [0,0,0,-14155404,20512860912] [[0,0,0,-14155404,20512860912]] [[1]]
+396864 do 1 [0,0,0,2976,-26912] [[0,0,0,2976,-26912]] [[1]]
+396864 dp 1 [0,0,0,816,1201952] [[0,0,0,816,1201952]] [[1]]
+396864 dq 1 [0,0,0,-117504,-15506208] [[0,0,0,-117504,-15506208]] [[1]]
+396864 dr 1 [0,0,0,-154704,23341048] [[0,0,0,-154704,23341048],[0,0,0,-2472924,1496801680]] [[1,2],[2,1]]
+396864 ds 1 [0,0,0,5136,8928] [[0,0,0,5136,8928]] [[1]]
+396864 dt 1 [0,0,0,203316,10353008] [[0,0,0,203316,10353008]] [[1]]
+396864 du 1 [0,0,0,-77484,-8259280] [[0,0,0,-77484,-8259280],[0,0,0,-123564,2707760],[0,0,0,-1471404,685793072],[0,0,0,486996,21513008]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396864 dv 1 [0,0,0,-22764,-5397680] [[0,0,0,-22764,-5397680],[0,0,0,-621804,-188224688]] [[1,2],[2,1]]
+396864 dw 1 [0,0,0,-318444,-708672560] [[0,0,0,-318444,-708672560],[0,0,0,-14027724,-20093594480]] [[1,2],[2,1]]
+396864 dx 1 [0,0,0,-17679,902320] [[0,0,0,-17679,902320],[0,0,0,-25284,50560],[0,0,0,101076,404368],[0,0,0,-273324,-54815888]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396864 dy 1 [0,0,0,-102839916,405422458288] [[0,0,0,-102839916,405422458288]] [[1]]
+396864 dz 1 [0,0,0,-8076,911792] [[0,0,0,-8076,911792]] [[1]]
+396864 ea 1 [0,0,0,-8076,-911792] [[0,0,0,-8076,-911792]] [[1]]
+396864 eb 1 [0,0,0,-102839916,-405422458288] [[0,0,0,-102839916,-405422458288]] [[1]]
+396864 ec 1 [0,0,0,12,50] [[0,0,0,12,50]] [[1]]
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+396865 f 1 [1,1,1,-105,110] [[1,1,1,-105,110],[1,1,1,-910,-10838]] [[1,2],[2,1]]
+396865 g 1 [0,0,1,-4052,99277] [[0,0,1,-4052,99277]] [[1]]
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+396866 a 1 [1,-1,0,-7978,-272292] [[1,-1,0,-7978,-272292]] [[1]]
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+396869 a 1 [0,1,1,-48544,-4132933] [[0,1,1,-48544,-4132933]] [[1]]
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+396870 b 1 [1,0,1,-44819,3100142] [[1,0,1,-44819,3100142],[1,0,1,-200339,-31549714]] [[1,2],[2,1]]
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+396872 b 1 [0,-1,0,-11009,437605] [[0,-1,0,-11009,437605]] [[1]]
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+396872 e 1 [0,1,0,-7096,-233744] [[0,1,0,-7096,-233744]] [[1]]
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+396876 a 1 [0,1,0,-277,2324] [[0,1,0,-277,2324]] [[1]]
+396879 a 1 [1,0,0,-285145,51295136] [[1,0,0,-285145,51295136],[1,0,0,-4402860,3555470601]] [[1,2],[2,1]]
+396879 b 1 [1,1,0,-7750571,-8308402536] [[1,1,0,-7750571,-8308402536],[1,1,0,-7762576,-8281388885],[1,1,0,-12584911,3231453694],[1,1,0,-3132321,-18065117700]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396880 a 1 [0,1,0,-40696,-3170796] [[0,1,0,-40696,-3170796],[0,1,0,-31016,-4707980]] [[1,2],[2,1]]
+396880 b 1 [0,1,0,-334121,74171194] [[0,1,0,-334121,74171194],[0,1,0,-260916,107640520]] [[1,2],[2,1]]
+396880 c 1 [0,1,0,-3351135,-2335467092] [[0,1,0,-3351135,-2335467092],[0,1,0,-6352540,2485989900]] [[1,2],[2,1]]
+396880 d 1 [0,1,0,1592320,971477428] [[0,1,0,1592320,971477428]] [[1]]
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+396880 g 1 [0,1,0,-213000,-37465100] [[0,1,0,-213000,-37465100],[0,1,0,-406600,40981620]] [[1,2],[2,1]]
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+396880 y 1 [0,-1,0,30545200,14780227552] [[0,-1,0,30545200,14780227552]] [[1]]
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+396880 ba 1 [0,0,0,396517,-210428438] [[0,0,0,396517,-210428438]] [[1]]
+396880 bb 1 [0,0,0,-22748,1295063] [[0,0,0,-22748,1295063],[0,0,0,2057,3969042]] [[1,2],[2,1]]
+396880 bc 1 [0,0,0,-41987,3308866] [[0,0,0,-41987,3308866],[0,0,0,-51667,1669074],[0,0,0,190333,12849474],[0,0,0,-448547,-114458014]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396880 bd 1 [0,0,0,-28181747,57596488114] [[0,0,0,-28181747,57596488114]] [[1]]
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+396880 bh 1 [0,0,0,199573,-31505254] [[0,0,0,199573,-31505254]] [[1]]
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+396880 bj 1 [0,0,0,-23695067,44322361226] [[0,0,0,-23695067,44322361226],[0,0,0,-15951067,73778988426]] [[1,2],[2,1]]
+396880 bk 1 [0,0,0,-3788147,-2286266686] [[0,0,0,-3788147,-2286266686],[0,0,0,-18913147,29624458314]] [[1,2],[2,1]]
+396880 bl 1 [0,0,0,1573,274186] [[0,0,0,1573,274186]] [[1]]
+396880 bm 1 [0,0,0,-2684627,-1605497454] [[0,0,0,-2684627,-1605497454],[0,0,0,-42333907,-106017911406],[0,0,0,-41714387,-109271258734],[0,0,0,-677341907,-6785159057006]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396880 bn 1 [0,0,0,-216227,38021346] [[0,0,0,-216227,38021346],[0,0,0,-458227,-62602254],[0,0,0,1526173,-459879134],[0,0,0,-6314627,-6105235774]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+396880 bo 1 [0,1,0,-656,9524] [[0,1,0,-656,9524]] [[1]]
+396880 bp 1 [0,1,0,-2097696,-1175523340] [[0,1,0,-2097696,-1175523340]] [[1]]
+396880 bq 1 [0,1,0,-6768296,-6779720620] [[0,1,0,-6768296,-6779720620]] [[1]]
+396880 br 1 [0,1,0,-79416,-12994060] [[0,1,0,-79416,-12994060]] [[1]]
+396880 bs 1 [0,-1,0,-1245856,-549032064] [[0,-1,0,-1245856,-549032064],[0,-1,0,-101656496,-394469577280]] [[1,3],[3,1]]
+396880 bt 1 [0,-1,0,-398856,100068080] [[0,-1,0,-398856,100068080]] [[1]]
+396880 bu 1 [0,-1,0,-31016,124016] [[0,-1,0,-31016,124016],[0,-1,0,123864,867440]] [[1,2],[2,1]]
+396880 bv 1 [0,-1,0,13149,-358774] [[0,-1,0,13149,-358774],[0,-1,0,-62476,-3051024]] [[1,2],[2,1]]
+396880 bw 1 [0,-1,0,-3296,-73984] [[0,-1,0,-3296,-73984]] [[1]]
+396880 bx 1 [0,-1,0,17384,-7523184] [[0,-1,0,17384,-7523184]] [[1]]
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+396880 bz 1 [0,-1,0,-6695,-172918] [[0,-1,0,-6695,-172918],[0,-1,0,-31500,2000000]] [[1,2],[2,1]]
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+397110 w 1 [1,0,1,-302894868774,64191569889022072] [[1,0,1,-302894868774,64191569889022072],[1,0,1,-4846913715494,4107201439429984376],[1,0,1,237905176011,258538813212492736],[1,0,1,-77550619443014,262860911545929886712],[1,0,1,-4847509535494,4106141159627056376],[1,0,1,-4921424288309,3974405526127543232],[1,0,1,-77550695717429,262860368622008632256],[1,0,1,-14841424288309,-17096067305872456768]] [[1,2,3,4,4,6,12,12],[2,1,6,2,2,3,6,6],[3,6,1,12,12,2,4,4],[4,2,12,1,4,6,3,12],[4,2,12,4,1,6,12,3],[6,3,2,6,6,1,2,2],[12,6,4,3,12,2,1,4],[12,6,4,12,3,2,4,1]]
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+397110 bc 1 [1,1,1,-16732106,-26355672361] [[1,1,1,-16732106,-26355672361]] [[1]]
+397110 bd 1 [1,1,1,-1083047651,-21893255197567] [[1,1,1,-1083047651,-21893255197567],[1,1,1,-20057478371,-1093060587519871]] [[1,2],[2,1]]
+397110 be 1 [1,1,1,-5726641,5272304063] [[1,1,1,-5726641,5272304063],[1,1,1,-5801061,5128137639],[1,1,1,3730189,20336200139],[1,1,1,-16523031,-19305087597]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397110 bf 1 [1,1,1,-118724911,-449427376267] [[1,1,1,-118724911,-449427376267],[1,1,1,-1847679631,-30569893344331]] [[1,2],[2,1]]
+397110 bg 1 [1,1,1,29,2369] [[1,1,1,29,2369],[1,1,1,-2491,45713]] [[1,2],[2,1]]
+397110 bh 1 [1,1,1,-1721,22343] [[1,1,1,-1721,22343],[1,1,1,-7921,-252937]] [[1,2],[2,1]]
+397110 bi 1 [1,1,1,-93021267035,-10920005432198935] [[1,1,1,-93021267035,-10920005432198935],[1,1,1,-92536892035,-11039352913448935]] [[1,2],[2,1]]
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+397110 bk 1 [1,1,1,-10360,-406663] [[1,1,1,-10360,-406663],[1,1,1,-165360,-25950663]] [[1,2],[2,1]]
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+397110 bq 1 [1,1,1,-10799170,-56531650993] [[1,1,1,-10799170,-56531650993],[1,1,1,-296869650,-1963591898865],[1,1,1,-424512150,-111141824865],[1,1,1,-4746354830,-125862176427073]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+397111 b 1 [0,1,1,88,-5723] [[0,1,1,88,-5723]] [[1]]
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+397184 l 1 [0,0,0,-142,788] [[0,0,0,-142,788]] [[1]]
+397185 a 1 [0,1,1,-6,-160] [[0,1,1,-6,-160]] [[1]]
+397185 b 1 [1,0,0,-10,-2275] [[1,0,0,-10,-2275]] [[1]]
+397185 c 1 [0,1,1,-845,1595006] [[0,1,1,-845,1595006]] [[1]]
+397186 a 1 [1,0,0,-4308,107920] [[1,0,0,-4308,107920],[1,0,0,-6868,-35952]] [[1,2],[2,1]]
+397188 a 1 [0,0,0,96,3764] [[0,0,0,96,3764]] [[1]]
+397188 b 1 [0,0,0,384,-3031] [[0,0,0,384,-3031],[0,0,0,-2271,-29050]] [[1,2],[2,1]]
+397188 c 1 [0,0,0,3240,-185679] [[0,0,0,3240,-185679],[0,0,0,-35775,-2315898]] [[1,2],[2,1]]
+397188 d 1 [0,0,0,360,6877] [[0,0,0,360,6877],[0,0,0,-3975,85774]] [[1,2],[2,1]]
+397188 e 1 [0,0,0,-2148327696,38396454607492] [[0,0,0,-2148327696,38396454607492]] [[1]]
+397190 a 1 [1,0,0,-2125,39057] [[1,0,0,-2125,39057]] [[1]]
+397190 b 1 [1,1,1,-3131,-68747] [[1,1,1,-3131,-68747]] [[1]]
+397195 a 1 [0,-1,1,2964,-37454] [[0,-1,1,2964,-37454]] [[1]]
+397195 b 1 [1,-1,0,-679,38040] [[1,-1,0,-679,38040],[1,-1,0,-21584,1221263]] [[1,2],[2,1]]
+397198 a 1 [1,0,1,-251,-2490] [[1,0,1,-251,-2490]] [[1]]
+397200 a 1 [0,-1,0,-58708,-5531588] [[0,-1,0,-58708,-5531588]] [[1]]
+397200 b 1 [0,-1,0,-52258,4612387] [[0,-1,0,-52258,4612387]] [[1]]
+397200 c 1 [0,-1,0,367,-2988] [[0,-1,0,367,-2988]] [[1]]
+397200 d 1 [0,-1,0,-768,266832] [[0,-1,0,-768,266832],[0,-1,0,-66968,6622032]] [[1,2],[2,1]]
+397200 e 1 [0,-1,0,-3008,-59613] [[0,-1,0,-3008,-59613]] [[1]]
+397200 f 1 [0,-1,0,5916592,-5194010688] [[0,-1,0,5916592,-5194010688]] [[1]]
+397200 g 1 [0,-1,0,-3433,-76388] [[0,-1,0,-3433,-76388]] [[1]]
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+397200 i 1 [0,-1,0,-328,-1328] [[0,-1,0,-328,-1328]] [[1]]
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+397200 k 1 [0,-1,0,-1175208,-489971088] [[0,-1,0,-1175208,-489971088]] [[1]]
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+397200 n 1 [0,-1,0,-21968,725952] [[0,-1,0,-21968,725952]] [[1]]
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+397200 p 1 [0,-1,0,-9734208,16763676912] [[0,-1,0,-9734208,16763676912]] [[1]]
+397200 q 1 [0,-1,0,2398992,18207064512] [[0,-1,0,2398992,18207064512],[0,-1,0,-90913008,322404184512],[0,-1,0,-1440913008,21053004184512],[0,-1,0,-233905008,-941073127488]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+397200 s 1 [0,-1,0,-14883,1484262] [[0,-1,0,-14883,1484262]] [[1]]
+397200 t 1 [0,-1,0,632,2032] [[0,-1,0,632,2032]] [[1]]
+397200 u 1 [0,-1,0,-1353008,608968512] [[0,-1,0,-1353008,608968512]] [[1]]
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+397200 ba 1 [0,-1,0,-80608,8835712] [[0,-1,0,-80608,8835712]] [[1]]
+397200 bb 1 [0,-1,0,-3808,132112] [[0,-1,0,-3808,132112]] [[1]]
+397200 bc 1 [0,-1,0,-1358,19587] [[0,-1,0,-1358,19587]] [[1]]
+397200 bd 1 [0,-1,0,-17308,-674513] [[0,-1,0,-17308,-674513]] [[1]]
+397200 be 1 [0,-1,0,-17333,1212537] [[0,-1,0,-17333,1212537]] [[1]]
+397200 bf 1 [0,-1,0,-24008,-1513488] [[0,-1,0,-24008,-1513488]] [[1]]
+397200 bg 1 [0,-1,0,-7733,282537] [[0,-1,0,-7733,282537]] [[1]]
+397200 bh 1 [0,-1,0,992,-1503488] [[0,-1,0,992,-1503488],[0,-1,0,-191008,-31455488]] [[1,2],[2,1]]
+397200 bi 1 [0,-1,0,526592,-16882688] [[0,-1,0,526592,-16882688],[0,-1,0,-2121408,-133394688]] [[1,2],[2,1]]
+397200 bj 1 [0,-1,0,-844608,-311436288] [[0,-1,0,-844608,-311436288]] [[1]]
+397200 bk 1 [0,1,0,992,13988] [[0,1,0,992,13988]] [[1]]
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+397200 bm 1 [0,1,0,-2008,5363] [[0,1,0,-2008,5363]] [[1]]
+397200 bn 1 [0,1,0,-97758,-8948637] [[0,1,0,-97758,-8948637]] [[1]]
+397200 bo 1 [0,1,0,-7008,719988] [[0,1,0,-7008,719988]] [[1]]
+397200 bp 1 [0,1,0,39592,-568812] [[0,1,0,39592,-568812]] [[1]]
+397200 bq 1 [0,1,0,-86448908,-309405360312] [[0,1,0,-86448908,-309405360312]] [[1]]
+397200 br 1 [0,1,0,3635592,2032543188] [[0,1,0,3635592,2032543188]] [[1]]
+397200 bs 1 [0,1,0,180992,55111988] [[0,1,0,180992,55111988]] [[1]]
+397200 bt 1 [0,1,0,-693,9423] [[0,1,0,-693,9423]] [[1]]
+397200 bu 1 [0,1,0,-193333,34930463] [[0,1,0,-193333,34930463]] [[1]]
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+397200 cb 1 [0,1,0,4092,137688] [[0,1,0,4092,137688]] [[1]]
+397200 cc 1 [0,1,0,-358,1163] [[0,1,0,-358,1163]] [[1]]
+397200 cd 1 [0,1,0,-535808,-151138737] [[0,1,0,-535808,-151138737]] [[1]]
+397200 ce 1 [0,1,0,44592,4141188] [[0,1,0,44592,4141188]] [[1]]
+397200 cf 1 [0,1,0,-158,63] [[0,1,0,-158,63]] [[1]]
+397200 cg 1 [0,1,0,-6708,-213912] [[0,1,0,-6708,-213912],[0,1,0,8292,-957912]] [[1,3],[3,1]]
+397200 ch 1 [0,1,0,10167,-611277] [[0,1,0,10167,-611277]] [[1]]
+397200 ci 1 [0,1,0,-3457408,2474475188] [[0,1,0,-3457408,2474475188]] [[1]]
+397200 cj 1 [0,1,0,546992,-282652012] [[0,1,0,546992,-282652012],[0,1,0,-5123008,9549127988]] [[1,3],[3,1]]
+397200 ck 1 [0,1,0,-15833,2592963] [[0,1,0,-15833,2592963]] [[1]]
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+397200 cn 1 [0,1,0,-11653408,-15556364812] [[0,1,0,-11653408,-15556364812],[0,1,0,45940592,-73337048812]] [[1,3],[3,1]]
+397200 co 1 [0,1,0,-173258,-27815637] [[0,1,0,-173258,-27815637]] [[1]]
+397200 cp 1 [0,1,0,-658,5063] [[0,1,0,-658,5063]] [[1]]
+397200 cq 1 [0,1,0,-389368,133953668] [[0,1,0,-389368,133953668]] [[1]]
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+397200 cs 1 [0,1,0,-97158,9207063] [[0,1,0,-97158,9207063]] [[1]]
+397200 ct 1 [0,1,0,7792,-650412] [[0,1,0,7792,-650412],[0,1,0,-82208,-8030412]] [[1,2],[2,1]]
+397200 cu 1 [0,1,0,15792,285588] [[0,1,0,15792,285588]] [[1]]
+397200 cv 1 [0,1,0,-241008,42731988] [[0,1,0,-241008,42731988],[0,1,0,-753008,-199956012],[0,1,0,1646992,-1212756012],[0,1,0,-11345008,-14710996012]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397200 cw 1 [0,1,0,-8208,-182412] [[0,1,0,-8208,-182412]] [[1]]
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+397200 cy 1 [0,1,0,-47008,-3938572] [[0,1,0,-47008,-3938572]] [[1]]
+397200 cz 1 [0,1,0,-549208,89645588] [[0,1,0,-549208,89645588]] [[1]]
+397200 da 1 [0,1,0,102992,-17860012] [[0,1,0,102992,-17860012]] [[1]]
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+397200 dc 1 [0,1,0,-142658,8668563] [[0,1,0,-142658,8668563],[0,1,0,-9576158,11402847063]] [[1,3],[3,1]]
+397200 dd 1 [0,1,0,-262508,-51853137] [[0,1,0,-262508,-51853137]] [[1]]
+397200 de 1 [0,1,0,-148408,-22064812] [[0,1,0,-148408,-22064812],[0,1,0,115592,-88448812]] [[1,3],[3,1]]
+397200 df 1 [0,1,0,-1008,17988] [[0,1,0,-1008,17988]] [[1]]
+397200 dg 1 [0,1,0,2192,-13612] [[0,1,0,2192,-13612]] [[1]]
+397200 dh 1 [0,1,0,-19208,33315588] [[0,1,0,-19208,33315588],[0,1,0,-1674208,824405588]] [[1,2],[2,1]]
+397200 di 1 [0,1,0,-3133,40238] [[0,1,0,-3133,40238],[0,1,0,-44508,3598488]] [[1,2],[2,1]]
+397200 dj 1 [0,1,0,-2348,-45192] [[0,1,0,-2348,-45192]] [[1]]
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+397200 dl 1 [0,1,0,-11883,587988] [[0,1,0,-11883,587988]] [[1]]
+397200 dm 1 [0,1,0,-408,199188] [[0,1,0,-408,199188]] [[1]]
+397203 a 1 [1,1,1,-136,1682] [[1,1,1,-136,1682]] [[1]]
+397203 b 1 [1,1,1,58,-214] [[1,1,1,58,-214],[1,1,1,-407,-2632]] [[1,2],[2,1]]
+397203 c 1 [1,1,1,-7787139,8360774274] [[1,1,1,-7787139,8360774274]] [[1]]
+397203 d 1 [0,-1,1,-12177,-513136] [[0,-1,1,-12177,-513136]] [[1]]
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+397206 b 1 [1,-1,0,-18,-270] [[1,-1,0,-18,-270]] [[1]]
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+397206 f 1 [1,-1,1,-17024,-890877] [[1,-1,1,-17024,-890877]] [[1]]
+397208 a 1 [0,1,0,-217,1579] [[0,1,0,-217,1579]] [[1]]
+397208 b 1 [0,-1,0,-7953400,-8630659716] [[0,-1,0,-7953400,-8630659716]] [[1]]
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+397210 b 1 [1,0,1,-213,1488] [[1,0,1,-213,1488]] [[1]]
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+397210 g 1 [1,-1,1,-1842,32241] [[1,-1,1,-1842,32241]] [[1]]
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+397210 i 1 [1,1,1,-25710565161,-1637577633591017] [[1,1,1,-25710565161,-1637577633591017]] [[1]]
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+397212 a 1 [0,1,0,-5820388,-7067035420] [[0,1,0,-5820388,-7067035420]] [[1]]
+397214 a 1 [1,0,0,-11220,470416] [[1,0,0,-11220,470416]] [[1]]
+397214 b 1 [1,-1,1,-14180265,20556516553] [[1,-1,1,-14180265,20556516553]] [[1]]
+397215 a 1 [0,0,1,-243,1288] [[0,0,1,-243,1288]] [[1]]
+397215 b 1 [0,0,1,-99980193,126999629914] [[0,0,1,-99980193,126999629914]] [[1]]
+397215 c 1 [0,0,1,5549847,8796442504] [[0,0,1,5549847,8796442504]] [[1]]
+397215 d 1 [0,0,1,-237,39690] [[0,0,1,-237,39690]] [[1]]
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+397215 f 1 [0,0,1,303,15120] [[0,0,1,303,15120]] [[1]]
+397215 g 1 [0,0,1,-91017,-10568968] [[0,0,1,-91017,-10568968]] [[1]]
+397215 h 1 [0,0,1,-2337,49822] [[0,0,1,-2337,49822]] [[1]]
+397215 i 1 [1,-1,1,-1000463,385398942] [[1,-1,1,-1000463,385398942],[1,-1,1,-1057208,339276606]] [[1,2],[2,1]]
+397215 j 1 [1,-1,1,-68,-2194] [[1,-1,1,-68,-2194],[1,-1,1,-2993,-61864]] [[1,2],[2,1]]
+397215 k 1 [1,-1,1,-11408,1853786] [[1,-1,1,-11408,1853786],[1,-1,1,-306653,65272412],[1,-1,1,-4902998,4179920456],[1,-1,1,-434228,5873492]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397215 l 1 [1,-1,1,-42946493,108336502356] [[1,-1,1,-42946493,108336502356],[1,-1,1,-44443688,100378611492]] [[1,2],[2,1]]
+397215 m 1 [1,-1,1,-4748,46446] [[1,-1,1,-4748,46446],[1,-1,1,-61493,5879832]] [[1,2],[2,1]]
+397215 n 1 [1,-1,1,-8213,138692] [[1,-1,1,-8213,138692],[1,-1,1,-64958,-6262144]] [[1,2],[2,1]]
+397215 o 1 [1,-1,1,-27008,1715106] [[1,-1,1,-27008,1715106],[1,-1,1,-26633,1764756]] [[1,2],[2,1]]
+397215 p 1 [1,-1,1,-25536683,45747831106] [[1,-1,1,-25536683,45747831106],[1,-1,1,-399542978,3074002000462]] [[1,2],[2,1]]
+397215 q 1 [1,-1,1,-6557,-1121844] [[1,-1,1,-6557,-1121844],[1,-1,1,-207212,-36116076]] [[1,2],[2,1]]
+397215 r 1 [1,-1,1,-20621973362,-1139792255652216] [[1,-1,1,-20621973362,-1139792255652216],[1,-1,1,-21638568767,-1021212094593234],[1,-1,1,-101052572072,11412606637269294],[1,-1,1,41509908058,-5865912717825774]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397215 s 1 [1,-1,1,-4622,-422904] [[1,-1,1,-4622,-422904]] [[1]]
+397215 t 1 [0,0,1,-340518,76481874] [[0,0,1,-340518,76481874]] [[1]]
+397215 u 1 [0,0,1,-175613268,-895372783767] [[0,0,1,-175613268,-895372783767]] [[1]]
+397215 v 1 [0,0,1,-4098,322609] [[0,0,1,-4098,322609]] [[1]]
+397215 w 1 [0,0,1,6252,-152541] [[0,0,1,6252,-152541],[0,0,1,-63948,8606664]] [[1,3],[3,1]]
+397215 x 1 [0,0,1,-4728,-114867] [[0,0,1,-4728,-114867],[0,0,1,-80328,8742618]] [[1,3],[3,1]]
+397215 y 1 [0,0,1,-1590798,-1838664216] [[0,0,1,-1590798,-1838664216],[0,0,1,13877952,41683507659],[0,0,1,-628218048,6072360503184]] [[1,3,9],[3,1,3],[9,3,1]]
+397215 z 1 [0,0,1,-6114468,-6308955986] [[0,0,1,-6114468,-6308955986]] [[1]]
+397215 ba 1 [1,-1,0,-195795,1885780120] [[1,-1,0,-195795,1885780120],[1,-1,0,-24110640,45023377531],[1,-1,0,-384473565,2901764429176],[1,-1,0,-46385235,-51198417950]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397215 bb 1 [1,-1,0,172125,33679800] [[1,-1,0,172125,33679800],[1,-1,0,-1113120,336740571],[1,-1,0,-16513245,25830107496],[1,-1,0,-6276915,-5776159950],[1,-1,0,-264205170,1653017439591],[1,-1,0,-15223320,30033457101]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+397215 bc 1 [1,-1,0,-24570,-1531985] [[1,-1,0,-24570,-1531985],[1,-1,0,-397215,-96258344],[1,-1,0,-401310,-94169075],[1,-1,0,-6355440,-6165306329]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+397320 q 1 [0,-1,0,804,-5004] [[0,-1,0,804,-5004],[0,-1,0,-3696,-39204],[0,-1,0,-29496,1931916],[0,-1,0,-49896,-4271124]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+397320 t 1 [0,-1,0,-182491,31754416] [[0,-1,0,-182491,31754416],[0,-1,0,-2965236,1966318740]] [[1,2],[2,1]]
+397320 u 1 [0,-1,0,-28711996,59226133876] [[0,-1,0,-28711996,59226133876],[0,-1,0,-28713616,59219117980],[0,-1,0,-25385416,73465145260],[0,-1,0,-32067736,44524047436]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+397320 ba 1 [0,-1,0,-15356,-727020] [[0,-1,0,-15356,-727020],[0,-1,0,-12776,-981924]] [[1,2],[2,1]]
+397320 bb 1 [0,-1,0,-516,54180] [[0,-1,0,-516,54180],[0,-1,0,-24816,1502460]] [[1,2],[2,1]]
+397320 bc 1 [0,-1,0,595884,525171780] [[0,-1,0,595884,525171780],[0,-1,0,-7262736,6802637436]] [[1,2],[2,1]]
+397320 bd 1 [0,-1,0,160768460,14240302080100] [[0,-1,0,160768460,14240302080100],[0,-1,0,-7925751520,263696505031132]] [[1,2],[2,1]]
+397320 be 1 [0,-1,0,-155,12] [[0,-1,0,-155,12],[0,-1,0,-1660,26500]] [[1,2],[2,1]]
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+397320 bg 1 [0,-1,0,-1687180,-712669100] [[0,-1,0,-1687180,-712669100],[0,-1,0,3083240,-4015707908]] [[1,2],[2,1]]
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+397320 bi 1 [0,-1,0,13580,-9403100] [[0,-1,0,13580,-9403100],[0,-1,0,-593920,-170512100]] [[1,2],[2,1]]
+397320 bj 1 [0,-1,0,-621780,319345380] [[0,-1,0,-621780,319345380],[0,-1,0,-11752760,15506454492]] [[1,2],[2,1]]
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+397320 bm 1 [0,-1,0,17460,-3689388] [[0,-1,0,17460,-3689388],[0,-1,0,-277520,-52184100]] [[1,2],[2,1]]
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+397320 bo 1 [0,-1,0,-1160,-9348] [[0,-1,0,-1160,-9348],[0,-1,0,-16640,-820500]] [[1,2],[2,1]]
+397320 bp 1 [0,-1,0,-1154895,177582132] [[0,-1,0,-1154895,177582132],[0,-1,0,-10012700,-12067447500],[0,-1,0,-2000080,-30852233828],[0,-1,0,-159750200,-777106282500]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397320 bq 1 [0,-1,0,-34655,1461660] [[0,-1,0,-34655,1461660],[0,-1,0,-487660,131202292],[0,-1,0,-7801960,8390509852],[0,-1,0,-421440,168047100]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397320 br 1 [0,-1,0,-437480,107001900] [[0,-1,0,-437480,107001900]] [[1]]
+397320 bs 1 [0,-1,0,-4740,28260] [[0,-1,0,-4740,28260],[0,-1,0,18480,204732]] [[1,2],[2,1]]
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+397320 bu 1 [0,-1,0,-121220,38748900] [[0,-1,0,-121220,38748900],[0,-1,0,-2611400,1623499452]] [[1,2],[2,1]]
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+397320 ca 1 [0,1,0,709844,-367459456] [[0,1,0,709844,-367459456],[0,1,0,-5439376,-3953684560]] [[1,2],[2,1]]
+397320 cb 1 [0,1,0,67209,10917270] [[0,1,0,67209,10917270],[0,1,0,-521036,117507264],[0,1,0,-7895536,8536236464],[0,1,0,-2558456,-1470050400]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397320 cc 1 [0,1,0,452605544524,115843529306336640] [[0,1,0,452605544524,115843529306336640],[0,1,0,-2599152267976,1095550560556336640],[0,1,0,-37762011642976,89302652253668836640],[0,1,0,-16264417892976,-24410252304431163360]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+397320 ch 1 [0,1,0,-856336,80082464] [[0,1,0,-856336,80082464]] [[1]]
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+397320 cj 1 [0,1,0,-739815956,-7745464754976] [[0,1,0,-739815956,-7745464754976],[0,1,0,-739813376,-7745521475760]] [[1,2],[2,1]]
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+397320 cm 1 [0,1,0,-9371,-122490] [[0,1,0,-9371,-122490],[0,1,0,-83116,9110384]] [[1,2],[2,1]]
+397320 cn 1 [0,1,0,-8135776,3425045984] [[0,1,0,-8135776,3425045984]] [[1]]
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+397320 cp 1 [0,1,0,55360944,-6423443856] [[0,1,0,55360944,-6423443856],[0,1,0,-221646776,-51631103760]] [[1,2],[2,1]]
+397320 cq 1 [0,1,0,-236,2880] [[0,1,0,-236,2880],[0,1,0,-4856,128544]] [[1,2],[2,1]]
+397320 cr 1 [0,1,0,-650116,348884000] [[0,1,0,-650116,348884000],[0,1,0,-12389536,16774680464]] [[1,2],[2,1]]
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+397320 ct 1 [0,1,0,-40815,-3158190] [[0,1,0,-40815,-3158190],[0,1,0,-73620,2602368],[0,1,0,-946800,353970000],[0,1,0,274680,20435328]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397320 cu 1 [0,1,0,440,3968] [[0,1,0,440,3968],[0,1,0,-2640,36000]] [[1,2],[2,1]]
+397320 cv 1 [0,1,0,11815,1771083] [[0,1,0,11815,1771083]] [[1]]
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+397341 a 1 [0,0,1,95109,4456170] [[0,0,1,95109,4456170]] [[1]]
+397341 b 1 [0,0,1,-18081,1103590] [[0,0,1,-18081,1103590]] [[1]]
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+397488 r 1 [0,-1,0,-212,519] [[0,-1,0,-212,519]] [[1]]
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+397488 z 1 [0,-1,0,-532744,330688240] [[0,-1,0,-532744,330688240],[0,-1,0,-11132424,14288346864],[0,-1,0,-178077384,914722683120],[0,-1,0,-13782344,6974567664],[0,-1,0,51140696,53823033328],[0,-1,0,-121104104,-507998165520]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+397488 ba 1 [0,-1,0,-7783016544,-60658469574912] [[0,-1,0,-7783016544,-60658469574912],[0,-1,0,30206236576,-478509862492416]] [[1,2],[2,1]]
+397488 bb 1 [0,-1,0,5967841,-22844038062] [[0,-1,0,5967841,-22844038062],[0,-1,0,-93445564,-322555571456],[0,-1,0,-312560824,1752553586848],[0,-1,0,-1464944784,-21580793481456],[0,-1,0,-1434801944,-22511411466480],[0,-1,0,-23439075144,-1381199345723952]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+397488 bc 1 [0,-1,0,-16101024,24944205168] [[0,-1,0,-16101024,24944205168]] [[1]]
+397488 bd 1 [0,-1,0,-12224,583920] [[0,-1,0,-12224,583920]] [[1]]
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+397488 bi 1 [0,-1,0,-325719,71641998] [[0,-1,0,-325719,71641998],[0,-1,0,-367124,52314144],[0,-1,0,1123456,368317104],[0,-1,0,-2520184,-1501333952]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397488 bj 1 [0,-1,0,-157209264,1054246933440] [[0,-1,0,-157209264,1054246933440]] [[1]]
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+397488 bu 1 [0,-1,0,-576,-4941] [[0,-1,0,-576,-4941]] [[1]]
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+397488 fv 1 [0,1,0,187703,38801699] [[0,1,0,187703,38801699]] [[1]]
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+397488 fx 1 [0,1,0,394728,96644484] [[0,1,0,394728,96644484]] [[1]]
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+397488 ge 1 [0,1,0,-1981919,1031536260] [[0,1,0,-1981919,1031536260],[0,1,0,-5335724,-3384754164],[0,1,0,14041816,-22304984220],[0,1,0,-78374144,-267053450364],[0,1,0,-71418104,-316382903628],[0,1,0,-1253944904,-17091351939180]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+397488 gf 1 [0,1,0,-12224,338820] [[0,1,0,-12224,338820],[0,1,0,35096,2364116]] [[1,2],[2,1]]
+397488 gg 1 [0,1,0,-7488784,-7672788460] [[0,1,0,-7488784,-7672788460],[0,1,0,-18088464,18881529876],[0,1,0,-259231184,1606082912916],[0,1,0,53459376,131326115220]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397488 gh 1 [0,1,0,-6309,207507] [[0,1,0,-6309,207507],[0,1,0,-2466949,-1493400973]] [[1,13],[13,1]]
+397488 gi 1 [0,1,0,502381,-1846276860] [[0,1,0,502381,-1846276860]] [[1]]
+397488 gj 1 [0,1,0,6423296,-2592096844] [[0,1,0,6423296,-2592096844],[0,1,0,-28025664,-21621702348],[0,1,0,-587821264,5488692698516],[0,1,0,-9406755024,351159147928980]] [[1,2,5,10],[2,1,10,5],[5,10,1,2],[10,5,2,1]]
+397488 gk 1 [0,1,0,-354384,-81216108] [[0,1,0,-354384,-81216108],[0,1,0,-252464,-128792364],[0,1,0,-10597344,13270038900],[0,1,0,-8966624,17494908276]] [[1,2,5,10],[2,1,10,5],[5,10,1,2],[10,5,2,1]]
+397488 gl 1 [0,1,0,419571,177284862] [[0,1,0,419571,177284862],[0,1,0,-3348284,1936119576]] [[1,2],[2,1]]
+397488 gm 1 [0,1,0,-10404,2371032] [[0,1,0,-10404,2371032]] [[1]]
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+397488 gs 1 [0,1,0,-35884,-47179924] [[0,1,0,-35884,-47179924],[0,1,0,-2188944,-1236530268]] [[1,2],[2,1]]
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+397793 b 1 [1,1,1,326711,278484766] [[1,1,1,326711,278484766],[1,1,1,-4916924,3877715830]] [[1,2],[2,1]]
+397793 c 1 [0,-1,1,-16259,4923642] [[0,-1,1,-16259,4923642]] [[1]]
+397793 d 1 [0,1,1,-19,195] [[0,1,1,-19,195]] [[1]]
+397793 e 1 [1,0,1,388,11445] [[1,0,1,388,11445],[1,0,1,-5847,158591]] [[1,2],[2,1]]
+397793 f 1 [0,-1,1,-846326,299965785] [[0,-1,1,-846326,299965785]] [[1]]
+397794 a 1 [1,1,0,-2061,-57915] [[1,1,0,-2061,-57915]] [[1]]
+397794 b 1 [1,1,0,-297381591,1973749223253] [[1,1,0,-297381591,1973749223253]] [[1]]
+397794 c 1 [1,0,1,63,-140] [[1,0,1,63,-140]] [[1]]
+397794 d 1 [1,0,1,408,-8006] [[1,0,1,408,-8006]] [[1]]
+397794 e 1 [1,0,1,-236828,44324174] [[1,0,1,-236828,44324174]] [[1]]
+397794 f 1 [1,1,1,-5509,-132853] [[1,1,1,-5509,-132853],[1,1,1,-25989,1480971],[1,1,1,-407109,99809931],[1,1,1,27451,6846347]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397794 g 1 [1,1,1,-20595,-73167] [[1,1,1,-20595,-73167]] [[1]]
+397794 h 1 [1,1,1,-1324,-19087] [[1,1,1,-1324,-19087]] [[1]]
+397796 a 1 [0,-1,0,-42,101] [[0,-1,0,-42,101]] [[1]]
+397800 a 1 [0,0,0,2625,1569375] [[0,0,0,2625,1569375]] [[1]]
+397800 b 1 [0,0,0,105,-11365] [[0,0,0,105,-11365]] [[1]]
+397800 c 1 [0,0,0,23625,-42373125] [[0,0,0,23625,-42373125]] [[1]]
+397800 d 1 [0,0,0,-95475,11074750] [[0,0,0,-95475,11074750],[0,0,0,21525,36463750]] [[1,2],[2,1]]
+397800 e 1 [0,0,0,-11150175,3977649250] [[0,0,0,-11150175,3977649250],[0,0,0,-139674675,634647370750],[0,0,0,-2234091675,40644295321750],[0,0,0,-101649675,987861595750]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 f 1 [0,0,0,-301575,9972250] [[0,0,0,-301575,9972250],[0,0,0,-3582075,2604847750],[0,0,0,-57285075,166882324750],[0,0,0,-2367075,4399402750]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 g 1 [0,0,0,-20779875,36486618750] [[0,0,0,-20779875,36486618750]] [[1]]
+397800 h 1 [0,0,0,-660,-1420] [[0,0,0,-660,-1420]] [[1]]
+397800 i 1 [0,0,0,-14734875,21598843750] [[0,0,0,-14734875,21598843750],[0,0,0,-25669875,-14760031250]] [[1,2],[2,1]]
+397800 j 1 [0,0,0,-2365050,285465125] [[0,0,0,-2365050,285465125],[0,0,0,-28700175,59091799250],[0,0,0,-459012675,3785167736750],[0,0,0,-19749675,96621245750]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 k 1 [0,0,0,620325,-86204250] [[0,0,0,620325,-86204250],[0,0,0,-2754675,-724079250]] [[1,2],[2,1]]
+397800 l 1 [0,0,0,68925,3192750] [[0,0,0,68925,3192750],[0,0,0,-306075,26817750]] [[1,2],[2,1]]
+397800 m 1 [0,0,0,-2308875,-1351356250] [[0,0,0,-2308875,-1351356250]] [[1]]
+397800 n 1 [0,0,0,14325,-1084250] [[0,0,0,14325,-1084250]] [[1]]
+397800 o 1 [0,0,0,-24075,357750] [[0,0,0,-24075,357750],[0,0,0,92925,2814750]] [[1,2],[2,1]]
+397800 p 1 [0,0,0,-246375,-53915625] [[0,0,0,-246375,-53915625]] [[1]]
+397800 q 1 [0,0,0,72825,-21495125] [[0,0,0,72825,-21495125]] [[1]]
+397800 r 1 [0,0,0,-103575,-13336625] [[0,0,0,-103575,-13336625]] [[1]]
+397800 s 1 [0,0,0,-384375,-92415625] [[0,0,0,-384375,-92415625]] [[1]]
+397800 t 1 [0,0,0,-27375,1996875] [[0,0,0,-27375,1996875]] [[1]]
+397800 u 1 [0,0,0,-4402875,3751213750] [[0,0,0,-4402875,3751213750]] [[1]]
+397800 v 1 [0,0,0,-2955,-58250] [[0,0,0,-2955,-58250],[0,0,0,2445,-247250]] [[1,2],[2,1]]
+397800 w 1 [0,0,0,-39675,-2704250] [[0,0,0,-39675,-2704250],[0,0,0,-156675,21046750]] [[1,2],[2,1]]
+397800 x 1 [0,0,0,-3214875,-2210980250] [[0,0,0,-3214875,-2210980250],[0,0,0,-1693875,-4308439250]] [[1,2],[2,1]]
+397800 y 1 [0,0,0,-1875,-3411250] [[0,0,0,-1875,-3411250]] [[1]]
+397800 z 1 [0,0,0,-376275,-88713250] [[0,0,0,-376275,-88713250],[0,0,0,-493275,-28926250]] [[1,2],[2,1]]
+397800 ba 1 [0,0,0,-12900,157700] [[0,0,0,-12900,157700]] [[1]]
+397800 bb 1 [0,0,0,-2065709592075,-1142762178126172250] [[0,0,0,-2065709592075,-1142762178126172250]] [[1]]
+397800 bc 1 [0,0,0,-20550,-963875] [[0,0,0,-20550,-963875],[0,0,0,36825,-5381750]] [[1,2],[2,1]]
+397800 bd 1 [0,0,0,10050,-4505875] [[0,0,0,10050,-4505875],[0,0,0,-355575,-78727750]] [[1,2],[2,1]]
+397800 be 1 [0,0,0,165,-3370] [[0,0,0,165,-3370]] [[1]]
+397800 bf 1 [0,0,0,1485,90990] [[0,0,0,1485,90990]] [[1]]
+397800 bg 1 [0,0,0,37125,-66656250] [[0,0,0,37125,-66656250],[0,0,0,-2257875,-1271531250]] [[1,2],[2,1]]
+397800 bh 1 [0,0,0,4125,2468750] [[0,0,0,4125,2468750],[0,0,0,-250875,47093750]] [[1,2],[2,1]]
+397800 bi 1 [0,0,0,-16500,-2387500] [[0,0,0,-16500,-2387500]] [[1]]
+397800 bj 1 [0,0,0,-317775,61699250] [[0,0,0,-317775,61699250],[0,0,0,442725,311903750]] [[1,2],[2,1]]
+397800 bk 1 [0,0,0,-176250,28096625] [[0,0,0,-176250,28096625],[0,0,0,-348375,-35761750]] [[1,2],[2,1]]
+397800 bl 1 [0,0,0,-29850375,62772984250] [[0,0,0,-29850375,62772984250],[0,0,0,-29908875,62514589750]] [[1,2],[2,1]]
+397800 bm 1 [0,0,0,-9024375,10258942250] [[0,0,0,-9024375,10258942250],[0,0,0,-18910875,-16246764250]] [[1,2],[2,1]]
+397800 bn 1 [0,0,0,-12450,-396875] [[0,0,0,-12450,-396875],[0,0,0,-184575,-30518750]] [[1,2],[2,1]]
+397800 bo 1 [0,0,0,-189900,-31851900] [[0,0,0,-189900,-31851900]] [[1]]
+397800 bp 1 [0,0,0,-5175,-33750] [[0,0,0,-5175,-33750],[0,0,0,-63675,-6176250]] [[1,2],[2,1]]
+397800 bq 1 [0,0,0,-574950,202337125] [[0,0,0,-574950,202337125],[0,0,0,-9715575,11655540250]] [[1,2],[2,1]]
+397800 br 1 [0,0,0,-75,-21850] [[0,0,0,-75,-21850]] [[1]]
+397800 bs 1 [0,0,0,-4494675,7623116750] [[0,0,0,-4494675,7623116750]] [[1]]
+397800 bt 1 [0,0,0,-3002700,18537756500] [[0,0,0,-3002700,18537756500]] [[1]]
+397800 bu 1 [0,0,0,-15375,603250] [[0,0,0,-15375,603250],[0,0,0,-73875,-7177250]] [[1,2],[2,1]]
+397800 bv 1 [0,0,0,2625,2021875] [[0,0,0,2625,2021875]] [[1]]
+397800 bw 1 [0,0,0,-703875,227265950] [[0,0,0,-703875,227265950]] [[1]]
+397800 bx 1 [0,0,0,-54514875,157379171875] [[0,0,0,-54514875,157379171875]] [[1]]
+397800 by 1 [0,0,0,233925,25695875] [[0,0,0,233925,25695875]] [[1]]
+397800 bz 1 [0,0,0,-470175,143169250] [[0,0,0,-470175,143169250],[0,0,0,-7839675,8448595750]] [[1,2],[2,1]]
+397800 ca 1 [0,0,0,-7050,2631125] [[0,0,0,-7050,2631125],[0,0,0,-332175,73183250],[0,0,0,-5304675,4702580750],[0,0,0,-561675,-40878250]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 cb 1 [0,0,0,-196050,-28081375] [[0,0,0,-196050,-28081375],[0,0,0,-899175,301684250],[0,0,0,-14061675,20295521750],[0,0,0,1013325,1412846750]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 cc 1 [0,0,0,-3729450,-2772140875] [[0,0,0,-3729450,-2772140875],[0,0,0,-3730575,-2770384750],[0,0,0,-4743075,-1147347250],[0,0,0,-2736075,-4281030250],[0,0,0,-43758075,110552597750],[0,0,0,18071925,-8972892250]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+397800 cd 1 [0,0,0,248550,3311657125] [[0,0,0,248550,3311657125],[0,0,0,-31882575,67863087250],[0,0,0,-507195075,4396534024750],[0,0,0,-70668075,-129516322250],[0,0,0,-8115120075,281378259499750],[0,0,0,-504270075,4449748549750]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,2,2],[4,2,4,1,8,8],[8,4,2,8,1,4],[8,4,2,8,4,1]]
+397800 ce 1 [0,0,0,-16650,-826875] [[0,0,0,-16650,-826875],[0,0,0,-17775,-708750],[0,0,0,-94275,10536750],[0,0,0,40725,-4394250]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 cf 1 [0,0,0,-107175,-11551750] [[0,0,0,-107175,-11551750],[0,0,0,-471675,113471750],[0,0,0,-7356675,7680086750],[0,0,0,581325,548360750]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 cg 1 [0,0,0,-63228675,-193227039250] [[0,0,0,-63228675,-193227039250],[0,0,0,-43455675,-316274418250]] [[1,2],[2,1]]
+397800 ch 1 [0,0,0,-6928363875,-221969259531250] [[0,0,0,-6928363875,-221969259531250],[0,0,0,-7026778875,-215338548906250]] [[1,2],[2,1]]
+397800 ci 1 [0,0,0,-277134555,-1775754076250] [[0,0,0,-277134555,-1775754076250],[0,0,0,-281071155,-1722708391250]] [[1,2],[2,1]]
+397800 cj 1 [0,0,0,-4231575,-3865569750] [[0,0,0,-4231575,-3865569750],[0,0,0,-70557075,-228112085250]] [[1,2],[2,1]]
+397800 ck 1 [0,0,0,105,16175] [[0,0,0,105,16175]] [[1]]
+397800 cl 1 [0,0,0,-24075,1437875] [[0,0,0,-24075,1437875]] [[1]]
+397800 cm 1 [0,0,0,-17596875,28408243750] [[0,0,0,-17596875,28408243750]] [[1]]
+397800 cn 1 [0,0,0,-2180595,1259033375] [[0,0,0,-2180595,1259033375]] [[1]]
+397800 co 1 [0,0,0,-216675,-38822625] [[0,0,0,-216675,-38822625]] [[1]]
+397800 cp 1 [0,0,0,14325,-2532891125] [[0,0,0,14325,-2532891125]] [[1]]
+397800 cq 1 [0,0,0,53700,18074500] [[0,0,0,53700,18074500]] [[1]]
+397800 cr 1 [0,0,0,-2250,10125] [[0,0,0,-2250,10125],[0,0,0,-21375,-1194750]] [[1,2],[2,1]]
+397800 cs 1 [0,0,0,-176115,30009710] [[0,0,0,-176115,30009710]] [[1]]
+397800 ct 1 [0,0,0,-80175,8703250] [[0,0,0,-80175,8703250],[0,0,0,-39675,17491750]] [[1,2],[2,1]]
+397800 cu 1 [0,0,0,-695068950,7053200549125] [[0,0,0,-695068950,7053200549125],[0,0,0,-678487575,7405704000250]] [[1,2],[2,1]]
+397800 cv 1 [0,0,0,2850,-14375] [[0,0,0,2850,-14375],[0,0,0,-11775,-116750]] [[1,2],[2,1]]
+397800 cw 1 [0,0,0,-75,-27290] [[0,0,0,-75,-27290]] [[1]]
+397800 cx 1 [0,0,0,-21982575,38483055250] [[0,0,0,-21982575,38483055250],[0,0,0,7541925,134171959750]] [[1,2],[2,1]]
+397800 cy 1 [0,0,0,-73875,-7281250] [[0,0,0,-73875,-7281250],[0,0,0,61125,-30906250]] [[1,2],[2,1]]
+397800 cz 1 [0,0,0,-746175,-243926750] [[0,0,0,-746175,-243926750],[0,0,0,14325,-717718250]] [[1,2],[2,1]]
+397800 da 1 [0,0,0,-322500,19712500] [[0,0,0,-322500,19712500]] [[1]]
+397800 db 1 [0,0,0,-31824075,131928907750] [[0,0,0,-31824075,131928907750]] [[1]]
+397800 dc 1 [0,0,0,165,19750] [[0,0,0,165,19750],[0,0,0,-10035,376750]] [[1,2],[2,1]]
+397800 dd 1 [0,0,0,-99358612950,19963952147352125] [[0,0,0,-99358612950,19963952147352125],[0,0,0,-1864160653575,979333283857630250]] [[1,2],[2,1]]
+397800 de 1 [0,0,0,-660,-19100] [[0,0,0,-660,-19100]] [[1]]
+397800 df 1 [0,0,0,1485,-533250] [[0,0,0,1485,-533250],[0,0,0,-90315,-10172250]] [[1,2],[2,1]]
+397800 dg 1 [0,0,0,-130350,-11525875] [[0,0,0,-130350,-11525875],[0,0,0,386025,-80203750]] [[1,2],[2,1]]
+397800 dh 1 [0,0,0,-82575,-9132750] [[0,0,0,-82575,-9132750],[0,0,0,-78075,-10172250]] [[1,2],[2,1]]
+397800 di 1 [0,0,0,-605550,181348625] [[0,0,0,-605550,181348625],[0,0,0,-548175,217093250]] [[1,2],[2,1]]
+397800 dj 1 [0,0,0,37125,11373750] [[0,0,0,37125,11373750]] [[1]]
+397800 dk 1 [0,0,0,4125,-421250] [[0,0,0,4125,-421250]] [[1]]
+397800 dl 1 [0,0,0,291300,32438500] [[0,0,0,291300,32438500]] [[1]]
+397800 dm 1 [0,0,0,-4747500,-3981487500] [[0,0,0,-4747500,-3981487500]] [[1]]
+397800 dn 1 [0,0,0,-1875,-2731250] [[0,0,0,-1875,-2731250]] [[1]]
+397800 do 1 [0,0,0,-29175,6649875] [[0,0,0,-29175,6649875]] [[1]]
+397800 dp 1 [0,0,0,-9855,-431325] [[0,0,0,-9855,-431325]] [[1]]
+397800 dq 1 [0,0,0,-15375,-739325] [[0,0,0,-15375,-739325]] [[1]]
+397800 dr 1 [0,0,0,-1095,15975] [[0,0,0,-1095,15975]] [[1]]
+397800 ds 1 [0,0,0,-262575,-179546625] [[0,0,0,-262575,-179546625]] [[1]]
+397800 dt 1 [0,0,0,-350171175,-2522137135750] [[0,0,0,-350171175,-2522137135750],[0,0,0,-350535675,-2516623344250],[0,0,0,-528492675,309867686750],[0,0,0,-178410675,-4990231719250]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 du 1 [0,0,0,-186300,-31495500] [[0,0,0,-186300,-31495500]] [[1]]
+397800 dv 1 [0,0,0,-1408575,-643454750] [[0,0,0,-1408575,-643454750],[0,0,0,-1404075,-647770250]] [[1,2],[2,1]]
+397800 dw 1 [0,0,0,-831195,291892950] [[0,0,0,-831195,291892950]] [[1]]
+397800 dx 1 [0,0,0,-7050450,-7205635375] [[0,0,0,-7050450,-7205635375],[0,0,0,-7141575,-7009807750],[0,0,0,-20304075,26251829750],[0,0,0,4562925,-27738477250]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 dy 1 [0,0,0,-100650,-10674875] [[0,0,0,-100650,-10674875],[0,0,0,-425775,96291250],[0,0,0,-6622275,6559240750],[0,0,0,568725,479173750]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 dz 1 [0,0,0,-589395,172790750] [[0,0,0,-589395,172790750],[0,0,0,-1026795,-118080250]] [[1,2],[2,1]]
+397800 ea 1 [0,0,0,-16500,-177500] [[0,0,0,-16500,-177500]] [[1]]
+397800 eb 1 [0,0,0,-92355,-10810850] [[0,0,0,-92355,-10810850]] [[1]]
+397800 ec 1 [0,0,0,-20700,1166500] [[0,0,0,-20700,1166500]] [[1]]
+397800 ed 1 [0,0,0,-99750,-43732375] [[0,0,0,-99750,-43732375],[0,0,0,-2571375,-1583554750]] [[1,2],[2,1]]
+397800 ee 1 [0,0,0,-7050,-176378875] [[0,0,0,-7050,-176378875],[0,0,0,-4760175,-3936100750],[0,0,0,-9732675,5705576750],[0,0,0,-75837675,-254199978250]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 ef 1 [0,0,0,-8850,-846875] [[0,0,0,-8850,-846875],[0,0,0,-198975,-34118750],[0,0,0,-257475,-12415250],[0,0,0,-3182475,-2185222250]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+397800 eg 1 [0,0,0,105,12555] [[0,0,0,105,12555]] [[1]]
+397800 eh 1 [0,0,0,-270084675,1708455794875] [[0,0,0,-270084675,1708455794875]] [[1]]
+397800 ei 1 [0,0,0,2625,-1420625] [[0,0,0,2625,-1420625]] [[1]]
+397800 ej 1 [0,0,0,945,-338985] [[0,0,0,945,-338985]] [[1]]
+397801 a 1 [1,-1,1,-217,1282] [[1,-1,1,-217,1282]] [[1]]
+397803 a 1 [0,-1,1,-280,-5046] [[0,-1,1,-280,-5046]] [[1]]
+397803 b 1 [1,1,1,-2319783,1358123460] [[1,1,1,-2319783,1358123460],[1,1,1,-37110098,86997962864]] [[1,2],[2,1]]
+397803 c 1 [0,-1,1,-2338,-43119] [[0,-1,1,-2338,-43119]] [[1]]
+397804 a 1 [0,0,0,-9007,-329018] [[0,0,0,-9007,-329018]] [[1]]
+397804 b 1 [0,-1,0,-71797,-7380879] [[0,-1,0,-71797,-7380879]] [[1]]
+397806 a 1 [1,1,0,-179,-1005] [[1,1,0,-179,-1005]] [[1]]
+397808 a 1 [0,1,0,8,-684] [[0,1,0,8,-684]] [[1]]
+397808 b 1 [0,1,0,4056,8355124] [[0,1,0,4056,8355124]] [[1]]
+397808 c 1 [0,0,0,2645,-511014] [[0,0,0,2645,-511014],[0,0,0,-81995,-8687238]] [[1,2],[2,1]]
+397808 d 1 [0,0,0,-29095,2847078] [[0,0,0,-29095,2847078],[0,0,0,-526355,146953026]] [[1,2],[2,1]]
+397808 e 1 [0,1,0,-38,-109] [[0,1,0,-38,-109]] [[1]]
+397808 f 1 [0,1,0,-20278,1164427] [[0,1,0,-20278,1164427]] [[1]]
+397808 g 1 [0,0,0,1399205,-167344918] [[0,0,0,1399205,-167344918]] [[1]]
+397808 h 1 [0,0,0,2645,13754] [[0,0,0,2645,13754]] [[1]]
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+398160 o 1 [0,0,0,-2208,11468] [[0,0,0,-2208,11468],[0,0,0,-103008,-12724612]] [[1,3],[3,1]]
+398160 p 1 [0,0,0,-700923,225870122] [[0,0,0,-700923,225870122]] [[1]]
+398160 q 1 [0,0,0,-3638808,1606665132] [[0,0,0,-3638808,1606665132]] [[1]]
+398160 r 1 [0,0,0,42597,145098] [[0,0,0,42597,145098]] [[1]]
+398160 s 1 [0,0,0,-212043,36974842] [[0,0,0,-212043,36974842],[0,0,0,-439563,-56353862]] [[1,2],[2,1]]
+398160 t 1 [0,0,0,-15363,-489662] [[0,0,0,-15363,-489662],[0,0,0,-97683,11380882]] [[1,2],[2,1]]
+398160 u 1 [0,0,0,-1750038,683662163] [[0,0,0,-1750038,683662163],[0,0,0,4109337,4284834038]] [[1,2],[2,1]]
+398160 v 1 [0,0,0,1257,41078] [[0,0,0,1257,41078],[0,0,0,-12963,498962]] [[1,2],[2,1]]
+398160 w 1 [0,0,0,-528,5427] [[0,0,0,-528,5427],[0,0,0,-8823,318978]] [[1,2],[2,1]]
+398160 x 1 [0,0,0,27357,-93028318] [[0,0,0,27357,-93028318],[0,0,0,-2921763,-1880784862],[0,0,0,-6562083,3740597282],[0,0,0,-46467363,-121918585822]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 y 1 [0,0,0,3102,114347] [[0,0,0,3102,114347],[0,0,0,-25023,1256222],[0,0,0,-380523,90344522],[0,0,0,-119523,-14752078]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 z 1 [0,0,0,-423,-21978] [[0,0,0,-423,-21978],[0,0,0,-14643,-678942]] [[1,2],[2,1]]
+398160 ba 1 [0,0,0,4320117,10570703418] [[0,0,0,4320117,10570703418],[0,0,0,-53925003,138022675002]] [[1,2],[2,1]]
+398160 bb 1 [0,0,0,-44148,-62066653] [[0,0,0,-44148,-62066653],[0,0,0,-2635743,-1633091542],[0,0,0,-13311948,-18694854673],[0,0,0,-212992743,-1196452119742]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+398160 bc 1 [0,0,0,-120963,127633858] [[0,0,0,-120963,127633858],[0,0,0,-4614483,3795244882],[0,0,0,-73723683,243645634402],[0,0,0,-7401603,-1328039102]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 bd 1 [0,0,0,-5988,-172037] [[0,0,0,-5988,-172037],[0,0,0,-94863,-11245862]] [[1,2],[2,1]]
+398160 be 1 [0,0,0,-11253063,14529619078] [[0,0,0,-11253063,14529619078],[0,0,0,-11267283,14491057282]] [[1,2],[2,1]]
+398160 bf 1 [0,0,0,-768,-6928] [[0,0,0,-768,-6928]] [[1]]
+398160 bg 1 [0,0,0,-53004843,-507770687142] [[0,0,0,-53004843,-507770687142]] [[1]]
+398160 bh 1 [0,0,0,-843,-11142] [[0,0,0,-843,-11142]] [[1]]
+398160 bi 1 [0,0,0,446732637,10381801359778] [[0,0,0,446732637,10381801359778]] [[1]]
+398160 bj 1 [0,0,0,-150078,-22373377] [[0,0,0,-150078,-22373377],[0,0,0,-132303,-27872962]] [[1,2],[2,1]]
+398160 bk 1 [0,0,0,-43203,-3438398] [[0,0,0,-43203,-3438398],[0,0,0,-69123,1170178],[0,0,0,-825123,287996578],[0,0,0,272157,9292642]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 bl 1 [0,0,0,-1996083,-1031968782] [[0,0,0,-1996083,-1031968782],[0,0,0,1390797,-4175670798]] [[1,2],[2,1]]
+398160 bm 1 [0,0,0,-843,-3078] [[0,0,0,-843,-3078],[0,0,0,-7563,250938]] [[1,2],[2,1]]
+398160 bn 1 [0,0,0,-627843,113984642] [[0,0,0,-627843,113984642],[0,0,0,1952637,811230338],[0,0,0,-22055043,-39861843838],[0,0,0,-20079363,-47293956862]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+398160 bo 1 [0,0,0,-3,55298] [[0,0,0,-3,55298]] [[1]]
+398160 bp 1 [0,0,0,-113050488,-462654211588] [[0,0,0,-113050488,-462654211588]] [[1]]
+398160 bq 1 [0,0,0,-32583,-2261338] [[0,0,0,-32583,-2261338],[0,0,0,-41403,-940102],[0,0,0,-381603,90029378],[0,0,0,157677,-7350478]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 br 1 [0,0,0,-17778,1078747] [[0,0,0,-17778,1078747],[0,0,0,-298623,62808478],[0,0,0,-4777923,4019822098],[0,0,0,-312843,56497642]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 bs 1 [0,0,0,-220323,41090978] [[0,0,0,-220323,41090978]] [[1]]
+398160 bt 1 [0,0,0,-138,45547] [[0,0,0,-138,45547],[0,0,0,-19983,1073518],[0,0,0,-318603,69218602],[0,0,0,-38883,-1281422]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 bu 1 [0,0,0,329037,-165828238] [[0,0,0,329037,-165828238],[0,0,0,-3270963,-1985268238]] [[1,2],[2,1]]
+398160 bv 1 [0,0,0,45117,-423838] [[0,0,0,45117,-423838]] [[1]]
+398160 bw 1 [0,0,0,-24898548,47819667292] [[0,0,0,-24898548,47819667292]] [[1]]
+398160 bx 1 [0,0,0,-6822003,6858177842] [[0,0,0,-6822003,6858177842],[0,0,0,-7049523,6376244978]] [[1,2],[2,1]]
+398160 by 1 [0,0,0,-2910603,4279561018] [[0,0,0,-2910603,4279561018],[0,0,0,-61155723,183919160122]] [[1,2],[2,1]]
+398160 bz 1 [0,0,0,-2883,44098] [[0,0,0,-2883,44098],[0,0,0,7197,284002]] [[1,2],[2,1]]
+398160 ca 1 [0,0,0,-423,3302] [[0,0,0,-423,3302],[0,0,0,-843,-4342]] [[1,2],[2,1]]
+398160 cb 1 [0,0,0,-7248,-133072] [[0,0,0,-7248,-133072]] [[1]]
+398160 cc 1 [0,0,0,-7563,-254662] [[0,0,0,-7563,-254662]] [[1]]
+398160 cd 1 [0,0,0,-717628098,7399412939203] [[0,0,0,-717628098,7399412939203],[0,0,0,-717908943,7393331577742],[0,0,0,-500214963,11962771756738],[0,0,0,-940096443,2434684265242]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 ce 1 [0,0,0,-2028,-41393] [[0,0,0,-2028,-41393],[0,0,0,-34023,-2415422]] [[1,2],[2,1]]
+398160 cf 1 [0,0,0,-3918,41767] [[0,0,0,-3918,41767],[0,0,0,13857,315502]] [[1,2],[2,1]]
+398160 cg 1 [0,0,0,-180003,-29783518] [[0,0,0,-180003,-29783518]] [[1]]
+398160 ch 1 [0,0,0,-2238003,1288438002] [[0,0,0,-2238003,1288438002],[0,0,0,-2479923,992763378]] [[1,2],[2,1]]
+398160 ci 1 [0,0,0,-33708,-2167657] [[0,0,0,-33708,-2167657],[0,0,0,-122583,14132018]] [[1,2],[2,1]]
+398160 cj 1 [0,0,0,-222843,52992938] [[0,0,0,-222843,52992938],[0,0,0,-3863163,2922293162]] [[1,2],[2,1]]
+398160 ck 1 [0,0,0,-52794363,146216549162] [[0,0,0,-52794363,146216549162],[0,0,0,-11506683,368930552618]] [[1,2],[2,1]]
+398160 cl 1 [0,0,0,-1263,-3922] [[0,0,0,-1263,-3922],[0,0,0,-15483,-740518]] [[1,2],[2,1]]
+398160 cm 1 [0,0,0,6612,-1554037] [[0,0,0,6612,-1554037],[0,0,0,-167583,-25209718]] [[1,2],[2,1]]
+398160 cn 1 [0,0,0,-768123,-374194998] [[0,0,0,-768123,-374194998]] [[1]]
+398160 co 1 [0,0,0,-9588,360988] [[0,0,0,-9588,360988]] [[1]]
+398160 cp 1 [0,0,0,-532803,5087128898] [[0,0,0,-532803,5087128898],[0,0,0,-47718723,125515033922],[0,0,0,-761221443,8083781672258],[0,0,0,-89190723,-125365682878],[0,0,0,325702077,-961208717758],[0,0,0,-1167635523,-15345888523198]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+398160 cq 1 [0,0,0,-35873283,-82377285118] [[0,0,0,-35873283,-82377285118],[0,0,0,-573350403,-5284188347902],[0,0,0,-572728323,-5296226964478],[0,0,0,-9173606403,-338188057749502]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 cr 1 [0,0,0,72,13823] [[0,0,0,72,13823],[0,0,0,-8223,280922]] [[1,2],[2,1]]
+398160 cs 1 [0,0,0,-364908,-84803812] [[0,0,0,-364908,-84803812]] [[1]]
+398160 ct 1 [0,0,0,-3783,-73978] [[0,0,0,-3783,-73978],[0,0,0,-18003,861698]] [[1,2],[2,1]]
+398160 cu 1 [0,0,0,-3618,78867] [[0,0,0,-3618,78867],[0,0,0,-56943,5230062]] [[1,2],[2,1]]
+398160 cv 1 [0,0,0,-568812,165341059] [[0,0,0,-568812,165341059],[0,0,0,-9104367,10573596826]] [[1,2],[2,1]]
+398160 cw 1 [0,0,0,-7587,83106] [[0,0,0,-7587,83106],[0,0,0,-68067,-6775326]] [[1,2],[2,1]]
+398160 cx 1 [0,0,0,-57231732,-8808927181] [[0,0,0,-57231732,-8808927181],[0,0,0,-611900607,5805119286794],[0,0,0,-3272345292,-72050155712449],[0,0,0,-3327892167,-69477435540574]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
+398160 cy 1 [0,0,0,-2979462,-3764034209] [[0,0,0,-2979462,-3764034209],[0,0,0,-58780767,-173366520626]] [[1,2],[2,1]]
+398160 cz 1 [0,0,0,-3387,1618234] [[0,0,0,-3387,1618234],[0,0,0,-228387,41623234]] [[1,2],[2,1]]
+398160 da 1 [0,0,0,-1902,110959] [[0,0,0,-1902,110959],[0,0,0,-48207,4065406]] [[1,2],[2,1]]
+398160 db 1 [0,0,0,-221787,38221066] [[0,0,0,-221787,38221066],[0,0,0,154533,154654474]] [[1,2],[2,1]]
+398160 dc 1 [0,0,0,-1958547,1049743186] [[0,0,0,-1958547,1049743186],[0,0,0,-852627,2227990354]] [[1,2],[2,1]]
+398160 dd 1 [0,0,0,-19092,653564] [[0,0,0,-19092,653564]] [[1]]
+398160 de 1 [0,0,0,-493932,-133613044] [[0,0,0,-493932,-133613044]] [[1]]
+398160 df 1 [0,0,0,-7587,300834] [[0,0,0,-7587,300834]] [[1]]
+398160 dg 1 [0,0,0,-19227,911626] [[0,0,0,-19227,911626],[0,0,0,-76107,-7131206]] [[1,2],[2,1]]
+398160 dh 1 [0,0,0,-3387,-75206] [[0,0,0,-3387,-75206],[0,0,0,-867,-184574]] [[1,2],[2,1]]
+398160 di 1 [0,0,0,-14412,-665341] [[0,0,0,-14412,-665341],[0,0,0,-17967,-311974]] [[1,2],[2,1]]
+398160 dj 1 [0,0,0,-4752,-146529] [[0,0,0,-4752,-146529],[0,0,0,-79407,-8612406]] [[1,2],[2,1]]
+398160 dk 1 [0,0,0,46428,-3059089] [[0,0,0,46428,-3059089],[0,0,0,-241527,-27650446]] [[1,2],[2,1]]
+398160 dl 1 [0,0,0,-3193707,-1971390566] [[0,0,0,-3193707,-1971390566],[0,0,0,-12225387,14352467866],[0,0,0,-188585067,996781701274],[0,0,0,19627413,76650174106]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 dm 1 [0,0,0,-174207,27986366] [[0,0,0,-174207,27986366],[0,0,0,-174387,27925634],[0,0,0,-89067,55279226],[0,0,0,-262587,-3314806]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 dn 1 [0,0,0,-16413070827,809343638012954] [[0,0,0,-16413070827,809343638012954],[0,0,0,-14089776987,1046503739731466]] [[1,3],[3,1]]
+398160 do 1 [0,0,0,-7198707,7434124994] [[0,0,0,-7198707,7434124994],[0,0,0,-7196187,7439589866]] [[1,2],[2,1]]
+398160 dp 1 [0,0,0,-138267,13220874] [[0,0,0,-138267,13220874],[0,0,0,-879147,-307283814]] [[1,2],[2,1]]
+398160 dq 1 [0,0,0,-15750342,-18458878401] [[0,0,0,-15750342,-18458878401],[0,0,0,36984033,-115690519026]] [[1,2],[2,1]]
+398160 dr 1 [0,0,0,91653,780586] [[0,0,0,91653,780586]] [[1]]
+398160 ds 1 [0,0,0,-6627,270146] [[0,0,0,-6627,270146]] [[1]]
+398160 dt 1 [0,0,0,5013,317466] [[0,0,0,5013,317466]] [[1]]
+398160 du 1 [0,0,0,-552,-3764] [[0,0,0,-552,-3764]] [[1]]
+398160 dv 1 [0,0,0,-36867,113283074] [[0,0,0,-36867,113283074],[0,0,0,331773,-3057094654],[0,0,0,-149376387,-702784752766]] [[1,3,9],[3,1,3],[9,3,1]]
+398160 dw 1 [0,0,0,-753402,448786879] [[0,0,0,-753402,448786879],[0,0,0,-14514807,21275297206],[0,0,0,-232208787,1361965442434],[0,0,0,-17003307,13481812906]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 dx 1 [0,0,0,170853,-10649014] [[0,0,0,170853,-10649014],[0,0,0,-739227,-88369846]] [[1,2],[2,1]]
+398160 dy 1 [0,0,0,-17307,828746] [[0,0,0,-17307,828746],[0,0,0,13413,3452234]] [[1,2],[2,1]]
+398160 dz 1 [0,0,0,-32367,1439566] [[0,0,0,-32367,1439566],[0,0,0,-464547,121844914],[0,0,0,-7432347,7798966954],[0,0,0,-411627,150665146]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 ea 1 [0,0,0,-507,14506] [[0,0,0,-507,14506]] [[1]]
+398160 eb 1 [0,0,0,-18387,-1528686] [[0,0,0,-18387,-1528686]] [[1]]
+398160 ec 1 [0,0,0,-18115467,-29690251974] [[0,0,0,-18115467,-29690251974]] [[1]]
+398160 ed 1 [0,0,0,-26682,-1084081] [[0,0,0,-26682,-1084081],[0,0,0,-174807,27326294]] [[1,2],[2,1]]
+398160 ee 1 [0,0,0,-86187,960986] [[0,0,0,-86187,960986],[0,0,0,-996267,381920474]] [[1,2],[2,1]]
+398160 ef 1 [0,0,0,-402,-2921] [[0,0,0,-402,-2921],[0,0,0,-6327,-193706]] [[1,2],[2,1]]
+398160 eg 1 [0,0,0,-845472,-298912336] [[0,0,0,-845472,-298912336]] [[1]]
+398160 eh 1 [0,0,0,-1037847,406955414] [[0,0,0,-1037847,406955414],[0,0,0,-1052427,394932746],[0,0,0,739293,1601476994],[0,0,0,-3077427,-1581062254]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 ei 1 [0,0,0,-91227,10582346] [[0,0,0,-91227,10582346],[0,0,0,-126507,1642394],[0,0,0,503493,13108394],[0,0,0,-1320987,-581980534]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 ej 1 [0,0,0,708,-709] [[0,0,0,708,-709],[0,0,0,-2847,-5686]] [[1,2],[2,1]]
+398160 ek 1 [0,0,0,648,-373221] [[0,0,0,648,-373221],[0,0,0,-74007,-7584894]] [[1,2],[2,1]]
+398160 el 1 [0,0,0,-4942313067,-52534907834726] [[0,0,0,-4942313067,-52534907834726],[0,0,0,17990044053,-402193729786214]] [[1,2],[2,1]]
+398160 em 1 [0,0,0,-85347,13859074] [[0,0,0,-85347,13859074]] [[1]]
+398160 en 1 [0,0,0,-46227,-6077486] [[0,0,0,-46227,-6077486]] [[1]]
+398160 eo 1 [0,0,0,-248667,-47719926] [[0,0,0,-248667,-47719926],[0,0,0,-275547,-36769014]] [[1,2],[2,1]]
+398160 ep 1 [0,0,0,-169975999947,-17235858241809286] [[0,0,0,-169975999947,-17235858241809286],[0,0,0,-1124264046027,446104769926861946]] [[1,2],[2,1]]
+398160 eq 1 [0,0,0,-1125192,-332211476] [[0,0,0,-1125192,-332211476]] [[1]]
+398160 er 1 [0,0,0,4173,3539954] [[0,0,0,4173,3539954]] [[1]]
+398160 es 1 [0,0,0,2013,-24446] [[0,0,0,2013,-24446]] [[1]]
+398160 et 1 [0,0,0,618,-18601] [[0,0,0,618,-18601],[0,0,0,-7887,-244834]] [[1,2],[2,1]]
+398160 eu 1 [0,0,0,-712767,-223759874] [[0,0,0,-712767,-223759874],[0,0,0,-1836147,655397314],[0,0,0,-26721147,53157770314],[0,0,0,5074773,4419084346]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 ev 1 [0,0,0,-55443792,-154303732816] [[0,0,0,-55443792,-154303732816]] [[1]]
+398160 ew 1 [0,0,0,-612,5724] [[0,0,0,-612,5724]] [[1]]
+398160 ex 1 [0,0,0,-101307,-15619606] [[0,0,0,-101307,-15619606]] [[1]]
+398160 ey 1 [0,0,0,933,-11734] [[0,0,0,933,-11734]] [[1]]
+398160 ez 1 [0,0,0,-68547,-4327486] [[0,0,0,-68547,-4327486],[0,0,0,-978627,-372545854]] [[1,2],[2,1]]
+398160 fa 1 [0,0,0,-2188227,-1063308206] [[0,0,0,-2188227,-1063308206],[0,0,0,3862293,-5900093894]] [[1,2],[2,1]]
+398160 fb 1 [0,0,0,-3983017827,-31044913239454] [[0,0,0,-3983017827,-31044913239454],[0,0,0,14991412893,-241406836859806]] [[1,2],[2,1]]
+398160 fc 1 [0,0,0,-1518492,-657705701] [[0,0,0,-1518492,-657705701],[0,0,0,-23705247,-44423298614]] [[1,2],[2,1]]
+398160 fd 1 [0,0,0,-3807,-89154] [[0,0,0,-3807,-89154],[0,0,0,-7587,117234]] [[1,2],[2,1]]
+398160 fe 1 [0,0,0,933,-47126] [[0,0,0,933,-47126]] [[1]]
+398160 ff 1 [0,0,0,406053,11443626] [[0,0,0,406053,11443626]] [[1]]
+398160 fg 1 [0,0,0,-5112147,43941815314] [[0,0,0,-5112147,43941815314]] [[1]]
+398160 fh 1 [0,0,0,-31107,31106] [[0,0,0,-31107,31106],[0,0,0,124413,248834]] [[1,2],[2,1]]
+398160 fi 1 [0,0,0,933,260426] [[0,0,0,933,260426],[0,0,0,-55947,4958714]] [[1,2],[2,1]]
+398160 fj 1 [0,0,0,-61767,-10417626] [[0,0,0,-61767,-10417626],[0,0,0,-1185147,-496391814],[0,0,0,-1384227,-318294846],[0,0,0,-18960147,-31776836814]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398160 fk 1 [0,0,0,-36252,-2656341] [[0,0,0,-36252,-2656341],[0,0,0,-39807,-2103894]] [[1,2],[2,1]]
+398160 fl 1 [0,0,0,-93432,10100284] [[0,0,0,-93432,10100284]] [[1]]
+398160 fm 1 [0,0,0,-6378672,1655874736] [[0,0,0,-6378672,1655874736]] [[1]]
+398160 fn 1 [0,0,0,-1812,28159] [[0,0,0,-1812,28159],[0,0,0,-5367,-116174]] [[1,2],[2,1]]
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+398400 v 1 [0,-1,0,83167,-12038463] [[0,-1,0,83167,-12038463]] [[1]]
+398400 w 1 [0,-1,0,3327,94977] [[0,-1,0,3327,94977]] [[1]]
+398400 x 1 [0,-1,0,-160833,-37670463] [[0,-1,0,-160833,-37670463]] [[1]]
+398400 y 1 [0,-1,0,3087,-18063] [[0,-1,0,3087,-18063]] [[1]]
+398400 z 1 [0,-1,0,-41876833,-104291938463] [[0,-1,0,-41876833,-104291938463]] [[1]]
+398400 ba 1 [0,-1,0,-673,-279263] [[0,-1,0,-673,-279263]] [[1]]
+398400 bb 1 [0,-1,0,-711733,231357037] [[0,-1,0,-711733,231357037]] [[1]]
+398400 bc 1 [0,-1,0,-134433,19065537] [[0,-1,0,-134433,19065537]] [[1]]
+398400 bd 1 [0,-1,0,7,-423] [[0,-1,0,7,-423]] [[1]]
+398400 be 1 [0,-1,0,51667,9917037] [[0,-1,0,51667,9917037]] [[1]]
+398400 bf 1 [0,-1,0,-1233,5658417] [[0,-1,0,-1233,5658417]] [[1]]
+398400 bg 1 [0,-1,0,-88033,10275937] [[0,-1,0,-88033,10275937],[0,-1,0,-1416033,649043937]] [[1,2],[2,1]]
+398400 bh 1 [0,-1,0,16367,8813137] [[0,-1,0,16367,8813137]] [[1]]
+398400 bi 1 [0,-1,0,-1033,-12503] [[0,-1,0,-1033,-12503]] [[1]]
+398400 bj 1 [0,-1,0,267,-2763] [[0,-1,0,267,-2763]] [[1]]
+398400 bk 1 [0,-1,0,278167,-100313463] [[0,-1,0,278167,-100313463]] [[1]]
+398400 bl 1 [0,-1,0,-844833,300952737] [[0,-1,0,-844833,300952737],[0,-1,0,2395167,1602007137]] [[1,3],[3,1]]
+398400 bm 1 [0,-1,0,4667,-203963] [[0,-1,0,4667,-203963],[0,-1,0,-175333,-28283963]] [[1,3],[3,1]]
+398400 bn 1 [0,-1,0,697,2157] [[0,-1,0,697,2157]] [[1]]
+398400 bo 1 [0,-1,0,17417,-304463] [[0,-1,0,17417,-304463]] [[1]]
+398400 bp 1 [0,-1,0,187,1557] [[0,-1,0,187,1557],[0,-1,0,-7013,229077]] [[1,3],[3,1]]
+398400 bq 1 [0,-1,0,-21120833,-37576850463] [[0,-1,0,-21120833,-37576850463],[0,-1,0,59879167,-200370650463]] [[1,3],[3,1]]
+398400 br 1 [0,-1,0,11127,798057] [[0,-1,0,11127,798057]] [[1]]
+398400 bs 1 [0,-1,0,6667,332037] [[0,-1,0,6667,332037]] [[1]]
+398400 bt 1 [0,-1,0,-25833,1614537] [[0,-1,0,-25833,1614537]] [[1]]
+398400 bu 1 [0,-1,0,-226604833,1313828677537] [[0,-1,0,-226604833,1313828677537],[0,-1,0,-3626284833,84051840837537]] [[1,2],[2,1]]
+398400 bv 1 [0,-1,0,-41333,3248037] [[0,-1,0,-41333,3248037],[0,-1,0,-38833,3655537]] [[1,2],[2,1]]
+398400 bw 1 [0,-1,0,-14508,1385262] [[0,-1,0,-14508,1385262],[0,-1,0,-294633,61612137]] [[1,2],[2,1]]
+398400 bx 1 [0,-1,0,-7633,-246863] [[0,-1,0,-7633,-246863],[0,-1,0,2367,-856863]] [[1,2],[2,1]]
+398400 by 1 [0,-1,0,-55512033,-158676636063] [[0,-1,0,-55512033,-158676636063],[0,-1,0,-30512033,-302301636063]] [[1,2],[2,1]]
+398400 bz 1 [0,-1,0,169026367,268009015137] [[0,-1,0,169026367,268009015137],[0,-1,0,-712765633,2198251703137],[0,-1,0,-9012765633,328994151703137],[0,-1,0,-6521437633,-201076224936863]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 ca 1 [0,-1,0,-21633,-148863] [[0,-1,0,-21633,-148863],[0,-1,0,-221633,40051137],[0,-1,0,-3541633,2566571137],[0,-1,0,-101633,83131137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 cb 1 [0,-1,0,-725633,-233620863] [[0,-1,0,-725633,-233620863],[0,-1,0,-1525633,375179137],[0,-1,0,-20965633,36941819137],[0,-1,0,5114367,2758939137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 cc 1 [0,-1,0,-64033,-5492063] [[0,-1,0,-64033,-5492063],[0,-1,0,95967,-28692063]] [[1,2],[2,1]]
+398400 cd 1 [0,-1,0,-76033,-8036063] [[0,-1,0,-76033,-8036063],[0,-1,0,-96033,-3456063]] [[1,2],[2,1]]
+398400 ce 1 [0,-1,0,-88033,10083937] [[0,-1,0,-88033,10083937]] [[1]]
+398400 cf 1 [0,-1,0,-207633,-36346863] [[0,-1,0,-207633,-36346863],[0,-1,0,-209633,-35608863],[0,-1,0,-541633,105491137],[0,-1,0,90367,-129508863]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 cg 1 [0,-1,0,-6633,-139863] [[0,-1,0,-6633,-139863],[0,-1,0,18367,-964863]] [[1,2],[2,1]]
+398400 ch 1 [0,-1,0,44867,-5255363] [[0,-1,0,44867,-5255363],[0,-1,0,-319633,-54462863],[0,-1,0,-1669633,783887137],[0,-1,0,-4801633,-4047924863]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 ci 1 [0,-1,0,-10605633,5846083137] [[0,-1,0,-10605633,5846083137],[0,-1,0,-141677633,648754243137],[0,-1,0,-2266477633,41532031043137],[0,-1,0,-114029633,909502531137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 cj 1 [0,-1,0,-655408,204446062] [[0,-1,0,-655408,204446062],[0,-1,0,-645033,211220937]] [[1,2],[2,1]]
+398400 ck 1 [0,-1,0,-1653,-25323] [[0,-1,0,-1653,-25323],[0,-1,0,-1553,-28623]] [[1,2],[2,1]]
+398400 cl 1 [0,-1,0,-9064193,-10507003743] [[0,-1,0,-9064193,-10507003743],[0,-1,0,-145051393,-672356706143]] [[1,2],[2,1]]
+398400 cm 1 [0,-1,0,-167908,26627062] [[0,-1,0,-167908,26627062],[0,-1,0,-2689033,1698132937]] [[1,2],[2,1]]
+398400 cn 1 [0,-1,0,-349633,-73128863] [[0,-1,0,-349633,-73128863],[0,-1,0,-5469633,-4921768863]] [[1,2],[2,1]]
+398400 co 1 [0,-1,0,-353,-2943] [[0,-1,0,-353,-2943]] [[1]]
+398400 cp 1 [0,-1,0,-21933,-1242963] [[0,-1,0,-21933,-1242963]] [[1]]
+398400 cq 1 [0,-1,0,-653,-6483] [[0,-1,0,-653,-6483]] [[1]]
+398400 cr 1 [0,-1,0,1779167,1034389537] [[0,-1,0,1779167,1034389537]] [[1]]
+398400 cs 1 [0,-1,0,-6020073,5687785737] [[0,-1,0,-6020073,5687785737]] [[1]]
+398400 ct 1 [0,-1,0,67,-3] [[0,-1,0,67,-3]] [[1]]
+398400 cu 1 [0,-1,0,-23333,1487037] [[0,-1,0,-23333,1487037]] [[1]]
+398400 cv 1 [0,-1,0,-24833,-10202463] [[0,-1,0,-24833,-10202463]] [[1]]
+398400 cw 1 [0,-1,0,-213,5877] [[0,-1,0,-213,5877]] [[1]]
+398400 cx 1 [0,-1,0,-233,6537] [[0,-1,0,-233,6537]] [[1]]
+398400 cy 1 [0,-1,0,-2033,-34863] [[0,-1,0,-2033,-34863]] [[1]]
+398400 cz 1 [0,-1,0,-50833,4459537] [[0,-1,0,-50833,4459537]] [[1]]
+398400 da 1 [0,-1,0,-5833,-805463] [[0,-1,0,-5833,-805463]] [[1]]
+398400 db 1 [0,-1,0,-5333,-723963] [[0,-1,0,-5333,-723963]] [[1]]
+398400 dc 1 [0,-1,0,-993,82017] [[0,-1,0,-993,82017]] [[1]]
+398400 dd 1 [0,-1,0,-933,-11523] [[0,-1,0,-933,-11523]] [[1]]
+398400 de 1 [0,-1,0,1667,-2963] [[0,-1,0,1667,-2963]] [[1]]
+398400 df 1 [0,-1,0,-150501833,-710672213463] [[0,-1,0,-150501833,-710672213463]] [[1]]
+398400 dg 1 [0,-1,0,71167,-8303583] [[0,-1,0,71167,-8303583]] [[1]]
+398400 dh 1 [0,-1,0,-16333,843037] [[0,-1,0,-16333,843037]] [[1]]
+398400 di 1 [0,-1,0,-548333,156467037] [[0,-1,0,-548333,156467037]] [[1]]
+398400 dj 1 [0,-1,0,-8833,385537] [[0,-1,0,-8833,385537]] [[1]]
+398400 dk 1 [0,-1,0,-6433,267457] [[0,-1,0,-6433,267457]] [[1]]
+398400 dl 1 [0,-1,0,-1233,-39663] [[0,-1,0,-1233,-39663],[0,-1,0,10767,908337]] [[1,3],[3,1]]
+398400 dm 1 [0,-1,0,-910808,-334267638] [[0,-1,0,-910808,-334267638]] [[1]]
+398400 dn 1 [0,-1,0,39167,-2470463] [[0,-1,0,39167,-2470463]] [[1]]
+398400 do 1 [0,-1,0,-36833,2781537] [[0,-1,0,-36833,2781537]] [[1]]
+398400 dp 1 [0,-1,0,6967,-579063] [[0,-1,0,6967,-579063],[0,-1,0,-76033,-7136063]] [[1,2],[2,1]]
+398400 dq 1 [0,-1,0,-48033,18287937] [[0,-1,0,-48033,18287937],[0,-1,0,-1376033,619871937]] [[1,2],[2,1]]
+398400 dr 1 [0,-1,0,-1473,-21663] [[0,-1,0,-1473,-21663]] [[1]]
+398400 ds 1 [0,-1,0,1567,19137] [[0,-1,0,1567,19137]] [[1]]
+398400 dt 1 [0,-1,0,-1033,-371063] [[0,-1,0,-1033,-371063],[0,-1,0,-84033,-9252063]] [[1,2],[2,1]]
+398400 du 1 [0,-1,0,-8,762] [[0,-1,0,-8,762]] [[1]]
+398400 dv 1 [0,-1,0,-160833,-33110463] [[0,-1,0,-160833,-33110463]] [[1]]
+398400 dw 1 [0,-1,0,-32841333,72451088037] [[0,-1,0,-32841333,72451088037]] [[1]]
+398400 dx 1 [0,-1,0,-20833,-2770463] [[0,-1,0,-20833,-2770463]] [[1]]
+398400 dy 1 [0,-1,0,-133,-1163] [[0,-1,0,-133,-1163]] [[1]]
+398400 dz 1 [0,-1,0,-3333,152037] [[0,-1,0,-3333,152037]] [[1]]
+398400 ea 1 [0,-1,0,-833,22497] [[0,-1,0,-833,22497]] [[1]]
+398400 eb 1 [0,-1,0,-1313653,-579083243] [[0,-1,0,-1313653,-579083243]] [[1]]
+398400 ec 1 [0,-1,0,-29633,-268863] [[0,-1,0,-29633,-268863],[0,-1,0,-349633,-79308863]] [[1,2],[2,1]]
+398400 ed 1 [0,-1,0,143167,-132038463] [[0,-1,0,143167,-132038463],[0,-1,0,-3176833,-2067598463]] [[1,2],[2,1]]
+398400 ee 1 [0,-1,0,-7233,218337] [[0,-1,0,-7233,218337],[0,-1,0,8767,1034337]] [[1,2],[2,1]]
+398400 ef 1 [0,-1,0,-505633,-21660863] [[0,-1,0,-505633,-21660863],[0,-1,0,1994367,-174160863]] [[1,2],[2,1]]
+398400 eg 1 [0,-1,0,5727,1054017] [[0,-1,0,5727,1054017],[0,-1,0,-127073,16591617]] [[1,2],[2,1]]
+398400 eh 1 [0,-1,0,-495568033,-4244338532063] [[0,-1,0,-495568033,-4244338532063],[0,-1,0,-577488033,-2746103652063]] [[1,2],[2,1]]
+398400 ei 1 [0,-1,0,2367,19137] [[0,-1,0,2367,19137]] [[1]]
+398400 ej 1 [0,-1,0,1167,-104463] [[0,-1,0,1167,-104463]] [[1]]
+398400 ek 1 [0,-1,0,-29633,-2229663] [[0,-1,0,-29633,-2229663]] [[1]]
+398400 el 1 [0,-1,0,-37333,2790037] [[0,-1,0,-37333,2790037]] [[1]]
+398400 em 1 [0,-1,0,-106860833,430192329537] [[0,-1,0,-106860833,430192329537]] [[1]]
+398400 en 1 [0,-1,0,-4274433,-3439828863] [[0,-1,0,-4274433,-3439828863]] [[1]]
+398400 eo 1 [0,-1,0,-1493,-21723] [[0,-1,0,-1493,-21723]] [[1]]
+398400 ep 1 [0,-1,0,-740833,280189537] [[0,-1,0,-740833,280189537]] [[1]]
+398400 eq 1 [0,-1,0,47,817] [[0,-1,0,47,817]] [[1]]
+398400 er 1 [0,1,0,-740833,-280189537] [[0,1,0,-740833,-280189537]] [[1]]
+398400 es 1 [0,1,0,47,-817] [[0,1,0,47,-817]] [[1]]
+398400 et 1 [0,1,0,-1493,21723] [[0,1,0,-1493,21723]] [[1]]
+398400 eu 1 [0,1,0,-4274433,3439828863] [[0,1,0,-4274433,3439828863]] [[1]]
+398400 ev 1 [0,1,0,-106860833,-430192329537] [[0,1,0,-106860833,-430192329537]] [[1]]
+398400 ew 1 [0,1,0,-37333,-2790037] [[0,1,0,-37333,-2790037]] [[1]]
+398400 ex 1 [0,1,0,1167,104463] [[0,1,0,1167,104463]] [[1]]
+398400 ey 1 [0,1,0,-29633,2229663] [[0,1,0,-29633,2229663]] [[1]]
+398400 ez 1 [0,1,0,2367,-19137] [[0,1,0,2367,-19137]] [[1]]
+398400 fa 1 [0,1,0,5727,-1054017] [[0,1,0,5727,-1054017],[0,1,0,-127073,-16591617]] [[1,2],[2,1]]
+398400 fb 1 [0,1,0,-495568033,4244338532063] [[0,1,0,-495568033,4244338532063],[0,1,0,-577488033,2746103652063]] [[1,2],[2,1]]
+398400 fc 1 [0,1,0,-7233,-218337] [[0,1,0,-7233,-218337],[0,1,0,8767,-1034337]] [[1,2],[2,1]]
+398400 fd 1 [0,1,0,-505633,21660863] [[0,1,0,-505633,21660863],[0,1,0,1994367,174160863]] [[1,2],[2,1]]
+398400 fe 1 [0,1,0,-29633,268863] [[0,1,0,-29633,268863],[0,1,0,-349633,79308863]] [[1,2],[2,1]]
+398400 ff 1 [0,1,0,143167,132038463] [[0,1,0,143167,132038463],[0,1,0,-3176833,2067598463]] [[1,2],[2,1]]
+398400 fg 1 [0,1,0,-1313653,579083243] [[0,1,0,-1313653,579083243]] [[1]]
+398400 fh 1 [0,1,0,-3333,-152037] [[0,1,0,-3333,-152037]] [[1]]
+398400 fi 1 [0,1,0,-833,-22497] [[0,1,0,-833,-22497]] [[1]]
+398400 fj 1 [0,1,0,-20833,2770463] [[0,1,0,-20833,2770463]] [[1]]
+398400 fk 1 [0,1,0,-133,1163] [[0,1,0,-133,1163]] [[1]]
+398400 fl 1 [0,1,0,-32841333,-72451088037] [[0,1,0,-32841333,-72451088037]] [[1]]
+398400 fm 1 [0,1,0,-160833,33110463] [[0,1,0,-160833,33110463]] [[1]]
+398400 fn 1 [0,1,0,-8,-762] [[0,1,0,-8,-762]] [[1]]
+398400 fo 1 [0,1,0,-1033,371063] [[0,1,0,-1033,371063],[0,1,0,-84033,9252063]] [[1,2],[2,1]]
+398400 fp 1 [0,1,0,-1473,21663] [[0,1,0,-1473,21663]] [[1]]
+398400 fq 1 [0,1,0,1567,-19137] [[0,1,0,1567,-19137]] [[1]]
+398400 fr 1 [0,1,0,-48033,-18287937] [[0,1,0,-48033,-18287937],[0,1,0,-1376033,-619871937]] [[1,2],[2,1]]
+398400 fs 1 [0,1,0,6967,579063] [[0,1,0,6967,579063],[0,1,0,-76033,7136063]] [[1,2],[2,1]]
+398400 ft 1 [0,1,0,39167,2470463] [[0,1,0,39167,2470463]] [[1]]
+398400 fu 1 [0,1,0,-36833,-2781537] [[0,1,0,-36833,-2781537]] [[1]]
+398400 fv 1 [0,1,0,-1233,39663] [[0,1,0,-1233,39663],[0,1,0,10767,-908337]] [[1,3],[3,1]]
+398400 fw 1 [0,1,0,-910808,334267638] [[0,1,0,-910808,334267638]] [[1]]
+398400 fx 1 [0,1,0,-6433,-267457] [[0,1,0,-6433,-267457]] [[1]]
+398400 fy 1 [0,1,0,-548333,-156467037] [[0,1,0,-548333,-156467037]] [[1]]
+398400 fz 1 [0,1,0,-8833,-385537] [[0,1,0,-8833,-385537]] [[1]]
+398400 ga 1 [0,1,0,1667,2963] [[0,1,0,1667,2963]] [[1]]
+398400 gb 1 [0,1,0,-150501833,710672213463] [[0,1,0,-150501833,710672213463]] [[1]]
+398400 gc 1 [0,1,0,71167,8303583] [[0,1,0,71167,8303583]] [[1]]
+398400 gd 1 [0,1,0,-16333,-843037] [[0,1,0,-16333,-843037]] [[1]]
+398400 ge 1 [0,1,0,-933,11523] [[0,1,0,-933,11523]] [[1]]
+398400 gf 1 [0,1,0,-50833,-4459537] [[0,1,0,-50833,-4459537]] [[1]]
+398400 gg 1 [0,1,0,-5833,805463] [[0,1,0,-5833,805463]] [[1]]
+398400 gh 1 [0,1,0,-5333,723963] [[0,1,0,-5333,723963]] [[1]]
+398400 gi 1 [0,1,0,-993,-82017] [[0,1,0,-993,-82017]] [[1]]
+398400 gj 1 [0,1,0,-24833,10202463] [[0,1,0,-24833,10202463]] [[1]]
+398400 gk 1 [0,1,0,-213,-5877] [[0,1,0,-213,-5877]] [[1]]
+398400 gl 1 [0,1,0,-233,-6537] [[0,1,0,-233,-6537]] [[1]]
+398400 gm 1 [0,1,0,-2033,34863] [[0,1,0,-2033,34863]] [[1]]
+398400 gn 1 [0,1,0,-23333,-1487037] [[0,1,0,-23333,-1487037]] [[1]]
+398400 go 1 [0,1,0,-653,6483] [[0,1,0,-653,6483]] [[1]]
+398400 gp 1 [0,1,0,1779167,-1034389537] [[0,1,0,1779167,-1034389537]] [[1]]
+398400 gq 1 [0,1,0,-6020073,-5687785737] [[0,1,0,-6020073,-5687785737]] [[1]]
+398400 gr 1 [0,1,0,67,3] [[0,1,0,67,3]] [[1]]
+398400 gs 1 [0,1,0,-353,2943] [[0,1,0,-353,2943]] [[1]]
+398400 gt 1 [0,1,0,-21933,1242963] [[0,1,0,-21933,1242963]] [[1]]
+398400 gu 1 [0,1,0,-1653,25323] [[0,1,0,-1653,25323],[0,1,0,-1553,28623]] [[1,2],[2,1]]
+398400 gv 1 [0,1,0,-9064193,10507003743] [[0,1,0,-9064193,10507003743],[0,1,0,-145051393,672356706143]] [[1,2],[2,1]]
+398400 gw 1 [0,1,0,-167908,-26627062] [[0,1,0,-167908,-26627062],[0,1,0,-2689033,-1698132937]] [[1,2],[2,1]]
+398400 gx 1 [0,1,0,-349633,73128863] [[0,1,0,-349633,73128863],[0,1,0,-5469633,4921768863]] [[1,2],[2,1]]
+398400 gy 1 [0,1,0,-207633,36346863] [[0,1,0,-207633,36346863],[0,1,0,-209633,35608863],[0,1,0,90367,129508863],[0,1,0,-541633,-105491137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 gz 1 [0,1,0,-6633,139863] [[0,1,0,-6633,139863],[0,1,0,18367,964863]] [[1,2],[2,1]]
+398400 ha 1 [0,1,0,44867,5255363] [[0,1,0,44867,5255363],[0,1,0,-319633,54462863],[0,1,0,-4801633,4047924863],[0,1,0,-1669633,-783887137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 hb 1 [0,1,0,-10605633,-5846083137] [[0,1,0,-10605633,-5846083137],[0,1,0,-141677633,-648754243137],[0,1,0,-114029633,-909502531137],[0,1,0,-2266477633,-41532031043137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 hc 1 [0,1,0,-655408,-204446062] [[0,1,0,-655408,-204446062],[0,1,0,-645033,-211220937]] [[1,2],[2,1]]
+398400 hd 1 [0,1,0,-88033,-10083937] [[0,1,0,-88033,-10083937]] [[1]]
+398400 he 1 [0,1,0,-64033,5492063] [[0,1,0,-64033,5492063],[0,1,0,95967,28692063]] [[1,2],[2,1]]
+398400 hf 1 [0,1,0,-76033,8036063] [[0,1,0,-76033,8036063],[0,1,0,-96033,3456063]] [[1,2],[2,1]]
+398400 hg 1 [0,1,0,169026367,-268009015137] [[0,1,0,169026367,-268009015137],[0,1,0,-712765633,-2198251703137],[0,1,0,-6521437633,201076224936863],[0,1,0,-9012765633,-328994151703137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 hh 1 [0,1,0,-21633,148863] [[0,1,0,-21633,148863],[0,1,0,-221633,-40051137],[0,1,0,-101633,-83131137],[0,1,0,-3541633,-2566571137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 hi 1 [0,1,0,-725633,233620863] [[0,1,0,-725633,233620863],[0,1,0,-1525633,-375179137],[0,1,0,5114367,-2758939137],[0,1,0,-20965633,-36941819137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 hj 1 [0,1,0,-14508,-1385262] [[0,1,0,-14508,-1385262],[0,1,0,-294633,-61612137]] [[1,2],[2,1]]
+398400 hk 1 [0,1,0,-7633,246863] [[0,1,0,-7633,246863],[0,1,0,2367,856863]] [[1,2],[2,1]]
+398400 hl 1 [0,1,0,-55512033,158676636063] [[0,1,0,-55512033,158676636063],[0,1,0,-30512033,302301636063]] [[1,2],[2,1]]
+398400 hm 1 [0,1,0,-226604833,-1313828677537] [[0,1,0,-226604833,-1313828677537],[0,1,0,-3626284833,-84051840837537]] [[1,2],[2,1]]
+398400 hn 1 [0,1,0,-41333,-3248037] [[0,1,0,-41333,-3248037],[0,1,0,-38833,-3655537]] [[1,2],[2,1]]
+398400 ho 1 [0,1,0,6667,-332037] [[0,1,0,6667,-332037]] [[1]]
+398400 hp 1 [0,1,0,-25833,-1614537] [[0,1,0,-25833,-1614537]] [[1]]
+398400 hq 1 [0,1,0,187,-1557] [[0,1,0,187,-1557],[0,1,0,-7013,-229077]] [[1,3],[3,1]]
+398400 hr 1 [0,1,0,-21120833,37576850463] [[0,1,0,-21120833,37576850463],[0,1,0,59879167,200370650463]] [[1,3],[3,1]]
+398400 hs 1 [0,1,0,11127,-798057] [[0,1,0,11127,-798057]] [[1]]
+398400 ht 1 [0,1,0,697,-2157] [[0,1,0,697,-2157]] [[1]]
+398400 hu 1 [0,1,0,17417,304463] [[0,1,0,17417,304463]] [[1]]
+398400 hv 1 [0,1,0,278167,100313463] [[0,1,0,278167,100313463]] [[1]]
+398400 hw 1 [0,1,0,-844833,-300952737] [[0,1,0,-844833,-300952737],[0,1,0,2395167,-1602007137]] [[1,3],[3,1]]
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+398400 hy 1 [0,1,0,-1033,12503] [[0,1,0,-1033,12503]] [[1]]
+398400 hz 1 [0,1,0,267,2763] [[0,1,0,267,2763]] [[1]]
+398400 ia 1 [0,1,0,16367,-8813137] [[0,1,0,16367,-8813137]] [[1]]
+398400 ib 1 [0,1,0,-88033,-10275937] [[0,1,0,-88033,-10275937],[0,1,0,-1416033,-649043937]] [[1,2],[2,1]]
+398400 ic 1 [0,1,0,51667,-9917037] [[0,1,0,51667,-9917037]] [[1]]
+398400 id 1 [0,1,0,-1233,-5658417] [[0,1,0,-1233,-5658417]] [[1]]
+398400 ie 1 [0,1,0,-134433,-19065537] [[0,1,0,-134433,-19065537]] [[1]]
+398400 if 1 [0,1,0,7,423] [[0,1,0,7,423]] [[1]]
+398400 ig 1 [0,1,0,-711733,-231357037] [[0,1,0,-711733,-231357037]] [[1]]
+398400 ih 1 [0,1,0,3327,-94977] [[0,1,0,3327,-94977]] [[1]]
+398400 ii 1 [0,1,0,-160833,37670463] [[0,1,0,-160833,37670463]] [[1]]
+398400 ij 1 [0,1,0,3087,18063] [[0,1,0,3087,18063]] [[1]]
+398400 ik 1 [0,1,0,-41876833,104291938463] [[0,1,0,-41876833,104291938463]] [[1]]
+398400 il 1 [0,1,0,-673,279263] [[0,1,0,-673,279263]] [[1]]
+398400 im 1 [0,1,0,-16833,-34941537] [[0,1,0,-16833,-34941537]] [[1]]
+398400 in 1 [0,1,0,-1675073,-835005537] [[0,1,0,-1675073,-835005537]] [[1]]
+398400 io 1 [0,1,0,77167,-2103537] [[0,1,0,77167,-2103537]] [[1]]
+398400 ip 1 [0,1,0,-6433,-303937] [[0,1,0,-6433,-303937]] [[1]]
+398400 iq 1 [0,1,0,83167,12038463] [[0,1,0,83167,12038463]] [[1]]
+398400 ir 1 [0,1,0,-17793333,28884042963] [[0,1,0,-17793333,28884042963]] [[1]]
+398400 is 1 [0,1,0,167,-52537] [[0,1,0,167,-52537]] [[1]]
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+398400 iu 1 [0,1,0,-30833,707240463] [[0,1,0,-30833,707240463]] [[1]]
+398400 iv 1 [0,1,0,2067,80163] [[0,1,0,2067,80163]] [[1]]
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+398400 ix 1 [0,1,0,-13633,1848863] [[0,1,0,-13633,1848863]] [[1]]
+398400 iy 1 [0,1,0,-548,4758] [[0,1,0,-548,4758],[0,1,0,-473,6183]] [[1,2],[2,1]]
+398400 iz 1 [0,1,0,-74433,-7840737] [[0,1,0,-74433,-7840737],[0,1,0,-70433,-8716737]] [[1,2],[2,1]]
+398400 ja 1 [0,1,0,-108033,10152063] [[0,1,0,-108033,10152063],[0,1,0,-608033,-174347937]] [[1,2],[2,1]]
+398400 jb 1 [0,1,0,-13708,-622162] [[0,1,0,-13708,-622162],[0,1,0,-11833,-796537]] [[1,2],[2,1]]
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+398400 je 1 [0,1,0,90367,-5947137] [[0,1,0,90367,-5947137],[0,1,0,-421633,-51515137],[0,1,0,-3301633,2272644863],[0,1,0,-5733633,-5283835137]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 jf 1 [0,1,0,-224108,40760538] [[0,1,0,-224108,40760538],[0,1,0,-224233,40712663],[0,1,0,-143233,70601663],[0,1,0,-307233,7761663]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398400 jg 1 [0,1,0,-4108,102038] [[0,1,0,-4108,102038]] [[1]]
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+398416 b 1 [0,0,0,-175,-498] [[0,0,0,-175,-498],[0,0,0,565,-3606]] [[1,2],[2,1]]
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+398418 b 1 [1,1,0,2351,-606827] [[1,1,0,2351,-606827]] [[1]]
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+398440 b 1 [0,-1,0,-4760,135100] [[0,-1,0,-4760,135100]] [[1]]
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+398448 a 1 [0,0,0,-1371,19541] [[0,0,0,-1371,19541]] [[1]]
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+398448 c 1 [0,0,0,339,-529] [[0,0,0,339,-529]] [[1]]
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+398970 e 1 [1,-1,0,-23910,1382516] [[1,-1,0,-23910,1382516],[1,-1,0,9570,4924700]] [[1,2],[2,1]]
+398970 f 1 [1,-1,0,-63195,1380005] [[1,-1,0,-63195,1380005],[1,-1,0,245685,10708181]] [[1,2],[2,1]]
+398970 g 1 [1,-1,0,-1725,27781] [[1,-1,0,-1725,27781],[1,-1,0,-3045,-19475]] [[1,2],[2,1]]
+398970 h 1 [1,-1,0,-7602643035,-255093125258075] [[1,-1,0,-7602643035,-255093125258075],[1,-1,0,-6697830555,-318098656527899]] [[1,2],[2,1]]
+398970 i 1 [1,-1,0,-9250965,25705390581] [[1,-1,0,-9250965,25705390581]] [[1]]
+398970 j 1 [1,-1,0,-4796340,4385045456] [[1,-1,0,-4796340,4385045456],[1,-1,0,-78524340,267844680656],[1,-1,0,-1256386740,17141194705616],[1,-1,0,-80309940,255026572496]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398970 k 1 [1,-1,0,-368955,-45540635] [[1,-1,0,-368955,-45540635],[1,-1,0,-5092875,-4420835339],[1,-1,0,-4290975,-5860566599],[1,-1,0,-81477495,-283056652175]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398970 l 1 [1,-1,0,-81675,-6257979] [[1,-1,0,-81675,-6257979],[1,-1,0,-496395,129853125],[1,-1,0,-7861995,8486862885],[1,-1,0,233685,478977381]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398970 m 1 [1,-1,0,-45507855870,3736586343458196] [[1,-1,0,-45507855870,3736586343458196],[1,-1,0,-46632855870,3542124918458196],[1,-1,0,55488119130,16905124253693196],[1,-1,0,-166753830870,-22266419116776804]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398970 n 1 [1,-1,0,-912195,1176172245] [[1,-1,0,-912195,1176172245],[1,-1,0,-23214915,42967008981],[1,-1,0,-371219715,2753019588501],[1,-1,0,-32053635,7260347925]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398970 o 1 [1,-1,0,-5130,-140324] [[1,-1,0,-5130,-140324]] [[1]]
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+398970 q 1 [1,-1,0,-315,3645] [[1,-1,0,-315,3645]] [[1]]
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+398970 s 1 [1,-1,0,-1724634,-940890060] [[1,-1,0,-1724634,-940890060]] [[1]]
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+398970 v 1 [1,-1,0,561,-3555] [[1,-1,0,561,-3555],[1,-1,0,-2739,-29295]] [[1,2],[2,1]]
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+398970 bb 1 [1,-1,0,-57924,-6048432] [[1,-1,0,-57924,-6048432]] [[1]]
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+398970 bd 1 [1,-1,0,-619297919964,187567872089815120] [[1,-1,0,-619297919964,187567872089815120],[1,-1,0,-667616302044,156594271979337808],[1,-1,0,1646521297956,1003059986134857808],[1,-1,0,-3754848015324,-2672182429067315120]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398970 be 1 [1,-1,0,-63774,6339028] [[1,-1,0,-63774,6339028],[1,-1,0,-1026054,400296460]] [[1,2],[2,1]]
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+398970 bg 1 [1,-1,0,279396,104190160] [[1,-1,0,279396,104190160]] [[1]]
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+398970 bi 1 [1,-1,0,-7269,-68715] [[1,-1,0,-7269,-68715],[1,-1,0,-91749,-10662507]] [[1,2],[2,1]]
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+398970 bt 1 [1,-1,1,-44959613,-261556693819] [[1,-1,1,-44959613,-261556693819]] [[1]]
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+398970 ct 1 [1,-1,1,-19832,-1724421] [[1,-1,1,-19832,-1724421],[1,-1,1,-368312,-85917189],[1,-1,1,-419792,-60300741],[1,-1,1,-5892512,-5504052549]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+398970 cu 1 [1,-1,1,-1169357,-326575051] [[1,-1,1,-1169357,-326575051],[1,-1,1,-7398437,7499641061],[1,-1,1,-37122692,87049751591],[1,-1,1,-593930372,5571382676519]] [[1,2,3,6],[2,1,6,3],[3,6,1,2],[6,3,2,1]]
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+399607 b 1 [1,-1,0,-510526,533025011] [[1,-1,0,-510526,533025011]] [[1]]
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+399609 b 1 [1,-1,0,-162,-2273] [[1,-1,0,-162,-2273]] [[1]]
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+399610 b 1 [1,0,1,-2133,-24544] [[1,0,1,-2133,-24544],[1,0,1,-30613,-2063712]] [[1,2],[2,1]]
+399610 c 1 [1,0,1,-146278,21521256] [[1,0,1,-146278,21521256],[1,0,1,-148058,20970168]] [[1,2],[2,1]]
+399610 d 1 [1,0,1,-38,-24] [[1,0,1,-38,-24]] [[1]]
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+399610 f 1 [1,1,0,-1757,18989] [[1,1,0,-1757,18989],[1,1,0,-10737,-417439]] [[1,2],[2,1]]
+399610 g 1 [1,-1,1,-1589143,655052207] [[1,-1,1,-1589143,655052207],[1,-1,1,2860857,3661472207]] [[1,2],[2,1]]
+399610 h 1 [1,-1,1,-20808,-1150069] [[1,-1,1,-20808,-1150069],[1,-1,1,-20728,-1159413]] [[1,2],[2,1]]
+399610 i 1 [1,-1,1,-364777,-84694999] [[1,-1,1,-364777,-84694999],[1,-1,1,-328857,-102065911]] [[1,2],[2,1]]
+399610 j 1 [1,1,1,-60441,-4372441] [[1,1,1,-60441,-4372441],[1,1,1,144359,-27391961]] [[1,2],[2,1]]
+399612 a 1 [0,1,0,-2042,37797] [[0,1,0,-2042,37797]] [[1]]
+399615 a 1 [1,1,0,-13632,-617661] [[1,1,0,-13632,-617661],[1,1,0,-9987,-950814]] [[1,2],[2,1]]
+399616 a 1 [0,0,0,-1006,-40920] [[0,0,0,-1006,-40920],[0,0,0,-25016,-1519936]] [[1,2],[2,1]]
+399616 b 1 [0,0,0,-1006,40920] [[0,0,0,-1006,40920],[0,0,0,-25016,1519936]] [[1,2],[2,1]]
+399616 c 1 [0,0,0,-6254,-189992] [[0,0,0,-6254,-189992],[0,0,0,-4024,-327360]] [[1,2],[2,1]]
+399616 d 1 [0,0,0,-6254,189992] [[0,0,0,-6254,189992],[0,0,0,-4024,327360]] [[1,2],[2,1]]
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+399618 b 1 [1,-1,0,-72568131,61982952821] [[1,-1,0,-72568131,61982952821]] [[1]]
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+399618 bb 1 [1,-1,1,-3800534,-3087950619] [[1,-1,1,-3800534,-3087950619]] [[1]]
+399618 bc 1 [1,-1,1,-5504,198051] [[1,-1,1,-5504,198051]] [[1]]
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+399630 bi 1 [1,0,1,-16760019,31380991342] [[1,0,1,-16760019,31380991342]] [[1]]
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+399630 bm 1 [1,0,1,989092,1896857498] [[1,0,1,989092,1896857498]] [[1]]
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+399630 bt 1 [1,0,1,-107808,15191806] [[1,0,1,-107808,15191806]] [[1]]
+399630 bu 1 [1,0,1,-491618,-3139997644] [[1,0,1,-491618,-3139997644]] [[1]]
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+399630 bw 1 [1,0,1,4060577,-9092016922] [[1,0,1,4060577,-9092016922]] [[1]]
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+399630 ca 1 [1,1,1,4947404,-1956414091] [[1,1,1,4947404,-1956414091]] [[1]]
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+399630 cd 1 [1,1,1,-270,-2043] [[1,1,1,-270,-2043]] [[1]]
+399630 ce 1 [1,1,1,7735,995447] [[1,1,1,7735,995447]] [[1]]
+399630 cf 1 [1,1,1,-1350325,-626138533] [[1,1,1,-1350325,-626138533]] [[1]]
+399630 cg 1 [1,1,1,-624560,-192556015] [[1,1,1,-624560,-192556015]] [[1]]
+399630 ch 1 [1,1,1,-19690,1055207] [[1,1,1,-19690,1055207],[1,1,1,-20670,943095],[1,1,1,39880,5496455],[1,1,1,-96900,-10765833]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+399630 ci 1 [1,0,0,-223383492961,41187184850790041] [[1,0,0,-223383492961,41187184850790041]] [[1]]
+399630 cj 1 [1,0,0,-215646,-38092860] [[1,0,0,-215646,-38092860],[1,0,0,-415646,43627140],[1,0,0,-5518646,4986392940],[1,0,0,1487354,331741340]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+399630 ck 1 [1,0,0,-5997081,-5653226439] [[1,0,0,-5997081,-5653226439],[1,0,0,-5999081,-5649267639],[1,0,0,-7711781,-2163238059],[1,0,0,-4318381,-8881926019]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
+399630 cl 1 [1,0,0,-12355921,11966567465] [[1,0,0,-12355921,11966567465],[1,0,0,-73105921,-231118482535]] [[1,2],[2,1]]
+399630 cm 1 [1,0,0,-133395966,-433572717600] [[1,0,0,-133395966,-433572717600],[1,0,0,339192864,-2815325903034]] [[1,2],[2,1]]
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+399630 cr 1 [1,0,0,15905,1069817] [[1,0,0,15905,1069817]] [[1]]
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+399630 ct 1 [1,0,0,-4343175,3483455625] [[1,0,0,-4343175,3483455625],[1,0,0,-4446855,3308381577],[1,0,0,5144265,15636807225],[1,0,0,-15696855,-20224368423],[1,0,0,28770645,-113970751923],[1,0,0,-240164355,-1432528984923]] [[1,2,4,4,8,8],[2,1,2,2,4,4],[4,2,1,4,8,8],[4,2,4,1,2,2],[8,4,8,2,1,4],[8,4,8,2,4,1]]
+399630 cu 1 [1,0,0,-26380,-991600] [[1,0,0,-26380,-991600],[1,0,0,81620,-7018000]] [[1,2],[2,1]]
+399630 cv 1 [1,0,0,-161020,72772112] [[1,0,0,-161020,72772112]] [[1]]
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+399672 bc 1 [0,0,0,-33977919,-75806123902] [[0,0,0,-33977919,-75806123902],[0,0,0,-55154739,30005974910],[0,0,0,-665269419,6594229817030],[0,0,0,216130821,237756456758]] [[1,2,4,4],[2,1,2,2],[4,2,1,4],[4,2,4,1]]
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+399840 bd 1 [0,-1,0,-25198266,-2389902896520] [[0,-1,0,-25198266,-2389902896520],[0,-1,0,-2838227016,-57515139493020]] [[1,2],[2,1]]
+399840 be 1 [0,-1,0,-441261186,3606913208340] [[0,-1,0,-441261186,3606913208340],[0,-1,0,-7081616481,229377665167281]] [[1,2],[2,1]]
+399840 bf 1 [0,-1,0,-30886,-1271864] [[0,-1,0,-30886,-1271864],[0,-1,0,-210961,36435841],[0,-1,0,94064,-9068744],[0,-1,0,-439056,-111804300]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 bg 1 [0,-1,0,-993246,-380613204] [[0,-1,0,-993246,-380613204],[0,-1,0,-889121,-463642479]] [[1,2],[2,1]]
+399840 bh 1 [0,-1,0,-22066,659716] [[0,-1,0,-22066,659716],[0,-1,0,-167841,-25958799]] [[1,2],[2,1]]
+399840 bi 1 [0,-1,0,-16886,3156336] [[0,-1,0,-16886,3156336],[0,-1,0,-442136,113040936]] [[1,2],[2,1]]
+399840 bj 1 [0,-1,0,-23466,1423080] [[0,-1,0,-23466,1423080],[0,-1,0,-377841,89520705]] [[1,2],[2,1]]
+399840 bk 1 [0,-1,0,-138686,19925340] [[0,-1,0,-138686,19925340],[0,-1,0,-136481,20587281]] [[1,2],[2,1]]
+399840 bl 1 [0,-1,0,-897010,448290592] [[0,-1,0,-897010,448290592],[0,-1,0,-15780760,24131313592]] [[1,2],[2,1]]
+399840 bm 1 [0,-1,0,-1149850,485816752] [[0,-1,0,-1149850,485816752],[0,-1,0,-18514225,30668573377]] [[1,2],[2,1]]
+399840 bn 1 [0,-1,0,-87530,6148500] [[0,-1,0,-87530,6148500],[0,-1,0,266495,43037905]] [[1,2],[2,1]]
+399840 bo 1 [0,-1,0,-15010,-30008] [[0,-1,0,-15010,-30008],[0,-1,0,-160785,24780897],[0,-1,0,59960,-299900],[0,-1,0,-169360,-26701688]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 bp 1 [0,-1,0,-26217270,-12601056600] [[0,-1,0,-26217270,-12601056600],[0,-1,0,-249473520,1506613073400],[0,-1,0,101335855,-99311670975],[0,-1,0,-323773200,-2239390614348]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 bq 1 [0,-1,0,1650,3312] [[0,-1,0,1650,3312],[0,-1,0,-6680,33300]] [[1,2],[2,1]]
+399840 br 1 [0,-1,0,-827430,1080968400] [[0,-1,0,-827430,1080968400],[0,-1,0,-21664680,38729711700]] [[1,2],[2,1]]
+399840 bs 1 [0,-1,0,1650,-540000] [[0,-1,0,1650,-540000],[0,-1,0,-90225,-10113375]] [[1,2],[2,1]]
+399840 bt 1 [0,-1,0,-450,2052] [[0,-1,0,-450,2052],[0,-1,0,-3425,-74703]] [[1,2],[2,1]]
+399840 bu 1 [0,-1,0,-514250,-6967500000] [[0,-1,0,-514250,-6967500000],[0,-1,0,-57923000,-167666073000]] [[1,2],[2,1]]
+399840 bv 1 [0,-1,0,-4230,-99000] [[0,-1,0,-4230,-99000],[0,-1,0,-12560,420792],[0,-1,0,3120,-413580],[0,-1,0,-66705,-6608895]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 bw 1 [0,-1,0,2630,449800] [[0,-1,0,2630,449800],[0,-1,0,-74545,7534465]] [[1,2],[2,1]]
+399840 bx 1 [0,-1,0,-10285,-398075] [[0,-1,0,-10285,-398075]] [[1]]
+399840 by 1 [0,-1,0,-53591120,208520791032] [[0,-1,0,-53591120,208520791032]] [[1]]
+399840 bz 1 [0,-1,0,-9827750,-11593327500] [[0,-1,0,-9827750,-11593327500],[0,-1,0,-22218625,23544715825]] [[1,2],[2,1]]
+399840 ca 1 [0,-1,0,83235,-20933163] [[0,-1,0,83235,-20933163]] [[1]]
+399840 cb 1 [0,-1,0,18048595,18942840645] [[0,-1,0,18048595,18942840645]] [[1]]
+399840 cc 1 [0,-1,0,-11090,-3803400] [[0,-1,0,-11090,-3803400],[0,-1,0,-439840,-111505400]] [[1,2],[2,1]]
+399840 cd 1 [0,-1,0,-310,-8840] [[0,-1,0,-310,-8840],[0,-1,0,-8640,-305388]] [[1,2],[2,1]]
+399840 ce 1 [0,-1,0,-598110,178158492] [[0,-1,0,-598110,178158492],[0,-1,0,-493985,242070417]] [[1,2],[2,1]]
+399840 cf 1 [0,-1,0,-66910790,210686592600] [[0,-1,0,-66910790,210686592600],[0,-1,0,-1070571665,13482897271425],[0,-1,0,-65919520,217230560632],[0,-1,0,-67903040,204116706900]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 cg 1 [0,-1,0,-3820350,-2892586248] [[0,-1,0,-3820350,-2892586248],[0,-1,0,-61242225,-184449070623]] [[1,2],[2,1]]
+399840 ch 1 [0,-1,0,-95686285,386834352997] [[0,-1,0,-95686285,386834352997]] [[1]]
+399840 ci 1 [0,-1,0,-9130,-141728] [[0,-1,0,-9130,-141728],[0,-1,0,-75280,7875652],[0,-1,0,32520,-1108008],[0,-1,0,-121585,-16267775]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 cj 1 [0,-1,0,-5210,-140748] [[0,-1,0,-5210,-140748],[0,-1,0,-65,-411375]] [[1,2],[2,1]]
+399840 ck 1 [0,-1,0,5570,-112328] [[0,-1,0,5570,-112328],[0,-1,0,-27505,-965663]] [[1,2],[2,1]]
+399840 cl 1 [0,-1,0,136995,-45626475] [[0,-1,0,136995,-45626475]] [[1]]
+399840 cm 1 [0,-1,0,-4230,-37260] [[0,-1,0,-4230,-37260],[0,-1,0,15615,-303183]] [[1,2],[2,1]]
+399840 cn 1 [0,-1,0,-211010,-101538408] [[0,-1,0,-211010,-101538408],[0,-1,0,-4804760,-4046650908]] [[1,2],[2,1]]
+399840 co 1 [0,-1,0,377970,104594400] [[0,-1,0,377970,104594400],[0,-1,0,-2378280,1032899400]] [[1,2],[2,1]]
+399840 cp 1 [0,-1,0,-341245,79225525] [[0,-1,0,-341245,79225525]] [[1]]
+399840 cq 1 [0,-1,0,-6120,187272] [[0,-1,0,-6120,187272]] [[1]]
+399840 cr 1 [0,-1,0,-878880,-335964600] [[0,-1,0,-878880,-335964600]] [[1]]
+399840 cs 1 [0,-1,0,-155150,24749292] [[0,-1,0,-155150,24749292],[0,-1,0,-2516705,1537561425]] [[1,2],[2,1]]
+399840 ct 1 [0,-1,0,-945030,353403072] [[0,-1,0,-945030,353403072],[0,-1,0,-15114360,22621922100],[0,-1,0,-653480,575214312],[0,-1,0,-1242705,112345857]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 cu 1 [0,-1,0,-170830,31466800] [[0,-1,0,-170830,31466800],[0,-1,0,-2849905,1852701985]] [[1,2],[2,1]]
+399840 cv 1 [0,-1,0,-2647290,629001612] [[0,-1,0,-2647290,629001612],[0,-1,0,9705855,4821659025]] [[1,2],[2,1]]
+399840 cw 1 [0,-1,0,-170,1632] [[0,-1,0,-170,1632],[0,-1,0,-3320,74712]] [[1,2],[2,1]]
+399840 cx 1 [0,-1,0,810,8100] [[0,-1,0,810,8100],[0,-1,0,-4545,79857]] [[1,2],[2,1]]
+399840 cy 1 [0,-1,0,-21870,409032] [[0,-1,0,-21870,409032],[0,-1,0,-279120,56798232],[0,-1,0,82255,3095457],[0,-1,0,-196800,-33247500]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 cz 1 [0,1,0,-23466,-1423080] [[0,1,0,-23466,-1423080],[0,1,0,-377841,-89520705]] [[1,2],[2,1]]
+399840 da 1 [0,1,0,-138686,-19925340] [[0,1,0,-138686,-19925340],[0,1,0,-136481,-20587281]] [[1,2],[2,1]]
+399840 db 1 [0,1,0,-41666,3255384] [[0,1,0,-41666,3255384],[0,1,0,-666416,209172984],[0,1,0,-29416,5220284],[0,1,0,-54161,1128735]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 dc 1 [0,1,0,-25198266,2389902896520] [[0,1,0,-25198266,2389902896520],[0,1,0,-2838227016,57515139493020]] [[1,2],[2,1]]
+399840 dd 1 [0,1,0,-30886,1271864] [[0,1,0,-30886,1271864],[0,1,0,-439056,111804300],[0,1,0,94064,9068744],[0,1,0,-210961,-36435841]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 de 1 [0,1,0,-441261186,-3606913208340] [[0,1,0,-441261186,-3606913208340],[0,1,0,-7081616481,-229377665167281]] [[1,2],[2,1]]
+399840 df 1 [0,1,0,-22066,-659716] [[0,1,0,-22066,-659716],[0,1,0,-167841,25958799]] [[1,2],[2,1]]
+399840 dg 1 [0,1,0,-993246,380613204] [[0,1,0,-993246,380613204],[0,1,0,-889121,463642479]] [[1,2],[2,1]]
+399840 dh 1 [0,1,0,-16886,-3156336] [[0,1,0,-16886,-3156336],[0,1,0,-442136,-113040936]] [[1,2],[2,1]]
+399840 di 1 [0,1,0,1699,61515] [[0,1,0,1699,61515]] [[1]]
+399840 dj 1 [0,1,0,-200566,33742484] [[0,1,0,-200566,33742484],[0,1,0,-453441,-68773041]] [[1,2],[2,1]]
+399840 dk 1 [0,1,0,-5406,356544] [[0,1,0,-5406,356544],[0,1,0,-115656,15085944]] [[1,2],[2,1]]
+399840 dl 1 [0,1,0,-146663386,-657504492940] [[0,1,0,-146663386,-657504492940],[0,1,0,74602239,-2467324546065]] [[1,2],[2,1]]
+399840 dm 1 [0,1,0,-1093696,-608244820] [[0,1,0,-1093696,-608244820]] [[1]]
+399840 dn 1 [0,1,0,-503981,137547675] [[0,1,0,-503981,137547675]] [[1]]
+399840 do 1 [0,1,0,54,-1296] [[0,1,0,54,-1296],[0,1,0,-1521,-22401]] [[1,2],[2,1]]
+399840 dp 1 [0,1,0,1454,-2920] [[0,1,0,1454,-2920],[0,1,0,-5896,-29380]] [[1,2],[2,1]]
+399840 dq 1 [0,1,0,1699,230859] [[0,1,0,1699,230859]] [[1]]
+399840 dr 1 [0,1,0,-7366,62800184] [[0,1,0,-7366,62800184],[0,1,0,-2414736,1422482760]] [[1,2],[2,1]]
+399840 ds 1 [0,1,0,1456019,136580219] [[0,1,0,1456019,136580219]] [[1]]
+399840 dt 1 [0,1,0,-135746,19170780] [[0,1,0,-135746,19170780],[0,1,0,-89441,32497359]] [[1,2],[2,1]]
+399840 du 1 [0,1,0,-3655335581,85377226634475] [[0,1,0,-3655335581,85377226634475]] [[1]]
+399840 dv 1 [0,1,0,-65186,7150884] [[0,1,0,-65186,7150884],[0,1,0,-1077281,430004175]] [[1,2],[2,1]]
+399840 dw 1 [0,1,0,-226,11024] [[0,1,0,-226,11024],[0,1,0,-8976,322524]] [[1,2],[2,1]]
+399840 dx 1 [0,1,0,-1388186,-629372640] [[0,1,0,-1388186,-629372640],[0,1,0,-1748336,-277722180],[0,1,0,-1034161,-957695425],[0,1,0,-22204856,-40280965656]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 dy 1 [0,1,0,-299896,-63634516] [[0,1,0,-299896,-63634516]] [[1]]
+399840 dz 1 [0,1,0,-16721021,-27140913045] [[0,1,0,-16721021,-27140913045]] [[1]]
+399840 ea 1 [0,1,0,6712739,15636455435] [[0,1,0,6712739,15636455435]] [[1]]
+399840 eb 1 [0,1,0,-17936,974364] [[0,1,0,-17936,974364]] [[1]]
+399840 ec 1 [0,1,0,1454,34124] [[0,1,0,1454,34124],[0,1,0,-11041,356495]] [[1,2],[2,1]]
+399840 ed 1 [0,1,0,39674,-2857660] [[0,1,0,39674,-2857660],[0,1,0,-222721,-26945521]] [[1,2],[2,1]]
+399840 ee 1 [0,1,0,-243546,-45966096] [[0,1,0,-243546,-45966096],[0,1,0,-427296,32605404],[0,1,0,-68616,-110480280],[0,1,0,-3887921,-2951990721]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 ef 1 [0,1,0,-8346,-543096] [[0,1,0,-8346,-543096],[0,1,0,-162696,-25300836]] [[1,2],[2,1]]
+399840 eg 1 [0,1,0,-15206,510600] [[0,1,0,-15206,510600],[0,1,0,-223456,40577900],[0,1,0,39919,3410175],[0,1,0,-90176,-10045176]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 eh 1 [0,1,0,-676461,214175835] [[0,1,0,-676461,214175835]] [[1]]
+399840 ei 1 [0,1,0,-3166,-73060] [[0,1,0,-3166,-73060],[0,1,0,-51361,-4497361]] [[1,2],[2,1]]
+399840 ej 1 [0,1,0,-2466,-200880] [[0,1,0,-2466,-200880],[0,1,0,-68616,-6921720]] [[1,2],[2,1]]
+399840 ek 1 [0,1,0,-155150,-24749292] [[0,1,0,-155150,-24749292],[0,1,0,-2516705,-1537561425]] [[1,2],[2,1]]
+399840 el 1 [0,1,0,-945030,-353403072] [[0,1,0,-945030,-353403072],[0,1,0,-1242705,-112345857],[0,1,0,-653480,-575214312],[0,1,0,-15114360,-22621922100]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 em 1 [0,1,0,-2647290,-629001612] [[0,1,0,-2647290,-629001612],[0,1,0,9705855,-4821659025]] [[1,2],[2,1]]
+399840 en 1 [0,1,0,-170830,-31466800] [[0,1,0,-170830,-31466800],[0,1,0,-2849905,-1852701985]] [[1,2],[2,1]]
+399840 eo 1 [0,1,0,-170,-1632] [[0,1,0,-170,-1632],[0,1,0,-3320,-74712]] [[1,2],[2,1]]
+399840 ep 1 [0,1,0,-21870,-409032] [[0,1,0,-21870,-409032],[0,1,0,-196800,33247500],[0,1,0,82255,-3095457],[0,1,0,-279120,-56798232]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 eq 1 [0,1,0,810,-8100] [[0,1,0,810,-8100],[0,1,0,-4545,-79857]] [[1,2],[2,1]]
+399840 er 1 [0,1,0,-878880,335964600] [[0,1,0,-878880,335964600]] [[1]]
+399840 es 1 [0,1,0,136995,45626475] [[0,1,0,136995,45626475]] [[1]]
+399840 et 1 [0,1,0,-211010,101538408] [[0,1,0,-211010,101538408],[0,1,0,-4804760,4046650908]] [[1,2],[2,1]]
+399840 eu 1 [0,1,0,-4230,37260] [[0,1,0,-4230,37260],[0,1,0,15615,303183]] [[1,2],[2,1]]
+399840 ev 1 [0,1,0,377970,-104594400] [[0,1,0,377970,-104594400],[0,1,0,-2378280,-1032899400]] [[1,2],[2,1]]
+399840 ew 1 [0,1,0,-341245,-79225525] [[0,1,0,-341245,-79225525]] [[1]]
+399840 ex 1 [0,1,0,-6120,-187272] [[0,1,0,-6120,-187272]] [[1]]
+399840 ey 1 [0,1,0,18048595,-18942840645] [[0,1,0,18048595,-18942840645]] [[1]]
+399840 ez 1 [0,1,0,-11090,3803400] [[0,1,0,-11090,3803400],[0,1,0,-439840,111505400]] [[1,2],[2,1]]
+399840 fa 1 [0,1,0,-310,8840] [[0,1,0,-310,8840],[0,1,0,-8640,305388]] [[1,2],[2,1]]
+399840 fb 1 [0,1,0,-66910790,-210686592600] [[0,1,0,-66910790,-210686592600],[0,1,0,-67903040,-204116706900],[0,1,0,-65919520,-217230560632],[0,1,0,-1070571665,-13482897271425]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 fc 1 [0,1,0,-598110,-178158492] [[0,1,0,-598110,-178158492],[0,1,0,-493985,-242070417]] [[1,2],[2,1]]
+399840 fd 1 [0,1,0,-3820350,2892586248] [[0,1,0,-3820350,2892586248],[0,1,0,-61242225,184449070623]] [[1,2],[2,1]]
+399840 fe 1 [0,1,0,-95686285,-386834352997] [[0,1,0,-95686285,-386834352997]] [[1]]
+399840 ff 1 [0,1,0,-9130,141728] [[0,1,0,-9130,141728],[0,1,0,-121585,16267775],[0,1,0,32520,1108008],[0,1,0,-75280,-7875652]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 fg 1 [0,1,0,5570,112328] [[0,1,0,5570,112328],[0,1,0,-27505,965663]] [[1,2],[2,1]]
+399840 fh 1 [0,1,0,-5210,140748] [[0,1,0,-5210,140748],[0,1,0,-65,411375]] [[1,2],[2,1]]
+399840 fi 1 [0,1,0,2630,-449800] [[0,1,0,2630,-449800],[0,1,0,-74545,-7534465]] [[1,2],[2,1]]
+399840 fj 1 [0,1,0,-10285,398075] [[0,1,0,-10285,398075]] [[1]]
+399840 fk 1 [0,1,0,-53591120,-208520791032] [[0,1,0,-53591120,-208520791032]] [[1]]
+399840 fl 1 [0,1,0,-9827750,11593327500] [[0,1,0,-9827750,11593327500],[0,1,0,-22218625,-23544715825]] [[1,2],[2,1]]
+399840 fm 1 [0,1,0,83235,20933163] [[0,1,0,83235,20933163]] [[1]]
+399840 fn 1 [0,1,0,-26217270,12601056600] [[0,1,0,-26217270,12601056600],[0,1,0,-323773200,2239390614348],[0,1,0,101335855,99311670975],[0,1,0,-249473520,-1506613073400]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 fo 1 [0,1,0,-15010,30008] [[0,1,0,-15010,30008],[0,1,0,-169360,26701688],[0,1,0,59960,299900],[0,1,0,-160785,-24780897]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 fp 1 [0,1,0,1650,-3312] [[0,1,0,1650,-3312],[0,1,0,-6680,-33300]] [[1,2],[2,1]]
+399840 fq 1 [0,1,0,-827430,-1080968400] [[0,1,0,-827430,-1080968400],[0,1,0,-21664680,-38729711700]] [[1,2],[2,1]]
+399840 fr 1 [0,1,0,1650,540000] [[0,1,0,1650,540000],[0,1,0,-90225,10113375]] [[1,2],[2,1]]
+399840 fs 1 [0,1,0,-450,-2052] [[0,1,0,-450,-2052],[0,1,0,-3425,74703]] [[1,2],[2,1]]
+399840 ft 1 [0,1,0,-514250,6967500000] [[0,1,0,-514250,6967500000],[0,1,0,-57923000,167666073000]] [[1,2],[2,1]]
+399840 fu 1 [0,1,0,-4230,99000] [[0,1,0,-4230,99000],[0,1,0,-66705,6608895],[0,1,0,3120,413580],[0,1,0,-12560,-420792]] [[1,2,2,2],[2,1,4,4],[2,4,1,4],[2,4,4,1]]
+399840 fv 1 [0,1,0,-897010,-448290592] [[0,1,0,-897010,-448290592],[0,1,0,-15780760,-24131313592]] [[1,2],[2,1]]
+399840 fw 1 [0,1,0,-1149850,-485816752] [[0,1,0,-1149850,-485816752],[0,1,0,-18514225,-30668573377]] [[1,2],[2,1]]
+399840 fx 1 [0,1,0,-87530,-6148500] [[0,1,0,-87530,-6148500],[0,1,0,266495,-43037905]] [[1,2],[2,1]]
+399843 a 1 [1,-1,1,-360320,83339286] [[1,-1,1,-360320,83339286]] [[1]]
+399843 b 1 [1,-1,1,-20,50] [[1,-1,1,-20,50]] [[1]]
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diff --git a/alllabels/alllabels.390000-399999 b/alllabels/alllabels.390000-399999
new file mode 100644
index 0000000..5b8feef
--- /dev/null
+++ b/alllabels/alllabels.390000-399999
@@ -0,0 +1,58170 @@
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diff --git a/aplist/aplist.390000-399999 b/aplist/aplist.390000-399999
new file mode 100644
index 0000000..390c64e
--- /dev/null
+++ b/aplist/aplist.390000-399999
@@ -0,0 +1,42310 @@
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diff --git a/count/count.390000-399999 b/count/count.390000-399999
new file mode 100644
index 0000000..6d9ccbc
--- /dev/null
+++ b/count/count.390000-399999
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diff --git a/curves/curves.390000-399999 b/curves/curves.390000-399999
new file mode 100644
index 0000000..0ea514c
--- /dev/null
+++ b/curves/curves.390000-399999
@@ -0,0 +1,42310 @@
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diff --git a/degphi/degphi.390000-399999 b/degphi/degphi.390000-399999
new file mode 100644
index 0000000..aa1c186
--- /dev/null
+++ b/degphi/degphi.390000-399999
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+394800 fb 1 70586880 {2,3,101,7,13,5} [0,1,0,8440712,-90979747372]
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+394800 fd 1 741888 {7,2,3,23} [0,1,0,672,82548]
+394800 fe 1 2073600 {2,3,5} [0,1,0,44592,1130388]
+394800 ff 1 20736000 {2,3,5} [0,1,0,-414533,2382736563]
+394800 fg 1 8386560 {7,2,3,13,5} [0,1,0,-5348,-203016852]
+394800 fh 1 10752000 {2,3,5,7} [0,1,0,-826533,-805891437]
+394800 fi 1 16257024 {2,3,7} [0,1,0,-14657608,21594569588]
+394800 fj 1 4515840 {2,3,5,7} [0,1,0,-163973,-29525517]
+394800 fk 1 2949120 {2,3,5} [0,1,0,-78008,347988]
+394800 fl 1 2280960 {3,2,11,5} [0,1,0,51792,-4142412]
+394800 fm 1 5529600 {2,3,5} [0,1,0,370792,15645588]
+394800 fn 1 147456000 {2,3,5} [0,1,0,-199054808,-102109989612]
+394800 fo 1 221184 {2,3} [0,1,0,-1233,-16962]
+394800 fp 1 1572864 {2,3} [0,1,0,14392,28788]
+394800 fq 1 57415680 {89,2,3,5,7} [0,1,0,-31019133,-63478838262]
+394800 fr 1 898560 {2,3,5,13} [0,1,0,-12208,-570412]
+394800 fs 1 4838400 {2,3,5,7} [0,1,0,-100758,-55042137]
+394800 ft 1 9830400 {2,3,5} [0,1,0,638392,-76987212]
+394800 fu 1 39813120 {2,3,5} [0,1,0,-60495408,181184311188]
+394800 fv 1 17510400 {3,2,19,5} [0,1,0,2941367,2219573363]
+394800 fw 1 2488320 {2,3,5} [0,1,0,61467,1588563]
+394800 fx 1 9338880 {3,2,19,5} [0,1,0,-6255688,-6024338572]
+394800 fy 1 5308416 {2,3} [0,1,0,107592,-66472812]
+394800 fz 1 15925248 {2,3} [0,1,0,-1368008,-1008432012]
+394800 ga 1 27072000 {2,3,5,47} [0,1,0,-8970458,-13307247537]
+394800 gb 1 207360 {2,3,5} [0,1,0,317,-2212]
+394800 gc 1 1766400 {2,3,5,23} [0,1,0,-161208,-24968412]
+394800 gd 1 1351680 {3,2,11,5} [0,1,0,-95233,11280038]
+394800 ge 1 811008 {3,2,11} [0,1,0,-57533,5292438]
+394800 gf 1 557056 {17,2} [0,1,0,-11488,-477772]
+394800 gg 1 540672 {3,2,11} [0,1,0,-13783,618188]
+394800 gh 1 12582912 {2,3} [0,1,0,-2745608,-1793395212]
+394800 gi 1 8257536 {2,3,7} [0,1,0,-2082008,-1150980012]
+394800 gj 1 1728000 {2,3,5} [0,1,0,-51408,4547988]
+394800 gk 1 102629376 {2,3,29} [0,1,0,-72699408,268824583188]
+394800 gl 1 2595840 {2,3,5,13} [0,1,0,-89083,-10627912]
+394800 gm 1 829440 {2,3,5} [0,1,0,5467,-91437]
+394800 gn 1 35251200 {17,2,3,5} [0,1,0,5109792,-11888246412]
+394800 go 1 622080 {2,3,5} [0,1,0,-11928,-505452]
+394800 gp 1 1474560 {2,3,5} [0,1,0,-18508,-1045012]
+394800 gq 1 1069056 {2,3,29} [0,1,0,-44413,-3617422]
+394800 gr 1 58867200 {73,2,3,5,7} [0,1,0,8129792,38915693588]
+394800 gs 1 2359296 {2,3} [0,1,0,47217,2593188]
+394800 gt 1 2359296 {2,3} [0,1,0,6992,-6916012]
+394800 gu 1 13436928 {2,3} [0,1,0,-5778333,5376587463]
+394800 gv 1 299520 {2,3,5,13} [0,1,0,42,8463]
+394800 gw 1 387072 {2,3,7} [0,1,0,-3533,81063]
+394800 gx 1 2488320 {2,3,5} [0,1,0,34792,-5507037]
+394800 gy 1 7874048 {2,13,7} [0,1,0,-759928,318469748]
+394800 gz 1 2654208 {2,3} [0,1,0,-217908,-39175812]
+394800 ha 1 589824 {2,3} [0,1,0,-8183,279888]
+394800 hb 1 884736 {2,3} [0,1,0,-208,221588]
+394800 hc 1 13547520 {2,3,5,7} [0,1,0,1119992,-1081131637]
+394800 hd 1 639360 {2,3,5,37} [0,1,0,2667,92463]
+394800 he 1 608256 {3,2,11} [0,1,0,-11508,-486612]
+394800 hf 1 645120 {2,3,5,7} [0,1,0,-4508,-140637]
+394800 hg 1 3732480 {2,3,5} [0,1,0,108992,8167988]
+394800 hh 1 39813120 {2,3,5} [0,1,0,16186592,-3539084812]
+394800 hi 1 2654208 {2,3} [0,1,0,-201208,-35034412]
+394800 hj 1 491520 {2,3,5} [0,1,0,-1008,29988]
+394800 hk 1 5898240 {2,3,5} [0,1,0,-710508,-241521012]
+394800 hl 1 3483648 {2,3,7} [0,1,0,-126133,-10639762]
+394800 hm 1 188416 {2,23} [0,1,0,-68,-4932]
+394800 hn 1 10948608 {3,2,11} [0,1,0,-7658133,-8158359762]
+394800 ho 1 184320 {2,3,5} [0,1,0,-658,-6937]
+394800 hp 1 221184 {2,3} [0,1,0,167,2963]
+394800 hq 1 4700160 {17,2,3,5} [0,1,0,-734333,-242544537]
+394800 hr 1 1827840 {17,2,3,5,7} [0,1,0,10292,74588]
+394800 hs 1 2457600 {2,3,5} [0,1,0,-29408,6997188]
+394800 ht 1 2119680 {2,3,5,23} [0,1,0,-70208,7473588]
+394800 hu 1 331776 {2,3} [0,1,0,-488,-12492]
+394800 hv 1 2643840 {17,2,3,5} [0,1,0,51667,4145463]
+394800 hw 1 5644800 {2,3,5,7} [0,1,0,-81208,48641588]
+394800 hx 1 11197440 {2,3,5} [0,1,0,-1440208,-748866412]
+394800 hy 1 2322432 {2,3,7} [0,1,0,-33033,-3685437]
+394800 hz 1 4976640 {2,3,5} [0,1,0,262117,-23755512]
+394800 ia 1 88473600 {2,3,5} [0,1,0,-62997408,-327975532812]
+394800 ib 1 1685376 {19,3,2,11,7} [0,1,0,28387,870663]
+394800 ic 1 2396160 {2,3,5,13} [0,1,0,-87883,9742988]
+394800 id 1 5898240 {2,3,5} [0,1,0,9592,116371188]
+394800 ie 1 1474560 {2,3,5} [0,1,0,-7008,-1680012]
+394800 if 1 875520 {3,2,19,5} [0,1,0,-23308,-1377457]
+394800 ig 1 783360 {17,2,3,5} [0,1,0,-7708,278588]
+394800 ih 1 921600 {2,3,5} [0,1,0,-21208,-1209037]
+394800 ii 1 4435200 {3,2,11,5,7} [0,1,0,-282833,-61346037]
+394800 ij 1 1182720 {3,2,11,5,7} [0,1,0,952,-746172]
+394800 ik 1 73728 {2,3} [0,1,0,-43,128]
+394800 il 1 29859840 {2,3,5} [0,1,0,-170479533,856697853438]
+394800 im 1 3612672 {2,3,7} [0,1,0,-117783,-15199812]
+394800 in 1 15925248 {2,3} [0,1,0,-446208,-407630412]
+394803 a 1 186048 {3,17,2,19} [0,0,1,-966,-11813]
+394805 a 1 17055360 {7,2,3,5,47} [0,1,1,-4448136,-3606833930]
+394805 b 1 22740480 {7,2,3,5,47} [1,0,1,-3752293,1679943483]
+394805 c 1 3790080 {7,2,3,5,47} [1,-1,0,64156,-39538487]
+394805 d 1 65694720 {2,3,5,7,13,47} [1,1,0,-288880463,-1889961771808]
+394805 e 1 9475200 {7,2,3,5,47} [0,-1,1,-815930,281115051]
+394806 a 1 3452416 {2,11,613} [1,1,0,-81670,-8411036]
+394806 b 1 458640 {7,2,3,13,5} [1,0,1,747,24760]
+394806 c 1 5328000 {2,3,5,37} [1,0,1,-47499,1279414]
+394806 d 1 152448 {2,3,397} [1,1,1,-378,-2901]
+394808 a 1 25888 {809,2} [0,0,0,-11,-45]
+394810 a 1 418176 {3,2,11} [1,1,0,-5493,155437]
+394810 b 1 3413760 {7,2,3,5,127} [1,1,0,128883,6032221]
+394810 c 1 3778560 {41,2,3,5} [1,-1,0,-512710,141429300]
+394810 d 1 178560 {2,3,5,31} [1,-1,0,-769,-7875]
+394810 e 1 33830016 {3,8009,2,11} [1,-1,1,2071998,-202313151]
+394810 f 1 3447360 {3,2,19,5,7} [1,0,0,-46775,-3557015]
+394810 g 1 741696 {2,3,3863} [1,0,0,-8100,279760]
+394810 h 1 117120 {2,3,5,61} [1,1,1,4,429]
+394811 a 1 178383 {97,3,613} [0,0,1,-37,-92]
+394812 a 1 208440 {193,2,3,5} [0,0,0,-705,-9367]
+394812 b 1 599040 {2,3,5,13} [0,0,0,-16680,-825356]
+394814 a 1 652848 {3,2,67,29,7} [1,-1,0,-28831,-1877043]
+394816 a 1 107520 {2,3,5,7} [0,1,0,183,1015]
+394816 b 1 128256 {2,3,167} [0,0,0,-548,5224]
+394816 c 1 128256 {2,3,167} [0,0,0,-548,-5224]
+394816 d 1 139776 {2,3,13,7} [0,0,0,20,-2736]
+394816 e 1 139776 {2,3,13,7} [0,0,0,20,2736]
+394816 f 1 107520 {2,3,5,7} [0,-1,0,183,-1015]
+394818 a 1 116736 {3,2,19} [1,0,0,-29,93]
+394818 b 1 860160 {2,3,5,7} [1,0,0,6242,-27964]
+394818 c 1 44972928 {3,2,11,13,7} [1,0,0,-7627651,8775706433]
+394820 a 1 5242752 {41,2,3,37} [0,1,0,-644461,198847464]
+394821 a 1 1721088 {3,2,83} [0,0,1,-19899,-1048390]
+394821 b 1 513216 {3,2,11} [1,-1,1,-2081,-111428]
+394821 c 1 213984 {2,3,743} [1,-1,1,-404,-4910]
+394821 d 1 71496 {3,2,331} [0,0,1,-96,-294]
+394821 e 1 214488 {3,2,331} [0,0,1,-864,7931]
+394821 f 1 641952 {2,3,743} [1,-1,0,-3633,136196]
+394821 g 1 171072 {3,2,11} [1,-1,0,-231,4204]
+394821 h 1 573696 {3,2,83} [0,0,1,-2211,38829]
+394822 a 1 315712 {2,4933} [1,1,1,-1167,-15727]
+394823 a 1 495360 {3,2,43,5} [0,0,1,-1936,148739]
+394824 a 1 224928 {3,2,11,71} [0,-1,0,-472,-3764]
+394826 a 1 169776 {2,3,131} [1,0,0,-389,2881]
+394828 a 1 136992 {2,3,1427} [0,1,0,-217,732]
+394830 a 1 1630208 {2,199} [1,-1,0,225,-249395]
+394830 b 1 3801600 {3,2,11,5} [1,-1,0,-283185,-57964059]
+394830 c 1 360576 {313,2,3} [1,-1,0,1065,5651]
+394830 d 1 14878080 {41,2,3,5,7} [1,-1,0,-491550,-397067500]
+394830 e 1 4060800 {2,3,5,47} [1,-1,0,99585,-11045619]
+394830 f 1 2612736 {2,3,7} [1,-1,0,-27915,-3474235]
+394830 g 1 3732480 {2,3,5} [1,-1,0,-26820,-12780720]
+394830 h 1 7349760 {3,2,11,5,29} [1,-1,0,612720,-104532224]
+394830 i 1 526848 {2,3,7} [1,-1,0,-810,14580]
+394830 j 1 251520 {2,3,131,5} [1,-1,0,-450,-3614]
+394830 k 1 23169024 {2,3,419} [1,-1,0,-37336644,-87802090992]
+394830 l 1 1216512 {3,2,11} [1,-1,0,-21249,-1178307]
+394830 m 1 2654208 {2,3} [1,-1,0,-69804,-5206640]
+394830 n 1 4036608 {73,2,3} [1,-1,0,-163314,-25908012]
+394830 o 1 1612800 {2,3,5,7} [1,-1,0,6381,847125]
+394830 p 1 1658880 {2,3,5} [1,-1,0,-88134,10092788]
+394830 q 1 35389440 {2,3,5} [1,-1,0,-27190719,54573275533]
+394830 r 1 999424 {2,61} [1,-1,0,-16209,794313]
+394830 s 1 8467200 {2,3,5,7} [1,-1,0,20361,-27857827]
+394830 t 1 4347648 {17,2,3,37} [1,-1,1,-89123,10750691]
+394830 u 1 688128 {2,3,7} [1,-1,1,-1868,9231]
+394830 v 1 15482880 {2,3,5,7} [1,-1,1,-4034093,-3115915243]
+394830 w 1 7225344 {2,3,7} [1,-1,1,-840128,293506787]
+394830 x 1 22579200 {2,3,5,7} [1,-1,1,-11168528,-14388934669]
+394830 y 1 626688 {17,2,3} [1,-1,1,952,68491]
+394830 z 1 293142528 {7,2,3,71} [1,-1,1,-857674433,-8413789935023]
+394830 ba 1 1105920 {2,3,5} [1,-1,1,-9713,-48419]
+394830 bb 1 16121856 {41,2,3} [1,-1,1,-4486703,-3565797613]
+394830 bc 1 266240 {2,5,13} [1,-1,1,-2408,-44773]
+394830 bd 1 7050240 {17,2,3,5} [1,-1,1,-441113,-169091719]
+394830 be 1 184320 {2,3,5} [1,-1,1,67,1181]
+394830 bf 1 188416 {2,23} [1,-1,1,67,771]
+394830 bg 1 330301440 {2,3,5,7} [1,-1,1,-1319924453,-761404059363]
+394830 bh 1 3594240 {2,3,5,13} [1,-1,1,-207563,-36183333]
+394830 bi 1 958464 {2,3,13} [1,-1,1,-4298,-17719]
+394830 bj 1 4060800 {2,3,5,47} [1,-1,1,-113567,18221159]
+394830 bk 1 27303936 {3,2,11,101} [1,-1,1,-2345522,784075569]
+394830 bl 1 2826240 {2,3,5,23} [1,-1,1,-910427,334588551]
+394830 bm 1 120192 {313,2,3} [1,-1,1,118,-249]
+394830 bn 1 4959360 {41,2,3,5,7} [1,-1,1,-54617,14724409]
+394830 bo 1 7520256 {17,2,3} [1,-1,1,-849137,295622561]
+394830 bp 1 3526656 {41,2,3,7} [1,-1,1,-912497,-335268831]
+394830 bq 1 292428288 {17,2,3,3733} [1,-1,1,-994568657,12190825505729]
+394830 br 1 2649600 {2,3,5,23} [1,-1,1,-24602,-3861871]
+394831 a 1 231680 {2,5,181} [0,1,1,-168,2412]
+394831 b 1 64512 {2,3,7} [1,0,1,35,-231]
+394833 a 1 164976 {7,2,3,491} [0,1,1,-92,551]
+394834 a 1 466816 {521,2,7} [1,-1,0,-4070,-98892]
+394834 b 1 1264320 {2,3,5,439} [1,0,0,-7629,-576367]
+394834 c 1 1687552 {2,103} [1,1,1,-49919,-4308635]
+394835 a 1 90880 {2,5,71} [1,-1,1,-177,176]
+394835 b 1 28290240 {19,2,3,5,11,47} [0,1,1,-357752171,2604363773520]
+394835 c 1 162048 {2,3,211} [0,0,1,-752,7427]
+394836 a 1 66432 {2,3,173} [0,-1,0,-118,-467]
+394836 b 1 338304 {881,2,3} [0,-1,0,-4766,-125067]
+394839 a 1 1609984 {19,2,331} [0,0,1,-123438,-16692548]
+394839 b 1 329472 {3,2,11,13} [1,-1,0,-13941,-630086]
+394839 c 1 833024 {2,1627} [1,-1,0,-6300,190053]
+394840 a 1 12922112 {2,7211,7} [0,0,0,-4393363,-3544388162]
+394840 b 1 330240 {3,2,43,5} [0,0,0,-163,238]
+394842 a 1 3115008 {2,3,13} [1,1,0,22858,985230]
+394842 b 1 425984 {2,13} [1,1,0,-1012,11740]
+394842 c 1 213504 {2,3,139} [1,1,0,-599,5349]
+394842 d 1 415641600 {3,41,2,11,5} [1,1,0,-1617067449,24193196330661]
+394842 e 1 5945856 {7,2,3,79} [1,1,0,-551079,-157678779]
+394842 f 1 3217536 {3,2,19,7} [1,1,0,-99691,-12888875]
+394842 g 1 466944 {3,2,19} [1,1,0,-3385,74341]
+394842 h 1 13258752 {3,2,83,13} [1,1,0,-6824500,-6862986416]
+394842 i 1 1490944 {2,13,7} [1,1,0,-35550,-2457216]
+394842 j 1 34836480 {2,3,5,7} [1,1,0,3597555,12331958661]
+394842 k 1 82790400 {3,2,11,5,7} [1,1,0,-134131890,-630319359564]
+394842 l 1 822528 {17,2,3,7} [1,1,0,-4267,-105923]
+394842 m 1 7299072 {3,2,11} [1,1,0,-507469,113774557]
+394842 n 1 12615680 {2,11,5,7} [1,1,0,-607674,-31956588]
+394842 o 1 173352960 {19,3,2,11,5} [1,1,0,-123288386,-477580225548]
+394842 p 1 174787200 {17,2,3,5,7} [1,1,0,97092789,-198902105667]
+394842 q 1 3317760 {2,3,5} [1,1,0,-84501,-7655283]
+394842 r 1 24969600 {17,2,3,5} [1,0,1,1981485,580172590]
+394842 s 1 3649536 {3,2,11} [1,0,1,-83865,6545662]
+394842 t 1 1802240 {2,11,5} [1,0,1,-12402,91396]
+394842 u 1 5757696 {17,2,3,7} [1,0,1,-209109,35704288]
+394842 v 1 2543616 {2,3,23} [1,0,1,-42656,-2301190]
+394842 w 1 212992 {2,13} [1,0,1,-726,7060]
+394842 x 1 3268608 {3,2,19,7} [1,0,1,-165891,-25996610]
+394842 y 1 755712 {41,2,3} [1,0,1,-12521,539732]
+394842 z 1 4386816 {17,2,3,7} [1,0,1,-134286,-6664640]
+394842 ba 1 459648 {3,2,19,7} [1,0,1,-2035,37286]
+394842 bb 1 1494528 {2,3,139,7} [1,0,1,-29377,-1922812]
+394842 bc 1 849408 {7,2,3,79} [1,0,1,-11247,458098]
+394842 bd 1 2981888 {2,13,7} [1,0,1,-49614,-4175636]
+394842 be 1 1720320 {2,3,5,7} [1,1,1,-1275,-100059]
+394842 bf 1 210124800 {3,2,19,5} [1,1,1,-68514055,-313827650179]
+394842 bg 1 438165504 {3,2,283,7} [1,1,1,209603820,4556042800581]
+394842 bh 1 1671168 {17,2,3} [1,1,1,-3970,-56449]
+394842 bi 1 483840 {2,3,5,7} [1,1,1,-4467,-116775]
+394842 bj 1 159667200 {3,2,11,5,7} [1,1,1,-395211804,-3025460536323]
+394842 bk 1 1244160 {2,3,5} [1,1,1,10681,184925]
+394842 bl 1 22118400 {2,3,5} [1,1,1,-24961679,-48012342379]
+394842 bm 1 58060800 {2,3,5,7} [1,1,1,-19332741,38685387915]
+394842 bn 1 700416 {3,2,19} [1,1,1,-1373,102899]
+394842 bo 1 46663680 {7,2,3,5,31} [1,1,1,-9405453,1402135587]
+394842 bp 1 13160448 {17,2,3,7} [1,1,1,927422,620793935]
+394842 bq 1 1161216 {2,3,7} [1,1,1,-21610,1210103]
+394842 br 1 3234816 {2,3,13} [1,1,1,65365,8495129]
+394842 bs 1 112896 {2,3,7} [1,1,1,48,111]
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+398400 gi 1 442368 {2,3} [0,1,0,-993,-82017]
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+398400 hw 1 6635520 {2,3,5} [0,1,0,-844833,-300952737]
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+399350 bt 1 5483520 {17,2,3,5,7} [1,-1,1,5895,6591897]
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+399942 m 1 4812288 {241,2,3,13} [1,-1,1,-87908,5740679]
+399943 a 1 72320 {113,2,5} [1,-1,1,-94,260]
+399943 b 1 244608 {2,3,13,7} [1,1,0,-1182,6163]
+399943 c 1 612864 {3,2,19,7} [1,-1,0,5579,22392]
+399945 a 1 2550528 {41,2,3} [0,1,1,-460,-1138976]
+399945 b 1 165129216 {1097,2,3,7} [1,1,1,-292393406,-757771786942]
+399945 c 1 479232 {2,3,13} [1,1,1,-3220,-19780]
+399945 d 1 516096 {2,3,7} [1,1,1,-3035,-46528]
+399945 e 1 122880 {2,3,5} [0,1,1,149,421]
+399945 f 1 78382080 {2,3,5,7} [0,1,1,-54576501,271152266096]
+399945 g 1 5062656 {2,3,103} [1,1,0,-485583,127374912]
+399945 h 1 19537920 {2,3,5,53} [1,1,0,-3305473,-2013686048]
+399945 i 1 552960 {2,3,5} [1,1,0,-2058,-4113]
+399945 j 1 1794048 {73,2,3} [1,1,0,-40203,2929032]
+399945 k 1 287232 {3,17,2,11} [1,1,0,-1612,-25181]
+399945 l 1 3048192 {2,3,7} [1,0,1,-116819,-15900649]
+399945 m 1 1100800 {2,43,5} [1,0,1,-20259,1096057]
+399945 n 1 158720 {2,5,31} [1,0,1,-703,-7219]
+399945 o 1 2239488 {2,3} [1,0,1,-43558,649931]
+399945 p 1 371712 {3,2,11} [1,0,1,1462,1463]
+399949 a 1 106912 {257,2,13} [0,0,1,-125,620]
+399950 a 1 89216 {17,2,41} [1,0,1,-96,338]
+399950 b 1 7382016 {89,2,3} [1,1,0,146100,85690000]
+399950 c 1 163328 {2,11,29} [1,1,0,-205,1325]
+399950 d 1 557640 {2,3,5,1549} [1,1,0,-2575,-89125]
+399950 e 1 392000 {2,5,7} [1,1,0,-1275,-3875]
+399950 f 1 14364000 {3,2,19,5,7} [1,-1,0,-7730867,8275447541]
+399950 g 1 8229888 {3,2,19,47} [1,-1,0,-2079167,1162265741]
+399950 h 1 171936 {2,3,199} [1,1,0,190,500]
+399950 i 1 543168 {41,2,3,23} [1,0,0,-713,11167]
+399950 j 1 859680 {2,3,5,199} [1,0,0,4737,53017]
+399950 k 1 979776 {2,3,7} [1,1,1,-11788,487281]
+399950 l 1 1548288 {2,3,7} [1,1,1,25562,-245469]
+399950 m 1 1350720 {3,2,67,5,7} [1,1,1,-68838,6922531]
+399950 n 1 2872800 {3,2,19,5,7} [1,-1,1,-309235,66265427]
+399950 o 1 857088 {2,3,31} [1,-1,1,-3730,42897]
+399950 p 1 5068800 {3,2,11,5} [1,0,0,119062,-1980508]
+399950 q 1 731136 {17,2,3,7} [1,0,0,-24713,1493417]
+399950 r 1 111528 {2,3,1549} [1,0,0,-103,-713]
+399950 s 1 816640 {2,11,5,29} [1,0,0,-5138,175892]
+399950 t 1 7387200 {3,2,19,5} [1,1,1,122312,-79047719]
+399950 u 1 446080 {17,2,5,41} [1,1,1,-2388,42281]
+399952 a 1 18095616 {3,17,2,11,7} [0,-1,0,-8239784,9576356464]
+399952 b 1 88512 {2,3,461} [0,0,0,-227,1122]
+399952 c 1 2715648 {17,2,3,13} [0,0,0,-1221947,519908202]
+399952 d 1 620544 {2,3,101} [0,0,0,-8627,538802]
+399952 e 1 134400 {2,3,5,7} [0,1,0,128,2740]
+399952 f 1 146496 {2,3,109,7} [0,-1,0,83,456]
+399952 g 1 1362240 {3,43,2,11,5} [0,-1,0,-24816,-1039936]
+399952 h 1 165888 {2,3} [0,-1,0,280,-1936]
+399955 a 1 88000 {2,11,5} [0,1,1,29,195]
+399958 a 1 106920 {3,2,11,5} [1,0,1,-221,1144]
+399958 b 1 439992 {97,2,3,7} [1,1,1,-8645,305781]
+399959 a 1 2386560 {3,113,2,11,5} [1,1,1,-681373,216192660]
+399959 b 1 47904 {2,3,499} [1,1,0,-70,161]
+399960 a 1 884736 {2,3} [0,0,0,-36738,-2710287]
+399960 b 1 5898240 {2,3,5} [0,0,0,-2694063,1701999538]
+399960 c 1 65937408 {3,2,2683} [0,0,0,25280637,74369911662]
+399960 d 1 1556480 {2,19,5} [0,0,0,22497,22498]
+399960 e 1 1126400 {2,11,5} [0,0,0,-183243,30191798]
+399960 f 1 1655808 {3,2,11,7} [0,0,0,-164763,-25746282]
+399960 g 1 201600 {2,3,5,7} [0,0,0,-498,6037]
+399960 h 1 67809280 {11,2,43,5,7} [0,0,0,-134959548,603036900628]
+399960 i 1 3686400 {2,3,5} [0,0,0,-934707,347826494]
+399960 j 1 5693440 {2,139,5} [0,0,0,252258,-4293299]
+399960 k 1 197812224 {3,2,2683} [0,0,0,227525733,-2007987614874]
+399960 l 1 442368 {2,3} [0,0,0,-12972,-568636]
+399960 m 1 1179648 {2,3} [0,0,0,-57612,-5312284]
+399960 n 1 1267200 {3,2,11,5} [0,0,0,-32187,2274806]
+399960 o 1 5160960 {2,3,5,7} [0,0,0,-1802172,931182964]
+399960 p 1 3870720 {2,3,5,7} [0,0,0,-7947,-7827786]
+399960 q 1 1155072 {2,3,47} [0,0,0,-147,97486]
+399961 a 1 323760 {3,2,19,5,71} [0,-1,1,-709,-15353]
+399966 a 1 1136640 {2,3,5,37} [1,1,0,-3339,50949]
+399966 b 1 2322432 {2,3,7} [1,1,0,-8799,1800837]
+399966 c 1 19558400 {2,5,191} [1,1,0,-2711824,-1633882880]
+399966 d 1 161664 {2,3,421} [1,1,0,39,693]
+399966 e 1 1474560 {2,3,5} [1,1,0,3087,-22635]
+399966 f 1 10368000 {2,3,5} [1,0,1,-2516431,1538663042]
+399966 g 1 240384 {313,2,3} [1,0,1,-465,-2204]
+399966 h 1 8392704 {2,3,683} [1,1,1,56584,-13862599]
+399966 i 1 202560 {2,3,5,211} [1,0,0,-195,-1239]
+399966 j 1 28035072 {2,3,13} [1,0,0,-32097190,-69994303516]
+399969 a 1 94464 {41,2,3} [0,0,1,24,1422]
+399969 b 1 16476672 {17,2,3,631} [0,0,1,5908398,4357147203]
+399969 c 1 197344 {881,2,7} [0,0,1,-117,1289]
+399970 a 1 1011360 {3,2,43,5,7} [1,0,1,-9158,-339432]
+399970 b 1 40550400 {3,2,11,5} [1,1,0,-29463153,59883526357]
+399970 c 1 586776960 {3,2,11,5,7} [1,0,1,-13892641289,-630278969334638]
+399970 d 1 783360 {17,2,3,5} [1,0,1,-8863,-287594]
+399970 e 1 3484320 {17,2,3,5,7,61} [1,1,0,71318,-1012236]
+399970 f 1 225216 {17,2,3,23} [1,1,1,-346,4599]
+399970 g 1 5725440 {7,2,3,5,71} [1,-1,1,431018,-3672731]
+399971 a 1 48715776 {881,2,3} [0,0,1,-17557972,28317486306]
+399971 b 1 1548288 {2,3,7} [0,0,1,-48844,-4154487]
+399971 c 1 1427328 {3,2,59,7} [0,1,1,-494293,133594908]
+399971 d 1 120576 {2,3,157} [0,1,1,-98,-125]
+399971 e 1 483480 {17,2,3,5,79} [0,0,1,563,-77]
+399972 a 1 618912 {3,2,307,7} [0,-1,0,2075,95089]
+399975 a 1 7034400 {977,2,3,5} [1,0,0,-834013,276702392]
+399975 b 1 1406880 {977,2,3,5} [1,1,0,-33360,2200275]
+399975 c 1 4309200 {3,2,19,5,7} [1,0,1,-191876,-35663227]
+399976 a 1 321536 {2,157} [0,0,0,-391,2890]
+399976 b 1 1410048 {17,2,3} [0,0,0,-5491,68782]
+399976 c 1 182592 {2,3,317} [0,1,0,-300,-2096]
+399976 d 1 4019616 {17,2,3,821} [0,1,0,-278403,-56518970]
+399976 e 1 124128 {2,3,431} [0,1,0,40,-464]
+399976 f 1 460800 {2,3,5} [0,-1,0,-19459,1050044]
+399976 g 1 11612160 {2,3,5,7} [0,-1,0,-30068812,63473294660]
+399976 h 1 3502080 {3,2,19,5} [0,1,0,-338804,-47527024]
+399976 i 1 4608000 {2,3,5} [0,1,0,-1063616,419890016]
+399976 j 1 2110176 {17,2,3,431} [0,-1,0,11464,-2348596]
+399976 k 1 236448 {2,3,821} [0,-1,0,-963,-11164]
+399976 l 1 3104064 {17,2,3,317} [0,-1,0,-86796,-9777052]
+399976 m 1 1935360 {2,3,5,7} [0,0,0,1445,579734]
+399976 n 1 5466112 {17,2,157} [0,0,0,-112999,14198570]
+399977 a 1 142144 {2,2221} [1,1,0,-72,-25]
+399978 a 1 13109040 {17,2,3,5,7} [1,-1,0,-2393619,1384032437]
+399978 b 1 200448 {2,3,29} [1,-1,0,-339,-3259]
+399978 c 1 181440 {2,3,5,7} [1,-1,0,-51,1397]
+399978 d 1 256608 {3,2,11} [1,-1,0,-501,-3421]
+399978 e 1 544320 {2,3,5,7} [1,-1,1,-461,-37259]
+399978 f 1 85536 {3,2,11} [1,-1,1,-56,145]
+399978 g 1 39327120 {17,2,3,5,7} [1,-1,1,-21542573,-37347333227]
+399978 h 1 66816 {2,3,29} [1,-1,1,-38,133]
+399984 a 1 133056 {3,2,11,7} [0,-1,0,78,-321]
+399984 b 1 535680 {2,3,5,31} [0,-1,0,-4212,-104949]
+399984 c 1 411264 {17,2,3,7} [0,-1,0,-2432,-45369]
+399984 d 1 76160 {17,2,5,7} [0,-1,0,64,-213]
+399984 e 1 462336 {3,2,43,7} [0,-1,0,-5416,-136208]
+399984 f 1 487872 {3,2,11,7} [0,-1,0,-2566,-107513]
+399984 g 1 9934848 {3,2,11,7} [0,-1,0,-2123264,1189896192]
+399984 h 1 39744 {2,3,23} [0,1,0,-26,-69]
+399984 i 1 22666240 {233,2,19,5} [0,1,0,1440072,2565695412]
+399984 j 1 3878400 {2,3,5,101} [0,1,0,-71843,-29182848]
+399984 k 1 3425664 {3,811,2,11} [0,1,0,-149440,-22784989]
+399984 l 1 390144 {2,3,127} [0,1,0,-1472,8580]
+399984 m 1 3452928 {281,2,3} [0,1,0,-87056,-10030188]
+399986 a 1 44480 {2,139,5} [1,-1,1,-10,89]
+399986 b 1 98000 {2,5,7} [1,1,1,-312,1991]
+399987 a 1 829440 {2,3,5} [1,-1,1,-18941,1027100]
+399987 b 1 285696 {2,3,31} [1,-1,1,-2141,-36970]
+399987 c 1 1327104 {2,3} [1,-1,1,1534,957926]
+399987 d 1 5806080 {2,3,5,7} [1,-1,1,-928094,-350439204]
+399987 e 1 1050624 {3,2,19} [1,-1,1,-4199,666866]
+399987 f 1 9492480 {2,3,5,103} [1,-1,0,-17804502,28920760609]
+399987 g 1 857088 {2,3,31} [1,-1,0,-19266,1017449]
+399988 a 1 6220800 {2,3,5} [0,1,0,189044,-2286828]
+399988 b 1 173664 {3,2,67} [0,-1,0,-1773,-28151]
+399988 c 1 2610144 {3,2,19,53} [0,-1,0,-112030,-12613447]
+399988 d 1 3299616 {3,67,19,2} [0,1,0,-640173,196928495]
+399988 e 1 137376 {2,3,53} [0,1,0,-310,1741]
+399988 f 1 967680 {2,3,5,7} [0,1,0,-18892,-929468]
+399988 g 1 943488 {2,3,13,7} [0,-1,0,-82428,-9081784]
+399990 a 1 3738240 {3,59,2,11,5} [1,1,0,-77833,11124037]
+399990 b 1 602112 {2,3,7} [1,1,0,-2003,-12243]
+399990 c 1 27062784 {7,2,3,839} [1,1,0,-13720097,19554865281]
+399990 d 1 41029632 {2,3,53,7} [1,1,0,-12647487,-16870420539]
+399990 e 1 558080 {2,5,109} [1,1,0,-1002,-576]
+399990 f 1 31449600 {7,2,3,13,5} [1,1,0,-13565497,-19230435419]
+399990 g 1 1112832 {7,2,3,23} [1,1,0,703,-33819]
+399990 h 1 6021120 {2,3,5,7} [1,0,1,-232444,68963642]
+399990 i 1 179712 {2,3,13} [1,0,1,77,1358]
+399990 j 1 104832000 {7,2,3,13,5} [1,0,1,-63653653,44152248848]
+399990 k 1 98880 {2,3,5,103} [1,0,1,-38,-232]
+399990 l 1 16120512 {3,2,19,491} [1,1,1,151784,-884868391]
+399990 m 1 1290240 {2,3,5,7} [1,1,1,-23820,-1424355]
+399990 n 1 357504 {3,2,19,7} [1,1,1,620,1877]
+399990 o 1 243200 {2,19,5} [1,1,1,-1195,15455]
+399990 p 1 12267520 {2,5,599} [1,1,1,-2082500,1157407685]
+399990 q 1 159744 {2,3,13} [1,1,1,-500,4097]
+399990 r 1 335032320 {19,2,3,5,7,41} [1,1,1,-11523743100,-476148965467683]
+399990 s 1 367872 {2,3,479} [1,1,1,-1510,21887]
+399990 t 1 1088640 {2,3,5,7} [1,0,0,-7500,-347568]
+399990 u 1 577920 {3,2,43,5,7} [1,0,0,-8465,299067]
+399993 a 1 1081344 {3,2,11} [1,1,1,-6820,-220804]
+399993 b 1 1541120 {2,43,5,7} [1,1,1,-24013,-1095238]
+399993 c 1 1916928 {2,3,13} [1,1,1,-145682,-21462802]
+399993 d 1 685056 {2,3,223} [1,0,0,-10143,-387504]
+399993 e 1 841728 {137,2,3} [1,0,0,7768,111447]
+399993 f 1 190464 {2,3,31} [1,0,1,-587,4985]
+399993 g 1 127488 {3,2,83} [1,0,1,14,839]
+399993 h 1 1430768640 {7,2,3,1901,5} [0,-1,1,-18703468620,984540609532487]
+399993 i 1 32453760 {2,3,5,16903} [0,1,1,-265620602,1666163711729]
+399993 j 1 198528 {3,2,11,47} [0,1,1,-412,-3311]
+399994 a 1 210360 {1753,2,3,5} [1,1,0,-1764,-29264]
+399994 b 1 791400 {2,3,5,1319} [1,0,0,-9841,-324503]
+399996 a 1 15982848 {7,2,3,991} [0,0,0,-2188200,579684724]
+399996 b 1 934272 {3,2,811} [0,0,0,-127335,17489198]
+399996 c 1 304128 {3,2,11} [0,0,0,-444,-16027]
+399998 a 1 114864 {2393,2,3} [1,-1,1,-45,141]
diff --git a/doc/manin.txt b/doc/manin.txt
index 224c6d6..a2513f7 100644
--- a/doc/manin.txt
+++ b/doc/manin.txt
@@ -1,4 +1,4 @@
-Manin constants and optimal curves: conductors 60000-390000
+Manin constants and optimal curves: conductors 60000-400000
 -----------------------------------------------------------
 
 For all conductors (levels) N up to 60000 we have computed the full
@@ -11,16 +11,16 @@ Applied Mathematics Quarterly, Vol. 2 no.2 (2006), pp. 617-636.]
 Here we report on what is known for larger conductors, currently
 covering the range 60000-390000.
 
-# isogeny classes:                          1440190
-# isogeny classes with only one curve:      1002497
-# isogeny classes with more than one curve:  437693
+# isogeny classes:                          1482500
+# isogeny classes with only one curve:      1032801
+# isogeny classes with more than one curve:  449649
 
-Of the latter, c=1 known for:               437650+43=437693
-               optimality known for:        203623+43=203766
-               optimality not known for:              233884
-[191106,39141,3277,163,197 classes have 2,3,4,5,6 possible candidates]
+Of the latter, c=1 known for:               449655+44=449699
+               optimality known for:        209322+44=209366
+               optimality not known for:              240289
+[196391,40180,3354,166,198 classes have 2,3,4,5,6 possible candidates]
 
-For all 1002497 classes with only one curve, obviously that curve is
+For all 1032801 classes with only one curve, obviously that curve is
 optimal, and we have shown that c=1.
 
 For all classes with more than one curve, we have proved that the
@@ -39,12 +39,12 @@ that c=3 is impossible unless N is a multiple of 3.
 
 -----------------------------------------------------------
 
-In detail,  for the  437693 classes with more than one curve:
+In detail,  for the  449699 classes with more than one curve:
 
-In 203766 classes the optimal curve is provably the first one listed,
+In 209366 classes the optimal curve is provably the first one listed,
 and c=1.
 
-In 233884 classes the optimal curve is one of up to 6 possible curves
+In 240289 classes the optimal curve is one of up to 6 possible curves
 in the class, but c=1 in any case.
 
 e.g. 130050em: class has 8 curves
@@ -53,7 +53,7 @@ e.g. 130050em: class has 8 curves
  -either the optimal curve has type 1 and is #1 or #3 with c=1 [c*aj=1]
  -or the optimal curve has type 2 and is #2, #4, #6, or #7 with c=1 [c*aj=2]
 
-Note that for 43 classes, there would be a possibility that c=2 and
+Note that for 44 classes, there would be a possibility that c=2 and
 that the optimal curve is the second one listed, if we relied only on
 the information given by modular symbols with sign +1.  These all have
 the same form: 2 curves in the class with types 1,2 and aj=1,1 so
@@ -70,7 +70,7 @@ These classes are: the 13 listed in the appendix to the paper cited,
                    217172b, 219088b, 220916b, 236212b, 240116a,
                    250064a, 256052a, 260116a, 280916a, 285172a,
                    291664a, 300368a, 302516a, 306932a, 329492a,
-                   343412a, 345808a, 367252a, 377012b, 384464d.
+                   343412a, 345808a, 367252a, 377012b, 384464d, 391892a.
 
 In all of the above cases I have computed the full modular symbol
 space to eliminate the second possibility.  Hence, in this range all
diff --git a/doc/merging.txt b/doc/merging.txt
index 775b201..72e330f 100644
--- a/doc/merging.txt
+++ b/doc/merging.txt
@@ -6,7 +6,7 @@ In main g0n directory (~/g0n):
 
 ./postproc nnn
 
-(e.g. ./postproc 379 for the range 379000-379999);  this will keep
+(e.g. ./postproc 399 for the range 399000-399999);  this will keep
 looping until all are done.
 
 2. Batches of 100 & 1000: when postproc has finished a batch of 1000,
@@ -29,7 +29,7 @@ to create 12 files of the form g0n/data/*.nn0000-nn9999 .  Copy these
 into ~/ecdata, move them into the appropriate subdirectories, and use
 "git add" to add them to the git repository:
 
-nn=38
+nn=39
 NN=${nn}0000-${nn}9999
 cd ~/g0n/data
 for f in curves allcurves paricurves allbigsha allbsd alldegphi allgens allisog aplist count degphi intpts; do cp ${f}.${NN} ~/ecdata/${f}; done
@@ -40,15 +40,15 @@ for f in curves allcurves paricurves allbigsha allbsd alldegphi allgens allisog
 4.  Make alllabels file:
 
 sage: %runfile "scripts/labels.py"
-sage: make_alllabels("curves/curves.380000-389999")
+sage: make_alllabels("curves/curves.390000-399999")
 (outputs a line to screen every 1000 input lines, takes about 40s per
 1000, so about 30 minutes)
 [quit sage]
 
-Check that outputfile (e.g. talllabels.380000-389999) & rename without
+Check that outputfile (e.g. talllabels.390000-399999) & rename without
 the prefix "t", moving to the alllabels/ subdirectory.  Add to git
 tracking:
-mv talllabels.380000-389999 alllabels/alllabels.380000-389999
+mv talllabels.390000-399999 alllabels/alllabels.390000-399999
 git add alllabels/
 
 From now on work in data directory (~/ecdata) which is a git
@@ -58,13 +58,13 @@ which only contains the html files, from which GitHub automatically
 cretes the website at http://johncremona.github.io/ecdata/ .
 
 5. Email Sutherland and ask him to run his script on any new
-allcurves file (e.g. allcurves.380000-389999) and rename his output
-galrep.* (e.g. galrep.380000-389999), move to into galrep/ and
+allcurves file (e.g. allcurves.390000-399999) and rename his output
+galrep.* (e.g. galrep.390000-399999), move to into galrep/ and
 git add galrep/
 
 5a. Create 2adic images file and move to correct place:
-magma -b filename:=allcurves/allcurves.380000-389999 scripts/2adic.m
-mv 2adic.380000-389999 2adic/
+magma -b filename:=allcurves/allcurves.390000-399999 scripts/2adic.m
+mv 2adic.390000-399999 2adic/
 git add 2adic/
 
 6. Files to be edited are: html/table.html, html/shas.html, Makefile,
@@ -86,7 +86,7 @@ table. Current range is s^2 for s in range(32)+[33,41,47,50,75].
 
 Use sharanktable.py to create a new version newshas.html:
        sage: %runfile scripts/sharanktable.py
-       sage: make_rankshatable(39) # to go up to 389999
+       sage: make_rankshatable(40) # to go up to 399999
 If happy:
    mv newshas.html html/shas.html
 
@@ -100,7 +100,7 @@ to see if the script needs adjusting (record is now 4).
 
 Use scripts/summarytable.py to create a new version newtable.html:
        sage: %runfile scripts/summarytable.py
-       sage: make_table(39) # to go up to 389999
+       sage: make_table(40) # to go up to 399999
 If happy:
   mv newtable.html html/table.html
 
@@ -127,7 +127,7 @@ cd ..
 (6f) doc/manin.txt needs some real work:
 
 [In g0n working dir]
-N=38
+N=39
 let 'Nminus1 = N-1'
 NCL=`awk '$3==1' data/allcurves.${N}0000-${N}9999 | wc -l`
 echo "$NCL isogeny classes in range ${N}0000-${N}9999"
@@ -148,8 +148,8 @@ grep -v "c=1" data/optimality.${N}
 cat h1pp/h1pp.conc.13-${Nminus1} data/optimality.${N} > h1pp/h1pp.conc.13-${N}
 cat h1pp/h1pp.conc.6-${Nminus1} data/optimality.${N} > h1pp/h1pp.conc.6-${N}
 # Numbers for lines 14-16 of manin.txt (edit the lines below):
-Nall=`cat ~/ecdata/curves/curves.*9 | awk '($1>60000)&&($1<390000)' | wc -l`
-N2=`cat ~/ecdata/allcurves/allcurves.*9 | awk '($3==2)&&($1>60000)&&($1<390000)' | wc -l`
+Nall=`cat ~/ecdata/curves/curves.*9 | awk '($1>60000)&&($1<400000)' | wc -l`
+N2=`cat ~/ecdata/allcurves/allcurves.*9 | awk '($3==2)&&($1>60000)&&($1<400000)' | wc -l`
 let 'N1=Nall-N2'
 echo $Nall $N1 $N2
 
diff --git a/doc/release_notes.md b/doc/release_notes.md
index e0d5342..5940543 100644
--- a/doc/release_notes.md
+++ b/doc/release_notes.md
@@ -1,8 +1,9 @@
 # ecdata release notes (since 2001)
 
-## Last major update: 2016-08-20
+## Last major update: 2016-10-17
 
 ### 2016
+- 17 October 2016: Added all data for 390000-399999
 - 20 August 2016: Added all data for 380000-389999
 -  7 February 2016: Added all data for 370000-379999
 
diff --git a/galrep/galrep.390000-399999 b/galrep/galrep.390000-399999
new file mode 100644
index 0000000..51b34da
--- /dev/null
+++ b/galrep/galrep.390000-399999
@@ -0,0 +1,58170 @@
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+390150 e 1 [1,-1,0,-34843917,-65554295259] 1 1 3B 
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+390150 f 1 [1,-1,0,-662442,206722716] 2 1 3B 
+390150 f 2 [1,-1,0,-3913692,-2833918534] 2 1 3B 
+390150 g 1 [1,-1,0,-13559067,-21117659] 1 1 
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+390150 i 1 [1,-1,0,-116276892,-431102743984] 0 1 3B 
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+390150 z 1 [1,-1,0,-402342,98448866] 0 1 3B 
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+390150 bj 1 [1,-1,0,-250617,48329041] 1 1 3B 
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+390150 bq 2 [1,-1,0,33708,4468616] 2 1 3B 
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+390150 gy 1 [1,-1,1,-249093869855,-27113903499551353] 1 1 3B 
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+390336 bq 2 [0,1,0,-318497,64353855] 1 2 2B 
+390336 br 1 [0,1,0,-24737,-1504833] 1 2 2B 
+390336 br 2 [0,1,0,-29857,-842305] 1 4 2Cs 
+390336 br 3 [0,1,0,-248737,47092415] 1 2 2B 
+390336 br 4 [0,1,0,107103,-6293313] 1 2 2B 
+390336 bs 1 [0,1,0,-377,-2745] 0 2 2B 
+390336 bs 2 [0,1,0,383,-11713] 0 2 2B 
+390336 bt 1 [0,1,0,-37729,2810879] 1 1 
+390336 bu 1 [0,1,0,-210401,32341407] 1 2 2B 
+390336 bu 2 [0,1,0,337439,173136287] 1 2 2B 
+390336 bv 1 [0,1,0,-1301,-25413] 0 2 2B 
+390336 bv 2 [0,1,0,-22961,-1346673] 0 2 2B 
+390339 a 1 [1,-1,1,-407,-3158] 1 1 
+390339 b 1 [0,0,1,-1404,18920] 3 1 
+390339 c 1 [0,0,1,-156,-701] 2 1 
+390339 d 1 [1,-1,0,-45,132] 1 1 
+390340 a 1 [0,1,0,-841,0] 2 2 2B 
+390340 a 2 [0,1,0,3364,3364] 2 2 2B 
+390340 b 1 [0,0,0,73,14] 0 1 
+390340 c 1 [0,0,0,-1112,14269] 0 2 2B 
+390340 c 2 [0,0,0,-967,18126] 0 2 2B 
+390340 d 1 [0,1,0,-5286,145985] 0 1 
+390340 e 1 [0,1,0,-466,3709] 0 1 
+390340 f 1 [0,1,0,-27670,1762393] 0 3 3B.1.1 
+390340 f 2 [0,1,0,-29370,1531853] 0 1 3B.1.2 
+390342 a 1 [1,1,0,3054112,-4563864576] 1 1 
+390342 b 1 [1,1,0,-10871,9879573] 0 1 
+390342 c 1 [1,0,1,-32,-64] 1 1 
+390342 d 1 [1,0,1,-564582,468795832] 0 1 
+390342 e 1 [1,1,1,-5079366137,139341536004167] 1 1 
+390342 f 1 [1,1,1,2443,-74593] 1 1 
+390342 g 1 [1,1,1,-1377,33567] 1 1 
+390342 h 1 [1,0,0,23,5] 1 1 
+390344 a 1 [0,1,0,-39219,3142754] 1 1 
+390345 a 1 [1,1,1,-20116,1082084] 0 4 2B 
+390345 a 2 [1,1,1,-34161,-642642] 0 4 2Cs 
+390345 a 3 [1,1,1,131464,-4882642] 0 2 2B 
+390345 a 4 [1,1,1,-424506,-106504206] 0 2 2B 
+390345 b 1 [1,0,0,-51,126] 2 1 
+390345 c 1 [1,1,0,-1113408,450336753] 2 1 
+390345 d 1 [1,0,1,1596,31981] 0 2 2B 
+390345 d 2 [1,0,1,-10679,321671] 0 2 2B 
+390346 a 1 [1,0,1,-49250,-17582028] 1 3 3B.1.1 
+390346 a 2 [1,0,1,-6880305,-6947004220] 1 1 3B.1.2 
+390346 b 1 [1,0,1,-124,570] 1 1 
+390346 c 1 [1,1,0,-15611,8221] 0 1 
+390346 d 1 [1,1,0,-244,-5452] 0 1 
+390346 e 1 [1,0,0,-5959192,23395719744] 1 1 3B 
+390346 e 2 [1,0,0,-832516847,9245630099641] 1 1 3B 
+390346 f 1 [1,0,0,-14946,-773948] 1 1 
+390346 g 1 [1,1,1,-129,-65] 2 1 
+390347 a 1 [0,0,1,5,-30] 1 1 
+390348 a 1 [0,0,0,177,5654] 2 1 
+390348 b 1 [0,0,0,-5367,237998] 1 1 
+390348 c 1 [0,0,0,-16530951,-25870055762] 0 1 
+390350 a 1 [1,-1,0,-1799692,-928828784] 1 1 
+390350 b 1 [1,-1,0,-2617,69541] 1 1 
+390350 c 1 [1,0,1,-155626,29528148] 2 1 
+390350 d 1 [1,1,0,-425,-3875] 1 1 
+390350 e 1 [1,-1,0,-5417,-71059] 1 1 
+390350 f 1 [1,1,1,-2210938,1437761031] 2 1 
+390350 g 1 [1,1,1,-2665463,1673870781] 1 1 3B 
+390350 g 2 [1,1,1,-1425838,3232791531] 1 1 3B 
+390350 h 1 [1,-1,1,64520,2305147] 2 1 
+390350 i 1 [1,-1,1,-135430,-9017803] 2 1 
+390350 j 1 [1,-1,1,-105,577] 0 1 
+390350 k 1 [1,-1,1,-20355,1132147] 1 1 
+390352 a 1 [0,-1,0,-4624,-145984] 0 1 
+390352 b 1 [0,0,0,1037,-59214] 0 1 
+390354 a 1 [1,1,0,-3895,-94571] 0 2 2B 
+390354 a 2 [1,1,0,-1335,-213867] 0 2 2B 
+390354 b 1 [1,1,0,-10597605,12927369357] 0 2 2B 
+390354 b 2 [1,1,0,-25179365,-30406705011] 0 2 2B 
+390354 c 1 [1,0,1,-20318,-794608] 1 2 2B 
+390354 c 2 [1,0,1,53642,-5232208] 1 2 2B 
+390354 d 1 [1,0,1,-51145,4426124] 1 2 2B 
+390354 d 2 [1,0,1,-22665,9336076] 1 2 2B 
+390354 e 1 [1,0,1,-7050,227176] 1 2 2B 
+390354 e 2 [1,0,1,-7940,165944] 1 2 2B 
+390354 f 1 [1,0,1,-2201542,-52155902488] 1 1 
+390354 g 1 [1,0,1,-164588162,-4154874481708] 1 1 
+390354 h 1 [1,1,1,1053,15297] 2 1 
+390354 i 1 [1,0,0,-18196667,-29878370415] 0 2 2B 
+390354 i 2 [1,0,0,-18424507,-29091821167] 0 2 2B 
+390354 j 1 [1,0,0,-2505716,1516989708] 1 2 2B 
+390354 j 2 [1,0,0,-4151326,-722685502] 1 2 2B 
+390355 a 1 [1,-1,0,-5825,-169664] 1 2 2B 
+390355 a 2 [1,-1,0,-6070,-154425] 1 4 2Cs 
+390355 a 3 [1,-1,0,-26615,1526156] 1 2 2B 
+390355 a 4 [1,-1,0,10555,-862650] 1 2 2B 
+390355 b 1 [0,1,1,-56,-285] 1 1 
+390357 a 1 [0,0,1,-111,-360] 2 1 
+390357 b 1 [1,-1,0,-12330,458703] 1 2 2B 
+390357 b 2 [1,-1,0,-189765,31864698] 1 2 2B 
+390360 a 1 [0,-1,0,-921,-10755] 0 1 
+390360 b 1 [0,-1,0,-414305,-102504795] 0 1 
+390360 c 1 [0,1,0,-283102376,-1833520367376] 1 1 
+390362 a 1 [1,0,1,-17,82] 0 1 
+390362 b 1 [1,1,1,780,204293] 0 1 
+390365 a 1 [1,0,0,-16070,-786035] 1 1 
+390368 a 1 [0,1,0,-232,252] 2 1 
+390368 b 1 [0,-1,0,-232,-252] 0 1 
+390369 a 1 [0,1,1,-16208109,-25181604952] 1 1 
+390369 b 1 [1,1,0,-380,-2043] 0 1 
+390370 a 1 [1,1,0,-85813,9676973] 2 1 
+390371 a 1 [0,1,1,-467,3766] 0 1 
+390376 a 1 [0,-1,0,-127251,17516464] 1 1 
+390376 b 1 [0,0,0,-355,2238] 1 1 
+390376 c 1 [0,1,0,84,368] 2 1 
+390376 d 1 [0,1,0,-6396,194768] 2 1 
+390376 e 1 [0,1,0,-1044,-25936] 1 1 
+390376 f 1 [0,-1,0,-10841,-430867] 1 1 
+390378 a 1 [1,1,0,-454,-3884] 2 1 
+390378 b 1 [1,0,1,-706,-7276] 1 1 
+390378 c 1 [1,1,1,65,-1627] 2 1 
+390378 d 1 [1,0,0,-538061,175242129] 1 1 
+390380 a 1 [0,0,0,-14393,-664623] 1 1 
+390380 b 1 [0,0,0,-287,-1434] 1 1 
+390383 a 1 [1,0,0,-175274,45639859] 1 2 2B 
+390383 a 2 [1,0,0,-3260559,2265193888] 1 2 2B 
+390383 b 1 [1,0,0,-12349,524040] 0 2 2B 
+390383 b 2 [1,0,0,-4754,1163539] 0 2 2B 
+390384 a 1 [0,0,0,-1659,-1366] 0 1 
+390384 b 1 [0,0,0,-2091,-112806] 0 1 
+390384 c 1 [0,0,0,-256071,49877746] 0 1 
+390384 d 1 [0,0,0,-61851,-8653750] 0 2 2B 
+390384 d 2 [0,0,0,-1111611,-451022614] 0 2 2B 
+390384 e 1 [0,0,0,5829,117610] 0 2 2B 
+390384 e 2 [0,0,0,-28731,1036906] 0 2 2B 
+390384 f 1 [0,0,0,-35283,2746514] 1 1 
+390384 g 1 [0,0,0,-207,378] 1 1 
+390384 h 1 [0,0,0,-11307,457562] 0 1 
+390384 i 1 [0,0,0,-35427,2512082] 0 1 
+390384 j 1 [0,0,0,-579,9218] 0 1 
+390384 k 1 [0,0,0,-18819,3045762] 1 1 
+390384 l 1 [0,0,0,1041,-10838] 0 1 
+390384 m 1 [0,0,0,-651,-5153222] 1 1 
+390384 n 1 [0,0,0,789,6298] 1 1 
+390386 a 1 [1,1,1,-77,67] 1 1 
+390387 a 1 [1,0,0,-2712,54135] 2 2 2B 
+390387 a 2 [1,0,0,-2727,53502] 2 2 2B 
+390387 b 1 [0,1,1,-4301,107198] 1 1 
+390390 a 1 [1,1,0,-412982768,-359906243328] 0 2 2B 
+390390 a 2 [1,1,0,-4271266288,106976769626368] 0 2 2B 
+390390 b 1 [1,1,0,-3,626553] 1 2 2B 
+390390 b 2 [1,1,0,-109853,13742643] 1 2 2B 
+390390 c 1 [1,1,0,-437453,-57764247] 0 2 2B 
+390390 c 2 [1,1,0,1465877,-423584273] 0 2 2B 
+390390 d 1 [1,1,0,-173295983,-1567959025563] 1 2 2B 
+390390 d 2 [1,1,0,-3340437103,-74279818286747] 1 4 2Cs 
+390390 d 3 [1,1,0,-3914645023,-46997936750123] 1 2 2B 
+390390 d 4 [1,1,0,-53440487103,-4755057349716747] 1 4 2Cs 
+390390 d 5 [1,1,0,-53433980603,-4756273098350847] 1 2 2B 
+390390 d 6 [1,1,0,-855047793603,-304322601611602647] 1 2 2B 
+390390 e 1 [1,1,0,-844158,-298865952] 0 2 2B 
+390390 e 2 [1,1,0,-798528,-332550018] 0 2 2B 
+390390 f 1 [1,1,0,-1583533,765459037] 1 2 2B 
+390390 f 2 [1,1,0,-2022933,306110277] 1 2 2B 
+390390 g 1 [1,1,0,-2713298,1964672052] 0 2 2B 
+390390 g 2 [1,1,0,-45112018,116602331188] 0 4 2Cs 
+390390 g 3 [1,1,0,-721788018,7463544333588] 0 2 2B 
+390390 g 4 [1,1,0,-46815538,107318487892] 0 2 2B 
+390390 h 1 [1,1,0,-36988,-2753408] 1 2 2B 
+390390 h 2 [1,1,0,-38808,-2469852] 1 2 2B 
+390390 i 1 [1,1,0,-27262238,108754447092] 0 2 2B 
+390390 i 2 [1,1,0,-546646558,4916071836148] 0 4 2Cs 
+390390 i 3 [1,1,0,-8744836558,314753545782148] 0 2 2B 
+390390 i 4 [1,1,0,-658605678,2757298476132] 0 4 2Cs 
+390390 i 5 [1,1,0,2355985902,20941917805008] 0 2 2B 
+390390 i 6 [1,1,0,-5464543178,-153586576711368] 0 2 2B 
+390390 j 1 [1,1,0,-198,1188] 2 1 
+390390 k 1 [1,1,0,-18147223,29747611093] 0 2 2B 
+390390 k 2 [1,1,0,-18363543,29001782997] 0 4 2Cs 
+390390 k 3 [1,1,0,10636857,112099529157] 0 2 2B 
+390390 k 4 [1,1,0,-50825063,-101824634907] 0 4 2Cs 
+390390 k 5 [1,1,0,129535117,-661698705663] 0 2 2B 
+390390 k 6 [1,1,0,-750569563,-7914192079607] 0 4 2Cs 
+390390 k 7 [1,1,0,-688284613,-9281932210637] 0 2 2B 
+390390 k 8 [1,1,0,-12008766513,-506523973519377] 0 2 2B 
+390390 l 1 [1,1,0,-56251653,190246460877] 0 2 2B 
+390390 l 2 [1,1,0,-942298373,11132746243533] 0 4 2Cs 
+390390 l 3 [1,1,0,-15076647173,712527190485453] 0 2 2B 
+390390 l 4 [1,1,0,-984697093,10076009025997] 0 4 2Cs 
+390390 l 5 [1,1,0,1786551387,56550400285293] 0 2 2B 
+390390 l 6 [1,1,0,-4434325093,-104028716181203] 0 2 2B 
+390390 m 1 [1,1,0,5912,2051392] 1 2 2B 
+390390 m 2 [1,1,0,-210408,35754048] 1 4 2Cs 
+390390 m 3 [1,1,0,-3333528,2341241232] 1 2 2B 
+390390 m 4 [1,1,0,-548408,-108436752] 1 4 2Cs 
+390390 m 5 [1,1,0,1496492,-724769612] 1 2 2B 
+390390 m 6 [1,1,0,-8001308,-8713555092] 1 2 2B 
+390390 n 1 [1,1,0,-2638093,2336331613] 0 2 2B 
+390390 n 2 [1,1,0,-46929613,123703954717] 0 2 2B 
+390390 o 1 [1,1,0,-223083,1370165373] 1 2 2B 
+390390 o 2 [1,1,0,-19908203,33815180157] 1 2 2B 
+390390 p 1 [1,1,0,409822,98540928] 1 2 2B 
+390390 p 2 [1,1,0,-2336428,926260678] 1 2 2B 
+390390 q 1 [1,1,0,31262,27537268] 0 2 2B 
+390390 q 2 [1,1,0,-1199058,487923012] 0 2 2B 
+390390 r 1 [1,1,0,-944713,362296693] 1 2 2B 
+390390 r 2 [1,1,0,-15225213,22859796393] 1 4 2Cs 
+390390 r 3 [1,1,0,-243603363,1463332139703] 1 2 2B 
+390390 r 4 [1,1,0,-15335063,22513043883] 1 2 2B 
+390390 s 1 [1,1,0,-148892,-7377456] 1 2 2B 
+390390 s 2 [1,1,0,-1906492,-1013076176] 1 2 2B 
+390390 t 1 [1,1,0,-271731047,1723956695349] 1 2 2B 
+390390 t 2 [1,1,0,-276652327,1658264497141] 1 2 2B 
+390390 u 1 [1,1,0,-2976717,1673305821] 0 2 2B 
+390390 u 2 [1,1,0,-45575117,118401441501] 0 2 2B 
+390390 v 1 [1,1,0,-10222614132,390501421974864] 0 2 2B 
+390390 v 2 [1,1,0,666069388,1179915733017936] 0 2 2B 
+390390 w 1 [1,1,0,32263,-586971] 0 2 2B 
+390390 w 2 [1,1,0,-134137,-4946651] 0 2 2B 
+390390 x 1 [1,1,0,-41057,3790389] 1 1 
+390390 y 1 [1,1,0,-257323797,-4458583836819] 1 2 2B 
+390390 y 2 [1,1,0,-5934425877,-175710638920851] 1 4 2Cs 
+390390 y 3 [1,1,0,-7789559157,-56641877557299] 1 2 2B 
+390390 y 4 [1,1,0,-94912925877,-11254797383620851] 1 2 2B 
+390390 z 1 [1,1,0,-18762,1300356] 1 2 2B 
+390390 z 2 [1,1,0,-326342,71613144] 1 2 2B 
+390390 ba 1 [1,1,0,-333622,-75775916] 0 2 2B 
+390390 ba 2 [1,1,0,-5367222,-4788232236] 0 2 2B 
+390390 bb 1 [1,1,0,-62230778067,-5975309549370819] 1 1 
+390390 bc 1 [1,1,0,-628007,190124901] 1 2 2B 
+390390 bc 2 [1,1,0,-1036987,-88554071] 1 4 2Cs 
+390390 bc 3 [1,1,0,4038083,-694517429] 1 2 2B 
+390390 bc 4 [1,1,0,-12655737,-17309865321] 1 2 2B 
+390390 bd 1 [1,1,0,459508,35134494] 1 1 
+390390 be 1 [1,1,0,-1020900296367,397031376812253669] 1 2 2B 
+390390 be 2 [1,1,0,-16334427587247,25409953903291780581] 1 2 2B 
+390390 bf 1 [1,1,0,-84672,-8269776] 2 2 2B 
+390390 bf 2 [1,1,0,-358452,74247516] 2 4 2Cs 
+390390 bf 3 [1,1,0,-5575482,5064858414] 2 2 2B 
+390390 bf 4 [1,1,0,478098,370218906] 2 2 2B 
+390390 bg 1 [1,1,0,-5735187,-5288869971] 0 2 2B 
+390390 bg 2 [1,1,0,-5856867,-5052883779] 0 4 2Cs 
+390390 bg 3 [1,1,0,-19799367,28077284721] 0 2 2B 
+390390 bg 4 [1,1,0,6138753,-23077502391] 0 2 2B 
+390390 bh 1 [1,0,1,-397878394,3182286834092] 1 2 2B 
+390390 bh 2 [1,0,1,-6439628394,198901153034092] 1 2 2B 
+390390 bi 1 [1,0,1,-2019,299626] 2 2 2B 
+390390 bi 2 [1,0,1,-80669,8762366] 2 2 2B 
+390390 bj 1 [1,0,1,-725014,245672936] 1 2 2B 3B 
+390390 bj 2 [1,0,1,-11710014,15422548936] 1 2 2B 3B 
+390390 bj 3 [1,0,1,3584486,750847736] 1 2 2B 3B 
+390390 bj 4 [1,0,1,-14980164,6127170376] 1 2 2B 3B 
+390390 bk 1 [1,0,1,485431245711,143834938652404612] 1 1 
+390390 bl 1 [1,0,1,-7871179,8720349302] 1 2 2B 
+390390 bl 2 [1,0,1,-126847179,549870787702] 1 2 2B 
+390390 bm 1 [1,0,1,108156,2321242042] 1 1 
+390390 bn 1 [1,0,1,120831,27792052] 1 2 2B 
+390390 bn 2 [1,0,1,-974289,305076436] 1 4 2Cs 
+390390 bn 3 [1,0,1,-14815389,21947020396] 1 2 2B 
+390390 bn 4 [1,0,1,-4655109,-3586286468] 1 4 2Cs 
+390390 bn 5 [1,0,1,4770021,-16264971344] 1 2 2B 
+390390 bn 6 [1,0,1,-72973359,-239940104168] 1 2 2B 
+390390 bo 1 [1,0,1,-33804,-2075318] 0 2 2B 
+390390 bo 2 [1,0,1,-520524,-144586934] 0 4 2Cs 
+390390 bo 3 [1,0,1,-500244,-156365558] 0 2 2B 
+390390 bo 4 [1,0,1,-8328324,-9251604854] 0 2 2B 
+390390 bp 1 [1,0,1,70820291,-632920060264] 0 2 2B 
+390390 bp 2 [1,0,1,-815226429,-8020068774248] 0 4 2Cs 
+390390 bp 3 [1,0,1,-3147156029,59457578903192] 0 2 2B 
+390390 bp 4 [1,0,1,-12660044349,-548271689959784] 0 4 2Cs 
+390390 bp 5 [1,0,1,-12277239069,-582980950941608] 0 2 2B 
+390390 bp 6 [1,0,1,-202559936349,-35089618805580584] 0 2 2B 
+390390 bq 1 [1,0,1,-7367559,7671876682] 0 2 2B 
+390390 bq 2 [1,0,1,-10828679,-270701494] 0 4 2Cs 
+390390 bq 3 [1,0,1,43305401,-2154567478] 0 2 2B 
+390390 bq 4 [1,0,1,-120340679,-506697994294] 0 4 2Cs 
+390390 bq 5 [1,0,1,-68930879,-942632534374] 0 2 2B 
+390390 bq 6 [1,0,1,-1923942479,-32481672145414] 0 2 2B 
+390390 br 1 [1,0,1,-254349,384568966] 0 3 3B.1.1 
+390390 br 2 [1,0,1,2283186,-10233492488] 0 1 3B.1.2 
+390390 bs 1 [1,0,1,-106189464,1949078493286] 0 2 2B 
+390390 bs 2 [1,0,1,-3080589464,65605997533286] 0 2 2B 
+390390 bt 1 [1,0,1,-30032318,63344487728] 1 2 2B 
+390390 bt 2 [1,0,1,-30897598,59500567856] 1 4 2Cs 
+390390 bt 3 [1,0,1,41380322,296398678448] 1 2 2B 
+390390 bt 4 [1,0,1,-117019998,-423404953424] 1 2 2B 
+390390 bu 1 [1,0,1,-197058,9767188] 1 2 2B 
+390390 bu 2 [1,0,1,-2481938,1503164756] 1 4 2Cs 
+390390 bu 3 [1,0,1,-39699118,96272991908] 1 4 2B 
+390390 bu 4 [1,0,1,-1822838,2319921476] 1 2 2B 
+390390 bv 1 [1,0,1,113434317,-1911693868082] 1 2 2B 
+390390 bv 2 [1,0,1,-1790181683,-27067598584882] 1 2 2B 
+390390 bw 1 [1,0,1,1068752,-365208322] 1 2 2B 
+390390 bw 2 [1,0,1,-5745328,-3352500994] 1 2 2B 
+390390 bx 1 [1,0,1,282512,169002446] 2 1 
+390390 by 1 [1,0,1,-131993,-28514692] 2 2 2B 
+390390 by 2 [1,0,1,-2416873,-1446054244] 2 4 2Cs 
+390390 by 3 [1,0,1,-2724453,-1054689452] 2 4 2B 
+390390 by 4 [1,0,1,-38667373,-92550810844] 2 2 2B 
+390390 bz 1 [1,0,1,-126658913,579909336788] 0 2 2B 3B 
+390390 bz 2 [1,0,1,-2058450593,35946378697556] 0 4 2Cs 3B 
+390390 bz 3 [1,0,1,713298127,649138880756] 0 2 2B 3B 
+390390 bz 4 [1,0,1,-32935176473,2300581312330628] 0 2 2B 3B 
+390390 bz 5 [1,0,1,-2090391593,34773211320356] 0 2 2B 3B 
+390390 bz 6 [1,0,1,-2865584453,5202909075548] 0 4 2Cs 3B 
+390390 bz 7 [1,0,1,-32955674483,2297574291885056] 0 2 2B 3B 
+390390 bz 8 [1,0,1,-30037615703,-1995712865736952] 0 2 2B 3B 
+390390 ca 1 [1,0,1,69117,-5954882] 0 2 2B 
+390390 ca 2 [1,0,1,-370283,-54640402] 0 2 2B 
+390390 cb 1 [1,0,1,-54253,-3722392] 0 2 2B 3B 
+390390 cb 2 [1,0,1,128267,-23361544] 0 2 2B 3B 
+390390 cb 3 [1,0,1,-4100113,-3195863344] 0 2 2B 3B 
+390390 cb 4 [1,0,1,-4095043,-3204159892] 0 2 2B 3B 
+390390 cc 1 [1,0,1,141081027,1313631263128] 0 2 2B 
+390390 cc 2 [1,0,1,-1286968973,15190278723128] 0 4 2Cs 
+390390 cc 3 [1,0,1,-19749458473,1068238984832528] 0 4 2B 
+390390 cc 4 [1,0,1,-5673279473,-149747277746272] 0 2 2B 
+390390 cd 1 [1,0,1,997,40406] 1 2 2B 
+390390 cd 2 [1,0,1,-13303,538046] 1 2 2B 
+390390 ce 1 [1,0,1,268537,6728906] 0 2 2B 3B 
+390390 ce 2 [1,0,1,-1083463,53778506] 0 4 2Cs 3B 
+390390 ce 3 [1,0,1,-3422423,-2675860822] 0 2 2B 3B 
+390390 ce 4 [1,0,1,-12676863,17337219226] 0 2 2B 3B 
+390390 ce 5 [1,0,1,-11122063,-14213079814] 0 2 2B 3B 
+390390 ce 6 [1,0,1,-56234923,-162317485822] 0 4 2Cs 3B 
+390390 ce 7 [1,0,1,-57713673,-153330826322] 0 2 2B 3B 
+390390 ce 8 [1,0,1,-899756173,-10388156895322] 0 2 2B 3B 
+390390 cf 1 [1,0,1,-2911198,-1912090672] 0 2 2B 
+390390 cf 2 [1,0,1,-2965278,-1837373744] 0 4 2Cs 
+390390 cf 3 [1,0,1,-9556278,9188051056] 0 2 2B 
+390390 cf 4 [1,0,1,2760442,-8080698832] 0 2 2B 
+390390 cg 1 [1,0,1,-1733,-27844] 1 2 2B 
+390390 cg 2 [1,0,1,-2383,-5224] 1 2 2B 
+390390 ch 1 [1,0,1,5782074567,252389964510556] 0 2 2B 
+390390 ch 2 [1,0,1,-42298073913,2658724467696988] 0 2 2B 
+390390 ci 1 [1,0,1,-1018,1016] 0 2 2B 
+390390 ci 2 [1,0,1,4052,9128] 0 2 2B 
+390390 cj 1 [1,0,1,-8298,-292004] 0 1 
+390390 ck 1 [1,0,1,-6841293,-7361982392] 0 2 2B 
+390390 ck 2 [1,0,1,-111540173,-453421090744] 0 4 2Cs 
+390390 ck 3 [1,0,1,-113622253,-435614309752] 0 2 2B 
+390390 ck 4 [1,0,1,-1784640173,-29018592010744] 0 2 2B 
+390390 cl 1 [1,0,1,500912,399704606] 0 2 2B 
+390390 cl 2 [1,0,1,-6042768,5153033758] 0 4 2Cs 
+390390 cl 3 [1,0,1,-94010648,350831615006] 0 2 2B 
+390390 cl 4 [1,0,1,-22773768,-36286307042] 0 2 2B 
+390390 cm 1 [1,0,1,-167483,-18197242] 1 2 2B 
+390390 cm 2 [1,0,1,-1032763,389868806] 1 4 2Cs 
+390390 cm 3 [1,0,1,-16364443,25478629958] 1 2 2B 
+390390 cm 4 [1,0,1,454437,1420795846] 1 2 2B 
+390390 cn 1 [1,0,1,2192602,-467394172] 1 2 2B 
+390390 cn 2 [1,0,1,-9426148,-3869364172] 1 2 2B 
+390390 co 1 [1,0,1,-392253,69380248] 1 2 2B 
+390390 co 2 [1,0,1,-5800253,5375709848] 1 4 2Cs 
+390390 co 3 [1,0,1,-92801453,344088781688] 1 2 2B 
+390390 co 4 [1,0,1,-5327053,6289364408] 1 2 2B 
+390390 cp 1 [1,0,1,87,461788] 2 2 2B 
+390390 cp 2 [1,0,1,-89093,10057556] 2 2 2B 
+390390 cq 1 [1,1,1,10811349,-515894407527] 0 2 2B 
+390390 cq 2 [1,1,1,-903140651,-10204151188327] 0 4 2Cs 
+390390 cq 3 [1,1,1,-2072823451,21676255335353] 0 2 2B 
+390390 cq 4 [1,1,1,-14356689851,-662114712643207] 0 2 2B 
+390390 cr 1 [1,1,1,-6040830156,180712914115053] 1 2 2B 
+390390 cr 2 [1,1,1,-96653417676,11565713350547949] 1 2 2B 
+390390 cs 1 [1,1,1,-1197791,-562311391] 0 2 2B 
+390390 cs 2 [1,1,1,-19762441,-33822738331] 0 2 2B 
+390390 ct 1 [1,1,1,-9763183661,-378150520658461] 1 2 2B 
+390390 ct 2 [1,1,1,-157008638381,-23946081308595997] 1 2 2B 
+390390 cu 1 [1,1,1,-6938721,8362178079] 1 1 
+390390 cv 1 [1,1,1,1525644,-515609931] 1 2 2B 
+390390 cv 2 [1,1,1,-7613876,-4580868427] 1 4 2Cs 
+390390 cv 3 [1,1,1,-54981196,153663874229] 1 2 2B 
+390390 cv 4 [1,1,1,-106478876,-422819364427] 1 2 2B 
+390390 cw 1 [1,1,1,-56382206,-166197776581] 0 2 2B 
+390390 cw 2 [1,1,1,-907060606,-10515210919621] 0 2 2B 
+390390 cx 1 [1,1,1,-1286516,548511413] 1 4 2B 
+390390 cx 2 [1,1,1,-2922436,-1131905611] 1 4 2Cs 
+390390 cx 3 [1,1,1,9161064,-8072668011] 1 2 2B 
+390390 cx 4 [1,1,1,-41180656,-101705114347] 1 2 2B 
+390390 cy 1 [1,1,1,-13101,-573981] 1 2 2B 
+390390 cy 2 [1,1,1,-26621,794243] 1 4 2Cs 
+390390 cy 3 [1,1,1,-361241,83378459] 1 2 2B 
+390390 cy 4 [1,1,1,91679,6046763] 1 2 2B 
+390390 cz 1 [1,1,1,-368229456,-2719900183551] 1 1 
+390390 da 1 [1,1,1,77656764,76802199339] 1 1 
+390390 db 1 [1,1,1,-503065261,3678768214883] 0 2 2B 
+390390 db 2 [1,1,1,-7702194861,260166477951843] 0 2 2B 
+390390 dc 1 [1,1,1,-60488841,177719758263] 0 2 2B 
+390390 dc 2 [1,1,1,3941239,537059200439] 0 2 2B 
+390390 dd 1 [1,1,1,5452359,-1316837241] 0 2 2B 
+390390 dd 2 [1,1,1,-22669241,-10754446201] 0 2 2B 
+390390 de 1 [1,1,1,-881,-3697] 1 2 2B 
+390390 de 2 [1,1,1,-11281,-465457] 1 2 2B 
+390390 df 1 [1,1,1,-1607876,784068293] 1 2 2B 
+390390 df 2 [1,1,1,-1636996,754156229] 1 2 2B 
+390390 dg 1 [1,1,1,5489,783089] 0 2 2B 
+390390 dg 2 [1,1,1,-100981,11557853] 0 2 2B 
+390390 dh 1 [1,1,1,-15610,1057415] 2 2 2B 
+390390 dh 2 [1,1,1,-277690,56199047] 2 2 2B 
+390390 di 1 [1,1,1,185,12605] 2 2 2B 
+390390 di 2 [1,1,1,-7095,219357] 2 2 2B 
+390390 dj 1 [1,1,1,-145935,-21475563] 1 2 2B 
+390390 dj 2 [1,1,1,-200015,-4191595] 1 4 2Cs 
+390390 dj 3 [1,1,1,-2059015,1131285605] 1 2 2B 
+390390 dj 4 [1,1,1,793705,-32413243] 1 2 2B 
+390390 dk 1 [1,1,1,-358875,54515625] 0 2 2B 
+390390 dk 2 [1,1,1,-2305755,-1307521623] 0 4 2Cs 
+390390 dk 3 [1,1,1,817365,-4579302135] 0 2 2B 
+390390 dk 4 [1,1,1,-36578955,-85167187383] 0 2 2B 
+390390 dl 1 [1,1,1,7507230,-3657023505] 0 4 2B 
+390390 dl 2 [1,1,1,-33390770,-30780577105] 0 4 2Cs 
+390390 dl 3 [1,1,1,-279336470,1775641400255] 0 2 2B 
+390390 dl 4 [1,1,1,-441813070,-3572292024865] 0 2 2B 
+390390 dm 1 [1,1,1,-9370,344807] 1 2 2B 
+390390 dm 2 [1,1,1,-11970,134727] 1 2 2B 
+390390 dn 1 [1,1,1,-6251060,-6017982235] 1 2 2B 
+390390 dn 2 [1,1,1,-6558640,-5393471803] 1 2 2B 
+390390 do 1 [1,1,1,-33532730,-74567623993] 0 2 2B 
+390390 do 2 [1,1,1,-47377210,-7150544185] 0 4 2Cs 
+390390 do 3 [1,1,1,-505434810,4357588714695] 0 2 2B 
+390390 do 4 [1,1,1,189168710,-56919805753] 0 2 2B 
+390390 dp 1 [1,1,1,-33550,2777627] 0 1 
+390390 dq 1 [1,1,1,-2443685,-164757013] 2 2 2B 
+390390 dq 2 [1,1,1,-25273765,48682482155] 2 2 2B 
+390390 dr 1 [1,1,1,-73929645,-126538402593] 0 2 2B 
+390390 dr 2 [1,1,1,247733125,-931853313565] 0 2 2B 
+390390 ds 1 [1,1,1,-1175990,-487540045] 1 2 2B 
+390390 ds 2 [1,1,1,-2041270,324438707] 1 4 2Cs 
+390390 ds 3 [1,1,1,-25701270,50086150707] 1 2 2B 
+390390 ds 4 [1,1,1,7774250,2546672435] 1 2 2B 
+390390 dt 1 [1,1,1,-6274720,6046161857] 1 4 2B 
+390390 dt 2 [1,1,1,-6937200,4690462785] 1 4 2Cs 
+390390 dt 3 [1,1,1,19680300,32031958785] 1 2 2B 
+390390 dt 4 [1,1,1,-44154380,-109402524223] 1 2 2B 
+390390 du 1 [1,0,0,452494,54046836] 1 4 2B 
+390390 du 2 [1,0,0,-2011526,453710880] 1 4 2Cs 
+390390 du 3 [1,0,0,-26606096,52786036926] 1 2 2B 
+390390 du 4 [1,0,0,-16841276,-26290260270] 1 2 2B 
+390390 dv 1 [1,0,0,-426306,-76296780] 1 2 2B 
+390390 dv 2 [1,0,0,-2538806,1496670720] 1 4 2Cs 
+390390 dv 3 [1,0,0,-40183556,98040396570] 1 2 2B 
+390390 dv 4 [1,0,0,1305944,5631314870] 1 2 2B 
+390390 dw 1 [1,0,0,14784,1014534000] 0 2 2B 
+390390 dw 2 [1,0,0,-15056636,22111507716] 0 2 2B 
+390390 dx 1 [1,0,0,-440671,109935305] 1 2 2B 
+390390 dx 2 [1,0,0,-1011891,-234053379] 1 4 2Cs 
+390390 dx 3 [1,0,0,3140439,-1663285365] 1 2 2B 
+390390 dx 4 [1,0,0,-14303741,-20817812289] 1 2 2B 
+390390 dy 1 [1,0,0,2524434,-1085851404] 0 2 2B 3B 
+390390 dy 2 [1,0,0,-12546986,-9613260840] 0 2 2B 3B 
+390390 dy 3 [1,0,0,-55235541,-160049873439] 0 2 2B 3B 
+390390 dy 4 [1,0,0,-886931861,-10166853656415] 0 2 2B 3B 
+390390 dz 1 [1,0,0,-1402281,-640129959] 0 1 
+390390 ea 1 [1,0,0,-77321,-24818535] 0 2 2B 
+390390 ea 2 [1,0,0,-1834921,-955291975] 0 2 2B 
+390390 eb 1 [1,0,0,-198156,15419520] 0 2 2B 3B 
+390390 eb 2 [1,0,0,-2662176,1670748156] 0 4 2Cs 3B 
+390390 eb 3 [1,0,0,-8069331,-8822951775] 0 2 2B 3B 
+390390 eb 4 [1,0,0,-42588426,106972239906] 0 2 2B 3B 
+390390 eb 5 [1,0,0,-2160246,2320145190] 0 2 2B 3B 
+390390 eb 6 [1,0,0,-8556051,-7698725919] 0 4 2Cs 3B 
+390390 eb 7 [1,0,0,-43336251,103020562761] 0 2 2B 3B 
+390390 eb 8 [1,0,0,18436629,-46465612935] 0 2 2B 3B 
+390390 ec 1 [1,0,0,47744609,371250629801] 0 1 
+390390 ed 1 [1,0,0,168574,88603956] 1 2 2B 
+390390 ed 2 [1,0,0,-2248126,1184335736] 1 2 2B 
+390390 ee 1 [1,0,0,-292796,-60879924] 1 2 2B 
+390390 ee 2 [1,0,0,-402646,-11073934] 1 2 2B 
+390390 ef 1 [1,0,0,38444,-1602160] 0 2 2B 
+390390 ef 2 [1,0,0,-177876,-13759344] 0 4 2Cs 
+390390 ef 3 [1,0,0,-1408196,633635040] 0 2 2B 
+390390 ef 4 [1,0,0,-2408676,-1438348224] 0 2 2B 
+390390 eg 1 [1,0,0,-4362815701,110917793089505] 1 2 2B 
+390390 eg 2 [1,0,0,-69805240021,7098715888645601] 1 2 2B 
+390390 eh 1 [1,0,0,32529,-458199] 1 2 2B 
+390390 eh 2 [1,0,0,-133091,-3737475] 1 4 2Cs 
+390390 eh 3 [1,0,0,-1304261,569901591] 1 2 2B 
+390390 eh 4 [1,0,0,-1611841,-786587725] 1 2 2B 
+390390 ei 1 [1,0,0,-160976,33265920] 1 2 2B 
+390390 ei 2 [1,0,0,-2810896,1813482176] 1 4 2Cs 
+390390 ei 3 [1,0,0,-44973016,116081259800] 1 2 2B 
+390390 ei 4 [1,0,0,-3047496,1490144616] 1 2 2B 
+390390 ej 1 [1,0,0,3219700,-57245931120] 0 2 2B 3B 
+390390 ej 2 [1,0,0,-204704380,-1098238630048] 0 2 2B 3B 
+390390 ej 3 [1,0,0,-1028832035,-12703688379903] 0 2 2B 3B 
+390390 ej 4 [1,0,0,-16461966115,-812964163083775] 0 2 2B 3B 
+390390 ek 1 [1,0,0,-310885390,2109809530100] 0 4 2B 3B 
+390390 ek 2 [1,0,0,-310969890,2108605219200] 0 4 2Cs 3B 
+390390 ek 3 [1,0,0,-318999925,1993861140257] 0 4 2B 3B 
+390390 ek 4 [1,0,0,-232241240,3202004456130] 0 2 2B 3B 
+390390 ek 5 [1,0,0,-391050540,938130422670] 0 2 2B 3B 
+390390 ek 6 [1,0,0,-1163999925,-13094289859743] 0 4 2Cs 3B 
+390390 ek 7 [1,0,0,2024185075,-72216630136743] 0 2 2B 3B 
+390390 ek 8 [1,0,0,-17872184925,-919610233582743] 0 2 2B 3B 
+390390 el 1 [1,0,0,6484780,10170801900] 0 2 2B 3B 
+390390 el 2 [1,0,0,-49749970,109357653950] 0 2 2B 3B 
+390390 el 3 [1,0,0,-61303655,-362021999223] 0 2 2B 3B 
+390390 el 4 [1,0,0,-1223178655,-16456082124223] 0 2 2B 3B 
+390390 em 1 [1,0,0,-151850,22223460] 0 2 2B 3B 
+390390 em 2 [1,0,0,30670,72343452] 0 2 2B 3B 
+390390 em 3 [1,0,0,-1573985,-751970103] 0 2 2B 3B 
+390390 em 4 [1,0,0,-276065,-1954622775] 0 2 2B 3B 
+390390 en 1 [1,0,0,-1505,174927] 0 1 3B 
+390390 en 2 [1,0,0,13510,-4656900] 0 1 3B 
+390390 eo 1 [1,0,0,942425,-112852663] 1 2 2B 
+390390 eo 2 [1,0,0,-3978855,-926832375] 1 2 2B 
+390390 ep 1 [1,0,0,-48424165,129696365057] 1 2 2B 3B 
+390390 ep 2 [1,0,0,-48478245,129392143425] 1 4 2Cs 3B 
+390390 ep 3 [1,0,0,-51671500,111308666000] 1 2 2B 3B 
+390390 ep 4 [1,0,0,-23838045,260827898265] 1 2 2B 3B 
+390390 ep 5 [1,0,0,-73983725,-21513579543] 1 2 2B 3B 
+390390 ep 6 [1,0,0,-273183180,-1642753723248] 1 4 2Cs 3B 
+390390 ep 7 [1,0,0,213536820,-6859516027248] 1 2 2B 3B 
+390390 ep 8 [1,0,0,-4304090060,-108685098284400] 1 2 2B 3B 
+390390 eq 1 [1,0,0,-148204300,1342927959632] 1 2 2B 
+390390 eq 2 [1,0,0,-2942402980,61397522509400] 1 2 2B 
+390390 er 1 [1,0,0,640,1056600] 1 1 
+390390 es 1 [1,0,0,385570,11435531652] 1 2 2B 3B 
+390390 es 2 [1,0,0,-73873030,239721319772] 1 2 2B 3B 
+390390 es 3 [1,0,0,-3470165,-308776319775] 1 2 2B 3B 
+390390 es 4 [1,0,0,-706510165,-7129811007775] 1 2 2B 3B 
+390390 et 1 [1,0,0,-12425,531465] 1 2 2B 
+390390 et 2 [1,0,0,-15805,218477] 1 4 2Cs 
+390390 et 3 [1,0,0,60245,1724267] 1 2 2B 
+390390 et 4 [1,0,0,-145935,-21305025] 1 2 2B 
+390390 eu 1 [1,0,0,-341130,658620000] 0 2 2B 
+390390 eu 2 [1,0,0,-13632980,19264551630] 0 2 2B 
+390390 ev 1 [1,0,0,43345,4628025] 1 2 2B 
+390390 ev 2 [1,0,0,-294655,47148425] 1 4 2Cs 
+390390 ev 3 [1,0,0,-4401355,3553448885] 1 2 2B 
+390390 ev 4 [1,0,0,-1595955,-736494435] 1 2 2B 
+390390 ew 1 [1,0,0,-2287165,1329521777] 1 4 2B 
+390390 ew 2 [1,0,0,-2949645,496519425] 1 4 2Cs 
+390390 ew 3 [1,0,0,11364655,3906185685] 1 2 2B 
+390390 ew 4 [1,0,0,-27863625,-56222647443] 1 2 2B 
+390390 ex 1 [1,0,0,-1808895,-1052965863] 1 2 2B 
+390390 ex 2 [1,0,0,-29930495,-63027347943] 1 2 2B 
+390390 ey 1 [1,0,0,2872374235,65469014148225] 1 1 
+390390 ez 1 [1,0,0,2692420,-14413052148] 0 2 2B 
+390390 ez 2 [1,0,0,-74924210,-239144242650] 0 2 2B 
+390390 fa 1 [1,0,0,-2354310,1448288100] 1 2 2B 
+390390 fa 2 [1,0,0,-38104310,90530138100] 1 2 2B 
+390390 fb 1 [1,0,0,-28480,-1561600] 0 2 2B 
+390390 fb 2 [1,0,0,52640,-8813728] 0 2 2B 
+390394 a 1 [1,1,0,-316,-2352] 1 1 
+390397 a 1 [1,0,0,9234,1205533] 1 1 
+390398 a 1 [1,0,1,-131,510] 1 1 
+390398 b 1 [1,1,0,-69984,7574528] 0 1 
+390398 c 1 [1,-1,1,-42844,-3401369] 0 1 
+390399 a 1 [0,-1,1,-2314,-254157] 2 1 
+390400 a 1 [0,1,0,-1533,-30437] 2 1 
+390400 b 1 [0,1,0,-12251133,16501438363] 0 1 
+390400 c 1 [0,1,0,-383,3613] 2 1 
+390400 d 1 [0,1,0,-3062783,-2064211187] 0 1 
+390400 e 1 [0,-1,0,-3583,-91213] 1 1 
+390400 f 1 [0,-1,0,-143,787] 1 1 
+390400 g 1 [0,-1,0,-23,-53] 1 1 
+390400 h 1 [0,-1,0,-583,7787] 1 1 
+390400 i 1 [0,-1,0,-93,517] 1 1 
+390400 j 1 [0,-1,0,-2333,-59963] 1 1 
+390400 k 1 [0,-1,0,-14333,744037] 1 1 
+390400 l 1 [0,-1,0,-573,-5723] 1 1 
+390400 m 1 [0,0,0,-1550,-298000] 2 1 
+390400 n 1 [0,0,0,-6200,-2384000] 0 1 
+390400 o 1 [0,0,0,-6200,2384000] 0 1 
+390400 p 1 [0,0,0,-1550,298000] 0 1 
+390400 q 1 [0,1,0,-573,5723] 2 1 
+390400 r 1 [0,1,0,-14333,-744037] 0 1 
+390400 s 1 [0,1,0,-2333,59963] 0 1 
+390400 t 1 [0,1,0,-93,-517] 0 1 
+390400 u 1 [0,1,0,-583,-7787] 2 1 
+390400 v 1 [0,1,0,-23,53] 0 1 
+390400 w 1 [0,1,0,-143,-787] 0 1 
+390400 x 1 [0,1,0,-3583,91213] 2 1 
+390400 y 1 [0,-1,0,-3062783,2064211187] 1 1 
+390400 z 1 [0,-1,0,-383,-3613] 1 1 
+390400 ba 1 [0,-1,0,-12251133,-16501438363] 1 1 
+390400 bb 1 [0,-1,0,-1533,30437] 1 1 
+390402 a 1 [1,-1,0,1142541,-479519051] 0 2 2B 
+390402 a 2 [1,-1,0,-6665499,-4563123971] 0 2 2B 
+390402 b 1 [1,-1,0,-24814431,-47571644979] 0 1 
+390402 c 1 [1,-1,0,-42948,3214080] 1 2 2B 
+390402 c 2 [1,-1,0,-138168,-15925140] 1 4 2Cs 
+390402 c 3 [1,-1,0,290322,-95367186] 1 2 2B 
+390402 c 4 [1,-1,0,-2090178,-1162535814] 1 2 2B 
+390402 d 1 [1,-1,0,68142,-3681964] 1 2 2B 
+390402 d 2 [1,-1,0,-312738,-31181500] 1 4 2Cs 
+390402 d 3 [1,-1,0,-2502798,1503174536] 1 2 2B 
+390402 d 4 [1,-1,0,-4216758,-3330078400] 1 2 2B 
+390402 e 1 [1,-1,0,1075887,17886772701] 1 2 2B 
+390402 e 2 [1,-1,0,-96429393,356210593245] 1 4 2Cs 
+390402 e 3 [1,-1,0,-1533108753,23105453587101] 1 2 2B 
+390402 e 4 [1,-1,0,-219834513,-741477949155] 1 4 2Cs 
+390402 e 5 [1,-1,0,686850327,-5288865095691] 1 2 2B 
+390402 e 6 [1,-1,0,-3101001273,-66447638377659] 1 2 2B 
+390402 f 1 [1,-1,0,-76068,37006416] 0 2 2B 
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+390402 g 1 [1,-1,0,-513,-4379] 1 1 
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+390402 j 1 [1,-1,0,-6102,-280908] 0 1 3B 
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+390402 k 1 [1,-1,0,-109602,23324544] 2 2 2B 
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+390402 r 1 [1,-1,0,-40240071,-450015623235] 0 2 2B 
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+390402 u 1 [1,-1,1,4144,-32575053] 2 1 
+390402 v 1 [1,-1,1,-316706,68292321] 1 2 2B 
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+390402 y 1 [1,-1,1,-2161001336,-38665585017349] 1 2 2B 
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+390402 z 1 [1,-1,1,-150071,-20309889] 0 2 2B 
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+390410 c 1 [1,-1,1,-1147,11819] 0 2 2B 
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+390412 a 1 [0,1,0,-1876117,6237692647] 0 1 
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+390420 a 1 [0,0,0,-1128,1633] 1 3 3B.1.1 
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+390420 b 1 [0,0,0,-48,113] 1 1 
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+390427 a 1 [0,1,1,-538,4628] 1 1 
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+390429 c 1 [1,-1,1,-6967301036,223845493749270] 0 2 2B 
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+390446 b 6 [1,0,1,-76151496,255773171990] 1 2 2B 3B 
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+390689 a 1 [1,0,0,-8139,281944] 2 2 2B 
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+390690 b 1 [1,-1,0,120,-1774] 0 1 
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+390698 a 1 [1,0,1,535,13620] 1 1 
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+390700 a 1 [0,1,0,1667,-26412] 1 1 
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+390702 a 1 [1,1,0,-176,-960] 1 1 
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+390705 j 1 [1,0,0,-9380,330495] 1 2 2B 
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+390705 k 3 [1,0,0,-471793022775,126116056674649782] 1 2 2B 
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+390705 bd 1 [0,1,1,-630,1409] 0 1 
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+390710 a 1 [1,0,1,-361504,83592606] 1 2 2B 
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+390710 b 1 [1,-1,1,387,11717] 2 2 2B 
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+390714 a 1 [1,0,1,134,-2644] 1 1 
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+390718 a 1 [1,1,0,-81,251] 1 1 
+390720 a 1 [0,-1,0,-391841,-71279295] 1 1 
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+390720 y 1 [0,-1,0,23499,-1148499] 0 1 
+390720 z 1 [0,-1,0,-2421,19845] 1 2 2B 
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+390720 ba 1 [0,-1,0,-40771841,100198711041] 1 2 2B 
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+390720 ba 3 [0,-1,0,133623039,525126673665] 1 2 2B 
+390720 ba 4 [0,-1,0,-299498881,-1938859912319] 1 4 2Cs 
+390720 ba 5 [0,-1,0,90830399,-6633818558015] 1 2 2B 
+390720 ba 6 [0,-1,0,-4754498881,-126182572912319] 1 2 2B 
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+390720 bc 1 [0,-1,0,-1784661,-908506539] 1 2 2B 
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+390720 be 4 [0,-1,0,-2674881,1318599681] 0 2 2B 
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+390720 bf 3 [0,-1,0,-260481,51256545] 1 2 2B 
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+390720 bo 1 [0,-1,0,-1156,-14750] 0 1 
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+390720 bq 1 [0,-1,0,-9696,271746] 1 2 2B 
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+390720 br 1 [0,-1,0,-33296,-2327430] 1 2 2B 
+390720 br 2 [0,-1,0,-33241,-2335559] 1 2 2B 
+390720 bs 1 [0,-1,0,-926661,399956661] 0 2 2B 
+390720 bs 2 [0,-1,0,-15492081,23474495025] 0 2 2B 
+390720 bt 1 [0,-1,0,-3256,-65150] 1 2 2B 
+390720 bt 2 [0,-1,0,3399,-303399] 1 2 2B 
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+390720 bu 2 [0,-1,0,-5137820161,-141746131253759] 1 1 5B.4.2 
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+390720 bx 2 [0,-1,0,-59881,-5638775] 0 2 2B 
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+390720 by 2 [0,-1,0,-10400721,10986013521] 0 2 2B 
+390720 bz 1 [0,-1,0,-1101,-12915] 1 2 2B 
+390720 bz 2 [0,-1,0,879,-56079] 1 2 2B 
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+390720 cc 1 [0,-1,0,154795,14848197] 2 2 2B 
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+390720 cd 1 [0,-1,0,-1985,1812417] 1 2 2B 
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+390720 cd 3 [0,-1,0,-3751745,2798286657] 1 2 2B 
+390720 cd 4 [0,-1,0,-451265,-48582975] 1 2 2B 
+390720 ce 1 [0,-1,0,-825,-8973] 0 1 
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+390720 cm 1 [0,-1,0,-21185,-551583] 1 2 2B 
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+390720 cp 1 [0,-1,0,1915,-82275] 1 1 
+390720 cq 1 [0,-1,0,-9505,357697] 1 2 2B 
+390720 cq 2 [0,-1,0,-3585,792225] 1 2 2B 
+390720 cr 1 [0,-1,0,-2053485,-1131938883] 1 2 2B 
+390720 cr 2 [0,-1,0,-2053265,-1132193775] 1 2 2B 
+390720 cs 1 [0,-1,0,-100405,-12212243] 0 1 
+390720 ct 1 [0,-1,0,-4860453665,-130424121822303] 1 1 
+390720 cu 1 [0,-1,0,47295,11119275] 1 1 
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+390720 cv 2 [0,-1,0,-60545,-1462143] 1 1 3B 
+390720 cw 1 [0,-1,0,-2495725,-1520361875] 1 2 2B 
+390720 cw 2 [0,-1,0,-39958225,-97207079375] 1 2 2B 
+390720 cx 1 [0,-1,0,-11085,452925] 2 2 2B 
+390720 cx 2 [0,-1,0,-10865,471537] 2 2 2B 
+390720 cy 1 [0,-1,0,-440,462] 2 2 2B 
+390720 cy 2 [0,-1,0,-5065,140137] 2 2 2B 
+390720 cz 1 [0,-1,0,4575,-1781823] 1 2 2B 
+390720 cz 2 [0,-1,0,-195425,-32141823] 1 4 2Cs 
+390720 cz 3 [0,-1,0,-491425,88685377] 1 2 2B 
+390720 cz 4 [0,-1,0,-3099425,-2099209023] 1 2 2B 
+390720 da 1 [0,-1,0,-9505,-331583] 0 2 2B 
+390720 da 2 [0,-1,0,-29985,1605825] 0 4 2Cs 
+390720 da 3 [0,-1,0,-452385,117258945] 0 4 2B 
+390720 da 4 [0,-1,0,64735,9619137] 0 2 2B 
+390720 db 1 [0,-1,0,-56705,-1866975] 1 2 2B 
+390720 db 2 [0,-1,0,-494785,132798817] 1 4 2Cs 
+390720 db 3 [0,-1,0,-7894785,8540678817] 1 2 2B 
+390720 db 4 [0,-1,0,-104065,336520225] 1 2 2B 
+390720 dc 1 [0,-1,0,-45045,3695277] 1 1 
+390720 dd 1 [0,-1,0,-1058760,379386342] 1 2 2B 
+390720 dd 2 [0,-1,0,-3949385,-2608941783] 1 2 2B 
+390720 de 1 [0,-1,0,-17205,668997] 1 2 2B 
+390720 de 2 [0,-1,0,-256785,50166225] 1 2 2B 
+390720 df 1 [0,-1,0,-1941780065,-32882011499775] 1 2 2B 
+390720 df 2 [0,-1,0,-2576168545,-9559734054143] 1 4 2Cs 
+390720 df 3 [0,-1,0,-25398384225,1549256934650625] 1 2 2B 
+390720 df 4 [0,-1,0,10095831455,-75760796454143] 1 2 2B 
+390720 dg 1 [0,-1,0,-203585,35424225] 1 2 2B 
+390720 dg 2 [0,-1,0,-204865,34957537] 1 4 2Cs 
+390720 dg 3 [0,-1,0,35135,111709537] 1 4 2B 
+390720 dg 4 [0,-1,0,-465345,-71682975] 1 2 2B 
+390720 dh 1 [0,-1,0,0,-30] 0 1 
+390720 di 1 [0,-1,0,-219780,39731310] 0 2 2B 
+390720 di 2 [0,-1,0,-219785,39729417] 0 4 2Cs 
+390720 di 3 [0,-1,0,-203585,45817377] 0 4 2B 
+390720 di 4 [0,-1,0,-236065,33520225] 0 2 2B 
+390720 dj 1 [0,-1,0,-780,-8058] 0 2 2B 
+390720 dj 2 [0,-1,0,-1385,6825] 0 4 2Cs 
+390720 dj 3 [0,-1,0,-17665,908737] 0 2 2B 
+390720 dj 4 [0,-1,0,5215,47745] 0 2 2B 
+390720 dk 1 [0,-1,0,-6082785,-1976867775] 1 1 
+390720 dl 1 [0,-1,0,-445,3775] 1 1 
+390720 dm 1 [0,-1,0,-586465,-151016063] 0 2 2B 
+390720 dm 2 [0,-1,0,929055,-803598975] 0 2 2B 
+390720 dn 1 [0,-1,0,-1985,32865] 1 2 2B 
+390720 dn 2 [0,-1,0,1535,133537] 1 2 2B 
+390720 do 1 [0,-1,0,-155025045,-10975043030643] 0 1 
+390720 dp 1 [0,-1,0,-16225,597985] 1 2 2B 
+390720 dp 2 [0,-1,0,40095,3785697] 1 2 2B 
+390720 dq 1 [0,-1,0,-965,-27675] 0 2 2B 
+390720 dq 2 [0,-1,0,-20945,-1158543] 0 2 2B 
+390720 dr 1 [0,-1,0,-5933025,5570167905] 1 1 3B 
+390720 dr 2 [0,-1,0,7813215,25711094817] 1 1 3B 
+390720 ds 1 [0,-1,0,-154687105,740558757025] 0 2 2B 
+390720 ds 2 [0,-1,0,-154681185,740618268417] 0 2 2B 
+390720 dt 1 [0,-1,0,-445,-93443] 0 2 2B 
+390720 dt 2 [0,-1,0,-33745,-2351183] 0 2 2B 
+390720 du 1 [0,-1,0,-212385,37265217] 0 1 
+390720 dv 1 [0,-1,0,262395,296178525] 0 1 
+390720 dw 1 [0,-1,0,-2184385,-1241882783] 1 1 
+390720 dx 1 [0,-1,0,-725,8277] 1 2 2B 
+390720 dx 2 [0,-1,0,-11825,498897] 1 2 2B 
+390720 dy 1 [0,-1,0,-2740,56110] 0 2 2B 
+390720 dy 2 [0,-1,0,-3145,38857] 0 4 2Cs 
+390720 dy 3 [0,-1,0,10175,270625] 0 4 2B 
+390720 dy 4 [0,-1,0,-22945,-1303583] 0 2 2B 
+390720 dz 1 [0,-1,0,-684485,218212725] 0 2 2B 
+390720 dz 2 [0,-1,0,-10951985,13954074225] 0 2 2B 
+390720 ea 1 [0,-1,0,-3642145,3541509025] 1 2 2B 
+390720 ea 2 [0,-1,0,-63361825,194130895777] 1 4 2Cs 
+390720 ea 3 [0,-1,0,-1013761825,12424068175777] 1 2 2B 
+390720 ea 4 [0,-1,0,-68476705,160958853025] 1 2 2B 
+390720 eb 1 [0,1,0,-29381,1911819] 1 2 2B 
+390720 eb 2 [0,1,0,-7601,4704015] 1 2 2B 
+390720 ec 1 [0,1,0,-59936,5627874] 2 2 2B 
+390720 ec 2 [0,1,0,-59881,5638775] 2 2 2B 
+390720 ed 1 [0,1,0,-1101,12915] 2 2 2B 
+390720 ed 2 [0,1,0,879,56079] 2 2 2B 
+390720 ee 1 [0,1,0,1161779,-956701021] 1 2 2B 
+390720 ee 2 [0,1,0,-10400721,-10986013521] 1 2 2B 
+390720 ef 1 [0,1,0,-31361,-2146785] 1 1 
+390720 eg 1 [0,1,0,-8376961,8705811839] 0 1 5B.4.1 
+390720 eg 2 [0,1,0,-5137820161,141746131253759] 0 1 5B.4.2 
+390720 eh 1 [0,1,0,-9696,-271746] 1 2 2B 
+390720 eh 2 [0,1,0,24679,-1736121] 1 2 2B 
+390720 ei 1 [0,1,0,-926661,-399956661] 1 2 2B 
+390720 ei 2 [0,1,0,-15492081,-23474495025] 1 2 2B 
+390720 ej 1 [0,1,0,-33296,2327430] 1 2 2B 
+390720 ej 2 [0,1,0,-33241,2335559] 1 2 2B 
+390720 ek 1 [0,1,0,-3256,65150] 1 2 2B 
+390720 ek 2 [0,1,0,3399,303399] 1 2 2B 
+390720 el 1 [0,1,0,-1562881,-1749031681] 0 1 
+390720 em 1 [0,1,0,2404,70854] 0 1 
+390720 en 1 [0,1,0,-2421,3187755] 1 2 2B 
+390720 en 2 [0,1,0,-339921,75210255] 1 2 2B 
+390720 eo 1 [0,1,0,-54561,4882239] 0 2 2B 
+390720 eo 2 [0,1,0,-40481,7475775] 0 2 2B 
+390720 ep 1 [0,1,0,-1156,14750] 0 1 
+390720 eq 1 [0,1,0,-1172641,-488368705] 0 2 2B 
+390720 eq 2 [0,1,0,-793761,-808976961] 0 2 2B 
+390720 er 1 [0,1,0,-31681,922175] 1 1 
+390720 es 1 [0,1,0,-3623521,1116268799] 1 1 
+390720 et 1 [0,1,0,-1761,27039] 1 1 
+390720 eu 1 [0,1,0,-2901,-197901] 1 1 
+390720 ev 1 [0,1,0,-1784661,908506539] 2 2 2B 
+390720 ev 2 [0,1,0,-3228081,-771923025] 2 2 2B 
+390720 ew 1 [0,1,0,-18056,-937950] 0 2 2B 
+390720 ew 2 [0,1,0,-11401,-1631401] 0 2 2B 
+390720 ex 1 [0,1,0,-2509836,-1531276290] 0 2 2B 
+390720 ex 2 [0,1,0,-2509881,-1531218681] 0 4 2Cs 
+390720 ex 3 [0,1,0,-2674881,-1318599681] 0 2 2B 
+390720 ex 4 [0,1,0,-2345601,-1740149985] 0 2 2B 
+390720 ey 1 [0,1,0,-1156,-9250] 1 2 2B 
+390720 ey 2 [0,1,0,-16281,-804825] 1 4 2Cs 
+390720 ey 3 [0,1,0,-14081,-1027905] 1 2 2B 
+390720 ey 4 [0,1,0,-260481,-51256545] 1 2 2B 
+390720 ez 1 [0,1,0,34719,-30420225] 1 2 2B 
+390720 ez 2 [0,1,0,-1276001,-536096001] 1 4 2Cs 
+390720 ez 3 [0,1,0,-3303521,1588339455] 1 2 2B 
+390720 ez 4 [0,1,0,-20220001,-35002809601] 1 2 2B 
+390720 fa 1 [0,1,0,23499,1148499] 1 1 
+390720 fb 1 [0,1,0,-2421,-19845] 2 2 2B 
+390720 fb 2 [0,1,0,-20241,1088559] 2 2 2B 
+390720 fc 1 [0,1,0,-40771841,-100198711041] 0 2 2B 
+390720 fc 2 [0,1,0,-45456961,-75743321665] 0 4 2Cs 
+390720 fc 3 [0,1,0,-299498881,1938859912319] 0 4 2Cs 
+390720 fc 4 [0,1,0,133623039,-525126673665] 0 2 2B 
+390720 fc 5 [0,1,0,-4754498881,126182572912319] 0 2 2B 
+390720 fc 6 [0,1,0,90830399,6633818558015] 0 2 2B 
+390720 fd 1 [0,1,0,-3756,83394] 1 2 2B 
+390720 fd 2 [0,1,0,-10601,-314985] 1 4 2Cs 
+390720 fd 3 [0,1,0,26399,-1994785] 1 2 2B 
+390720 fd 4 [0,1,0,-157121,-24021921] 1 2 2B 
+390720 fe 1 [0,1,0,-52321,4574975] 1 1 
+390720 ff 1 [0,1,0,-35461,18820835] 1 1 
+390720 fg 1 [0,1,0,-12321,-6953121] 0 1 
+390720 fh 1 [0,1,0,-172721,-27522225] 0 2 2B 
+390720 fh 2 [0,1,0,-66241,-60978241] 0 2 2B 
+390720 fi 1 [0,1,0,280939,-1978701] 0 1 
+390720 fj 1 [0,1,0,-1001,11415] 1 2 2B 
+390720 fj 2 [0,1,0,479,43679] 1 2 2B 
+390720 fk 1 [0,1,0,479,6719] 1 1 
+390720 fl 1 [0,1,0,219,2619] 0 2 2B 
+390720 fl 2 [0,1,0,-2001,28815] 0 2 2B 
+390720 fm 1 [0,1,0,-1687201,-248107201] 1 2 2B 
+390720 fm 2 [0,1,0,6417279,-1932218145] 1 2 2B 
+390720 fn 1 [0,1,0,-179761,-29395345] 0 2 2B 
+390720 fn 2 [0,1,0,-178881,-29696481] 0 2 2B 
+390720 fo 1 [0,1,0,-798721,-271151521] 1 1 
+390720 fp 1 [0,1,0,-19041,33759] 1 1 
+390720 fq 1 [0,1,0,39837419,-150156483661] 1 1 
+390720 fr 1 [0,1,0,1822019,23688275] 1 2 2B 
+390720 fr 2 [0,1,0,-7290481,182245775] 1 4 2Cs 
+390720 fr 3 [0,1,0,-81216481,280908838175] 1 2 2B 
+390720 fr 4 [0,1,0,-79164481,-270250866625] 1 2 2B 
+390720 fs 1 [0,1,0,-2461,-33661] 0 2 2B 
+390720 fs 2 [0,1,0,-14961,673839] 0 4 2Cs 
+390720 fs 3 [0,1,0,-236961,44319039] 0 2 2B 
+390720 fs 4 [0,1,0,7039,2508639] 0 2 2B 
+390720 ft 1 [0,1,0,-241,-7441] 1 1 3B 
+390720 ft 2 [0,1,0,2159,192719] 1 1 3B 
+390720 fu 1 [0,1,0,-2981,142659] 1 1 
+390720 fv 1 [0,1,0,-34941,-5358141] 1 2 2B 
+390720 fv 2 [0,1,0,-719441,-234939441] 1 4 2Cs 
+390720 fv 3 [0,1,0,-882241,-120881761] 1 2 2B 
+390720 fv 4 [0,1,0,-11508641,-15031248321] 1 2 2B 
+390720 fw 1 [0,1,0,-921841,-363995665] 1 1 
+390720 fx 1 [0,1,0,-17916,917070] 0 2 2B 
+390720 fx 2 [0,1,0,-18041,903495] 0 4 2Cs 
+390720 fx 3 [0,1,0,4159,3003615] 0 2 2B 
+390720 fx 4 [0,1,0,-42241,-2063425] 0 2 2B 
+390720 fy 1 [0,1,0,-4801,-41665] 0 2 2B 
+390720 fy 2 [0,1,0,-43521,3450879] 0 4 2Cs 
+390720 fy 3 [0,1,0,-694721,222644799] 0 2 2B 
+390720 fy 4 [0,1,0,-11841,8399295] 0 2 2B 
+390720 fz 1 [0,1,0,-14816,-734130] 0 1 
+390720 ga 1 [0,1,0,-391841,71279295] 0 1 
+390720 gb 1 [0,1,0,-725,-8277] 2 2 2B 
+390720 gb 2 [0,1,0,-11825,-498897] 2 2 2B 
+390720 gc 1 [0,1,0,-2740,-56110] 2 2 2B 
+390720 gc 2 [0,1,0,-3145,-38857] 2 4 2Cs 
+390720 gc 3 [0,1,0,-22945,1303583] 2 4 2B 
+390720 gc 4 [0,1,0,10175,-270625] 2 2 2B 
+390720 gd 1 [0,1,0,-684485,-218212725] 1 2 2B 
+390720 gd 2 [0,1,0,-10951985,-13954074225] 1 2 2B 
+390720 ge 1 [0,1,0,-3642145,-3541509025] 0 2 2B 
+390720 ge 2 [0,1,0,-63361825,-194130895777] 0 4 2Cs 
+390720 ge 3 [0,1,0,-68476705,-160958853025] 0 2 2B 
+390720 ge 4 [0,1,0,-1013761825,-12424068175777] 0 2 2B 
+390720 gf 1 [0,1,0,262395,-296178525] 1 1 
+390720 gg 1 [0,1,0,-2184385,1241882783] 0 1 
+390720 gh 1 [0,1,0,-212385,-37265217] 1 1 
+390720 gi 1 [0,1,0,-16225,-597985] 0 2 2B 
+390720 gi 2 [0,1,0,40095,-3785697] 0 2 2B 
+390720 gj 1 [0,1,0,-965,27675] 1 2 2B 
+390720 gj 2 [0,1,0,-20945,1158543] 1 2 2B 
+390720 gk 1 [0,1,0,-5933025,-5570167905] 0 1 3B 
+390720 gk 2 [0,1,0,7813215,-25711094817] 0 1 3B 
+390720 gl 1 [0,1,0,-154687105,-740558757025] 1 2 2B 
+390720 gl 2 [0,1,0,-154681185,-740618268417] 1 2 2B 
+390720 gm 1 [0,1,0,-445,93443] 1 2 2B 
+390720 gm 2 [0,1,0,-33745,2351183] 1 2 2B 
+390720 gn 1 [0,1,0,-586465,151016063] 1 2 2B 
+390720 gn 2 [0,1,0,929055,803598975] 1 2 2B 
+390720 go 1 [0,1,0,-1985,-32865] 0 2 2B 
+390720 go 2 [0,1,0,1535,-133537] 0 2 2B 
+390720 gp 1 [0,1,0,-155025045,10975043030643] 1 1 
+390720 gq 1 [0,1,0,-445,-3775] 0 1 
+390720 gr 1 [0,1,0,-6082785,1976867775] 1 1 
+390720 gs 1 [0,1,0,-45045,-3695277] 0 1 
+390720 gt 1 [0,1,0,-1058760,-379386342] 1 2 2B 
+390720 gt 2 [0,1,0,-3949385,2608941783] 1 2 2B 
+390720 gu 1 [0,1,0,-17205,-668997] 0 2 2B 
+390720 gu 2 [0,1,0,-256785,-50166225] 0 2 2B 
+390720 gv 1 [0,1,0,-1941780065,32882011499775] 0 2 2B 
+390720 gv 2 [0,1,0,-2576168545,9559734054143] 0 4 2Cs 
+390720 gv 3 [0,1,0,10095831455,75760796454143] 0 2 2B 
+390720 gv 4 [0,1,0,-25398384225,-1549256934650625] 0 2 2B 
+390720 gw 1 [0,1,0,-203585,-35424225] 0 2 2B 
+390720 gw 2 [0,1,0,-204865,-34957537] 0 4 2Cs 
+390720 gw 3 [0,1,0,-465345,71682975] 0 4 2B 
+390720 gw 4 [0,1,0,35135,-111709537] 0 2 2B 
+390720 gx 1 [0,1,0,0,30] 0 1 
+390720 gy 1 [0,1,0,-219780,-39731310] 0 2 2B 
+390720 gy 2 [0,1,0,-219785,-39729417] 0 4 2Cs 
+390720 gy 3 [0,1,0,-236065,-33520225] 0 4 2B 
+390720 gy 4 [0,1,0,-203585,-45817377] 0 2 2B 
+390720 gz 1 [0,1,0,-780,8058] 0 2 2B 
+390720 gz 2 [0,1,0,-1385,-6825] 0 4 2Cs 
+390720 gz 3 [0,1,0,5215,-47745] 0 2 2B 
+390720 gz 4 [0,1,0,-17665,-908737] 0 2 2B 
+390720 ha 1 [0,1,0,-2495725,1520361875] 2 2 2B 
+390720 ha 2 [0,1,0,-39958225,97207079375] 2 2 2B 
+390720 hb 1 [0,1,0,-11085,-452925] 1 2 2B 
+390720 hb 2 [0,1,0,-10865,-471537] 1 2 2B 
+390720 hc 1 [0,1,0,-440,-462] 0 2 2B 
+390720 hc 2 [0,1,0,-5065,-140137] 0 2 2B 
+390720 hd 1 [0,1,0,4575,1781823] 0 2 2B 
+390720 hd 2 [0,1,0,-195425,32141823] 0 4 2Cs 
+390720 hd 3 [0,1,0,-3099425,2099209023] 0 2 2B 
+390720 hd 4 [0,1,0,-491425,-88685377] 0 2 2B 
+390720 he 1 [0,1,0,-9505,331583] 1 2 2B 
+390720 he 2 [0,1,0,-29985,-1605825] 1 4 2Cs 
+390720 he 3 [0,1,0,64735,-9619137] 1 4 2B 
+390720 he 4 [0,1,0,-452385,-117258945] 1 2 2B 
+390720 hf 1 [0,1,0,-56705,1866975] 0 2 2B 
+390720 hf 2 [0,1,0,-494785,-132798817] 0 4 2Cs 
+390720 hf 3 [0,1,0,-104065,-336520225] 0 2 2B 
+390720 hf 4 [0,1,0,-7894785,-8540678817] 0 2 2B 
+390720 hg 1 [0,1,0,-100405,12212243] 1 1 
+390720 hh 1 [0,1,0,-4860453665,130424121822303] 0 1 
+390720 hi 1 [0,1,0,47295,-11119275] 0 1 
+390720 hj 1 [0,1,0,-35585,-2595585] 0 1 3B 
+390720 hj 2 [0,1,0,-60545,1462143] 0 1 3B 
+390720 hk 1 [0,1,0,1915,82275] 0 1 
+390720 hl 1 [0,1,0,-9505,-357697] 0 2 2B 
+390720 hl 2 [0,1,0,-3585,-792225] 0 2 2B 
+390720 hm 1 [0,1,0,-2053485,1131938883] 0 2 2B 
+390720 hm 2 [0,1,0,-2053265,1132193775] 0 2 2B 
+390720 hn 1 [0,1,0,-21185,551583] 0 2 2B 
+390720 hn 2 [0,1,0,73535,4207775] 0 2 2B 
+390720 ho 1 [0,1,0,300,-6930] 0 1 
+390720 hp 1 [0,1,0,-2465,-79905] 0 1 
+390720 hq 1 [0,1,0,-60445665,160052823423] 0 1 
+390720 hr 1 [0,1,0,-4005,100035] 1 1 
+390720 hs 1 [0,1,0,55,33] 0 1 
+390720 ht 1 [0,1,0,-76865,-7204065] 1 1 
+390720 hu 1 [0,1,0,-94729675265,-1354790903419137] 1 1 
+390720 hv 1 [0,1,0,-225,-1185] 0 1 
+390720 hw 1 [0,1,0,154795,-14848197] 1 2 2B 
+390720 hw 2 [0,1,0,-744305,-130112817] 1 2 2B 
+390720 hx 1 [0,1,0,-1985,-1812417] 0 2 2B 
+390720 hx 2 [0,1,0,-235265,-43476225] 0 4 2Cs 
+390720 hx 3 [0,1,0,-451265,48582975] 0 2 2B 
+390720 hx 4 [0,1,0,-3751745,-2798286657] 0 2 2B 
+390720 hy 1 [0,1,0,-825,8973] 1 1 
+390720 hz 1 [0,1,0,-45,-42525] 0 2 2B 
+390720 hz 2 [0,1,0,-18545,-963825] 0 2 2B 
+390720 ia 1 [0,1,0,-1185,13023] 0 1 
+390720 ib 1 [0,1,0,-8193985,-9030713857] 0 1 
+390722 a 1 [1,1,0,-53907690,-152382703532] 1 1 
+390724 a 1 [0,-1,0,-24430,1477893] 1 1 
+390725 a 1 [1,-1,1,-730,6772] 2 1 
+390726 a 1 [1,-1,0,38946,8300564] 0 1 
+390726 b 1 [1,-1,0,-160974,24890004] 1 1 
+390726 c 1 [1,-1,0,-1626,59156] 1 1 
+390726 d 1 [1,-1,0,651789,-88690379] 0 1 
+390726 e 1 [1,-1,0,-1664343,826816801] 0 1 
+390726 f 1 [1,-1,0,-11328,476440] 1 1 
+390726 g 1 [1,-1,0,-281808,55323904] 0 1 
+390726 h 1 [1,-1,0,285,-25271] 2 1 
+390726 i 1 [1,-1,0,1765755,-2018442483] 1 1 
+390726 j 1 [1,-1,0,-820710,297409972] 1 1 
+390726 k 1 [1,-1,0,-163620,41529424] 2 1 
+390726 l 1 [1,-1,0,-157887,-23739507] 1 1 3B.1.2 
+390726 l 2 [1,-1,0,-1392687,622159677] 1 3 3B.1.1 
+390726 m 1 [1,-1,0,-3222,70132] 2 1 3B 
+390726 m 2 [1,-1,0,-28422,-1805756] 2 1 3B 
+390726 n 1 [1,-1,0,-1332,-9248] 2 1 
+390726 o 1 [1,-1,0,-65277,3302613] 1 1 
+390726 p 1 [1,-1,0,-106452852,422748457424] 1 1 
+390726 q 1 [1,-1,0,-192579,-59517739] 0 1 
+390726 r 1 [1,-1,0,-33966,-2400840] 1 1 
+390726 s 1 [1,-1,0,-492606,-159271596] 1 2 2B 
+390726 s 2 [1,-1,0,-8307126,-9213174468] 1 2 2B 
+390726 t 1 [1,-1,0,-12798,-557852] 1 1 
+390726 u 1 [1,-1,1,-6257,191125] 1 1 
+390726 v 1 [1,-1,1,26671,-713023] 2 1 
+390726 w 1 [1,-1,1,158971,-22893951] 1 1 3B 
+390726 w 2 [1,-1,1,-4054784,-3167392413] 1 1 3B 
+390726 x 1 [1,-1,1,-108716,-13764369] 1 2 2B 
+390726 x 2 [1,-1,1,-91076,-18393105] 1 2 2B 
+390726 y 1 [1,-1,1,69889,-2213305] 0 1 
+390726 z 1 [1,-1,1,-40046,2600525] 1 1 
+390726 ba 1 [1,-1,1,-7286,213077] 0 1 
+390726 bb 1 [1,-1,1,-35951,1148487] 1 1 
+390726 bc 1 [1,-1,1,-21398,2211493] 2 1 
+390726 bd 1 [1,-1,1,-170712653,-858474673675] 0 1 
+390726 be 1 [1,-1,1,-106385,13330433] 2 1 
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+391050 y 1 [1,-1,0,-75537,-3375779] 0 2 2B 
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+391050 bg 2 [1,-1,0,-1448667,671471491] 1 2 2B 
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+391050 bq 3 [1,-1,0,-9455292,11141933616] 1 2 2B 
+391050 bq 4 [1,-1,0,-10823292,-13675818384] 1 2 2B 
+391050 br 1 [1,-1,0,-23255913492,-1365043376737584] 0 1 
+391050 bs 1 [1,-1,0,-672417,212397741] 1 2 2B 
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+391050 bs 3 [1,-1,0,139833,682312491] 1 2 2B 
+391050 bs 4 [1,-1,0,-1565667,-454482009] 1 2 2B 
+391050 bt 1 [1,-1,0,-63567,-192659] 0 2 2B 
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+391050 bt 4 [1,-1,0,-11376567,-14766627659] 0 2 2B 
+391050 bu 1 [1,-1,0,-710947167,7401279281741] 0 1 
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+391050 by 1 [1,-1,0,17938008,-2786653584] 1 1 
+391050 bz 1 [1,-1,0,-6219492,-6054833584] 1 1 
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+391050 ce 1 [1,-1,0,-14933367,-32595287459] 0 1 
+391050 cf 1 [1,-1,0,-229167,-57330259] 1 2 2B 
+391050 cf 2 [1,-1,0,-4021167,-3102306259] 1 2 2B 
+391050 cg 1 [1,-1,0,26433,275341] 0 1 
+391050 ch 1 [1,-1,0,1008,-111834] 0 1 
+391050 ci 1 [1,-1,0,1773,-38219] 1 1 
+391050 cj 1 [1,-1,0,-9822,-372204] 1 1 
+391050 ck 1 [1,-1,0,-16892667,26745648741] 1 2 2B 
+391050 ck 2 [1,-1,0,-270332667,1710854448741] 1 2 2B 
+391050 cl 1 [1,-1,0,-18117,-4428459] 1 1 3B.1.2 
+391050 cl 2 [1,-1,0,161883,114911541] 1 3 3B.1.1 
+391050 cm 1 [1,-1,0,-21867,1231541] 0 2 2B 
+391050 cm 2 [1,-1,0,-44367,-1715959] 0 2 2B 
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+391050 ct 1 [1,-1,0,1008,-5184] 1 1 
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+391050 cw 1 [1,-1,0,-3267,-32859] 0 1 
+391050 cx 1 [1,-1,0,-226467,-42116459] 1 1 
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+391050 da 1 [1,-1,0,-2160792,2619380416] 0 1 
+391050 db 1 [1,-1,0,-4601817,-3798264659] 1 2 2B 
+391050 db 2 [1,-1,0,-4889817,-3295704659] 1 4 2Cs 
+391050 db 3 [1,-1,0,-25139817,45648545341] 1 2 2B 
+391050 db 4 [1,-1,0,10752183,-20079570659] 1 2 2B 
+391050 dc 1 [1,-1,0,-239067,32464341] 1 2 2B 
+391050 dc 2 [1,-1,0,-3519567,2542046841] 1 4 2Cs 
+391050 dc 3 [1,-1,0,-56311317,162659424591] 1 2 2B 
+391050 dc 4 [1,-1,0,-3215817,2998583091] 1 2 2B 
+391050 dd 1 [1,-1,0,-87867,1605541] 0 1 
+391050 de 1 [1,-1,0,2372583,-1282962259] 1 1 
+391050 df 1 [1,-1,0,-1717617,839744541] 0 1 
+391050 dg 1 [1,-1,0,-10886292,-12158126384] 1 2 2B 
+391050 dg 2 [1,-1,0,16761708,-63887534384] 1 2 2B 
+391050 dh 1 [1,-1,0,-454617,-120564959] 0 1 
+391050 di 1 [1,-1,1,-18185,-960883] 1 1 
+391050 dj 1 [1,-1,1,-958205,361193797] 1 2 2B 
+391050 dj 2 [1,-1,1,-850205,445649797] 1 2 2B 
+391050 dk 1 [1,-1,1,-7259630,7531807997] 1 2 2B 
+391050 dk 2 [1,-1,1,-116159630,481900207997] 1 2 2B 
+391050 dl 1 [1,-1,1,-33058406255,-2241089127631753] 1 2 2B 
+391050 dl 2 [1,-1,1,12291225745,-7918409557711753] 1 2 2B 
+391050 dm 1 [1,-1,1,-5661680,-5270219053] 1 1 
+391050 dn 1 [1,-1,1,-3755,-117503] 1 1 
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+391104 bg 3 [0,0,0,-1062238476,13325427150320] 0 4 2Cs 
+391104 bg 4 [0,0,0,-26267916,456104517104] 0 2 2B 
+391104 bg 5 [0,0,0,-16995815436,852827356588016] 0 2 2B 
+391104 bg 6 [0,0,0,-1060545036,13370031682544] 0 2 2B 
+391104 bh 1 [0,0,0,564,-5560] 1 1 
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+391104 bj 1 [0,0,0,-331596,-73700496] 1 1 
+391104 bk 1 [0,0,0,22884,-7687640] 1 1 
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+391104 bn 1 [0,0,0,-3051,59400] 0 2 2B 
+391104 bn 2 [0,0,0,3564,281664] 0 2 2B 
+391104 bo 1 [0,0,0,2004,-553520] 0 2 2B 
+391104 bo 2 [0,0,0,-90156,-10101296] 0 2 2B 
+391104 bp 1 [0,0,0,564,-97904] 1 1 
+391104 bq 1 [0,0,0,564,14096] 1 1 
+391104 br 1 [0,0,0,-5556,634520] 1 1 
+391104 bs 1 [0,0,0,-629436,192209960] 1 1 
+391104 bt 1 [0,0,0,-171111,-25067324] 0 2 2B 
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+391104 bt 3 [0,0,0,-9080076,10530951856] 0 2 2B 
+391104 bt 4 [0,0,0,1116564,842719120] 0 2 2B 
+391104 bu 1 [0,0,0,-117018,15460146] 1 1 
+391104 bv 1 [0,0,0,2592,413856] 0 1 
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+391104 bz 1 [0,0,0,-57900,-5358512] 1 2 2B 
+391104 bz 2 [0,0,0,-70860,-2782064] 1 2 2B 
+391104 ca 1 [0,0,0,19860,1554352] 1 1 
+391104 cb 1 [0,0,0,-47820,3369872] 1 2 2B 
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+391104 di 1 [0,0,0,-339,2200] 1 2 2B 
+391104 di 2 [0,0,0,396,10432] 1 2 2B 
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+391104 dj 2 [0,0,0,-114084,14826240] 2 4 2Cs 
+391104 dj 3 [0,0,0,-1825164,949075920] 2 2 2B 
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+391104 dk 1 [0,0,0,-9682284,11597658032] 0 1 
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+391104 dq 2 [0,0,0,-84684,169360] 0 4 2Cs 
+391104 dq 3 [0,0,0,338676,1354768] 0 2 2B 
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+391104 dr 1 [0,0,0,-8139,282620] 0 2 2B 
+391104 dr 2 [0,0,0,-8004,292448] 0 2 2B 
+391104 ds 1 [0,0,0,-8139,-282620] 1 2 2B 
+391104 ds 2 [0,0,0,-8004,-292448] 1 2 2B 
+391104 dt 1 [0,0,0,-51204,4236608] 1 2 2B 
+391104 dt 2 [0,0,0,36276,17218640] 1 2 2B 
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+391104 du 2 [0,0,0,-84684,-169360] 0 4 2Cs 
+391104 du 3 [0,0,0,-922764,340091120] 0 2 2B 
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+391104 ea 1 [0,0,0,-339,-2200] 0 2 2B 
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+391104 ek 1 [0,0,0,-540190668,4831769676400] 0 2 2B 
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+391158 j 1 [1,-1,1,328,-277] 1 1 
+391158 k 1 [1,-1,1,8131,4243461] 0 2 2B 
+391158 k 2 [1,-1,1,-348989,76953093] 0 2 2B 
+391158 l 1 [1,-1,1,-164,-11069] 1 2 2B 
+391158 l 2 [1,-1,1,-8534,-298997] 1 2 2B 
+391160 a 1 [0,0,0,27917,1164718] 1 1 
+391160 b 1 [0,1,0,38864,-2551440] 0 2 2B 
+391160 b 2 [0,1,0,-210056,-23659856] 0 2 2B 
+391160 c 1 [0,1,0,560,-8592] 0 2 2B 
+391160 c 2 [0,1,0,-4520,-98000] 0 2 2B 
+391160 d 1 [0,1,0,-14466200,-22606640000] 0 2 2B 
+391160 d 2 [0,1,0,-235756080,-1393364672672] 0 2 2B 
+391160 e 1 [0,1,0,674900,74137248] 1 2 2B 
+391160 e 2 [0,1,0,-2873480,607813600] 1 2 2B 
+391160 f 1 [0,0,0,-223,-222] 2 2 2B 
+391160 f 2 [0,0,0,877,-1762] 2 2 2B 
+391160 g 1 [0,0,0,-27523,-773778] 0 2 2B 
+391160 g 2 [0,0,0,97477,-5848778] 0 2 2B 
+391160 h 1 [0,0,0,-9463,-317238] 0 2 2B 
+391160 h 2 [0,0,0,-146963,-21684738] 0 2 2B 
+391160 i 1 [0,0,0,-50858,-1258707] 1 4 2B 
+391160 i 2 [0,0,0,-639103,-196438398] 1 4 2Cs 
+391160 i 3 [0,0,0,-467603,-304243298] 1 2 2B 
+391160 i 4 [0,0,0,-10222523,-12580133722] 1 2 2B 
+391160 j 1 [0,0,0,-33717487,-75053949966] 2 2 2B 
+391160 j 2 [0,0,0,-16529987,-151500512466] 2 2 2B 
+391160 k 1 [0,0,0,-3547,79014] 0 2 2B 
+391160 k 2 [0,0,0,-8627,-198354] 0 2 2B 
+391160 l 1 [0,0,0,1033,54346] 0 2 2B 
+391160 l 2 [0,0,0,-16747,776214] 0 2 2B 
+391160 m 1 [0,0,0,-16244088727,796085469506346] 0 2 2B 
+391160 m 2 [0,0,0,-259833726227,50979009767358846] 0 2 2B 
+391160 n 1 [0,0,0,-14887,-697734] 0 2 2B 
+391160 n 2 [0,0,0,-20387,-135634] 0 2 2B 
+391160 o 1 [0,1,0,23904,320480] 1 1 
+391160 p 1 [0,1,0,-9800,370160] 0 1 
+391160 q 1 [0,-1,0,-59416,-45007284] 1 1 
+391160 r 1 [0,-1,0,-526680,459575900] 0 2 2B 
+391160 r 2 [0,-1,0,-12723760,17442790092] 0 2 2B 
+391160 s 1 [0,-1,0,8412480,20321465900] 0 1 
+391160 t 1 [0,0,0,-815923,283344878] 0 1 
+391161 a 1 [0,1,1,-108190,-5470532] 1 1 
+391161 b 1 [0,-1,1,-327,-2176] 0 1 
+391161 c 1 [1,1,0,20792,5212789] 1 1 
+391162 a 1 [1,-1,0,-626,9940] 1 1 
+391164 a 1 [0,-1,0,-893,10098] 1 2 2B 
+391164 a 2 [0,-1,0,-14108,649704] 1 2 2B 
+391166 a 1 [1,0,1,12704,-1054290] 1 1 
+391166 b 1 [1,1,0,-21338236,14891688656] 0 1 
+391166 c 1 [1,1,0,-264,832] 2 1 
+391167 a 1 [0,0,1,-50421,2752146] 0 1 
+391167 b 1 [0,0,1,-7371,-243574] 1 1 
+391167 c 1 [0,0,1,-1029,-8024] 2 1 
+391167 d 1 [0,0,1,-361179,83545796] 1 1 
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+391167 f 1 [1,-1,1,-26249,1661762] 2 1 
+391167 g 1 [1,-1,1,4180,-343906] 2 2 2B 
+391167 g 2 [1,-1,1,-55355,-4558984] 2 2 2B 
+391167 h 1 [1,-1,1,35491,2180378] 1 1 
+391167 i 1 [1,-1,0,-2655,81108] 0 1 
+391167 j 1 [1,-1,0,3470220,5482917243] 0 2 2B 
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+391167 k 1 [0,0,1,-14007,639441] 1 1 
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+391167 n 1 [0,0,1,-686343,-219328349] 1 1 
+391170 a 1 [1,1,0,-1691898,1000719252] 1 2 2B 
+391170 a 2 [1,1,0,-28418618,58297461588] 1 4 2Cs 
+391170 a 3 [1,1,0,-454693618,3731679646588] 1 2 2B 
+391170 a 4 [1,1,0,-29771138,52441320492] 1 2 2B 
+391170 b 1 [1,1,0,-165308,25807398] 2 1 
+391170 c 1 [1,1,0,-1873798,194565652] 1 1 
+391170 d 1 [1,1,0,-11258,-391788] 1 1 
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+391170 i 1 [1,1,0,-58603,-5483543] 0 2 2B 
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+391170 j 1 [1,1,0,-20166003,34847623557] 0 1 
+391170 k 1 [1,1,0,338,14254] 1 1 
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+391170 q 1 [1,0,1,-5109,178096] 2 2 2B 
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+391170 r 1 [1,0,1,-3284,-71224] 2 1 
+391170 s 1 [1,0,1,112450721,21579738482] 2 1 
+391170 t 1 [1,0,1,-20319,-1225358] 0 1 
+391170 u 1 [1,0,1,-1484809,-4180244404] 2 2 2B 
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+391170 v 1 [1,0,1,164501,-2065834] 1 1 
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+391170 x 1 [1,0,1,-5169,886876] 1 1 
+391170 y 1 [1,0,1,-433910264,-3441532073314] 0 1 
+391170 z 1 [1,0,1,-52624,-4681954] 0 2 2B 
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+391170 ba 1 [1,0,1,-1773,-54872] 0 1 
+391170 bb 1 [1,0,1,-14573,-20422744] 0 2 2B 
+391170 bb 2 [1,0,1,-1212653,-508760152] 0 2 2B 
+391170 bc 1 [1,0,1,-12158,195056] 1 2 2B 
+391170 bc 2 [1,0,1,-104638,-12900112] 1 4 2Cs 
+391170 bc 3 [1,0,1,-19638,-33232112] 1 2 2B 
+391170 bc 4 [1,0,1,-1669318,-830288944] 1 2 2B 
+391170 bd 1 [1,0,1,382,-2194] 1 1 
+391170 be 1 [1,1,1,50104,1371593] 1 2 2B 
+391170 be 2 [1,1,1,-211016,10980809] 1 2 2B 
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+391170 bg 1 [1,1,1,-4416,-112671] 2 2 2B 
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+391170 bg 3 [1,1,1,-132256,18451169] 2 2 2B 
+391170 bg 4 [1,1,1,31264,1430753] 2 2 2B 
+391170 bh 1 [1,1,1,-9363816,-11032716387] 0 1 
+391170 bi 1 [1,1,1,-4165081,-3262928281] 2 2 2B 
+391170 bi 2 [1,1,1,-6128601,124536423] 2 2 2B 
+391170 bj 1 [1,1,1,193559,-52148137] 0 1 
+391170 bk 1 [1,1,1,-386,-2041] 0 1 
+391170 bl 1 [1,1,1,-24237445,45880064267] 1 1 
+391170 bm 1 [1,1,1,-3885,91587] 1 1 
+391170 bn 1 [1,0,0,-1195151,505040505] 2 1 
+391170 bo 1 [1,0,0,-9036911,10461009585] 1 3 3B.1.1 
+391170 bo 2 [1,0,0,7941499,43339911231] 1 1 3B.1.2 
+391170 bp 1 [1,0,0,-6966,61020] 1 3 3B.1.1 
+391170 bp 2 [1,0,0,-327756,-72248514] 1 1 3B.1.2 
+391170 bq 1 [1,0,0,2398344,57408659520] 1 1 
+391170 br 1 [1,0,0,-18958756,-31774849264] 1 1 
+391170 bs 1 [1,0,0,-97481,11687961] 1 2 2B 
+391170 bs 2 [1,0,0,-129481,3348761] 1 4 2Cs 
+391170 bs 3 [1,0,0,507719,26670281] 1 2 2B 
+391170 bs 4 [1,0,0,-1278681,-553553559] 1 2 2B 
+391170 bt 1 [1,0,0,-885210086,13148377970916] 1 1 
+391170 bu 1 [1,0,0,-59176,5518400] 1 1 
+391170 bv 1 [1,0,0,2054,185540] 1 1 
+391170 bw 1 [1,0,0,-272027466,1676233416996] 1 1 
+391170 bx 1 [1,0,0,119,1445] 0 1 
+391170 by 1 [1,0,0,-318175,69052217] 1 1 
+391170 bz 1 [1,0,0,-4080,93342] 0 1 
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+391170 cb 1 [1,0,0,-62169315,-133634790783] 2 3 3B.1.1 
+391170 cb 2 [1,0,0,-4615600515,-120695699774943] 2 1 3B.1.2 
+391170 cc 1 [1,0,0,-17335,4730537] 0 4 2B 
+391170 cc 2 [1,0,0,-542215,153061625] 0 8 2Cs 
+391170 cc 3 [1,0,0,-8666515,9819353765] 0 4 2B 
+391170 cc 4 [1,0,0,-815995,-17941363] 0 4 2Cs 
+391170 cc 5 [1,0,0,3256775,-142568125] 0 2 2B 
+391170 cc 6 [1,0,0,-9269245,-10836410713] 0 2 2B 
+391170 cd 1 [1,0,0,-23989000,45473228432] 1 1 
+391170 ce 1 [1,0,0,-68885,-6521985] 1 1 
+391170 cf 1 [1,0,0,-2575125,-1471570335] 1 1 
+391170 cg 1 [1,0,0,1910,-15808] 0 2 2B 
+391170 cg 2 [1,0,0,-8620,-135850] 0 2 2B 
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+391171 a 1 [0,-1,1,-515125894,-4499887064038] 0 1 
+391171 b 1 [1,1,0,-100591,-12355198] 1 1 
+391173 a 1 [1,0,0,81,-9720] 1 2 2B 
+391173 a 2 [1,0,0,-6374,-191751] 1 2 2B 
+391174 a 1 [1,1,1,357,10729] 2 1 
+391174 b 1 [1,0,0,-8509,323185] 2 1 
+391174 c 1 [1,1,1,-5023,-138683] 1 1 
+391176 a 1 [0,0,0,-21939,1250926] 0 1 
+391176 b 1 [0,0,0,-197451,-33775002] 1 1 
+391178 a 1 [1,-1,0,-451,3541] 1 1 
+391178 b 1 [1,1,0,-75,223] 0 1 
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+391179 a 1 [0,-1,1,-446,3788] 1 1 
+391179 b 1 [1,1,0,-10249,-347168] 0 2 2B 
+391179 b 2 [1,1,0,-44694,3283335] 0 4 2Cs 
+391179 b 3 [1,1,0,-696659,223517112] 0 2 2B 
+391179 b 4 [1,1,0,56151,16090650] 0 2 2B 
+391181 a 1 [1,-1,1,53954,4555066] 0 1 
+391181 b 1 [0,1,1,-4429,111980] 1 3 3B.1.1 
+391181 b 2 [0,1,1,-8939,-155955] 1 1 3B.1.2 
+391181 c 1 [0,0,1,-3290474,-2293822003] 1 1 
+391181 d 1 [0,0,1,-2939,-61327] 0 1 
+391184 a 1 [0,0,0,155,-641] 1 1 
+391184 b 1 [0,0,0,-5299,166386] 2 1 
+391184 c 1 [0,-1,0,-31048,2197488] 1 2 2B 
+391184 c 2 [0,-1,0,-502088,137103344] 1 2 2B 
+391186 a 1 [1,0,1,-745,7756] 0 1 
+391187 a 1 [1,-1,1,-83731,-9278888] 1 1 
+391188 a 1 [0,-1,0,-2149,-38063] 1 1 
+391188 b 1 [0,1,0,139,-57] 1 1 
+391188 c 1 [0,1,0,-140,-108] 0 1 
+391190 a 1 [1,1,1,3754,105043] 0 1 
+391191 a 1 [1,0,0,-9432,353295] 0 1 
+391191 b 1 [0,1,1,-193517,-33162850] 1 1 
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+391193 c 1 [1,0,1,-663,8897] 3 1 
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+391193 g 1 [1,0,1,-132740,16747003] 1 1 
+391194 a 1 [1,-1,0,-291591,-6394448579] 0 1 
+391194 b 1 [1,-1,0,855,-783] 1 1 
+391194 c 1 [1,-1,1,-2246,51945] 0 1 
+391194 d 1 [1,-1,1,-18851,1004663] 0 1 
+391195 a 1 [1,0,0,-55,-140] 1 1 
+391195 b 1 [0,0,1,-427222,-107452555] 0 1 
+391195 c 1 [0,1,1,-35,-26] 0 1 
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+391196 a 1 [0,0,0,-61,193] 1 1 
+391196 b 1 [0,-1,0,398,-9835] 1 1 
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+391196 e 1 [0,1,0,130,581] 0 1 
+391200 a 1 [0,-1,0,-958,-29588] 2 1 
+391200 b 1 [0,-1,0,67,-14763] 1 1 
+391200 c 1 [0,-1,0,-38,252] 1 1 
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+391200 j 1 [0,-1,0,682,11232] 0 2 2B 
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+391200 k 1 [0,-1,0,-37133,-2766363] 1 1 
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+391200 q 1 [0,-1,0,-220058,-39654888] 0 4 2Cs 
+391200 q 2 [0,-1,0,-240433,-31851263] 0 2 2B 
+391200 q 3 [0,-1,0,-199808,-47268888] 0 2 2B 
+391200 q 4 [0,-1,0,-3520808,-2541623388] 0 2 2B 
+391200 r 1 [0,-1,0,-4008,87012] 2 1 
+391200 s 1 [0,-1,0,-4158,-101688] 0 2 2B 
+391200 s 2 [0,-1,0,-5408,-34188] 0 2 2B 
+391200 t 1 [0,-1,0,-330058,73095112] 1 2 2B 
+391200 t 2 [0,-1,0,-329808,73211112] 1 2 2B 
+391200 u 1 [0,-1,0,-3658,-79688] 1 2 2B 
+391200 u 2 [0,-1,0,2592,-329688] 1 2 2B 
+391200 v 1 [0,-1,0,-85408,9635812] 1 1 
+391200 w 1 [0,-1,0,-600871933,-6224256370763] 1 1 
+391200 x 1 [0,-1,0,-16258,-792488] 1 2 2B 
+391200 x 2 [0,-1,0,-15633,-856863] 1 2 2B 
+391200 y 1 [0,1,0,-16258,792488] 2 2 2B 
+391200 y 2 [0,1,0,-15633,856863] 2 2 2B 
+391200 z 1 [0,1,0,-600871933,6224256370763] 0 1 
+391200 ba 1 [0,1,0,-85408,-9635812] 0 1 
+391200 bb 1 [0,1,0,-330058,-73095112] 0 2 2B 
+391200 bb 2 [0,1,0,-329808,-73211112] 0 2 2B 
+391200 bc 1 [0,1,0,-3658,79688] 0 2 2B 
+391200 bc 2 [0,1,0,2592,329688] 0 2 2B 
+391200 bd 1 [0,1,0,-4158,101688] 0 2 2B 
+391200 bd 2 [0,1,0,-5408,34188] 0 2 2B 
+391200 be 1 [0,1,0,-4008,-87012] 1 1 
+391200 bf 1 [0,1,0,17042,1438088] 1 2 2B 
+391200 bf 2 [0,1,0,-134833,15562463] 1 2 2B 
+391200 bg 1 [0,1,0,-220058,39654888] 1 4 2Cs 
+391200 bg 2 [0,1,0,-3520808,2541623388] 1 2 2B 
+391200 bg 3 [0,1,0,-199808,47268888] 1 2 2B 
+391200 bg 4 [0,1,0,-240433,31851263] 1 2 2B 
+391200 bh 1 [0,1,0,7342,-114012] 1 1 
+391200 bi 1 [0,1,0,-18333,1017963] 1 1 
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+391200 bl 1 [0,1,0,183542,14618588] 1 1 
+391200 bm 1 [0,1,0,682,-11232] 0 2 2B 
+391200 bm 2 [0,1,0,-5393,-126657] 0 2 2B 
+391200 bn 1 [0,1,0,-1933,32123] 2 1 
+391200 bo 1 [0,1,0,-14813,1459563] 2 1 
+391200 bp 1 [0,1,0,-370333,-183186037] 1 1 
+391200 bq 1 [0,1,0,-48333,-4112037] 0 1 
+391200 br 1 [0,1,0,-8,-3012] 1 1 
+391200 bs 1 [0,1,0,1240467,-523246437] 0 1 
+391200 bt 1 [0,1,0,-38,-252] 0 1 
+391200 bu 1 [0,1,0,-958,29588] 1 1 
+391200 bv 1 [0,1,0,67,14763] 0 1 
+391202 a 1 [1,0,1,-77851,-8578638] 0 2 2B 
+391202 a 2 [1,0,1,-1254341,-540822714] 0 2 2B 
+391202 b 1 [1,-1,0,433,877] 0 2 2B 
+391202 b 2 [1,-1,0,-1807,8493] 0 2 2B 
+391202 c 1 [1,1,1,-64918,2907795] 2 1 
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+391204 a 1 [0,0,0,-17879,-974354] 1 1 
+391204 b 1 [0,0,0,-58103,7663694] 1 1 
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+391204 f 1 [0,0,0,112,685] 1 2 2B 
+391204 f 2 [0,0,0,-823,7230] 1 2 2B 
+391204 g 1 [0,1,0,-18092,-34728892] 1 1 
+391204 h 1 [0,-1,0,-52,-264] 1 1 
+391204 i 1 [0,-1,0,-28564,-1848648] 1 1 
+391206 a 1 [1,0,0,-15814,764516] 1 1 
+391207 a 1 [1,1,0,-25691,-1595464] 1 2 2B 
+391207 a 2 [1,1,0,-23046,-1933495] 1 2 2B 
+391208 a 1 [0,1,0,-16,336] 2 1 
+391209 a 1 [0,1,1,-20860,1069780] 3 1 
+391209 b 1 [0,-1,1,-4143209,-3202903171] 1 1 
+391209 c 1 [0,-1,1,-313,2214] 2 1 
+391210 a 1 [1,1,1,-1247825,-4692097233] 1 1 
+391210 b 1 [1,1,1,-184975,136676235] 1 1 
+391210 c 1 [1,-1,1,927,-2803] 1 2 2B 
+391210 c 2 [1,-1,1,-3823,-19903] 1 2 2B 
+391210 d 1 [1,-1,1,-106241637,-421466225251] 1 2 2B 
+391210 d 2 [1,-1,1,-106651237,-418052291171] 1 2 2B 
+391210 e 1 [1,-1,1,-822,9269] 0 2 2B 
+391210 e 2 [1,-1,1,-922,6949] 0 2 2B 
+391210 f 1 [1,0,0,674,-9980] 0 3 3B.1.1 
+391210 f 2 [1,0,0,-23466,-1390504] 0 1 3B.1.2 
+391211 a 1 [0,0,1,-4,30] 2 1 
+391212 a 1 [0,0,0,-912,10820] 1 1 
+391213 a 1 [1,-1,1,-1,30] 2 1 
+391215 a 1 [0,1,1,-1551,35480] 1 1 
+391216 a 1 [0,1,0,-1731,-30164] 1 1 
+391216 b 1 [0,1,0,-170144,26962564] 1 1 
+391216 c 1 [0,-1,0,-40745329,-100092786835] 1 1 
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+391216 g 1 [0,0,0,196,-1029] 1 1 
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+391690 j 1 [1,0,0,-139811,-10767359] 2 1 
+391690 k 1 [1,0,0,-17960,913600] 2 1 
+391690 l 1 [1,0,0,233045,-106291023] 1 6 2B 3B.1.1 
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+391690 l 3 [1,0,0,-11984555,-15993793103] 1 2 2B 3B.1.2 
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+391690 r 1 [1,0,0,-2996,656] 0 3 3B.1.1 
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+391690 s 1 [1,0,0,-33250,-2076248] 0 1 
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+391690 u 1 [1,0,0,1270700,1410970000] 1 1 
+391692 a 1 [0,-1,0,-12444,-530568] 1 1 
+391692 b 1 [0,1,0,-85,359] 0 1 
+391692 c 1 [0,1,0,-769076,-259854924] 0 1 
+391692 d 1 [0,1,0,847,75852] 1 2 2B 
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+391695 a 1 [0,1,1,-1046,2666] 1 1 
+391695 b 1 [1,1,1,-6255,-196500] 0 1 
+391695 c 1 [1,1,0,-8498138,9531745143] 0 2 2B 
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+391698 a 1 [1,-1,0,-207,5485] 3 1 
+391698 b 1 [1,-1,0,-563076,-173885616] 0 1 
+391698 c 1 [1,-1,1,499,-6735] 0 2 2B 
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+391698 d 1 [1,-1,1,1030,-709] 0 1 3B.1.2 
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+391699 a 1 [0,0,1,-25919,-33984538] 1 1 
+391699 b 1 [0,0,1,-26,59] 1 1 
+391699 c 1 [1,-1,0,133,-682] 1 1 
+391700 a 1 [0,0,0,374825,32450750] 1 1 
+391701 a 1 [1,1,1,361,-3148] 1 1 
+391703 a 1 [0,0,1,-155,760] 1 1 
+391704 a 1 [0,-1,0,-8340,297396] 2 1 
+391704 b 1 [0,-1,0,5,-44] 2 1 
+391704 c 1 [0,-1,0,-6199,193468] 1 1 
+391704 d 1 [0,1,0,-499,5342] 2 1 
+391707 a 1 [1,-1,1,-50576,4362032] 2 1 
+391709 a 1 [1,1,0,-101,206] 0 1 
+391710 a 1 [1,1,0,-113,-1227] 0 1 
+391710 b 1 [1,1,0,-4658,110112] 1 2 2B 
+391710 b 2 [1,1,0,-16528,-699422] 1 2 2B 
+391710 c 1 [1,1,0,-6798,-218592] 1 2 2B 
+391710 c 2 [1,1,0,-6768,-220578] 1 2 2B 
+391710 d 1 [1,1,0,-241522,-45891404] 0 1 
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+391710 f 1 [1,1,1,544,-12031] 2 1 
+391710 g 1 [1,1,1,-35880,2651277] 1 1 
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+391710 i 1 [1,0,0,-12651,548145] 1 2 2B 
+391710 i 2 [1,0,0,-202571,35075601] 1 2 2B 
+391710 j 1 [1,0,0,1410,213252] 1 2 2B 
+391710 j 2 [1,0,0,-46070,3660300] 1 2 2B 
+391712 a 1 [0,0,0,-163,-810] 0 1 
+391712 b 1 [0,0,0,-163,810] 1 1 
+391713 a 1 [1,1,1,-59203052,-82113164116] 0 4 2B 
+391713 a 2 [1,1,1,-799382497,-8695137257914] 0 4 2Cs 
+391713 a 3 [1,1,1,-653317662,-11971546784766] 0 2 2B 
+391713 a 4 [1,1,1,-12788318452,-556637466145234] 0 2 2B 
+391713 b 1 [0,-1,1,-477,4637] 3 1 
+391713 c 1 [1,1,0,-6792,235485] 0 1 
+391713 d 1 [1,1,0,340,-27261] 1 2 2B 
+391713 d 2 [1,1,0,-11825,-482232] 1 2 2B 
+391714 a 1 [1,1,0,-16739766,-26356386220] 1 2 2B 
+391714 a 2 [1,1,0,-19699126,-16399323564] 1 2 2B 
+391714 b 1 [1,0,0,-3739,84945] 3 2 2B 
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+391715 a 1 [0,1,1,4,31] 1 1 
+391716 a 1 [0,0,0,81,-666] 1 1 
+391716 b 1 [0,0,0,1161,-16434] 1 3 3B.1.1 
+391716 b 2 [0,0,0,-32319,-2250666] 1 1 3B.1.2 
+391716 c 1 [0,0,0,-597879,-177963186] 1 1 
+391716 d 1 [0,0,0,729,-22194] 1 1 
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+391716 g 1 [0,0,0,81,822] 1 1 
+391716 h 1 [0,0,0,729,17982] 1 1 
+391716 i 1 [0,0,0,-3591,83358] 1 3 3B.1.1 
+391716 i 2 [0,0,0,10449,443718] 1 1 3B.1.2 
+391716 j 1 [0,0,0,-5380911,4805006022] 1 1 
+391719 a 1 [1,1,0,-12,-1935] 2 1 
+391720 a 1 [0,-1,0,-2016,44716] 1 1 
+391720 b 1 [0,-1,0,-2616,-72884] 1 1 
+391720 c 1 [0,0,0,-40367,3243826] 0 4 2B 
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+391720 c 3 [0,0,0,-10445867,12994657926] 0 2 2B 
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+391720 d 1 [0,1,0,-770385,260035283] 2 1 
+391720 e 1 [0,1,0,160,800] 1 1 
+391720 f 1 [0,-1,0,-1575,12152] 0 2 2B 
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+391721 a 1 [0,0,1,-389,-2955] 0 1 
+391722 a 1 [1,1,0,-27753,1469445] 1 1 
+391722 b 1 [1,0,1,-9037,71576] 1 1 
+391722 c 1 [1,0,1,-96,-356] 0 1 
+391722 d 1 [1,1,1,-66470,-6622621] 1 1 
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+391725 a 1 [0,0,1,-135,3206] 1 1 
+391725 b 1 [0,0,1,-375,-14844] 1 1 
+391725 c 1 [1,-1,1,-41180,3225822] 2 2 2B 
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+391725 d 1 [0,0,1,-7252385700,-237722046123344] 0 1 
+391725 e 1 [0,0,1,-46200,-3829469] 0 1 
+391725 f 1 [1,-1,0,-79317,30807216] 1 2 2B 
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+391725 g 1 [1,-1,0,-1647,26136] 2 2 2B 
+391725 g 2 [1,-1,0,-1872,18711] 2 2 2B 
+391725 h 1 [0,0,1,-15,-119] 1 1 
+391725 i 1 [0,0,1,-3375,400781] 1 1 
+391728 a 1 [0,-1,0,-3744,71424] 2 2 2B 
+391728 a 2 [0,-1,0,-19104,-948480] 2 2 2B 
+391728 b 1 [0,-1,0,-2792,57600] 1 2 2B 
+391728 b 2 [0,-1,0,-3872,10080] 1 2 2B 
+391728 c 1 [0,1,0,-3104,-64524] 0 2 2B 
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+391728 d 1 [0,1,0,-69,-4365] 0 1 
+391729 a 1 [1,0,1,-26,117] 3 1 
+391730 a 1 [1,-1,0,-261584,-51466160] 1 1 
+391730 b 1 [1,-1,0,76,208] 1 1 
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+391730 e 1 [1,0,0,3278190,-1719611900] 0 3 3B.1.1 
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+391730 f 1 [1,0,0,85,-2383] 1 1 
+391731 a 1 [1,0,0,-774,7857] 1 1 
+391731 b 1 [0,-1,1,203,-192] 0 1 
+391731 c 1 [0,-1,1,18,-127] 0 1 
+391732 a 1 [0,0,0,-224,-4492] 0 1 
+391732 b 1 [0,0,0,-520,3716] 1 1 
+391734 a 1 [1,-1,0,69,-47349] 2 1 
+391734 b 1 [1,-1,0,-33,1025] 2 1 
+391734 c 1 [1,-1,0,55638,-31991180] 0 2 2B 
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+391734 d 1 [1,-1,0,-33024,2318176] 2 1 
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+391734 h 1 [1,-1,1,-725,2065709] 0 2 2B 
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+391734 i 1 [1,-1,1,-99509,18867021] 1 4 2B 
+391734 i 2 [1,-1,1,-1828229,951684333] 1 4 2Cs 
+391734 i 3 [1,-1,1,-29249609,60894821013] 1 2 2B 
+391734 i 4 [1,-1,1,-2066369,688110981] 1 2 2B 
+391734 j 1 [1,-1,1,619,1277803] 1 1 
+391735 a 1 [0,-1,1,70,228] 1 1 
+391735 b 1 [0,0,1,-187,1040] 2 1 
+391740 a 1 [0,1,0,-545,-5100] 0 1 
+391742 a 1 [1,0,1,-20284,-1631862] 1 1 
+391742 b 1 [1,0,1,-2110,-37776] 1 2 2B 
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+391742 c 1 [1,1,0,43092,-6474320] 0 1 5B.4.1 
+391742 c 2 [1,1,0,-13860538,-19867568950] 0 1 5B.4.2 
+391742 d 1 [1,-1,0,-3204863,-2959589619] 0 2 2B 
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+391742 e 1 [1,0,1,73147,-4771856] 2 1 
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+391742 g 1 [1,0,0,-356509,-82636815] 1 2 2B 
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+391742 h 1 [1,1,1,1433,34419] 1 1 
+391742 i 1 [1,0,0,12361924,-10496129008] 0 1 
+391742 j 1 [1,1,1,-33212,-8376035] 0 1 
+391744 a 1 [0,0,0,-11116,-2827184] 1 1 
+391744 b 1 [0,-1,0,287,1889] 1 1 
+391744 c 1 [0,0,0,-6796,176880] 0 2 2B 
+391744 c 2 [0,0,0,13684,1037040] 0 2 2B 
+391744 d 1 [0,0,0,-6796,-176880] 1 2 2B 
+391744 d 2 [0,0,0,13684,-1037040] 1 2 2B 
+391744 e 1 [0,1,0,287,-1889] 0 1 
+391744 f 1 [0,0,0,-11116,2827184] 0 1 
+391746 a 1 [1,0,1,-6705,210772] 2 1 
+391746 b 1 [1,1,1,86677,-7355815] 1 1 
+391748 a 1 [0,-1,0,-2658,53645] 1 1 
+391749 a 1 [0,-1,1,-12100,152700] 1 1 
+391752 a 1 [0,0,0,-2415,51554] 1 1 
+391752 b 1 [0,0,0,64050,-11481163] 1 1 
+391752 c 1 [0,0,0,141,39022] 1 1 
+391754 a 1 [1,-1,1,-1786,29369] 0 1 
+391755 a 1 [0,-1,1,-2893956,-2231534194] 0 1 
+391755 b 1 [0,-1,1,-44606,3825506] 0 1 
+391755 c 1 [0,-1,1,390,3279296] 2 1 
+391755 d 1 [0,-1,1,-11210670,-14790306112] 1 1 
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+391755 g 1 [0,1,1,-549322846,5074173642010] 1 1 
+391755 h 1 [0,1,1,18114,-1084534] 0 1 
+391755 i 1 [0,1,1,-33826,2330080] 2 1 
+391755 j 1 [0,1,1,-2185710,-1307777236] 1 1 
+391755 k 1 [1,1,1,1224,1224] 1 2 2B 
+391755 k 2 [1,1,1,-4901,3674] 1 4 2Cs 
+391755 k 3 [1,1,1,-55126,4945814] 1 2 2B 
+391755 k 4 [1,1,1,-52676,-4659166] 1 2 2B 
+391755 l 1 [1,1,1,-9568721,-12136942546] 0 2 2B 
+391755 l 2 [1,1,1,-155846216,-748907429362] 0 2 2B 
+391755 m 1 [1,1,1,245979,-10156182] 1 2 2B 
+391755 m 2 [1,1,1,-1009646,-83484682] 1 2 2B 
+391755 n 1 [1,1,1,-2325,-44640] 1 1 
+391755 o 1 [1,1,1,-185270,-71501830] 1 2 2B 
+391755 o 2 [1,1,1,-3953125,-3023993008] 1 2 2B 
+391755 p 1 [1,1,1,-117650,15608900] 1 1 
+391755 q 1 [1,1,1,-67180,8625812] 1 2 2B 
+391755 q 2 [1,1,1,-1159635,480129390] 1 2 2B 
+391755 r 1 [1,1,1,138104245,361976105000] 1 2 2B 
+391755 r 2 [1,1,1,-646661380,3115561730000] 1 2 2B 
+391755 s 1 [1,0,0,4164,42615] 2 2 2B 
+391755 s 2 [1,0,0,-18131,350286] 2 2 2B 
+391755 t 1 [1,0,0,66884,-10896145] 1 2 2B 
+391755 t 2 [1,0,0,-521361,-118074384] 1 4 2Cs 
+391755 t 3 [1,0,0,-2550206,1460772795] 1 4 2Cs 
+391755 t 4 [1,0,0,-7904436,-8553975879] 1 2 2B 
+391755 t 5 [1,0,0,-40028101,97471644206] 1 2 2B 
+391755 t 6 [1,0,0,2466169,6504236220] 1 2 2B 
+391755 u 1 [1,0,0,-67866,-6810525] 1 2 2B 
+391755 u 2 [1,0,0,-65661,-7273134] 1 2 2B 
+391755 v 1 [1,0,0,-113926,14969681] 2 1 
+391755 w 1 [1,0,0,-670566,2504508075] 1 2 2B 
+391755 w 2 [1,0,0,-32061191,69385373700] 1 2 2B 
+391755 x 1 [1,0,0,-3781,207920] 1 2 2B 
+391755 x 2 [1,0,0,-80676,8804781] 1 2 2B 
+391755 y 1 [1,0,0,321880,172661775] 0 4 2B 
+391755 y 2 [1,0,0,-3384725,2112698832] 0 4 2Cs 
+391755 y 3 [1,0,0,-52354100,145798638957] 0 2 2B 
+391755 y 4 [1,0,0,-13721030,-17396043225] 0 2 2B 
+391755 z 1 [1,0,0,-195280,35356775] 2 2 2B 
+391755 z 2 [1,0,0,-3180535,2182949222] 2 2 2B 
+391755 ba 1 [1,0,0,-2990,89067] 1 2 2B 
+391755 ba 2 [1,0,0,-53215,4719812] 1 2 2B 
+391755 bb 1 [1,0,0,131515,-12256728] 2 2 2B 
+391755 bb 2 [1,0,0,-642440,-107762775] 2 2 2B 
+391755 bc 1 [0,-1,1,-471,4052] 2 1 
+391755 bd 1 [0,-1,1,1279,32801] 1 1 3B 
+391755 bd 2 [0,-1,1,-53321,4767986] 1 1 3B 
+391755 be 1 [0,-1,1,-115940435,-480469255939] 0 1 
+391755 bf 1 [0,-1,1,-62324985,-145857018994] 1 1 
+391755 bg 1 [0,-1,1,-65,1511] 0 1 
+391755 bh 1 [0,-1,1,1069115,32937498] 1 1 
+391755 bi 1 [0,1,1,-3053924281,50035065363406] 2 1 
+391755 bj 1 [0,1,1,330979,-9256903960] 1 1 
+391755 bk 1 [0,1,1,-426140521,3387202510486] 0 1 
+391755 bl 1 [0,1,1,2385,-57004] 1 1 
+391755 bm 1 [0,1,1,-23095,-1343744] 1 1 
+391755 bn 1 [0,1,1,62655,-11376151] 0 3 3B.1.1 
+391755 bn 2 [0,1,1,-2612745,-1630193806] 0 1 3B.1.2 
+391755 bo 1 [1,1,0,-742718,-246677577] 0 2 2B 
+391755 bo 2 [1,1,0,-742963,-246507008] 0 4 2Cs 
+391755 bo 3 [1,1,0,-953908,-95512577] 0 2 2B 
+391755 bo 4 [1,1,0,-535938,-386580123] 0 2 2B 
+391755 bp 1 [1,1,0,-190488,-30097773] 1 2 2B 
+391755 bp 2 [1,1,0,-602333,143618448] 1 4 2Cs 
+391755 bp 3 [1,1,0,-9090358,10544844283] 1 2 2B 
+391755 bp 4 [1,1,0,1296172,868467657] 1 2 2B 
+391755 bq 1 [1,1,0,-5317,2427496] 0 2 2B 
+391755 bq 2 [1,1,0,-305442,64313271] 0 4 2Cs 
+391755 bq 3 [1,1,0,-4875917,4142091066] 0 2 2B 
+391755 bq 4 [1,1,0,-536967,-46772424] 0 2 2B 
+391755 br 1 [1,1,0,-1118493037,-13946295450464] 1 2 2B 
+391755 br 2 [1,1,0,418100658,-49319604265581] 1 2 2B 
+391755 bs 1 [1,1,0,-3707,-88416] 1 2 2B 
+391755 bs 2 [1,1,0,-4162,-65939] 1 2 2B 
+391755 bt 1 [1,1,0,-145212,-20910861] 0 2 2B 
+391755 bt 2 [1,1,0,-323817,40422096] 0 4 2Cs 
+391755 bt 3 [1,1,0,-4537572,3717344709] 0 2 2B 
+391755 bt 4 [1,1,0,1032258,292380831] 0 2 2B 
+391755 bu 1 [1,1,0,-50642,6601071] 1 2 2B 
+391755 bu 2 [1,1,0,-920147,339273684] 1 2 2B 
+391755 bv 1 [1,0,1,-22826389,40656492587] 1 2 2B 
+391755 bv 2 [1,0,1,8532666,143790152671] 1 2 2B 
+391755 bw 1 [1,0,1,-181669,29781707] 1 2 2B 
+391755 bw 2 [1,0,1,-203964,22005211] 1 2 2B 
+391755 bx 1 [1,0,1,-1034,-19393] 1 2 2B 
+391755 bx 2 [1,0,1,-18779,-991819] 1 2 2B 
+391755 by 1 [1,0,1,-2133,78691] 1 2 2B 
+391755 by 2 [1,0,1,-43538,3490463] 1 4 2Cs 
+391755 by 3 [1,0,1,-696463,223656773] 1 2 2B 
+391755 by 4 [1,0,1,-53093,1843181] 1 2 2B 
+391755 bz 1 [1,0,1,19238563577,-86432872554987619] 1 2 2B 
+391755 bz 2 [1,0,1,-2820107696628,-1786342664108696627] 1 4 2Cs 
+391755 bz 3 [1,0,1,-6199402649753,3320789853703059623] 1 2 2B 
+391755 bz 4 [1,0,1,-44870352906783,-115687690483972788569] 1 2 2B 
+391755 ca 1 [1,0,1,-100623,63365131] 1 1 
+391755 cb 1 [0,-1,1,104844,27073031] 0 1 
+391755 cc 1 [0,-1,1,-26280,-1641067] 0 1 
+391755 cd 1 [0,-1,1,-163480,25538253] 1 1 
+391755 ce 1 [0,-1,1,-7660,268953] 0 1 
+391755 cf 1 [0,1,1,-156,-829] 1 1 
+391755 cg 1 [0,1,1,2140,-78319] 1 1 
+391756 a 1 [0,1,0,-1101,6287] 0 1 
+391758 a 1 [1,1,0,-5261859,-5652053235] 0 2 2B 
+391758 a 2 [1,1,0,-89147939,-323999726835] 0 4 2Cs 
+391758 a 3 [1,1,0,-94124579,-285809986803] 0 4 2B 
+391758 a 4 [1,1,0,-1426348579,-20734762855667] 0 2 2B 
+391758 b 1 [1,1,0,-42673,3375445] 0 1 
+391760 a 1 [0,-1,0,-96,160] 2 1 
+391760 b 1 [0,-1,0,-19816,-1064080] 1 1 3B 
+391760 b 2 [0,-1,0,-100056,11343856] 1 1 3B 
+391760 c 1 [0,-1,0,-2880,56320] 0 1 
+391760 d 1 [0,0,0,-425987,470188034] 1 1 
+391760 e 1 [0,0,0,1573,36746] 0 2 2B 
+391760 e 2 [0,0,0,-11707,389994] 0 2 2B 
+391760 f 1 [0,1,0,-24776,1492724] 1 1 
+391760 g 1 [0,-1,0,-56,-544] 1 1 
+391760 h 1 [0,-1,0,5904,23683520] 0 2 2B 
+391760 h 2 [0,-1,0,-1202416,498311616] 0 2 2B 
+391760 i 1 [0,-1,0,-19920,-1096768] 1 1 3B 
+391760 i 2 [0,-1,0,84080,-4853568] 1 1 3B 
+391760 j 1 [0,-1,0,60,-928] 1 2 2B 
+391760 j 2 [0,-1,0,-1120,-13200] 1 2 2B 
+391760 k 1 [0,0,0,-31627,-2054854] 0 1 
+391761 a 1 [0,0,1,-15069,805270] 3 1 
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+391872 cr 2 [0,1,0,-43217,-3471825] 0 2 2B 
+391872 cs 1 [0,1,0,-4017,69615] 1 2 2B 
+391872 cs 2 [0,1,0,-23457,-1333953] 1 2 2B 
+391872 ct 1 [0,1,0,-2657,-53505] 1 2 2B 
+391872 ct 2 [0,1,0,-1697,-91713] 1 2 2B 
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+391874 a 1 [1,0,1,-7493,249660] 1 1 
+391874 b 1 [1,-1,0,7,-227] 1 1 
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+391922 b 1 [1,0,1,394,2386] 1 3 3B.1.1 
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+391941 a 1 [1,-1,1,-3251,130906] 2 2 2B 
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+391941 e 1 [1,-1,0,-11595408,15200574299] 2 2 2B 
+391941 e 2 [1,-1,0,-11580963,15240324050] 2 2 2B 
+391941 f 1 [1,-1,0,-107622,-3107241] 2 2 2B 
+391941 f 2 [1,-1,0,-1321407,-583539228] 2 2 2B 
+391941 g 1 [0,0,1,-7473,-1066163] 1 1 
+391944 a 1 [0,1,0,-1400,-20688] 1 1 
+391944 b 1 [0,1,0,-13840,-387808] 0 1 
+391945 a 1 [1,1,0,-17,146] 1 1 
+391945 b 1 [0,-1,1,-1160,-4277] 0 1 
+391949 a 1 [0,1,1,101,53] 2 1 
+391950 a 1 [1,-1,0,-11412,-466394] 0 1 3B 
+391950 a 2 [1,-1,0,-9837,-600899] 0 1 3B 
+391950 b 1 [1,-1,0,-14667,-1375759] 1 2 2B 
+391950 b 2 [1,-1,0,-295917,-61844509] 1 2 2B 
+391950 c 1 [1,-1,0,-66042,6440116] 0 2 2B 
+391950 c 2 [1,-1,0,-138042,-10047884] 0 4 2Cs 
+391950 c 3 [1,-1,0,464958,-74568884] 0 2 2B 
+391950 c 4 [1,-1,0,-1893042,-1001622884] 0 2 2B 
+391950 d 1 [1,-1,0,-1345179942,-17787009982284] 0 1 
+391950 e 1 [1,-1,0,-13692,315216] 2 2 2B 
+391950 e 2 [1,-1,0,46308,2295216] 2 2 2B 
+391950 f 1 [1,-1,0,11133,-1670459] 1 1 
+391950 g 1 [1,-1,0,-144927,-10829619] 1 2 2B 
+391950 g 2 [1,-1,0,-1988127,-1078042419] 1 2 2B 
+391950 h 1 [1,-1,0,-34036992,-76423646084] 1 1 
+391950 i 1 [1,-1,0,-724167,237399741] 1 1 
+391950 j 1 [1,-1,0,-64242,-6207084] 0 2 2B 
+391950 j 2 [1,-1,0,-109242,3647916] 0 2 2B 
+391950 k 1 [1,-1,0,-2817,61841] 2 1 
+391950 l 1 [1,-1,0,-120222,-15037164] 2 1 
+391950 m 1 [1,-1,0,-81792,-9835884] 0 1 
+391950 n 1 [1,-1,0,-47419047,-122944987139] 1 1 
+391950 o 1 [1,-1,0,-8211192,-9054342784] 1 1 
+391950 p 1 [1,-1,0,-10021542,12247272116] 1 1 
+391950 q 1 [1,-1,0,348,-944] 1 1 
+391950 r 1 [1,-1,0,-2817,-2622659] 0 1 
+391950 s 1 [1,-1,0,-68742,-3809084] 0 1 
+391950 t 1 [1,-1,0,-17109042,41577372116] 1 2 2B 
+391950 t 2 [1,-1,0,-312021042,2121001884116] 1 4 2Cs 
+391950 t 3 [1,-1,0,-4992021042,135758401884116] 1 2 2B 
+391950 t 4 [1,-1,0,-350613042,1563231708116] 1 2 2B 
+391950 u 1 [1,-1,0,688068,1464714576] 0 2 2B 
+391950 u 2 [1,-1,0,-15900732,23212631376] 0 2 2B 
+391950 v 1 [1,-1,0,-453492,-74017584] 1 2 2B 
+391950 v 2 [1,-1,0,-6483492,-6351247584] 1 2 2B 
+391950 w 1 [1,-1,0,-25241674167,-1542760973300259] 1 2 2B 
+391950 w 2 [1,-1,0,-29960266167,-925583295476259] 1 4 2Cs 
+391950 w 3 [1,-1,0,-239912266167,44594739680523741] 1 2 2B 
+391950 w 4 [1,-1,0,104494261833,-6946591513844259] 1 2 2B 
+391950 x 1 [1,-1,0,4007133,7462155541] 0 2 2B 
+391950 x 2 [1,-1,0,-41622867,90919425541] 0 2 2B 
+391950 y 1 [1,-1,0,-17667,-213759] 0 2 2B 
+391950 y 2 [1,-1,0,-168417,26468991] 0 2 2B 
+391950 z 1 [1,-1,0,-76724442,259137535716] 0 2 2B 
+391950 z 2 [1,-1,0,-1228179942,16567201782216] 0 2 2B 
+391950 ba 1 [1,-1,0,-26549817,52628607341] 0 2 2B 
+391950 ba 2 [1,-1,0,-21149817,74655207341] 0 2 2B 
+391950 bb 1 [1,-1,0,-3417,-259759] 0 1 
+391950 bc 1 [1,-1,0,78258,2872916] 1 1 
+391950 bd 1 [1,-1,0,-1840031442,6524780165716] 1 1 
+391950 be 1 [1,-1,0,-343692,-76302284] 0 1 3B 
+391950 be 2 [1,-1,0,-3015567,1981463341] 0 1 3Cs 
+391950 be 3 [1,-1,0,-243084942,1458825317716] 0 1 3B 
+391950 bf 1 [1,-1,0,-10188785817,388439031799341] 0 2 2B 
+391950 bf 2 [1,-1,0,-21985265817,-679649656840659] 0 2 2B 
+391950 bg 1 [1,-1,0,-389592,93738816] 1 1 
+391950 bh 1 [1,-1,0,408,12816] 1 1 
+391950 bi 1 [1,-1,0,497133,265355541] 0 1 
+391950 bj 1 [1,-1,0,-156492,-8385584] 1 1 
+391950 bk 1 [1,-1,0,-106317,-4539159] 0 1 
+391950 bl 1 [1,-1,0,-7917,-255259] 1 1 
+391950 bm 1 [1,-1,0,-14819742,61369584916] 0 1 
+391950 bn 1 [1,-1,0,-30232917,-71020325259] 0 1 
+391950 bo 1 [1,-1,0,-212067,-37236159] 1 2 2B 
+391950 bo 2 [1,-1,0,-61317,-89244909] 1 2 2B 
+391950 bp 1 [1,-1,0,263208,-28040384] 1 1 3B 
+391950 bp 2 [1,-1,0,-5136792,-4563040384] 1 1 3B 
+391950 bq 1 [1,-1,0,-136986567,-7308828782659] 0 1 
+391950 br 1 [1,-1,0,-38353167,-91411018259] 1 2 2B 
+391950 br 2 [1,-1,0,-39505167,-85626826259] 1 4 2Cs 
+391950 br 3 [1,-1,0,-152005167,630435673741] 1 2 2B 
+391950 br 4 [1,-1,0,54562833,-431514862259] 1 2 2B 
+391950 bs 1 [1,-1,0,-1559742,715744916] 0 2 2B 
+391950 bs 2 [1,-1,0,-4439742,-2685535084] 0 2 2B 
+391950 bt 1 [1,-1,0,18376083,3424412241] 1 2 2B 
+391950 bt 2 [1,-1,0,-74024667,27541007991] 1 2 2B 
+391950 bu 1 [1,-1,0,-134682,-18985024] 1 2 2B 
+391950 bu 2 [1,-1,0,-2154732,-1216874674] 1 2 2B 
+391950 bv 1 [1,-1,0,-30942,-14058284] 0 2 2B 
+391950 bv 2 [1,-1,0,-1083942,-432099284] 0 2 2B 
+391950 bw 1 [1,-1,0,35208,96471616] 1 1 
+391950 bx 1 [1,-1,0,-273492,-55887584] 0 1 
+391950 by 1 [1,-1,1,-11255,-456253] 0 1 
+391950 bz 1 [1,-1,1,-10940,-444913] 1 1 
+391950 ca 1 [1,-1,1,497995,84369997] 2 2 2B 
+391950 ca 2 [1,-1,1,-2382005,735249997] 2 2 2B 
+391950 cb 1 [1,-1,1,-32555480,23964285147] 0 2 2B 
+391950 cb 2 [1,-1,1,121812520,185741949147] 0 2 2B 
+391950 cc 1 [1,-1,1,-3367055,-2376495053] 0 2 2B 
+391950 cc 2 [1,-1,1,-53868305,-152163202553] 0 2 2B 
+391950 cd 1 [1,-1,1,-62390,5738437] 1 2 2B 
+391950 cd 2 [1,-1,1,-177590,-21448763] 1 2 2B 
+391950 ce 1 [1,-1,1,-713255,232081247] 2 1 
+391950 cf 1 [1,-1,1,-307130,66004247] 0 1 
+391950 cg 1 [1,-1,1,-381152670005,90573401774829997] 0 1 
+391950 ch 1 [1,-1,1,19885,2118867] 0 1 
+391950 ci 1 [1,-1,1,-6260,-65833] 2 1 
+391950 cj 1 [1,-1,1,-592790,491075237] 1 1 
+391950 ck 1 [1,-1,1,-133130,-18608003] 0 1 
+391950 cl 1 [1,-1,1,-30159230,-62608143603] 1 2 2B 
+391950 cl 2 [1,-1,1,-480159230,-4049608143603] 1 2 2B 
+391950 cm 1 [1,-1,1,12595,-1067403] 1 1 
+391950 cn 1 [1,-1,1,-123230,-8387603] 1 2 2B 
+391950 cn 2 [1,-1,1,416770,-62387603] 1 2 2B 
+391950 co 1 [1,-1,1,-234230,-31692603] 1 2 2B 
+391950 co 2 [1,-1,1,-1359230,584807397] 1 2 2B 
+391950 cp 1 [1,-1,1,3130,22357] 2 1 
+391950 cq 1 [1,-1,1,-22311613355,-1282751961854853] 1 1 
+391950 cr 1 [1,-1,1,-25355,-1644353] 1 1 
+391950 cs 1 [1,-1,1,-156380,-19990753] 1 1 
+391950 ct 1 [1,-1,1,-45230,-4129603] 0 2 2B 
+391950 ct 2 [1,-1,1,-747230,-248425603] 0 2 2B 
+391950 cu 1 [1,-1,1,-380,9747] 1 1 
+391950 cv 1 [1,-1,1,-2949980,-1948224353] 1 2 2B 
+391950 cv 2 [1,-1,1,-2349980,-2764224353] 1 2 2B 
+391950 cw 1 [1,-1,1,-36767352380,2713583065813247] 0 2 2B 
+391950 cw 2 [1,-1,1,-36777000380,2712087702997247] 0 2 2B 
+391950 cx 1 [1,-1,1,182094520,10640219435147] 0 2 2B 
+391950 cx 2 [1,-1,1,-6287537480,185009741099147] 0 2 2B 
+391950 cy 1 [1,-1,1,17201695,183106523697] 1 2 2B 
+391950 cy 2 [1,-1,1,-397518305,2901181403697] 1 2 2B 
+391950 cz 1 [1,-1,1,160285,59665187] 1 2 2B 
+391950 cz 2 [1,-1,1,-1664915,727688387] 1 2 2B 
+391950 da 1 [1,-1,1,-18140,-588513] 0 2 2B 
+391950 da 2 [1,-1,1,-259340,-50758113] 0 2 2B 
+391950 db 1 [1,-1,1,24745,1739247] 2 2 2B 
+391950 db 2 [1,-1,1,-155255,17219247] 2 2 2B 
+391950 dc 1 [1,-1,1,-1696055,-860349553] 0 1 
+391950 dd 1 [1,-1,1,76495,-16163503] 2 2 2B 
+391950 dd 2 [1,-1,1,-684005,-184994503] 2 4 2Cs 
+391950 dd 3 [1,-1,1,-3053255,1876252997] 2 2 2B 
+391950 dd 4 [1,-1,1,-10482755,-13060552003] 2 2 2B 
+391950 de 1 [1,-1,1,2226370,-198846003] 0 2 2B 
+391950 de 2 [1,-1,1,-9023630,-1593846003] 0 4 2Cs 
+391950 de 3 [1,-1,1,-91036130,332689103997] 0 4 2Cs 
+391950 de 4 [1,-1,1,-107011130,-425291796003] 0 2 2B 
+391950 de 5 [1,-1,1,-1454569880,21352925393997] 0 2 2B 
+391950 de 6 [1,-1,1,-39702380,705577463997] 0 2 2B 
+391950 df 1 [1,-1,1,-7320383105,-249369921514353] 0 1 
+391950 dg 1 [1,-1,1,-1185476180,-15369308868553] 0 1 
+391950 dh 1 [1,-1,1,-575330,11171859297] 1 1 
+391950 di 1 [1,-1,1,-41501181380,-3248235916593753] 1 1 
+391950 dj 1 [1,-1,1,-3005555,-1882651053] 1 1 
+391950 dk 1 [1,-1,1,8695,-109303] 2 1 
+391950 dl 1 [1,-1,1,-2750,-29923] 1 1 
+391950 dm 1 [1,-1,1,445,-13453] 1 1 
+391950 dn 1 [1,-1,1,-3623180,-1357325553] 0 2 2B 
+391950 dn 2 [1,-1,1,-49703180,-134805005553] 0 2 2B 
+391950 do 1 [1,-1,1,130270,-26873103] 1 1 
+391950 dp 1 [1,-1,1,-1361480,-611116873] 1 1 
+391950 dq 1 [1,-1,1,-2570,-49143] 1 2 2B 
+391950 dq 2 [1,-1,1,-4370,30057] 1 2 2B 
+391950 dr 1 [1,-1,1,-83589755,-26652845253] 0 1 
+391950 ds 1 [1,-1,1,-8780,388847] 0 1 
+391950 dt 1 [1,-1,1,3670,-349703] 0 1 
+391950 du 1 [1,-1,1,-159530,-24484903] 1 2 2B 
+391950 du 2 [1,-1,1,-164030,-23026903] 1 4 2Cs 
+391950 du 3 [1,-1,1,-616280,161491097] 1 2 2B 
+391950 du 4 [1,-1,1,216220,-114286903] 1 2 2B 
+391950 dv 1 [1,-1,1,-7355480,-6568844853] 0 2 2B 
+391950 dv 2 [1,-1,1,12845020,-36303980853] 0 2 2B 
+391950 dw 1 [1,-1,1,-15980,1047147] 1 2 2B 
+391950 dw 2 [1,-1,1,-279230,56856147] 1 2 2B 
+391950 dx 1 [1,-1,1,-15220730,270702435897] 1 1 
+391950 dy 1 [1,-1,1,-570755,169191747] 0 1 3B 
+391950 dy 2 [1,-1,1,2368870,754721497] 0 1 3B 
+391950 dz 1 [1,-1,1,-285305,-58584553] 0 1 3B.1.2 
+391950 dz 2 [1,-1,1,-245930,-75358303] 0 3 3B.1.1 
+391950 ea 1 [1,-1,1,-346730,-61046103] 1 1 
+391951 a 1 [0,0,1,2401,-1483218] 0 1 
+391951 b 1 [0,0,1,49,4324] 0 1 
+391951 c 1 [1,-1,1,-2484,-45888] 1 1 
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+391952 a 1 [0,0,0,-364,-3140] 1 1 
+391952 b 1 [0,1,0,-31298088,-67425829196] 0 1 
+391952 c 1 [0,1,0,3443,-106722] 1 1 
+391952 d 1 [0,-1,0,79423,-26599331] 1 1 
+391952 e 1 [0,-1,0,-59089,-5508931] 1 1 
+391952 f 1 [0,-1,0,-236688,-44242496] 0 1 3B 
+391952 f 2 [0,-1,0,-227408,-47880512] 0 1 3B 
+391952 g 1 [0,0,0,-14411,-670566] 2 1 
+391952 h 1 [0,0,0,-10085051,12328010874] 2 1 
+391952 i 1 [0,0,0,173389,-29669006] 2 1 
+391952 j 1 [0,1,0,-280,-1916] 1 1 
+391952 k 1 [0,1,0,-781,-10409] 1 1 
+391952 l 1 [0,-1,0,17,-102] 1 1 
+391952 m 1 [0,-1,0,-528,-7744] 1 1 
+391953 a 1 [0,-1,1,-240,2090] 1 1 
+391954 a 1 [1,0,1,-4094,100464] 1 2 2B 
+391954 a 2 [1,0,1,-4254,92144] 1 2 2B 
+391954 b 1 [1,1,1,88,-87] 1 1 
+391954 c 1 [1,0,0,-79,313] 1 1 
+391954 d 1 [1,0,0,322,1604] 1 1 
+391956 a 1 [0,-1,0,-20557,-1119194] 1 1 
+391956 b 1 [0,-1,0,42,-27] 1 1 
+391956 c 1 [0,-1,0,-97,-290] 1 1 
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+391956 f 1 [0,1,0,694,6297] 1 1 
+391958 a 1 [1,1,0,-352,2402] 1 1 
+391958 b 1 [1,0,1,-46155,-5957898] 1 1 
+391958 c 1 [1,-1,1,-117,515] 1 1 
+391958 d 1 [1,-1,1,-146550297,-682817854855] 1 1 
+391960 a 1 [0,0,0,673,-9829] 1 1 
+391960 b 1 [0,0,0,29753,-38068614] 0 2 2B 
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+391960 c 1 [0,-1,0,-16316,807641] 0 1 
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+391960 f 2 [0,-1,0,-783320,-263520100] 1 2 2B 
+391960 g 1 [0,-1,0,-120,557] 0 1 
+391962 a 1 [1,1,0,-151,469] 0 1 
+391962 b 1 [1,1,1,-29640,4739913] 1 1 
+391962 c 1 [1,0,0,-12463,-740551] 1 2 2B 
+391962 c 2 [1,0,0,-219823,-39682759] 1 2 2B 
+391963 a 1 [1,0,0,-702,-7133] 0 2 2B 
+391963 a 2 [1,0,0,-97,-18870] 0 2 2B 
+391963 b 1 [1,1,0,-82,233] 1 1 
+391964 a 1 [0,-1,0,-2,61] 0 1 
+391965 a 1 [1,0,0,175,0] 0 2 2B 
+391965 a 2 [1,0,0,-700,-175] 0 2 2B 
+391968 a 1 [0,0,0,4920,54128] 1 1 
+391968 b 1 [0,0,0,4920,-54128] 0 1 
+391968 c 1 [0,0,0,-4089,100640] 1 2 2B 
+391968 c 2 [0,0,0,-4179,95978] 1 2 2B 
+391968 d 1 [0,0,0,-877944,445708208] 1 1 
+391968 e 1 [0,0,0,-877944,-445708208] 1 1 
+391968 f 1 [0,0,0,-4089,-100640] 1 2 2B 
+391968 f 2 [0,0,0,-4179,-95978] 1 2 2B 
+391970 a 1 [1,-1,1,-792,-9109] 1 1 
+391974 a 1 [1,0,1,-192332,-30481270] 1 2 2B 
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+391974 a 3 [1,0,1,-9159212,10667937674] 1 2 2B 
+391974 a 4 [1,0,1,1309588,878283146] 1 2 2B 
+391974 b 1 [1,0,1,-2157,38596] 2 1 
+391974 c 1 [1,1,1,-1199,14321] 1 2 2B 
+391974 c 2 [1,1,1,1231,67781] 1 2 2B 
+391974 d 1 [1,0,0,-380,-2904] 1 1 
+391975 a 1 [1,-1,1,-27430,-1741678] 0 1 
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+391977 a 1 [1,-1,1,-1538789,-734324484] 1 2 2B 
+391977 a 2 [1,-1,1,-1518584,-754561812] 1 2 2B 
+391978 a 1 [1,0,1,-24267,-1457034] 0 1 
+391980 a 1 [0,-1,0,-39476,3032280] 1 1 
+391980 b 1 [0,1,0,-940,32900] 2 1 
+391980 c 1 [0,1,0,-645,-8217] 0 1 
+391983 a 1 [1,1,1,-151803,22688232] 1 2 2B 
+391983 a 2 [1,1,1,-182268,12890688] 1 2 2B 
+391983 b 1 [1,0,0,-1542,-23049] 1 1 
+391983 c 1 [0,-1,1,-2859,-3094] 0 1 
+391984 a 1 [0,1,0,-480,-3724] 0 1 
+391984 b 1 [0,1,0,-1940,-33544] 0 1 
+391985 a 1 [0,1,1,-318516,-69296574] 0 1 
+391985 b 1 [0,1,1,110,269] 0 1 
+391986 a 1 [1,-1,0,-7971279,9010908269] 0 1 
+391986 b 1 [1,-1,0,-25506,1574356] 3 1 
+391986 c 1 [1,-1,0,-7386,247288] 2 1 
+391986 d 1 [1,-1,0,-16836,848388] 1 3 3B.1.1 
+391986 d 2 [1,-1,0,40809,4460381] 1 1 3B.1.2 
+391986 e 1 [1,-1,0,-960512406,11458590763508] 1 3 3B.1.1 
+391986 e 2 [1,-1,0,-128457861,30434004628181] 1 1 3B.1.2 
+391986 f 1 [1,-1,0,-4275,-129483] 2 1 
+391986 g 1 [1,-1,0,38730,3136884] 2 1 
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+391986 j 1 [1,-1,0,-2631462,-1705350988] 1 1 
+391986 k 1 [1,-1,0,-1947,33945] 0 3 3B.1.1 
+391986 k 2 [1,-1,0,6978,166868] 0 1 3B.1.2 
+391986 l 1 [1,-1,0,-435657,-110620787] 0 1 
+391986 m 1 [1,-1,0,-771162,-271245772] 0 1 
+391986 n 1 [1,-1,0,-231,-9523] 1 1 
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+391986 p 1 [1,-1,0,-2661,-155755] 0 1 
+391986 q 1 [1,-1,0,-231,-2611] 0 1 
+391986 r 1 [1,-1,1,-53321,62331337] 1 1 
+391986 s 1 [1,-1,1,-26,361] 1 1 
+391986 t 1 [1,-1,1,-26,105] 1 1 
+391986 u 1 [1,-1,1,-296,5867] 1 1 
+391986 v 1 [1,-1,1,21955,4963205] 2 1 
+391986 w 1 [1,-1,1,-85685,10074701] 1 1 
+391986 x 1 [1,-1,1,-3920915,2990682163] 1 1 
+391986 y 1 [1,-1,1,775,-6439] 1 3 3B.1.1 
+391986 y 2 [1,-1,1,-17525,-898991] 1 1 3B.1.2 
+391986 z 1 [1,-1,1,-292385,63258609] 1 1 
+391986 ba 1 [1,-1,1,-3407,77847] 1 1 
+391986 bb 1 [1,-1,1,348568,-85044437] 2 1 
+391986 bc 1 [1,-1,1,-38477,3534517] 1 1 
+391986 bd 1 [1,-1,1,-66476,-6610301] 0 1 
+391986 be 1 [1,-1,1,-229556,-42278057] 1 1 
+391986 bf 1 [1,-1,1,4534,-166711] 1 3 3B.1.1 
+391986 bf 2 [1,-1,1,-151526,-22754951] 1 1 3B.1.2 
+391986 bg 1 [1,-1,1,-106723601,-424356675967] 0 1 3B.1.2 
+391986 bg 2 [1,-1,1,-14273096,-1127180598901] 0 3 3B.1.1 
+391986 bh 1 [1,-1,1,-885698,-333442111] 1 1 
+391988 a 1 [0,1,0,-32049,2194900] 1 2 2B 
+391988 a 2 [0,1,0,-22804,3496596] 1 2 2B 
+391988 b 1 [0,0,0,-59168,2782745] 1 2 2B 
+391988 b 2 [0,0,0,-456703,-116875290] 1 2 2B 
+391988 c 1 [0,1,0,-8012,-526828] 0 1 
+391989 a 1 [0,1,1,554216,-357537116] 0 1 
+391989 b 1 [1,1,1,-2518,-61198] 2 2 2B 
+391989 b 2 [1,1,1,-42883,-3435712] 2 2 2B 
+391989 c 1 [1,1,1,-1332033,731273574] 1 2 2B 
+391989 c 2 [1,1,1,-22685118,41575454562] 1 2 2B 
+391989 d 1 [1,0,0,-652424704,-6414272268325] 1 1 
+391989 e 1 [1,0,0,29613,-18617112] 0 2 2B 
+391989 e 2 [1,0,0,-898782,-315146475] 0 2 2B 
+391989 f 1 [1,0,0,-1233317,527078772] 0 1 
+391989 g 1 [0,-1,1,7302669,135555200498] 0 1 
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+392469 b 1 [0,1,1,237,55325] 2 1 
+392469 c 1 [1,0,1,-81,79] 1 2 2B 
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+392470 a 1 [1,0,1,-273,2756] 2 1 
+392472 a 1 [0,0,0,-1212,-16220] 1 1 
+392472 b 1 [0,0,0,-54,1161] 2 1 
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+392474 a 1 [1,-1,1,-108,299] 0 2 2B 
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+392475 a 1 [0,-1,1,-163658,25472468] 1 1 
+392475 b 1 [0,1,1,-1018,12124] 3 1 
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+392475 h 1 [1,1,0,-2700,-55125] 1 2 2B 
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+392475 i 1 [1,1,0,-30,-225] 0 1 
+392475 j 1 [1,0,1,-2051,-6127] 0 2 2B 
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+392477 a 1 [0,-1,1,-54,169] 0 1 
+392480 a 1 [0,1,0,-955965,214835275] 1 1 
+392480 b 1 [0,0,0,-17557,107646456] 0 2 2B 
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+392481 a 1 [0,0,1,-912,10611] 2 1 
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+392483 b 1 [1,0,1,528,-2781] 1 1 
+392486 a 1 [1,0,0,-245,-5087] 1 1 
+392486 b 1 [1,1,1,-2340,-45421] 1 1 
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+392490 j 1 [1,-1,0,7320,102976] 0 1 3B 
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+392490 bk 1 [1,-1,0,81576,3328240] 2 2 2B 
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+392490 bk 3 [1,-1,0,-4518054,3694312138] 2 2 2B 
+392490 bk 4 [1,-1,0,-3098034,-2078390210] 2 2 2B 
+392490 bl 1 [1,-1,0,-374859,-82427787] 1 2 2B 
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+392490 bl 3 [1,-1,0,-5777109,-5712652737] 1 2 2B 
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+392490 bm 1 [1,-1,0,-744,29168] 1 1 
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+392490 br 1 [1,-1,0,-5515449,2915280493] 2 2 2B 
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+392490 bt 1 [1,-1,0,-207279,22640953] 1 2 2B 
+392490 bt 2 [1,-1,0,-2954709,1955183215] 1 2 2B 
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+392490 bu 3 [1,-1,0,-58293594,-171294104192] 0 2 2B 3B 
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+392490 bv 1 [1,-1,0,-2519911494,-45211984407500] 1 2 2B 
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+392490 bv 3 [1,-1,0,-38709853254,-3152076333652940] 1 2 2B 
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+392490 bw 1 [1,-1,0,19101,-5634595] 0 1 
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+392490 bz 1 [1,-1,0,-6617214,4618515348] 0 2 2B 
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+392490 ca 1 [1,-1,0,22041,-599747] 1 1 
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+392490 cg 1 [1,-1,0,-5303979,4703006853] 1 1 
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+392490 ci 1 [1,-1,0,-238149,-42335595] 1 1 
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+392490 ck 1 [1,-1,0,4401,1323405] 0 1 5B.4.1 
+392490 ck 2 [1,-1,0,-899649,-344680785] 0 1 5B.4.2 
+392490 cl 1 [1,-1,0,-22794,1286900] 1 2 2B 
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+392490 cl 3 [1,-1,0,162426,-24755032] 1 2 2B 
+392490 cl 4 [1,-1,0,-843054,-297684640] 1 2 2B 
+392490 cm 1 [1,-1,0,-73509,-6745915] 1 2 2B 
+392490 cm 2 [1,-1,0,111711,-35380927] 1 2 2B 
+392490 cn 1 [1,-1,0,-831294,228529300] 1 2 2B 
+392490 cn 2 [1,-1,0,-4359294,-3305821100] 1 4 2Cs 
+392490 cn 3 [1,-1,0,3490506,-13904621060] 1 2 2B 
+392490 cn 4 [1,-1,0,-68657094,-218947782740] 1 2 2B 
+392490 co 1 [1,-1,0,-19139409,31635438813] 1 2 2B 
+392490 co 2 [1,-1,0,-41189409,-54849071187] 1 4 2Cs 
+392490 co 3 [1,-1,0,135431091,-400636686087] 1 2 2B 
+392490 co 4 [1,-1,0,-570609909,-5244334696287] 1 4 2Cs 
+392490 co 5 [1,-1,0,-483093459,-6908004907497] 1 2 2B 
+392490 co 6 [1,-1,0,-9128854359,-335714097537477] 1 2 2B 
+392490 cp 1 [1,-1,0,-1479,-27917] 0 1 
+392490 cq 1 [1,-1,0,-80859,-8829787] 0 1 
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+392490 cs 1 [1,-1,0,-11664,-482112] 0 1 
+392490 ct 1 [1,-1,0,-86890239,271010799373] 0 1 
+392490 cu 1 [1,-1,0,-20589,-1391195] 0 2 2B 
+392490 cu 2 [1,-1,0,-349869,-79562267] 0 2 2B 
+392490 cv 1 [1,-1,0,-103644,20813008] 1 1 
+392490 cw 1 [1,-1,1,-185303,37747567] 1 2 2B 
+392490 cw 2 [1,-1,1,-3148823,2151330031] 1 2 2B 
+392490 cx 1 [1,-1,1,-164723,8270147] 0 2 2B 
+392490 cx 2 [1,-1,1,620257,63846731] 0 2 2B 
+392490 cy 1 [1,-1,1,-1553,-100663] 0 1 
+392490 cz 1 [1,-1,1,-11800508,-15251756929] 1 2 2B 
+392490 cz 2 [1,-1,1,-187636028,-989239869313] 1 2 2B 
+392490 da 1 [1,-1,1,-8168,252571] 0 2 2B 
+392490 da 2 [1,-1,1,12412,1306267] 0 2 2B 
+392490 db 1 [1,-1,1,1114177,11707123047] 2 1 
+392490 dc 1 [1,-1,1,-3758,-27219] 2 2 2B 
+392490 dc 2 [1,-1,1,-47858,-4013859] 2 2 2B 
+392490 dd 1 [1,-1,1,-13313,767071] 1 1 
+392490 de 1 [1,-1,1,-2288,-2033] 0 2 2B 
+392490 de 2 [1,-1,1,-24338,1462087] 0 2 2B 
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+392490 dg 1 [1,-1,1,393142,105828657] 1 1 
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+392490 di 1 [1,-1,1,-8903,484831] 1 1 
+392490 dj 1 [1,-1,1,-32108,-2002269] 1 1 
+392490 dk 1 [1,-1,1,21770617,69528623231] 0 1 
+392490 dl 1 [1,-1,1,-14468,673481] 0 1 
+392490 dm 1 [1,-1,1,-102983,-17994049] 0 2 2B 
+392490 dm 2 [1,-1,1,-1831703,-953577313] 0 4 2Cs 
+392490 dm 3 [1,-1,1,-2016923,-748872169] 0 2 2B 
+392490 dm 4 [1,-1,1,-29306003,-61056355993] 0 2 2B 
+392490 dn 1 [1,-1,1,-1775108,-870842969] 0 2 2B 
+392490 dn 2 [1,-1,1,1047292,-3381650009] 0 2 2B 
+392490 do 1 [1,-1,1,58717,31163731] 0 1 
+392490 dp 1 [1,-1,1,450472,8566107] 1 2 2B 
+392490 dp 2 [1,-1,1,-1807448,69981531] 1 4 2Cs 
+392490 dp 3 [1,-1,1,-20646968,36030857307] 1 2 2B 
+392490 dp 4 [1,-1,1,-19094648,-31987402149] 1 2 2B 
+392490 dq 1 [1,-1,1,-184568,30110231] 1 2 2B 
+392490 dq 2 [1,-1,1,-2940818,1941845231] 1 2 2B 
+392490 dr 1 [1,-1,1,-63293,6097781] 0 2 2B 
+392490 dr 2 [1,-1,1,-19193,14406221] 0 2 2B 
+392490 ds 1 [1,-1,1,-20283143,35383580831] 1 1 
+392490 dt 1 [1,-1,1,2122,207981] 1 1 
+392490 du 1 [1,-1,1,-147083,-80311269] 0 1 
+392490 dv 1 [1,-1,1,-2755598,1762237397] 1 1 
+392490 dw 1 [1,-1,1,1912,43467] 1 2 2B 
+392490 dw 2 [1,-1,1,-13208,454731] 1 2 2B 
+392490 dx 1 [1,-1,1,-434540903,3486644249631] 0 2 2B 3B 
+392490 dx 2 [1,-1,1,-434364503,3489616307391] 0 2 2B 3B 
+392490 dx 3 [1,-1,1,-449365118,3236018783757] 0 2 2B 3B 
+392490 dx 4 [1,-1,1,679594882,16880177759757] 0 2 2B 3B 
+392490 dy 1 [1,-1,1,-78728,-37328763] 1 1 3B 
+392490 dy 2 [1,-1,1,-11264693,-14549411019] 1 1 3B 
+392490 dz 1 [1,-1,1,2857,-38293] 0 1 3B.1.2 
+392490 dz 2 [1,-1,1,-30218,2620937] 0 3 3B.1.1 
+392490 ea 1 [1,-1,1,-723323,242575211] 0 3 3B.1.1 
+392490 ea 2 [1,-1,1,3228037,969801067] 0 1 3B.1.2 
+392490 eb 1 [1,-1,1,2122,-810043] 0 1 
+392490 ec 1 [1,-1,1,10842637,106064109267] 1 1 
+392490 ed 1 [1,-1,1,-471218,12909957] 0 1 
+392490 ee 1 [1,-1,1,-4953353,231235337] 0 1 
+392490 ef 1 [1,-1,1,-49639043,-78662934269] 1 2 2B 
+392490 ef 2 [1,-1,1,-351071363,2475915691267] 1 2 2B 
+392490 eg 1 [1,-1,1,-116003,-15170669] 1 1 
+392490 eh 1 [1,-1,1,-1551580673,24325614954897] 0 1 3B 
+392490 eh 2 [1,-1,1,7663901512,74552261289531] 0 1 3B 
+392490 ei 1 [1,-1,1,17557,-1153043] 0 1 
+392490 ej 1 [1,-1,1,-83,-1053] 0 1 
+392490 ek 1 [1,-1,1,470317,57231731] 0 1 
+392490 el 1 [1,-1,1,-2875613,-1908520603] 0 1 
+392490 em 1 [1,-1,1,-522668,164501551] 1 1 
+392490 en 1 [1,-1,1,-5585642,5187296041] 1 2 2B 
+392490 en 2 [1,-1,1,-89881322,328006032169] 1 2 2B 
+392490 eo 1 [1,-1,1,-76082,34679481] 1 1 
+392490 ep 1 [1,-1,1,-35658902,-81950951771] 0 1 
+392490 eq 1 [1,-1,1,-272,-2159] 0 1 
+392490 er 1 [1,-1,1,-167,-689] 0 2 2B 
+392490 er 2 [1,-1,1,253,-3881] 0 2 2B 
+392490 es 1 [1,-1,1,-240827,44534571] 1 2 2B 
+392490 es 2 [1,-1,1,-3829307,2885175339] 1 2 2B 
+392490 et 1 [1,-1,1,-1573277,689924729] 2 1 
+392490 eu 1 [1,-1,1,-436232,-165424661] 0 1 
+392490 ev 1 [1,-1,1,-433292,-110344741] 1 1 
+392490 ew 1 [1,-1,1,8023,-310831] 0 1 
+392490 ex 1 [1,-1,1,-1814357,923612589] 2 2 2B 
+392490 ex 2 [1,-1,1,-3907637,-1604232339] 2 2 2B 
+392490 ey 1 [1,-1,1,444298,-202834299] 1 1 
+392490 ez 1 [1,-1,1,-708917,-229586241] 1 1 
+392490 fa 1 [1,-1,1,43,2349] 1 1 
+392490 fb 1 [1,-1,1,-14762,-702999] 1 1 3B 
+392490 fb 2 [1,-1,1,65878,-2846231] 1 1 3B 
+392490 fc 1 [1,-1,1,140008,12854391] 1 1 3B 
+392490 fc 2 [1,-1,1,-1480667,-896020149] 1 1 3B 
+392490 fd 1 [1,-1,1,93703,-15096679] 1 2 2B 
+392490 fd 2 [1,-1,1,-647177,-154678471] 1 2 2B 
+392490 fe 1 [1,-1,1,-56237,-5121651] 0 1 
+392490 ff 1 [1,-1,1,-3002,235001] 1 1 
+392490 fg 1 [1,-1,1,43,-619] 1 1 
+392490 fh 1 [1,-1,1,1198,-91199] 1 1 
+392490 fi 1 [1,-1,1,-69467,-3859509] 0 2 2B 
+392490 fi 2 [1,-1,1,-510467,137789691] 0 2 2B 
+392490 fj 1 [1,-1,1,-242714282,-78828292119] 1 1 
+392490 fk 1 [1,-1,1,-636152,211744901] 0 1 
+392490 fl 1 [1,-1,1,-5522,161529] 0 1 
+392490 fm 1 [1,-1,1,-9617,-34891] 1 1 
+392490 fn 1 [1,-1,1,-16547,4554771] 1 1 
+392490 fo 1 [1,-1,1,221278,-309288031] 1 1 
+392490 fp 1 [1,-1,1,358,3259] 1 1 
+392490 fq 1 [1,-1,1,-31664912,-70911113101] 1 1 3B.1.2 
+392490 fq 2 [1,-1,1,156406153,-217398218929] 1 3 3B.1.1 
+392490 fr 1 [1,-1,1,-5684132,5214907639] 0 1 
+392490 fs 1 [1,-1,1,9598,-169599] 1 1 
+392490 ft 1 [1,-1,1,-4052,369191] 1 1 
+392490 fu 1 [1,-1,1,-810347,279019451] 0 4 2B 
+392490 fu 2 [1,-1,1,-1374827,-159242821] 0 4 2Cs 
+392490 fu 3 [1,-1,1,5293093,-1255448869] 0 2 2B 
+392490 fu 4 [1,-1,1,-17074427,-27118595941] 0 2 2B 
+392490 fv 1 [1,-1,1,-38597,2913369] 1 2 2B 
+392490 fv 2 [1,-1,1,-16547,6203229] 1 2 2B 
+392490 fw 1 [1,-1,1,-501647,-136464681] 0 2 2B 
+392490 fw 2 [1,-1,1,-360527,-214983849] 0 2 2B 
+392490 fx 1 [1,-1,1,-140905022,654904376781] 1 1 
+392490 fy 1 [1,-1,1,-10667,-476549] 0 1 
+392491 a 1 [1,1,1,93,12130] 2 1 
+392496 a 1 [0,-1,0,1931688,1504563696] 1 1 
+392496 b 1 [0,-1,0,-9732,372924] 2 1 
+392496 c 1 [0,-1,0,160088,3320176] 1 1 3B 
+392496 c 2 [0,-1,0,-2373592,1479111664] 1 1 3B 
+392496 d 1 [0,-1,0,10808,-542816] 1 1 
+392496 e 1 [0,-1,0,-47104,-3915776] 0 2 2B 
+392496 e 2 [0,-1,0,-58624,-1842176] 0 4 2Cs 
+392496 e 3 [0,-1,0,-520384,143335168] 0 2 2B 
+392496 e 4 [0,-1,0,218816,-14493440] 0 4 2B 
+392496 f 1 [0,-1,0,-7012216,24190315187824] 1 1 
+392496 g 1 [0,-1,0,-3576,-83088] 0 1 
+392496 h 1 [0,-1,0,24224,3004384] 1 1 
+392496 i 1 [0,-1,0,-371296,-86997248] 0 1 
+392496 j 1 [0,-1,0,17477,175870] 1 2 2B 
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+392496 k 2 [0,-1,0,-81608,-34617360] 0 1 3Cs 
+392496 k 3 [0,-1,0,726472,879482736] 0 1 3B 
+392496 l 1 [0,-1,0,-8848,319936] 1 1 
+392496 m 1 [0,-1,0,-280,7408] 1 1 
+392496 n 1 [0,-1,0,-278296000,-1786841449472] 0 1 
+392496 o 1 [0,-1,0,-29992,-1797008] 1 2 2B 
+392496 o 2 [0,-1,0,-111912,12489840] 1 4 2Cs 
+392496 o 3 [0,-1,0,-1722152,870425712] 1 2 2B 
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+392610 o 1 [1,0,0,-167193095,1534580550537] 0 1 
+392613 a 1 [1,0,0,-709,-7294] 1 1 
+392613 b 1 [1,1,0,-572,-3387] 2 1 
+392614 a 1 [1,0,1,-5105,-140796] 1 1 
+392615 a 1 [1,0,0,-1055,21400] 1 2 2B 
+392615 a 2 [1,0,0,-19680,1060675] 1 2 2B 
+392615 b 1 [0,1,1,2689,82191] 1 1 
+392615 c 1 [1,-1,0,-27359,1852608] 1 2 2B 
+392615 c 2 [1,-1,0,-444964,114355395] 1 4 2Cs 
+392615 c 3 [1,-1,0,-7119419,7313422558] 1 4 2B 
+392615 c 4 [1,-1,0,-452189,110455340] 1 2 2B 
+392616 a 1 [0,0,0,-10407,-51910] 1 2 2B 
+392616 a 2 [0,0,0,41253,-413530] 1 2 2B 
+392616 b 1 [0,0,0,-4422,-2407435] 2 2 2B 
+392616 b 2 [0,0,0,-297687,-61940230] 2 2 2B 
+392616 c 1 [0,0,0,-9939,-380914] 1 1 
+392616 d 1 [0,0,0,-37539,-2689794] 1 1 
+392616 e 1 [0,0,0,-1066539,-403592506] 1 1 
+392616 f 1 [0,0,0,-9579,30854] 0 1 
+392616 g 1 [0,0,0,-893091,-205531954] 1 2 2B 
+392616 g 2 [0,0,0,-5955771,5443406390] 1 2 2B 
+392616 h 1 [0,0,0,232089,8637946] 0 2 2B 
+392616 h 2 [0,0,0,-948891,69812710] 0 4 2Cs 
+392616 h 3 [0,0,0,-11475651,14939913886] 0 2 2B 
+392616 h 4 [0,0,0,-9317811,-10885103570] 0 2 2B 
+392616 i 1 [0,0,0,-306,-2035] 2 2 2B 
+392616 i 2 [0,0,0,-591,2354] 2 2 2B 
+392616 j 1 [0,0,0,-100551,-8840774] 1 2 2B 
+392616 j 2 [0,0,0,261069,-57948770] 1 2 2B 
+392616 k 1 [0,0,0,188829,605088766] 0 1 
+392616 l 1 [0,0,0,-846,-104039] 1 2 2B 
+392616 l 2 [0,0,0,-38751,-2916590] 1 2 2B 
+392616 m 1 [0,0,0,-594471,-177533305] 0 1 
+392616 n 1 [0,0,0,-11451,-594106] 0 2 2B 
+392616 n 2 [0,0,0,-196131,-33430210] 0 2 2B 
+392616 o 1 [0,0,0,-31911,2194106] 1 2 2B 
+392616 o 2 [0,0,0,-31491,2254670] 1 2 2B 
+392616 p 1 [0,0,0,-996411,383946694] 1 2 2B 
+392616 p 2 [0,0,0,-15955491,24530893630] 1 2 2B 
+392616 q 1 [0,0,0,33237,54110646] 1 1 
+392616 r 1 [0,0,0,-3009690,2043846513] 1 2 2B 
+392616 r 2 [0,0,0,-48381975,129530892906] 1 2 2B 
+392616 s 1 [0,0,0,-334410,-75698019] 1 2 2B 
+392616 s 2 [0,0,0,-5375775,-4797440478] 1 2 2B 
+392616 t 1 [0,0,0,-1095,13018] 2 2 2B 
+392616 t 2 [0,0,0,-3555,-66194] 2 2 2B 
+392616 u 1 [0,0,0,-202935,2702698] 1 2 2B 
+392616 u 2 [0,0,0,-2320995,1357837486] 1 2 2B 
+392616 v 1 [0,0,0,-21675,58623878] 0 1 
+392616 w 1 [0,0,0,-16260,798404] 2 1 
+392616 x 1 [0,0,0,-5295,233714] 1 2 2B 
+392616 x 2 [0,0,0,-97635,11739278] 1 2 2B 
+392616 y 1 [0,0,0,-38895,2579666] 1 2 2B 
+392616 y 2 [0,0,0,61965,13734782] 1 2 2B 
+392616 z 1 [0,0,0,-286275,58951982] 1 2 2B 
+392616 z 2 [0,0,0,-268635,66533654] 1 2 2B 
+392616 ba 1 [0,0,0,-25203195,48700286262] 0 1 
+392616 bb 1 [0,0,0,-350055,-69650982] 1 2 2B 
+392616 bb 2 [0,0,0,557685,-370839114] 1 2 2B 
+392616 bc 1 [0,0,0,-146340,-21556908] 0 1 
+392616 bd 1 [0,0,0,-42195,-19593394] 0 1 
+392616 be 1 [0,0,0,-9855,-351486] 0 2 2B 
+392616 be 2 [0,0,0,-31995,1787238] 0 2 2B 
+392616 bf 1 [0,0,0,-6627,206782] 0 1 
+392616 bg 1 [0,0,0,3693,-2004098] 1 1 
+392616 bh 1 [0,0,0,-828147,287572462] 0 1 
+392616 bi 1 [0,0,0,-488379,155013455] 1 1 
+392616 bj 1 [0,0,0,1699461,-16337396682] 0 1 
+392616 bk 1 [0,0,0,-7614,2809053] 1 2 2B 
+392616 bk 2 [0,0,0,-348759,78747930] 1 2 2B 
+392616 bl 1 [0,0,0,396,-2700] 1 1 
+392616 bm 1 [0,0,0,-2754,54945] 0 2 2B 
+392616 bm 2 [0,0,0,-5319,-63558] 0 2 2B 
+392616 bn 1 [0,0,0,-240159,45300215] 1 1 
+392616 bo 1 [0,0,0,-8634,63457] 0 2 2B 
+392616 bo 2 [0,0,0,-84279,-9361910] 0 4 2Cs 
+392616 bo 3 [0,0,0,-32619,-20716778] 0 2 2B 
+392616 bo 4 [0,0,0,-1346259,-601230530] 0 2 2B 
+392616 bp 1 [0,0,0,-1128819,461562302] 0 2 2B 
+392616 bp 2 [0,0,0,-1232139,372025190] 0 2 2B 
+392616 bq 1 [0,0,0,-62634,-60248995] 0 2 2B 
+392616 bq 2 [0,0,0,-2719839,-1715687710] 0 4 2Cs 
+392616 bq 3 [0,0,0,-4513179,827627078] 0 4 2B 
+392616 bq 4 [0,0,0,-43441779,-110207080258] 0 2 2B 
+392616 br 1 [0,0,0,-287199,-59240862] 1 2 2B 
+392616 br 2 [0,0,0,-283419,-60876090] 1 2 2B 
+392616 bs 1 [0,0,0,429,-69442] 0 1 
+392616 bt 1 [0,0,0,-287643,60333590] 1 1 
+392616 bu 1 [0,0,0,-2364123,-1396041050] 0 2 2B 
+392616 bu 2 [0,0,0,-37802883,-89461359650] 0 2 2B 
+392616 bv 1 [0,0,0,177,20050] 0 2 2B 
+392616 bv 2 [0,0,0,-10083,379150] 0 2 2B 
+392620 a 1 [0,1,0,-3956,-97100] 1 1 
+392620 b 1 [0,1,0,-12156,386500] 0 1 
+392620 c 1 [0,-1,0,-7356,-241400] 1 1 
+392620 d 1 [0,-1,0,-3450,79165] 0 1 
+392620 e 1 [0,-1,0,-76740,6848600] 0 1 
+392622 a 1 [1,1,0,-55,139] 3 1 
+392622 b 1 [1,0,0,-715,35441] 3 1 
+392626 a 1 [1,0,1,138,1448] 1 1 
+392630 a 1 [1,0,1,-589039,173956686] 2 6 2B 3B.1.1 
+392630 a 2 [1,0,1,-588689,174173826] 2 6 2B 3B.1.1 
+392630 a 3 [1,0,1,-614954,157807452] 2 2 2B 3B.1.2 
+392630 a 4 [1,0,1,1100046,880851452] 2 2 2B 3B.1.2 
+392630 b 1 [1,0,1,-319,-2214] 1 1 
+392630 c 1 [1,1,0,-52,-304] 0 1 
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+392630 e 1 [1,1,0,-933,6137] 1 2 2B 
+392630 e 2 [1,1,0,-13183,576987] 1 2 2B 
+392630 f 1 [1,1,0,-5992,-179904] 1 2 2B 
+392630 f 2 [1,1,0,-9992,84896] 1 2 2B 
+392630 g 1 [1,0,0,299869,25138945] 1 2 2B 
+392630 g 2 [1,0,0,-1300131,208498945] 1 2 2B 
+392630 h 1 [1,-1,1,-41395836393307,-102440240383879316469] 1 1 
+392630 i 1 [1,-1,1,-502,-4091] 1 1 
+392630 j 1 [1,0,0,-3665,-85975] 1 1 
+392631 a 1 [1,1,0,-1681,-27254] 0 1 
+392633 a 1 [1,-1,1,-11394,528198] 1 1 
+392637 a 1 [1,1,0,-221,10326] 1 1 
+392637 b 1 [1,1,0,-931270,-346275761] 0 2 2B 
+392637 b 2 [1,1,0,-871735,-392391572] 0 2 2B 
+392637 c 1 [1,0,1,-5,-31] 1 1 
+392640 a 1 [0,-1,0,-344721,77984145] 2 2 2B 
+392640 a 2 [0,-1,0,-403041,49862241] 2 4 2Cs 
+392640 a 3 [0,-1,0,1363839,367547265] 2 2 2B 
+392640 a 4 [0,-1,0,-3103041,-2068557759] 2 2 2B 
+392640 b 1 [0,-1,0,-406081,-99321119] 1 2 2B 
+392640 b 2 [0,-1,0,-534081,-31301919] 1 4 2Cs 
+392640 b 3 [0,-1,0,-5199681,4538186721] 1 2 2B 
+392640 b 4 [0,-1,0,2083519,-249609759] 1 2 2B 
+392640 c 1 [0,-1,0,101079,15401745] 0 1 
+392640 d 1 [0,-1,0,-1,121] 1 1 
+392640 e 1 [0,-1,0,-4921,134521] 2 2 2B 
+392640 e 2 [0,-1,0,-5121,123201] 2 2 2B 
+392640 f 1 [0,-1,0,-4841,-127959] 1 2 2B 
+392640 f 2 [0,-1,0,-3841,-183359] 1 2 2B 
+392640 g 1 [0,-1,0,-430881,106959681] 0 2 2B 
+392640 g 2 [0,-1,0,-930881,-187340319] 0 2 2B 
+392640 h 1 [0,-1,0,-561,-87759] 1 2 2B 
+392640 h 2 [0,-1,0,-33281,-2306175] 1 2 2B 
+392640 i 1 [0,-1,0,-386881,-81599519] 1 2 2B 
+392640 i 2 [0,-1,0,-5985601,-5634410015] 1 2 2B 
+392640 j 1 [0,-1,0,6239,-143039] 1 1 
+392640 k 1 [0,-1,0,699,14301] 1 1 
+392640 l 1 [0,-1,0,-121,1921] 0 1 3B 
+392640 l 2 [0,-1,0,1079,-47759] 0 1 3B 
+392640 m 1 [0,-1,0,-636,5586] 2 2 2B 
+392640 m 2 [0,-1,0,-2681,-47175] 2 2 2B 
+392640 n 1 [0,-1,0,-25921,730945] 2 2 2B 
+392640 n 2 [0,-1,0,-210241,-36538559] 2 4 2Cs 
+392640 n 3 [0,-1,0,-18241,-100935359] 2 2 2B 
+392640 n 4 [0,-1,0,-3351361,-2360339135] 2 2 2B 
+392640 o 1 [0,-1,0,-11036,450846] 2 2 2B 
+392640 o 2 [0,-1,0,-176681,28643625] 2 2 2B 
+392640 p 1 [0,-1,0,-220861,-39877379] 1 2 2B 
+392640 p 2 [0,-1,0,-220881,-39869775] 1 4 2Cs 
+392640 p 3 [0,-1,0,-253601,-27246399] 1 2 2B 
+392640 p 4 [0,-1,0,-188481,-52006815] 1 2 2B 
+392640 q 1 [0,-1,0,-437151,116424801] 1 1 
+392640 r 1 [0,-1,0,-4481,113025] 0 2 2B 
+392640 r 2 [0,-1,0,1919,403585] 0 2 2B 
+392640 s 1 [0,-1,0,-13761,625761] 1 2 2B 
+392640 s 2 [0,-1,0,-15681,441825] 1 2 2B 
+392640 t 1 [0,-1,0,-236,390] 1 2 2B 
+392640 t 2 [0,-1,0,-2281,-40919] 1 2 2B 
+392640 u 1 [0,-1,0,-34401,2588385] 1 2 2B 
+392640 u 2 [0,-1,0,-557921,160586721] 1 2 2B 
+392640 v 1 [0,-1,0,-5761,159265] 0 2 2B 
+392640 v 2 [0,-1,0,-18561,-780255] 0 2 2B 
+392640 w 1 [0,-1,0,-4241,-94095] 1 2 2B 
+392640 w 2 [0,-1,0,5759,-480095] 1 2 2B 
+392640 x 1 [0,-1,0,-18241,169441] 1 2 2B 
+392640 x 2 [0,-1,0,-218241,39249441] 1 4 2Cs 
+392640 x 3 [0,-1,0,-3490241,2510918241] 1 2 2B 
+392640 x 4 [0,-1,0,-146241,65500641] 1 2 2B 
+392640 y 1 [0,-1,0,-70811,-7229139] 0 1 
+392640 z 1 [0,-1,0,404,406] 0 2 2B 
+392640 z 2 [0,-1,0,-1641,4905] 0 2 2B 
+392640 ba 1 [0,-1,0,1145,-7175] 0 1 
+392640 bb 1 [0,-1,0,-12065,-429375] 1 2 2B 
+392640 bb 2 [0,-1,0,-184865,-30531135] 1 2 2B 
+392640 bc 1 [0,-1,0,-585,-5175] 1 2 2B 
+392640 bc 2 [0,-1,0,-1185,7905] 1 2 2B 
+392640 bd 1 [0,-1,0,415,57] 0 1 
+392640 be 1 [0,-1,0,-4424225,-3578857023] 1 2 2B 
+392640 be 2 [0,-1,0,-70779425,-229173265983] 1 2 2B 
+392640 bf 1 [0,-1,0,-12865,-550175] 0 2 2B 
+392640 bf 2 [0,-1,0,-1345,-1510943] 0 2 2B 
+392640 bg 1 [0,-1,0,-1345,-2975] 2 2 2B 
+392640 bg 2 [0,-1,0,-13345,594625] 2 2 2B 
+392640 bh 1 [0,-1,0,-515485,142639867] 1 1 
+392640 bi 1 [0,-1,0,-11905,504097] 2 1 
+392640 bj 1 [0,-1,0,-90683905,332376756097] 0 2 2B 
+392640 bj 2 [0,-1,0,-82583905,394161936097] 0 2 2B 
+392640 bk 1 [0,-1,0,-605,4077] 1 2 2B 
+392640 bk 2 [0,-1,0,-8785,319825] 1 2 2B 
+392640 bl 1 [0,-1,0,-43105,-3422975] 1 2 2B 
+392640 bl 2 [0,-1,0,-27105,-6011775] 1 2 2B 
+392640 bm 1 [0,-1,0,-11905,-453503] 1 2 2B 
+392640 bm 2 [0,-1,0,14015,-2179775] 1 2 2B 
+392640 bn 1 [0,-1,0,-1025,6177] 1 2 2B 
+392640 bn 2 [0,-1,0,-8225,-280383] 1 2 2B 
+392640 bo 1 [0,-1,0,-4225,-593375] 1 2 2B 
+392640 bo 2 [0,-1,0,-135105,-18995103] 1 2 2B 
+392640 bp 1 [0,-1,0,-2705,20625] 1 2 2B 
+392640 bp 2 [0,-1,0,-35105,2541345] 1 2 2B 
+392640 bq 1 [0,-1,0,-40545,3013857] 2 2 2B 
+392640 bq 2 [0,-1,0,-640545,197533857] 2 2 2B 
+392640 br 1 [0,-1,0,-550785,-98457183] 0 2 2B 
+392640 br 2 [0,-1,0,-3700065,2668500225] 0 2 2B 
+392640 bs 1 [0,-1,0,-1364374465,-43737147164063] 0 1 
+392640 bt 1 [0,-1,0,-341345,-82901535] 1 2 2B 
+392640 bt 2 [0,-1,0,-5584225,-5077269023] 1 4 2Cs 
+392640 bt 3 [0,-1,0,-5707105,-4842002975] 1 4 2B 
+392640 bt 4 [0,-1,0,-89347425,-325035940383] 1 2 2B 
+392640 bu 1 [0,-1,0,-6305,-135903] 1 2 2B 
+392640 bu 2 [0,-1,0,-92705,-10832223] 1 2 2B 
+392640 bv 1 [0,-1,0,-425,2025] 2 2 2B 
+392640 bv 2 [0,-1,0,1375,13185] 2 2 2B 
+392640 bw 1 [0,-1,0,-35,117] 1 1 
+392640 bx 1 [0,-1,0,-12985,568825] 0 2 2B 
+392640 bx 2 [0,-1,0,-3265,1391137] 0 2 2B 
+392640 by 1 [0,-1,0,-465,3537] 2 2 2B 
+392640 by 2 [0,-1,0,735,17697] 2 2 2B 
+392640 bz 1 [0,-1,0,-1985,-53823] 1 1 
+392640 ca 1 [0,-1,0,-5318442945,149288869181025] 0 2 2B 
+392640 ca 2 [0,-1,0,-5212274625,155534602810977] 0 2 2B 
+392640 cb 1 [0,-1,0,-13345,517057] 0 2 2B 
+392640 cb 2 [0,-1,0,-205345,35883457] 0 2 2B 
+392640 cc 1 [0,-1,0,-54545,-4720143] 2 2 2B 
+392640 cc 2 [0,-1,0,-864545,-309118143] 2 2 2B 
+392640 cd 1 [0,-1,0,-3583265,-2609543775] 0 2 2B 
+392640 cd 2 [0,-1,0,-3663265,-2486839775] 0 2 2B 
+392640 ce 1 [0,-1,0,-787865,-268278375] 1 2 2B 
+392640 ce 2 [0,-1,0,-12597665,-17205893535] 1 2 2B 
+392640 cf 1 [0,-1,0,-341985,-76859775] 0 2 2B 
+392640 cf 2 [0,-1,0,-359265,-68644863] 0 2 2B 
+392640 cg 1 [0,-1,0,-505,-4103] 0 2 2B 
+392640 cg 2 [0,-1,0,95,-13823] 0 2 2B 
+392640 ch 1 [0,-1,0,-3545,-39975] 1 2 2B 
+392640 ch 2 [0,-1,0,-48545,-4098975] 1 2 2B 
+392640 ci 1 [0,-1,0,-2345,47025] 1 1 
+392640 cj 1 [0,-1,0,355,-16275] 0 2 2B 
+392640 cj 2 [0,-1,0,-7825,-250223] 0 2 2B 
+392640 ck 1 [0,-1,0,-13625,-607623] 0 2 2B 
+392640 ck 2 [0,-1,0,-13505,-618975] 0 2 2B 
+392640 cl 1 [0,-1,0,-865,6625] 0 2 2B 
+392640 cl 2 [0,-1,0,-5665,-157535] 0 2 2B 
+392640 cm 1 [0,-1,0,-1145,-4743] 1 2 2B 
+392640 cm 2 [0,-1,0,-10145,393057] 1 2 2B 
+392640 cn 1 [0,1,0,404,-406] 3 2 2B 
+392640 cn 2 [0,1,0,-1641,-4905] 3 2 2B 
+392640 co 1 [0,1,0,-70811,7229139] 1 1 
+392640 cp 1 [0,1,0,-18241,-169441] 1 2 2B 
+392640 cp 2 [0,1,0,-218241,-39249441] 1 4 2Cs 
+392640 cp 3 [0,1,0,-146241,-65500641] 1 2 2B 
+392640 cp 4 [0,1,0,-3490241,-2510918241] 1 2 2B 
+392640 cq 1 [0,1,0,-4241,94095] 1 2 2B 
+392640 cq 2 [0,1,0,5759,480095] 1 2 2B 
+392640 cr 1 [0,1,0,-34401,-2588385] 1 2 2B 
+392640 cr 2 [0,1,0,-557921,-160586721] 1 2 2B 
+392640 cs 1 [0,1,0,-5761,-159265] 0 2 2B 
+392640 cs 2 [0,1,0,-18561,780255] 0 2 2B 
+392640 ct 1 [0,1,0,-236,-390] 2 2 2B 
+392640 ct 2 [0,1,0,-2281,40919] 2 2 2B 
+392640 cu 1 [0,1,0,-13761,-625761] 1 2 2B 
+392640 cu 2 [0,1,0,-15681,-441825] 1 2 2B 
+392640 cv 1 [0,1,0,-4481,-113025] 0 2 2B 
+392640 cv 2 [0,1,0,1919,-403585] 0 2 2B 
+392640 cw 1 [0,1,0,-437151,-116424801] 0 1 
+392640 cx 1 [0,1,0,-220861,39877379] 1 2 2B 
+392640 cx 2 [0,1,0,-220881,39869775] 1 4 2Cs 
+392640 cx 3 [0,1,0,-188481,52006815] 1 2 2B 
+392640 cx 4 [0,1,0,-253601,27246399] 1 2 2B 
+392640 cy 1 [0,1,0,-11036,-450846] 1 2 2B 
+392640 cy 2 [0,1,0,-176681,-28643625] 1 2 2B 
+392640 cz 1 [0,1,0,-636,-5586] 1 2 2B 
+392640 cz 2 [0,1,0,-2681,47175] 1 2 2B 
+392640 da 1 [0,1,0,-25921,-730945] 0 2 2B 
+392640 da 2 [0,1,0,-210241,36538559] 0 4 2Cs 
+392640 da 3 [0,1,0,-3351361,2360339135] 0 2 2B 
+392640 da 4 [0,1,0,-18241,100935359] 0 2 2B 
+392640 db 1 [0,1,0,-121,-1921] 0 1 3B 
+392640 db 2 [0,1,0,1079,47759] 0 1 3B 
+392640 dc 1 [0,1,0,699,-14301] 1 1 
+392640 dd 1 [0,1,0,-561,87759] 1 2 2B 
+392640 dd 2 [0,1,0,-33281,2306175] 1 2 2B 
+392640 de 1 [0,1,0,-386881,81599519] 1 2 2B 
+392640 de 2 [0,1,0,-5985601,5634410015] 1 2 2B 
+392640 df 1 [0,1,0,6239,143039] 1 1 
+392640 dg 1 [0,1,0,-430881,-106959681] 0 2 2B 
+392640 dg 2 [0,1,0,-930881,187340319] 0 2 2B 
+392640 dh 1 [0,1,0,-4841,127959] 0 2 2B 
+392640 dh 2 [0,1,0,-3841,183359] 0 2 2B 
+392640 di 1 [0,1,0,-4921,-134521] 1 2 2B 
+392640 di 2 [0,1,0,-5121,-123201] 1 2 2B 
+392640 dj 1 [0,1,0,101079,-15401745] 0 1 
+392640 dk 1 [0,1,0,-1,-121] 1 1 
+392640 dl 1 [0,1,0,-406081,99321119] 1 2 2B 
+392640 dl 2 [0,1,0,-534081,31301919] 1 4 2Cs 
+392640 dl 3 [0,1,0,2083519,249609759] 1 2 2B 
+392640 dl 4 [0,1,0,-5199681,-4538186721] 1 2 2B 
+392640 dm 1 [0,1,0,-344721,-77984145] 0 2 2B 
+392640 dm 2 [0,1,0,-403041,-49862241] 0 4 2Cs 
+392640 dm 3 [0,1,0,-3103041,2068557759] 0 2 2B 
+392640 dm 4 [0,1,0,1363839,-367547265] 0 2 2B 
+392640 dn 1 [0,1,0,-1145,4743] 2 2 2B 
+392640 dn 2 [0,1,0,-10145,-393057] 2 2 2B 
+392640 do 1 [0,1,0,-13625,607623] 1 2 2B 
+392640 do 2 [0,1,0,-13505,618975] 1 2 2B 
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+392700 bd 1 [0,-1,0,-11033,449562] 1 2 2B 
+392700 bd 2 [0,-1,0,-12908,288312] 1 2 2B 
+392700 be 1 [0,-1,0,-1236333,530490537] 1 1 
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+392700 bg 1 [0,1,0,-53908,5917988] 1 1 
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+392700 bi 1 [0,1,0,-51833,39764088] 1 2 2B 
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+392700 bk 1 [0,1,0,-91833,-10590912] 0 2 2B 
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+392700 bs 1 [0,1,0,-558,5313] 1 1 
+392700 bt 1 [0,1,0,-65132033,-216035707812] 1 2 2B 
+392700 bt 2 [0,1,0,-1061583908,-13313399152812] 1 2 2B 
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+392708 a 1 [0,-1,0,-8934,344621] 2 1 
+392709 a 1 [1,1,0,-22439,-1303578] 1 1 
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+392717 a 1 [1,-1,0,-6262,192303] 1 2 2B 
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+392718 a 1 [1,1,0,-650151,-203218251] 0 1 
+392718 b 1 [1,1,0,-160,-596] 1 2 2B 
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+392720 a 1 [0,-1,0,-7840,268032] 0 2 2B 
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+392730 a 1 [1,1,0,-6712318,6690791188] 1 1 
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+392760 d 1 [0,0,0,2058,59501] 0 2 2B 
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+392762 a 1 [1,1,0,132,-304] 1 1 
+392762 b 1 [1,1,0,6,-40] 0 1 
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+392763 a 1 [1,0,0,-1299,11640] 1 2 2B 
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+392763 a 3 [1,0,0,-299249,62983284] 1 2 2B 
+392763 a 4 [1,0,0,-16639,1208750] 1 2 2B 
+392763 b 1 [1,0,0,-25,-166] 0 1 
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+392764 a 1 [0,1,0,-452,-2396] 2 1 
+392765 a 1 [0,-1,1,-2641,-51364] 1 1 
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+392766 a 1 [1,1,0,163,-1635] 2 1 
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+392766 c 1 [1,1,0,-38095,2935717] 1 1 
+392766 d 1 [1,1,0,22625,2398213] 0 2 2B 
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+392766 l 1 [1,0,1,-272495,-65118814] 1 2 2B 
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+392766 t 1 [1,0,0,-26032003,-51129766687] 0 1 3B 
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+392766 u 1 [1,0,0,-63,243] 0 1 
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+392768 a 1 [0,0,0,-3610,-96026] 1 1 
+392768 b 1 [0,0,0,-66424,15213262] 1 1 
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+392768 h 2 [0,1,0,-88973985,-323059516481] 2 2 2B 
+392768 i 1 [0,1,0,-9145,322119] 1 2 2B 
+392768 i 2 [0,1,0,-23585,-963041] 1 2 2B 
+392768 j 1 [0,1,0,-1564,50286] 2 2 2B 
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+392768 k 1 [0,1,0,-1779489,-157677473] 1 2 2B 
+392768 k 2 [0,1,0,7000031,-1244582049] 1 2 2B 
+392768 l 1 [0,1,0,-69793,-4417089] 2 2 2B 3B 
+392768 l 2 [0,1,0,-993953,-381659201] 2 2 2B 3B 
+392768 l 3 [0,1,0,-2380193,1412412607] 2 2 2B 3B 
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+392768 m 1 [0,1,0,-12033,-373889] 1 2 2B 
+392768 m 2 [0,1,0,-69793,6776799] 1 2 2B 
+392768 n 1 [0,1,0,-3535393,-1819421121] 1 2 2B 3B 
+392768 n 2 [0,1,0,-21094433,35851743295] 1 2 2B 3B 
+392768 n 3 [0,1,0,-105655073,417862613311] 1 2 2B 3B 
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+392768 r 1 [0,1,0,-6257,-79313] 1 2 2B 
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+392768 s 1 [0,1,0,963,782755] 0 2 2B 
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+392768 t 1 [0,-1,0,-23157909,-42886340915] 0 1 
+392768 u 1 [0,-1,0,15403,181837] 1 1 
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+392768 ba 1 [0,0,0,-2892332,1890340400] 0 2 2B 
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+392768 bc 1 [0,0,0,-11191,-411540] 0 2 2B 
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+392768 bd 1 [0,0,0,-155591,23622396] 1 2 2B 
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+392768 bd 3 [0,0,0,88084,88343920] 1 2 2B 
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+392768 be 1 [0,0,0,-155591,-23622396] 1 2 2B 
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+392768 be 3 [0,0,0,-431756,79125424] 1 2 2B 
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+392768 bj 1 [0,0,0,532,2736] 0 1 
+392768 bk 1 [0,0,0,-2346500,-1383213376] 0 2 2B 
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+392768 bm 1 [0,0,0,-7220,219488] 0 2 2B 
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+392768 bo 1 [0,0,0,-15884,329232] 0 2 2B 
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+392768 bo 3 [0,0,0,-15884,-48836080] 0 2 2B 
+392768 bo 4 [0,0,0,-2095244,-1167346928] 0 2 2B 
+392768 bp 1 [0,0,0,-9373004,-11012481168] 0 2 2B 
+392768 bp 2 [0,0,0,-149845324,-706013331600] 0 2 2B 
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+392768 bq 2 [0,0,0,-149845324,706013331600] 1 2 2B 
+392768 br 1 [0,0,0,-15884,-329232] 1 2 2B 
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+392768 br 3 [0,0,0,-2095244,1167346928] 1 2 2B 
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+392768 bs 1 [0,0,0,-2017268,964649760] 0 2 2B 
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+392768 bu 1 [0,1,0,-23157909,42886340915] 1 1 
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+392768 cf 1 [0,-1,0,-1564,-50286] 0 2 2B 
+392768 cf 2 [0,-1,0,-32249,-2216647] 0 2 2B 
+392768 cg 1 [0,-1,0,-3535393,1819421121] 0 2 2B 3B 
+392768 cg 2 [0,-1,0,-21094433,-35851743295] 0 2 2B 3B 
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+392768 cg 4 [0,-1,0,-1690358433,-26748976702399] 0 2 2B 3B 
+392768 ch 1 [0,-1,0,-26473,-96855] 1 2 2B 
+392768 ch 2 [0,-1,0,-300833,-63254527] 1 2 2B 
+392768 ci 1 [0,-1,0,-12033,373889] 2 2 2B 
+392768 ci 2 [0,-1,0,-69793,-6776799] 2 2 2B 
+392768 cj 1 [0,-1,0,-69793,4417089] 1 2 2B 3B 
+392768 cj 2 [0,-1,0,-993953,381659201] 1 2 2B 3B 
+392768 cj 3 [0,-1,0,-2380193,-1412412607] 1 2 2B 3B 
+392768 cj 4 [0,-1,0,-2611233,-1121440831] 1 2 2B 3B 
+392768 ck 1 [0,-1,0,-29665,2011233] 1 1 
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+392770 a 1 [1,-1,0,-610,4300] 1 1 
+392770 b 1 [1,-1,0,31961,-725555] 2 1 
+392770 c 1 [1,0,1,-7270509,7619198696] 1 2 2B 
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+392770 d 1 [1,1,0,-182,1876] 2 1 
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+392770 f 1 [1,0,1,-5428,153448] 1 3 3B.1.1 
+392770 f 2 [1,0,1,-9453,-103872] 1 1 3B.1.2 
+392770 g 1 [1,-1,1,-222,-1179] 1 1 
+392770 h 1 [1,0,0,-15061,-717855] 2 1 
+392770 i 1 [1,-1,1,10953,-32881] 1 2 2B 
+392770 i 2 [1,-1,1,-43927,-230449] 1 2 2B 
+392770 j 1 [1,0,0,-5228026,-4601454620] 1 1 
+392770 k 1 [1,0,0,-27564349680,1738369822918400] 0 3 3B.1.1 
+392770 k 2 [1,0,0,-230320636280,-41703458564834920] 0 1 3B.1.2 
+392770 l 1 [1,1,1,-511510,-135397613] 1 2 2B 
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+392775 a 1 [0,-1,1,-808,9018] 1 1 
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+392777 a 1 [0,0,1,-122,871] 1 1 
+392777 b 1 [1,0,1,-25768,1578339] 2 1 
+392777 c 1 [1,-1,0,-4591129466,119737873040401] 1 1 
+392778 a 1 [1,-1,0,-693,-26163] 1 1 
+392778 b 1 [1,-1,1,-638807,-196358673] 1 1 
+392779 a 1 [0,0,1,-956,-5920] 1 1 
+392780 a 1 [0,0,0,-28,-83] 1 1 
+392780 b 1 [0,0,0,-382388,-91013223] 1 2 2B 
+392780 b 2 [0,0,0,-382183,-91115682] 1 2 2B 
+392780 c 1 [0,0,0,232,-732] 1 1 
+392782 a 1 [1,0,1,-16,154] 2 1 
+392782 b 1 [1,1,1,6040491,-1608793925] 2 1 
+392782 c 1 [1,0,0,912,78080] 2 1 
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+392784 e 1 [0,-1,0,-5504,459600] 2 2 2B 
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+392784 f 1 [0,-1,0,-67304064,225438363648] 1 2 2B 
+392784 f 2 [0,-1,0,-1094908544,13945191297024] 1 4 2Cs 
+392784 f 3 [0,-1,0,-17518516864,892476847550464] 1 2 2B 
+392784 f 4 [0,-1,0,-1112971904,13461281107968] 1 2 2B 
+392784 g 1 [0,-1,0,-60629,64636125] 0 1 
+392784 h 1 [0,-1,0,-348504,-81168912] 1 2 2B 
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+392784 k 1 [0,-1,0,-4104,-93456] 2 2 2B 
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+392784 r 1 [0,-1,0,-1388,-215424] 0 2 2B 
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+392784 s 1 [0,-1,0,-5553,188973] 1 1 
+392784 t 1 [0,-1,0,17232,-751680] 2 2 2B 
+392784 t 2 [0,-1,0,-92528,-6810432] 2 2 2B 
+392784 u 1 [0,-1,0,-39608,-3741072] 0 2 2B 
+392784 u 2 [0,-1,0,-674648,-213050256] 0 2 2B 
+392784 v 1 [0,-1,0,103472,-14474816] 1 1 
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+392784 bd 1 [0,-1,0,1168928,-1048686848] 1 2 2B 
+392784 bd 2 [0,-1,0,-11124192,-12328853760] 1 4 2Cs 
+392784 bd 3 [0,-1,0,-47784032,114983438592] 1 2 2B 
+392784 bd 4 [0,-1,0,-171154272,-861768518400] 1 2 2B 
+392784 be 1 [0,-1,0,-56709,-3954663] 1 1 3B 
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+392784 bf 1 [0,-1,0,-44424,3551472] 1 1 
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+392784 bi 1 [0,-1,0,1944,-24912] 0 2 2B 
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+392784 bj 1 [0,-1,0,-919256,342943728] 0 2 2B 
+392784 bj 2 [0,-1,0,-14749016,21806731248] 0 2 2B 
+392784 bk 1 [0,-1,0,-1932576,1070546688] 0 1 
+392784 bl 1 [0,-1,0,-9507976,15723832048] 1 1 
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+392784 bn 1 [0,1,0,-2176792,-1213801324] 1 1 
+392784 bo 1 [0,1,0,-1157,11199] 2 1 3B 
+392784 bo 2 [0,1,0,-31397,-2150961] 2 1 3B 
+392784 bp 1 [0,1,0,-912,6516] 2 1 
+392784 bq 1 [0,1,0,-14177,633051] 0 1 
+392784 br 1 [0,1,0,-26084,2203452] 1 2 2B 
+392784 br 2 [0,1,0,-458264,119237796] 1 4 2Cs 
+392784 br 3 [0,1,0,-7331984,7639087476] 1 2 2B 
+392784 br 4 [0,1,0,-499424,96501012] 1 2 2B 
+392784 bs 1 [0,1,0,-14079,532356] 0 2 2B 
+392784 bs 2 [0,1,0,26836,3085452] 0 2 2B 
+392784 bt 1 [0,1,0,1356,-68580] 0 2 2B 
+392784 bt 2 [0,1,0,-19224,-949404] 0 2 2B 
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+392784 bv 1 [0,1,0,-3544,-338668] 1 2 2B 
+392784 bv 2 [0,1,0,-97624,-11741164] 1 2 2B 
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+392784 by 1 [0,1,0,-2256,-60012] 1 1 
+392784 bz 1 [0,1,0,19584,-820044] 1 1 
+392784 ca 1 [0,1,0,-13366481,-11206691637] 1 1 
+392784 cb 1 [0,1,0,-131728,-19740316] 1 2 2B 
+392784 cb 2 [0,1,0,-2148568,-1212902860] 1 2 2B 
+392784 cc 1 [0,1,0,-8248,-329260] 1 1 
+392784 cd 1 [0,1,0,-272113,-64273525] 0 1 
+392784 ce 1 [0,1,0,-65088,15408756] 0 2 2B 
+392784 ce 2 [0,1,0,-1409648,643049364] 0 2 2B 
+392784 cf 1 [0,1,0,1552,57252] 2 2 2B 
+392784 cf 2 [0,1,0,-16088,685236] 2 2 2B 
+392784 cg 1 [0,1,0,1307,43679] 1 1 
+392784 ch 1 [0,1,0,2112,42804] 1 1 
+392784 ci 1 [0,1,0,-13148,-1016436] 1 2 2B 
+392784 ci 2 [0,1,0,-251288,-48549180] 1 2 2B 
+392784 cj 1 [0,1,0,-18440,920436] 1 1 
+392784 ck 1 [0,1,0,-8466040,-9485249068] 0 1 
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+392784 cn 1 [0,1,0,-13680,611316] 0 1 
+392784 co 1 [0,1,0,-14520,-678924] 0 1 
+392784 cp 1 [0,1,0,-392800,-32208268] 1 1 
+392784 cq 1 [0,1,0,-8297,-293490] 0 2 2B 
+392784 cq 2 [0,1,0,-10012,-165208] 0 2 2B 
+392784 cr 1 [0,1,0,-201112,32457620] 0 2 2B 
+392784 cr 2 [0,1,0,-640152,-158436972] 0 2 2B 
+392784 cs 1 [0,1,0,4688,-799660] 0 1 
+392784 ct 1 [0,1,0,86028,14480892] 1 2 2B 
+392784 ct 2 [0,1,0,-628392,151935300] 1 4 2Cs 
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+393129 ba 1 [0,0,1,0,276162202] 1 1 3B 5Nn 7Ns 11Nn.1.4 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 ba 2 [0,0,1,0,-7456379461] 1 1 3B 5Nn 7Ns 11Nn.1.4 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bb 1 [0,0,1,0,3942210] 2 3 3B.1.1 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bb 2 [0,0,1,0,-106439677] 2 1 3B.1.2 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bc 1 [0,0,1,0,-575] 1 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bc 2 [0,0,1,0,15518] 1 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bd 1 [0,0,1,-142836870,708337790113] 0 1 3B 
+393129 bd 2 [0,0,1,-11818768170,494545705180942] 0 1 3B 
+393129 be 1 [0,0,1,0,-74901995] 1 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 be 2 [0,0,1,0,2022353858] 1 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bf 1 [0,0,1,0,10920] 2 3 3B.1.1 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bf 2 [0,0,1,0,-294847] 2 1 3B.1.2 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bg 1 [0,0,1,0,-14534853] 0 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bg 2 [0,0,1,0,392441024] 0 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bh 1 [0,0,1,0,99694555012] 1 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bh 2 [0,0,1,0,-2691752985331] 1 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bi 1 [0,0,1,0,764992] 1 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bi 2 [0,0,1,0,-20654791] 1 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bj 1 [0,0,1,0,-5247081843] 0 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bj 2 [0,0,1,0,141671209754] 0 1 3B 5Nn 7Ns 11Nn 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bk 1 [0,0,1,0,-207485] 1 1 3B 5Nn 7Ns 11Nn.1.4 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bk 2 [0,0,1,0,5602088] 1 1 3B 5Nn 7Ns 11Nn.1.4 13Ns 17Nn 19Ns 23Nn 29Nn 31Ns 37Ns 
+393129 bl 1 [0,0,1,-41382,3243314] 1 1 3Nn 5Ns 7Ns 11Ns 13Nn 17Ns 19B.18.6 23Ns 29Nn 31Nn 37Nn 
+393129 bl 2 [0,0,1,-14938902,-22245892441] 1 1 3Nn 5Ns 7Ns 11Ns 13Nn 17Ns 19B.18.6 23Ns 29Nn 31Nn 37Nn 
+393129 bm 1 [0,0,1,-443973684,3600675467199] 1 1 
+393129 bn 1 [0,0,1,-160274499924,-24697033029519656] 0 1 
+393129 bo 1 [0,0,1,-179266824,-2246835136516] 0 1 5Ns 
+393129 bp 1 [0,0,1,-496584,327574739] 0 1 5Ns 
+393129 bq 1 [0,0,1,-151734,-23436581] 0 1 
+393129 br 1 [0,0,1,-54775974,160751507364] 1 1 
+393129 bs 1 [0,0,1,-452694,-120774987] 1 1 
+393129 bt 1 [0,0,1,-1254,17608] 2 1 
+393129 bu 1 [0,0,1,-1324582644,18555246453433] 0 1 
+393129 bv 1 [0,0,1,-3669204,-2705240772] 1 1 
+393129 bw 1 [0,0,1,-23826,1452393] 1 1 3Ns 5Ns 7Nn 11B.10.3 13Nn 17Nn 19Nn 23Ns 29Nn 31Ns 37Ns 
+393129 bw 2 [0,0,1,-2882946,-1933135416] 1 1 3Ns 5Ns 7Nn 11B.10.3 13Nn 17Nn 19Nn 23Ns 29Nn 31Ns 37Ns 
+393129 bx 1 [0,0,1,-10745526,-15855362141] 0 1 3B 
+393129 bx 2 [0,0,1,75742854,91697262808] 0 1 3B 
+393129 by 1 [1,-1,0,-270276,-48987559] 0 1 
+393129 bz 1 [1,-1,0,-6602216616,206482847574361] 0 1 
+393129 ca 1 [1,-1,0,-806361,-252592642] 1 1 
+393129 cb 1 [1,-1,0,-151146,22655133] 1 1 
+393129 cc 1 [1,-1,0,-8190,-1113183] 0 1 11B.10.4 
+393129 cc 2 [1,-1,0,-11802060,15609253149] 0 1 11B.10.5 
+393129 cd 1 [1,-1,0,-21630285,-29845501218] 1 1 
+393129 ce 1 [1,-1,0,-770622,-258203665] 0 2 2B 
+393129 ce 2 [1,-1,0,-234537,-611269246] 0 2 2B 
+393129 cf 1 [1,-1,0,778068,287094055] 1 1 7B 
+393129 cf 2 [1,-1,0,-260652717,-1619694908276] 1 1 7B 
+393129 cg 1 [1,-1,0,-10360587,-12735391432] 0 2 2B 
+393129 cg 2 [1,-1,0,-3153222,-30135412015] 0 2 2B 
+393129 ch 1 [1,-1,0,-15087,-641888] 0 2 2B 
+393129 ch 2 [1,-1,0,19398,-3173087] 0 2 2B 
+393129 ci 1 [1,-1,0,-49018272,-119559417301] 0 2 2B 
+393129 ci 2 [1,-1,0,63023493,-586751168998] 0 2 2B 
+393129 cj 1 [1,-1,0,8247519,127819670490] 1 1 
+393129 ck 1 [1,-1,0,-663405,38680208] 1 2 2B 
+393129 ck 2 [1,-1,0,-6560340,-6430257487] 1 2 2B 
+393129 cl 1 [0,0,1,11913,94311] 0 1 
+393129 cm 1 [0,0,1,7731537,9451137847] 0 1 5B.4.1 
+393129 cm 2 [0,0,1,-1725967353,27599287602037] 0 1 5B.4.2 
+393129 cn 1 [0,0,1,-131043,-43364313] 0 1 5B.4.1 
+393129 cn 2 [0,0,1,-4062333,5708112957] 0 1 5Cs.4.1 
+393129 cn 3 [0,0,1,-3074399823,65612809331847] 0 1 5B.4.2 
+393129 co 1 [0,0,1,-536085,-151256383] 0 1 
+393129 cp 1 [0,0,1,-7207365,-7456379461] 0 1 
+393129 cq 1 [0,0,1,34485,-120123] 1 1 
+393129 cr 1 [0,0,1,4324419,-7456379461] 1 1 
+393129 cs 1 [0,0,1,-917301,-372020157] 0 1 
+393130 a 1 [1,0,1,-74,-284] 2 1 
+393130 b 1 [1,-1,0,71,-265] 0 1 
+393132 a 1 [0,-1,0,-2271429,1251493254] 0 2 2B 
+393132 a 2 [0,-1,0,-6694164,-5097785112] 0 2 2B 
+393132 b 1 [0,-1,0,-600618,-195920487] 0 1 
+393132 c 1 [0,1,0,54602,26152985] 1 1 
+393135 a 1 [1,1,1,-411,408] 1 2 2B 
+393135 a 2 [1,1,1,1614,5268] 1 2 2B 
+393135 b 1 [1,1,1,-60,300] 1 1 
+393135 c 1 [1,0,0,-421,-1624] 2 2 2B 
+393135 c 2 [1,0,0,1454,-11749] 2 2 2B 
+393136 a 1 [0,0,0,-752,-7952] 2 1 
+393136 b 1 [0,-1,0,43,41] 1 1 
+393138 a 1 [1,-1,0,-47688,-3996416] 0 1 
+393138 b 1 [1,-1,0,21,377] 1 1 
+393138 c 1 [1,-1,0,-3951,-94163] 0 2 2B 
+393138 c 2 [1,-1,0,-1791,-198275] 0 2 2B 
+393138 d 1 [1,-1,0,-331326,73488532] 1 2 2B 
+393138 d 2 [1,-1,0,-325566,76162324] 1 2 2B 
+393138 e 1 [1,-1,1,-2651,53187] 2 1 
+393138 f 1 [1,-1,1,157,-2757] 1 1 
+393138 g 1 [1,-1,1,-680,6635] 1 1 
+393138 h 1 [1,-1,1,-4641800,214949963] 0 1 
+393138 i 1 [1,-1,1,-429194,108332425] 1 1 
+393140 a 1 [0,-1,0,164,-2584] 0 1 
+393140 b 1 [0,1,0,4604,-3767420] 0 1 
+393141 a 1 [1,1,1,-10287970952,-401649591672124] 1 1 
+393141 b 1 [1,1,1,63,726] 1 2 2B 
+393141 b 2 [1,1,1,-902,9218] 1 2 2B 
+393141 c 1 [1,1,1,-116501,-8322694] 1 2 2B 
+393141 c 2 [1,1,1,382564,-60225454] 1 2 2B 
+393141 d 1 [1,0,0,-1853772,971322687] 2 4 2B 
+393141 d 2 [1,0,0,-1853817,971273160] 2 4 2Cs 
+393141 d 3 [1,0,0,-1712682,1125420807] 2 2 2B 
+393141 d 4 [1,0,0,-1995672,813955965] 2 2 2B 
+393141 e 1 [1,1,0,-4515,-81144] 0 2 2B 
+393141 e 2 [1,1,0,-28280,1758267] 0 2 2B 
+393141 f 1 [1,0,1,-535,-4759] 0 1 
+393142 a 1 [1,1,0,-309,2089] 1 1 
+393142 b 1 [1,1,0,2805,119357] 0 1 
+393142 c 1 [1,1,1,-383,-795] 2 1 
+393144 a 1 [0,1,0,-168,-144] 1 1 
+393146 a 1 [1,1,1,-5861,-181755] 1 1 
+393147 a 1 [0,0,1,-513,5096] 0 1 
+393147 b 1 [1,-1,1,160,190] 1 1 
+393147 c 1 [0,0,1,-150,-708] 0 1 
+393147 d 1 [0,0,1,-1350,19109] 2 1 
+393147 e 1 [1,-1,0,18,-13] 1 1 
+393147 f 1 [0,0,1,-57,-189] 0 1 
+393148 a 1 [0,0,0,64,-4335] 1 2 2B 
+393148 a 2 [0,0,0,-3631,-81930] 1 2 2B 
+393149 a 1 [0,0,1,-783422,-266895807] 1 1 
+393150 a 1 [1,1,0,-7200,-576000] 1 1 
+393150 b 1 [1,1,0,-21325,-867875] 1 1 
+393150 c 1 [1,1,0,-79875,48367125] 0 1 
+393150 d 1 [1,1,0,-4450,71500] 1 1 
+393150 e 1 [1,1,0,265,10005] 1 1 
+393150 f 1 [1,1,0,-3150,67500] 1 1 
+393150 g 1 [1,1,0,-1087250,436744500] 0 1 
+393150 h 1 [1,1,0,-8700,-306000] 0 1 
+393150 i 1 [1,1,0,-7025,223125] 1 2 2B 
+393150 i 2 [1,1,0,-10025,10125] 1 2 2B 
+393150 j 1 [1,1,0,1025,29125] 0 1 
+393150 k 1 [1,1,0,-1810,-30410] 1 1 
+393150 l 1 [1,0,1,62355624,2015439971398] 1 1 
+393150 m 1 [1,0,1,-2951,-18952] 2 1 
+393150 n 1 [1,0,1,-126,-152] 0 1 
+393150 o 1 [1,0,1,-24876,381898] 0 1 
+393150 p 1 [1,0,1,-7651,-258202] 1 1 
+393150 q 1 [1,0,1,-198151,33786698] 1 1 
+393150 r 1 [1,0,1,-1826,-30202] 1 1 
+393150 s 1 [1,0,1,-49501,-4242952] 1 1 
+393150 t 1 [1,0,1,-4266751,-3392653102] 1 2 2B 
+393150 t 2 [1,0,1,-4278751,-3372613102] 1 2 2B 
+393150 u 1 [1,0,1,-1089281,-233976652] 1 1 
+393150 v 1 [1,0,1,4,-52] 1 1 
+393150 w 1 [1,1,1,112,-6469] 0 1 
+393150 x 1 [1,1,1,-215438,-90636469] 0 1 
+393150 y 1 [1,1,1,-1237513,-530368969] 0 1 
+393150 z 1 [1,1,1,-27232013,-29247081469] 0 1 
+393150 ba 1 [1,1,1,-5009938,4313392031] 1 4 2B 
+393150 ba 2 [1,1,1,-5521938,3377456031] 1 4 2Cs 
+393150 ba 3 [1,1,1,15446062,22919632031] 1 2 2B 
+393150 ba 4 [1,1,1,-34681938,-76054383969] 1 2 2B 
+393150 bb 1 [1,1,1,-191263,-32275219] 0 1 
+393150 bc 1 [1,1,1,-118,-199] 1 1 
+393150 bd 1 [1,1,1,-3138,-18969] 1 1 
+393150 be 1 [1,0,0,-45263,-3710733] 0 1 
+393150 bf 1 [1,0,0,-348,-2448] 1 1 
+393150 bg 1 [1,0,0,6612,1237392] 2 1 
+393150 bh 1 [1,0,0,-178,572] 1 1 
+393150 bi 1 [1,0,0,-853,-6943] 2 1 
+393150 bj 1 [1,0,0,-288,-4608] 0 1 
+393151 a 1 [0,0,1,-53,-110] 1 1 
+393153 a 1 [0,1,1,616,-12100] 0 1 
+393153 b 1 [0,1,1,111,-106] 1 1 
+393154 a 1 [1,-1,0,-31,37] 1 1 
+393155 a 1 [0,1,1,-14296695,-20811394011] 0 1 
+393155 b 1 [0,-1,1,-47881,6754331] 0 1 
+393155 c 1 [1,-1,0,11396,115035] 1 2 2B 
+393155 c 2 [1,-1,0,-47159,969938] 1 2 2B 
+393156 a 1 [0,0,0,-120,3796] 0 1 
+393156 b 1 [0,0,0,1320,-9583] 1 2 2B 
+393156 b 2 [0,0,0,-6015,-81466] 1 2 2B 
+393156 c 1 [0,0,0,-10911,-3247882] 1 1 
+393156 d 1 [0,0,0,-71751,-13818562] 0 1 
+393157 a 1 [0,1,1,-18,-8] 1 1 
+393157 b 1 [1,-1,0,4,-31] 0 1 
+393162 a 1 [1,1,0,-96607,14737285] 2 2 2B 
+393162 a 2 [1,1,0,-1662447,824276565] 2 2 2B 
+393162 b 1 [1,1,0,-382313246,-2871387573516] 1 2 2B 
+393162 b 2 [1,1,0,-6113456926,-183985843920140] 1 4 2Cs 
+393162 b 3 [1,1,0,-6109902046,-184210494561740] 1 4 2B 
+393162 b 4 [1,1,0,-97815310686,-11774971776588876] 1 2 2B 
+393162 c 1 [1,1,0,-209071,-26874395] 1 2 2B 
+393162 c 2 [1,1,0,-1212591,491945445] 1 4 2Cs 
+393162 c 3 [1,1,0,-19175151,32310824229] 1 2 2B 
+393162 c 4 [1,1,0,693649,1897606821] 1 2 2B 
+393162 d 1 [1,1,0,-3251,-64659] 2 2 2B 
+393162 d 2 [1,1,0,-12931,494845] 2 4 2Cs 
+393162 d 3 [1,1,0,-200151,34381665] 2 2 2B 
+393162 d 4 [1,1,0,19409,2609881] 2 2 2B 
+393162 e 1 [1,1,0,-18221,455325] 1 2 2B 
+393162 e 2 [1,1,0,62419,3471261] 1 2 2B 
+393162 f 1 [1,1,0,-50878,-7243154] 1 1 
+393162 g 1 [1,1,0,-1047018,-410649516] 1 1 
+393162 h 1 [1,1,0,12955,-159231] 2 1 
+393162 i 1 [1,1,0,-150,396] 0 1 
+393162 j 1 [1,1,0,-104195,-12988773] 0 1 
+393162 k 1 [1,1,0,-20797,2741893] 0 1 
+393162 l 1 [1,1,0,-5624,-356352] 1 2 2B 
+393162 l 2 [1,1,0,-116944,-15429080] 1 2 2B 
+393162 m 1 [1,1,0,-239467774,1666824509812] 0 2 2B 
+393162 m 2 [1,1,0,-4008317694,97672246061940] 0 2 2B 
+393162 n 1 [1,1,0,-21329,-1156155] 2 2 2B 
+393162 n 2 [1,1,0,12691,-4456095] 2 2 2B 
+393162 o 1 [1,1,0,-46049,-192363] 1 1 
+393162 p 1 [1,1,0,-9639,-169803] 0 1 
+393162 q 1 [1,1,0,-890893,333201565] 1 1 
+393162 r 1 [1,0,1,1378,2216] 1 1 
+393162 s 1 [1,0,1,-284252,-58361344] 1 1 
+393162 t 1 [1,0,1,-25362,1528660] 2 2 2B 
+393162 t 2 [1,0,1,-51822,-2218076] 2 2 2B 
+393162 u 1 [1,0,1,124886,224832668] 0 1 
+393162 v 1 [1,0,1,-207654849,1151166910150] 0 1 
+393162 w 1 [1,0,1,28186,4132280] 0 1 
+393162 x 1 [1,0,1,-462129,-120975962] 1 1 
+393162 y 1 [1,0,1,928724,33228650] 2 1 
+393162 z 1 [1,0,1,-292296,45229462] 1 3 3B.1.1 
+393162 z 2 [1,0,1,-8244471,-9109164710] 1 1 3B.1.2 
+393162 ba 1 [1,0,1,-20252,-692062] 0 3 3B.1.1 
+393162 ba 2 [1,0,1,-1461587,-680240722] 0 1 3B.1.2 
+393162 bb 1 [1,0,1,-3389,75254] 0 1 
+393162 bc 1 [1,1,1,-2067265129,-36193757332153] 1 2 2B 
+393162 bc 2 [1,1,1,-33080070909,-2315796248752209] 1 2 2B 
+393162 bd 1 [1,1,1,423,-6141] 1 2 2B 
+393162 bd 2 [1,1,1,-3647,-72889] 1 2 2B 
+393162 be 1 [1,1,1,7169743,-12460369969] 0 2 2B 
+393162 be 2 [1,1,1,-57055537,-136158259249] 0 4 2Cs 
+393162 be 3 [1,1,1,-275088177,1631912025039] 0 2 2B 
+393162 be 4 [1,1,1,-866627377,-9819608951857] 0 2 2B 
+393162 bf 1 [1,1,1,29779,-13915549] 0 1 
+393162 bg 1 [1,1,1,-1159246,210393611] 0 1 
+393162 bh 1 [1,0,0,-5580119,5110828905] 0 4 2B 
+393162 bh 2 [1,0,0,-89466199,325706649449] 0 8 2Cs 
+393162 bh 3 [1,0,0,-1431459159,20845584203625] 0 4 2B 
+393162 bh 4 [1,0,0,-89650519,324297154409] 0 4 2Cs 
+393162 bh 5 [1,0,0,-28201879,761160115625] 0 2 2B 
+393162 bh 6 [1,0,0,-154048279,-202772752087] 0 2 2B 
+393162 bi 1 [1,0,0,-2664,-42960] 0 2 2B 
+393162 bi 2 [1,0,0,-13244,547404] 0 4 2Cs 
+393162 bi 3 [1,0,0,-208054,36509330] 0 2 2B 
+393162 bi 4 [1,0,0,12286,2411094] 0 2 2B 
+393162 bj 1 [1,0,0,801,-85671] 1 2 2B 
+393162 bj 2 [1,0,0,-24959,-1461255] 1 2 2B 
+393162 bk 1 [1,0,0,-3191,28329] 1 1 
+393162 bl 1 [1,0,0,-24436908,19482008976] 0 1 
+393162 bm 1 [1,0,0,-717822,-125834940] 1 2 2B 
+393162 bm 2 [1,0,0,-9937662,-12054463932] 1 2 2B 
+393162 bn 1 [1,0,0,-284792,53647512] 0 1 
+393162 bo 1 [1,0,0,-5133867,-4474215135] 0 2 2B 
+393162 bo 2 [1,0,0,-6314847,-2262239595] 0 4 2Cs 
+393162 bo 3 [1,0,0,-54776337,154452526767] 0 2 2B 
+393162 bo 4 [1,0,0,23250963,-17405847477] 0 2 2B 
+393162 bp 1 [1,0,0,44416,-4750848] 1 3 3B.1.1 
+393162 bp 2 [1,0,0,-1416344,-651805368] 1 1 3B.1.2 
+393167 a 1 [1,1,1,-3523,79018] 2 1 
+393168 a 1 [0,-1,0,-2729,55860] 0 2 2B 
+393168 a 2 [0,-1,0,-43684,3528844] 0 2 2B 
+393168 b 1 [0,-1,0,-6224,-137280] 0 1 
+393168 c 1 [0,-1,0,-7256773,-7517461139] 0 1 
+393168 d 1 [0,-1,0,-517,1453] 1 1 
+393168 e 1 [0,1,0,-135688,19192820] 1 1 
+393168 f 1 [0,1,0,-81472,8923700] 1 1 
+393168 g 1 [0,1,0,-2272,-42412] 1 1 
+393174 a 1 [1,-1,0,-123,-91] 3 1 
+393174 b 1 [1,-1,0,-51631359,-142783884019] 0 1 
+393174 c 1 [1,-1,0,-1626,25652] 1 1 
+393174 d 1 [1,-1,1,-14636,-677969] 1 1 
+393174 e 1 [1,-1,1,-5736818,5290204273] 0 1 
+393174 f 1 [1,-1,1,-1109,3565] 1 1 
+393175 a 1 [0,-1,1,162467,-129375407] 0 1 
+393175 b 1 [0,1,1,-2408,44719] 0 1 
+393176 a 1 [0,0,0,-5724523,-5282652074] 0 1 
+393176 b 1 [0,0,0,-17806747,28921785382] 1 1 
+393176 c 1 [0,1,0,-28289,1827475] 2 1 
+393176 d 1 [0,1,0,35607,1252411] 0 1 
+393176 e 1 [0,1,0,-4132,-80928] 2 2 2B 
+393176 e 2 [0,1,0,-61952,-5955440] 2 2 2B 
+393176 f 1 [0,1,0,-22752,-1253792] 1 1 
+393176 g 1 [0,1,0,-72536,7171072] 1 2 2B 
+393176 g 2 [0,1,0,43104,27986272] 1 2 2B 
+393176 h 1 [0,-1,0,-2711,-54116] 0 1 
+393176 i 1 [0,0,0,-76391,8052954] 0 2 2B 
+393176 i 2 [0,0,0,-18571,19952310] 0 2 2B 
+393176 j 1 [0,0,0,686,5145] 1 2 2B 
+393176 j 2 [0,0,0,-3479,45962] 1 2 2B 
+393176 k 1 [0,0,0,-605003,-169905050] 1 1 
+393176 l 1 [0,1,0,-15892,-973904] 0 1 
+393176 m 1 [0,1,0,-846344,310509296] 1 1 
+393176 n 1 [0,1,0,3120,17072] 1 1 
+393176 o 1 [0,1,0,-931359,346946774] 0 1 
+393176 p 1 [0,1,0,-12364,2097808] 0 1 
+393176 q 1 [0,1,0,317896,5029184] 1 1 
+393176 r 1 [0,-1,0,-464,3788] 1 1 
+393176 s 1 [0,-1,0,-468456,-111267652] 0 2 2B 
+393176 s 2 [0,-1,0,-7291216,-7575367092] 0 2 2B 
+393176 t 1 [0,0,0,-6811,-2822890] 1 1 
+393176 u 1 [0,0,0,-1078,16121] 0 1 
+393180 a 1 [0,-1,0,5444,-27800] 0 1 
+393180 b 1 [0,-1,0,-116,-600] 1 1 
+393180 c 1 [0,-1,0,-1889681,999147606] 0 1 
+393180 d 1 [0,1,0,-3665,-77112] 1 1 
+393180 e 1 [0,1,0,-20020,1084100] 1 1 
+393181 a 1 [0,1,1,-116,-521] 1 1 
+393182 a 1 [1,1,0,-90,28] 1 1 
+393182 b 1 [1,1,0,-27,-47] 1 1 
+393183 a 1 [0,0,1,-237,1876] 3 1 
+393183 b 1 [0,0,1,-1479117,-925064424] 1 1 
+393183 c 1 [0,0,1,318291,-543452238] 1 1 
+393183 d 1 [0,0,1,-6685059,-6652819278] 1 1 
+393183 e 1 [0,0,1,-41721453219,3280099363882582] 1 1 
+393183 f 1 [1,-1,1,-815621,1237932092] 1 2 2B 
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+393183 g 1 [1,-1,1,-590945,-168764344] 0 2 2B 
+393183 g 2 [1,-1,1,251590,-611600740] 0 2 2B 
+393183 h 1 [0,0,1,-4266,-110383] 2 1 
+393183 i 1 [0,0,1,-26624106,54423000677] 0 1 
+393183 j 1 [0,0,1,-474,4088] 2 1 
+393183 k 1 [0,0,1,-2958234,-2015666692] 0 1 
+393183 l 1 [1,-1,0,-5842746,-5434278881] 1 2 2B 
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+393183 l 3 [1,-1,0,-28310346,53401737577] 1 2 2B 
+393183 l 4 [1,-1,0,11569644,-27880534661] 1 2 2B 
+393183 m 1 [1,-1,0,54999,-1107680] 0 2 2B 
+393183 m 2 [1,-1,0,-225846,-8802833] 0 4 2Cs 
+393183 m 3 [1,-1,0,-2191761,1241912290] 0 2 2B 
+393183 m 4 [1,-1,0,-2753451,-1755377888] 0 4 2Cs 
+393183 m 5 [1,-1,0,-1910916,-2850504881] 0 2 2B 
+393183 m 6 [1,-1,0,-44037666,-112471385675] 0 2 2B 
+393183 n 1 [0,0,1,-237,1323] 1 1 
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+393185 a 1 [1,1,1,-1599006,1057061294] 1 1 
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+393186 a 1 [1,1,0,-3594,-416592] 1 1 
+393186 b 1 [1,0,0,-3165,10701] 0 2 2B 
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+393187 a 1 [0,-1,1,2,-31] 0 1 
+393189 a 1 [0,1,1,-180,-952] 2 1 
+393189 b 1 [0,-1,1,-217,1305] 1 1 
+393190 a 1 [1,0,1,13471,5309652] 2 2 2B 
+393190 a 2 [1,0,1,-386529,88669652] 2 2 2B 
+393190 b 1 [1,0,1,552,-5722] 1 2 2B 
+393190 b 2 [1,0,1,-3448,-56922] 1 2 2B 
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+393190 h 1 [1,-1,1,-117,809] 1 2 2B 
+393190 h 2 [1,-1,1,-2167,39349] 1 2 2B 
+393192 a 1 [0,0,0,-8067,-278930] 1 1 
+393192 b 1 [0,0,0,-9531,-309690] 2 2 2B 
+393192 b 2 [0,0,0,-146691,-21624354] 2 2 2B 
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+393192 j 1 [0,0,0,-252,-108] 1 1 
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+393192 m 1 [0,0,0,-39,-2662] 0 1 
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+393192 o 1 [0,0,0,-62397437043,5999338208276030] 0 1 
+393193 a 1 [1,-1,0,-8191,-283296] 0 2 2B 
+393193 a 2 [1,-1,0,-8186,-283663] 0 2 2B 
+393193 b 1 [1,1,0,-2119,-11760] 0 2 2B 
+393193 b 2 [1,1,0,-26684,-1687093] 0 2 2B 
+393196 a 1 [0,-1,0,19,-58] 1 1 
+393198 a 1 [1,1,0,-652914,202791924] 2 1 
+393198 b 1 [1,1,0,-69,801] 3 1 
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+393198 e 1 [1,1,0,-3291342099,-72680200547859] 1 1 
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+393198 g 1 [1,1,0,-84101628,751917216024] 0 1 
+393198 h 1 [1,1,0,-16683,-2107899] 1 1 
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+393198 k 1 [1,1,0,-98404,-248095280] 0 2 2B 
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+393198 k 3 [1,1,0,-11793524,5282244672] 0 2 2B 
+393198 k 4 [1,1,0,-104547924,-411497472672] 0 2 2B 
+393198 l 1 [1,1,0,-28170668294,1824375551856660] 0 2 2B 
+393198 l 2 [1,1,0,-451040397574,116592488687636500] 0 4 2Cs 
+393198 l 3 [1,1,0,-7216646347014,7461928327602061332] 0 2 2B 
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+393198 p 1 [1,1,0,118359,72295557] 1 1 
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+393198 r 1 [1,0,1,-2916324,1975977058] 1 1 
+393198 s 1 [1,1,1,108,357] 1 1 
+393198 t 1 [1,1,1,544323,-111508125] 0 1 
+393198 u 1 [1,1,1,24858537006,1478078759124831] 1 2 2B 
+393198 u 2 [1,1,1,-142128419154,13950401309497695] 1 2 2B 
+393198 v 1 [1,1,1,937521,95707221] 0 2 2B 
+393198 v 2 [1,1,1,-3901839,775153365] 0 2 2B 
+393198 w 1 [1,1,1,-297524,62234981] 0 4 2B 
+393198 w 2 [1,1,1,-398344,16261061] 0 4 2Cs 
+393198 w 3 [1,1,1,1567646,131074877] 0 2 2B 
+393198 w 4 [1,1,1,-3977454,-3038867235] 0 2 2B 
+393198 x 1 [1,1,1,4931271,-4127654649] 0 2 2B 
+393198 x 2 [1,1,1,-28194489,-38989204473] 0 2 2B 
+393198 y 1 [1,1,1,-756255,253198143] 0 1 
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+393198 ba 1 [1,1,1,2031418,1216573571] 1 2 2B 
+393198 ba 2 [1,1,1,-12285022,11764926563] 1 2 2B 
+393198 bb 1 [1,1,1,1741,-30031] 1 1 
+393198 bc 1 [1,1,1,8776276,11011649933] 0 1 
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+393198 be 1 [1,0,0,-35392,-3997936] 1 1 
+393198 bf 1 [1,0,0,11563949,18564792737] 1 1 
+393198 bg 1 [1,0,0,-5146,4622174] 1 1 
+393200 a 1 [0,0,0,-175,-3875] 2 1 
+393200 b 1 [0,1,0,107,-957] 1 1 
+393200 c 1 [0,-1,0,1742,-90613] 1 1 
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+393200 g 1 [0,0,0,-10405547075,-380384012322750] 1 1 
+393200 h 1 [0,0,0,-11075,-706750] 1 1 
+393200 i 1 [0,1,0,142,-337] 2 1 
+393200 j 1 [0,1,0,-358,-2837] 1 1 
+393200 k 1 [0,-1,0,-10633,425637] 1 1 
+393200 l 1 [0,-1,0,-11008,-319488] 1 1 
+393200 m 1 [0,-1,0,592,-6688] 1 1 
+393200 n 1 [0,-1,0,2667,-124963] 0 1 
+393200 o 1 [0,-1,0,-25408,-1538688] 1 1 
+393201 a 1 [1,-1,1,16,12] 1 1 
+393201 b 1 [1,-1,0,147,-478] 1 1 
+393202 a 1 [1,1,0,96046,13556596] 0 1 
+393202 b 1 [1,-1,0,-38,-1164] 2 2 2B 
+393202 b 2 [1,-1,0,-1918,-31620] 2 2 2B 
+393202 c 1 [1,-1,0,-84356,121860624] 0 2 2B 
+393202 c 2 [1,-1,0,-4237276,3333728952] 0 2 2B 
+393202 d 1 [1,1,0,-98346,-10265260] 1 2 2B 
+393202 d 2 [1,1,0,-1512106,-716297004] 1 2 2B 
+393202 e 1 [1,0,0,13208,2959936] 1 1 3B 
+393202 e 2 [1,0,0,-1223832,521279696] 1 1 3B 
+393204 a 1 [0,-1,0,-47929,-4148582] 1 2 2B 
+393204 a 2 [0,-1,0,-773484,-261575496] 1 2 2B 
+393204 b 1 [0,-1,0,-184756,-30917768] 0 1 
+393204 c 1 [0,1,0,-10193,490440] 2 2 2B 
+393204 c 2 [0,1,0,-174028,27883652] 2 2 2B 
+393204 d 1 [0,1,0,-40804,19684244] 0 1 
+393204 e 1 [0,1,0,-974524,-370610716] 0 1 
+393205 a 1 [1,1,1,-1640,24880] 0 2 2B 
+393205 a 2 [1,1,1,-1665,24050] 0 2 2B 
+393206 a 1 [1,1,0,-1385522,-628300960] 1 2 2B 
+393206 a 2 [1,1,0,-1385412,-628405570] 1 2 2B 
+393206 b 1 [1,-1,1,-490,3625] 1 2 2B 
+393206 b 2 [1,-1,1,-2250,-37207] 1 2 2B 
+393208 a 1 [0,-1,0,-248,-2399] 0 1 
+393210 a 1 [1,-1,0,232020,6023376] 1 1 
+393210 b 1 [1,-1,0,-18710312805,973676262450325] 1 2 2B 
+393210 b 2 [1,-1,0,-2767082805,2579181843972325] 1 2 2B 
+393210 c 1 [1,-1,0,-4419600,3593643776] 0 1 
+393210 d 1 [1,-1,0,-139800,-20088000] 0 2 2B 
+393210 d 2 [1,-1,0,-2236920,-1287167904] 0 2 2B 
+393210 e 1 [1,-1,0,-32535,-2284259] 1 1 
+393210 f 1 [1,-1,0,-50319360,-137489285120] 0 2 2B 
+393210 f 2 [1,-1,0,-805294080,-8795690369024] 0 4 2Cs 
+393210 f 3 [1,-1,0,-805478400,-8791462400000] 0 4 2Cs 
+393210 f 4 [1,-1,0,-12884705280,-562933847404544] 0 2 2B 
+393210 f 5 [1,-1,0,-995699520,-4325869431104] 0 4 2Cs 
+393210 f 6 [1,-1,0,-618206400,-12986467563200] 0 2 2B 
+393210 f 7 [1,-1,0,-8723062440,310534805579800] 0 2 2B 
+393210 f 8 [1,-1,0,3688125480,-33390877086104] 0 2 2B 
+393210 g 1 [1,-1,0,-1169865,176522125] 1 2 2B 
+393210 g 2 [1,-1,0,-15166665,22719768205] 1 2 2B 
+393210 h 1 [1,-1,0,-52200,4671216] 1 2 2B 
+393210 h 2 [1,-1,0,-838620,295803900] 1 2 2B 
+393210 i 1 [1,-1,0,84195,-41163899] 0 2 2B 
+393210 i 2 [1,-1,0,-1396125,-591546875] 0 2 2B 
+393210 j 1 [1,-1,0,-960255,-361946799] 0 1 
+393210 k 1 [1,-1,0,-47574,-4710312] 1 1 
+393210 l 1 [1,-1,0,126,-972] 1 1 
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+393210 n 1 [1,-1,0,-246796749,1491639477093] 1 1 
+393210 o 1 [1,-1,0,-71737119,-232230646067] 1 2 2B 
+393210 o 2 [1,-1,0,-121503519,131352719053] 1 2 2B 
+393210 p 1 [1,-1,0,-507069,-138094767] 1 2 2B 
+393210 p 2 [1,-1,0,-8100819,-8872426017] 1 2 2B 
+393210 q 1 [1,-1,0,-1771704,107325760] 1 2 2B 
+393210 q 2 [1,-1,0,-20667384,36096037888] 1 4 2Cs 
+393210 q 3 [1,-1,0,-330492384,2312628172888] 1 2 2B 
+393210 q 4 [1,-1,0,-13173264,62614730920] 1 2 2B 
+393210 r 1 [1,-1,0,-969,11033] 2 2 2B 
+393210 r 2 [1,-1,0,-3219,-56917] 2 2 2B 
+393210 s 1 [1,-1,0,546,12308] 1 1 
+393210 t 1 [1,-1,0,-6219,152725] 2 1 
+393210 u 1 [1,-1,0,-51489,4509373] 1 1 
+393210 v 1 [1,-1,0,-729,44793] 1 2 2B 
+393210 v 2 [1,-1,0,-23859,1418715] 1 2 2B 
+393210 w 1 [1,-1,0,-63301599,206309033293] 1 1 
+393210 x 1 [1,-1,0,1531071,-3079249475] 0 1 
+393210 y 1 [1,-1,0,2494206,-152638700] 1 1 
+393210 z 1 [1,-1,0,6246,-972] 1 1 
+393210 ba 1 [1,-1,0,9216,0] 1 2 2B 
+393210 ba 2 [1,-1,0,-36864,27648] 1 4 2Cs 
+393210 ba 3 [1,-1,0,-406944,99727200] 1 2 2B 
+393210 ba 4 [1,-1,0,-404064,-98455392] 1 2 2B 
+393210 bb 1 [1,-1,0,-639,3645] 0 2 2B 
+393210 bb 2 [1,-1,0,2061,24705] 0 2 2B 
+393210 bc 1 [1,-1,1,-1343,-29519] 1 1 
+393210 bd 1 [1,-1,1,-16590173,26013196581] 1 1 
+393210 be 1 [1,-1,1,-1107293,448765157] 2 1 
+393210 bf 1 [1,-1,1,-742073,-249120039] 1 1 
+393210 bg 1 [1,-1,1,-7673,-866919] 1 1 
+393210 bh 1 [1,-1,1,18337,-261583] 1 1 3B.1.2 
+393210 bh 2 [1,-1,1,-218588,44812487] 1 3 3B.1.1 
+393210 bi 1 [1,-1,1,4912,-337229] 1 1 
+393210 bj 1 [1,-1,1,-1613,20917] 1 2 2B 
+393210 bj 2 [1,-1,1,-7733,-241019] 1 2 2B 
+393210 bk 1 [1,-1,1,-934853,1380669837] 0 1 
+393210 bl 1 [1,-1,1,-338,1397] 1 1 
+393210 bm 1 [1,-1,1,-9340223,-20588163609] 1 1 
+393210 bn 1 [1,-1,1,174028,56050071] 2 1 
+393210 bo 1 [1,-1,1,-12791057,17611077489] 0 2 2B 
+393210 bo 2 [1,-1,1,-12659837,17989988361] 0 2 2B 
+393210 bp 1 [1,-1,1,-165767,-51022209] 1 2 2B 
+393210 bp 2 [1,-1,1,-3311447,-2317170081] 1 2 2B 
+393210 bq 1 [1,-1,1,-2396777,-2589788599] 1 1 
+393210 br 1 [1,-1,1,1003,6189] 2 1 
+393210 bs 1 [1,-1,1,-1258202,543634201] 2 2 2B 
+393210 bs 2 [1,-1,1,-20132282,34773665689] 2 2 2B 
+393210 bt 1 [1,-1,1,-2327,-57729] 0 1 
+393210 bu 1 [1,-1,1,-31982,2806589] 2 1 
+393210 bv 1 [1,-1,1,-617,6689] 0 1 
+393210 bw 1 [1,-1,1,-1453847,-674357781] 1 2 2B 
+393210 bw 2 [1,-1,1,-1476977,-651773649] 1 2 2B 
+393210 bx 1 [1,-1,1,-18752,-952221] 0 2 2B 
+393210 bx 2 [1,-1,1,7168,-3399069] 0 2 2B 
+393210 by 1 [1,-1,1,4873,-14641] 1 2 2B 
+393210 by 2 [1,-1,1,-19607,-102769] 1 2 2B 
+393210 bz 1 [1,-1,1,-6112787162,-183967797726439] 0 1 3B.1.2 
+393210 bz 2 [1,-1,1,464239903,-552942494094031] 0 3 3B.1.1 
+393211 a 1 [1,-1,1,-97171,11682690] 1 4 2B 
+393211 a 2 [1,-1,1,-101376,10619666] 1 4 2Cs 
+393211 a 3 [1,-1,1,179489,58816100] 1 2 2B 
+393211 a 4 [1,-1,1,-449521,-105660764] 1 2 2B 
+393211 b 1 [1,1,1,-11598159,15658927010] 2 1 
+393211 c 1 [0,-1,1,356,815] 0 1 
+393212 a 1 [0,1,0,-725,4999] 1 1 
+393214 a 1 [1,1,0,-264,-1646] 1 1 
+393218 a 1 [1,0,1,-1506,55220] 0 2 2B 
+393218 a 2 [1,0,1,-32866,2288052] 0 2 2B 
+393220 a 1 [0,1,0,-6345,-195932] 1 2 2B 
+393220 a 2 [0,1,0,-3220,-385932] 1 2 2B 
+393221 a 1 [0,1,1,-8392,-327888] 0 1 
+393222 a 1 [1,0,1,-601,5612] 2 1 
+393222 b 1 [1,0,1,-186,-788] 0 1 
+393222 c 1 [1,1,1,-863,9029] 2 1 
+393224 a 1 [0,0,0,-1036,12820] 3 1 
+393224 b 1 [0,-1,0,-13427328,18942406636] 0 1 
+393224 c 1 [0,1,0,-169456,-28965152] 2 1 
+393224 d 1 [0,0,0,-979,11918] 0 1 
+393225 a 1 [0,-1,1,-16578,178058] 0 1 
+393225 b 1 [0,-1,1,-157208,24040568] 2 1 
+393225 c 1 [0,-1,1,-3001658,-218369782] 1 1 
+393225 d 1 [0,1,1,4395137892,-34680913606006] 0 1 
+393225 e 1 [0,1,1,-10698,440444] 1 1 
+393225 f 1 [0,1,1,-182688,-30116446] 1 1 
+393225 g 1 [1,1,1,-686613138,6924658096656] 1 1 
+393225 h 1 [1,1,1,-302986013,-2030060543344] 0 1 
+393225 i 1 [1,1,1,-83938,8905406] 2 2 2B 
+393225 i 2 [1,1,1,-237063,-33050844] 2 4 2Cs 
+393225 i 3 [1,1,1,589812,-211655844] 2 2 2B 
+393225 i 4 [1,1,1,-3513938,-2536583344] 2 2 2B 
+393225 j 1 [1,1,1,-27938,1366406] 1 2 2B 
+393225 j 2 [1,1,1,65687,8669156] 1 2 2B 
+393225 k 1 [1,1,1,-22688,-371934844] 1 1 
+393225 l 1 [1,1,1,-183,846] 1 1 
+393225 m 1 [1,1,1,-4806313,-3686968594] 1 4 2B 
+393225 m 2 [1,1,1,-74931438,-249685907094] 1 4 2Cs 
+393225 m 3 [1,1,1,-72965313,-263405527344] 1 2 2B 
+393225 m 4 [1,1,1,-1198899563,-15978495848344] 1 2 2B 
+393225 n 1 [1,0,0,-42146763,-105319534608] 0 2 2B 
+393225 n 2 [1,0,0,-42116138,-105480223983] 0 2 2B 
+393225 o 1 [1,0,0,-45963,3238542] 2 1 
+393225 p 1 [1,0,0,-5521223,319097442] 1 1 
+393225 q 1 [1,0,0,-6183388,5917660517] 1 1 
+393225 r 1 [1,0,0,-186593,-31037448] 0 2 2B 
+393225 r 2 [1,0,0,-175568,-34863123] 0 2 2B 
+393225 s 1 [1,0,0,-43513,-8416108] 0 1 
+393225 t 1 [1,0,0,-463,1084292] 2 1 
+393225 u 1 [1,0,0,-8723,314712] 0 2 2B 
+393225 u 2 [1,0,0,-139798,20107037] 0 2 2B 
+393225 v 1 [1,0,0,-1368963,-472784208] 0 2 2B 
+393225 v 2 [1,0,0,3218662,-2963864583] 0 2 2B 
+393225 w 1 [1,0,0,-2503870013,-48154975694358] 0 1 
+393225 x 1 [1,0,0,-9521338,7966712417] 0 1 
+393225 y 1 [1,0,0,-8968,-317143] 0 1 
+393225 z 1 [1,0,0,-9213,-509958] 0 1 
+393225 ba 1 [1,0,0,-2893843,492645152] 0 2 2B 
+393225 ba 2 [1,0,0,11131182,3872676177] 0 2 2B 
+393225 bb 1 [0,-1,1,-4083,336818] 2 1 
+393225 bc 1 [0,-1,1,-6655833,-6607055932] 1 1 3B 
+393225 bc 2 [0,-1,1,-3899583,-12113767807] 1 1 3B 
+393225 bd 1 [0,-1,1,-8493,-567232] 0 1 
+393225 be 1 [0,-1,1,10617,-2386357] 0 1 
+393225 bf 1 [0,1,1,-31033,-1710656] 0 1 3B 
+393225 bf 2 [0,1,1,-766033,257652469] 0 1 3B 
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+393613 a 1 [0,1,1,-2218,-2502] 0 1 
+393613 b 1 [0,1,1,-18,-5] 1 1 
+393614 a 1 [1,-1,0,-28,-58] 0 1 
+393615 a 1 [1,-1,1,-542,-4716] 1 2 2B 
+393615 a 2 [1,-1,1,-467,-6126] 1 2 2B 
+393615 b 1 [1,-1,1,718,-13436] 1 1 
+393615 c 1 [1,-1,0,-4875,132200] 1 2 2B 
+393615 c 2 [1,-1,0,-4200,169595] 1 2 2B 
+393615 d 1 [1,-1,0,-4905,-131000] 1 2 2B 
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+393615 e 1 [1,-1,0,585,10800] 1 1 
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+393616 a 1 [0,-1,0,-2872,60272] 2 1 
+393616 b 1 [0,0,0,-419,-3310] 0 1 
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+393617 a 1 [1,-1,1,-46959270966,4982805024594954] 1 1 
+393617 b 1 [1,-1,1,-282715,52317178] 1 2 2B 
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+393617 c 1 [1,1,0,-27171,1712782] 1 1 
+393618 a 1 [1,1,0,-63152,5832240] 1 2 2B 
+393618 a 2 [1,1,0,35108,22438180] 1 2 2B 
+393618 b 1 [1,1,0,-69510,-7082592] 1 2 2B 
+393618 b 2 [1,1,0,-66620,-7694694] 1 2 2B 
+393618 c 1 [1,1,0,-553585,158684629] 1 1 
+393618 d 1 [1,1,0,-3329,53685] 0 2 2B 
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+393618 h 1 [1,0,1,-20143451,34795890854] 1 2 2B 
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+393618 i 1 [1,0,1,-4856796,-3668690150] 1 2 2B 
+393618 i 2 [1,0,1,6980644,-18763793638] 1 2 2B 
+393618 j 1 [1,0,1,-219,1174] 1 2 2B 
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+393622 a 1 [1,1,0,-529,36501] 0 1 
+393624 a 1 [0,0,0,-228352347831,-48168902231274134] 0 2 2B 
+393624 a 2 [0,0,0,-3800726462811,-2851926006603460250] 0 2 2B 
+393624 b 1 [0,0,0,-111,901906] 1 2 2B 
+393624 b 2 [0,0,0,-140691,19992670] 1 2 2B 
+393624 c 1 [0,0,0,25629,-1096706] 1 1 
+393624 d 1 [0,0,0,1689,33626] 1 2 2B 
+393624 d 2 [0,0,0,-11091,337790] 1 2 2B 
+393624 e 1 [0,0,0,585,586] 1 2 2B 
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+393624 h 1 [0,0,0,5265,-15822] 0 2 2B 
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+393624 j 1 [0,0,0,-842439,1106060762] 2 2 2B 
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+393624 j 3 [0,0,0,-352081299,2542802019662] 2 2 2B 
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+393624 k 1 [0,0,0,-21234,1190765] 0 2 2B 
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+393624 l 1 [0,0,0,-283314,-58042955] 0 2 2B 
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+393624 m 3 [0,0,0,-66804699,193363080230] 0 4 2Cs 
+393624 m 4 [0,0,0,27241341,-101614881202] 0 2 2B 
+393624 m 5 [0,0,0,-1044960339,13001528661518] 0 2 2B 
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+393629 a 1 [1,1,1,-9,28] 2 1 
+393630 a 1 [1,1,0,-118,88] 1 1 
+393630 b 1 [1,1,0,938,-3116] 1 1 
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+393630 e 1 [1,0,1,-13410624,-15394302578] 0 2 2B 
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+393631 a 1 [0,1,1,-43,231] 1 1 
+393634 a 1 [1,0,1,-2,60] 2 1 
+393634 b 1 [1,1,1,-4079,-101963] 1 2 2B 
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+393635 a 1 [1,0,0,-86,335] 1 1 
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+393638 a 1 [1,0,0,37283,-10297935] 2 2 2B 
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+393640 a 1 [0,0,0,-68,132] 2 1 
+393640 b 1 [0,0,0,-36812,-521116] 2 1 
+393641 a 1 [1,1,0,-31,48] 1 1 
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+393642 b 1 [1,-1,0,-24895485,-4955246523] 1 1 5B.4.1 
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+393643 a 1 [0,0,1,-4525,-21323] 1 1 
+393645 a 1 [0,-1,1,-990994116,15024329182406] 1 1 
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+393655 a 1 [1,-1,1,-357,2564] 2 2 2B 
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+393657 a 1 [0,1,1,135900,-18031552] 1 5 5B.1.1 
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+393666 u 1 [1,0,1,30354,-10648928] 1 1 
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+393666 w 1 [1,0,1,-10793060,-13119839134] 1 2 2B 
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+393666 x 1 [1,0,1,4055,-191572] 1 1 
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+393666 ba 1 [1,0,1,-7964,253964] 0 1 
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+393666 bg 1 [1,1,1,32486,12031655] 2 2 2B 
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+393666 bg 3 [1,1,1,-9917454,12017035575] 2 2 2B 
+393666 bg 4 [1,1,1,-1942214,-821439529] 2 2 2B 
+393666 bh 1 [1,1,1,-1123669,457974971] 1 4 2B 
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+393666 bh 3 [1,1,1,2447451,2396708187] 1 2 2B 
+393666 bh 4 [1,1,1,-5823749,-5047770085] 1 2 2B 
+393666 bi 1 [1,1,1,9211,-84085] 1 1 
+393666 bj 1 [1,1,1,-1324,-18523] 0 1 
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+393666 bp 1 [1,1,1,-4362,107799] 0 2 2B 
+393666 bp 2 [1,1,1,-8282,-121129] 0 4 2Cs 
+393666 bp 3 [1,1,1,29938,-885529] 0 2 2B 
+393666 bp 4 [1,1,1,-109222,-13929721] 0 2 2B 
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+393666 br 1 [1,0,0,1565451,752604705] 1 2 2B 
+393666 br 2 [1,0,0,-9034229,7131492129] 1 4 2Cs 
+393666 br 3 [1,0,0,-131389189,579581407985] 1 2 2B 
+393666 br 4 [1,0,0,-56274149,-157027229871] 1 2 2B 
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+393666 bu 1 [1,0,0,-323,5445] 1 1 
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+393666 bz 1 [1,0,0,-2765757,-1785168015] 0 2 2B 
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+393666 bz 3 [1,0,0,-44453977,-113153057347] 0 2 2B 
+393666 bz 4 [1,0,0,-709648577,-7276401381243] 0 2 2B 
+393666 ca 1 [1,0,0,-64877,6158697] 0 1 
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+393666 cc 1 [1,0,0,-664931,-209753727] 1 2 2B 
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+393668 a 1 [0,0,0,-51247,4465222] 1 1 
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+393669 a 1 [1,-1,0,-2814,-55081] 1 2 2B 
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+393669 b 1 [1,-1,0,-652371,202973516] 1 1 
+393669 c 1 [0,0,1,-3495,-79457] 1 1 
+393672 a 1 [0,-1,0,328,-7284] 2 1 
+393672 b 1 [0,-1,0,-5886672,-36427119156] 0 1 
+393672 c 1 [0,-1,0,196,-165132] 0 2 2B 
+393672 c 2 [0,-1,0,-43984,-3469796] 0 4 2Cs 
+393672 c 3 [0,-1,0,-94744,6093388] 0 2 2B 
+393672 c 4 [0,-1,0,-700104,-225238356] 0 2 2B 
+393675 a 1 [1,1,1,-49938,2576406] 1 2 2B 
+393675 a 2 [1,1,1,153687,18459156] 1 2 2B 
+393675 b 1 [1,1,1,127,-5794] 2 1 
+393675 c 1 [1,0,0,-24813,1501992] 2 2 2B 
+393675 c 2 [1,0,0,-27938,1098867] 2 4 2Cs 
+393675 c 3 [1,0,0,85187,7773242] 2 4 2B 
+393675 c 4 [1,0,0,-191063,-31363008] 2 2 2B 
+393675 d 1 [1,0,0,-340388,-78994233] 1 1 
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+393675 f 1 [1,1,0,-375,-51000] 0 2 2B 
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+393675 g 1 [1,1,0,-308575,62569000] 1 2 2B 
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+393675 h 1 [1,1,0,-13615,-637400] 0 1 
+393675 i 1 [1,0,1,3174,-730577] 1 1 
+393675 j 1 [1,0,1,-36751,-2741227] 0 1 
+393675 k 1 [1,0,1,-1649376,749635273] 0 2 2B 
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+393824 b 1 [0,-1,0,-15658,760500] 0 1 
+393825 a 1 [0,-1,1,92,882468] 2 1 
+393825 b 1 [0,1,1,-14318,-689896] 2 1 
+393825 c 1 [0,1,1,-1660658,1044610844] 1 1 
+393825 d 1 [1,1,1,-2688,-54744] 1 1 
+393825 e 1 [1,0,0,-668,29127] 1 2 2B 
+393825 e 2 [1,0,0,-18893,995052] 1 2 2B 
+393825 f 1 [1,0,0,-6738,226917] 1 1 
+393825 g 1 [1,0,0,232,2337] 1 1 
+393825 h 1 [0,-1,1,67,1118] 2 1 
+393825 i 1 [0,-1,1,67,1268] 2 1 
+393825 j 1 [0,-1,1,389367,58381418] 0 1 
+393825 k 1 [0,1,1,1667,143119] 0 1 
+393825 l 1 [1,1,0,-168450,28364625] 1 1 
+393825 m 1 [1,1,0,5800,292125] 1 1 
+393825 n 1 [1,1,0,-16700,3640875] 2 2 2B 
+393825 n 2 [1,1,0,-472325,124381500] 2 2 2B 
+393825 o 1 [1,0,1,-67201,-6708577] 1 1 
+393825 p 1 [0,-1,1,-293856243908,-70753551005748907] 0 1 
+393825 q 1 [0,-1,1,-357958,-85521057] 0 1 
+393826 a 1 [1,-1,1,-4425,-112179] 0 1 
+393827 a 1 [0,1,1,-13179,577963] 1 1 
+393827 b 1 [1,-1,0,-166,567] 1 2 2B 
+393827 b 2 [1,-1,0,-2381,45310] 1 2 2B 
+393828 a 1 [0,-1,0,-21188,1218456] 0 1 
+393829 a 1 [0,-1,1,-376,2848] 1 1 
+393830 a 1 [1,0,1,-709,1399152] 1 1 
+393830 b 1 [1,0,1,-3118,66738] 2 1 
+393830 c 1 [1,-1,1,-8107,281339] 2 1 
+393834 a 1 [1,0,1,-312,3208] 1 1 
+393834 b 1 [1,1,1,-15819,-772395] 0 2 2B 
+393834 b 2 [1,1,1,-15749,-779479] 0 2 2B 
+393834 c 1 [1,1,1,-15693,749955] 1 2 2B 
+393834 c 2 [1,1,1,-13733,946739] 1 2 2B 
+393834 d 1 [1,0,0,-16421,-807807] 0 2 2B 
+393834 d 2 [1,0,0,-25381,168833] 0 2 2B 
+393835 a 1 [1,1,1,-108030,13621750] 1 1 
+393835 b 1 [1,1,1,-11,388] 2 1 
+393835 c 1 [0,0,1,-414788,170688368] 1 1 
+393835 d 1 [0,-1,1,-1471640,1808927293] 1 1 
+393837 a 1 [0,-1,1,-662558,-207344686] 1 1 
+393837 b 1 [1,1,1,886,-95794] 1 2 2B 
+393837 b 2 [1,1,1,-26849,-1637860] 1 2 2B 
+393837 c 1 [0,-1,1,415409,100809654] 1 1 
+393837 d 1 [1,0,1,35092,27649919] 0 1 
+393837 e 1 [0,1,1,-358,2491] 0 1 
+393840 a 1 [0,0,0,-155523,23606962] 2 1 
+393840 b 1 [0,0,0,33837,3897538] 2 1 
+393840 c 1 [0,0,0,131397,-27909398] 0 2 2B 
+393840 c 2 [0,0,0,-974523,-295763222] 0 2 2B 
+393840 d 1 [0,0,0,-1803,-38198] 2 1 
+393840 e 1 [0,0,0,-3963,-68438] 2 2 2B 
+393840 e 2 [0,0,0,10437,-451478] 2 2 2B 
+393840 f 1 [0,0,0,-14598,1795203] 0 1 
+393840 g 1 [0,0,0,2832,18092] 1 1 3B 
+393840 g 2 [0,0,0,-33168,-2678308] 1 1 3B 
+393840 h 1 [0,0,0,-12603,78698] 0 2 2B 
+393840 h 2 [0,0,0,-127803,-17500822] 0 2 2B 
+393840 i 1 [0,0,0,3237,-92662] 2 1 
+393840 j 1 [0,0,0,18177,-281522] 1 1 
+393840 k 1 [0,0,0,177,522] 0 1 
+393840 l 1 [0,0,0,-1337763,-598793438] 1 1 
+393840 m 1 [0,0,0,-4023,75222] 1 2 2B 
+393840 m 2 [0,0,0,9477,472122] 1 2 2B 
+393840 n 1 [0,0,0,-1668,44908] 1 1 
+393840 o 1 [0,0,0,-4323,100978] 2 2 2B 
+393840 o 2 [0,0,0,4677,466378] 2 2 2B 
+393840 p 1 [0,0,0,-893523,328424722] 0 1 
+393840 q 1 [0,0,0,-1983,37978] 1 1 
+393840 r 1 [0,0,0,-5043,393842] 1 1 
+393840 s 1 [0,0,0,-828048,290609003] 0 1 
+393840 t 1 [0,0,0,-292923,-57577878] 0 2 2B 
+393840 t 2 [0,0,0,-4612923,-3813385878] 0 2 2B 
+393840 u 1 [0,0,0,-228,5627] 0 1 
+393840 v 1 [0,0,0,-115803,15826698] 1 1 
+393840 w 1 [0,0,0,-5643,-155142] 1 2 2B 
+393840 w 2 [0,0,0,-16443,615978] 1 2 2B 
+393840 x 1 [0,0,0,-1803,-230742] 1 1 
+393840 y 1 [0,0,0,-828,61452] 1 1 
+393840 z 1 [0,0,0,-32067,2210274] 2 1 
+393840 ba 1 [0,0,0,2373,526394] 1 2 2B 
+393840 ba 2 [0,0,0,-85107,9221906] 1 2 2B 
+393840 bb 1 [0,0,0,-42807,3394294] 1 2 2B 
+393840 bb 2 [0,0,0,-20307,6953794] 1 2 2B 
+393840 bc 1 [0,0,0,213,-15014] 1 1 
+393840 bd 1 [0,0,0,-507,-83126] 1 1 
+393840 be 1 [0,0,0,-129807,-19537794] 2 1 
+393840 bf 1 [0,0,0,-15803472,-24181168336] 0 1 
+393840 bg 1 [0,0,0,1593,-14094] 1 1 
+393840 bh 1 [0,0,0,-192,9776] 1 1 
+393840 bi 1 [0,0,0,-58467,-5447774] 1 1 
+393840 bj 1 [0,0,0,1248,13804] 1 1 
+393840 bk 1 [0,0,0,-612,5859] 2 1 
+393840 bl 1 [0,0,0,-447,-2786] 0 2 2B 
+393840 bl 2 [0,0,0,1053,-17486] 0 2 2B 
+393840 bm 1 [0,0,0,236013,-72319534] 0 1 
+393840 bn 1 [0,0,0,156453,15345034] 2 1 
+393840 bo 1 [0,0,0,-768027,354552266] 0 1 3B 
+393840 bo 2 [0,0,0,6055413,-4459332166] 0 1 3Cs 
+393840 bo 3 [0,0,0,-139271547,-639629597014] 0 1 3B 
+393840 bp 1 [0,0,0,-47307,3909706] 1 2 2B 
+393840 bp 2 [0,0,0,-92307,-4721294] 1 2 2B 
+393840 bq 1 [0,0,0,-290746227,-1908179408846] 1 2 2B 
+393840 bq 2 [0,0,0,-291466227,-1898253632846] 1 2 2B 
+393840 br 1 [0,0,0,-642,-46001] 1 1 
+393840 bs 1 [0,0,0,-499062,-135700009] 1 1 
+393840 bt 1 [0,0,0,-912,14384] 0 1 
+393840 bu 1 [0,0,0,-16227,6230034] 0 1 
+393840 bv 1 [0,0,0,20688,406384] 1 1 
+393840 bw 1 [0,0,0,-627,5746] 0 2 2B 
+393840 bw 2 [0,0,0,-1827,-22814] 0 2 2B 
+393840 bx 1 [0,0,0,-1110747,-450567286] 1 2 2B 
+393840 bx 2 [0,0,0,-1156827,-411150454] 1 4 2Cs 
+393840 bx 3 [0,0,0,-5044827,3959739146] 1 4 2B 
+393840 bx 4 [0,0,0,1993893,-2259362806] 1 2 2B 
+393840 by 1 [0,0,0,-12867,-586174] 0 1 
+393840 bz 1 [0,0,0,-32547,2132514] 1 2 2B 
+393840 bz 2 [0,0,0,-512547,141236514] 1 2 2B 
+393843 a 1 [1,0,0,-146,669] 1 1 
+393843 b 1 [1,0,0,-232152,-43072227] 1 1 
+393843 c 1 [1,0,1,-32,83] 1 1 
+393844 a 1 [0,-1,0,-197,1105] 1 1 
+393844 b 1 [0,1,0,-2157,44111] 1 1 
+393844 c 1 [0,1,0,-142,-731] 0 1 
+393844 d 1 [0,1,0,-210,1121] 1 1 
+393846 a 1 [1,0,1,-3418547,1742220110] 1 2 2B 
+393846 a 2 [1,0,1,-20214707,-33603618994] 1 2 2B 
+393846 b 1 [1,0,1,-17323,855734] 1 1 
+393846 c 1 [1,1,1,-134,509] 0 1 
+393846 d 1 [1,0,0,-217962,-39182940] 1 2 2B 
+393846 d 2 [1,0,0,-204842,-44102940] 1 2 2B 
+393848 a 1 [0,-1,0,3432,-15284] 0 1 
+393848 b 1 [0,0,0,-719,10351] 0 1 
+393848 c 1 [0,0,0,-251,-842] 1 1 
+393848 d 1 [0,-1,0,-1048,31836] 1 2 2B 
+393848 d 2 [0,-1,0,-22688,1321580] 1 2 2B 
+393848 e 1 [0,0,0,7445,-491962] 0 1 
+393849 a 1 [0,0,1,-5373,-151018] 1 1 
+393849 b 1 [1,-1,1,-44,-872] 1 1 
+393849 c 1 [1,-1,0,-393,23930] 1 1 
+393849 d 1 [0,0,1,-597,5593] 1 1 
+393850 a 1 [1,1,0,-75,-5375] 1 1 
+393850 b 1 [1,-1,0,-215617,38596541] 1 1 
+393850 c 1 [1,-1,1,-8625,310497] 2 1 
+393850 d 1 [1,0,0,-3,-43] 0 1 
+393851 a 1 [0,1,1,89,-4306] 2 1 
+393851 b 1 [0,-1,1,32009,29725445] 1 1 
+393851 c 1 [1,1,0,-1451,17678] 1 1 
+393852 a 1 [0,1,0,22,-39] 0 1 
+393854 a 1 [1,-1,0,-221,-763] 0 1 
+393855 a 1 [0,-1,1,-903202846,10448131238676] 1 1 
+393855 b 1 [0,-1,1,-574306,217675512] 0 1 
+393855 c 1 [0,-1,1,-7605035170,255273458196888] 1 1 
+393855 d 1 [0,1,1,10124,-906614] 2 1 
+393855 e 1 [0,1,1,1198344,17834521700] 0 1 
+393855 f 1 [0,1,1,-53016,-4716574] 0 1 
+393855 g 1 [1,1,1,-2490606,-1479545022] 1 2 2B 
+393855 g 2 [1,1,1,444249,-4751321376] 1 2 2B 
+393855 h 1 [1,1,1,-3451,53384] 1 2 2B 
+393855 h 2 [1,1,1,9254,368468] 1 2 2B 
+393855 i 1 [1,1,1,-14231,748694] 0 1 
+393855 j 1 [1,1,1,-41,188] 2 1 
+393855 k 1 [1,1,1,-31754335,1487596892] 1 2 2B 
+393855 k 2 [1,1,1,-353276140,2548454727380] 1 4 2Cs 
+393855 k 3 [1,1,1,-5648021365,163375281987710] 1 2 2B 
+393855 k 4 [1,1,1,-202879795,4733954254382] 1 2 2B 
+393855 l 1 [1,1,1,3325,-434488] 0 2 2B 
+393855 l 2 [1,1,1,-69880,-6759400] 0 4 2Cs 
+393855 l 3 [1,1,1,-209635,28514762] 0 4 2B 
+393855 l 4 [1,1,1,-1101405,-445363830] 0 2 2B 
+393855 m 1 [1,1,1,-133405,29678540] 0 1 
+393855 n 1 [1,1,1,-11022745,-18898496968] 0 1 
+393855 o 1 [1,1,1,-22085,476642] 0 2 2B 
+393855 o 2 [1,1,1,-288890,59600630] 0 4 2Cs 
+393855 o 3 [1,1,1,-4621295,3821861132] 0 2 2B 
+393855 o 4 [1,1,1,-225365,86611460] 0 2 2B 
+393855 p 1 [1,1,1,-5776845,410852982] 1 1 
+393855 q 1 [1,1,1,-8589490,9903211022] 1 2 2B 
+393855 q 2 [1,1,1,-138286365,625859609772] 1 2 2B 
+393855 r 1 [1,1,1,-2068800,-537132408] 0 2 2B 
+393855 r 2 [1,1,1,7193145,-4015918950] 0 2 2B 
+393855 s 1 [1,1,1,-133405,18697790] 0 1 
+393855 t 1 [1,0,0,-3995007981,-97190933240664] 1 2 2B 
+393855 t 2 [1,0,0,-63920114376,-6220206469447695] 1 2 2B 
+393855 u 1 [1,0,0,-11434926,-11929045545] 1 1 
+393855 v 1 [1,0,0,-4214251,3325166120] 1 2 2B 
+393855 v 2 [1,0,0,-5472046,1176600701] 1 2 2B 
+393855 w 1 [1,0,0,-261181,336205970] 0 1 
+393855 x 1 [1,0,0,2159,4027970] 1 1 
+393855 y 1 [1,0,0,499425,50940000] 0 2 2B 
+393855 y 2 [1,0,0,-2147450,420973125] 0 2 2B 
+393855 z 1 [1,0,0,-1063895,-411585888] 1 2 2B 
+393855 z 2 [1,0,0,-2516500,954734375] 1 4 2Cs 
+393855 z 3 [1,0,0,-35867125,82657095500] 1 2 2B 
+393855 z 4 [1,0,0,7592445,6702680502] 1 2 2B 
+393855 ba 1 [0,-1,1,-1550171,-742363414] 0 1 
+393855 bb 1 [0,-1,1,-12811,562407] 1 1 
+393855 bc 1 [0,1,1,-161,-7705] 1 1 
+393855 bd 1 [0,1,1,-19521,10176986] 0 1 
+393855 be 1 [1,1,0,-4963,-275282] 1 1 
+393855 bf 1 [1,1,0,340326292,2169844976787] 1 2 2B 
+393855 bf 2 [1,1,0,-1866180703,20090653488778] 1 2 2B 
+393855 bg 1 [1,1,0,-163473,-25504992] 0 2 2B 
+393855 bg 2 [1,1,0,-178598,-20522817] 0 4 2Cs 
+393855 bg 3 [1,1,0,-1077023,413775828] 0 2 2B 
+393855 bg 4 [1,1,0,477827,-135659762] 0 2 2B 
+393855 bh 1 [1,1,0,-1721953,-1005121718] 1 1 
+393855 bi 1 [1,1,0,-20583,1102248] 0 2 2B 
+393855 bi 2 [1,1,0,3672,3571407] 0 2 2B 
+393855 bj 1 [1,1,0,-699503,223600128] 0 2 2B 
+393855 bj 2 [1,1,0,-1140548,-92981973] 0 4 2Cs 
+393855 bj 3 [1,1,0,4462357,-730592562] 0 2 2B 
+393855 bj 4 [1,1,0,-13800173,-19707804948] 0 2 2B 
+393855 bk 1 [1,1,0,-1102,-14549] 1 1 
+393855 bl 1 [1,1,0,-47742,-330381] 0 1 
+393855 bm 1 [1,1,0,-3404942,-2207504889] 1 2 2B 
+393855 bm 2 [1,1,0,-12262747,14078455384] 1 4 2Cs 
+393855 bm 3 [1,1,0,-188027952,992282127291] 1 4 2Cs 
+393855 bm 4 [1,1,0,21777578,78353397049] 1 2 2B 
+393855 bm 5 [1,1,0,-3008423607,63510864453414] 1 4 2B 
+393855 bm 6 [1,1,0,-179875577,1082250107316] 1 2 2B 
+393855 bn 1 [1,1,0,-1333752147,25147230703434] 1 1 
+393855 bo 1 [1,1,0,-10121652,194395886931] 1 2 2B 
+393855 bo 2 [1,1,0,-568851857,5179722014064] 1 4 2Cs 
+393855 bo 3 [1,1,0,-9081202462,333087384609511] 1 4 2Cs 
+393855 bo 4 [1,1,0,-996184532,-3655893840771] 1 2 2B 
+393855 bo 5 [1,1,0,-145299236337,21317775182727786] 1 2 2B 
+393855 bo 6 [1,1,0,-9060778267,334660239611944] 1 2 2B 
+393855 bp 1 [1,1,0,-16942,750919] 1 2 2B 
+393855 bp 2 [1,1,0,-65947,-5747144] 1 4 2Cs 
+393855 bp 3 [1,1,0,102848,-30154901] 1 2 2B 
+393855 bp 4 [1,1,0,-1018822,-396235319] 1 2 2B 
+393855 bq 1 [1,1,0,-1102,-22799] 1 1 
+393855 br 1 [1,1,0,-5268342,4652149671] 0 2 2B 
+393855 br 2 [1,1,0,-5317347,4561127784] 0 4 2Cs 
+393855 br 3 [1,1,0,2169528,16391887659] 0 2 2B 
+393855 br 4 [1,1,0,-13588302,-13094052759] 0 2 2B 
+393855 bs 1 [1,1,0,-2289322,-1334194649] 1 2 2B 
+393855 bs 2 [1,1,0,-2289927,-1333454976] 1 4 2Cs 
+393855 bs 3 [1,1,0,-2871332,-604721949] 1 4 2Cs 
+393855 bs 4 [1,1,0,-1718202,-2014836831] 1 2 2B 
+393855 bs 5 [1,1,0,-25846207,50128397026] 1 2 2B 
+393855 bs 6 [1,1,0,10801063,-4687299096] 1 2 2B 
+393855 bt 1 [1,0,1,-60019,-6064159] 1 2 2B 
+393855 bt 2 [1,0,1,-979014,-372926963] 1 2 2B 
+393855 bu 1 [1,0,1,261236,-5360966833] 0 1 
+393855 bv 1 [1,0,1,-2159,-252793] 1 1 
+393855 bw 1 [1,0,1,-34829,-2501413] 0 2 2B 
+393855 bw 2 [1,0,1,-45224,-888109] 0 2 2B 
+393855 bx 1 [1,0,1,-94504,8953877] 0 1 
+393855 by 1 [1,0,1,-483395965704,129360648747358081] 0 2 2B 
+393855 by 2 [1,0,1,-7734333839499,8279087076501042547] 0 2 2B 
+393855 bz 1 [1,0,1,39806,-19233073] 1 2 2B 
+393855 bz 2 [1,0,1,-879189,-301180739] 1 2 2B 
+393855 ca 1 [1,0,1,-79258,-15454969] 0 2 2B 
+393855 ca 2 [1,0,1,-1531863,-729555587] 0 4 2Cs 
+393855 ca 3 [1,0,1,-1798668,-458054819] 0 4 2Cs 
+393855 ca 4 [1,0,1,-24506738,-46697685487] 0 2 2B 
+393855 ca 5 [1,0,1,-14008173,19863445303] 0 2 2B 
+393855 ca 6 [1,0,1,6141957,-3402438569] 0 2 2B 
+393855 cb 1 [1,0,1,22382,9499103] 0 2 2B 
+393855 cb 2 [1,0,1,-559023,153454981] 0 4 2Cs 
+393855 cb 3 [1,0,1,-8829978,10098451273] 0 2 2B 
+393855 cb 4 [1,0,1,-1590548,-576039499] 0 2 2B 
+393855 cc 1 [0,-1,1,-69491066,-289448142589] 1 1 
+393855 cd 1 [0,-1,1,-7464486,-7847121283] 0 1 
+393855 ce 1 [0,1,1,-6414976,6252099805] 1 1 
+393855 cf 1 [0,1,1,9904,-13395739] 1 1 
+393855 cg 1 [0,1,1,1224964,1211602805] 1 1 
+393856 a 1 [0,1,0,-697,7959] 2 1 
+393856 b 1 [0,1,0,-174,-1082] 1 1 
+393856 c 1 [0,-1,0,-697,-7959] 0 1 
+393856 d 1 [0,-1,0,-174,1082] 0 1 
+393858 a 1 [1,-1,0,-72,378] 2 1 
+393858 b 1 [1,-1,0,-2160,-211712] 1 1 
+393858 c 1 [1,-1,1,4,8471] 0 1 
+393858 d 1 [1,-1,1,-3719,-82817] 0 2 2B 
+393858 d 2 [1,-1,1,2041,-320129] 0 2 2B 
+393859 a 1 [0,0,1,-638,-6203] 0 1 
+393861 a 1 [0,1,1,-4395,119693] 1 1 
+393862 a 1 [1,-1,0,-130937,18434009] 1 2 2B 
+393862 a 2 [1,-1,0,-2100247,1172055807] 1 2 2B 
+393862 b 1 [1,-1,1,-3954,73329] 2 1 
+393862 c 1 [1,1,1,-456,-3935] 1 1 
+393862 d 1 [1,0,0,-22345,1282609] 1 1 
+393867 a 1 [1,-1,1,-7319,-282608] 1 1 
+393867 b 1 [1,-1,0,-813,10738] 0 1 
+393869 a 1 [1,-1,1,-2629,-51070] 1 1 
+393869 b 1 [0,1,1,-5619,159930] 2 1 
+393869 c 1 [0,0,1,-383,2877] 1 1 
+393870 a 1 [1,1,0,-12417867363,534544897585293] 1 1 
+393870 b 1 [1,1,0,-693,12717] 2 1 
+393870 c 1 [1,1,0,-3513,-61083] 0 2 2B 
+393870 c 2 [1,1,0,-52113,-4600323] 0 2 2B 
+393870 d 1 [1,1,0,-210839278,6761723017828] 1 2 2B 
+393870 d 2 [1,1,0,-6809626698,215429898570552] 1 2 2B 
+393870 e 1 [1,1,0,-1663,6517] 0 2 2B 
+393870 e 2 [1,1,0,-15483,-742527] 0 2 2B 
+393870 f 1 [1,1,0,-152,576] 1 1 
+393870 g 1 [1,1,0,-64382,-6314646] 1 1 
+393870 h 1 [1,0,1,-474,-2228] 0 2 2B 
+393870 h 2 [1,0,1,-3474,76972] 0 2 2B 
+393870 i 1 [1,0,1,43131,-826448] 2 2 2B 
+393870 i 2 [1,0,1,-177989,-6752464] 2 2 2B 
+393870 j 1 [1,0,1,-334,2096] 1 2 2B 
+393870 j 2 [1,0,1,-1234,-14464] 1 2 2B 
+393870 k 1 [1,0,1,-100968423,392355830506] 2 2 2B 
+393870 k 2 [1,0,1,-1617630503,25041754619498] 2 2 2B 
+393870 l 1 [1,0,1,10687,316406] 1 1 
+393870 m 1 [1,0,1,-889203,-322810994] 0 2 2B 
+393870 m 2 [1,0,1,-897203,-316708594] 0 4 2Cs 
+393870 m 3 [1,0,1,-2269003,883342046] 0 2 2B 
+393870 m 4 [1,0,1,346597,-1126173634] 0 2 2B 
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+393936 c 1 [0,-1,0,-36201,2662272] 1 1 
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+393936 i 1 [0,-1,0,3922,419499] 0 1 
+393936 j 1 [0,-1,0,-432568,126304624] 0 1 3B 
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+393936 k 1 [0,-1,0,-465,2988] 1 1 
+393936 l 1 [0,-1,0,-1872,243648] 0 2 2B 
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+393936 m 1 [0,-1,0,-877,9940] 1 2 2B 
+393936 m 2 [0,-1,0,-2292,-28548] 1 2 2B 
+393936 n 1 [0,-1,0,-32049,2219076] 0 1 
+393936 o 1 [0,-1,0,15104,-515072] 0 2 2B 
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+393936 u 1 [0,1,0,-3752619789,88478528513886] 0 2 2B 
+393936 u 2 [0,1,0,-3865945724,82850263947672] 0 2 2B 
+393936 v 1 [0,1,0,-238004,-44770884] 1 2 2B 
+393936 v 2 [0,1,0,-238024,-44763004] 1 4 2Cs 
+393936 v 3 [0,1,0,-271984,-31192588] 1 2 2B 
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+393939 h 3 [1,-1,1,-105426626,416677723310] 2 2 2B 
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+393939 i 3 [1,-1,1,-447206,-67671210] 2 2 2B 
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+393939 be 1 [1,-1,0,-1994823,1084936464] 1 2 2B 
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+393939 be 3 [1,-1,0,-154413,2984513364] 1 2 2B 
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+393939 bf 3 [1,-1,0,-314118,67406899] 1 2 2B 
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+393939 bg 1 [1,-1,0,251694,-50245493] 1 1 
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+393943 a 1 [1,-1,1,39,22] 0 1 
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+393946 a 1 [1,-1,0,-491,4325] 1 1 
+393946 b 1 [1,-1,1,12,-601] 0 1 
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+393948 a 1 [0,0,0,3831,-10879] 1 1 
+393948 b 1 [0,0,0,-12663,-650754] 0 1 
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+393950 a 1 [1,1,0,-975,11125] 2 1 
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+393950 c 1 [1,-1,0,-8017,242141] 1 1 
+393950 d 1 [1,0,0,-662563,-211984383] 1 2 2B 
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+393950 e 1 [1,1,1,-7438,219531] 1 1 
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+393952 a 1 [0,0,0,-5483,156270] 1 1 
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+393954 a 1 [1,1,0,-2436679,-1467528299] 0 1 
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+393954 c 1 [1,0,1,-1093437,468100504] 2 1 
+393954 d 1 [1,0,1,-36955,2731238] 1 2 2B 
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+393954 d 3 [1,0,1,13485,9442678] 1 2 2B 
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+393954 e 1 [1,0,1,-549644,320025674] 0 2 2B 
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+393957 a 1 [1,-1,1,-545,5028] 1 1 
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+393958 a 1 [1,1,0,-89259,10226173] 1 1 
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+393960 b 1 [0,-1,0,-175681,-41677019] 1 1 
+393960 c 1 [0,-1,0,-145791,21368880] 1 2 2B 
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+393960 g 1 [0,-1,0,-588016,173753980] 0 1 
+393960 h 1 [0,-1,0,-2956,59956] 1 2 2B 
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+393960 i 1 [0,-1,0,-3971,92520] 2 2 2B 
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+393960 j 1 [0,-1,0,-3936,156780] 1 1 
+393960 k 1 [0,-1,0,-55631,530160] 0 2 2B 
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+393960 k 3 [0,-1,0,-10295896,12719251420] 0 2 2B 
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+393960 l 1 [0,-1,0,1944,-259524] 1 2 2B 
+393960 l 2 [0,-1,0,-50976,-4217940] 1 2 2B 
+393960 m 1 [0,-1,0,-702235,-217957508] 1 2 2B 
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+393960 n 1 [0,-1,0,4100,8212] 0 2 2B 
+393960 n 2 [0,-1,0,-16480,82300] 0 2 2B 
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+393960 p 1 [0,-1,0,-31180,2110900] 1 2 2B 
+393960 p 2 [0,-1,0,-55680,-1642500] 1 4 2Cs 
+393960 p 3 [0,-1,0,208920,-12967380] 1 2 2B 
+393960 p 4 [0,-1,0,-712280,-230927220] 1 2 2B 
+393960 q 1 [0,-1,0,-82140,9088500] 1 2 2B 
+393960 q 2 [0,-1,0,-83120,8861532] 1 4 2Cs 
+393960 q 3 [0,-1,0,48200,34127500] 1 2 2B 
+393960 q 4 [0,-1,0,-230120,-30946068] 1 2 2B 
+393960 r 1 [0,-1,0,-419505,104792997] 1 1 
+393960 s 1 [0,-1,0,-100,-14300] 1 2 2B 
+393960 s 2 [0,-1,0,-9480,-348228] 1 2 2B 
+393960 t 1 [0,-1,0,-2393960,1426482492] 1 2 2B 
+393960 t 2 [0,-1,0,-2403760,1414224652] 1 2 2B 
+393960 u 1 [0,-1,0,-875695,243337900] 1 4 2B 
+393960 u 2 [0,-1,0,-4703820,-3719537100] 1 4 2Cs 
+393960 u 3 [0,-1,0,3503680,-15331508100] 1 2 2B 
+393960 u 4 [0,-1,0,-74161320,-245792816100] 1 2 2B 
+393960 v 1 [0,-1,0,-189590865,-1144251013275] 1 1 
+393960 w 1 [0,-1,0,-493495,124849432] 1 4 2B 
+393960 w 2 [0,-1,0,-1593300,-625657500] 1 4 2Cs 
+393960 w 3 [0,-1,0,3331200,-3732032100] 1 2 2B 
+393960 w 4 [0,-1,0,-24114680,-45569323428] 1 2 2B 
+393960 x 1 [0,-1,0,34480,-9366468] 1 1 
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+393960 ba 1 [0,-1,0,96059535,-398203375275] 1 1 
+393960 bb 1 [0,-1,0,-2488635,1510212600] 0 2 2B 
+393960 bb 2 [0,-1,0,-3177540,608022612] 0 2 2B 
+393960 bc 1 [0,-1,0,-48242035,-128884166900] 1 2 2B 
+393960 bc 2 [0,-1,0,-771757660,-8251938791900] 1 2 2B 
+393960 bd 1 [0,1,0,-1550376,751368960] 1 2 2B 
+393960 bd 2 [0,1,0,-24888096,47781542304] 1 2 2B 
+393960 be 1 [0,1,0,-14331,631350] 1 2 2B 
+393960 be 2 [0,1,0,-226956,41540400] 1 2 2B 
+393960 bf 1 [0,1,0,-3936,86064] 1 2 2B 
+393960 bf 2 [0,1,0,-13736,-525456] 1 2 2B 
+393960 bg 1 [0,1,0,-44116,2677184] 0 2 2B 
+393960 bg 2 [0,1,0,-656616,204557184] 0 4 2Cs 
+393960 bg 3 [0,1,0,-10505616,13102807584] 0 2 2B 
+393960 bg 4 [0,1,0,-607616,236426784] 0 2 2B 
+393960 bh 1 [0,1,0,-1256870596,17150642107829] 0 1 
+393960 bi 1 [0,1,0,77159,-40671205] 0 1 
+393960 bj 1 [0,1,0,-3562071,-2664102246] 1 2 2B 
+393960 bj 2 [0,1,0,-57452516,-167633532480] 1 4 2Cs 
+393960 bj 3 [0,1,0,-57912136,-164815510336] 1 2 2B 
+393960 bj 4 [0,1,0,-919240016,-10727632842480] 1 2 2B 
+393960 bk 1 [0,1,0,-674256,-32983056] 0 2 2B 
+393960 bk 2 [0,1,0,-6799256,6787816944] 0 2 2B 
+393960 bl 1 [0,1,0,-4916,4914720] 1 2 2B 
+393960 bl 2 [0,1,0,-464536,120371264] 1 2 2B 
+393960 bm 1 [0,1,0,-29510756,62661634944] 0 2 2B 
+393960 bm 2 [0,1,0,-474223976,3974714888640] 0 2 2B 
+393960 bn 1 [0,1,0,-391281,-94337181] 0 1 
+393960 bo 1 [0,1,0,-189292896,-1005994159920] 0 1 
+393960 bp 1 [0,1,0,-61756,-7742176] 1 2 2B 
+393960 bp 2 [0,1,0,-1070176,-426438160] 1 2 2B 
+393960 bq 1 [0,1,0,517669,-324278550] 1 2 2B 
+393960 bq 2 [0,1,0,-5112676,-3875900176] 1 2 2B 
+393960 br 1 [0,1,0,1689504,3209319504] 0 1 
+393960 bs 1 [0,1,0,-121,-85] 2 1 
+393960 bt 1 [0,1,0,2679,1395099] 1 1 
+393960 bu 1 [0,1,0,14684,-63167791] 1 1 
+393960 bv 1 [0,1,0,-984531,375474294] 1 2 2B 
+393960 bv 2 [0,1,0,-15750156,24053630544] 1 2 2B 
+393960 bw 1 [0,1,0,-121943131,-517759035550] 0 2 2B 
+393960 bw 2 [0,1,0,-155699476,-208240356976] 0 2 2B 
+393960 bx 1 [0,1,0,25905,-23031450] 1 2 2B 
+393960 bx 2 [0,1,0,-1073900,-415001952] 1 4 2Cs 
+393960 bx 3 [0,1,0,-2715400,1155585248] 1 2 2B 
+393960 bx 4 [0,1,0,-17029280,-27054104400] 1 2 2B 
+393960 by 1 [0,1,0,-12000,-510000] 1 1 
+393960 bz 1 [0,1,0,520560,77142288] 1 1 
+393960 ca 1 [0,1,0,-16235,356250] 0 2 2B 
+393960 ca 2 [0,1,0,-131140,-18074512] 0 2 2B 
+393960 cb 1 [0,1,0,-203415,34857738] 1 4 2B 
+393960 cb 2 [0,1,0,-382020,-35798400] 1 4 2Cs 
+393960 cb 3 [0,1,0,1390800,-272647152] 1 2 2B 
+393960 cb 4 [0,1,0,-5012520,-4318084800] 1 2 2B 
+393960 cc 1 [0,1,0,180,-391392] 1 2 2B 
+393960 cc 2 [0,1,0,-79200,-8456400] 1 4 2Cs 
+393960 cc 3 [0,1,0,-167400,13699440] 1 2 2B 
+393960 cc 4 [0,1,0,-1261080,-545502672] 1 2 2B 
+393960 cd 1 [0,1,0,-194595,-31345182] 0 2 2B 
+393960 cd 2 [0,1,0,-3067220,-2068610832] 0 2 2B 
+393960 ce 1 [0,1,0,-6435,165150] 0 2 2B 
+393960 ce 2 [0,1,0,11940,951600] 0 2 2B 
+393960 cf 1 [0,1,0,59960,-7111987] 1 1 
+393960 cg 1 [0,1,0,-11335,331358] 0 4 2B 
+393960 cg 2 [0,1,0,-66460,-6349792] 0 4 2Cs 
+393960 cg 3 [0,1,0,36440,-24130912] 0 2 2B 
+393960 cg 4 [0,1,0,-1051360,-415280272] 0 2 2B 
+393960 ch 1 [0,1,0,-2760,610560] 1 2 2B 
+393960 ch 2 [0,1,0,-126240,17107488] 1 2 2B 
+393960 ci 1 [0,1,0,22965,-45942] 0 2 2B 
+393960 ci 2 [0,1,0,-91940,-459600] 0 2 2B 
+393962 a 1 [1,-1,1,-571,6059] 1 1 
+393963 a 1 [0,1,1,-744,7568] 0 1 
+393965 a 1 [1,0,0,-1254221,-535111760] 1 2 2B 
+393965 a 2 [1,0,0,-238596,-1376658635] 1 2 2B 
+393965 b 1 [1,-1,1,-118318,15548732] 0 2 2B 
+393965 b 2 [1,-1,1,-27693,38712482] 0 2 2B 
+393965 c 1 [1,-1,1,-296383,41455502] 0 2 2B 
+393965 c 2 [1,-1,1,-1889208,-967758418] 0 2 2B 
+393965 d 1 [1,-1,1,-104257,12984356] 2 1 
+393965 e 1 [1,-1,1,-896197,-574669956] 0 4 2B 
+393965 e 2 [1,-1,1,-17186322,-27407763856] 0 4 2Cs 
+393965 e 3 [1,-1,1,-20065297,-17599671826] 0 2 2B 
+393965 e 4 [1,-1,1,-274949347,-1754729346986] 0 2 2B 
+393965 f 1 [1,0,0,1131795,1315555412] 1 1 
+393965 g 1 [1,1,1,-266,-1466] 0 2 2B 
+393965 g 2 [1,1,1,-1311,16508] 0 2 2B 
+393965 h 1 [1,1,0,-80113,-8186832] 1 2 2B 
+393965 h 2 [1,1,0,-1258238,-543762457] 1 2 2B 
+393965 i 1 [1,1,0,-4978,-137193] 0 2 2B 
+393965 i 2 [1,1,0,-6023,-76792] 0 2 2B 
+393966 a 1 [1,-1,0,-14230557,-20651600187] 1 1 
+393966 b 1 [1,-1,0,5331,-2881243] 0 1 
+393966 c 1 [1,-1,0,-4200,1088] 0 1 
+393966 d 1 [1,-1,1,-467,115] 2 1 
+393966 e 1 [1,-1,1,-200759,34672799] 1 1 
+393966 f 1 [1,-1,1,592,106515] 2 1 
+393966 g 1 [1,-1,1,14935,1038953] 1 2 2B 
+393966 g 2 [1,-1,1,-108905,10995689] 1 2 2B 
+393967 a 1 [1,0,0,-1775,-28894] 2 1 
+393967 b 1 [1,1,1,-8869,309346] 0 2 2B 
+393967 b 2 [1,1,1,-21104,-747758] 0 2 2B 
+393967 c 1 [1,0,1,-386,2881] 1 1 
+393968 a 1 [0,-1,0,-1592,-22672] 1 1 
+393969 a 1 [1,0,1,-4537,85895] 0 2 2B 
+393969 a 2 [1,0,1,11478,559939] 0 2 2B 
+393970 a 1 [1,0,0,-331,2161] 1 1 
+393972 a 1 [0,-1,0,-293,-1695] 0 1 
+393974 a 1 [1,-1,0,28,2384] 1 1 
+393974 b 1 [1,1,0,-5224,-147384] 0 1 
+393974 c 1 [1,1,0,-110726,14135618] 0 1 
+393974 d 1 [1,0,0,-2659,71361] 0 3 3B.1.1 
+393974 d 2 [1,0,0,20881,-876659] 0 1 3B.1.2 
+393974 e 1 [1,-1,1,-15817,-761735] 0 1 
+393974 f 1 [1,-1,1,-19,-3] 1 1 
+393975 a 1 [0,0,1,-165,666] 1 1 
+393975 b 1 [0,0,1,67425,-15708344] 1 1 
+393975 c 1 [0,0,1,-964875,-364799844] 1 1 
+393975 d 1 [1,-1,1,-151893455,-720433333578] 1 2 2B 
+393975 d 2 [1,-1,1,-163828580,-600604678578] 1 4 2Cs 
+393975 d 3 [1,-1,1,-924084455,10321231221672] 1 2 2B 
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+394040 a 1 [0,1,0,20,33] 0 1 
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+394270 c 1 [1,0,1,-49789,4270552] 0 3 3B.1.1 
+394270 c 2 [1,0,1,-140604,-14921094] 0 1 3B.1.2 
+394270 d 1 [1,1,0,-383667,-91427731] 1 1 
+394270 e 1 [1,0,0,-35,-55] 1 1 
+394272 a 1 [0,0,0,-2858472,-1859978160] 0 1 
+394272 b 1 [0,0,0,-455877,0] 0 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 b 2 [0,0,0,1823508,0] 0 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 c 1 [0,0,0,36963,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 c 2 [0,0,0,-147852,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 d 1 [0,0,0,-2858472,1859978160] 1 1 
+394272 e 1 [0,0,0,-444,2242496] 0 1 
+394272 f 1 [0,0,0,-444,4736] 1 1 
+394272 g 1 [0,0,0,-444,-4736] 1 1 
+394272 h 1 [0,0,0,-444,-2242496] 0 1 
+394272 i 1 [0,0,0,193029,55616994] 0 1 3Nn 
+394272 j 1 [0,0,0,-12321,0] 1 4 2Cs 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 j 2 [0,0,0,-135531,19146834] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 j 3 [0,0,0,49284,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 j 4 [0,0,0,-135531,-19146834] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 k 1 [0,0,0,999,0] 2 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 k 2 [0,0,0,-3996,0] 2 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 l 1 [0,0,0,151959,0] 0 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 l 2 [0,0,0,-607836,0] 0 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 m 1 [0,0,0,193029,-55616994] 0 1 3Nn 
+394272 n 1 [0,0,0,-718725,-218010512] 1 2 2B 
+394272 n 2 [0,0,0,-2382060,1160561536] 1 2 2B 
+394272 o 1 [0,0,0,-58931568885,5506238262039208] 0 2 2B 
+394272 o 2 [0,0,0,-942895984620,352406404886952256] 0 2 2B 
+394272 p 1 [0,0,0,759795,-164926168] 1 1 
+394272 q 1 [0,0,0,555,-3256] 2 1 
+394272 r 1 [0,0,0,-18235080,29956589424] 1 1 3Nn 
+394272 s 1 [0,0,0,-102675,20159894] 2 1 
+394272 t 1 [0,0,0,-13320,591408] 0 1 3Nn 
+394272 u 1 [0,0,0,-164280,810448] 0 1 
+394272 v 1 [0,0,0,-164280,-810448] 0 1 
+394272 w 1 [0,0,0,-18235080,-29956589424] 0 1 3Nn 
+394272 x 1 [0,0,0,-102675,-20159894] 0 1 
+394272 y 1 [0,0,0,-13320,-591408] 1 1 3Nn 
+394272 z 1 [0,0,0,759795,164926168] 1 1 
+394272 ba 1 [0,0,0,555,3256] 0 1 
+394272 bb 1 [0,0,0,-58931568885,-5506238262039208] 0 2 2B 
+394272 bb 2 [0,0,0,-942895984620,-352406404886952256] 0 2 2B 
+394272 bc 1 [0,0,0,-718725,218010512] 1 2 2B 
+394272 bc 2 [0,0,0,-2382060,-1160561536] 1 2 2B 
+394272 bd 1 [0,0,0,-28749,-1013060] 2 4 2Cs 
+394272 bd 2 [0,0,0,-213564,37280608] 2 2 2B 
+394272 bd 3 [0,0,0,94461,-7395338] 2 2 2B 
+394272 bd 4 [0,0,0,-398379,-96747230] 2 2 2B 
+394272 be 1 [0,0,0,-603729,180527292] 0 2 2B 
+394272 be 2 [0,0,0,-542124,218820960] 0 2 2B 
+394272 bf 1 [0,0,0,1737261,-1501658838] 1 1 3Nn 
+394272 bg 1 [0,0,0,111,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 bg 2 [0,0,0,-444,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 bh 1 [0,0,0,1367631,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 bh 2 [0,0,0,-5470524,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 bi 1 [0,0,0,1737261,1501658838] 1 1 3Nn 
+394272 bj 1 [0,0,0,-603729,-180527292] 1 2 2B 
+394272 bj 2 [0,0,0,-542124,-218820960] 1 2 2B 
+394272 bk 1 [0,0,0,-28749,1013060] 1 4 2Cs 
+394272 bk 2 [0,0,0,-398379,96747230] 1 2 2B 
+394272 bk 3 [0,0,0,94461,7395338] 1 2 2B 
+394272 bk 4 [0,0,0,-213564,-37280608] 1 2 2B 
+394272 bl 1 [0,0,0,-607836,113589149888] 1 1 
+394272 bm 1 [0,0,0,-607836,239892608] 0 1 
+394272 bn 1 [0,0,0,-607836,-239892608] 0 1 
+394272 bo 1 [0,0,0,-607836,-113589149888] 1 1 
+394272 bp 1 [0,0,0,-12912408,-17833908240] 1 1 3Nn 
+394272 bq 1 [0,0,0,-333,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 bq 2 [0,0,0,1332,0] 1 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 br 1 [0,0,0,4107,0] 0 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 br 2 [0,0,0,-16428,0] 0 2 2B 3Nn 5Ns 7Nn 11Nn 13Ns 17Ns 19Nn 23Nn 29Ns 31Nn 37Ns 
+394272 bs 1 [0,0,0,-12912408,17833908240] 1 1 3Nn 
+394273 a 1 [1,-1,0,-88,-165] 0 2 2B 
+394273 a 2 [1,-1,0,277,-1406] 0 2 2B 
+394275 a 1 [1,1,1,-5453,-157264] 1 1 
+394275 b 1 [1,0,0,-6555763,6460035392] 0 2 2B 
+394275 b 2 [1,0,0,-6282388,7023461267] 0 2 2B 
+394275 c 1 [1,0,0,-223,-1288] 0 2 2B 
+394275 c 2 [1,0,0,-48,-3213] 0 2 2B 
+394275 d 1 [0,-1,1,-1533,24218] 1 1 
+394275 e 1 [1,1,0,-287500,-59454125] 1 2 2B 
+394275 e 2 [1,1,0,-287625,-59400000] 1 4 2Cs 
+394275 e 3 [1,1,0,-381500,-17437875] 1 2 2B 
+394275 e 4 [1,1,0,-195750,-97895625] 1 2 2B 
+394275 f 1 [1,1,0,-5575,-161000] 0 2 2B 
+394275 f 2 [1,1,0,-1200,-401625] 0 2 2B 
+394275 g 1 [1,0,1,-46126,3598523] 2 2 2B 
+394275 g 2 [1,0,1,-140001,-15739727] 2 2 2B 
+394275 h 1 [1,0,1,-136326,-19385327] 0 1 
+394278 a 1 [1,1,1,-332,-4147] 0 1 
+394278 b 1 [1,1,1,-169,-1501] 0 1 
+394278 c 1 [1,0,0,-1387,-19987] 1 2 2B 
+394278 c 2 [1,0,0,-1657,-11725] 1 2 2B 
+394282 a 1 [1,0,1,-60,-390] 1 1 
+394284 a 1 [0,-1,0,-4764,133992] 1 1 
+394284 b 1 [0,1,0,-2905,-61216] 2 2 2B 
+394284 b 2 [0,1,0,-3420,-38556] 2 2 2B 
+394284 c 1 [0,1,0,-19261,1024991] 1 1 
+394284 d 1 [0,1,0,-353,2364] 1 2 2B 
+394284 d 2 [0,1,0,-868,-6700] 1 2 2B 
+394288 a 1 [0,1,0,-624,6100] 2 1 
+394288 b 1 [0,1,0,816,2260] 2 1 
+394288 c 1 [0,0,0,-224,17456] 1 1 
+394288 d 1 [0,0,0,-299,-1446] 1 1 
+394288 e 1 [0,0,0,-331,-966] 1 2 2B 
+394288 e 2 [0,0,0,1189,-7350] 1 2 2B 
+394288 f 1 [0,0,0,-2028851,1112303602] 1 1 
+394288 g 1 [0,0,0,-1243,-630] 1 2 2B 
+394288 g 2 [0,0,0,-13403,595210] 1 2 2B 
+394288 h 1 [0,-1,0,-36819302437,2719339355948301] 1 1 
+394288 i 1 [0,-1,0,-27672,-1762576] 1 1 
+394288 j 1 [0,-1,0,-22609,1316100] 1 1 
+394288 k 1 [0,-1,0,-3896,-91408] 1 1 
+394288 l 1 [0,-1,0,-149136,-21763648] 1 1 
+394288 m 1 [0,-1,0,-3045,-65971] 1 1 
+394289 a 1 [1,1,0,-465,7952] 1 2 2B 
+394289 a 2 [1,1,0,-9550,354999] 1 2 2B 
+394290 a 1 [1,-1,0,-1935,-65259] 2 1 
+394290 b 1 [1,-1,0,-655380,-206506800] 0 1 
+394290 c 1 [1,-1,0,-48345,4155821] 2 2 2B 
+394290 c 2 [1,-1,0,-776265,263440925] 2 2 2B 
+394290 d 1 [1,-1,0,52275,11233125] 1 2 2B 
+394290 d 2 [1,-1,0,-547725,137593125] 1 2 2B 
+394290 e 1 [1,-1,0,212490,-13875084] 0 1 3B.1.2 
+394290 e 2 [1,-1,0,-2437110,1715991156] 0 3 3B.1.1 
+394290 f 1 [1,-1,0,-13905,633501] 2 2 2B 
+394290 f 2 [1,-1,0,-9225,1063125] 2 2 2B 
+394290 g 1 [1,-1,0,-393120,-94812800] 0 1 
+394290 h 1 [1,-1,0,270,-15660] 0 1 
+394290 i 1 [1,-1,0,225,8671] 2 1 
+394290 j 1 [1,-1,0,-327915,72357381] 2 1 
+394290 k 1 [1,-1,0,-27474135,-118847167075] 1 1 
+394290 l 1 [1,-1,0,-390975,3210027011] 0 1 
+394290 m 1 [1,-1,0,-231975,39076861] 1 2 2B 
+394290 m 2 [1,-1,0,292905,190137325] 1 2 2B 
+394290 n 1 [1,-1,0,-1404,-657072] 1 1 3B.1.2 
+394290 n 2 [1,-1,0,12636,17732520] 1 3 3B.1.1 
+394290 o 1 [1,-1,0,-50724,3801168] 2 2 2B 
+394290 o 2 [1,-1,0,-219204,-35724240] 2 2 2B 
+394290 p 1 [1,-1,0,-1127924079,14580630851885] 0 2 2B 
+394290 p 2 [1,-1,0,-1127739759,14585634292013] 0 2 2B 
+394290 q 1 [1,-1,0,-204759,15501213] 0 2 2B 
+394290 q 2 [1,-1,0,728361,116838045] 0 2 2B 
+394290 r 1 [1,-1,0,-1959,-317187] 1 2 2B 
+394290 r 2 [1,-1,0,-82839,-9100755] 1 2 2B 
+394290 s 1 [1,-1,0,-2527434,-1546068060] 0 2 2B 
+394290 s 2 [1,-1,0,-40439934,-98973610560] 0 2 2B 
+394290 t 1 [1,-1,0,-422784,238158688] 0 1 
+394290 u 1 [1,-1,0,-30141369,57638452333] 1 2 2B 
+394290 u 2 [1,-1,0,-112022649,-393740291795] 1 2 2B 
+394290 v 1 [1,-1,0,-239859,-45572787] 1 1 
+394290 w 1 [1,-1,0,-64702764,200352804048] 1 2 2B 
+394290 w 2 [1,-1,0,-1035262764,12821320932048] 1 2 2B 
+394290 x 1 [1,-1,0,-99,-3915] 0 1 
+394290 y 1 [1,-1,0,1026126,565648218] 0 1 
+394290 z 1 [1,-1,0,-23311689,42789096845] 0 2 2B 
+394290 z 2 [1,-1,0,-2747769,115614163133] 0 2 2B 
+394290 ba 1 [1,-1,0,8811,86215] 0 1 
+394290 bb 1 [1,-1,1,2317,33477] 0 1 
+394290 bc 1 [1,-1,1,2632,123707] 2 1 
+394290 bd 1 [1,-1,1,-13628273,-19361263903] 0 2 2B 
+394290 bd 2 [1,-1,1,-218052473,-1239283119823] 0 2 2B 
+394290 be 1 [1,-1,1,7537,-8856169] 1 2 2B 
+394290 be 2 [1,-1,1,-599063,-174094009] 1 2 2B 
+394290 bf 1 [1,-1,1,-17633,8581681] 1 2 2B 
+394290 bf 2 [1,-1,1,-745553,246465937] 1 2 2B 
+394290 bg 1 [1,-1,1,-9518,436281] 0 2 2B 
+394290 bg 2 [1,-1,1,-161168,24942921] 0 2 2B 
+394290 bh 1 [1,-1,1,75937,-1922167969] 1 1 3B.1.2 
+394290 bh 2 [1,-1,1,-683438,51898990781] 1 3 3B.1.1 
+394290 bi 1 [1,-1,1,-22133,1312327] 0 1 
+394290 bj 1 [1,-1,1,112,5217] 0 1 
+394290 bk 1 [1,-1,1,-116888,-8200730469] 0 1 
+394290 bl 1 [1,-1,1,-78413,-8431779] 0 1 
+394290 bm 1 [1,-1,1,-6572,-50129] 2 2 2B 
+394290 bm 2 [1,-1,1,-81452,-8915921] 2 2 2B 
+394290 bn 1 [1,-1,1,-160997,-25388931] 0 1 
+394290 bo 1 [1,-1,1,470473,-303764849] 1 2 2B 
+394290 bo 2 [1,-1,1,-4929527,-3710084849] 1 2 2B 
+394290 bp 1 [1,-1,1,-5372,-152129] 0 2 2B 
+394290 bp 2 [1,-1,1,-86252,-9728321] 0 2 2B 
+394290 bq 1 [1,-1,1,58,-10011] 0 1 
+394290 br 1 [1,-1,1,-541832,156116139] 0 1 
+394290 bs 1 [1,-1,1,-70322,7195569] 1 1 
+394290 bt 1 [1,-1,1,-5954049662,-176834791094259] 0 1 
+394290 bu 1 [1,-1,1,-697187,-223874909] 1 2 2B 
+394290 bu 2 [1,-1,1,-743267,-192558941] 1 4 2Cs 
+394290 bu 3 [1,-1,1,-3906947,2807875171] 1 2 2B 
+394290 bu 4 [1,-1,1,1683133,-1189324061] 1 2 2B 
+394290 bv 1 [1,-1,1,-784022,-283338331] 0 1 
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+394290 bx 1 [1,-1,1,-43442,-118875409] 0 1 
+394290 by 1 [1,-1,1,-3052682,4402764489] 1 1 
+394292 a 1 [0,1,0,-2197,-40377] 2 1 
+394292 b 1 [0,0,0,-2384,-44803] 1 1 
+394292 c 1 [0,-1,0,-333,2441] 2 1 
+394293 a 1 [0,-1,1,-49,114] 2 1 
+394294 a 1 [1,0,1,-2517,-50016] 0 1 
+394296 a 1 [0,1,0,-64,-544] 2 1 
+394297 a 1 [0,-1,1,-1689,30591] 2 1 
+394298 a 1 [1,0,1,-128,-506] 1 1 
+394298 b 1 [1,-1,1,-5391,149373] 1 1 
+394299 a 1 [0,0,1,-1443,-21240] 2 1 
+394299 b 1 [0,0,1,3858,-43529] 2 1 
+394300 a 1 [0,1,0,-258,2113] 2 1 
+394300 b 1 [0,-1,0,-12708,-526088] 0 1 
+394300 c 1 [0,1,0,-508,-4412] 2 1 
+394301 a 1 [0,1,1,-997,5432] 1 3 3B.1.1 
+394301 a 2 [0,1,1,-39827,-3072375] 1 1 3B.1.2 
+394302 a 1 [1,1,0,-5,-93] 1 1 
+394302 b 1 [1,0,1,-38009,-2855140] 1 1 
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+394303 a 1 [0,0,1,-2210243,10272073362] 2 1 
+394304 a 1 [0,1,0,703,38431] 1 1 
+394304 b 1 [0,0,0,-74,-66] 1 1 
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+394305 a 1 [0,-1,1,-21170561,-37485634708] 1 1 
+394306 a 1 [1,0,1,-1060,5316] 2 1 
+394306 b 1 [1,0,0,-574,4164] 3 1 
+394306 c 1 [1,0,0,-55,363] 1 1 
+394307 a 1 [0,0,1,-2860,215422] 0 1 
+394307 b 1 [0,0,1,26,-572] 0 1 
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+394309 a 1 [0,-1,1,-22,-20] 2 1 
+394310 a 1 [1,-1,0,-88340,8545520] 2 1 
+394310 b 1 [1,-1,0,-29,13] 1 1 
+394310 c 1 [1,0,1,326,3316] 1 1 
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+394310 e 1 [1,-1,0,-1544359,-739938787] 1 1 
+394310 f 1 [1,0,0,-1126,14430] 1 1 
+394310 g 1 [1,0,0,-20180,1101712] 1 1 
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+394310 i 1 [1,0,0,-2415,45497] 1 1 
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+394310 k 1 [1,1,1,-857010,305010137] 1 1 
+394314 a 1 [1,1,0,6958,785460] 0 1 
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+394314 c 1 [1,0,1,290,-304] 0 1 
+394315 a 1 [1,1,1,-11945,511270] 0 2 2B 
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+394316 a 1 [0,0,0,56,180] 1 1 
+394317 a 1 [0,0,1,-58413,-5592258] 1 1 
+394317 b 1 [0,0,1,-838116,295230467] 0 1 
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+394319 a 1 [1,1,1,-180,854] 0 1 
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+394320 h 1 [0,-1,0,-11541,-637155] 1 1 3B 
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+394320 z 1 [0,-1,0,-1705,-25328] 1 1 
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+394320 bc 1 [0,-1,0,-54624100,856279178752] 1 2 2B 
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+394320 bd 1 [0,-1,0,-1125,-14148] 1 1 3B 
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+394320 bh 1 [0,-1,0,-596000,240480000] 1 1 
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+394320 bm 1 [0,-1,0,-6165,-252963] 1 1 
+394320 bn 1 [0,-1,0,-195685,-33468275] 1 1 
+394320 bo 1 [0,-1,0,-465160,-194704400] 0 2 2B 
+394320 bo 2 [0,-1,0,-8614440,-9726102288] 0 2 2B 
+394320 bp 1 [0,-1,0,8760,3755475] 0 1 
+394320 bq 1 [0,-1,0,-5025,-90000] 0 1 
+394320 br 1 [0,-1,0,4238410,585157047] 0 1 
+394320 bs 1 [0,1,0,-218416,-24043180] 2 2 2B 
+394320 bs 2 [0,1,0,-1498416,688148820] 2 2 2B 
+394320 bt 1 [0,1,0,134424,-36475596] 0 2 2B 
+394320 bt 2 [0,1,0,-1176296,-415535820] 0 4 2Cs 
+394320 bt 3 [0,1,0,-5323496,4330519860] 0 2 2B 
+394320 bt 4 [0,1,0,-18000616,-29400474316] 0 2 2B 
+394320 bu 1 [0,1,0,-985976,-20722476] 2 1 
+394320 bv 1 [0,1,0,-137196,19341180] 2 1 
+394320 bw 1 [0,1,0,379559,104983859] 1 1 
+394320 bx 1 [0,1,0,11259,-761805] 1 1 
+394320 by 1 [0,1,0,-1579136,-764322636] 0 2 2B 
+394320 by 2 [0,1,0,-1582336,-761072716] 0 2 2B 
+394320 bz 1 [0,1,0,-175311,-28308636] 0 2 2B 
+394320 bz 2 [0,1,0,-189356,-23522100] 0 4 2Cs 
+394320 bz 3 [0,1,0,-1076576,410505924] 0 2 2B 
+394320 bz 4 [0,1,0,473144,-150987100] 0 4 2B 
+394320 ca 1 [0,1,0,-201056,-34766700] 0 1 
+394320 cb 1 [0,1,0,5744,409700] 1 2 2B 
+394320 cb 2 [0,1,0,-59976,4957524] 1 2 2B 
+394320 cc 1 [0,1,0,-3917021,2868670830] 0 1 
+394320 cd 1 [0,1,0,-14221,-656146] 1 1 
+394320 ce 1 [0,1,0,-21,-30] 0 1 
+394320 cf 1 [0,1,0,-183541,30205859] 1 1 
+394320 cg 1 [0,1,0,-2103776,1173476724] 1 2 2B 
+394320 cg 2 [0,1,0,-1827296,1493419380] 1 2 2B 
+394320 ch 1 [0,1,0,-14800,688100] 1 2 2B 
+394320 ch 2 [0,1,0,-15000,668340] 1 2 2B 
+394320 ci 1 [0,1,0,-1480,2228] 2 1 
+394320 cj 1 [0,1,0,-8215,283868] 0 2 2B 
+394320 cj 2 [0,1,0,-8220,283500] 0 4 2Cs 
+394320 cj 3 [0,1,0,-5120,502980] 0 4 2B 
+394320 cj 4 [0,1,0,-11400,40548] 0 2 2B 
+394320 ck 1 [0,1,0,-13425,-558270] 1 1 
+394320 cl 1 [0,1,0,-65229605,-233119572897] 1 1 
+394320 cm 1 [0,1,0,-1971850,1065101783] 1 1 
+394320 cn 1 [0,1,0,815,-14350] 0 2 2B 
+394320 cn 2 [0,1,0,-6340,-160312] 0 2 2B 
+394320 co 1 [0,1,0,-87240,-9207180] 1 1 
+394320 cp 1 [0,1,0,-19363440,-7806066732] 1 1 
+394320 cq 1 [0,1,0,-295,-1900] 1 1 
+394320 cr 1 [0,1,0,37470,2833443] 1 1 
+394320 cs 1 [0,1,0,-248967770785,-60331602973775317] 0 1 
+394320 ct 1 [0,1,0,-905,-10797] 0 1 
+394320 cu 1 [0,1,0,4200,331875] 1 1 
+394320 cv 1 [0,1,0,-350,-3117] 1 1 
+394320 cw 1 [0,1,0,-1745,-45525] 0 1 
+394323 a 1 [0,1,1,-32,104] 2 1 
+394324 a 1 [0,1,0,-701,6911] 1 1 
+394324 b 1 [0,0,0,-4024,-98236] 1 1 
+394325 a 1 [0,1,1,-18,-6] 2 1 
+394325 b 1 [0,0,1,-35,-74] 1 1 
+394325 c 1 [1,0,0,-7188,-235133] 1 1 
+394325 d 1 [0,0,1,-2000,-34219] 1 1 
+394325 e 1 [0,0,1,-80,-274] 1 1 
+394325 f 1 [1,1,0,-575,-5500] 0 1 
+394325 g 1 [0,0,1,-875,-9219] 1 1 
+394325 h 1 [0,-1,1,-458,193] 0 1 
+394326 a 1 [1,-1,0,-110898,-14186880] 0 2 2B 
+394326 a 2 [1,-1,0,-110808,-14211126] 0 2 2B 
+394326 b 1 [1,-1,0,-149058,-22113324] 0 1 
+394326 c 1 [1,-1,0,498,3572] 0 1 
+394326 d 1 [1,-1,0,-700857,226007149] 0 2 2B 
+394326 d 2 [1,-1,0,-677817,241540717] 0 2 2B 
+394326 e 1 [1,-1,0,-1881,25517] 2 2 2B 
+394326 e 2 [1,-1,0,-9561,-335443] 2 2 2B 
+394326 f 1 [1,-1,0,99,-95] 1 1 
+394326 g 1 [1,-1,1,-16931,-672029] 1 2 2B 
+394326 g 2 [1,-1,1,-86051,9143011] 1 2 2B 
+394326 h 1 [1,-1,1,55,-151] 1 1 
+394326 i 1 [1,-1,1,-75128,7902699] 1 2 2B 
+394326 i 2 [1,-1,1,-31388,17000619] 1 2 2B 
+394328 a 1 [0,-1,0,-42465,-3356411] 0 1 
+394329 a 1 [0,1,1,-1578,23978] 2 1 
+394329 b 1 [0,1,1,21,686] 2 1 
+394330 a 1 [1,-1,0,-139,945] 2 2 2B 
+394330 a 2 [1,-1,0,-2489,48415] 2 2 2B 
+394332 a 1 [0,-1,0,-51017220,506396689704] 1 1 
+394332 b 1 [0,-1,0,-88204,-10053464] 1 1 
+394332 c 1 [0,-1,0,-4,21352] 1 1 
+394332 d 1 [0,1,0,188,836] 2 1 
+394332 e 1 [0,1,0,-824421,327664503] 1 1 
+394332 f 1 [0,1,0,-709836,286019892] 0 1 
+394334 a 1 [1,0,1,-3419,-72846] 0 2 2B 
+394334 a 2 [1,0,1,-53829,-4811386] 0 2 2B 
+394334 b 1 [1,-1,1,19442,949285] 2 1 
+394335 a 1 [0,0,1,-93,-352] 1 1 
+394335 b 1 [0,0,1,23517,1792874] 2 1 
+394335 c 1 [1,-1,1,-89858,11784502] 1 1 
+394335 d 1 [1,-1,1,-24302,-2984174] 1 1 
+394335 e 1 [0,0,1,-14148,686684] 1 1 
+394335 f 1 [0,0,1,-1572,-25433] 0 1 
+394335 g 1 [1,-1,0,-2700,111425] 0 1 
+394335 h 1 [1,-1,0,-9984,-433135] 1 1 
+394335 i 1 [0,0,1,-837,9497] 0 1 
+394335 j 1 [0,0,1,2613,-66403] 0 1 
+394336 a 1 [0,1,0,-193,-1041] 2 1 
+394336 b 1 [0,-1,0,-193,1041] 1 1 
+394338 a 1 [1,1,0,58695721,984544169301] 0 1 
+394338 b 1 [1,1,0,54,-594] 1 1 
+394338 c 1 [1,1,0,42,234] 1 1 
+394338 d 1 [1,1,0,-21430,5639284] 1 1 
+394338 e 1 [1,0,1,-477,1936] 2 1 
+394338 f 1 [1,0,1,-1811512,938296070] 1 2 2B 
+394338 f 2 [1,0,1,-1811832,937947910] 1 4 2Cs 
+394338 f 3 [1,0,1,-1441392,1332688774] 1 2 2B 
+394338 f 4 [1,0,1,-2187392,520926086] 1 2 2B 
+394338 g 1 [1,0,1,696,1678] 1 1 
+394338 h 1 [1,0,1,-39287,2993978] 1 1 
+394338 i 1 [1,1,1,-56186,31233287] 1 1 
+394338 j 1 [1,1,1,-1593541228,-24468294111475] 1 1 
+394338 k 1 [1,1,1,1807,-825217] 1 2 2B 
+394338 k 2 [1,1,1,-121853,-16010665] 1 2 2B 
+394338 l 1 [1,1,1,-1005,-21597] 0 1 
+394338 m 1 [1,1,1,204,-78219] 1 1 
+394338 n 1 [1,0,0,2660,6416] 1 1 
+394338 o 1 [1,0,0,141863,246683321] 1 1 
+394338 p 1 [1,0,0,-67288,6561344] 2 1 
+394338 q 1 [1,0,0,-361480,-186577576] 1 1 
+394338 r 1 [1,0,0,-10827240,-13713732072] 0 1 
+394338 s 1 [1,0,0,171403,35084577] 1 2 2B 
+394338 s 2 [1,0,0,-1139317,354113825] 1 4 2Cs 
+394338 s 3 [1,0,0,-16967797,26898474785] 1 2 2B 
+394338 s 4 [1,0,0,-6282357,-5767132383] 1 2 2B 
+394339 a 1 [0,1,1,14601,-4813341] 1 1 3B 
+394339 a 2 [0,1,1,-131809,132299624] 1 1 3B 
+394339 b 1 [0,-1,1,323,-3004] 1 1 
+394339 c 1 [0,-1,1,444,505] 0 1 
+394339 d 1 [0,-1,1,-6574,-203017] 0 1 
+394342 a 1 [1,0,0,103,-215] 0 2 2B 
+394342 a 2 [1,0,0,-477,-1955] 0 2 2B 
+394342 b 1 [1,0,0,-423385964145,-111936963063104407] 0 1 
+394344 a 1 [0,0,0,-5871,-173086] 0 1 
+394344 b 1 [0,0,0,897,21634] 2 1 
+394344 c 1 [0,0,0,-12767367,17565355802] 0 1 
+394344 d 1 [0,0,0,-197787,33856742] 1 1 
+394344 e 1 [0,0,0,573,-722] 1 1 
+394344 f 1 [0,0,0,-234,-1323] 1 1 
+394344 g 1 [0,0,0,-939,-6122] 1 1 
+394344 h 1 [0,0,0,-111,-2702] 1 1 
+394345 a 1 [0,0,1,412252,154991084] 0 1 
+394345 b 1 [0,0,1,638,815] 1 1 
+394345 c 1 [1,0,1,41,-143] 1 1 
+394346 a 1 [1,1,0,-8177461,-9008640691] 1 1 
+394346 b 1 [1,1,0,-1534,-23788] 1 1 
+394346 c 1 [1,1,0,-397121,299758085] 1 1 
+394346 d 1 [1,1,0,-74,740] 1 1 
+394346 e 1 [1,1,1,-202613,-11358261] 1 1 
+394346 f 1 [1,1,1,-38,-45] 1 1 
+394347 a 1 [0,-1,1,-59,854] 0 1 
+394350 a 1 [1,1,0,-742375,-246507875] 1 1 
+394350 b 1 [1,1,0,-398578927500,96855786551250000] 1 2 2B 
+394350 b 2 [1,1,0,-6377290177500,6198722509590000000] 1 4 2Cs 
+394350 b 3 [1,1,0,-102036642840000,396718368159627337500] 1 2 2B 
+394350 b 4 [1,1,0,-6377317515000,6198666708257662500] 1 2 2B 
+394350 c 1 [1,1,0,1620000,524880000000] 1 2 2B 3B 
+394350 c 2 [1,1,0,-966380000,11365512000000] 1 2 2B 3B 
+394350 c 3 [1,1,0,-14580000,-14171776200000] 1 2 2B 3B 
+394350 c 4 [1,1,0,-8872385000,-316763252805000] 1 2 2B 3B 
+394350 d 1 [1,1,0,53600,4792000] 1 2 2B 
+394350 d 2 [1,1,0,-309400,45085000] 1 2 2B 
+394350 e 1 [1,1,0,-2055054525,35856901720125] 1 2 2B 3B 
+394350 e 2 [1,1,0,-2053142525,35926955488125] 1 2 2B 3B 
+394350 e 3 [1,1,0,-2177040525,31360567258125] 1 2 2B 3B 
+394350 e 4 [1,1,0,4648918975,188569240502625] 1 2 2B 3B 
+394350 f 1 [1,1,0,-5925,185625] 2 2 2B 
+394350 f 2 [1,1,0,-96675,11529375] 2 2 2B 
+394350 g 1 [1,1,0,54425,1187125] 0 1 
+394350 h 1 [1,1,0,-21401625,-85053022875] 0 2 2B 
+394350 h 2 [1,1,0,-449081625,-3660030142875] 0 2 2B 
+394350 i 1 [1,1,0,-4578021000,-119224928376000] 1 2 2B 
+394350 i 2 [1,1,0,-4455653000,-125899246200000] 1 2 2B 
+394350 j 1 [1,1,0,0,-1012500] 1 2 2B 
+394350 j 2 [1,1,0,-151250,-22338750] 1 2 2B 
+394350 k 1 [1,1,0,-1128997400,14604091080000] 1 2 2B 
+394350 k 2 [1,1,0,-18065125400,934557627912000] 1 2 2B 
+394350 l 1 [1,1,0,-308621775,-3249836679375] 0 2 2B 
+394350 l 2 [1,1,0,-5667318525,-164176858778625] 0 2 2B 
+394350 m 1 [1,1,0,-5110,138580] 0 1 
+394350 n 1 [1,1,0,152300,7954000] 0 1 
+394350 o 1 [1,1,0,-448250,124156500] 0 2 2B 
+394350 o 2 [1,1,0,-7323250,7624781500] 0 2 2B 
+394350 p 1 [1,0,1,8531049,-18073925702] 1 1 
+394350 q 1 [1,0,1,-551,4898] 1 1 
+394350 r 1 [1,0,1,-63751,-6178102] 1 2 2B 
+394350 r 2 [1,0,1,-95751,669898] 1 4 2Cs 
+394350 r 3 [1,0,1,-1085751,434289898] 1 2 2B 
+394350 r 4 [1,0,1,382249,5449898] 1 2 2B 
+394350 s 1 [1,0,1,-7201,223298] 0 1 
+394350 t 1 [1,0,1,-12190751,16427740898] 1 2 2B 
+394350 t 2 [1,0,1,-195203251,1049716315898] 1 4 2Cs 
+394350 t 3 [1,0,1,-3123252001,67182625383398] 1 2 2B 
+394350 t 4 [1,0,1,-195354501,1048008098398] 1 2 2B 
+394350 u 1 [1,0,1,49,-502] 1 1 
+394350 v 1 [1,0,1,-1101,209338] 1 1 
+394350 w 1 [1,0,1,-426612451,3354675008798] 1 1 
+394350 x 1 [1,0,1,-109451,2013647798] 1 1 
+394350 y 1 [1,0,1,-4001,95648] 0 2 2B 
+394350 y 2 [1,0,1,-63751,6190148] 0 2 2B 
+394350 z 1 [1,0,1,-24776,-3885802] 1 1 
+394350 ba 1 [1,0,1,-308024076,-2082847691702] 0 1 
+394350 bb 1 [1,0,1,-6599271,-6552419222] 1 1 
+394350 bc 1 [1,0,1,-398801,97086188] 1 1 
+394350 bd 1 [1,0,1,-109876,14062898] 0 2 2B 
+394350 bd 2 [1,0,1,-1759876,898462898] 0 2 2B 
+394350 be 1 [1,0,1,-1,-5602] 1 1 
+394350 bf 1 [1,0,1,50724,-18435302] 1 1 
+394350 bg 1 [1,0,1,-50146,-4317772] 1 1 
+394350 bh 1 [1,1,1,-40713,3167031] 2 1 
+394350 bi 1 [1,1,1,387,24531] 2 2 2B 
+394350 bi 2 [1,1,1,-10613,398531] 2 2 2B 
+394350 bj 1 [1,1,1,-1253638,-539721469] 0 1 
+394350 bk 1 [1,1,1,-8963,16065281] 1 1 3B 
+394350 bk 2 [1,1,1,80662,-433672969] 1 1 3B 
+394350 bl 1 [1,1,1,-9970013,12135773531] 0 1 
+394350 bm 1 [1,1,1,-164981763,-819052402719] 0 1 
+394350 bn 1 [1,1,1,-12320963,-16667709919] 1 1 
+394350 bo 1 [1,1,1,-17064498,26830574271] 0 1 
+394350 bp 1 [1,1,1,-31234938,67287041031] 0 2 2B 
+394350 bp 2 [1,1,1,-499984938,4302912041031] 0 2 2B 
+394350 bq 1 [1,1,1,-4378,16107431] 1 1 
+394350 br 1 [1,1,1,1237,-62719] 0 1 
+394350 bs 1 [1,1,1,-1838,277031] 0 2 2B 
+394350 bs 2 [1,1,1,-76088,7999031] 0 2 2B 
+394350 bt 1 [1,1,1,9062,661031] 1 2 2B 
+394350 bt 2 [1,1,1,-80938,7501031] 1 2 2B 
+394350 bu 1 [1,1,1,-27513,26167281] 0 1 
+394350 bv 1 [1,1,1,-288,1671] 1 1 
+394350 bw 1 [1,1,1,-13763,612281] 0 1 
+394350 bx 1 [1,1,1,341242,-144454909] 0 1 
+394350 by 1 [1,0,0,6092,63632] 2 1 
+394350 bz 1 [1,0,0,6187,300867] 0 1 
+394350 ca 1 [1,0,0,-42538,7830692] 2 2 2B 
+394350 ca 2 [1,0,0,-906538,331830692] 2 2 2B 
+394350 cb 1 [1,0,0,-127763,17578017] 1 1 
+394350 cc 1 [1,0,0,-474497188,9563047964492] 0 2 2B 
+394350 cc 2 [1,0,0,-10258345438,399498319968242] 0 2 2B 
+394350 cd 1 [1,0,0,-22438,-4782508] 0 2 2B 
+394350 cd 2 [1,0,0,-584938,-171845008] 0 2 2B 
+394350 ce 1 [1,0,0,-172438,-27527008] 0 2 2B 
+394350 ce 2 [1,0,0,-232188,-6793758] 0 2 2B 
+394350 cf 1 [1,0,0,360512,48238592] 1 2 2B 
+394350 cf 2 [1,0,0,-1687488,414830592] 1 4 2Cs 
+394350 cf 3 [1,0,0,-22983488,42389246592] 1 2 2B 
+394350 cf 4 [1,0,0,-13159488,-18089505408] 1 2 2B 
+394350 cg 1 [1,0,0,-15340120838,-731294056503708] 1 2 2B 
+394350 cg 2 [1,0,0,-15340248838,-731281242295708] 1 4 2Cs 
+394350 cg 3 [1,0,0,-16027748838,-662146929795708] 1 2 2B 
+394350 cg 4 [1,0,0,-14654796838,-799595444971708] 1 2 2B 
+394350 ch 1 [1,0,0,2562,1533492] 1 2 2B 
+394350 ch 2 [1,0,0,-184938,29845992] 1 2 2B 
+394350 ci 1 [1,0,0,2177,9497] 1 1 
+394350 cj 1 [1,0,0,-137688,-21187008] 0 2 2B 
+394350 cj 2 [1,0,0,-2249688,-1298947008] 0 2 2B 
+394352 a 1 [0,0,0,-105595,13293994] 2 1 
+394352 b 1 [0,1,0,-3353184,-2187066764] 0 2 2B 
+394352 b 2 [0,1,0,-11381344,12260409972] 0 2 2B 
+394352 c 1 [0,1,0,-37648,3060756] 1 1 3B 
+394352 c 2 [0,1,0,236752,-4556588] 1 1 3B 
+394352 d 1 [0,1,0,-6960,-242348] 0 1 
+394352 e 1 [0,1,0,-206074416,1138565527252] 0 1 
+394352 f 1 [0,-1,0,-1584,-26480] 1 1 
+394352 g 1 [0,-1,0,-156,379] 1 1 2Cn 
+394352 h 1 [0,-1,0,-4328,-108800] 1 1 
+394352 i 1 [0,-1,0,572,2528] 0 1 
+394352 j 1 [0,-1,0,-18048,1208320] 0 1 
+394352 k 1 [0,0,0,-141659,20538154] 1 1 
+394352 l 1 [0,0,0,-1211,16170] 1 2 2B 
+394352 l 2 [0,0,0,-1771,-294] 1 2 2B 
+394352 m 1 [0,0,0,6125,43218] 2 2 2B 
+394352 m 2 [0,0,0,-25235,350546] 2 2 2B 
+394352 n 1 [0,0,0,34741,-1353478] 0 1 
+394352 o 1 [0,0,0,-59339,-5546310] 2 2 2B 
+394352 o 2 [0,0,0,-86779,100842] 2 2 2B 
+394352 p 1 [0,0,0,-2891,-59878] 1 1 
+394352 q 1 [0,1,0,-7660,-114689] 1 1 2Cn 
+394352 r 1 [0,1,0,-24712,-1503692] 1 1 
+394352 s 1 [0,1,0,-1192,95668] 1 1 
+394352 t 1 [0,1,0,-164656,-25771628] 0 1 
+394352 u 1 [0,1,0,3904,14132] 0 1 
+394352 v 1 [0,-1,0,-341056,82443264] 0 1 
+394352 w 1 [0,-1,0,526551632,440032783296] 0 1 
+394352 x 1 [0,0,0,1421,-11662] 0 1 
+394353 a 1 [0,0,1,96,301] 0 1 
+394353 b 1 [0,0,1,5829,-331623] 0 1 
+394354 a 1 [1,0,1,-2171519,1231272274] 0 1 
+394354 b 1 [1,0,0,-163558,19428580] 1 3 3B.1.1 
+394354 b 2 [1,0,0,-4444278,-3605145004] 1 1 3B.1.2 
+394355 a 1 [0,1,1,-2360,43464] 2 1 
+394355 b 1 [1,-1,1,1577,6956722] 1 1 
+394355 c 1 [0,0,1,322,2254] 1 1 
+394355 d 1 [1,0,1,-3414,-77113] 1 1 
+394355 e 1 [0,0,1,-14418743,-21073623427] 1 1 
+394356 a 1 [0,-1,0,-177,966] 0 1 
+394356 b 1 [0,-1,0,-387558,-92736171] 0 1 
+394356 c 1 [0,1,0,-3234,69777] 2 1 
+394356 d 1 [0,1,0,-337921,75496016] 2 1 
+394357 a 1 [0,-1,1,-18,6] 2 1 
+394357 b 1 [1,1,1,-313,-2262] 0 1 
+394358 a 1 [1,-1,0,547237,277084325] 1 1 
+394358 b 1 [1,1,1,538,-7709] 0 1 
+394362 a 1 [1,-1,0,-4659,123209] 1 1 
+394362 b 1 [1,-1,0,-2806491,-15593858139] 1 3 3Cs.1.1 
+394362 b 2 [1,-1,0,25204869,416071973061] 1 3 3B.1.1 
+394362 b 3 [1,-1,0,-567949146,-5209628194252] 1 1 3B.1.2 
+394362 c 1 [1,-1,0,-10005,442997] 2 1 
+394362 d 1 [1,-1,0,-58815,5286029] 1 1 
+394362 e 1 [1,-1,0,-285,2183579] 0 1 
+394362 f 1 [1,-1,0,-648,3392] 1 1 
+394362 g 1 [1,-1,0,-1375448028,29317841860688] 0 1 
+394362 h 1 [1,-1,0,22317,23140077] 1 1 3B.1.2 
+394362 h 2 [1,-1,0,-5499153,4965771483] 1 3 3B.1.1 
+394362 i 1 [1,-1,1,-5834,-85751] 1 1 
+394362 j 1 [1,-1,1,200851,-624982931] 1 3 3B.1.1 
+394362 j 2 [1,-1,1,-49492379,-134026337663] 1 1 3B.1.2 
+394362 k 1 [1,-1,1,-152827559,-1085795052321] 0 1 
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+394485 bi 2 [1,1,0,-512719963,-4468253656682] 0 2 2B 
+394485 bj 1 [1,1,0,-14668,5489197] 1 1 
+394485 bk 1 [1,1,0,-3698772,-1598227869] 1 2 2B 
+394485 bk 2 [1,1,0,11654353,-11427298494] 1 2 2B 
+394485 bl 1 [1,1,0,-554452,204184789] 1 1 
+394485 bm 1 [1,1,0,1873,33744] 1 2 2B 
+394485 bm 2 [1,1,0,-11132,312051] 1 4 2Cs 
+394485 bm 3 [1,1,0,-162857,25225296] 1 2 2B 
+394485 bm 4 [1,1,0,-67487,-6529446] 1 2 2B 
+394485 bn 1 [1,1,0,-209700862,-1169095985939] 1 1 
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+394485 bo 2 [1,1,0,-79047,-8532216] 1 4 2Cs 
+394485 bo 3 [1,1,0,-28472,-19244001] 1 2 2B 
+394485 bo 4 [1,1,0,-1262502,-546530859] 1 2 2B 
+394485 bp 1 [1,1,0,-1417117,652965664] 1 2 2B 
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+394485 bq 1 [1,0,1,-2174,-260269] 1 2 2B 
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+394485 bs 3 [1,0,1,-35302079,80642704331] 0 2 2B 
+394485 bs 4 [1,0,1,-25814209,-50091421093] 0 2 2B 
+394485 bt 1 [1,0,1,-1919,41447] 1 1 
+394485 bu 1 [1,0,1,-16130249619,788513190858001] 1 2 2B 
+394485 bu 2 [1,0,1,-16171520264,784275388963337] 1 4 2Cs 
+394485 bu 3 [1,0,1,-3858459959,1949568640556171] 1 2 2B 
+394485 bu 4 [1,0,1,-29144910889,-652237018805413] 1 2 2B 
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+394485 bw 1 [1,0,1,-4239203,26998098923] 1 1 
+394485 bx 1 [1,0,1,-101063,-16837819] 1 2 2B 
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+394485 by 1 [1,0,1,-603772593,5710240139431] 1 2 2B 
+394485 by 2 [1,0,1,-603158468,5722436170631] 1 2 2B 
+394485 bz 1 [1,0,1,-67488,-5659367] 1 2 2B 
+394485 bz 2 [1,0,1,-311693,61643531] 1 4 2Cs 
+394485 bz 3 [1,0,1,-4876448,4144360403] 1 2 2B 
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+394492 b 1 [0,-1,0,-1022,-12191] 1 1 
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+394494 a 1 [1,0,1,-116218,-3866068] 0 2 2B 
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+394502 a 1 [1,-1,0,-332732,-73631848] 1 1 
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+394506 h 1 [1,-1,0,434448,509048064] 0 1 3B.1.2 
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+394512 c 1 [0,-1,0,2011,-16536] 0 2 2B 
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+394512 d 3 [0,1,0,-21337672,-45144350860] 1 2 2B 
+394512 d 4 [0,1,0,-359093832,-2619267653772] 1 2 2B 
+394514 a 1 [1,-1,0,-4792,121152] 1 2 2B 
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+394515 b 1 [1,-1,1,-15413,-581844] 1 2 2B 
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+394520 a 1 [0,1,0,-796,4704] 1 2 2B 
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+394520 b 1 [0,1,0,-56560,-1813392] 1 2 2B 
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+394680 u 1 [0,-1,0,-75855,8066400] 1 4 2B 
+394680 u 2 [0,-1,0,-78980,7368900] 1 8 2Cs 
+394680 u 3 [0,-1,0,135520,40230300] 1 4 2B 
+394680 u 4 [0,-1,0,-343480,-70182500] 1 4 2Cs 
+394680 u 5 [0,-1,0,433920,-342894420] 1 2 2B 
+394680 u 6 [0,-1,0,-5352880,-4764992180] 1 2 2B 
+394680 v 1 [0,-1,0,-89695,-7299260] 0 2 2B 
+394680 v 2 [0,-1,0,-536700,145755252] 0 4 2Cs 
+394680 v 3 [0,-1,0,-8496080,9534639900] 0 2 2B 
+394680 v 4 [0,-1,0,270600,545207292] 0 2 2B 
+394680 w 1 [0,-1,0,22340,44692] 1 2 2B 
+394680 w 2 [0,-1,0,-89440,447100] 1 2 2B 
+394680 x 1 [0,-1,0,-10700,-414348] 0 2 2B 
+394680 x 2 [0,-1,0,-23200,750652] 0 4 2Cs 
+394680 x 3 [0,-1,0,-322200,70477452] 0 2 2B 
+394680 x 4 [0,-1,0,75800,5383852] 0 2 2B 
+394680 y 1 [0,-1,0,-1420,-7820] 1 2 2B 
+394680 y 2 [0,-1,0,-12000,504252] 1 4 2Cs 
+394680 y 3 [0,-1,0,-191400,32293932] 1 2 2B 
+394680 y 4 [0,-1,0,-1880,1317900] 1 2 2B 
+394680 z 1 [0,-1,0,-6260,-318108] 0 2 2B 
+394680 z 2 [0,-1,0,-118040,-15564900] 0 2 2B 
+394680 ba 1 [0,1,0,-2816,93984] 1 1 
+394680 bb 1 [0,1,0,-6420851,-6264362610] 1 2 2B 
+394680 bb 2 [0,1,0,-6188476,-6738500560] 1 2 2B 
+394680 bc 1 [0,1,0,5044,-62400] 1 2 2B 
+394680 bc 2 [0,1,0,-22456,-546400] 1 2 2B 
+394680 bd 1 [0,1,0,-141076,32229440] 2 4 2B 
+394680 bd 2 [0,1,0,-2605096,1617087104] 2 4 2Cs 
+394680 bd 3 [0,1,0,-41678416,103551564320] 2 2 2B 
+394680 bd 4 [0,1,0,-2956096,1152924704] 2 2 2B 
+394680 be 1 [0,1,0,-4401,-126765] 1 1 
+394680 bf 1 [0,1,0,-29212411,-60899417590] 1 2 2B 
+394680 bf 2 [0,1,0,-467651236,-3892679372560] 1 2 2B 
+394680 bg 1 [0,1,0,-82369671,-23737195310346] 0 2 2B 
+394680 bg 2 [0,1,0,-12896822796,-556464766404096] 0 4 2Cs 
+394680 bg 3 [0,1,0,-25215910296,677631853535904] 0 4 2B 
+394680 bg 4 [0,1,0,-205608985296,-35884920905094096] 0 2 2B 
+394680 bh 1 [0,1,0,-2229591,1280484270] 1 4 2B 
+394680 bh 2 [0,1,0,-2443836,1019362464] 1 4 2Cs 
+394680 bh 3 [0,1,0,6651744,6833257200] 1 2 2B 
+394680 bh 4 [0,1,0,-14967336,-21502899936] 1 2 2B 
+394680 bi 1 [0,1,0,-988200091,-11956997227330] 1 2 2B 
+394680 bi 2 [0,1,0,-960082716,-12669390287280] 1 2 2B 
+394680 bj 1 [0,1,0,-13131,574794] 1 2 2B 
+394680 bj 2 [0,1,0,-13476,542640] 1 2 2B 
+394680 bk 1 [0,1,0,-107656,10060544] 1 2 2B 
+394680 bk 2 [0,1,0,267344,64960544] 1 2 2B 
+394680 bl 1 [0,1,0,-314451,-3143610] 2 2 2B 
+394680 bl 2 [0,1,0,1256404,-23878896] 2 2 2B 
+394680 bm 1 [0,1,0,-27516,1747584] 1 2 2B 
+394680 bm 2 [0,1,0,-29136,1528560] 1 4 2Cs 
+394680 bm 3 [0,1,0,61944,9252144] 1 2 2B 
+394680 bm 4 [0,1,0,-146136,-20186640] 1 2 2B 
+394680 bn 1 [0,1,0,-1396,-17920] 1 2 2B 
+394680 bn 2 [0,1,0,-5896,154880] 1 4 2Cs 
+394680 bn 3 [0,1,0,-91696,10656800] 1 2 2B 
+394680 bn 4 [0,1,0,7904,784160] 1 2 2B 
+394680 bo 1 [0,1,0,258745,62000850] 2 4 2B 
+394680 bo 2 [0,1,0,-1669460,616552608] 2 4 2Cs 
+394680 bo 3 [0,1,0,-24758240,47403656400] 2 2 2B 
+394680 bo 4 [0,1,0,-9431960,-10648387392] 2 2 2B 
+394680 bp 1 [0,1,0,1865,-1014730] 1 2 2B 
+394680 bp 2 [0,1,0,-140940,-19922112] 1 4 2Cs 
+394680 bp 3 [0,1,0,-326840,43432608] 1 4 2B 
+394680 bp 4 [0,1,0,-2239920,-1291064400] 1 2 2B 
+394680 bq 1 [0,1,0,-7920,-290400] 1 1 
+394680 br 1 [0,1,0,-10975,-426250] 0 2 2B 
+394680 br 2 [0,1,0,6900,-1663200] 0 2 2B 
+394680 bs 1 [0,1,0,-1163755,482826878] 2 2 2B 
+394680 bs 2 [0,1,0,-1154460,490928400] 2 2 2B 
+394680 bt 1 [0,1,0,1455,47475] 2 1 
+394680 bu 1 [0,1,0,-229195,-8655982] 0 2 2B 
+394680 bu 2 [0,1,0,895500,-67590000] 0 2 2B 
+394680 bv 1 [0,1,0,-1685835,324012150] 2 2 2B 
+394680 bv 2 [0,1,0,-22057740,39837359088] 2 2 2B 
+394680 bw 1 [0,1,0,-5435105,4930437603] 2 1 
+394680 bx 1 [0,1,0,-27420,-1756800] 1 2 2B 
+394680 bx 2 [0,1,0,-27600,-1732752] 1 4 2Cs 
+394680 bx 3 [0,1,0,-63480,3663600] 1 2 2B 
+394680 bx 4 [0,1,0,5400,-5587152] 1 2 2B 
+394680 by 1 [0,1,0,-6555,-206310] 0 2 2B 
+394680 by 2 [0,1,0,-5060,-301392] 0 2 2B 
+394680 bz 1 [0,1,0,-182280,29865600] 1 2 2B 
+394680 bz 2 [0,1,0,-137280,45021600] 1 2 2B 
+394680 ca 1 [0,1,0,45,-522] 0 2 2B 
+394680 ca 2 [0,1,0,-780,-8112] 0 2 2B 
+394680 cb 1 [0,1,0,87060,19339488] 1 2 2B 
+394680 cb 2 [0,1,0,-769920,220215600] 1 4 2Cs 
+394680 cb 3 [0,1,0,-11790600,15578635248] 1 2 2B 
+394680 cb 4 [0,1,0,-3460920,-2268421200] 1 2 2B 
+394680 cc 1 [0,1,0,-395,-2190] 0 2 2B 
+394680 cc 2 [0,1,0,1100,-13552] 0 2 2B 
+394680 cd 1 [0,1,0,-2514985,-7347981157] 1 1 
+394680 ce 1 [0,1,0,-128755,-17824150] 1 2 2B 
+394680 ce 2 [0,1,0,-119460,-20497392] 1 2 2B 
+394680 cf 1 [0,1,0,-182040,-29923200] 1 2 2B 
+394680 cf 2 [0,1,0,-133440,-46213920] 1 2 2B 
+394680 cg 1 [0,1,0,-2402460,356918400] 1 2 2B 
+394680 cg 2 [0,1,0,-29739960,62336498400] 1 2 2B 
+394680 ch 1 [0,1,0,-1602875,780264198] 1 2 2B 
+394680 ch 2 [0,1,0,-1854380,518799600] 1 2 2B 
+394682 a 1 [1,0,1,-40,82] 2 1 
+394683 a 1 [1,0,0,216,729] 3 1 
+394683 b 1 [0,1,1,-136283,19319450] 0 3 3B.1.1 
+394683 b 2 [0,1,1,-75533,36645107] 0 1 3B.1.2 
+394683 c 1 [1,0,1,-269,1649] 0 1 
+394684 a 1 [0,0,0,-77,-267] 0 1 
+394688 a 1 [0,0,0,-292,2560] 3 1 
+394688 b 1 [0,0,0,-11500,-535376] 1 1 
+394688 c 1 [0,0,0,-3580,-82448] 0 1 
+394688 d 1 [0,0,0,231380,122793424] 1 1 
+394688 e 1 [0,1,0,-75297,-13766081] 0 1 
+394688 f 1 [0,1,0,-178017,-28968929] 0 1 3B 
+394688 f 2 [0,1,0,-135457,-43119009] 0 1 3B 
+394688 g 1 [0,1,0,-57729,5319391] 1 2 2B 
+394688 g 2 [0,1,0,-60289,4819167] 1 2 2B 
+394688 h 1 [0,1,0,-481,-4449] 0 1 
+394688 i 1 [0,-1,0,12991,1892833] 0 1 
+394688 j 1 [0,-1,0,111,145] 1 1 
+394688 k 1 [0,-1,0,951,-82487] 1 1 
+394688 l 1 [0,-1,0,447,26689] 1 1 
+394688 m 1 [0,-1,0,-1153,-14815] 1 1 
+394688 n 1 [0,-1,0,-5313,186049] 2 1 3B 
+394688 n 2 [0,-1,0,39487,-1593407] 2 1 3B 
+394688 o 1 [0,-1,0,-33,-959] 0 1 
+394688 p 1 [0,-1,0,-57,313] 2 1 
+394688 q 1 [0,-1,0,2889599,2463426593] 1 1 5B.4.1 
+394688 q 2 [0,-1,0,-705738881,7216538613793] 1 1 5B.4.2 
+394688 r 1 [0,0,0,5492,191760] 1 2 2B 
+394688 r 2 [0,0,0,-35468,1912080] 1 2 2B 
+394688 s 1 [0,0,0,5492,-191760] 1 2 2B 
+394688 s 2 [0,0,0,-35468,-1912080] 1 2 2B 
+394688 t 1 [0,1,0,951,82487] 0 1 
+394688 u 1 [0,1,0,111,-145] 1 1 
+394688 v 1 [0,1,0,12991,-1892833] 0 1 
+394688 w 1 [0,1,0,-33,959] 2 1 
+394688 x 1 [0,1,0,-5313,-186049] 0 1 3B 
+394688 x 2 [0,1,0,39487,1593407] 0 1 3B 
+394688 y 1 [0,1,0,-1153,14815] 1 1 
+394688 z 1 [0,1,0,447,-26689] 1 1 
+394688 ba 1 [0,1,0,-57,-313] 1 1 
+394688 bb 1 [0,1,0,2889599,-2463426593] 1 1 5B.4.1 
+394688 bb 2 [0,1,0,-705738881,-7216538613793] 1 1 5B.4.2 
+394688 bc 1 [0,-1,0,-75297,13766081] 0 1 
+394688 bd 1 [0,-1,0,-178017,28968929] 0 1 3B 
+394688 bd 2 [0,-1,0,-135457,43119009] 0 1 3B 
+394688 be 1 [0,-1,0,-57729,-5319391] 1 2 2B 
+394688 be 2 [0,-1,0,-60289,-4819167] 1 2 2B 
+394688 bf 1 [0,-1,0,-481,4449] 0 1 
+394688 bg 1 [0,0,0,-292,-2560] 0 1 
+394688 bh 1 [0,0,0,231380,-122793424] 1 1 
+394688 bi 1 [0,0,0,-3580,82448] 0 1 
+394688 bj 1 [0,0,0,-11500,535376] 1 1 
+394689 a 1 [0,-1,1,-464675,-183710305] 1 1 
+394689 b 1 [0,1,1,-429,-17602] 1 1 
+394689 c 1 [1,1,0,-714721,-233337200] 0 2 2B 
+394689 c 2 [1,1,0,-11441956,-14901758339] 0 2 2B 
+394689 d 1 [0,1,1,-56284,-5651735] 1 1 
+394690 a 1 [1,0,1,-368,2556] 1 1 
+394690 b 1 [1,-1,0,-914,2388] 2 1 
+394690 c 1 [1,-1,0,191,2493] 0 1 
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+394691 a 1 [0,0,1,4553,-16082702] 1 1 
+394692 a 1 [0,1,0,411,-11998089] 1 1 
+394692 b 1 [0,1,0,-157,815] 0 1 
+394694 a 1 [1,-1,1,-55,191] 1 1 
+394695 a 1 [0,0,1,-12509553,17040108888] 1 1 
+394695 b 1 [0,0,1,-4263,-107102] 1 1 
+394695 c 1 [0,0,1,-51986403,-145683742192] 0 1 
+394695 d 1 [0,0,1,-2751794283,55370406074674] 0 1 
+394695 e 1 [0,0,1,-255297,-49679618] 0 1 
+394695 f 1 [1,-1,1,-3758,159702] 1 1 
+394695 g 1 [1,-1,1,2857,-2137894] 1 1 
+394695 h 1 [1,-1,1,-120393083,-518205043394] 1 1 
+394695 i 1 [1,-1,1,-59618,5721706] 1 1 
+394695 j 1 [1,-1,1,959827,8901524706] 1 1 
+394695 k 1 [1,-1,1,-184127,-54409624] 1 1 
+394695 l 1 [1,-1,1,-672167,-232987184] 1 1 
+394695 m 1 [1,-1,1,-1217,-16334] 1 1 
+394695 n 1 [1,-1,1,-69467,-6424806] 1 2 2B 
+394695 n 2 [1,-1,1,-248072,40441146] 1 4 2Cs 
+394695 n 3 [1,-1,1,-3800327,2852406204] 1 2 2B 
+394695 n 4 [1,-1,1,446503,225753756] 1 2 2B 
+394695 o 1 [1,-1,1,-4297187,3429746254] 0 1 
+394695 p 1 [0,0,1,-3738,-256307] 1 1 
+394695 q 1 [0,0,1,-183162,87913215] 0 1 
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+394695 s 1 [1,-1,0,-2655,51610] 2 1 
+394695 t 1 [1,-1,0,94050,-3104375] 1 1 
+394695 u 1 [1,-1,0,71580,4675985] 0 1 
+394695 v 1 [1,-1,0,-135,650] 1 1 
+394695 w 1 [1,-1,0,-24705,1577470] 1 1 
+394695 x 1 [1,-1,0,-80565,2859506] 1 1 
+394695 y 1 [1,-1,0,-74685,8654050] 1 1 
+394695 z 1 [1,-1,0,1461,-14050] 0 1 
+394695 ba 1 [1,-1,0,-6624,-209707] 1 1 
+394695 bb 1 [1,-1,0,4608441,1055583738] 1 1 
+394695 bc 1 [1,-1,0,-13377009,19197238388] 1 1 
+394695 bd 1 [1,-1,0,-170529,-14519422] 0 1 
+394695 be 1 [0,0,1,-5532933,95299323313] 1 1 
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+394695 bg 1 [0,0,1,-4557,26325] 0 1 
+394695 bh 1 [0,0,1,-112917,-277840593] 1 1 
+394695 bi 1 [0,0,1,-38367,2891747] 1 1 
+394697 a 1 [0,1,1,-255,33847] 2 1 
+394698 a 1 [1,0,1,938,11624] 1 2 2B 
+394698 a 2 [1,0,1,-5542,110120] 1 4 2Cs 
+394698 a 3 [1,0,1,-80962,8858840] 1 4 2B 
+394698 a 4 [1,0,1,-33802,-2308936] 1 2 2B 
+394700 a 1 [0,-1,0,1667,14537] 2 1 
+394700 b 1 [0,-1,0,27,-38] 1 1 
+394700 c 1 [0,1,0,667,-3412] 1 1 
+394700 d 1 [0,1,0,67,143] 2 1 
+394700 e 1 [0,0,0,-23200,1368500] 0 1 
+394702 a 1 [1,0,1,-66553,-6503268] 0 2 2B 
+394702 a 2 [1,0,1,1207,-19106628] 0 2 2B 
+394702 b 1 [1,-1,0,-672732737,-6716038330435] 0 1 
+394702 c 1 [1,-1,0,-1051,331557] 1 2 2B 
+394702 c 2 [1,-1,0,-78491,8400805] 1 2 2B 
+394702 d 1 [1,-1,1,-7767,-301485] 1 1 
+394702 e 1 [1,-1,1,-6423429,-6451758915] 0 1 
+394702 f 1 [1,0,0,-3307114,-2317163100] 0 2 2B 
+394702 f 2 [1,0,0,-52926794,-148208946236] 0 2 2B 
+394702 g 1 [1,0,0,28044107,-116162306655] 1 2 2B 
+394702 g 2 [1,0,0,-255405653,-1342422658367] 1 2 2B 
+394702 h 1 [1,1,1,6471,91015] 2 1 
+394702 i 1 [1,-1,1,-1717,-195] 1 2 2B 
+394702 i 2 [1,-1,1,-18657,982325] 1 2 2B 
+394702 j 1 [1,-1,1,-72865,-7346831] 2 2 2B 
+394702 j 2 [1,-1,1,-1157025,-478739599] 2 2 2B 
+394702 k 1 [1,-1,1,-5559775,5047375303] 1 1 
+394702 l 1 [1,-1,1,-18988069,33320437725] 1 2 2B 
+394702 l 2 [1,-1,1,-307684389,2077405861853] 1 2 2B 
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+394702 o 1 [1,1,1,-12396150,-16801282189] 0 2 2B 
+394702 o 2 [1,1,1,-198329590,-1075134422669] 0 2 2B 
+394706 a 1 [1,0,1,-2139326,1065041760] 1 6 2B 3B.1.1 
+394706 a 2 [1,0,1,-8586786,-8585516368] 1 6 2B 3B.1.1 
+394706 a 3 [1,0,1,-42100221,-104999348776] 1 2 2B 3B.1.2 
+394706 a 4 [1,0,1,-673344061,-6725232245160] 1 2 2B 3B.1.2 
+394706 b 1 [1,1,0,282,4324] 1 1 
+394706 c 1 [1,-1,0,-3779837,755315269] 0 2 2B 
+394706 c 2 [1,-1,0,14508803,5916369477] 0 2 2B 
+394706 d 1 [1,-1,0,-193,-987] 0 1 
+394706 e 1 [1,0,1,-3478,535720] 0 1 
+394706 f 1 [1,0,1,-3079967,-2082741758] 1 3 3B.1.1 
+394706 f 2 [1,0,1,-249543502,-1517307004928] 1 1 3B.1.2 
+394706 g 1 [1,1,0,-3643621,2675435661] 2 2 2B 
+394706 g 2 [1,1,0,-3523301,2860511885] 2 2 2B 
+394706 h 1 [1,1,0,-6044,-159280] 1 2 2B 
+394706 h 2 [1,1,0,-93084,-10969648] 1 2 2B 
+394706 i 1 [1,0,0,-88518,4456036] 1 2 2B 
+394706 i 2 [1,0,0,-723958,-234088140] 1 2 2B 
+394706 j 1 [1,0,0,-1768893,-904092467] 1 2 2B 
+394706 j 2 [1,0,0,-2378983,-226038441] 1 2 2B 
+394706 k 1 [1,0,0,-947,-10307] 1 2 2B 
+394706 k 2 [1,0,0,-3417,65275] 1 2 2B 
+394706 l 1 [1,-1,1,-31060,2091255] 1 2 2B 
+394706 l 2 [1,-1,1,-495420,134340983] 1 2 2B 
+394706 m 1 [1,-1,1,-8301064,-9174929845] 0 2 2B 
+394706 m 2 [1,-1,1,-4586184,-17430879157] 0 2 2B 
+394706 n 1 [1,-1,1,-2934649,1935642901] 1 2 2B 
+394706 n 2 [1,-1,1,-3104319,1699394393] 1 2 2B 
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+394707 a 1 [0,-1,1,52,-148] 1 1 
+394707 b 1 [0,-1,1,-3071858,-2071262980] 1 1 
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+394710 a 1 [1,1,0,17,703] 1 1 
+394710 b 1 [1,1,0,-907,4669] 1 1 
+394710 c 1 [1,0,1,1953376,-1117558834] 0 1 
+394710 d 1 [1,0,1,1071,1756] 0 1 
+394710 e 1 [1,0,1,-1243,-16282] 0 2 2B 
+394710 e 2 [1,0,1,677,-61594] 0 2 2B 
+394710 f 1 [1,1,1,-9705,363927] 2 1 
+394710 g 1 [1,1,1,-6260,181865] 1 1 
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+394713 a 1 [1,-1,1,-50,-126] 1 1 
+394713 b 1 [1,-1,0,-447,3842] 1 1 
+394716 a 1 [0,-1,0,-102370157,453554461974] 1 1 
+394716 b 1 [0,-1,0,-3965073,3040281450] 0 2 2B 
+394716 b 2 [0,-1,0,-3965708,3039259608] 0 2 2B 
+394716 c 1 [0,-1,0,-477,2682] 1 2 2B 
+394716 c 2 [0,-1,0,1428,17160] 1 2 2B 
+394716 d 1 [0,1,0,483499487,5156261603696] 1 2 2B 
+394716 d 2 [0,1,0,-3177149148,51810496327044] 1 2 2B 
+394716 e 1 [0,1,0,-22233,11020032] 2 2 2B 
+394716 e 2 [0,1,0,-891548,321887076] 2 2 2B 
+394716 f 1 [0,1,0,-3073,392] 2 2 2B 
+394716 f 2 [0,1,0,-34188,2414916] 2 2 2B 
+394716 g 1 [0,1,0,3075,-14004] 1 1 
+394716 h 1 [0,1,0,2403,88452] 1 2 2B 
+394716 h 2 [0,1,0,-21092,990660] 1 2 2B 
+394719 a 1 [1,0,0,-59809,-952912] 1 2 2B 
+394719 a 2 [1,0,0,235436,-7507351] 1 2 2B 
+394719 b 1 [0,-1,1,-185,-41038] 0 1 
+394719 c 1 [0,1,1,-8983,-286469] 0 3 3B.1.1 
+394719 c 2 [0,1,1,-700003,-225656360] 0 1 3B.1.2 
+394719 d 1 [1,1,0,-24483,-1465560] 1 2 2B 
+394719 d 2 [1,1,0,-390318,-94021815] 1 2 2B 
+394719 e 1 [0,-1,1,-172,1095] 1 1 
+394720 a 1 [0,1,0,-56,184] 1 1 
+394720 b 1 [0,-1,0,-56,-184] 0 1 
+394722 a 1 [1,-1,1,-4016,-96749] 0 2 2B 
+394722 a 2 [1,-1,1,-2576,-168173] 0 2 2B 
+394723 a 1 [0,0,1,211,-10301] 0 1 
+394725 a 1 [0,-1,1,-419408,-104441782] 0 1 
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+394800 bb 1 [0,-1,0,8190789592,-1136127107276688] 0 2 2B 
+394800 bb 2 [0,-1,0,-126026938408,-15952690536652688] 0 4 2Cs 
+394800 bb 3 [0,-1,0,-424625338408,88067048087347312] 0 2 2B 
+394800 bb 4 [0,-1,0,-1974912186408,-1068234636124364688] 0 2 2B 
+394800 bc 1 [0,-1,0,-32650018408,-2247793222180688] 1 2 2B 
+394800 bc 2 [0,-1,0,-520931268408,-144716543222180688] 1 4 2Cs 
+394800 bc 3 [0,-1,0,-519462518408,-145573153472180688] 1 2 2B 
+394800 bc 4 [0,-1,0,-8334900018408,-9261867745472180688] 1 2 2B 
+394800 bd 1 [0,-1,0,412,432] 0 1 
+394800 be 1 [0,-1,0,-10199008,-12329439488] 0 2 2B 
+394800 be 2 [0,-1,0,40992,-35963359488] 0 2 2B 
+394800 bf 1 [0,-1,0,-2808,60912] 2 1 
+394800 bg 1 [0,-1,0,111660492,234792316512] 1 2 2B 
+394800 bg 2 [0,-1,0,-508354008,1995633496512] 1 2 2B 
+394800 bh 1 [0,-1,0,-308,14112] 1 2 2B 
+394800 bh 2 [0,-1,0,-10808,434112] 1 2 2B 
+394800 bi 1 [0,-1,0,-952208,362430912] 1 2 2B 
+394800 bi 2 [0,-1,0,-15288208,23013310912] 1 2 2B 
+394800 bj 1 [0,-1,0,-1410808,-645119888] 1 2 2B 
+394800 bj 2 [0,-1,0,-22578808,-41287679888] 1 2 2B 
+394800 bk 1 [0,-1,0,867,-154863] 1 1 
+394800 bl 1 [0,-1,0,-57608,-5967888] 0 1 
+394800 bm 1 [0,-1,0,-3248,390432] 2 1 
+394800 bn 1 [0,-1,0,2067,32337] 0 1 3B 
+394800 bn 2 [0,-1,0,-51933,4611537] 0 1 3B 
+394800 bo 1 [0,-1,0,-12208,-1537088] 0 1 3B 
+394800 bo 2 [0,-1,0,107792,37342912] 0 1 3B 
+394800 bp 1 [0,-1,0,-62783,5945562] 0 2 2B 
+394800 bp 2 [0,-1,0,-140908,-11710688] 0 4 2Cs 
+394800 bp 3 [0,-1,0,446592,-84560688] 0 2 2B 
+394800 bp 4 [0,-1,0,-1978408,-1070110688] 0 2 2B 
+394800 bq 1 [0,-1,0,-8303008,-9232095488] 0 1 
+394800 br 1 [0,-1,0,709667,107413537] 1 1 
+394800 bs 1 [0,-1,0,-40590383,-99523079238] 0 2 2B 
+394800 bs 2 [0,-1,0,-40590508,-99522435488] 0 4 2Cs 
+394800 bs 3 [0,-1,0,-41695008,-93818797488] 0 4 2Cs 
+394800 bs 4 [0,-1,0,-39488008,-105184875488] 0 4 2B 
+394800 bs 5 [0,-1,0,-154542008,637429762512] 0 2 2B 
+394800 bs 6 [0,-1,0,53479992,-460052197488] 0 2 2B 
+394800 bt 1 [0,-1,0,-883,1762] 0 2 2B 
+394800 bt 2 [0,-1,0,3492,10512] 0 2 2B 
+394800 bu 1 [0,-1,0,-1083,18162] 1 1 
+394800 bv 1 [0,-1,0,23792,-93319088] 1 1 
+394800 bw 1 [0,-1,0,-11313,-486243] 1 1 
+394800 bx 1 [0,-1,0,-848,-9333] 1 1 
+394800 by 1 [0,-1,0,-308,2352] 0 1 
+394800 bz 1 [0,-1,0,-582708,-171016713] 0 1 
+394800 ca 1 [0,-1,0,-35033,-2527563] 1 1 
+394800 cb 1 [0,-1,0,4439092,2078829312] 1 2 2B 
+394800 cb 2 [0,-1,0,-20771408,17911023312] 1 2 2B 
+394800 cc 1 [0,-1,0,-800133,-275649363] 0 1 
+394800 cd 1 [0,-1,0,13792,408912] 2 2 2B 
+394800 cd 2 [0,-1,0,-67208,3648912] 2 2 2B 
+394800 ce 1 [0,-1,0,-3333,197037] 1 1 
+394800 cf 1 [0,-1,0,14867,-234863] 2 1 
+394800 cg 1 [0,-1,0,-9387951333,350113002353037] 0 1 
+394800 ch 1 [0,-1,0,-29783,1987062] 1 2 2B 
+394800 ch 2 [0,-1,0,-35908,1117312] 1 4 2Cs 
+394800 ch 3 [0,-1,0,128592,8355312] 1 2 2B 
+394800 ch 4 [0,-1,0,-298408,-61882688] 1 2 2B 
+394800 ci 1 [0,-1,0,27,792] 0 2 2B 
+394800 ci 2 [0,-1,0,-1148,14892] 0 2 2B 
+394800 cj 1 [0,-1,0,-2633,-13488] 0 2 2B 
+394800 cj 2 [0,-1,0,-24508,1474012] 0 2 2B 
+394800 ck 1 [0,-1,0,7,-123] 0 1 
+394800 cl 1 [0,-1,0,-2451825208,-46727754451088] 0 1 
+394800 cm 1 [0,-1,0,-11383,313762] 0 2 2B 
+394800 cm 2 [0,-1,0,-164508,25732512] 0 4 2Cs 
+394800 cm 3 [0,-1,0,-2632008,1644412512] 0 2 2B 
+394800 cm 4 [0,-1,0,-147008,31402512] 0 2 2B 
+394800 cn 1 [0,-1,0,-115183,13760362] 1 2 2B 
+394800 cn 2 [0,-1,0,-415308,-87681888] 1 4 2Cs 
+394800 cn 3 [0,-1,0,736192,-488403888] 1 2 2B 
+394800 cn 4 [0,-1,0,-6368808,-6184065888] 1 2 2B 
+394800 co 1 [0,-1,0,-79133,-8524488] 0 2 2B 
+394800 co 2 [0,-1,0,-108508,-1591988] 0 2 2B 
+394800 cp 1 [0,-1,0,-368828208,26622659454912] 0 1 
+394800 cq 1 [0,-1,0,-195333,33547437] 0 1 
+394800 cr 1 [0,-1,0,-18523,976522] 1 1 
+394800 cs 1 [0,-1,0,-208,-151088] 1 1 
+394800 ct 1 [0,-1,0,14112,974592] 0 1 
+394800 cu 1 [0,-1,0,-58408,7033687] 1 1 
+394800 cv 1 [0,-1,0,346128867,-704913760863] 1 1 
+394800 cw 1 [0,-1,0,-3158,420687] 1 1 
+394800 cx 1 [0,-1,0,16792,10284912] 1 1 
+394800 cy 1 [0,-1,0,-10333,-82088] 1 2 2B 
+394800 cy 2 [0,-1,0,40292,-689588] 1 2 2B 
+394800 cz 1 [0,-1,0,211017792,-11372890457088] 1 1 
+394800 da 1 [0,-1,0,-38808,3056112] 2 2 2B 
+394800 da 2 [0,-1,0,-626808,191216112] 2 2 2B 
+394800 db 1 [0,-1,0,-328133,41031012] 1 2 2B 
+394800 db 2 [0,-1,0,1052492,295066012] 1 2 2B 
+394800 dc 1 [0,-1,0,-1166408,-482204688] 1 2 2B 
+394800 dc 2 [0,-1,0,-526408,-1009564688] 1 2 2B 
+394800 dd 1 [0,-1,0,-366440208,2700054078912] 0 1 
+394800 de 1 [0,-1,0,-133708,-25376839088] 0 1 
+394800 df 1 [0,-1,0,-136008,-19300113] 0 1 
+394800 dg 1 [0,-1,0,-15314633,23074289637] 0 1 
+394800 dh 1 [0,-1,0,1114792,139068912] 0 1 
+394800 di 1 [0,-1,0,-14835758,22012741887] 0 1 
+394800 dj 1 [0,-1,0,-47033,1180812] 0 2 2B 
+394800 dj 2 [0,-1,0,-593908,176180812] 0 2 2B 
+394800 dk 1 [0,-1,0,-2795133,1799071512] 2 2 2B 
+394800 dk 2 [0,-1,0,-2404508,2319384012] 2 2 2B 
+394800 dl 1 [0,-1,0,-1008,40512] 2 1 
+394800 dm 1 [0,-1,0,-68383,2551762] 1 2 2B 
+394800 dm 2 [0,-1,0,-888508,322400512] 1 4 2Cs 
+394800 dm 3 [0,-1,0,-14213008,20628938512] 1 2 2B 
+394800 dm 4 [0,-1,0,-686008,473060512] 1 4 2B 
+394800 dn 1 [0,-1,0,14832,119232] 0 2 2B 
+394800 dn 2 [0,-1,0,-60368,1021632] 0 2 2B 
+394800 do 1 [0,-1,0,-677783,214943562] 1 2 2B 
+394800 do 2 [0,-1,0,-768908,153525312] 1 4 2Cs 
+394800 do 3 [0,-1,0,2403592,1092585312] 1 2 2B 
+394800 do 4 [0,-1,0,-5399408,-4717760688] 1 2 2B 
+394800 dp 1 [0,-1,0,2072,-33968] 1 1 
+394800 dq 1 [0,-1,0,-12541123008,-540568258495488] 0 2 2B 
+394800 dq 2 [0,-1,0,-200658115008,-34596516022207488] 0 2 2B 
+394800 dr 1 [0,-1,0,-16408,-31036688] 1 2 2B 
+394800 dr 2 [0,-1,0,-1584408,-758588688] 1 4 2Cs 
+394800 dr 3 [0,-1,0,-2984408,787011312] 1 2 2B 
+394800 dr 4 [0,-1,0,-25272408,-48892604688] 1 2 2B 
+394800 ds 1 [0,-1,0,5592,381312] 1 2 2B 
+394800 ds 2 [0,-1,0,-57408,4665312] 1 2 2B 
+394800 dt 1 [0,-1,0,-4099333,-3682490963] 1 1 
+394800 du 1 [0,-1,0,-488,-4368] 1 1 
+394800 dv 1 [0,-1,0,-156392208,-752729537088] 0 2 2B 
+394800 dv 2 [0,-1,0,-153832208,-778565057088] 0 2 2B 
+394800 dw 1 [0,-1,0,-22008,-1177488] 0 2 2B 
+394800 dw 2 [0,-1,0,17992,-5017488] 0 2 2B 
+394800 dx 1 [0,-1,0,-221908,40309312] 0 2 2B 
+394800 dx 2 [0,-1,0,-219408,41259312] 0 2 2B 
+394800 dy 1 [0,-1,0,-1183,2362] 0 2 2B 
+394800 dy 2 [0,-1,0,4692,14112] 0 2 2B 
+394800 dz 1 [0,-1,0,-1708,-49088] 0 2 2B 
+394800 dz 2 [0,-1,0,-33208,-2317088] 0 2 2B 
+394800 ea 1 [0,-1,0,112853992,183219190512] 0 2 2B 
+394800 ea 2 [0,-1,0,-489258008,1522316278512] 0 2 2B 
+394800 eb 1 [0,-1,0,-6448,-197168] 1 1 
+394800 ec 1 [0,-1,0,7917,-292338] 1 1 
+394800 ed 1 [0,-1,0,-358818,-106314453] 0 1 
+394800 ee 1 [0,-1,0,1892,-92288] 0 2 2B 
+394800 ee 2 [0,-1,0,-22608,-1170288] 0 4 2Cs 
+394800 ee 3 [0,-1,0,-85608,8405712] 0 2 2B 
+394800 ee 4 [0,-1,0,-351608,-80130288] 0 2 2B 
+394800 ef 1 [0,-1,0,-1285208,571068912] 1 1 
+394800 eg 1 [0,-1,0,-287208,-59147088] 1 2 2B 
+394800 eg 2 [0,-1,0,-277208,-63467088] 1 2 2B 
+394800 eh 1 [0,-1,0,204392,-95187728] 0 1 
+394800 ei 1 [0,-1,0,-3563,-83598] 1 1 
+394800 ej 1 [0,-1,0,-19208,-5411088] 1 2 2B 
+394800 ej 2 [0,-1,0,-595208,-175907088] 1 2 2B 
+394800 ek 1 [0,-1,0,-298208,-62585088] 0 1 
+394800 el 1 [0,1,0,-10808,482388] 2 2 2B 
+394800 el 2 [0,1,0,-178808,29042388] 2 2 2B 
+394800 em 1 [0,1,0,6992,163988] 0 2 2B 
+394800 em 2 [0,1,0,-35008,1423988] 0 2 2B 
+394800 en 1 [0,1,0,342,4563] 1 1 
+394800 eo 1 [0,1,0,-133,1523] 1 1 
+394800 ep 1 [0,1,0,-4883333,4183662963] 0 1 
+394800 eq 1 [0,1,0,-14753128,212975374388] 0 1 
+394800 er 1 [0,1,0,-3137008,-1950580012] 0 2 2B 
+394800 er 2 [0,1,0,-11329008,12516491988] 0 4 2Cs 
+394800 er 3 [0,1,0,-173761008,881527691988] 0 2 2B 
+394800 er 4 [0,1,0,20030992,69528971988] 0 4 2B 
+394800 es 1 [0,1,0,-1212408,513415188] 0 2 2B 
+394800 es 2 [0,1,0,-1262408,468715188] 0 4 2Cs 
+394800 es 3 [0,1,0,2167592,2574735188] 0 4 2B 
+394800 es 4 [0,1,0,-5492408,-4497304812] 0 2 2B 
+394800 et 1 [0,1,0,-98073008,-373861264812] 0 1 
+394800 eu 1 [0,1,0,167,-15037] 0 1 
+394800 ev 1 [0,1,0,667,100338] 1 2 2B 
+394800 ev 2 [0,1,0,-28708,1804088] 1 2 2B 
+394800 ew 1 [0,1,0,-375518053,2800753811603] 0 1 
+394800 ex 1 [0,1,0,352792,122529588] 2 1 
+394800 ey 1 [0,1,0,-8,-1212] 1 1 
+394800 ez 1 [0,1,0,-463083,121139088] 1 1 
+394800 fa 1 [0,1,0,-897408,-339604812] 0 2 2B 
+394800 fa 2 [0,1,0,-14505408,-21268708812] 0 2 2B 
+394800 fb 1 [0,1,0,8440712,-90979747372] 0 1 
+394800 fc 1 [0,1,0,-413,-822] 0 2 2B 
+394800 fc 2 [0,1,0,1612,-4872] 0 2 2B 
+394800 fd 1 [0,1,0,672,82548] 2 1 
+394800 fe 1 [0,1,0,44592,1130388] 0 1 
+394800 ff 1 [0,1,0,-414533,2382736563] 0 1 
+394800 fg 1 [0,1,0,-5348,-203016852] 0 1 
+394800 fh 1 [0,1,0,-826533,-805891437] 1 1 
+394800 fi 1 [0,1,0,-14657608,21594569588] 0 1 
+394800 fj 1 [0,1,0,-163973,-29525517] 0 1 
+394800 fk 1 [0,1,0,-78008,347988] 1 2 2B 
+394800 fk 2 [0,1,0,-878008,315547988] 1 4 2Cs 
+394800 fk 3 [0,1,0,-14038008,20239787988] 1 4 2B 
+394800 fk 4 [0,1,0,-518008,576907988] 1 2 2B 
+394800 fl 1 [0,1,0,51792,-4142412] 1 1 
+394800 fm 1 [0,1,0,370792,15645588] 1 2 2B 
+394800 fm 2 [0,1,0,-1509208,124685588] 1 2 2B 
+394800 fn 1 [0,1,0,-199054808,-102109989612] 0 2 2B 
+394800 fn 2 [0,1,0,-2296206808,-42259059493612] 0 4 2Cs 
+394800 fn 3 [0,1,0,-1429902808,-74521953061612] 0 2 2B 
+394800 fn 4 [0,1,0,-36716942808,-2708007379749612] 0 2 2B 
+394800 fo 1 [0,1,0,-1233,-16962] 0 2 2B 
+394800 fo 2 [0,1,0,-2108,9288] 0 2 2B 
+394800 fp 1 [0,1,0,14392,28788] 1 2 2B 
+394800 fp 2 [0,1,0,-57608,172788] 1 4 2Cs 
+394800 fp 3 [0,1,0,-645608,198916788] 1 2 2B 
+394800 fp 4 [0,1,0,-621608,-188203212] 1 2 2B 
+394800 fq 1 [0,1,0,-31019133,-63478838262] 1 2 2B 
+394800 fq 2 [0,1,0,-490003508,-4175060869512] 1 2 2B 
+394800 fr 1 [0,1,0,-12208,-570412] 1 1 
+394800 fs 1 [0,1,0,-100758,-55042137] 0 1 
+394800 ft 1 [0,1,0,638392,-76987212] 2 2 2B 
+394800 ft 2 [0,1,0,-2763608,-641719212] 2 2 2B 
+394800 fu 1 [0,1,0,-60495408,181184311188] 0 2 2B 
+394800 fu 2 [0,1,0,-968073408,11593070083188] 0 2 2B 
+394800 fv 1 [0,1,0,2941367,2219573363] 1 1 
+394800 fw 1 [0,1,0,61467,1588563] 0 1 
+394800 fx 1 [0,1,0,-6255688,-6024338572] 1 2 2B 
+394800 fx 2 [0,1,0,-6153288,-6230981772] 1 2 2B 
+394800 fy 1 [0,1,0,107592,-66472812] 0 2 2B 
+394800 fy 2 [0,1,0,-1950408,-984340812] 0 2 2B 
+394800 fz 1 [0,1,0,-1368008,-1008432012] 0 2 2B 
+394800 fz 2 [0,1,0,-25560008,-49731120012] 0 2 2B 
+394800 ga 1 [0,1,0,-8970458,-13307247537] 0 1 
+394800 gb 1 [0,1,0,317,-2212] 1 1 
+394800 gc 1 [0,1,0,-161208,-24968412] 1 1 
+394800 gd 1 [0,1,0,-95233,11280038] 1 2 2B 
+394800 gd 2 [0,1,0,-96108,11061288] 1 2 2B 
+394800 ge 1 [0,1,0,-57533,5292438] 0 2 2B 
+394800 ge 2 [0,1,0,-56908,5413688] 0 2 2B 
+394800 gf 1 [0,1,0,-11488,-477772] 0 2 2B 
+394800 gf 2 [0,1,0,-11088,-512172] 0 2 2B 
+394800 gg 1 [0,1,0,-13783,618188] 0 2 2B 
+394800 gg 2 [0,1,0,-14908,510188] 0 4 2Cs 
+394800 gg 3 [0,1,0,37592,3345188] 0 2 2B 
+394800 gg 4 [0,1,0,-85408,-9218812] 0 2 2B 
+394800 gh 1 [0,1,0,-2745608,-1793395212] 1 2 2B 
+394800 gh 2 [0,1,0,-44217608,-113187187212] 1 4 2Cs 
+394800 gh 3 [0,1,0,-44505608,-111638323212] 1 4 2Cs 
+394800 gh 4 [0,1,0,-707481608,-7243275187212] 1 2 2B 
+394800 gh 5 [0,1,0,-102129608,236986876788] 1 2 2B 
+394800 gh 6 [0,1,0,8510392,-361131619212] 1 2 2B 
+394800 gi 1 [0,1,0,-2082008,-1150980012] 1 2 2B 
+394800 gi 2 [0,1,0,-3332008,391519988] 1 4 2Cs 
+394800 gi 3 [0,1,0,-39782008,96400819988] 1 4 2Cs 
+394800 gi 4 [0,1,0,13117992,3122219988] 1 2 2B 
+394800 gi 5 [0,1,0,-636212008,6176408239988] 1 2 2B 
+394800 gi 6 [0,1,0,-26552008,161571799988] 1 2 2B 
+394800 gj 1 [0,1,0,-51408,4547988] 1 1 
+394800 gk 1 [0,1,0,-72699408,268824583188] 1 2 2B 
+394800 gk 2 [0,1,0,-1203707408,16073530375188] 1 4 2Cs 
+394800 gk 3 [0,1,0,-19259227408,1028735425095188] 1 4 2B 
+394800 gk 4 [0,1,0,-1244315408,14930902471188] 1 2 2B 
+394800 gl 1 [0,1,0,-89083,-10627912] 1 1 
+394800 gm 1 [0,1,0,5467,-91437] 0 1 
+394800 gn 1 [0,1,0,5109792,-11888246412] 0 1 
+394800 go 1 [0,1,0,-11928,-505452] 1 1 
+394800 gp 1 [0,1,0,-18508,-1045012] 1 2 2B 
+394800 gp 2 [0,1,0,-302008,-63982012] 1 2 2B 
+394800 gq 1 [0,1,0,-44413,-3617422] 0 2 2B 
+394800 gq 2 [0,1,0,-44388,-3621672] 0 2 2B 
+394800 gr 1 [0,1,0,8129792,38915693588] 1 1 
+394800 gs 1 [0,1,0,47217,2593188] 1 2 2B 
+394800 gs 2 [0,1,0,-228908,22474188] 1 4 2Cs 
+394800 gs 3 [0,1,0,-3166408,2166849188] 1 4 2B 
+394800 gs 4 [0,1,0,-1709408,-845098812] 1 2 2B 
+394800 gt 1 [0,1,0,6992,-6916012] 0 2 2B 
+394800 gt 2 [0,1,0,-505008,-134916012] 0 4 2Cs 
+394800 gt 3 [0,1,0,-1177008,299195988] 0 2 2B 
+394800 gt 4 [0,1,0,-8025008,-8752836012] 0 2 2B 
+394800 gu 1 [0,1,0,-5778333,5376587463] 2 1 3B 
+394800 gu 2 [0,1,0,-468828333,3907072931463] 2 1 3B 
+394800 gv 1 [0,1,0,42,8463] 0 1 
+394800 gw 1 [0,1,0,-3533,81063] 1 1 
+394800 gx 1 [0,1,0,34792,-5507037] 1 1 
+394800 gy 1 [0,1,0,-759928,318469748] 2 1 
+394800 gz 1 [0,1,0,-217908,-39175812] 1 2 2B 
+394800 gz 2 [0,1,0,-155408,-62050812] 1 2 2B 
+394800 ha 1 [0,1,0,-8183,279888] 0 2 2B 
+394800 ha 2 [0,1,0,-2308,679388] 0 2 2B 
+394800 hb 1 [0,1,0,-208,221588] 0 2 2B 
+394800 hb 2 [0,1,0,-56208,5037588] 0 2 2B 
+394800 hc 1 [0,1,0,1119992,-1081131637] 1 1 
+394800 hd 1 [0,1,0,2667,92463] 0 1 
+394800 he 1 [0,1,0,-11508,-486612] 0 1 
+394800 hf 1 [0,1,0,-4508,-140637] 1 1 
+394800 hg 1 [0,1,0,108992,8167988] 2 1 3B 
+394800 hg 2 [0,1,0,-2201008,1276987988] 2 1 3B 
+394800 hh 1 [0,1,0,16186592,-3539084812] 1 2 2B 3B 
+394800 hh 2 [0,1,0,-65461408,-28523372812] 1 2 2B 3B 
+394800 hh 3 [0,1,0,-204619408,1241304231188] 1 2 2B 3B 
+394800 hh 4 [0,1,0,-3365707408,75153863847188] 1 2 2B 3B 
+394800 hi 1 [0,1,0,-201208,-35034412] 0 2 2B 3B 
+394800 hi 2 [0,1,0,-3225208,-2230458412] 0 2 2B 3B 
+394800 hi 3 [0,1,0,590792,-185802412] 0 2 2B 3B 
+394800 hi 4 [0,1,0,-3525208,-1791042412] 0 2 2B 3B 
+394800 hj 1 [0,1,0,-1008,29988] 1 2 2B 
+394800 hj 2 [0,1,0,-22008,1247988] 1 2 2B 
+394800 hk 1 [0,1,0,-710508,-241521012] 1 2 2B 
+394800 hk 2 [0,1,0,-11515008,-15043686012] 1 4 2Cs 
+394800 hk 3 [0,1,0,-11662008,-14640024012] 1 2 2B 
+394800 hk 4 [0,1,0,-184240008,-962613036012] 1 2 2B 
+394800 hl 1 [0,1,0,-126133,-10639762] 0 2 2B 3B 
+394800 hl 2 [0,1,0,-860508,299266488] 0 2 2B 3B 
+394800 hl 3 [0,1,0,-4326133,3461447738] 0 2 2B 3B 
+394800 hl 4 [0,1,0,-69215508,221619526488] 0 2 2B 3B 
+394800 hm 1 [0,1,0,-68,-4932] 1 2 2B 
+394800 hm 2 [0,1,0,-4768,-127132] 1 2 2B 
+394800 hn 1 [0,1,0,-7658133,-8158359762] 0 2 2B 3B 
+394800 hn 2 [0,1,0,-6892508,-9853453512] 0 2 2B 3B 
+394800 hn 3 [0,1,0,-18458133,19237527738] 0 2 2B 3B 
+394800 hn 4 [0,1,0,55072492,134386486488] 0 2 2B 3B 
+394800 ho 1 [0,1,0,-658,-6937] 0 1 
+394800 hp 1 [0,1,0,167,2963] 1 1 
+394800 hq 1 [0,1,0,-734333,-242544537] 0 1 
+394800 hr 1 [0,1,0,10292,74588] 0 1 
+394800 hs 1 [0,1,0,-29408,6997188] 1 2 2B 
+394800 hs 2 [0,1,0,-758408,253399188] 1 2 2B 
+394800 ht 1 [0,1,0,-70208,7473588] 0 1 
+394800 hu 1 [0,1,0,-488,-12492] 0 1 3B 
+394800 hu 2 [0,1,0,4312,300468] 0 1 3B 
+394800 hv 1 [0,1,0,51667,4145463] 0 1 3B 
+394800 hv 2 [0,1,0,-1298333,573845463] 0 1 3B 
+394800 hw 1 [0,1,0,-81208,48641588] 0 1 
+394800 hx 1 [0,1,0,-1440208,-748866412] 0 1 
+394800 hy 1 [0,1,0,-33033,-3685437] 0 1 
+394800 hz 1 [0,1,0,262117,-23755512] 1 2 2B 
+394800 hz 2 [0,1,0,-1165508,-200781012] 1 2 2B 
+394800 ia 1 [0,1,0,-62997408,-327975532812] 0 2 2B 
+394800 ia 2 [0,1,0,-1194005408,-15874811500812] 0 4 2Cs 
+394800 ia 3 [0,1,0,-1382005408,-10542003500812] 0 4 2B 
+394800 ia 4 [0,1,0,-19102133408,-1016187025324812] 0 2 2B 
+394800 ib 1 [0,1,0,28387,870663] 1 1 
+394800 ic 1 [0,1,0,-87883,9742988] 0 2 2B 
+394800 ic 2 [0,1,0,21492,32492988] 0 2 2B 
+394800 id 1 [0,1,0,9592,116371188] 0 2 2B 
+394800 id 2 [0,1,0,-3518408,2494243188] 0 4 2Cs 
+394800 id 3 [0,1,0,-56018408,161359243188] 0 2 2B 
+394800 id 4 [0,1,0,-7466408,-4130500812] 0 2 2B 
+394800 ie 1 [0,1,0,-7008,-1680012] 1 2 2B 
+394800 ie 2 [0,1,0,-259008,-50568012] 1 2 2B 
+394800 if 1 [0,1,0,-23308,-1377457] 0 1 
+394800 ig 1 [0,1,0,-7708,278588] 0 1 
+394800 ih 1 [0,1,0,-21208,-1209037] 0 1 
+394800 ii 1 [0,1,0,-282833,-61346037] 1 1 
+394800 ij 1 [0,1,0,952,-746172] 1 1 
+394800 ik 1 [0,1,0,-43,128] 1 1 
+394800 il 1 [0,1,0,-170479533,856697853438] 0 2 2B 
+394800 il 2 [0,1,0,-170478908,856704449688] 0 2 2B 
+394800 im 1 [0,1,0,-117783,-15199812] 0 2 2B 
+394800 im 2 [0,1,0,29092,-50449812] 0 2 2B 
+394800 in 1 [0,1,0,-446208,-407630412] 0 2 2B 3B 
+394800 in 2 [0,1,0,-11422208,-14830094412] 0 2 2B 3B 
+394800 in 3 [0,1,0,3963792,10227525588] 0 2 2B 3B 
+394800 in 4 [0,1,0,-53380208,137187141588] 0 2 2B 3B 
+394803 a 1 [0,0,1,-966,-11813] 0 1 
+394805 a 1 [0,1,1,-4448136,-3606833930] 1 1 
+394805 b 1 [1,0,1,-3752293,1679943483] 0 2 2B 
+394805 b 2 [1,0,1,-53102918,148902727983] 0 2 2B 
+394805 c 1 [1,-1,0,64156,-39538487] 0 1 
+394805 d 1 [1,1,0,-288880463,-1889961771808] 1 2 2B 
+394805 d 2 [1,1,0,-288485658,-1895384734327] 1 2 2B 
+394805 e 1 [0,-1,1,-815930,281115051] 0 1 
+394806 a 1 [1,1,0,-81670,-8411036] 1 1 
+394806 b 1 [1,0,1,747,24760] 1 1 
+394806 c 1 [1,0,1,-47499,1279414] 1 1 
+394806 d 1 [1,1,1,-378,-2901] 1 1 
+394808 a 1 [0,0,0,-11,-45] 2 1 
+394810 a 1 [1,1,0,-5493,155437] 2 1 
+394810 b 1 [1,1,0,128883,6032221] 2 1 
+394810 c 1 [1,-1,0,-512710,141429300] 1 2 2B 
+394810 c 2 [1,-1,0,-492230,153229876] 1 2 2B 
+394810 d 1 [1,-1,0,-769,-7875] 1 2 2B 
+394810 d 2 [1,-1,0,31,-24035] 1 2 2B 
+394810 e 1 [1,-1,1,2071998,-202313151] 1 1 
+394810 f 1 [1,0,0,-46775,-3557015] 0 2 2B 
+394810 f 2 [1,0,0,-168255,22609777] 0 2 2B 
+394810 g 1 [1,0,0,-8100,279760] 0 2 2B 
+394810 g 2 [1,0,0,-129580,17942952] 0 2 2B 
+394810 h 1 [1,1,1,4,429] 1 1 
+394811 a 1 [0,0,1,-37,-92] 0 1 
+394812 a 1 [0,0,0,-705,-9367] 1 1 
+394812 b 1 [0,0,0,-16680,-825356] 2 1 
+394814 a 1 [1,-1,0,-28831,-1877043] 0 2 2B 
+394814 a 2 [1,-1,0,-29471,-1788851] 0 2 2B 
+394816 a 1 [0,1,0,183,1015] 2 2 2B 
+394816 a 2 [0,1,0,-1057,8703] 2 2 2B 
+394816 b 1 [0,0,0,-548,5224] 1 1 
+394816 c 1 [0,0,0,-548,-5224] 0 1 
+394816 d 1 [0,0,0,20,-2736] 1 1 
+394816 e 1 [0,0,0,20,2736] 0 1 
+394816 f 1 [0,-1,0,183,-1015] 0 2 2B 
+394816 f 2 [0,-1,0,-1057,-8703] 0 2 2B 
+394818 a 1 [1,0,0,-29,93] 2 1 
+394818 b 1 [1,0,0,6242,-27964] 2 1 
+394818 c 1 [1,0,0,-7627651,8775706433] 0 2 2B 
+394818 c 2 [1,0,0,-124814211,536701159233] 0 2 2B 
+394820 a 1 [0,1,0,-644461,198847464] 0 2 2B 
+394820 a 2 [0,1,0,-545756,261939700] 0 2 2B 
+394821 a 1 [0,0,1,-19899,-1048390] 1 1 
+394821 b 1 [1,-1,1,-2081,-111428] 1 1 
+394821 c 1 [1,-1,1,-404,-4910] 1 1 
+394821 d 1 [0,0,1,-96,-294] 0 1 
+394821 e 1 [0,0,1,-864,7931] 1 1 
+394821 f 1 [1,-1,0,-3633,136196] 1 1 
+394821 g 1 [1,-1,0,-231,4204] 1 1 
+394821 h 1 [0,0,1,-2211,38829] 0 1 
+394822 a 1 [1,1,1,-1167,-15727] 0 2 2B 
+394822 a 2 [1,1,1,-18637,-987059] 0 2 2B 
+394823 a 1 [0,0,1,-1936,148739] 1 1 
+394824 a 1 [0,-1,0,-472,-3764] 1 1 
+394826 a 1 [1,0,0,-389,2881] 1 1 
+394828 a 1 [0,1,0,-217,732] 0 2 2B 
+394828 a 2 [0,1,0,-1412,-20300] 0 2 2B 
+394830 a 1 [1,-1,0,225,-249395] 1 2 2B 
+394830 a 2 [1,-1,0,-58095,-5276579] 1 4 2Cs 
+394830 a 3 [1,-1,0,-124515,9083425] 1 2 2B 
+394830 a 4 [1,-1,0,-924795,-342076199] 1 2 2B 
+394830 b 1 [1,-1,0,-283185,-57964059] 1 1 
+394830 c 1 [1,-1,0,1065,5651] 2 1 
+394830 d 1 [1,-1,0,-491550,-397067500] 1 1 
+394830 e 1 [1,-1,0,99585,-11045619] 1 1 
+394830 f 1 [1,-1,0,-27915,-3474235] 1 1 
+394830 g 1 [1,-1,0,-26820,-12780720] 1 1 
+394830 h 1 [1,-1,0,612720,-104532224] 0 1 
+394830 i 1 [1,-1,0,-810,14580] 1 1 
+394830 j 1 [1,-1,0,-450,-3614] 1 1 
+394830 k 1 [1,-1,0,-37336644,-87802090992] 0 2 2B 3B.1.2 
+394830 k 2 [1,-1,0,-37381644,-87579799992] 0 2 2B 3B.1.2 
+394830 k 3 [1,-1,0,-39971304,-74697385140] 0 6 2B 3B.1.1 
+394830 k 4 [1,-1,0,-215752554,1156861208610] 0 6 2B 3B.1.1 
+394830 l 1 [1,-1,0,-21249,-1178307] 0 2 2B 
+394830 l 2 [1,-1,0,-6849,-2759427] 0 2 2B 
+394830 m 1 [1,-1,0,-69804,-5206640] 0 2 2B 
+394830 m 2 [1,-1,0,-1032804,-403696040] 0 2 2B 
+394830 n 1 [1,-1,0,-163314,-25908012] 1 2 2B 
+394830 n 2 [1,-1,0,-2628594,-1639680300] 1 2 2B 
+394830 o 1 [1,-1,0,6381,847125] 1 1 
+394830 p 1 [1,-1,0,-88134,10092788] 1 2 2B 
+394830 p 2 [1,-1,0,-89934,9660428] 1 2 2B 
+394830 q 1 [1,-1,0,-27190719,54573275533] 0 2 2B 
+394830 q 2 [1,-1,0,-29655999,44089425805] 0 2 2B 
+394830 r 1 [1,-1,0,-16209,794313] 0 2 2B 
+394830 r 2 [1,-1,0,-25839,-251505] 0 2 2B 
+394830 s 1 [1,-1,0,20361,-27857827] 1 1 
+394830 t 1 [1,-1,1,-89123,10750691] 2 1 
+394830 u 1 [1,-1,1,-1868,9231] 1 2 2B 
+394830 u 2 [1,-1,1,7132,66831] 1 2 2B 
+394830 v 1 [1,-1,1,-4034093,-3115915243] 0 2 2B 
+394830 v 2 [1,-1,1,-3263693,-4342700203] 0 2 2B 
+394830 w 1 [1,-1,1,-840128,293506787] 2 2 2B 
+394830 w 2 [1,-1,1,-1560128,-283645213] 2 2 2B 
+394830 x 1 [1,-1,1,-11168528,-14388934669] 1 1 
+394830 y 1 [1,-1,1,952,68491] 1 1 
+394830 z 1 [1,-1,1,-857674433,-8413789935023] 1 2 2B 
+394830 z 2 [1,-1,1,1392325567,-45134689935023] 1 2 2B 
+394830 ba 1 [1,-1,1,-9713,-48419] 0 2 2B 
+394830 ba 2 [1,-1,1,38437,-414359] 0 2 2B 
+394830 bb 1 [1,-1,1,-4486703,-3565797613] 0 2 2B 
+394830 bb 2 [1,-1,1,-10505453,8040759887] 0 2 2B 
+394830 bc 1 [1,-1,1,-2408,-44773] 1 2 2B 
+394830 bc 2 [1,-1,1,-1508,-79333] 1 2 2B 
+394830 bd 1 [1,-1,1,-441113,-169091719] 0 2 2B 
+394830 bd 2 [1,-1,1,-7998233,-8702591623] 0 2 2B 
+394830 be 1 [1,-1,1,67,1181] 0 1 
+394830 bf 1 [1,-1,1,67,771] 1 1 
+394830 bg 1 [1,-1,1,-1319924453,-761404059363] 0 2 2B 
+394830 bg 2 [1,-1,1,5274699547,-6092498100963] 0 2 2B 
+394830 bh 1 [1,-1,1,-207563,-36183333] 1 2 2B 
+394830 bh 2 [1,-1,1,-322763,8560347] 1 2 2B 
+394830 bi 1 [1,-1,1,-4298,-17719] 0 2 2B 
+394830 bi 2 [1,-1,1,-42818,3402857] 0 2 2B 
+394830 bj 1 [1,-1,1,-113567,18221159] 0 1 3B.1.2 
+394830 bj 2 [1,-1,1,-9786902,11787076901] 0 3 3B.1.1 
+394830 bk 1 [1,-1,1,-2345522,784075569] 1 2 2B 
+394830 bk 2 [1,-1,1,7515598,5651524401] 1 2 2B 
+394830 bl 1 [1,-1,1,-910427,334588551] 1 2 2B 
+394830 bl 2 [1,-1,1,-908177,336322851] 1 2 2B 
+394830 bm 1 [1,-1,1,118,-249] 0 1 
+394830 bn 1 [1,-1,1,-54617,14724409] 1 1 
+394830 bo 1 [1,-1,1,-849137,295622561] 2 2 2B 
+394830 bo 2 [1,-1,1,72463,902772641] 2 2 2B 
+394830 bp 1 [1,-1,1,-912497,-335268831] 1 2 2B 
+394830 bp 2 [1,-1,1,-941297,-312954591] 1 2 2B 
+394830 bq 1 [1,-1,1,-994568657,12190825505729] 1 1 
+394830 br 1 [1,-1,1,-24602,-3861871] 1 1 
+394831 a 1 [0,1,1,-168,2412] 2 1 
+394831 b 1 [1,0,1,35,-231] 2 1 
+394833 a 1 [0,1,1,-92,551] 1 1 
+394834 a 1 [1,-1,0,-4070,-98892] 1 2 2B 
+394834 a 2 [1,-1,0,-3430,-131532] 1 2 2B 
+394834 b 1 [1,0,0,-7629,-576367] 0 1 
+394834 c 1 [1,1,1,-49919,-4308635] 0 2 2B 
+394834 c 2 [1,1,1,-63999,-1701019] 0 2 2B 
+394835 a 1 [1,-1,1,-177,176] 1 2 2B 
+394835 a 2 [1,-1,1,698,876] 1 2 2B 
+394835 b 1 [0,1,1,-357752171,2604363773520] 0 3 3B.1.1 
+394835 b 2 [0,1,1,-357840861,2603007793041] 0 1 3B.1.2 
+394835 c 1 [0,0,1,-752,7427] 1 1 
+394836 a 1 [0,-1,0,-118,-467] 0 1 
+394836 b 1 [0,-1,0,-4766,-125067] 1 1 
+394839 a 1 [0,0,1,-123438,-16692548] 1 1 
+394839 b 1 [1,-1,0,-13941,-630086] 0 1 
+394839 c 1 [1,-1,0,-6300,190053] 0 1 
+394840 a 1 [0,0,0,-4393363,-3544388162] 2 1 
+394840 b 1 [0,0,0,-163,238] 1 1 
+394842 a 1 [1,1,0,22858,985230] 1 1 
+394842 b 1 [1,1,0,-1012,11740] 2 2 2B 
+394842 b 2 [1,1,0,-2202,-22770] 2 2 2B 
+394842 c 1 [1,1,0,-599,5349] 2 1 
+394842 d 1 [1,1,0,-1617067449,24193196330661] 1 1 
+394842 e 1 [1,1,0,-551079,-157678779] 1 1 
+394842 f 1 [1,1,0,-99691,-12888875] 0 1 
+394842 g 1 [1,1,0,-3385,74341] 2 2 2B 
+394842 g 2 [1,1,0,-4225,33517] 2 2 2B 
+394842 h 1 [1,1,0,-6824500,-6862986416] 2 2 2B 
+394842 h 2 [1,1,0,-109183540,-439166155952] 2 2 2B 
+394842 i 1 [1,1,0,-35550,-2457216] 2 2 2B 
+394842 i 2 [1,1,0,-560340,-161678502] 2 2 2B 
+394842 j 1 [1,1,0,3597555,12331958661] 0 1 
+394842 k 1 [1,1,0,-134131890,-630319359564] 0 1 
+394842 l 1 [1,1,0,-4267,-105923] 1 1 
+394842 m 1 [1,1,0,-507469,113774557] 0 2 2B 
+394842 m 2 [1,1,0,-7704589,8227807645] 0 2 2B 
+394842 n 1 [1,1,0,-607674,-31956588] 1 2 2B 
+394842 n 2 [1,1,0,-7275594,-7544035260] 1 2 2B 
+394842 o 1 [1,1,0,-123288386,-477580225548] 2 1 
+394842 p 1 [1,1,0,97092789,-198902105667] 1 1 
+394842 q 1 [1,1,0,-84501,-7655283] 1 1 3B 
+394842 q 2 [1,1,0,-2096196,1166597328] 1 1 3B 
+394842 r 1 [1,0,1,1981485,580172590] 0 1 
+394842 s 1 [1,0,1,-83865,6545662] 1 1 
+394842 t 1 [1,0,1,-12402,91396] 1 2 2B 
+394842 t 2 [1,0,1,-148482,21973060] 1 2 2B 
+394842 u 1 [1,0,1,-209109,35704288] 0 1 
+394842 v 1 [1,0,1,-42656,-2301190] 2 2 2B 
+394842 v 2 [1,0,1,-267566,51497282] 2 2 2B 
+394842 w 1 [1,0,1,-726,7060] 2 2 2B 
+394842 w 2 [1,0,1,-11436,469732] 2 2 2B 
+394842 x 1 [1,0,1,-165891,-25996610] 0 2 2B 
+394842 x 2 [1,0,1,-207051,-12117458] 0 2 2B 
+394842 y 1 [1,0,1,-12521,539732] 1 1 
+394842 z 1 [1,0,1,-134286,-6664640] 1 2 2B 
+394842 z 2 [1,0,1,-1733646,-877995968] 1 2 2B 
+394842 ba 1 [1,0,1,-2035,37286] 1 1 
+394842 bb 1 [1,0,1,-29377,-1922812] 1 1 
+394842 bc 1 [1,0,1,-11247,458098] 0 1 
+394842 bd 1 [1,0,1,-49614,-4175636] 0 2 2B 
+394842 bd 2 [1,0,1,-107924,7486364] 0 2 2B 
+394842 be 1 [1,1,1,-1275,-100059] 1 2 2B 
+394842 be 2 [1,1,1,-40965,-3195879] 1 2 2B 
+394842 bf 1 [1,1,1,-68514055,-313827650179] 1 2 2B 
+394842 bf 2 [1,1,1,-1224569095,-16491661879939] 1 2 2B 
+394842 bg 1 [1,1,1,209603820,4556042800581] 0 2 2B 
+394842 bg 2 [1,1,1,-3172643720,63623613839141] 0 2 2B 
+394842 bh 1 [1,1,1,-3970,-56449] 1 2 2B 
+394842 bh 2 [1,1,1,12690,-389649] 1 2 2B 
+394842 bi 1 [1,1,1,-4467,-116775] 1 1 
+394842 bj 1 [1,1,1,-395211804,-3025460536323] 1 1 
+394842 bk 1 [1,1,1,10681,184925] 1 1 
+394842 bl 1 [1,1,1,-24961679,-48012342379] 0 2 2B 
+394842 bl 2 [1,1,1,-24965599,-47996513419] 0 4 2Cs 
+394842 bl 3 [1,1,1,-29843059,-27918937075] 0 2 2B 
+394842 bl 4 [1,1,1,-20150859,-67060957923] 0 2 2B 
+394842 bm 1 [1,1,1,-19332741,38685387915] 1 1 
+394842 bn 1 [1,1,1,-1373,102899] 2 2 2B 
+394842 bn 2 [1,1,1,-42533,3346307] 2 2 2B 
+394842 bo 1 [1,1,1,-9405453,1402135587] 1 1 
+394842 bp 1 [1,1,1,927422,620793935] 1 2 2B 
+394842 bp 2 [1,1,1,-7743618,6912500559] 1 2 2B 
+394842 bq 1 [1,1,1,-21610,1210103] 1 1 
+394842 br 1 [1,1,1,65365,8495129] 2 1 
+394842 bs 1 [1,1,1,48,111] 0 1 
+394842 bt 1 [1,1,1,-113877,-15441861] 1 2 2B 
+394842 bt 2 [1,1,1,-1842597,-963471909] 1 4 2Cs 
+394842 bt 3 [1,1,1,-1863177,-940875069] 1 2 2B 
+394842 bt 4 [1,1,1,-29481537,-61625417421] 1 2 2B 
+394842 bu 1 [1,1,1,-7111077,-7306507797] 0 2 2B 
+394842 bu 2 [1,1,1,-113797797,-467296969749] 0 2 2B 
+394842 bv 1 [1,1,1,-305824,-65223607] 0 1 
+394842 bw 1 [1,1,1,-302919,-11181507] 0 1 
+394842 bx 1 [1,1,1,-3214,-61237] 1 1 
+394842 by 1 [1,0,0,-14985377,22326741009] 1 1 
+394842 bz 1 [1,0,0,-6182,31716] 2 1 
+394842 ca 1 [1,0,0,-46257,-3832599] 0 1 
+394842 cb 1 [1,0,0,-157487,20531769] 2 1 
+394842 cc 1 [1,0,0,2351,-31081] 1 1 
+394842 cd 1 [1,0,0,-1735924,-818573680] 0 2 2B 
+394842 cd 2 [1,0,0,-5750004,4350758544] 0 4 2Cs 
+394842 cd 3 [1,0,0,-87317364,314029397520] 0 2 2B 
+394842 cd 4 [1,0,0,11592076,25525438224] 0 2 2B 
+394842 ce 1 [1,0,0,3202884,-2904220656] 1 1 
+394842 cf 1 [1,0,0,48362,2654756] 2 2 2B 
+394842 cf 2 [1,0,0,-233878,23145380] 2 2 2B 
+394842 cg 1 [1,0,0,-191948,-4115280] 2 1 
+394842 ch 1 [1,0,0,18927,-1807191] 1 2 2B 
+394842 ch 2 [1,0,0,-158033,-20175639] 1 2 2B 
+394842 ci 1 [1,0,0,-340453,-61402111] 1 2 2B 
+394842 ci 2 [1,0,0,725787,-368692479] 1 2 2B 
+394842 cj 1 [1,0,0,2434417,-530777031] 0 2 2B 
+394842 cj 2 [1,0,0,-10425143,-4386073119] 0 2 2B 
+394842 ck 1 [1,0,0,-540,2778] 1 1 
+394842 cl 1 [1,0,0,-947304310,-13271929967836] 0 1 
+394842 cm 1 [1,0,0,-23962,474452] 0 2 2B 
+394842 cm 2 [1,0,0,-307182,65445120] 0 4 2Cs 
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+394944 ev 1 [0,1,0,-1517985,-719912481] 1 2 2B 
+394944 ev 2 [0,1,0,-1208225,-1021928481] 1 2 2B 
+394944 ew 1 [0,1,0,321215,-110730721] 0 1 
+394944 ex 1 [0,1,0,2655,84159] 1 1 
+394944 ey 1 [0,1,0,-7940060,-11604610866] 0 2 2B 
+394944 ey 2 [0,1,0,-138930425,-630272104761] 0 2 2B 
+394944 ez 1 [0,1,0,821282015,455748460053599] 1 1 
+394944 fa 1 [0,1,0,-36945,-1317681] 0 2 2B 
+394944 fa 2 [0,1,0,127615,-9710241] 0 2 2B 
+394944 fb 1 [0,1,0,323,-10639] 1 1 3B 
+394944 fb 2 [0,1,0,-28717,-1883719] 1 1 3B 
+394944 fc 1 [0,1,0,247163,18490019] 0 1 
+394944 fd 1 [0,1,0,-2997089,-1998009345] 1 2 2B 
+394944 fd 2 [0,1,0,-3151969,-1780217089] 1 4 2Cs 
+394944 fd 3 [0,1,0,-15000289,20719742591] 1 2 2B 
+394944 fd 4 [0,1,0,6218271,-10338994305] 1 2 2B 
+394944 fe 1 [0,1,0,-25329,1539855] 2 2 2B 
+394944 fe 2 [0,1,0,-35009,244671] 2 4 2Cs 
+394944 fe 3 [0,1,0,139231,2091615] 2 2 2B 
+394944 fe 4 [0,1,0,-364129,-84339169] 2 2 2B 
+394944 ff 1 [0,1,0,-64116609,177783717087] 0 2 2B 
+394944 ff 2 [0,1,0,-243157889,-1268905633569] 0 4 2Cs 
+394944 ff 3 [0,1,0,396651391,-6819251137569] 0 2 2B 
+394944 ff 4 [0,1,0,-3747627649,-88303813911073] 0 2 2B 
+394944 fg 1 [0,1,0,-2213009,-1671320235] 1 1 
+394944 fh 1 [0,1,0,-10809,160455] 0 2 2B 
+394944 fh 2 [0,1,0,-93089,-10848609] 0 2 2B 
+394944 fi 1 [0,1,0,-271729,53662607] 2 2 2B 
+394944 fi 2 [0,1,0,-17409,150355071] 2 2 2B 
+394944 fj 1 [0,1,0,-349609,-79681153] 0 1 
+394944 fk 1 [0,1,0,-93089,8828895] 0 2 2B 
+394944 fk 2 [0,1,0,-1409569,643635551] 0 2 2B 
+394944 fl 1 [0,1,0,-3329,72807] 1 1 
+394944 fm 1 [0,1,0,156171,17039955] 1 1 
+394944 fn 1 [0,1,0,-93089,10873311] 2 2 2B 
+394944 fn 2 [0,1,0,-131809,922271] 2 4 2Cs 
+394944 fn 3 [0,1,0,526431,7899615] 2 2 2B 
+394944 fn 4 [0,1,0,-1409569,-642302113] 2 2 2B 
+394944 fo 1 [0,1,0,-524,170982] 2 2 2B 
+394944 fo 2 [0,1,0,-49529,4179591] 2 4 2Cs 
+394944 fo 3 [0,1,0,-790049,270026271] 2 2 2B 
+394944 fo 4 [0,1,0,-93089,-4332033] 2 2 2B 
+394944 fp 1 [0,1,0,1291,-12333] 0 1 
+394944 fq 1 [0,1,0,-402849,-98517465] 2 1 
+394944 fr 1 [0,1,0,-2048449,55099295] 0 2 2B 
+394944 fr 2 [0,1,0,-23112129,42650072991] 0 2 2B 
+394944 fs 1 [0,1,0,-2889,58815] 1 1 
+394944 ft 1 [0,1,0,-3188878689,66620520833535] 1 2 2B 
+394944 ft 2 [0,1,0,-8581180769,-218102735134209] 1 2 2B 
+394944 fu 1 [0,1,0,-436729,-111175033] 0 2 2B 
+394944 fu 2 [0,1,0,-519009,-66431169] 0 2 2B 
+394944 fv 1 [0,1,0,-32879249,-71556446865] 1 2 2B 
+394944 fv 2 [0,1,0,-2106529,-200131025569] 1 2 2B 
+394944 fw 1 [0,1,0,-18289,1249037] 2 1 
+394944 fx 1 [0,1,0,-45279329,-91724697825] 0 2 2B 
+394944 fx 2 [0,1,0,-679667809,-6819922039009] 0 4 2Cs 
+394944 fx 3 [0,1,0,-635062369,-7753665556705] 0 2 2B 
+394944 fx 4 [0,1,0,-10874488929,-436480658141409] 0 2 2B 
+394944 fy 1 [0,1,0,54531,2066931] 1 2 2B 
+394944 fy 2 [0,1,0,-238289,17000751] 1 4 2Cs 
+394944 fy 3 [0,1,0,-3113249,2111696607] 1 2 2B 
+394944 fy 4 [0,1,0,-2048449,-1117245505] 1 2 2B 
+394944 fz 1 [0,1,0,-814249,-283074409] 0 2 2B 
+394944 fz 2 [0,1,0,-809409,-286600833] 0 2 2B 
+394944 ga 1 [0,1,0,-13848369,-19840249233] 1 2 2B 
+394944 ga 2 [0,1,0,-13858049,-19811133729] 1 4 2Cs 
+394944 ga 3 [0,1,0,-19607969,-1808134209] 1 2 2B 
+394944 ga 4 [0,1,0,-8263009,-35950586113] 1 2 2B 
+394944 gb 1 [0,1,0,-1102229,18178133235] 0 1 
+394944 gc 1 [0,1,0,-492596001,4244861283903] 1 1 
+394944 gd 1 [0,1,0,-19521,416387871] 0 1 
+394944 ge 1 [0,1,0,8309,-50569] 1 1 
+394944 gf 1 [0,1,0,-1936161,1041212511] 0 1 
+394944 gg 1 [0,1,0,-232481,-68905377] 0 1 
+394944 gh 1 [0,1,0,-2581,-78157] 0 1 
+394944 gi 1 [0,1,0,-1921,51071] 1 1 
+394944 gj 1 [0,1,0,-16001,-788097] 1 1 
+394944 gk 1 [0,1,0,-161,-312897] 1 1 
+394944 gl 1 [0,1,0,-4071041,-3190707489] 0 1 
+394944 gm 1 [0,1,0,-11073,-473409] 0 1 3B 
+394944 gm 2 [0,1,0,-908673,-333698433] 0 1 3B 
+394944 gn 1 [0,1,0,-33953,2386239] 1 2 2B 
+394944 gn 2 [0,1,0,-542593,153655775] 1 2 2B 
+394944 go 1 [0,1,0,-73,-145] 1 1 
+394944 gp 1 [0,1,0,-633233,193540719] 1 2 2B 
+394944 gp 2 [0,1,0,-468673,296654015] 1 2 2B 
+394944 gq 1 [0,1,0,1412,-66178] 0 2 2B 
+394944 gq 2 [0,1,0,-18553,-892729] 0 2 2B 
+394944 gr 1 [0,1,0,-4033,115685] 1 1 
+394944 gs 1 [0,1,0,37,1131] 2 1 
+394944 gt 1 [0,1,0,-1512903,715767039] 0 1 
+394944 gu 1 [0,1,0,-895667813,-10892726397885] 0 1 
+394944 gv 1 [0,1,0,-221833,40140791] 2 2 2B 
+394944 gv 2 [0,1,0,-216993,41980959] 2 2 2B 
+394944 gw 1 [0,1,0,-65361633,-203408968545] 1 2 2B 
+394944 gw 2 [0,1,0,-1045780193,-13017283464033] 1 2 2B 
+394944 gx 1 [0,1,0,-2599153,1611990191] 2 2 2B 
+394944 gx 2 [0,1,0,-2614113,1592479359] 2 2 2B 
+394944 gy 1 [0,1,0,-550953,-138656553] 2 2 2B 
+394944 gy 2 [0,1,0,847807,-726975009] 2 2 2B 
+394944 gz 1 [0,1,0,-7553,-86913] 2 2 2B 
+394944 gz 2 [0,1,0,-67393,6651071] 2 2 2B 
+394944 ha 1 [0,1,0,-348,-2070] 2 2 2B 
+394944 ha 2 [0,1,0,-1833,27927] 2 2 2B 
+394944 hb 1 [0,1,0,-337993,44276087] 1 2 2B 
+394944 hb 2 [0,1,0,1060767,317593791] 1 2 2B 
+394944 hc 1 [0,1,0,-45173,-81812205] 1 1 3B 
+394944 hc 2 [0,1,0,-15726773,-24011306541] 1 1 3B 
+394944 hd 1 [0,1,0,-1246703,804970659] 0 1 
+394944 he 1 [0,1,0,-420273,104480847] 2 2 2B 
+394944 he 2 [0,1,0,-255713,187320351] 2 2 2B 
+394944 hf 1 [0,1,0,-4033,97535] 1 1 
+394944 hg 1 [0,1,0,-1393,-20473] 2 1 
+394944 hh 1 [0,1,0,-168593,26575239] 1 1 
+394944 hi 1 [0,1,0,-488033,-131771169] 0 1 
+394944 hj 1 [0,1,0,-10303,-608533] 1 1 
+394944 hk 1 [0,1,0,-1590989473,-24179701612321] 1 2 2B 3B 
+394944 hk 2 [0,1,0,-322212513,-61681449729825] 1 2 2B 3B 
+394944 hk 3 [0,1,0,-128508334753,-17731525731909409] 1 2 2B 3B 
+394944 hk 4 [0,1,0,-128507095713,-17731884750935841] 1 2 2B 3B 
+394944 hl 1 [0,1,0,-42148,2586626] 1 2 2B 
+394944 hl 2 [0,1,0,-221833,-38058121] 1 2 2B 
+394944 hm 1 [0,1,0,-913953,112025439] 1 2 2B 
+394944 hm 2 [0,1,0,-8154593,-8885193825] 1 2 2B 
+394944 hn 1 [0,1,0,-23393,-1369953] 1 2 2B 
+394944 hn 2 [0,1,0,-4033,-3549889] 1 2 2B 
+394944 ho 1 [0,1,0,-1978753,1070302847] 1 2 2B 3B 
+394944 ho 2 [0,1,0,-1668993,1417048191] 1 2 2B 3B 
+394944 ho 3 [0,1,0,-5812033,-4079325505] 1 2 2B 3B 
+394944 ho 4 [0,1,0,14012607,-25850745153] 1 2 2B 3B 
+394944 hp 1 [0,1,0,-7908757633,270705702102911] 0 2 2B 
+394944 hp 2 [0,1,0,-126539403393,17325498133014399] 0 2 2B 
+394944 hq 1 [0,1,0,-314497553,-2146816934385] 1 2 2B 
+394944 hq 2 [0,1,0,-316307713,-2120855257633] 1 2 2B 
+394944 hr 1 [0,1,0,-1533473,730368351] 1 2 2B 
+394944 hr 2 [0,1,0,-1456033,807514079] 1 2 2B 
+394944 hs 1 [0,1,0,-12503,-542313] 1 1 
+394944 ht 1 [0,1,0,4437,-1487565] 1 1 
+394944 hu 1 [0,1,0,-8873,157551] 0 1 
+394944 hv 1 [0,1,0,-4108353,-3192517473] 0 2 2B 
+394944 hv 2 [0,1,0,-65653793,-204778451649] 0 2 2B 
+394944 hw 1 [0,1,0,-1339873,624747935] 1 1 3B 
+394944 hw 2 [0,1,0,-109949473,443712816479] 1 1 3B 
+394944 hx 1 [0,1,0,-784725,267678387] 0 1 
+394944 hy 1 [0,1,0,-4275,106731] 0 1 
+394944 hz 1 [0,1,0,-6695,-600393] 1 1 
+394944 ia 1 [0,1,0,-7000737,7070892255] 1 2 2B 
+394944 ia 2 [0,1,0,-2044577,16893010143] 1 2 2B 
+394944 ib 1 [0,1,0,-2915777,-235653057] 0 2 2B 
+394944 ib 2 [0,1,0,11565503,-1866245185] 0 2 2B 
+394944 ic 1 [0,1,0,-253777,48254567] 1 1 
+394944 id 1 [0,1,0,-839417,-171126177] 2 1 
+394944 ie 1 [0,1,0,-5819777,-5405586177] 0 2 2B 
+394944 ie 2 [0,1,0,-6148897,-4760313505] 0 2 2B 
+394944 if 1 [0,1,0,-4938897,-109633977] 0 1 
+394944 ig 1 [0,1,0,-4232257,3277691327] 1 2 2B 
+394944 ig 2 [0,1,0,-9498177,-6509547585] 1 2 2B 
+394944 ih 1 [0,1,0,-1633177,-725069017] 1 2 2B 
+394944 ih 2 [0,1,0,-25412097,-49314914145] 1 2 2B 
+394944 ii 1 [0,1,0,5163,-302733] 1 1 
+394944 ij 1 [0,1,0,-69857,3427455] 0 2 2B 
+394944 ij 2 [0,1,0,239903,25792127] 0 2 2B 
+394944 ik 1 [0,1,0,-263457,48183903] 2 2 2B 
+394944 ik 2 [0,1,0,-882977,-263682465] 2 4 2Cs 
+394944 ik 3 [0,1,0,1749983,-1533295777] 2 2 2B 
+394944 ik 4 [0,1,0,-13428257,-18943604385] 2 4 2Cs 
+394944 ik 5 [0,1,0,-12731297,-20996987937] 2 2 2B 
+394944 ik 6 [0,1,0,-214849697,-1212204499233] 2 2 2B 
+394944 il 1 [0,1,0,-2199457,-951740737] 1 2 2B 
+394944 il 2 [0,1,0,-12111777,15429359295] 1 4 2Cs 
+394944 il 3 [0,1,0,-191153057,1017165320895] 1 4 2Cs 
+394944 il 4 [0,1,0,8332383,62242396863] 1 2 2B 
+394944 il 5 [0,1,0,-3058446497,65101747163583] 1 2 2B 
+394944 il 6 [0,1,0,-188520097,1046549681087] 1 2 2B 
+394944 im 1 [0,1,0,-6332,-874458] 0 2 2B 
+394944 im 2 [0,1,0,-181177,-29653945] 0 4 2Cs 
+394944 im 3 [0,1,0,-263457,-115425] 0 2 2B 
+394944 im 4 [0,1,0,-2896417,-1898282113] 0 2 2B 
+394944 in 1 [0,1,0,-51625537,-107426494177] 0 2 2B 
+394944 in 2 [0,1,0,-767790657,-8188204009185] 0 4 2Cs 
+394944 in 3 [0,1,0,-709865537,-9475705651425] 0 2 2B 
+394944 in 4 [0,1,0,-12284357697,-524059004685537] 0 2 2B 
+394944 io 1 [0,1,0,-30532,-2062678] 0 2 2B 
+394944 io 2 [0,1,0,-35977,-1281865] 0 4 2Cs 
+394944 io 3 [0,1,0,-282817,56923007] 0 2 2B 
+394944 io 4 [0,1,0,123743,-9427585] 0 2 2B 
+394944 ip 1 [0,1,0,-130357,18249713] 1 1 
+394944 iq 1 [0,1,0,-101317,35495843] 0 1 
+394944 ir 1 [0,1,0,-69857,-5261313] 0 2 2B 
+394944 ir 2 [0,1,0,-398977,92618975] 0 2 2B 
+394944 is 1 [0,1,0,-40817,67527] 1 1 
+394944 it 1 [0,1,0,-6937,126047] 1 1 
+394944 iu 1 [0,1,0,-2097,-37017] 0 1 
+394944 iv 1 [0,1,0,-1804997,932789493] 0 1 
+394944 iw 1 [0,1,0,-89217,-10279425] 1 2 2B 
+394944 iw 2 [0,1,0,-69857,-14844513] 1 2 2B 
+394944 ix 1 [0,1,0,-24097,168287] 1 2 2B 
+394944 ix 2 [0,1,0,95583,1436895] 1 2 2B 
+394944 iy 1 [0,1,0,-8389,601379] 0 1 
+394944 iz 1 [0,1,0,-189889,34806143] 1 1 
+394944 ja 1 [0,1,0,81,-3621] 0 1 
+394944 jb 1 [0,1,0,28351,9039039] 1 1 3B 
+394944 jb 2 [0,1,0,-256769,-252644097] 1 1 3B 
+394944 jc 1 [0,1,0,3430431,-12017239137] 0 1 3B 
+394944 jc 2 [0,1,0,-31069089,336145016799] 0 1 3B 
+394944 jd 1 [0,1,0,-1569,-26721] 0 1 
+394944 je 1 [0,1,0,-72761,604767] 1 1 
+394944 jf 1 [0,1,0,-126001,-14834833] 0 2 2B 
+394944 jf 2 [0,1,0,-1936161,-1037575233] 0 2 2B 
+394944 jg 1 [0,1,0,-6211,-300313] 1 1 
+394944 jh 1 [0,1,0,-126001,-16591753] 1 1 
+394944 ji 1 [0,1,0,-1041,12087] 0 1 
+394944 jj 1 [0,1,0,-51,207] 0 1 
+394944 jk 1 [0,1,0,-19521,-672993] 0 2 2B 
+394944 jk 2 [0,1,0,57919,-4622433] 0 2 2B 
+394944 jl 1 [0,1,0,-1041,10767] 1 2 2B 
+394944 jl 2 [0,1,0,-16001,773727] 1 2 2B 
+394944 jm 1 [0,1,0,65179,15930627] 1 1 
+394944 jn 1 [0,1,0,-601,-673] 0 1 
+394945 a 1 [1,1,0,-32,-91] 1 1 
+394946 a 1 [1,-1,0,329,4301] 1 1 
+394946 b 1 [1,0,0,-124,-528] 2 1 
+394947 a 1 [1,-1,1,-221,-138] 2 1 
+394947 b 1 [1,-1,1,-68,6500] 3 1 
+394947 c 1 [1,-1,1,-113045,14657550] 2 1 
+394947 d 1 [1,-1,0,-118629,13675554] 1 1 
+394950 a 1 [1,1,0,-198880375,905609903125] 1 1 
+394950 b 1 [1,0,1,-2791276,-1787561302] 2 1 
+394950 c 1 [1,0,1,-826,9548] 2 1 
+394950 d 1 [1,0,1,-55651,9239198] 1 1 
+394950 e 1 [1,0,1,-1237451,-540696202] 0 1 
+394950 f 1 [1,1,1,-49498,-4345369] 1 1 
+394950 g 1 [1,1,1,-2686463,1957255781] 1 2 2B 
+394950 g 2 [1,1,1,-44814463,115450087781] 1 2 2B 
+394950 h 1 [1,1,1,-98763,-12436719] 0 1 
+394950 i 1 [1,1,1,37,34031] 1 1 
+394950 j 1 [1,0,0,-24438,1341492] 0 1 
+394953 a 1 [0,-1,1,-2899082,1900952120] 2 1 
+394953 b 1 [1,1,1,-1909112,-1015194718] 1 1 
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+394953 e 1 [0,-1,1,-145129209,1482215926115] 1 1 
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+394953 g 1 [0,1,1,-196265,82992875] 0 1 
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+394953 i 1 [0,1,1,1670171,-76094768] 1 1 
+394953 j 1 [0,1,1,-24899,1508342] 1 1 
+394953 k 1 [0,1,1,-1489791,-1075212628] 1 1 
+394953 l 1 [0,1,1,-147,641] 1 1 
+394953 m 1 [0,1,1,282258843,-168309240199] 1 1 
+394953 n 1 [0,1,1,-1161,37418] 0 1 
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+394953 p 1 [1,0,1,-614657,185430689] 1 1 
+394953 q 1 [1,0,1,-316650224089,68589729702788933] 0 1 
+394953 r 1 [1,0,1,10812,246235] 1 1 
+394953 s 1 [1,0,1,-8285,289499] 0 2 2B 
+394953 s 2 [1,0,1,-9130,226631] 0 4 2Cs 
+394953 s 3 [1,0,1,25515,1543141] 0 2 2B 
+394953 s 4 [1,0,1,-57295,-5110051] 0 2 2B 
+394953 t 1 [0,-1,1,485312,86166069] 1 1 
+394954 a 1 [1,-1,0,36829,-16041963] 1 1 
+394955 a 1 [0,1,1,-123403970,527595337474] 0 1 
+394955 b 1 [1,0,0,-2255,-50120] 0 2 2B 
+394955 b 2 [1,0,0,-38160,-2872253] 0 2 2B 
+394955 c 1 [0,1,1,-1489795,-700399869] 1 1 
+394955 d 1 [0,0,1,-1378,-19592] 0 1 
+394956 a 1 [0,0,0,-39,8446] 2 1 
+394956 b 1 [0,0,0,-1704,29956] 1 3 3B.1.1 
+394956 b 2 [0,0,0,11016,-70956] 1 1 3B.1.2 
+394956 c 1 [0,0,0,-351,-228042] 0 1 
+394956 d 1 [0,0,0,1224,2628] 1 3 3B.1.1 
+394956 d 2 [0,0,0,-15336,-808812] 1 1 3B.1.2 
+394957 a 1 [0,1,1,-25,30] 2 1 
+394957 b 1 [1,-1,0,-22,-21] 2 1 
+394957 c 1 [0,0,1,-2851,-58593] 0 1 
+394958 a 1 [1,-1,1,-66,129] 1 1 
+394959 a 1 [1,0,0,-1292,-17985] 0 1 
+394959 b 1 [0,1,1,-49,106] 1 1 
+394959 c 1 [0,1,1,-1419,20108] 0 1 
+394959 d 1 [1,1,0,-186,7335] 1 1 
+394962 a 1 [1,0,1,-346,-2548] 1 1 
+394964 a 1 [0,0,0,-7,-242] 1 1 
+394965 a 1 [1,-1,1,1177,-1178] 0 2 2B 
+394965 a 2 [1,-1,1,-4718,-5894] 0 2 2B 
+394965 b 1 [1,-1,1,553,23296] 2 1 
+394965 c 1 [1,-1,1,-1967,-143634] 0 2 2B 
+394965 c 2 [1,-1,1,-55022,-4939806] 0 2 2B 
+394965 d 1 [1,-1,1,2308,-6784] 1 1 
+394965 e 1 [1,-1,1,-6032,186364] 1 1 
+394965 f 1 [0,0,1,-53508,-4765676] 1 1 
+394965 g 1 [0,0,1,-822,-26505] 1 1 
+394965 h 1 [1,-1,0,4980,-633979] 2 1 
+394965 i 1 [0,0,1,-6806007,7383589175] 1 1 
+394966 a 1 [1,1,1,-3394,-77553] 0 1 
+394966 b 1 [1,-1,1,-345,-2311] 1 2 2B 
+394966 b 2 [1,-1,1,95,-8119] 1 2 2B 
+394966 c 1 [1,1,1,368,-5519] 1 1 
+394968 a 1 [0,-1,0,-84952,-9660644] 0 1 
+394968 b 1 [0,-1,0,629,13144] 1 1 
+394968 c 1 [0,-1,0,-393,-2547] 2 1 
+394968 d 1 [0,-1,0,-2441,-45507] 0 1 
+394968 e 1 [0,1,0,588,0] 0 2 2B 
+394968 e 2 [0,1,0,-2352,-2352] 0 2 2B 
+394968 f 1 [0,1,0,16,-336] 1 1 
+394968 g 1 [0,1,0,-1484,-22512] 1 1 
+394970 a 1 [1,-1,0,-434,6488] 2 1 
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+395445 a 1 [0,-1,1,-185,131] 2 1 
+395445 b 1 [0,1,1,-1233211,-533430884] 1 1 
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+395446 a 1 [1,1,0,-86,-518] 0 1 
+395447 a 1 [0,-1,1,-18209380,29914310440] 1 5 5B.1.1 
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+395447 b 1 [1,0,0,-27,-124] 2 1 
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+395448 b 1 [0,-1,0,-1217,-15723] 1 1 
+395448 c 1 [0,-1,0,1069,-445032] 0 2 2B 
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+395450 a 1 [1,0,1,-1701,104798] 1 1 
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+395450 c 1 [1,1,0,-930,10100] 1 2 2B 
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+395450 j 1 [1,1,1,62687,-3617969] 1 2 2B 
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+395451 a 1 [1,-1,1,-1475,-27884] 1 1 
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+395453 a 1 [0,1,1,-87,-342] 1 1 
+395454 a 1 [1,1,0,74,3796] 1 1 
+395454 b 1 [1,0,1,-47887287,124816917658] 0 3 3B.1.1 
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+395454 c 1 [1,0,0,-1376,1152] 1 1 
+395455 a 1 [1,0,0,-250,1275] 2 2 2B 
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+395458 a 1 [1,0,1,-4502,150528] 1 3 3B.1.1 
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+395458 b 1 [1,1,0,4911,54061] 1 1 
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+395462 a 1 [1,0,1,21,-682] 1 1 
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+395463 a 1 [1,0,1,63,139] 1 1 
+395464 a 1 [0,0,0,-3595,82966] 1 1 
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+395469 a 1 [0,0,1,-48,90] 2 1 
+395469 b 1 [0,0,1,-432,-2437] 1 1 
+395470 a 1 [1,1,0,-58,1262] 2 1 
+395470 b 1 [1,-1,0,-1855,-30375] 2 2 2B 
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+395470 c 1 [1,1,1,-82066,-6287841] 2 1 
+395470 d 1 [1,0,0,-636721,215589865] 1 3 3B.1.1 
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+395472 a 1 [0,-1,0,-3400,77056] 2 2 2B 
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+395472 f 3 [0,-1,0,-7382144,7722542688] 1 2 2B 
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+395472 g 1 [0,-1,0,-824,6528] 2 2 2B 
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+395472 i 3 [0,-1,0,-280224,-30077856] 1 4 2B 
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+395472 j 1 [0,-1,0,-49126,-4114121] 0 1 
+395472 k 1 [0,-1,0,-34606808,-78347744016] 1 2 2B 3B 
+395472 k 2 [0,-1,0,-34598968,-78385024784] 1 2 2B 3B 
+395472 k 3 [0,-1,0,-35406728,-74535094032] 1 2 2B 3B 
+395472 k 4 [0,-1,0,39888632,-349092094736] 1 2 2B 3B 
+395472 l 1 [0,-1,0,132,-660] 1 1 
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+395472 q 1 [0,-1,0,-308,-1152] 1 2 2B 
+395472 q 2 [0,-1,0,952,-9216] 1 2 2B 
+395472 r 1 [0,-1,0,-8770888,10000966384] 1 1 
+395472 s 1 [0,-1,0,-3717488,-2639149632] 1 2 2B 
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+395472 t 1 [0,-1,0,-23112,1248048] 1 2 2B 
+395472 t 2 [0,-1,0,-81432,-7523280] 1 4 2Cs 
+395472 t 3 [0,-1,0,149688,-42653520] 1 2 2B 
+395472 t 4 [0,-1,0,-1245672,-534691152] 1 2 2B 
+395472 u 1 [0,-1,0,-307956272,1978261061568] 0 2 2B 
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+395472 v 1 [0,-1,0,-18712,988912] 0 2 2B 
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+395472 x 1 [0,-1,0,-4576,286528] 1 2 2B 
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+395472 bb 2 [0,1,0,-24584,-1490604] 2 2 2B 
+395472 bc 1 [0,1,0,-54824,6885876] 2 2 2B 
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+395472 bc 3 [0,1,0,-15531304,23553994100] 2 2 2B 
+395472 bc 4 [0,1,0,-1064904,292016052] 2 2 2B 
+395472 bd 1 [0,1,0,8193049816,932972682058932] 0 1 
+395472 be 1 [0,1,0,628224211,-9213911998950] 1 2 2B 
+395472 be 2 [0,1,0,-4655053844,-97607380481544] 1 2 2B 
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+395472 bg 1 [0,1,0,-8308784,-9221316588] 0 1 
+395472 bh 1 [0,1,0,-282864,64313556] 1 2 2B 
+395472 bh 2 [0,1,0,-4665584,3877279956] 1 2 2B 
+395472 bi 1 [0,1,0,-364,-2740] 1 2 2B 
+395472 bi 2 [0,1,0,56,-8284] 1 2 2B 
+395472 bj 1 [0,1,0,-58224,-4893228] 1 2 2B 
+395472 bj 2 [0,1,0,-219504,34265556] 1 2 2B 
+395472 bk 1 [0,1,0,-448959,-250690860] 0 2 2B 
+395472 bk 2 [0,1,0,-9306764,-10922574324] 0 4 2Cs 
+395472 bk 3 [0,1,0,-11462984,-5484587484] 0 4 2B 
+395472 bk 4 [0,1,0,-148875424,-699219377980] 0 2 2B 
+395472 bl 1 [0,1,0,103256,-1033660] 2 2 2B 
+395472 bl 2 [0,1,0,-414624,-8698284] 2 2 2B 
+395472 bm 1 [0,1,0,-44584,2799092] 1 2 2B 
+395472 bm 2 [0,1,0,-236664,-41993964] 1 4 2Cs 
+395472 bm 3 [0,1,0,182776,-174369228] 1 4 2B 
+395472 bm 4 [0,1,0,-3729384,-2773301004] 1 2 2B 
+395472 bn 1 [0,1,0,-176,363] 2 1 
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+395472 bq 1 [0,1,0,-3528,50292] 0 2 2B 
+395472 bq 2 [0,1,0,-50568,4359156] 0 2 2B 
+395472 br 1 [0,1,0,-448,3332] 1 2 2B 
+395472 br 2 [0,1,0,-1288,-13804] 1 2 2B 
+395472 bs 1 [0,1,0,-44958088,-116038783756] 0 2 2B 
+395472 bs 2 [0,1,0,-719323528,-7425890407180] 0 2 2B 
+395472 bt 1 [0,1,0,-1548,24012] 1 2 2B 
+395472 bt 2 [0,1,0,-25088,1521156] 1 2 2B 
+395472 bu 1 [0,1,0,-15848,-2540748] 2 2 2B 
+395472 bu 2 [0,1,0,-392488,-94591564] 2 2 2B 
+395472 bv 1 [0,1,0,109032,-1218924] 0 1 
+395472 bw 1 [0,1,0,-448,-10780] 1 1 
+395472 bx 1 [0,1,0,-7448,201684] 1 2 2B 
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+395472 bz 1 [0,1,0,-2287,41300] 1 2 2B 
+395472 bz 2 [0,1,0,-2892,17100] 1 4 2Cs 
+395472 bz 3 [0,1,0,10968,144612] 1 2 2B 
+395472 bz 4 [0,1,0,-26432,-1649532] 1 2 2B 
+395472 ca 1 [0,1,0,-290192,-60224748] 1 2 2B 
+395472 ca 2 [0,1,0,-352912,-32351980] 1 4 2Cs 
+395472 ca 3 [0,1,0,-2989392,1966099860] 1 2 2B 
+395472 ca 4 [0,1,0,1280048,-245943148] 1 4 2B 
+395472 cb 1 [0,1,0,-16632,737748] 1 2 2B 
+395472 cb 2 [0,1,0,22248,3708180] 1 2 2B 
+395472 cc 1 [0,1,0,-409587612,656867337228] 1 2 2B 
+395472 cc 2 [0,1,0,1599259368,5197665050820] 1 2 2B 
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+395472 ce 1 [0,1,0,-9876032,-11234266572] 0 2 2B 
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+395472 ce 3 [0,1,0,-464736832,3855816421940] 0 2 2B 
+395472 ce 4 [0,1,0,67497408,318149751348] 0 4 2B 
+395472 cf 1 [0,1,0,-2317952,1357498548] 1 2 2B 
+395472 cf 2 [0,1,0,-2195072,1507952820] 1 2 2B 
+395472 cg 1 [0,1,0,-31616744,68419895124] 0 1 
+395472 ch 1 [0,1,0,-33474,1197459] 1 1 
+395472 ci 1 [0,1,0,-1026184,-401086732] 0 1 
+395472 cj 1 [0,1,0,-407324,-100195317] 1 1 
+395472 ck 1 [0,1,0,-700656,174991572] 0 2 2B 
+395472 ck 2 [0,1,0,-10498416,13088439252] 0 2 2B 
+395472 cl 1 [0,1,0,144584,1358719172] 0 1 
+395472 cm 1 [0,1,0,-43356,-3371508] 0 2 2B 
+395472 cm 2 [0,1,0,18384,-12138588] 0 2 2B 
+395472 cn 1 [0,1,0,-4049392436,-99183361902888] 1 1 
+395473 a 1 [1,-1,1,-18436,968046] 2 4 2B 
+395473 a 2 [1,-1,1,-19281,875096] 2 4 2Cs 
+395473 a 3 [1,-1,1,35384,4898440] 2 2 2B 
+395473 a 4 [1,-1,1,-87466,-9107188] 2 2 2B 
+395473 b 1 [1,-1,1,-9720,340138] 0 1 
+395473 c 1 [1,-1,0,-104533,8812336] 0 1 
+395474 a 1 [1,1,0,-25667,1566157] 1 1 
+395474 b 1 [1,1,1,-912,-10763] 1 1 
+395475 a 1 [0,-1,1,242,1668] 0 1 
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+395478 a 1 [1,-1,0,-780066,264971668] 0 1 
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+395478 i 1 [1,-1,1,-393799928,3007985760123] 1 1 
+395478 j 1 [1,-1,1,-18707,-834253] 1 1 
+395480 a 1 [0,1,0,-105,-485] 0 1 
+395480 b 1 [0,-1,0,-1712376,863046685] 1 1 
+395480 c 1 [0,0,0,52,-92] 0 1 
+395480 d 1 [0,-1,0,-220320,-39702100] 0 1 
+395481 a 1 [1,0,0,-849,-10278] 0 1 
+395481 b 1 [1,1,0,8,55] 1 1 
+395483 a 1 [0,-1,1,0,-333] 1 1 
+395485 a 1 [0,1,1,-4922316,4201778526] 2 1 
+395486 a 1 [1,1,0,-11686,483284] 3 1 
+395486 b 1 [1,1,0,-118429,-15735555] 1 2 2B 
+395486 b 2 [1,1,0,-111869,-17547427] 1 2 2B 
+395486 c 1 [1,-1,1,-103108,12789735] 2 1 
+395486 d 1 [1,1,1,-594,4511] 1 2 2B 
+395486 d 2 [1,1,1,1046,26815] 1 2 2B 
+395486 e 1 [1,-1,1,1986,-22175] 0 1 
+395487 a 1 [1,-1,1,-140,726] 0 1 
+395487 b 1 [0,0,1,-354,-2138] 1 1 
+395493 a 1 [0,1,1,-13935,643007] 2 1 
+395493 b 1 [0,-1,1,58,5021] 1 1 
+395493 c 1 [0,1,1,-714,-9151] 1 1 
+395494 a 1 [1,-1,0,-433,-3171] 0 2 2B 
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+395496 a 1 [0,0,0,405,8694] 0 1 
+395496 b 1 [0,0,0,45,-322] 1 1 
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+395496 d 1 [0,0,0,-60,52] 1 1 
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+395496 f 1 [0,0,0,660,-3324] 1 1 
+395497 a 1 [1,-1,1,-27,50] 1 1 
+395499 a 1 [1,1,0,-2665,51688] 0 2 2B 
+395499 a 2 [1,1,0,-1450,100531] 0 2 2B 
+395502 a 1 [1,1,0,-38927,2947365] 1 1 
+395502 b 1 [1,1,0,-1126831,-469083803] 0 1 
+395502 c 1 [1,0,1,-1161,15346] 1 3 3B.1.1 
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+395504 a 1 [0,0,0,197,-10871] 1 1 
+395504 b 1 [0,0,0,-31,73] 0 1 
+395504 c 1 [0,1,0,-427,-3540] 0 2 2B 
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+395504 e 1 [0,0,0,-4388,111964] 1 1 
+395505 a 1 [0,0,1,14307,1147414] 2 1 
+395505 b 1 [0,0,1,-243,-2032] 1 1 
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+395505 h 1 [0,0,1,-177,1410] 2 1 
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+395505 k 1 [0,0,1,-325587,-71507948] 0 1 
+395505 l 1 [1,-1,1,23332,10468892] 2 1 
+395505 m 1 [1,-1,1,-5003148893,136212586365732] 0 4 2B 
+395505 m 2 [1,-1,1,-5006907338,135997690507656] 0 4 2Cs 
+395505 m 3 [1,-1,1,-2912439083,250668151894302] 0 2 2B 
+395505 m 4 [1,-1,1,-7161510713,7573849102806] 0 2 2B 
+395505 n 1 [1,-1,1,-344183,-77633458] 1 2 2B 
+395505 n 2 [1,-1,1,-349628,-75045994] 1 4 2Cs 
+395505 n 3 [1,-1,1,-1064903,330944096] 1 2 2B 
+395505 n 4 [1,-1,1,278527,-315503728] 1 2 2B 
+395505 o 1 [1,-1,1,67,102102] 0 1 
+395505 p 1 [1,-1,1,-1688,11976] 2 1 
+395505 q 1 [1,-1,1,286537,25592942] 1 2 2B 
+395505 q 2 [1,-1,1,-1260338,214930442] 1 2 2B 
+395505 r 1 [1,-1,1,-22826858,-41982939394] 1 1 
+395505 s 1 [1,-1,1,-8267,291354] 1 2 2B 
+395505 s 2 [1,-1,1,-8672,261546] 1 4 2Cs 
+395505 s 3 [1,-1,1,16573,1483404] 1 4 2B 
+395505 s 4 [1,-1,1,-40397,-2872884] 1 2 2B 
+395505 t 1 [1,-1,1,-153406607,731369732456] 0 1 
+395505 u 1 [1,-1,1,-76296553333277,-256172126959227564646] 0 1 
+395505 v 1 [1,-1,1,-39381512,-95084973016] 0 1 
+395505 w 1 [1,-1,1,-10427,-355894] 0 2 2B 
+395505 w 2 [1,-1,1,-43232,3108314] 0 4 2Cs 
+395505 w 3 [1,-1,1,-671387,211907036] 0 4 2B 
+395505 w 4 [1,-1,1,60043,15625244] 0 2 2B 
+395505 x 1 [0,0,1,-43338,3472573] 2 1 
+395505 y 1 [0,0,1,-64458,6607298] 1 1 
+395505 z 1 [0,0,1,-223488,-45388286] 1 1 
+395505 ba 1 [0,0,1,-1421292,663196230] 2 1 
+395505 bb 1 [0,0,1,-2011392,1225483715] 1 1 
+395505 bc 1 [0,0,1,-507609642,4441782216897] 1 1 
+395505 bd 1 [1,-1,0,3060,-998325] 1 2 2B 
+395505 bd 2 [1,-1,0,-133065,-18068400] 1 4 2Cs 
+395505 bd 3 [1,-1,0,-333540,49411485] 1 2 2B 
+395505 bd 4 [1,-1,0,-2110590,-1179666585] 1 2 2B 
+395505 be 1 [1,-1,0,-73080,7111075] 0 2 2B 
+395505 be 2 [1,-1,0,69975,31459036] 0 2 2B 
+395505 bf 1 [1,-1,0,-74745,-7024050] 0 1 
+395505 bg 1 [1,-1,0,-12180285,28192194616] 0 2 2B 
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+395670 i 1 [1,1,0,-52956081367,-4690530729602219] 1 1 
+395670 j 1 [1,1,0,29038,64052916] 1 1 
+395670 k 1 [1,1,0,-36122737,-83603454689] 1 1 
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+395670 m 1 [1,1,0,-83492,-13790256] 0 1 
+395670 n 1 [1,1,0,156088,37000704] 1 2 2B 
+395670 n 2 [1,1,0,-1174912,393442504] 1 2 2B 
+395670 o 1 [1,0,1,-14388839,-28883778838] 1 1 
+395670 p 1 [1,0,1,-780574,-265523128] 1 1 3B 
+395670 p 2 [1,0,1,-29164,-748411864] 1 1 3B 
+395670 q 1 [1,0,1,-839,7346] 1 1 
+395670 r 1 [1,0,1,-86639,-4367134] 0 2 2B 
+395670 r 2 [1,0,1,-706159,225350882] 0 4 2Cs 
+395670 r 3 [1,0,1,-11257359,14536998562] 0 2 2B 
+395670 r 4 [1,0,1,-67279,618134306] 0 2 2B 
+395670 s 1 [1,0,1,-1077024,-303055634] 1 1 
+395670 t 1 [1,0,1,-1787019,-940999424] 0 1 
+395670 u 1 [1,0,1,2901,-604034] 1 1 
+395670 v 1 [1,0,1,-1034674,-326475778] 0 1 
+395670 w 1 [1,0,1,-17548,-902662] 1 2 2B 
+395670 w 2 [1,0,1,-281328,-57457094] 1 2 2B 
+395670 x 1 [1,0,1,-926643,333115726] 0 1 
+395670 y 1 [1,0,1,76777,119576378] 2 2 2B 
+395670 y 2 [1,0,1,-3223223,2156336378] 2 2 2B 
+395670 z 1 [1,0,1,-263178,53965756] 0 2 2B 
+395670 z 2 [1,0,1,-4256178,3379336156] 0 2 2B 
+395670 ba 1 [1,0,1,-8581928,9675940448] 1 3 3B.1.1 
+395670 ba 2 [1,0,1,-9879653,6556768568] 1 1 3B.1.2 
+395670 bb 1 [1,0,1,-6658,-572332] 0 2 2B 
+395670 bb 2 [1,0,1,-151858,-22758892] 0 2 2B 
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+395670 be 1 [1,0,1,41137,743906] 1 1 5B.4.1 
+395670 be 2 [1,0,1,-5059013,4379518526] 1 1 5B.4.2 
+395670 bf 1 [1,0,1,-90148,10684298] 1 1 
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+395670 bg 2 [1,0,1,-1296584578,17969844522716] 1 1 5B.4.2 
+395670 bh 1 [1,0,1,-38329778,-91365726652] 0 2 2B 
+395670 bh 2 [1,0,1,-613321778,-5846345656252] 0 2 2B 
+395670 bi 1 [1,1,1,-22206,-1033317] 1 1 
+395670 bj 1 [1,1,1,1648804,117416729] 0 2 2B 
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+395670 bm 1 [1,1,1,-125540,-18128923] 0 1 
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+395670 bs 1 [1,1,1,-13010,-572065] 0 2 2B 
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+395670 bs 3 [1,1,1,-286470,58834095] 0 2 2B 
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+395670 bt 1 [1,1,1,-22595933555,1309214085796145] 0 1 
+395670 bu 1 [1,1,1,-69880,-263553223] 0 2 2B 
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+395670 bx 1 [1,1,1,-246343655,-1488299330275] 1 2 2B 
+395670 bx 2 [1,1,1,-3941498855,-95246211250915] 1 2 2B 
+395670 by 1 [1,1,1,-113071780,-467889229675] 1 2 2B 
+395670 by 2 [1,1,1,-1814634280,-29753821729675] 1 2 2B 
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+395670 ca 1 [1,0,0,942769,3222233961] 0 2 2B 
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+395670 ca 3 [1,0,0,-439965501,3551981795055] 0 2 2B 
+395670 ca 4 [1,0,0,-75685321,-182436549349] 0 2 2B 
+395670 cb 1 [1,0,0,-125195496,434414064690] 0 1 
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+395670 cg 1 [1,0,0,52330,-4417500] 0 4 2B 
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+395670 cg 3 [1,0,0,-1878830,959637900] 0 2 2B 
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+395670 ch 1 [1,0,0,-232020,42881400] 1 1 
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+395670 ci 2 [1,0,0,-5068775,4391985225] 2 2 2B 
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+395670 cn 1 [1,0,0,9290075,-159146869375] 0 2 2B 
+395670 cn 2 [1,0,0,-390009925,-2870473729375] 0 2 2B 
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+395670 cp 3 [1,0,0,-10796530,7757174690] 0 2 2B 
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+395675 a 1 [0,0,1,-13962138925,-635002847564094] 1 1 
+395675 b 1 [0,1,1,-3518736958,80338178361494] 0 1 
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+395675 j 1 [1,0,0,-1338,3667] 2 2 2B 
+395675 j 2 [1,0,0,-16213,792042] 2 2 2B 
+395675 k 1 [1,0,0,-2113763,-1183031858] 2 1 
+395675 l 1 [1,0,0,-4147263,3205616392] 1 2 2B 
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+395675 r 1 [1,-1,1,-866305,308950072] 1 2 2B 
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+395675 s 1 [1,-1,1,-580,5492] 1 1 
+395675 t 1 [1,-1,1,2465,-40008] 1 1 
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+395675 w 1 [1,-1,1,50,102] 1 1 
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+395675 z 1 [1,1,1,-65563,-1323344] 0 2 2B 
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+395675 ba 1 [1,1,1,-103574388,405676352906] 1 1 
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+395675 bd 1 [1,1,1,-153587463,-732689037844] 1 2 2B 
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+395675 be 2 [1,1,1,-7498,190756] 1 2 2B 
+395675 bf 1 [1,1,1,-84638,-9382094] 1 2 2B 
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+395675 bh 1 [0,1,1,-70233,-7154556] 0 1 3B 
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+395675 bm 1 [0,-1,1,-5911033,-3463425407] 0 1 3B 
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+395675 bp 1 [0,0,1,-17150,-525219] 0 1 
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+395675 bu 1 [0,1,1,-15843,-797786] 0 1 3B 
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+395675 bv 2 [0,1,1,-20932838383,1165702284069894] 1 1 3B 
+395675 bw 1 [0,1,1,44917,12191869] 0 1 3B 
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+395675 bz 1 [1,-1,0,-6967,-720434] 0 1 
+395675 ca 1 [1,0,1,-263401,-51897177] 1 2 2B 
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+395675 cb 1 [1,0,1,104099,-36131427] 1 1 
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+395675 cj 1 [1,-1,0,-34652,2478531] 0 2 2B 
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+395675 ck 1 [1,-1,0,21208,-3889509] 1 2 2B 
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+395675 ck 3 [1,-1,0,-1007792,332507741] 1 2 2B 
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+395686 a 1 [1,1,0,-81824,-8858624] 1 1 2Cn 
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+395850 dj 1 [1,0,1,124249,7823648] 1 1 
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+395850 du 1 [1,0,1,7249,568898] 1 1 
+395850 dv 1 [1,1,1,-31735388,58904172281] 0 2 2B 
+395850 dv 2 [1,1,1,55300862,325235097281] 0 2 2B 
+395850 dw 1 [1,1,1,-10457755328,-411633229052959] 0 1 
+395850 dx 1 [1,1,1,549787,195941531] 0 2 2B 
+395850 dx 2 [1,1,1,-3590713,1959794531] 0 4 2Cs 
+395850 dx 3 [1,1,1,-53344963,149928934031] 0 2 2B 
+395850 dx 4 [1,1,1,-20084463,-33039942969] 0 2 2B 
+395850 dy 1 [1,1,1,11585437,2853063281] 0 2 2B 
+395850 dy 2 [1,1,1,-47239063,22971042281] 0 4 2Cs 
+395850 dy 3 [1,1,1,-568170313,5204153254781] 0 2 2B 
+395850 dy 4 [1,1,1,-467499813,-3869484024219] 0 2 2B 
+395850 dz 1 [1,1,1,44787,-90275469] 0 2 2B 
+395850 dz 2 [1,1,1,-2767713,-1727150469] 0 4 2Cs 
+395850 dz 3 [1,1,1,-6573963,4050737031] 0 2 2B 
+395850 dz 4 [1,1,1,-43961463,-112208787969] 0 2 2B 
+395850 ea 1 [1,1,1,-11108,451181] 1 1 
+395850 eb 1 [1,1,1,-17563,1560281] 0 2 2B 
+395850 eb 2 [1,1,1,-336063,74815281] 0 2 2B 
+395850 ec 1 [1,1,1,-312963,-67594119] 1 1 
+395850 ed 1 [1,1,1,-218043,37407561] 1 1 3B 
+395850 ed 2 [1,1,1,-2847618,-1840719729] 1 1 3B 
+395850 ee 1 [1,1,1,14437,-9341719] 1 1 
+395850 ef 1 [1,1,1,-95256263,-2392107025219] 0 1 
+395850 eg 1 [1,1,1,-325518,-71640879] 1 1 
+395850 eh 1 [1,1,1,-5030213,-4344483469] 0 1 
+395850 ei 1 [1,1,1,7128437,-14794907719] 0 1 
+395850 ej 1 [1,1,1,-3533088,2388265281] 2 2 2B 
+395850 ej 2 [1,1,1,-55501088,159123753281] 2 2 2B 
+395850 ek 1 [1,1,1,-718612888,-7405974527719] 0 2 2B 
+395850 ek 2 [1,1,1,-924657888,-2815291927719] 0 2 2B 
+395850 el 1 [1,1,1,-76178,1888031] 2 2 2B 
+395850 el 2 [1,1,1,295022,15251231] 2 2 2B 
+395850 em 1 [1,1,1,-7263,-420219] 0 1 
+395850 en 1 [1,1,1,-6328713,6893159031] 0 2 2B 3B 
+395850 en 2 [1,1,1,-104743713,412559789031] 0 2 2B 3B 
+395850 en 3 [1,1,1,42240912,-24046876719] 0 2 2B 3B 
+395850 en 4 [1,1,1,-173759088,-195118876719] 0 2 2B 3B 
+395850 eo 1 [1,1,1,-62083438,195063023531] 0 2 2B 3B 
+395850 eo 2 [1,1,1,-1003275438,12231026319531] 0 4 2Cs 3B 
+395850 eo 3 [1,1,1,311572187,561839783531] 0 2 2B 3B 
+395850 eo 4 [1,1,1,-16052400438,782806422819531] 0 2 2B 3B 
+395850 eo 5 [1,1,1,-1013222438,11976104603531] 0 2 2B 3B 
+395850 eo 6 [1,1,1,-1294059813,4572708519531] 0 4 2Cs 3B 
+395850 eo 7 [1,1,1,-16057899813,782243216679531] 0 2 2B 3B 
+395850 eo 8 [1,1,1,-12220331813,-516370087896469] 0 2 2B 3B 
+395850 ep 1 [1,1,1,1312,87281] 0 2 2B 
+395850 ep 2 [1,1,1,-23188,1263281] 0 4 2Cs 
+395850 ep 3 [1,1,1,-364438,84528281] 0 2 2B 
+395850 ep 4 [1,1,1,-73938,-6247719] 0 2 2B 
+395850 eq 1 [1,1,1,-3138198,2138448531] 1 2 2B 
+395850 eq 2 [1,1,1,-3219398,2021845331] 1 2 2B 
+395850 er 1 [1,1,1,3237,-26469] 1 1 
+395850 es 1 [1,1,1,5343813559162,1189109901260774531] 0 1 
+395850 et 1 [1,1,1,-61088,-5846719] 0 1 
+395850 eu 1 [1,1,1,2537,110381] 1 1 
+395850 ev 1 [1,1,1,-3543138,2500706031] 0 1 
+395850 ew 1 [1,1,1,-1459758,678234861] 0 1 3B 
+395850 ew 2 [1,1,1,-1579683,560109321] 0 1 3B 
+395850 ex 1 [1,1,1,-285278,51486941] 1 1 
+395850 ey 1 [1,1,1,-2015013,1098974781] 1 1 
+395850 ez 1 [1,1,1,1949612,-321850219] 1 1 
+395850 fa 1 [1,1,1,-183938,-36217969] 0 2 2B 
+395850 fa 2 [1,1,1,-3095938,-2097913969] 0 2 2B 
+395850 fb 1 [1,1,1,-3413,-78829] 0 1 
+395850 fc 1 [1,1,1,-812823,281721711] 0 1 
+395850 fd 1 [1,1,1,-262973,51795731] 1 2 2B 
+395850 fd 2 [1,1,1,-257173,54196931] 1 2 2B 
+395850 fe 1 [1,1,1,89712,-36760719] 1 2 2B 
+395850 fe 2 [1,1,1,-1262288,-501848719] 1 4 2Cs 
+395850 fe 3 [1,1,1,-4421288,3010959281] 1 2 2B 
+395850 fe 4 [1,1,1,-19735288,-33753248719] 1 2 2B 
+395850 ff 1 [1,1,1,7162,-195469] 0 2 2B 
+395850 ff 2 [1,1,1,-38338,-1833469] 0 2 2B 
+395850 fg 1 [1,1,1,-149363,19416881] 2 1 
+395850 fh 1 [1,1,1,4362,168531] 0 1 
+395850 fi 1 [1,1,1,-8335445138,312914522176031] 0 2 2B 
+395850 fi 2 [1,1,1,-135881285138,19278980930176031] 0 2 2B 
+395850 fj 1 [1,1,1,149377769437,-698460803702719] 0 1 
+395850 fk 1 [1,1,1,-210949388,-1179364075219] 0 1 
+395850 fl 1 [1,1,1,-1413,19851] 2 1 
+395850 fm 1 [1,1,1,-1386938,-621559969] 0 1 
+395850 fn 1 [1,1,1,-68823,-6227859] 1 1 
+395850 fo 1 [1,1,1,-71938,7343531] 0 2 2B 
+395850 fo 2 [1,1,1,-122688,-4430469] 0 2 2B 
+395850 fp 1 [1,1,1,477687,142847031] 1 1 
+395850 fq 1 [1,1,1,69812,29314781] 0 2 2B 
+395850 fq 2 [1,1,1,-1104688,414550781] 0 2 2B 
+395850 fr 1 [1,1,1,21987,10788531] 0 1 
+395850 fs 1 [1,1,1,-98,341] 0 1 
+395850 ft 1 [1,1,1,-791063,175216781] 1 1 
+395850 fu 1 [1,1,1,27764437,-138459311719] 0 2 2B 
+395850 fu 2 [1,1,1,-292235563,-1695579311719] 0 4 2Cs 
+395850 fu 3 [1,1,1,-1184035563,13941241888281] 0 2 2B 
+395850 fu 4 [1,1,1,-4520435563,-116981680511719] 0 2 2B 
+395850 fv 1 [1,1,1,-128688,18360081] 1 1 
+395850 fw 1 [1,1,1,-136414688,-1004925032719] 1 2 2B 
+395850 fw 2 [1,1,1,-2549819188,-49543316336719] 1 4 2Cs 
+395850 fw 3 [1,1,1,-2920562938,-34193042111719] 1 2 2B 
+395850 fw 4 [1,1,1,-40793547438,-3171302365927719] 1 2 2B 
+395850 fx 1 [1,1,1,-4675313,3826582031] 0 2 2B 
+395850 fx 2 [1,1,1,-9675313,-5803417969] 0 4 2Cs 
+395850 fx 3 [1,1,1,32849687,-42970267969] 0 2 2B 
+395850 fx 4 [1,1,1,-132200313,-584856567969] 0 2 2B 
+395850 fy 1 [1,1,1,-1473829938,-23261210967969] 0 1 
+395850 fz 1 [1,1,1,-145093,21414821] 0 1 
+395850 ga 1 [1,0,0,-38213,1932417] 2 2 2B 
+395850 ga 2 [1,0,0,-241213,-44148583] 2 2 2B 
+395850 gb 1 [1,0,0,2912,935792] 0 2 2B 
+395850 gb 2 [1,0,0,-127588,16987292] 0 2 2B 
+395850 gc 1 [1,0,0,-2338,43292] 1 1 
+395850 gd 1 [1,0,0,-517563,-143350383] 0 2 2B 
+395850 gd 2 [1,0,0,-549563,-124630383] 0 4 2Cs 
+395850 gd 3 [1,0,0,-2811563,1705327617] 0 2 2B 
+395850 gd 4 [1,0,0,1200437,-756380383] 0 2 2B 
+395850 ge 1 [1,0,0,16187,-1880383] 0 2 2B 
+395850 ge 2 [1,0,0,-165813,-22810383] 0 2 2B 
+395850 gf 1 [1,0,0,-10203,-397503] 1 2 2B 
+395850 gf 2 [1,0,0,-9503,-454203] 1 2 2B 
+395850 gg 1 [1,0,0,-236821388,-1390275466608] 1 2 2B 
+395850 gg 2 [1,0,0,-3779761388,-89442963286608] 1 2 2B 
+395850 gh 1 [1,0,0,-35967938,-82471400508] 1 2 2B 
+395850 gh 2 [1,0,0,-12419938,-188884812508] 1 2 2B 
+395850 gi 1 [1,0,0,-1413,567] 0 1 
+395850 gj 1 [1,0,0,-3256663,2258631017] 1 1 
+395850 gk 1 [1,0,0,1632,64512] 1 1 
+395850 gl 1 [1,0,0,-636188,195070992] 2 4 2B 
+395850 gl 2 [1,0,0,-798188,87988992] 2 4 2Cs 
+395850 gl 3 [1,0,0,3004312,684981492] 2 2 2B 
+395850 gl 4 [1,0,0,-7192688,-7361603508] 2 2 2B 
+395850 gm 1 [1,0,0,-398730338,-3800703243708] 1 2 2B 
+395850 gm 2 [1,0,0,-6796394338,-215646551275708] 1 2 2B 
+395850 gn 1 [1,0,0,-99136888,-379935260608] 1 1 
+395850 go 1 [1,0,0,-8842588,18982391792] 1 1 
+395850 gp 1 [1,0,0,-1715013,-867121983] 0 1 
+395850 gq 1 [1,0,0,-65013,-3544983] 0 1 
+395850 gr 1 [1,0,0,-7013,251517] 1 2 2B 
+395850 gr 2 [1,0,0,-115763,15150267] 1 2 2B 
+395850 gs 1 [1,0,0,-639078,-91347228] 1 2 2B 
+395850 gs 2 [1,0,0,2228122,-684857628] 1 2 2B 
+395850 gt 1 [1,0,0,9037,168417] 1 2 2B 
+395850 gt 2 [1,0,0,-40963,1418417] 1 4 2Cs 
+395850 gt 3 [1,0,0,-548463,156205917] 1 4 2B 
+395850 gt 4 [1,0,0,-333463,-73169083] 1 2 2B 
+395850 gu 1 [1,0,0,-1658138,-821838108] 0 1 
+395850 gv 1 [1,0,0,-19488,1636992] 2 1 
+395850 gw 1 [1,0,0,-191218,60492932] 1 1 
+395850 gx 1 [1,0,0,-508,-208] 1 1 
+395850 gy 1 [1,0,0,-138438,37659492] 1 2 2B 
+395850 gy 2 [1,0,0,-2730438,1735419492] 1 4 2Cs 
+395850 gy 3 [1,0,0,-43680438,111112869492] 1 2 2B 
+395850 gy 4 [1,0,0,-3252438,1024977492] 1 2 2B 
+395850 gz 1 [1,0,0,-84341088,-325736216208] 0 2 2B 
+395850 gz 2 [1,0,0,-1383866588,-19814720139708] 0 2 2B 
+395850 ha 1 [1,0,0,-38021813,-90469708383] 0 2 2B 
+395850 ha 2 [1,0,0,-608773813,-5781437900383] 0 2 2B 
+395850 hb 1 [1,0,0,-393638,1100417892] 1 1 
+395850 hc 1 [1,0,0,-12069588,-16140356208] 1 2 2B 
+395850 hc 2 [1,0,0,-12197588,-15780548208] 1 4 2Cs 
+395850 hc 3 [1,0,0,-32497588,50377151792] 1 2 2B 
+395850 hc 4 [1,0,0,6054412,-58910024208] 1 2 2B 
+395850 hd 1 [1,0,0,-3588,363792] 0 2 2B 
+395850 hd 2 [1,0,0,-101588,12417792] 0 4 2Cs 
+395850 hd 3 [1,0,0,-1624088,796505292] 0 2 2B 
+395850 hd 4 [1,0,0,-147088,178292] 0 2 2B 
+395850 he 1 [1,0,0,-118846013,449959400817] 1 1 
+395850 hf 1 [1,0,0,-642263,50407017] 1 3 3B.1.1 
+395850 hf 2 [1,0,0,-30657263,-65336617983] 1 1 3B.1.2 
+395850 hg 1 [1,0,0,-9153,3013257] 1 1 
+395850 hh 1 [1,0,0,-25858938,50661291492] 1 1 
+395850 hi 1 [1,0,0,-98,-378] 1 1 
+395850 hj 1 [1,0,0,-308763,-49838733] 0 1 
+395850 hk 1 [1,0,0,-258728588,-1601845316208] 1 2 2B 
+395850 hk 2 [1,0,0,-259066588,-1597450302208] 1 4 2Cs 
+395850 hk 3 [1,0,0,-406662088,429183508292] 1 2 2B 
+395850 hk 4 [1,0,0,-116879088,-3342801864708] 1 2 2B 
+395850 hl 1 [1,0,0,-11276713,-13003020583] 1 2 2B 
+395850 hl 2 [1,0,0,-44044713,98834163417] 1 4 2Cs 
+395850 hl 3 [1,0,0,-680652713,6834783411417] 1 2 2B 
+395850 hl 4 [1,0,0,68275287,520595763417] 1 2 2B 
+395850 hm 1 [1,0,0,-143063,-2569383] 1 2 2B 
+395850 hm 2 [1,0,0,567437,-20331883] 1 2 2B 
+395850 hn 1 [1,0,0,-162488,25286592] 1 1 
+395850 ho 1 [1,0,0,-30653013,-65324293983] 0 2 2B 
+395850 ho 2 [1,0,0,-30788013,-64719898983] 0 2 2B 
+395850 hp 1 [1,0,0,-17331138,40098949992] 1 1 
+395850 hq 1 [1,0,0,-8599938,9706418892] 1 1 
+395850 hr 1 [1,0,0,-6555688,-6489488758] 0 1 
+395850 hs 1 [1,0,0,-686588,-228212208] 0 1 
+395850 ht 1 [1,0,0,-7013,225417] 0 3 3B.1.1 
+395850 ht 2 [1,0,0,-18263,-652533] 0 1 3B.1.2 
+395850 hu 1 [1,0,0,808937,1100112617] 1 2 2B 
+395850 hu 2 [1,0,0,-12313063,15389970617] 1 4 2Cs 
+395850 hu 3 [1,0,0,-192902563,1031205908117] 1 2 2B 
+395850 hu 4 [1,0,0,-41675563,-85822566883] 1 2 2B 
+395850 hv 1 [1,0,0,-327730194138,72214200060353892] 1 2 2B 
+395850 hv 2 [1,0,0,-327057914138,72525218973593892] 1 2 2B 
+395850 hw 1 [1,0,0,307987,185584017] 1 2 2B 
+395850 hw 2 [1,0,0,-3607013,2366239017] 1 2 2B 
+395850 hx 1 [1,0,0,-12513,-124983] 0 1 
+395850 hy 1 [1,0,0,331187,162714617] 0 1 
+395850 hz 1 [1,0,0,-3688,62492] 0 2 2B 
+395850 hz 2 [1,0,0,-54438,4883742] 0 2 2B 
+395855 a 1 [1,1,1,-665,-6170] 0 2 2B 
+395855 a 2 [1,1,1,-10320,-407818] 0 2 2B 
+395855 b 1 [1,0,1,3581,-240383] 1 1 
+395856 a 1 [0,0,0,-219,-4534] 1 1 
+395856 b 1 [0,0,0,-8976,320555] 1 2 2B 
+395856 b 2 [0,0,0,-19911,-613294] 1 2 2B 
+395856 c 1 [0,0,0,-46803,3902866] 0 1 
+395856 d 1 [0,0,0,1257,23906] 1 1 
+395856 e 1 [0,0,0,184389,60555242] 0 1 
+395857 a 1 [1,-1,1,-496407,-46948330] 0 2 2B 
+395857 a 2 [1,-1,1,-4376272,3491488550] 0 2 2B 
+395857 b 1 [0,0,1,-59764,-5628676] 0 1 
+395857 c 1 [1,0,1,-766,79539] 0 2 2B 
+395857 c 2 [1,0,1,-32831,2272785] 0 2 2B 
+395859 a 1 [0,1,1,-70202,7132052] 2 1 
+395862 a 1 [1,1,0,-785,13833] 2 1 
+395862 b 1 [1,1,0,-2031987,755557677] 0 1 
+395862 c 1 [1,1,0,252,270] 0 1 
+395862 d 1 [1,0,1,-265,-628] 2 1 
+395862 e 1 [1,0,1,-131,566] 0 1 
+395862 f 1 [1,1,1,-54,2355] 3 1 
+395862 g 1 [1,1,1,-152329,-22946953] 1 1 
+395862 h 1 [1,0,0,-605220,181256976] 2 1 
+395862 i 1 [1,0,0,142,1668] 2 1 
+395862 j 1 [1,0,0,10132,-889440] 2 1 
+395862 k 1 [1,0,0,-54127,-4852807] 0 1 
+395862 l 1 [1,0,0,-36024,-2626284] 0 1 
+395863 a 1 [0,-1,1,-33259,2345716] 1 1 
+395864 a 1 [0,1,0,-4863,-132986] 1 1 
+395865 a 1 [0,0,1,153,-29680] 1 1 
+395865 b 1 [1,-1,1,-128,856] 2 1 
+395865 c 1 [1,-1,1,-457457,-118978194] 1 1 
+395865 d 1 [0,0,1,-588,5508] 2 1 
+395865 e 1 [0,0,1,-7149468,-7357984736] 0 1 
+395865 f 1 [0,0,1,-26418,-1761422] 1 1 
+395865 g 1 [0,0,1,6027,-1323797] 0 1 
+395865 h 1 [0,0,1,-693597,-223708055] 0 1 
+395868 a 1 [0,1,0,-100,-604] 1 1 
+395869 a 1 [1,0,1,-357,-2607] 1 1 
+395870 a 1 [1,0,0,-261,-1409] 0 1 
+395870 b 1 [1,0,0,-171430,27297252] 1 1 
+395871 a 1 [1,1,0,-5366,-52443] 1 1 
+395871 b 1 [1,0,1,-110,137] 1 1 
+395872 a 1 [0,-1,0,8159,217937] 2 1 
+395872 b 1 [0,-1,0,-45,-347] 1 1 
+395872 c 1 [0,1,0,8159,-217937] 2 1 
+395872 d 1 [0,1,0,-45,347] 0 1 
+395874 a 1 [1,-1,0,-1014,7892] 0 1 
+395874 b 1 [1,-1,1,-113,-255] 1 1 
+395876 a 1 [0,0,0,1049,38782] 1 1 
+395876 b 1 [0,1,0,-5957,357604] 3 1 
+395876 c 1 [0,-1,0,876,5128] 1 1 
+395876 d 1 [0,-1,0,460,-4232] 1 1 
+395876 e 1 [0,1,0,-889541,-392528857] 0 1 
+395877 a 1 [1,0,0,-17,-42] 2 1 
+395878 a 1 [1,0,1,249,1226] 1 1 
+395878 b 1 [1,-1,0,-112,200] 1 1 
+395878 c 1 [1,0,0,-375120,-88438624] 0 1 
+395879 a 1 [0,-1,1,198,-63228] 2 1 
+395879 b 1 [1,-1,1,-428694,-107929756] 1 1 
+395879 c 1 [0,0,1,46,110] 1 1 
+395880 a 1 [0,-1,0,-40,37] 2 1 
+395880 b 1 [0,-1,0,-29275,2185000] 0 2 2B 
+395880 b 2 [0,-1,0,-484900,130124500] 0 2 2B 
+395880 c 1 [0,1,0,-44100,3549825] 2 1 
+395882 a 1 [1,0,1,-6501,201032] 0 3 3B.1.1 
+395882 a 2 [1,0,1,-22876,-1114470] 0 1 3B.1.2 
+395882 b 1 [1,0,1,-3562275,-2627872546] 1 1 
+395883 a 1 [1,-1,1,-24734,1503388] 0 2 2B 
+395883 a 2 [1,-1,1,-24599,1520506] 0 2 2B 
+395883 b 1 [1,-1,0,-2748,-54765] 0 2 2B 
+395883 b 2 [1,-1,0,-2733,-55404] 0 2 2B 
+395884 a 1 [0,0,0,-32,-252] 1 1 
+395885 a 1 [1,1,1,-606,4978] 1 1 
+395885 b 1 [1,1,1,-1806,-43822] 1 2 2B 
+395885 b 2 [1,1,1,-32431,-2261072] 1 2 2B 
+395885 c 1 [1,0,1,-1534,-16229] 0 1 
+395886 a 1 [1,1,0,-1840,138496] 0 1 
+395886 b 1 [1,1,1,-2749,34259] 1 1 
+395886 c 1 [1,0,0,-1592,23616] 1 1 
+395889 a 1 [1,1,0,1,-30] 0 1 
+395890 a 1 [1,-1,0,-550,117940] 2 1 
+395890 b 1 [1,-1,0,-7616539,-8656964555] 1 1 
+395890 c 1 [1,-1,0,-5719795,5266345125] 0 2 2B 
+395890 c 2 [1,-1,0,-6091895,4542461785] 0 2 2B 
+395890 d 1 [1,-1,1,2547,321387] 0 1 
+395890 e 1 [1,1,1,-17854010,20917212615] 2 1 
+395890 f 1 [1,-1,1,-5703,21887] 0 2 2B 
+395890 f 2 [1,-1,1,-66703,6634287] 0 2 2B 
+395890 g 1 [1,-1,1,-4362,-116251] 1 2 2B 
+395890 g 2 [1,-1,1,-70912,-7250411] 1 2 2B 
+395890 h 1 [1,-1,1,-14302,-1375891] 0 4 2B 
+395890 h 2 [1,-1,1,-292782,-60859219] 0 4 2Cs 
+395890 h 3 [1,-1,1,-357682,-31835939] 0 2 2B 
+395890 h 4 [1,-1,1,-4683562,-3900157251] 0 2 2B 
+395890 i 1 [1,0,0,2319,-9194839] 0 1 
+395890 j 1 [1,-1,1,-5072082,3309577681] 1 1 
+395892 a 1 [0,0,0,744,272365] 1 2 2B 
+395892 a 2 [0,0,0,-58791,5356654] 1 2 2B 
+395892 b 1 [0,0,0,-78636,-10236175] 0 2 2B 
+395892 b 2 [0,0,0,-1328871,-589595074] 0 2 2B 
+395892 c 1 [0,0,0,-936,10341] 1 1 
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+396150 c 1 [1,1,0,-3407420,-2422374750] 1 1 
+396150 d 1 [1,1,0,-17825,-679125] 1 1 
+396150 e 1 [1,1,0,-625,293125] 2 2 2B 
+396150 e 2 [1,1,0,-70125,7034625] 2 2 2B 
+396150 f 1 [1,1,0,-25134950,47988931500] 0 1 
+396150 g 1 [1,1,0,-4042400,-2997120000] 1 2 2B 
+396150 g 2 [1,1,0,2357600,-11592320000] 1 2 2B 
+396150 h 1 [1,1,0,-2875,-21875] 2 2 2B 
+396150 h 2 [1,1,0,-25375,1530625] 2 2 2B 
+396150 i 1 [1,1,0,-195339275,1050748600125] 1 2 2B 
+396150 i 2 [1,1,0,-195617275,1047607478125] 1 2 2B 
+396150 j 1 [1,1,0,-1350,18540] 1 1 
+396150 k 1 [1,1,0,-120,-4800] 0 1 
+396150 l 1 [1,1,0,-128525,95308125] 1 2 2B 
+396150 l 2 [1,1,0,-4016525,3085180125] 1 2 2B 
+396150 m 1 [1,1,0,-81075,-1897875] 0 1 
+396150 n 1 [1,1,0,-47750,6580500] 1 1 
+396150 o 1 [1,1,0,-307259250,-1166519623500] 2 2 2B 
+396150 o 2 [1,1,0,-2227259250,39635400376500] 2 2 2B 
+396150 p 1 [1,1,0,-1408525,-644019875] 1 2 2B 
+396150 p 2 [1,1,0,-22536525,-41188651875] 1 2 2B 
+396150 q 1 [1,1,0,-1771550,906496500] 1 2 2B 
+396150 q 2 [1,1,0,-2049550,602642500] 1 2 2B 
+396150 r 1 [1,1,0,-4501375,3670253125] 0 2 2B 
+396150 r 2 [1,1,0,-72001375,235127753125] 0 2 2B 
+396150 s 1 [1,0,1,-30023951,-63324160702] 1 2 2B 
+396150 s 2 [1,0,1,-480383951,-4052613040702] 1 2 2B 
+396150 t 1 [1,0,1,-259582751,2579609854898] 0 2 2B 
+396150 t 2 [1,0,1,-4814334751,128536721662898] 0 2 2B 
+396150 u 1 [1,0,1,-21510201,38391695548] 1 3 3B.1.1 
+396150 u 2 [1,0,1,-50439576,-83970178202] 1 1 3B.1.2 
+396150 v 1 [1,0,1,-8701,-294952] 1 1 
+396150 w 1 [1,0,1,-3314042596,72870975794708] 0 1 
+396150 x 1 [1,0,1,-324751,1768898] 0 2 2B 
+396150 x 2 [1,0,1,-3524751,-2539031102] 0 4 2Cs 
+396150 x 3 [1,0,1,-1904751,-4881551102] 0 2 2B 
+396150 x 4 [1,0,1,-56344751,-162794911102] 0 2 2B 
+396150 y 1 [1,0,1,-626,-5002] 2 1 
+396150 z 1 [1,0,1,12099,-1112552] 1 2 2B 
+396150 z 2 [1,0,1,-115901,-13144552] 1 4 2Cs 
+396150 z 3 [1,0,1,-495901,121375448] 1 2 2B 
+396150 z 4 [1,0,1,-1783901,-917200552] 1 2 2B 
+396150 ba 1 [1,0,1,-116576,11030798] 0 1 
+396150 bb 1 [1,0,1,-749951,-250018702] 1 1 
+396150 bc 1 [1,0,1,-77803501,-269280055852] 1 2 2B 
+396150 bc 2 [1,0,1,-1251554251,-17042178273352] 1 2 2B 
+396150 bd 1 [1,0,1,-906126,-500764352] 1 2 2B 
+396150 bd 2 [1,0,1,-16458126,-25695004352] 1 2 2B 
+396150 be 1 [1,0,1,71249,250690898] 1 2 2B 
+396150 be 2 [1,0,1,-5558251,4923175898] 1 2 2B 
+396150 bf 1 [1,0,1,-250951,-52194202] 1 1 
+396150 bg 1 [1,0,1,39,508] 1 1 
+396150 bh 1 [1,0,1,-217376,-38195602] 0 2 2B 
+396150 bh 2 [1,0,1,-3457376,-2474675602] 0 2 2B 
+396150 bi 1 [1,0,1,-1426,-20752] 0 2 2B 
+396150 bi 2 [1,0,1,-2176,3248] 0 2 2B 
+396150 bj 1 [1,0,1,-10963626,-20038490852] 1 2 2B 
+396150 bj 2 [1,0,1,-195795626,-1054358362852] 1 4 2Cs 
+396150 bj 3 [1,0,1,-216315626,-819855802852] 1 2 2B 
+396150 bj 4 [1,0,1,-3132587626,-67484593402852] 1 2 2B 
+396150 bk 1 [1,1,1,-646563,-170182719] 1 2 2B 
+396150 bk 2 [1,1,1,-2896563,1733317281] 1 2 2B 
+396150 bl 1 [1,1,1,-10038,-421569] 0 1 
+396150 bm 1 [1,1,1,987,63531] 0 1 
+396150 bn 1 [1,1,1,-29998,-2012149] 2 1 
+396150 bo 1 [1,1,1,627937,257553281] 0 2 2B 
+396150 bo 2 [1,1,1,-4292813,2629354781] 0 2 2B 
+396150 bp 1 [1,1,1,180852707187,-157020282662105469] 0 2 2B 3B 
+396150 bp 2 [1,1,1,-3492467484813,-2366588497913561469] 0 2 2B 3B 
+396150 bp 3 [1,1,1,-17392092787188,-27931144224588534219] 0 2 2B 3B 
+396150 bp 4 [1,1,1,-278311356019188,-1787082214600426230219] 0 2 2B 3B 
+396150 bq 1 [1,1,1,-4663,86381] 1 1 
+396150 br 1 [1,1,1,-82851064888,9108871974338531] 1 1 
+396150 bs 1 [1,1,1,-12413,-537469] 1 2 2B 
+396150 bs 2 [1,1,1,-12913,-492469] 1 4 2Cs 
+396150 bs 3 [1,1,1,-55663,4552031] 1 2 2B 
+396150 bs 4 [1,1,1,21837,-2646969] 1 2 2B 
+396150 bt 1 [1,1,1,-37588,2725781] 1 2 2B 
+396150 bt 2 [1,1,1,-85588,-5722219] 1 2 2B 
+396150 bu 1 [1,1,1,-15638,-625219] 1 1 
+396150 bv 1 [1,1,1,-348,-2499] 2 1 
+396150 bw 1 [1,1,1,-860408,306789401] 2 1 3B 
+396150 bw 2 [1,1,1,-2017583,-672568459] 2 1 3B 
+396150 bx 1 [1,1,1,-1200958,-507073669] 1 2 2B 
+396150 bx 2 [1,1,1,-19215358,-32428590469] 1 2 2B 
+396150 by 1 [1,1,1,-384063,-46074219] 0 2 2B 3B 
+396150 by 2 [1,1,1,1303437,-339699219] 0 2 2B 3B 
+396150 by 3 [1,1,1,-26568438,-52721555469] 0 2 2B 3B 
+396150 by 4 [1,1,1,-26448438,-53221235469] 0 2 2B 3B 
+396150 bz 1 [1,1,1,-7562063,-12407314219] 1 4 2B 
+396150 bz 2 [1,1,1,-138634063,-628183570219] 1 4 2Cs 
+396150 bz 3 [1,1,1,-156426063,-456704274219] 1 2 2B 
+396150 bz 4 [1,1,1,-2217994063,-40206721810219] 1 2 2B 
+396150 ca 1 [1,0,0,-3243,-15183] 1 1 
+396150 cb 1 [1,0,0,-33763,2385017] 0 1 
+396150 cc 1 [1,0,0,-9640613,11535000717] 1 1 
+396150 cd 1 [1,0,0,-3013,-593983] 0 1 
+396150 ce 1 [1,0,0,-423188,77614992] 2 2 2B 
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+396150 ce 3 [1,0,0,-100080188,385354897992] 2 2 2B 
+396150 ce 4 [1,0,0,-5742188,7048987992] 2 2 2B 
+396150 cf 1 [1,0,0,-80813,6433617] 1 2 2B 
+396150 cf 2 [1,0,0,-1192813,501273617] 1 2 2B 
+396150 cg 1 [1,0,0,-532563,147379617] 1 2 2B 
+396150 cg 2 [1,0,0,-1072563,-202000383] 1 2 2B 
+396150 ch 1 [1,0,0,-961088,-360326208] 0 2 2B 
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+396150 ci 1 [1,0,0,-1005398,383911452] 1 1 
+396150 cj 1 [1,0,0,204187,16399617] 0 2 2B 
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+396150 ck 1 [1,0,0,-85185513,-302626472733] 1 1 
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+396153 a 1 [0,0,1,-201,1791] 0 1 
+396154 a 1 [1,0,1,-17548,896850] 2 1 
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+396154 f 1 [1,0,0,-102792,-12662440] 1 1 
+396154 g 1 [1,1,1,1994,22045] 1 1 
+396157 a 1 [1,1,0,-14,-43] 0 1 
+396159 a 1 [0,-1,1,-2457697,1239967554] 0 1 
+396159 b 1 [0,1,1,-3523,78868] 1 1 
+396159 c 1 [0,1,1,-171,-682] 1 1 
+396162 a 1 [1,-1,0,-2598,-57420] 1 2 2B 
+396162 a 2 [1,-1,0,-43158,-3440124] 1 2 2B 
+396162 b 1 [1,-1,0,-1413,924885] 1 2 2B 
+396162 b 2 [1,-1,0,-151173,22400469] 1 2 2B 
+396162 c 1 [1,-1,0,-1035,-3443] 1 1 
+396162 d 1 [1,-1,0,-588474,173866932] 0 1 
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+396162 f 1 [1,-1,1,-3359,57223] 1 2 2B 
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+396162 g 1 [1,-1,1,-23384,1573723] 0 2 2B 
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+396163 a 1 [1,1,1,-8,28] 1 1 
+396168 a 1 [0,-1,0,-135240,-19074564] 1 2 2B 
+396168 a 2 [0,-1,0,-174080,-7189524] 1 2 2B 
+396170 a 1 [1,-1,0,-42479,1239085] 0 2 2B 
+396170 a 2 [1,-1,0,-370159,-85727187] 0 4 2Cs 
+396170 a 3 [1,-1,0,-77039,-218041555] 0 4 2B 
+396170 a 4 [1,-1,0,-5906159,-5523186387] 0 2 2B 
+396170 b 1 [1,0,0,412829,-152207999] 0 1 
+396171 a 1 [0,0,1,6,-30] 1 1 
+396171 b 1 [0,0,1,324,20837] 0 1 
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+396180 a 1 [0,0,0,-360588,83342113] 1 2 2B 
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+396186 a 1 [1,1,0,-1372,-11120] 2 2 2B 
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+396198 d 1 [1,-1,0,-296600847,1911106118303] 1 3 3B.1.1 
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+396198 u 1 [1,-1,1,-10697,-412855] 1 1 
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+396198 z 1 [1,-1,1,-32955650,-70770722869] 0 1 3B.1.2 
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+396198 ba 1 [1,-1,1,-50,-47] 1 1 
+396198 bb 1 [1,-1,1,-7847587235,101864627082595] 1 1 
+396198 bc 1 [1,-1,1,-50,13569] 1 1 
+396198 bd 1 [1,-1,1,-6005,-280099] 1 1 3B.1.2 
+396198 bd 2 [1,-1,1,49540,4630079] 1 3 3B.1.1 
+396198 be 1 [1,-1,1,4885,57403] 0 3 3B.1.1 
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+396200 a 1 [0,1,0,-4908,-119687] 1 1 
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+396204 a 1 [0,-1,0,-81,2862] 2 1 
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+396207 b 1 [0,0,1,-10002,367528] 1 1 
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+396207 e 1 [1,-1,0,-3008376,-1985387733] 1 2 2B 
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+396207 e 4 [1,-1,0,20589354,15714038259] 1 2 2B 
+396207 f 1 [1,-1,0,-45423,3737542] 1 1 
+396208 a 1 [0,0,0,-19,-686] 0 1 
+396208 b 1 [0,1,0,-53,175] 2 1 
+396210 a 1 [1,1,0,4127,412477] 0 1 
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+396210 e 1 [1,1,0,-188792,16410144] 1 1 
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+396210 g 1 [1,0,1,-3125889,-2126824568] 1 1 
+396210 h 1 [1,0,1,-11319,415642] 1 1 
+396210 i 1 [1,0,1,-866306509,-9814397163304] 0 1 
+396210 j 1 [1,0,1,47712,-7595762] 1 1 
+396210 k 1 [1,0,1,-15823,764756] 1 3 3B.1.1 
+396210 k 2 [1,0,1,-4948,1793306] 1 1 3B.1.2 
+396210 l 1 [1,0,1,-138,106] 1 1 
+396210 m 1 [1,1,1,-7681,-218881] 0 2 2B 
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+396210 n 1 [1,1,1,2784,-83391] 1 1 
+396210 o 1 [1,1,1,-6115,181505] 1 1 
+396210 p 1 [1,1,1,-22346490,40650193287] 1 1 
+396210 q 1 [1,1,1,-116520,15260457] 1 4 2B 
+396210 q 2 [1,1,1,-118520,14706857] 1 4 2Cs 
+396210 q 3 [1,1,1,102380,63481577] 1 2 2B 
+396210 q 4 [1,1,1,-371420,-69458263] 1 2 2B 
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+396270 w 3 [1,-1,0,-29588175,61955125465] 2 2 2B 
+396270 w 4 [1,-1,0,-1769895,1055237521] 2 2 2B 
+396270 x 1 [1,-1,0,-285,-1775] 1 2 2B 
+396270 x 2 [1,-1,0,-435,415] 1 2 2B 
+396270 y 1 [1,-1,0,-497582835,-4272294040075] 1 1 
+396270 z 1 [1,-1,0,-1275,-5339] 0 2 2B 
+396270 z 2 [1,-1,0,-16275,-794339] 0 2 2B 
+396270 ba 1 [1,-1,0,-3896970,2961976500] 0 6 2B 3B.1.1 
+396270 ba 2 [1,-1,0,-3897570,2961019260] 0 6 2B 3B.1.1 
+396270 ba 3 [1,-1,0,-3966585,2850716141] 0 2 2B 3B.1.2 
+396270 ba 4 [1,-1,0,-12606585,-13812387859] 0 2 2B 3B.1.2 
+396270 bb 1 [1,-1,0,6523740,-2395105200] 0 2 2B 
+396270 bb 2 [1,-1,0,-28036260,-19792609200] 0 2 2B 
+396270 bc 1 [1,-1,0,-14014035,20196303925] 1 1 
+396270 bd 1 [1,-1,0,355950,41280736] 1 2 2B 
+396270 bd 2 [1,-1,0,-1612800,351161986] 1 2 2B 
+396270 be 1 [1,-1,0,-488580,-132251824] 0 2 2B 
+396270 be 2 [1,-1,0,-7832580,-8435378224] 0 2 2B 
+396270 bf 1 [1,-1,0,-2331414,-1430431052] 0 2 2B 
+396270 bf 2 [1,-1,0,-37760814,-89302428932] 0 2 2B 
+396270 bg 1 [1,-1,0,2331,-92907] 0 1 
+396270 bh 1 [1,-1,0,-143789499,8565849176805] 0 2 2B 
+396270 bh 2 [1,-1,0,-7218509499,234335728760805] 0 2 2B 
+396270 bi 1 [1,-1,0,-692034,196074260] 1 2 2B 
+396270 bi 2 [1,-1,0,1036686,1017907748] 1 2 2B 
+396270 bj 1 [1,-1,0,-334524,87302480] 1 2 2B 
+396270 bj 2 [1,-1,0,-5603004,5106056528] 1 2 2B 
+396270 bk 1 [1,-1,0,-20874,1108468] 1 2 2B 
+396270 bk 2 [1,-1,0,14646,4468660] 1 2 2B 
+396270 bl 1 [1,-1,0,-13734,610740] 2 2 2B 
+396270 bl 2 [1,-1,0,1386,1871748] 2 2 2B 
+396270 bm 1 [1,-1,0,-15309,732645] 0 1 
+396270 bn 1 [1,-1,0,-159042969,-800539124967] 0 2 2B 
+396270 bn 2 [1,-1,0,-2570761719,-50168904281217] 0 2 2B 
+396270 bo 1 [1,-1,0,17586,2075220] 0 2 2B 
+396270 bo 2 [1,-1,0,-176814,25053300] 0 2 2B 
+396270 bp 1 [1,-1,0,-79711569,-276881183267] 1 2 2B 
+396270 bp 2 [1,-1,0,-1279231569,-17610185087267] 1 2 2B 
+396270 bq 1 [1,-1,0,-11709,-484785] 0 1 
+396270 br 1 [1,-1,0,-1674,-25180] 1 2 2B 
+396270 br 2 [1,-1,0,546,-88672] 1 2 2B 
+396270 bs 1 [1,-1,0,2304036,449480448] 1 2 2B 
+396270 bs 2 [1,-1,0,-9770544,3702372300] 1 4 2Cs 
+396270 bs 3 [1,-1,0,-124292574,532862864118] 1 2 2B 
+396270 bs 4 [1,-1,0,-88441794,-317417935950] 1 2 2B 
+396270 bt 1 [1,-1,0,-37374,963710] 0 1 
+396270 bu 1 [1,-1,0,-32649,13278393] 1 6 2B 3B.1.1 
+396270 bu 2 [1,-1,0,-1064379,421224435] 1 6 2B 3B.1.1 
+396270 bu 3 [1,-1,0,292476,-349134832] 1 2 2B 3B.1.2 
+396270 bu 4 [1,-1,0,-6005004,-5353112440] 1 2 2B 3B.1.2 
+396270 bv 1 [1,-1,0,391041,-24147347] 1 1 
+396270 bw 1 [1,-1,0,-1764,-7952] 1 1 
+396270 bx 1 [1,-1,0,-1049454,-454557740] 1 2 2B 
+396270 bx 2 [1,-1,0,-17249454,-27570117740] 1 4 2Cs 
+396270 bx 3 [1,-1,0,-17708454,-26025031940] 1 2 2B 
+396270 bx 4 [1,-1,0,-275990454,-1764705443540] 1 2 2B 
+396270 by 1 [1,-1,0,-5292684,-4173054512] 1 2 2B 
+396270 by 2 [1,-1,0,-20775564,32078560720] 1 2 2B 
+396270 bz 1 [1,-1,0,23961,5630345] 1 2 2B 
+396270 bz 2 [1,-1,0,-366189,79056575] 1 2 2B 
+396270 ca 1 [1,-1,0,-17829,924385] 1 2 2B 
+396270 ca 2 [1,-1,0,-285579,58811935] 1 2 2B 
+396270 cb 1 [1,-1,0,-365653044,2691329345280] 1 2 2B 
+396270 cb 2 [1,-1,0,-5850449424,172240645921668] 1 2 2B 
+396270 cc 1 [1,-1,0,10133181,37116459733] 0 2 2B 
+396270 cc 2 [1,-1,0,-124236099,481529416405] 0 4 2Cs 
+396270 cc 3 [1,-1,0,-1933944579,32735239772053] 0 4 2B 
+396270 cc 4 [1,-1,0,-464436099,-3331364143595] 0 2 2B 
+396270 cd 1 [1,-1,0,-288279,-167838647] 1 2 2B 
+396270 cd 2 [1,-1,0,-6660729,-6605287637] 1 2 2B 
+396270 ce 1 [1,-1,0,-1321164,652346320] 1 1 
+396270 cf 1 [1,-1,0,-4299,243693] 0 3 3B.1.1 
+396270 cf 2 [1,-1,0,37326,-5362732] 0 1 3B.1.2 
+396270 cg 1 [1,-1,0,-79254,-13944812] 1 1 
+396270 ch 1 [1,-1,0,-198234,-34899660] 1 2 2B 
+396270 ch 2 [1,-1,0,-3197034,-2199433500] 1 2 2B 
+396270 ci 1 [1,-1,0,-22205274,42091849268] 1 2 2B 
+396270 ci 2 [1,-1,0,-359705274,2625924349268] 1 2 2B 
+396270 cj 1 [1,-1,0,-132984,-18608832] 0 1 3B.1.2 
+396270 cj 2 [1,-1,0,-534744,132300000] 0 3 3B.1.1 
+396270 ck 1 [1,-1,1,3890092,1357785767] 0 2 2B 
+396270 ck 2 [1,-1,1,-17286728,11421010631] 0 4 2Cs 
+396270 ck 3 [1,-1,1,-228591878,1329458014271] 0 2 2B 
+396270 ck 4 [1,-1,1,-144810698,-662823723553] 0 2 2B 
+396270 cl 1 [1,-1,1,-15068,694927] 0 2 2B 
+396270 cl 2 [1,-1,1,4912,2389231] 0 2 2B 
+396270 cm 1 [1,-1,1,7196241622,-78004290488983] 0 1 
+396270 cn 1 [1,-1,1,-21270443,-35556949893] 1 2 2B 
+396270 cn 2 [1,-1,1,-334798763,-2357798510469] 1 2 2B 
+396270 co 1 [1,-1,1,-187868,-29740769] 0 2 2B 
+396270 co 2 [1,-1,1,131812,-120785633] 0 2 2B 
+396270 cp 1 [1,-1,1,-25268,42207] 1 1 
+396270 cq 1 [1,-1,1,-36702293,-95346276343] 1 2 2B 
+396270 cq 2 [1,-1,1,-605671043,-5737012813843] 1 2 2B 
+396270 cr 1 [1,-1,1,24862,1819361] 2 2 2B 
+396270 cr 2 [1,-1,1,-159458,18186977] 2 4 2Cs 
+396270 cr 3 [1,-1,1,-2362658,1398271457] 2 2 2B 
+396270 cr 4 [1,-1,1,-905378,-316581919] 2 2 2B 
+396270 cs 1 [1,-1,1,-32198,10490897] 1 2 2B 
+396270 cs 2 [1,-1,1,-942548,351325937] 1 2 2B 
+396270 ct 1 [1,-1,1,-48353,-4078303] 0 2 2B 
+396270 ct 2 [1,-1,1,-57173,-2480119] 0 4 2Cs 
+396270 ct 3 [1,-1,1,-453443,115925357] 0 2 2B 
+396270 ct 4 [1,-1,1,197977,-18707659] 0 2 2B 
+396270 cu 1 [1,-1,1,-23648,824229411] 0 1 
+396270 cv 1 [1,-1,1,-42908,-12517473] 2 2 2B 
+396270 cv 2 [1,-1,1,-1113908,-451199073] 2 2 2B 
+396270 cw 1 [1,-1,1,-2622756218,-76008436079943] 1 2 2B 
+396270 cw 2 [1,-1,1,-47229906218,-3949943142119943] 1 2 2B 
+396270 cx 1 [1,-1,1,-3010718,-2354156243] 0 2 2B 
+396270 cx 2 [1,-1,1,-50427038,-137813099219] 0 2 2B 
+396270 cy 1 [1,-1,1,-348143,-78000793] 1 2 2B 
+396270 cy 2 [1,-1,1,-41963,-210637969] 1 2 2B 
+396270 cz 1 [1,-1,1,-57721703,168973017887] 1 1 
+396270 da 1 [1,-1,1,-1598,24617] 1 2 2B 
+396270 da 2 [1,-1,1,-68,68681] 1 2 2B 
+396270 db 1 [1,-1,1,-1598,-1843] 1 2 2B 
+396270 db 2 [1,-1,1,-16718,832781] 1 2 2B 
+396270 dc 1 [1,-1,1,-2467253,-1558134963] 0 2 2B 
+396270 dc 2 [1,-1,1,-39967253,-97243134963] 0 2 2B 
+396270 dd 1 [1,-1,1,188617,172204431] 1 2 2B 
+396270 dd 2 [1,-1,1,-3728183,2614720911] 1 2 2B 
+396270 de 1 [1,-1,1,-753863,-204580033] 1 2 2B 
+396270 de 2 [1,-1,1,-3702983,2559335231] 1 4 2Cs 
+396270 de 3 [1,-1,1,-58134983,170623578431] 1 2 2B 
+396270 de 4 [1,-1,1,3543097,11350279487] 1 2 2B 
+396270 df 1 [1,-1,1,-30623,-2033913] 1 2 2B 
+396270 df 2 [1,-1,1,-56543,1937031] 1 4 2Cs 
+396270 df 3 [1,-1,1,-735863,242959767] 1 2 2B 
+396270 df 4 [1,-1,1,208057,14743671] 1 2 2B 
+396270 dg 1 [1,-1,1,4147,197237] 1 3 3B.1.1 
+396270 dg 2 [1,-1,1,-38693,-6541019] 1 1 3B.1.2 
+396270 dh 1 [1,-1,1,-2858,-19879] 0 2 2B 
+396270 dh 2 [1,-1,1,-36878,-2714263] 0 2 2B 
+396270 di 1 [1,-1,1,-6953,-229669] 1 1 3B.1.2 
+396270 di 2 [1,-1,1,35122,-656539] 1 3 3B.1.1 
+396270 dj 1 [1,-1,1,-6953,245337] 1 2 2B 
+396270 dj 2 [1,-1,1,-114053,14853777] 1 2 2B 
+396270 dk 1 [1,-1,1,-896963,-326746933] 1 1 3B.1.2 
+396270 dk 2 [1,-1,1,-1076738,-186343423] 1 3 3B.1.1 
+396270 dl 1 [1,-1,1,-6953,-537879] 1 1 
+396270 dm 1 [1,-1,1,693472,-962126013] 1 1 
+396270 dn 1 [1,-1,1,-198788,-34063833] 0 1 
+396270 do 1 [1,-1,1,-7050803,-6798280813] 0 1 3B.1.2 
+396270 do 2 [1,-1,1,-102535178,398109412937] 0 3 3B.1.1 
+396270 dp 1 [1,-1,1,-368381498,-5403810826119] 1 2 2B 
+396270 dp 2 [1,-1,1,-7387287098,-244231900333959] 1 2 2B 
+396270 dq 1 [1,-1,1,-2678,84341] 0 2 2B 
+396270 dq 2 [1,-1,1,-49298,4224197] 0 2 2B 
+396270 dr 1 [1,-1,1,-380903,-90077169] 0 2 2B 
+396270 dr 2 [1,-1,1,-566123,6755847] 0 2 2B 
+396270 ds 1 [1,-1,1,2662,-209419] 0 2 2B 
+396270 ds 2 [1,-1,1,-40688,-2914459] 0 2 2B 
+396270 dt 1 [1,-1,1,-11498,-481903] 0 1 3B.1.2 
+396270 dt 2 [1,-1,1,49927,-2046823] 0 3 3B.1.1 
+396270 du 1 [1,-1,1,21352,-106869] 1 2 2B 
+396270 du 2 [1,-1,1,-85748,-792309] 1 2 2B 
+396270 dv 1 [1,-1,1,32497,12920087] 0 6 2B 3B.1.1 
+396270 dv 2 [1,-1,1,-667223,198485831] 0 6 2B 3B.1.1 
+396270 dv 3 [1,-1,1,-293843,-358222769] 0 2 2B 3B.1.2 
+396270 dv 4 [1,-1,1,-9579413,-11363480333] 0 2 2B 3B.1.2 
+396270 dw 1 [1,-1,1,-2132,82231] 2 2 2B 
+396270 dw 2 [1,-1,1,-44132,3576631] 2 2 2B 
+396270 dx 1 [1,-1,1,-52289057,-149454280719] 0 2 2B 
+396270 dx 2 [1,-1,1,-842890337,-9418779927951] 0 2 2B 
+396270 dy 1 [1,-1,1,-108649742,435795017501] 0 4 2B 
+396270 dy 2 [1,-1,1,-124420622,301010768669] 0 4 2Cs 
+396270 dy 3 [1,-1,1,399934498,2174846225501] 0 2 2B 
+396270 dy 4 [1,-1,1,-901109822,-10199205863971] 0 2 2B 
+396270 dz 1 [1,-1,1,-106657457,423993843681] 1 2 2B 
+396270 dz 2 [1,-1,1,-108834737,405782202849] 1 2 2B 
+396270 ea 1 [1,-1,1,-10217,-592891] 1 2 2B 
+396270 ea 2 [1,-1,1,-185147,-30610879] 1 2 2B 
+396270 eb 1 [1,-1,1,-1292,6351] 1 2 2B 
+396270 eb 2 [1,-1,1,4828,45519] 1 2 2B 
+396270 ec 1 [1,-1,1,-33287,-96426241] 1 4 2B 
+396270 ec 2 [1,-1,1,-3362567,-2345687809] 1 4 2Cs 
+396270 ec 3 [1,-1,1,-6361367,2479981151] 1 2 2B 
+396270 ec 4 [1,-1,1,-53632247,-151164048481] 1 2 2B 
+396270 ed 1 [1,-1,1,548158,71676609] 1 2 2B 
+396270 ed 2 [1,-1,1,-2435522,603965121] 1 2 2B 
+396270 ee 1 [1,-1,1,-63887,-1786921] 0 2 2B 
+396270 ee 2 [1,-1,1,-588767,172683191] 0 4 2Cs 
+396270 ee 3 [1,-1,1,-9399947,11095021919] 0 4 2B 
+396270 ee 4 [1,-1,1,-175667,410133071] 0 2 2B 
+396270 ef 1 [1,-1,1,-3677,-60699] 1 2 2B 
+396270 ef 2 [1,-1,1,-21677,1184901] 1 4 2Cs 
+396270 ef 3 [1,-1,1,-342977,77397261] 1 2 2B 
+396270 ef 4 [1,-1,1,11623,4474941] 1 2 2B 
+396270 eg 1 [1,-1,1,-88558187,493696577211] 1 1 
+396270 eh 1 [1,-1,1,-170312,-23280501] 1 2 2B 
+396270 eh 2 [1,-1,1,-734792,219671691] 1 4 2Cs 
+396270 eh 3 [1,-1,1,-11444792,14905223691] 1 2 2B 
+396270 eh 4 [1,-1,1,943528,1076286219] 1 2 2B 
+396270 ei 1 [1,-1,1,-46311962,-119529256359] 0 2 2B 
+396270 ei 2 [1,-1,1,-2222042,-337756724391] 0 2 2B 
+396270 ej 1 [1,-1,1,-54287,4916311] 1 2 2B 
+396270 ej 2 [1,-1,1,-870287,312711511] 1 2 2B 
+396270 ek 1 [1,-1,1,2195968,-1405950811] 0 1 3B.1.2 
+396270 ek 2 [1,-1,1,-21495317,61080348341] 0 3 3B.1.1 
+396270 el 1 [1,-1,1,843538,-42318201] 1 1 
+396270 em 1 [1,-1,1,112738,789549] 1 4 2B 
+396270 em 2 [1,-1,1,-451742,6660141] 1 4 2Cs 
+396270 em 3 [1,-1,1,-5113742,4441154541] 1 2 2B 
+396270 em 4 [1,-1,1,-4821422,-4058890131] 1 2 2B 
+396270 en 1 [1,-1,1,-2567,50491] 0 2 2B 
+396270 en 2 [1,-1,1,-3917,-7289] 0 2 2B 
+396270 eo 1 [1,-1,1,-666167,-267943809] 1 4 2B 
+396270 eo 2 [1,-1,1,-11470667,-14949098409] 1 4 2Cs 
+396270 eo 3 [1,-1,1,-12286517,-12699636789] 1 2 2B 
+396270 eo 4 [1,-1,1,-183526817,-956922108429] 1 2 2B 
+396270 ep 1 [1,-1,1,-440732,-105435169] 1 6 2B 3B.1.1 
+396270 ep 2 [1,-1,1,-1400732,512036831] 1 6 2B 3B.1.1 
+396270 ep 3 [1,-1,1,-35072732,-79938292769] 1 2 2B 3B.1.2 
+396270 ep 4 [1,-1,1,-35078132,-79912441889] 1 2 2B 3B.1.2 
+396270 eq 1 [1,-1,1,-3609302,-2460378139] 0 2 2B 3B.1.2 
+396270 eq 2 [1,-1,1,3465418,-10933062811] 0 2 2B 3B.1.2 
+396270 eq 3 [1,-1,1,-56500637,162982698149] 0 6 2B 3B.1.1 
+396270 eq 4 [1,-1,1,-31433117,308364287141] 0 6 2B 3B.1.1 
+396270 er 1 [1,-1,1,-11477,155629] 1 2 2B 
+396270 er 2 [1,-1,1,-146477,21593629] 1 2 2B 
+396270 es 1 [1,-1,1,-13487,-60628561] 1 1 3B.1.2 
+396270 es 2 [1,-1,1,121378,1636890221] 1 3 3B.1.1 
+396270 et 1 [1,-1,1,9282793,40459309359] 1 4 2B 
+396270 et 2 [1,-1,1,-135224087,557851742511] 1 4 2Cs 
+396270 et 3 [1,-1,1,-2116145687,37468760099631] 1 2 2B 
+396270 et 4 [1,-1,1,-466412567,-3241674975441] 1 2 2B 
+396270 eu 1 [1,-1,1,-7142,-1578891] 1 2 2B 
+396270 eu 2 [1,-1,1,-251942,-48384651] 1 2 2B 
+396270 ev 1 [1,-1,1,-281552,34737059] 0 2 2B 3B.1.2 
+396270 ev 2 [1,-1,1,-1948532,-1021461469] 0 2 2B 3B.1.2 
+396270 ev 3 [1,-1,1,-20186087,34913150111] 0 6 2B 3B.1.1 
+396270 ev 4 [1,-1,1,-20246567,34693462559] 0 6 2B 3B.1.1 
+396270 ew 1 [1,-1,1,178,-12679] 0 2 2B 
+396270 ew 2 [1,-1,1,-7172,-224359] 0 2 2B 
+396272 a 1 [0,-1,0,400,-4672] 0 1 
+396274 a 1 [1,0,1,-292,1314] 1 1 
+396274 b 1 [1,0,0,-78,196] 3 1 
+396275 a 1 [0,-1,1,5940092,3730533718] 0 1 
+396275 b 1 [0,1,1,-291408,-65678156] 2 1 
+396275 c 1 [0,1,1,162342,1023094] 2 1 
+396275 d 1 [0,0,1,-39325,-3036344] 0 1 
+396275 e 1 [0,0,1,-31420675,67794110656] 0 1 
+396275 f 1 [1,0,0,30187,-999008] 1 2 2B 
+396275 f 2 [1,0,0,-136188,-8485883] 1 2 2B 
+396275 g 1 [1,-1,1,395,8022] 1 1 
+396275 h 1 [1,0,0,-324563,-71242258] 1 1 
+396275 i 1 [0,-1,1,-137133,-20139582] 1 1 
+396275 j 1 [0,-1,1,1326967,-299749407] 0 1 3B 
+396275 j 2 [0,-1,1,-14524033,26201141218] 0 1 3B 
+396275 k 1 [0,-1,1,-367033,-615574532] 1 1 3B 
+396275 k 2 [0,-1,1,3293217,16340533593] 1 1 3B 
+396275 l 1 [0,1,1,-16133,-25212731] 2 1 
+396275 m 1 [0,1,1,2017,-84056] 1 1 
+396275 n 1 [0,1,1,-1589133,-772538981] 1 1 
+396275 o 1 [1,-1,0,47833,-10821134] 0 1 
+396275 p 1 [1,0,1,-39272126,94784173273] 0 1 
+396275 q 1 [0,0,1,87725,4783281] 1 1 
+396275 r 1 [0,-1,1,29242,-4666707] 0 1 
+396275 s 1 [0,1,1,-259969508,-1613796797981] 1 1 
+396276 a 1 [0,-1,0,-38,-315] 0 1 
+396276 b 1 [0,1,0,-11890,495089] 2 1 
+396276 c 1 [0,1,0,38,-43] 1 1 
+396278 a 1 [1,-1,1,-40,101] 0 1 
+396280 a 1 [0,-1,0,-160,-100] 1 1 
+396280 b 1 [0,0,0,13,766] 1 1 
+396283 a 1 [0,-1,1,11,-31] 1 1 
+396285 a 1 [0,1,1,-37675,2808604] 1 1 
+396285 b 1 [1,1,0,-743413,264401392] 1 2 2B 
+396285 b 2 [1,1,0,-12134038,16263673267] 1 2 2B 
+396286 a 1 [1,1,0,19,125] 1 1 
+396292 a 1 [0,0,0,-2536,-49155] 1 2 2B 
+396292 a 2 [0,0,0,-2471,-51794] 1 2 2B 
+396294 a 1 [1,1,0,-1247,-29307] 1 1 
+396294 b 1 [1,1,0,-3204752,2244281532] 1 1 
+396294 c 1 [1,1,0,-11855372,15706678608] 1 1 
+396294 d 1 [1,0,1,-783035499629,266698261549838888] 1 1 
+396294 e 1 [1,0,1,-82397504,-488659092082] 1 1 
+396294 f 1 [1,0,0,-27940103,56717193609] 1 2 2B 
+396294 f 2 [1,0,0,-17372263,100127766761] 1 2 2B 
+396295 a 1 [0,-1,1,-1535,-22644] 2 1 
+396297 a 1 [0,0,1,-5520,-364172] 1 1 
+396297 b 1 [0,0,1,23370,10742332] 1 1 
+396297 c 1 [1,-1,0,387,-140292] 1 1 
+396297 d 1 [0,0,1,171,-277] 0 1 
+396297 e 1 [0,0,1,196341,91797079] 1 1 
+396300 a 1 [0,-1,0,-1108,-17288] 1 1 
+396300 b 1 [0,-1,0,267,-10863] 1 1 
+396300 c 1 [0,-1,0,-22108,-7745288] 1 1 
+396300 d 1 [0,-1,0,-73,-278] 0 1 
+396300 e 1 [0,1,0,-1833,-38412] 0 1 
+396300 f 1 [0,1,0,6667,-1344537] 1 1 
+396301 a 1 [0,1,1,-4516,115317] 1 1 
+396302 a 1 [1,1,0,-294,1940] 0 1 
+396303 a 1 [1,1,1,-137770,-19739914] 1 1 
+396303 b 1 [1,0,0,-10030,386009] 1 1 
+396304 a 1 [0,1,0,-56,-1964] 0 1 
+396304 b 1 [0,1,0,-660,6367] 1 1 
+396304 c 1 [0,1,0,-844200,298268596] 0 1 
+396304 d 1 [0,1,0,35968,-11056460] 2 2 2B 
+396304 d 2 [0,1,0,-579072,-157928012] 2 2 2B 
+396304 e 1 [0,1,0,-11336,160132] 1 2 2B 
+396304 e 2 [0,1,0,-99696,-12033548] 1 2 2B 
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+396474 a 1 [1,1,0,-194522,-11459820] 1 2 2B 
+396474 a 2 [1,1,0,724838,-87766700] 1 2 2B 
+396474 b 1 [1,1,0,-293022174,-2003430331404] 1 1 
+396474 c 1 [1,1,0,-570716,-383644464] 0 1 
+396474 d 1 [1,1,0,-30046,2991604] 1 1 
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+396474 g 1 [1,1,0,1115,-6131] 0 1 
+396474 h 1 [1,1,0,-4496755,-8881761299] 1 2 2B 
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+396474 i 1 [1,1,0,-959585,-359422539] 1 2 2B 
+396474 i 2 [1,1,0,-1662625,236333557] 1 2 2B 
+396474 j 1 [1,1,0,218,148] 1 1 
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+396474 n 1 [1,1,0,-9538194,12185143092] 0 2 2B 
+396474 n 2 [1,1,0,-155770514,748230902580] 0 4 2Cs 
+396474 n 3 [1,1,0,-2492323954,47890065797332] 0 2 2B 
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+396474 o 1 [1,1,0,7591139,-205762735043] 0 1 
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+396474 r 1 [1,0,1,-359636,-84567598] 1 1 3B 
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+396474 x 1 [1,1,1,-23410,-8978689] 0 1 
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+396474 z 1 [1,1,1,-9304214,10897635731] 1 4 2B 
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+396474 z 3 [1,1,1,50670506,16412887187] 1 2 2B 
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+396474 ba 1 [1,1,1,126324,281884845] 1 1 
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+396474 bf 1 [1,1,1,-307486293,2075733033915] 1 2 2B 
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+396474 bi 1 [1,1,1,-296683,-62007847] 2 2 2B 
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+396474 bj 1 [1,1,1,-26608,-4052911] 0 2 2B 
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+396474 bk 1 [1,1,1,188347,-14411701] 1 1 
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+396474 br 1 [1,1,1,-1733859,-912560511] 0 1 
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+396474 bt 1 [1,0,0,-4627477,-3855043999] 0 1 
+396474 bu 1 [1,0,0,-93376,14295332] 1 1 
+396474 bv 1 [1,0,0,64132,-4422432] 0 1 
+396474 bw 1 [1,0,0,-24593,1334553] 0 2 2B 
+396474 bw 2 [1,0,0,32867,6655349] 0 2 2B 
+396474 bx 1 [1,0,0,14277,-1230867] 0 2 2B 
+396474 bx 2 [1,0,0,-122613,-13906881] 0 2 2B 
+396474 by 1 [1,0,0,-387,2625] 1 2 2B 
+396474 by 2 [1,0,0,-1427,-17967] 1 2 2B 
+396474 bz 1 [1,0,0,4535703,-4442879403] 1 2 2B 
+396474 bz 2 [1,0,0,-28880667,-44027911305] 1 2 2B 
+396474 ca 1 [1,0,0,68,272] 0 1 
+396474 cb 1 [1,0,0,589891,512524401] 1 1 
+396474 cc 1 [1,0,0,-4144,-280918] 0 1 3B 
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+396475 a 1 [1,-1,0,-18517,-965234] 1 1 
+396475 b 1 [1,0,1,-3501,-77727] 0 1 
+396480 a 1 [0,-1,0,-81921,6356385] 0 2 2B 
+396480 a 2 [0,-1,0,220159,42062241] 0 2 2B 
+396480 b 1 [0,-1,0,-8403421,9379415245] 1 2 2B 
+396480 b 2 [0,-1,0,-134455921,600137061745] 1 2 2B 
+396480 c 1 [0,-1,0,-1181,-18819] 1 2 2B 
+396480 c 2 [0,-1,0,-20081,-1088559] 1 2 2B 
+396480 d 1 [0,-1,0,-351,3645] 1 1 
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+396480 f 1 [0,-1,0,-2681,54201] 1 2 2B 
+396480 f 2 [0,-1,0,-1601,97185] 1 2 2B 
+396480 g 1 [0,-1,0,-612221,287224845] 0 2 2B 
+396480 g 2 [0,-1,0,-11241041,14506460241] 0 4 2Cs 
+396480 g 3 [0,-1,0,-179844161,928369091265] 0 2 2B 
+396480 g 4 [0,-1,0,-12699041,10504833441] 0 4 2Cs 
+396480 g 5 [0,-1,0,39162559,74429441601] 0 2 2B 
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+396480 h 1 [0,-1,0,-24421,-1476779] 0 2 2B 
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+396480 i 1 [0,-1,0,-17421,-892755] 1 2 2B 
+396480 i 2 [0,-1,0,-279921,-56910255] 1 2 2B 
+396480 j 1 [0,-1,0,-1221281,-330665919] 0 2 2B 
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+396480 k 1 [0,-1,0,186339,33672861] 1 2 2B 
+396480 k 2 [0,-1,0,-1126161,326885361] 1 2 2B 
+396480 l 1 [0,-1,0,-621,-5379] 0 2 2B 
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+396480 m 1 [0,-1,0,-49339141,-604223256395] 1 2 2B 
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+396480 n 1 [0,-1,0,4739,33565] 0 2 2B 
+396480 n 2 [0,-1,0,-19761,293265] 0 4 2Cs 
+396480 n 3 [0,-1,0,-246561,47150145] 0 2 2B 
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+396480 o 1 [0,-1,0,-2801,-56079] 1 2 2B 
+396480 o 2 [0,-1,0,-3521,-24255] 1 4 2Cs 
+396480 o 3 [0,-1,0,-31841,2179041] 1 2 2B 
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+396480 p 1 [0,-1,0,-4297441,-3427524095] 0 2 2B 
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+396480 q 1 [0,-1,0,-68801,-6923199] 1 2 2B 
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+396480 r 1 [0,-1,0,17759,1199905] 0 1 
+396480 s 1 [0,-1,0,-61,-1235] 1 2 2B 
+396480 s 2 [0,-1,0,-2161,-37775] 1 2 2B 
+396480 t 1 [0,-1,0,36819,-332019] 1 2 2B 
+396480 t 2 [0,-1,0,-148401,-2517615] 1 2 2B 
+396480 u 1 [0,-1,0,-65261,6418461] 0 2 2B 
+396480 u 2 [0,-1,0,-35761,12218161] 0 2 2B 
+396480 v 1 [0,-1,0,-301,-100499] 1 2 2B 
+396480 v 2 [0,-1,0,-34321,-2407055] 1 2 2B 
+396480 w 1 [0,-1,0,-282241,57803905] 0 2 2B 
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+396480 x 1 [0,-1,0,194459,-25286459] 1 2 2B 
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+396480 y 3 [0,-1,0,-34721,-17205855] 1 2 2B 
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+396480 z 1 [0,-1,0,-3556,82810] 1 2 2B 
+396480 z 2 [0,-1,0,-3801,71001] 1 4 2Cs 
+396480 z 3 [0,-1,0,8799,431361] 1 2 2B 
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+396480 ba 1 [0,-1,0,-12551,759801] 0 1 
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+396480 bc 1 [0,-1,0,-5656,-161294] 0 2 2B 
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+396480 bd 1 [0,-1,0,-5601,125025] 0 2 2B 
+396480 bd 2 [0,-1,0,13279,770721] 0 2 2B 
+396480 be 1 [0,-1,0,-6221,190845] 0 2 2B 
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+396480 bf 1 [0,-1,0,-3431,-72519] 1 1 
+396480 bg 1 [0,-1,0,-3687481,2726708281] 0 2 2B 
+396480 bg 2 [0,-1,0,-3687201,2727142785] 0 2 2B 
+396480 bh 1 [0,-1,0,-2241,-30015] 0 2 2B 
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+396480 bi 1 [0,-1,0,-7596,-208494] 0 2 2B 
+396480 bi 2 [0,-1,0,-115641,-15097095] 0 4 2Cs 
+396480 bi 3 [0,-1,0,-109761,-16707039] 0 2 2B 
+396480 bi 4 [0,-1,0,-1850241,-968086335] 0 2 2B 
+396480 bj 1 [0,-1,0,13859,3824605] 1 2 2B 
+396480 bj 2 [0,-1,0,-298641,59637105] 1 4 2Cs 
+396480 bj 3 [0,-1,0,-4708641,3934263105] 1 2 2B 
+396480 bj 4 [0,-1,0,-888641,-247988895] 1 2 2B 
+396480 bk 1 [0,-1,0,-61,511] 1 1 3B 
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+396480 bl 1 [0,-1,0,-169391,26888841] 0 1 
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+396480 bo 1 [0,-1,0,-456,3690] 0 2 2B 
+396480 bo 2 [0,-1,0,-1401,-15399] 0 2 2B 
+396480 bp 1 [0,-1,0,-193541,32564805] 1 2 2B 3B 
+396480 bp 2 [0,-1,0,-341041,-23691695] 1 2 2B 3B 
+396480 bp 3 [0,-1,0,-1381541,-605758395] 1 2 2B 3B 
+396480 bp 4 [0,-1,0,-21919441,-39492218255] 1 2 2B 3B 
+396480 bq 1 [0,-1,0,-3536,49890] 0 2 2B 
+396480 bq 2 [0,-1,0,10919,341881] 0 2 2B 
+396480 br 1 [0,-1,0,-75521,7565985] 0 2 2B 
+396480 br 2 [0,-1,0,-1189441,499695841] 0 4 2Cs 
+396480 br 3 [0,-1,0,-19031041,31961573281] 0 2 2B 
+396480 br 4 [0,-1,0,-1170561,516306465] 0 2 2B 
+396480 bs 1 [0,-1,0,-30241,1842625] 0 2 2B 
+396480 bs 2 [0,-1,0,-112161,-12427839] 0 4 2Cs 
+396480 bs 3 [0,-1,0,189919,-68070975] 0 2 2B 
+396480 bs 4 [0,-1,0,-1724961,-871405119] 0 2 2B 
+396480 bt 1 [0,-1,0,-4821,-134379] 0 2 2B 
+396480 bt 2 [0,-1,0,-78321,-8410479] 0 2 2B 
+396480 bu 1 [0,-1,0,-3354401,2365546401] 1 2 2B 3B 
+396480 bu 2 [0,-1,0,-3077921,2771363745] 1 2 2B 3B 
+396480 bu 3 [0,-1,0,-7487201,-4472786079] 1 2 2B 3B 
+396480 bu 4 [0,-1,0,23970079,-32287313055] 1 2 2B 3B 
+396480 bv 1 [0,-1,0,1379,16621] 1 2 2B 
+396480 bv 2 [0,-1,0,-7441,159505] 1 4 2Cs 
+396480 bv 3 [0,-1,0,-106561,13421761] 1 2 2B 
+396480 bv 4 [0,-1,0,-49441,-4099295] 1 2 2B 
+396480 bw 1 [0,-1,0,-238841,45006711] 1 1 
+396480 bx 1 [0,-1,0,-2021,-38955] 1 2 2B 
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+396480 by 1 [0,-1,0,3199,-44895] 1 1 
+396480 bz 1 [0,-1,0,-51593981,-105322030275] 0 2 2B 
+396480 bz 2 [0,-1,0,-293941201,1854249121201] 0 4 2Cs 
+396480 bz 3 [0,-1,0,-4645191201,121859113371201] 0 4 2Cs 
+396480 bz 4 [0,-1,0,179753279,7258061010145] 0 2 2B 
+396480 bz 5 [0,-1,0,-74323011201,7798919514279201] 0 2 2B 
+396480 bz 6 [0,-1,0,-4587371201,125040404463201] 0 2 2B 
+396480 ca 1 [0,-1,0,1119,-16575] 1 2 2B 
+396480 ca 2 [0,-1,0,-6881,-155775] 1 4 2Cs 
+396480 ca 3 [0,-1,0,-40481,3022785] 1 2 2B 
+396480 ca 4 [0,-1,0,-101281,-12371135] 1 2 2B 
+396480 cb 1 [0,-1,0,-13035,643725] 1 1 
+396480 cc 1 [0,-1,0,175,-2415] 1 1 
+396480 cd 1 [0,-1,0,-1765,-23963] 0 2 2B 
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+396480 ce 1 [0,-1,0,-28395745,-106772066975] 0 2 2B 
+396480 ce 2 [0,-1,0,-552683745,-4998483964575] 0 4 2Cs 
+396480 ce 3 [0,-1,0,-652216545,-3073340453535] 0 2 2B 
+396480 ce 4 [0,-1,0,-8841758945,-320001577530015] 0 2 2B 
+396480 cf 1 [0,-1,0,-257985,17827425] 1 2 2B 
+396480 cf 2 [0,-1,0,-3331265,2339383137] 1 4 2Cs 
+396480 cf 3 [0,-1,0,-53287745,149740973025] 1 4 2B 
+396480 cf 4 [0,-1,0,-2547265,3468186337] 1 2 2B 
+396480 cg 1 [0,-1,0,-9840,-372438] 1 2 2B 
+396480 cg 2 [0,-1,0,-9945,-363975] 1 2 2B 
+396480 ch 1 [0,-1,0,-75745,-7790975] 1 2 2B 
+396480 ch 2 [0,-1,0,-179425,18274177] 1 4 2Cs 
+396480 ch 3 [0,-1,0,-2558305,1575489025] 1 4 2B 
+396480 ch 4 [0,-1,0,540575,127570177] 1 2 2B 
+396480 ci 1 [0,-1,0,-960,-11118] 1 2 2B 
+396480 ci 2 [0,-1,0,-665,-18375] 1 2 2B 
+396480 cj 1 [0,-1,0,-198465,-42768063] 0 2 2B 
+396480 cj 2 [0,-1,0,-3398465,-2410128063] 0 4 2Cs 
+396480 cj 3 [0,-1,0,-3622465,-2074083263] 0 2 2B 
+396480 cj 4 [0,-1,0,-54374465,-154308412863] 0 2 2B 
+396480 ck 1 [0,-1,0,7405,969057] 0 1 
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+396480 cm 1 [0,-1,0,-4496065,-7332197663] 1 1 
+396480 cn 1 [0,-1,0,-211485,33121107] 0 1 
+396480 co 1 [0,-1,0,-155,-723] 1 1 
+396480 cp 1 [0,-1,0,-945,945] 0 2 2B 
+396480 cp 2 [0,-1,0,3775,3777] 0 2 2B 
+396480 cq 1 [0,-1,0,-7144240,7352293162] 1 2 2B 
+396480 cq 2 [0,-1,0,-7120345,7403892025] 1 2 2B 
+396480 cr 1 [0,-1,0,-3185,-65583] 0 2 2B 
+396480 cr 2 [0,-1,0,1535,-247775] 0 2 2B 
+396480 cs 1 [0,-1,0,-105,147] 1 1 
+396480 ct 1 [0,-1,0,-135105,19159137] 0 2 2B 
+396480 ct 2 [0,-1,0,-137985,18302625] 0 4 2Cs 
+396480 ct 3 [0,-1,0,145215,83495265] 0 2 2B 
+396480 ct 4 [0,-1,0,-467265,-101752863] 0 2 2B 
+396480 cu 1 [0,-1,0,-2625,-50463] 0 2 2B 
+396480 cu 2 [0,-1,0,-705,-124575] 0 2 2B 
+396480 cv 1 [0,-1,0,-9665,-43935] 0 2 2B 
+396480 cv 2 [0,-1,0,-113345,-14621343] 0 4 2Cs 
+396480 cv 3 [0,-1,0,-73025,-25209375] 0 4 2B 
+396480 cv 4 [0,-1,0,-1812545,-938646303] 0 2 2B 
+396480 cw 1 [0,-1,0,-53025,4717377] 1 2 2B 
+396480 cw 2 [0,-1,0,-51905,4925025] 1 2 2B 
+396480 cx 1 [0,-1,0,-645,1125] 1 2 2B 
+396480 cx 2 [0,-1,0,-6545,-200655] 1 2 2B 
+396480 cy 1 [0,-1,0,-89991385,327939096217] 1 2 2B 
+396480 cy 2 [0,-1,0,-57049665,571095108225] 1 2 2B 
+396480 cz 1 [0,-1,0,-4705,-82175] 0 2 2B 
+396480 cz 2 [0,-1,0,13215,-573183] 0 2 2B 
+396480 da 1 [0,-1,0,475,-4923] 1 2 2B 
+396480 da 2 [0,-1,0,-3025,-46223] 1 2 2B 
+396480 db 1 [0,-1,0,-4282465,3412467937] 0 2 2B 
+396480 db 2 [0,-1,0,-4206945,3538541025] 0 2 2B 
+396480 dc 1 [0,-1,0,-1825,31777] 2 1 
+396480 dd 1 [0,-1,0,-155,-135] 2 1 
+396480 de 1 [0,-1,0,-46256645,-121068191715] 0 1 
+396480 df 1 [0,-1,0,-2533025,-169407423] 1 2 2B 
+396480 df 2 [0,-1,0,10064095,-1361094975] 1 2 2B 
+396480 dg 1 [0,-1,0,-164225,-24742623] 1 2 2B 
+396480 dg 2 [0,-1,0,-415105,69237025] 1 4 2Cs 
+396480 dg 3 [0,-1,0,-6015105,5679317025] 1 2 2B 
+396480 dg 4 [0,-1,0,1170815,469840417] 1 2 2B 
+396480 dh 1 [0,-1,0,-980145,-373693743] 0 1 
+396480 di 1 [0,-1,0,-207905,36680865] 0 1 
+396480 dj 1 [0,-1,0,-400,3190] 1 2 2B 
+396480 dj 2 [0,-1,0,-105,7497] 1 2 2B 
+396480 dk 1 [0,-1,0,-8186305,-9009592223] 0 2 2B 
+396480 dk 2 [0,-1,0,-6977985,-11762870175] 0 2 2B 
+396480 dl 1 [0,-1,0,-1045605,399494397] 1 1 
+396480 dm 1 [0,-1,0,-14085,-624483] 1 1 
+396480 dn 1 [0,-1,0,-7315,222337] 1 1 
+396480 do 1 [0,-1,0,-223025,40613937] 0 2 2B 
+396480 do 2 [0,-1,0,-223105,40583425] 0 4 2Cs 
+396480 do 3 [0,-1,0,-158305,64572385] 0 4 2B 
+396480 do 4 [0,-1,0,-289185,14640417] 0 2 2B 
+396480 dp 1 [0,-1,0,-104060,-12880350] 1 2 2B 
+396480 dp 2 [0,-1,0,-121465,-8261063] 1 4 2Cs 
+396480 dp 3 [0,-1,0,-930945,340301025] 1 2 2B 
+396480 dp 4 [0,-1,0,409535,-61467263] 1 2 2B 
+396480 dq 1 [0,-1,0,-18600,-1152990] 0 1 
+396480 dr 1 [0,-1,0,-10295,-398643] 1 1 
+396480 ds 1 [0,-1,0,-2541505,1560345025] 2 1 3B 
+396480 ds 2 [0,-1,0,-2115265,2100179137] 2 1 3B 
+396480 dt 1 [0,-1,0,-31605,-1330515] 0 1 
+396480 du 1 [0,-1,0,-18445,928525] 1 2 2B 
+396480 du 2 [0,-1,0,11055,3589425] 1 2 2B 
+396480 dv 1 [0,-1,0,-226840,-56317730] 1 2 2B 
+396480 dv 2 [0,-1,0,-3977545,-3051630743] 1 2 2B 
+396480 dw 1 [0,-1,0,-20560,1141582] 1 2 2B 
+396480 dw 2 [0,-1,0,-20265,1175625] 1 2 2B 
+396480 dx 1 [0,-1,0,-1120,-16790] 0 1 
+396480 dy 1 [0,-1,0,-645,-279243] 1 2 2B 
+396480 dy 2 [0,-1,0,-68145,-6745743] 1 2 2B 
+396480 dz 1 [0,-1,0,-2105,-14343] 0 2 2B 
+396480 dz 2 [0,-1,0,7615,-117375] 0 2 2B 
+396480 ea 1 [0,-1,0,-858740,-285135150] 2 2 2B 
+396480 ea 2 [0,-1,0,-2811865,1480099225] 2 4 2Cs 
+396480 ea 3 [0,-1,0,-42636865,107167684225] 2 4 2B 
+396480 ea 4 [0,-1,0,5763135,8736264225] 2 2 2B 
+396480 eb 1 [0,-1,0,-41300,-3216798] 0 2 2B 
+396480 eb 2 [0,-1,0,-41305,-3215975] 0 4 2Cs 
+396480 eb 3 [0,-1,0,-48385,-2030783] 0 4 2B 
+396480 eb 4 [0,-1,0,-34305,-4348575] 0 2 2B 
+396480 ec 1 [0,-1,0,-5019505,4329994705] 0 2 2B 
+396480 ec 2 [0,-1,0,-5297985,3822994017] 0 4 2Cs 
+396480 ec 3 [0,-1,0,10891615,22599692097] 0 2 2B 
+396480 ec 4 [0,-1,0,-25943265,-47406203775] 0 2 2B 
+396480 ed 1 [0,-1,0,5974555,8244543525] 0 2 2B 3B 
+396480 ed 2 [0,-1,0,-43232945,86474627025] 0 2 2B 3B 
+396480 ed 3 [0,-1,0,-56894405,-305956229403] 0 2 2B 3B 
+396480 ed 4 [0,-1,0,-1111581905,-14257151541903] 0 2 2B 3B 
+396480 ee 1 [0,-1,0,-7654480,-8148650978] 1 2 2B 
+396480 ee 2 [0,-1,0,-7654185,-8149310775] 1 2 2B 
+396480 ef 1 [0,-1,0,-404040,-86797638] 1 2 2B 
+396480 ef 2 [0,-1,0,622855,-457095975] 1 2 2B 
+396480 eg 1 [0,-1,0,-1245569185,51523682596417] 1 1 
+396480 eh 1 [0,-1,0,-4985,-114183] 1 2 2B 
+396480 eh 2 [0,-1,0,8735,-643775] 1 2 2B 
+396480 ei 1 [0,-1,0,-5,-483] 0 1 
+396480 ej 1 [0,-1,0,-8085,574605] 0 1 
+396480 ek 1 [0,-1,0,3551795,-8226233603] 0 2 2B 
+396480 ek 2 [0,-1,0,-45860785,-108701773775] 0 2 2B 
+396480 el 1 [0,1,0,-51593981,105322030275] 0 2 2B 
+396480 el 2 [0,1,0,-293941201,-1854249121201] 0 4 2Cs 
+396480 el 3 [0,1,0,179753279,-7258061010145] 0 2 2B 
+396480 el 4 [0,1,0,-4645191201,-121859113371201] 0 4 2Cs 
+396480 el 5 [0,1,0,-4587371201,-125040404463201] 0 2 2B 
+396480 el 6 [0,1,0,-74323011201,-7798919514279201] 0 2 2B 
+396480 em 1 [0,1,0,1119,16575] 1 2 2B 
+396480 em 2 [0,1,0,-6881,155775] 1 4 2Cs 
+396480 em 3 [0,1,0,-101281,12371135] 1 2 2B 
+396480 em 4 [0,1,0,-40481,-3022785] 1 2 2B 
+396480 en 1 [0,1,0,3199,44895] 1 1 
+396480 eo 1 [0,1,0,-2021,38955] 1 2 2B 
+396480 eo 2 [0,1,0,-33521,2351055] 1 2 2B 
+396480 ep 1 [0,1,0,-238841,-45006711] 1 1 
+396480 eq 1 [0,1,0,-456,-3690] 1 2 2B 
+396480 eq 2 [0,1,0,-1401,15399] 1 2 2B 
+396480 er 1 [0,1,0,-193541,-32564805] 1 2 2B 3B 
+396480 er 2 [0,1,0,-341041,23691695] 1 2 2B 3B 
+396480 er 3 [0,1,0,-1381541,605758395] 1 2 2B 3B 
+396480 er 4 [0,1,0,-21919441,39492218255] 1 2 2B 3B 
+396480 es 1 [0,1,0,-3536,-49890] 1 2 2B 
+396480 es 2 [0,1,0,10919,-341881] 1 2 2B 
+396480 et 1 [0,1,0,-75521,-7565985] 0 2 2B 
+396480 et 2 [0,1,0,-1189441,-499695841] 0 4 2Cs 
+396480 et 3 [0,1,0,-1170561,-516306465] 0 2 2B 
+396480 et 4 [0,1,0,-19031041,-31961573281] 0 2 2B 
+396480 eu 1 [0,1,0,-30241,-1842625] 0 2 2B 
+396480 eu 2 [0,1,0,-112161,12427839] 0 4 2Cs 
+396480 eu 3 [0,1,0,-1724961,871405119] 0 2 2B 
+396480 eu 4 [0,1,0,189919,68070975] 0 2 2B 
+396480 ev 1 [0,1,0,-4821,134379] 0 2 2B 
+396480 ev 2 [0,1,0,-78321,8410479] 0 2 2B 
+396480 ew 1 [0,1,0,-3354401,-2365546401] 1 2 2B 3B 
+396480 ew 2 [0,1,0,-3077921,-2771363745] 1 2 2B 3B 
+396480 ew 3 [0,1,0,-7487201,4472786079] 1 2 2B 3B 
+396480 ew 4 [0,1,0,23970079,32287313055] 1 2 2B 3B 
+396480 ex 1 [0,1,0,1379,-16621] 1 2 2B 
+396480 ex 2 [0,1,0,-7441,-159505] 1 4 2Cs 
+396480 ex 3 [0,1,0,-49441,4099295] 1 2 2B 
+396480 ex 4 [0,1,0,-106561,-13421761] 1 2 2B 
+396480 ey 1 [0,1,0,-68741,-6931191] 0 1 
+396480 ez 1 [0,1,0,-5601,-19587681] 0 1 
+396480 fa 1 [0,1,0,-61,-511] 1 1 3B 
+396480 fa 2 [0,1,0,539,11729] 1 1 3B 
+396480 fb 1 [0,1,0,-169391,-26888841] 1 1 
+396480 fc 1 [0,1,0,-3687481,-2726708281] 1 2 2B 
+396480 fc 2 [0,1,0,-3687201,-2727142785] 1 2 2B 
+396480 fd 1 [0,1,0,-2241,30015] 0 2 2B 
+396480 fd 2 [0,1,0,5439,197439] 0 2 2B 
+396480 fe 1 [0,1,0,-7596,208494] 1 2 2B 
+396480 fe 2 [0,1,0,-115641,15097095] 1 4 2Cs 
+396480 fe 3 [0,1,0,-1850241,968086335] 1 2 2B 
+396480 fe 4 [0,1,0,-109761,16707039] 1 2 2B 
+396480 ff 1 [0,1,0,13859,-3824605] 1 2 2B 
+396480 ff 2 [0,1,0,-298641,-59637105] 1 4 2Cs 
+396480 ff 3 [0,1,0,-888641,247988895] 1 2 2B 
+396480 ff 4 [0,1,0,-4708641,-3934263105] 1 2 2B 
+396480 fg 1 [0,1,0,-3431,72519] 0 1 
+396480 fh 1 [0,1,0,-5656,161294] 1 2 2B 
+396480 fh 2 [0,1,0,-3001,315815] 1 2 2B 
+396480 fi 1 [0,1,0,-5601,-125025] 0 2 2B 
+396480 fi 2 [0,1,0,13279,-770721] 0 2 2B 
+396480 fj 1 [0,1,0,-6221,-190845] 0 2 2B 
+396480 fj 2 [0,1,0,-5041,-264241] 0 2 2B 
+396480 fk 1 [0,1,0,-12551,-759801] 1 1 
+396480 fl 1 [0,1,0,-65381,-5909181] 1 1 
+396480 fm 1 [0,1,0,194459,25286459] 1 2 2B 
+396480 fm 2 [0,1,0,-996241,226038479] 1 2 2B 
+396480 fn 1 [0,1,0,-7581,-37485] 1 2 2B 
+396480 fn 2 [0,1,0,-77201,8191599] 1 4 2Cs 
+396480 fn 3 [0,1,0,-1233601,526952639] 1 2 2B 
+396480 fn 4 [0,1,0,-34721,17205855] 1 2 2B 
+396480 fo 1 [0,1,0,-3556,-82810] 0 2 2B 
+396480 fo 2 [0,1,0,-3801,-71001] 0 4 2Cs 
+396480 fo 3 [0,1,0,-20321,1049055] 0 2 2B 
+396480 fo 4 [0,1,0,8799,-431361] 0 2 2B 
+396480 fp 1 [0,1,0,-61,1235] 1 2 2B 
+396480 fp 2 [0,1,0,-2161,37775] 1 2 2B 
+396480 fq 1 [0,1,0,36819,332019] 1 2 2B 
+396480 fq 2 [0,1,0,-148401,2517615] 1 2 2B 
+396480 fr 1 [0,1,0,-65261,-6418461] 0 2 2B 
+396480 fr 2 [0,1,0,-35761,-12218161] 0 2 2B 
+396480 fs 1 [0,1,0,-301,100499] 1 2 2B 
+396480 fs 2 [0,1,0,-34321,2407055] 1 2 2B 
+396480 ft 1 [0,1,0,-282241,-57803905] 0 2 2B 
+396480 ft 2 [0,1,0,-263361,-65850561] 0 2 2B 
+396480 fu 1 [0,1,0,17759,-1199905] 0 1 
+396480 fv 1 [0,1,0,4739,-33565] 2 2 2B 
+396480 fv 2 [0,1,0,-19761,-293265] 2 4 2Cs 
+396480 fv 3 [0,1,0,-184961,30334815] 2 2 2B 
+396480 fv 4 [0,1,0,-246561,-47150145] 2 2 2B 
+396480 fw 1 [0,1,0,-2801,56079] 1 2 2B 
+396480 fw 2 [0,1,0,-3521,24255] 1 4 2Cs 
+396480 fw 3 [0,1,0,13279,202335] 1 2 2B 
+396480 fw 4 [0,1,0,-31841,-2179041] 1 2 2B 
+396480 fx 1 [0,1,0,-4297441,3427524095] 2 2 2B 
+396480 fx 2 [0,1,0,-4242561,3519382239] 2 2 2B 
+396480 fy 1 [0,1,0,-68801,6923199] 1 2 2B 
+396480 fy 2 [0,1,0,-68321,7025055] 1 2 2B 
+396480 fz 1 [0,1,0,-17421,892755] 1 2 2B 
+396480 fz 2 [0,1,0,-279921,56910255] 1 2 2B 
+396480 ga 1 [0,1,0,-1221281,330665919] 0 2 2B 
+396480 ga 2 [0,1,0,3611999,2303610815] 0 2 2B 
+396480 gb 1 [0,1,0,186339,-33672861] 1 2 2B 
+396480 gb 2 [0,1,0,-1126161,-326885361] 1 2 2B 
+396480 gc 1 [0,1,0,-621,5379] 0 2 2B 
+396480 gc 2 [0,1,0,559,24495] 0 2 2B 
+396480 gd 1 [0,1,0,-49339141,604223256395] 1 2 2B 
+396480 gd 2 [0,1,0,-1416526641,20457699818895] 1 2 2B 
+396480 ge 1 [0,1,0,-2681,-54201] 0 2 2B 
+396480 ge 2 [0,1,0,-1601,-97185] 0 2 2B 
+396480 gf 1 [0,1,0,-612221,-287224845] 0 2 2B 
+396480 gf 2 [0,1,0,-11241041,-14506460241] 0 4 2Cs 
+396480 gf 3 [0,1,0,-12699041,-10504833441] 0 4 2Cs 
+396480 gf 4 [0,1,0,-179844161,-928369091265] 0 2 2B 
+396480 gf 5 [0,1,0,-87888641,309547217919] 0 2 2B 
+396480 gf 6 [0,1,0,39162559,-74429441601] 0 2 2B 
+396480 gg 1 [0,1,0,-24421,1476779] 0 2 2B 
+396480 gg 2 [0,1,0,-391921,94307279] 0 2 2B 
+396480 gh 1 [0,1,0,-351,-3645] 0 1 
+396480 gi 1 [0,1,0,-86581,9753299] 0 1 
+396480 gj 1 [0,1,0,-81921,-6356385] 0 2 2B 
+396480 gj 2 [0,1,0,220159,-42062241] 0 2 2B 
+396480 gk 1 [0,1,0,-8403421,-9379415245] 1 2 2B 
+396480 gk 2 [0,1,0,-134455921,-600137061745] 1 2 2B 
+396480 gl 1 [0,1,0,-1181,18819] 1 2 2B 
+396480 gl 2 [0,1,0,-20081,1088559] 1 2 2B 
+396480 gm 1 [0,1,0,3551795,8226233603] 0 2 2B 
+396480 gm 2 [0,1,0,-45860785,108701773775] 0 2 2B 
+396480 gn 1 [0,1,0,-5,483] 0 1 
+396480 go 1 [0,1,0,-8085,-574605] 0 1 
+396480 gp 1 [0,1,0,-4985,114183] 0 2 2B 
+396480 gp 2 [0,1,0,8735,643775] 0 2 2B 
+396480 gq 1 [0,1,0,-1245569185,-51523682596417] 1 1 
+396480 gr 1 [0,1,0,-7654480,8148650978] 2 2 2B 
+396480 gr 2 [0,1,0,-7654185,8149310775] 2 2 2B 
+396480 gs 1 [0,1,0,-404040,86797638] 2 2 2B 
+396480 gs 2 [0,1,0,622855,457095975] 2 2 2B 
+396480 gt 1 [0,1,0,-2105,14343] 1 2 2B 
+396480 gt 2 [0,1,0,7615,117375] 1 2 2B 
+396480 gu 1 [0,1,0,-645,279243] 1 2 2B 
+396480 gu 2 [0,1,0,-68145,6745743] 1 2 2B 
+396480 gv 1 [0,1,0,-858740,285135150] 1 2 2B 
+396480 gv 2 [0,1,0,-2811865,-1480099225] 1 4 2Cs 
+396480 gv 3 [0,1,0,5763135,-8736264225] 1 4 2B 
+396480 gv 4 [0,1,0,-42636865,-107167684225] 1 2 2B 
+396480 gw 1 [0,1,0,-41300,3216798] 1 2 2B 
+396480 gw 2 [0,1,0,-41305,3215975] 1 4 2Cs 
+396480 gw 3 [0,1,0,-34305,4348575] 1 4 2B 
+396480 gw 4 [0,1,0,-48385,2030783] 1 2 2B 
+396480 gx 1 [0,1,0,-5019505,-4329994705] 0 2 2B 
+396480 gx 2 [0,1,0,-5297985,-3822994017] 0 4 2Cs 
+396480 gx 3 [0,1,0,-25943265,47406203775] 0 2 2B 
+396480 gx 4 [0,1,0,10891615,-22599692097] 0 2 2B 
+396480 gy 1 [0,1,0,5974555,-8244543525] 0 2 2B 3B 
+396480 gy 2 [0,1,0,-43232945,-86474627025] 0 2 2B 3B 
+396480 gy 3 [0,1,0,-56894405,305956229403] 0 2 2B 3B 
+396480 gy 4 [0,1,0,-1111581905,14257151541903] 0 2 2B 3B 
+396480 gz 1 [0,1,0,-1120,16790] 1 1 
+396480 ha 1 [0,1,0,-18445,-928525] 1 2 2B 
+396480 ha 2 [0,1,0,11055,-3589425] 1 2 2B 
+396480 hb 1 [0,1,0,-226840,56317730] 0 2 2B 
+396480 hb 2 [0,1,0,-3977545,3051630743] 0 2 2B 
+396480 hc 1 [0,1,0,-20560,-1141582] 0 2 2B 
+396480 hc 2 [0,1,0,-20265,-1175625] 0 2 2B 
+396480 hd 1 [0,1,0,-18600,1152990] 1 1 
+396480 he 1 [0,1,0,-10295,398643] 2 1 
+396480 hf 1 [0,1,0,-2541505,-1560345025] 0 1 3B 
+396480 hf 2 [0,1,0,-2115265,-2100179137] 0 1 3B 
+396480 hg 1 [0,1,0,-31605,1330515] 0 1 
+396480 hh 1 [0,1,0,-223025,-40613937] 0 2 2B 
+396480 hh 2 [0,1,0,-223105,-40583425] 0 4 2Cs 
+396480 hh 3 [0,1,0,-289185,-14640417] 0 4 2B 
+396480 hh 4 [0,1,0,-158305,-64572385] 0 2 2B 
+396480 hi 1 [0,1,0,-104060,12880350] 0 2 2B 
+396480 hi 2 [0,1,0,-121465,8261063] 0 4 2Cs 
+396480 hi 3 [0,1,0,409535,61467263] 0 2 2B 
+396480 hi 4 [0,1,0,-930945,-340301025] 0 2 2B 
+396480 hj 1 [0,1,0,-1045605,-399494397] 1 1 
+396480 hk 1 [0,1,0,-14085,624483] 1 1 
+396480 hl 1 [0,1,0,-7315,-222337] 0 1 
+396480 hm 1 [0,1,0,-400,-3190] 0 2 2B 
+396480 hm 2 [0,1,0,-105,-7497] 0 2 2B 
+396480 hn 1 [0,1,0,-8186305,9009592223] 0 2 2B 
+396480 hn 2 [0,1,0,-6977985,11762870175] 0 2 2B 
+396480 ho 1 [0,1,0,-207905,-36680865] 0 1 
+396480 hp 1 [0,1,0,-980145,373693743] 2 1 
+396480 hq 1 [0,1,0,-2533025,169407423] 1 2 2B 
+396480 hq 2 [0,1,0,10064095,1361094975] 1 2 2B 
+396480 hr 1 [0,1,0,-164225,24742623] 1 2 2B 
+396480 hr 2 [0,1,0,-415105,-69237025] 1 4 2Cs 
+396480 hr 3 [0,1,0,1170815,-469840417] 1 2 2B 
+396480 hr 4 [0,1,0,-6015105,-5679317025] 1 2 2B 
+396480 hs 1 [0,1,0,-1825,-31777] 0 1 
+396480 ht 1 [0,1,0,-155,135] 1 1 
+396480 hu 1 [0,1,0,-46256645,121068191715] 0 1 
+396480 hv 1 [0,1,0,475,4923] 1 2 2B 
+396480 hv 2 [0,1,0,-3025,46223] 1 2 2B 
+396480 hw 1 [0,1,0,-4282465,-3412467937] 0 2 2B 
+396480 hw 2 [0,1,0,-4206945,-3538541025] 0 2 2B 
+396480 hx 1 [0,1,0,-135105,-19159137] 0 2 2B 
+396480 hx 2 [0,1,0,-137985,-18302625] 0 4 2Cs 
+396480 hx 3 [0,1,0,-467265,101752863] 0 2 2B 
+396480 hx 4 [0,1,0,145215,-83495265] 0 2 2B 
+396480 hy 1 [0,1,0,-2625,50463] 0 2 2B 
+396480 hy 2 [0,1,0,-705,124575] 0 2 2B 
+396480 hz 1 [0,1,0,-9665,43935] 0 2 2B 
+396480 hz 2 [0,1,0,-113345,14621343] 0 4 2Cs 
+396480 hz 3 [0,1,0,-1812545,938646303] 0 4 2B 
+396480 hz 4 [0,1,0,-73025,25209375] 0 2 2B 
+396480 ia 1 [0,1,0,-53025,-4717377] 1 2 2B 
+396480 ia 2 [0,1,0,-51905,-4925025] 1 2 2B 
+396480 ib 1 [0,1,0,-645,-1125] 1 2 2B 
+396480 ib 2 [0,1,0,-6545,200655] 1 2 2B 
+396480 ic 1 [0,1,0,-4705,82175] 0 2 2B 
+396480 ic 2 [0,1,0,13215,573183] 0 2 2B 
+396480 id 1 [0,1,0,-89991385,-327939096217] 0 2 2B 
+396480 id 2 [0,1,0,-57049665,-571095108225] 0 2 2B 
+396480 ie 1 [0,1,0,-105,-147] 1 1 
+396480 if 1 [0,1,0,-945,-945] 0 2 2B 
+396480 if 2 [0,1,0,3775,-3777] 0 2 2B 
+396480 ig 1 [0,1,0,-7144240,-7352293162] 0 2 2B 
+396480 ig 2 [0,1,0,-7120345,-7403892025] 0 2 2B 
+396480 ih 1 [0,1,0,-3185,65583] 0 2 2B 
+396480 ih 2 [0,1,0,1535,247775] 0 2 2B 
+396480 ii 1 [0,1,0,7405,-969057] 1 1 
+396480 ij 1 [0,1,0,-3365,73923] 1 1 
+396480 ik 1 [0,1,0,-4496065,7332197663] 1 1 
+396480 il 1 [0,1,0,-211485,-33121107] 0 1 
+396480 im 1 [0,1,0,-155,723] 0 1 
+396480 in 1 [0,1,0,-28395745,106772066975] 0 2 2B 
+396480 in 2 [0,1,0,-552683745,4998483964575] 0 4 2Cs 
+396480 in 3 [0,1,0,-8841758945,320001577530015] 0 2 2B 
+396480 in 4 [0,1,0,-652216545,3073340453535] 0 2 2B 
+396480 io 1 [0,1,0,-1765,23963] 0 2 2B 
+396480 io 2 [0,1,0,-7665,-236817] 0 2 2B 
+396480 ip 1 [0,1,0,-257985,-17827425] 1 2 2B 
+396480 ip 2 [0,1,0,-3331265,-2339383137] 1 4 2Cs 
+396480 ip 3 [0,1,0,-2547265,-3468186337] 1 4 2B 
+396480 ip 4 [0,1,0,-53287745,-149740973025] 1 2 2B 
+396480 iq 1 [0,1,0,-9840,372438] 0 2 2B 
+396480 iq 2 [0,1,0,-9945,363975] 0 2 2B 
+396480 ir 1 [0,1,0,-75745,7790975] 1 2 2B 
+396480 ir 2 [0,1,0,-179425,-18274177] 1 4 2Cs 
+396480 ir 3 [0,1,0,540575,-127570177] 1 4 2B 
+396480 ir 4 [0,1,0,-2558305,-1575489025] 1 2 2B 
+396480 is 1 [0,1,0,-960,11118] 0 2 2B 
+396480 is 2 [0,1,0,-665,18375] 0 2 2B 
+396480 it 1 [0,1,0,-198465,42768063] 0 2 2B 
+396480 it 2 [0,1,0,-3398465,2410128063] 0 4 2Cs 
+396480 it 3 [0,1,0,-54374465,154308412863] 0 2 2B 
+396480 it 4 [0,1,0,-3622465,2074083263] 0 2 2B 
+396480 iu 1 [0,1,0,-13035,-643725] 0 1 
+396480 iv 1 [0,1,0,175,2415] 1 1 
+396483 a 1 [1,0,0,-27,-108] 0 1 
+396483 b 1 [1,0,0,18,45] 1 1 
+396485 a 1 [1,0,0,-7551,251906] 1 1 
+396486 a 1 [1,-1,0,-59634,-5420844] 0 1 
+396486 b 1 [1,-1,0,-6084,-179888] 1 1 
+396486 c 1 [1,-1,0,-13473,174717] 1 1 
+396486 d 1 [1,-1,1,-293,-1735] 0 1 
+396486 e 1 [1,-1,1,-93875,-57902317] 0 1 
+396486 f 1 [1,-1,1,-3227,52427] 1 1 
+396486 g 1 [1,-1,1,-21461,-1204707] 1 1 
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+396662 b 1 [1,-1,0,4739,-140283] 1 2 2B 
+396662 b 2 [1,-1,0,-28901,-1344595] 1 2 2B 
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+396666 a 1 [1,-1,0,-756,9040] 1 1 
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+396669 a 1 [0,1,1,356,-13646] 0 1 
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+397110 v 3 [1,0,1,-5083334,4410921296] 1 2 2B 
+397110 v 4 [1,0,1,-473014,-5266288] 1 2 2B 
+397110 w 1 [1,0,1,-302894868774,64191569889022072] 1 6 2B 3B.1.1 
+397110 w 2 [1,0,1,-4846913715494,4107201439429984376] 1 12 2Cs 3B.1.1 
+397110 w 3 [1,0,1,237905176011,258538813212492736] 1 2 2B 3B.1.2 
+397110 w 4 [1,0,1,-77550619443014,262860911545929886712] 1 6 2B 3B.1.1 
+397110 w 5 [1,0,1,-4847509535494,4106141159627056376] 1 6 2B 3B.1.1 
+397110 w 6 [1,0,1,-4921424288309,3974405526127543232] 1 4 2Cs 3B.1.2 
+397110 w 7 [1,0,1,-77550695717429,262860368622008632256] 1 2 2B 3B.1.2 
+397110 w 8 [1,0,1,-14841424288309,-17096067305872456768] 1 2 2B 3B.1.2 
+397110 x 1 [1,0,1,-1875934,988793846] 1 3 3B.1.1 
+397110 x 2 [1,0,1,-1560199,1332441122] 1 1 3B.1.2 
+397110 y 1 [1,0,1,15102,359578] 2 1 
+397110 z 1 [1,0,1,-323881653,2238073896256] 0 2 2B 
+397110 z 2 [1,0,1,-195810933,4025889919168] 0 2 2B 
+397110 ba 1 [1,0,1,-124713,-16962092] 0 1 
+397110 bb 1 [1,0,1,65022,-847532] 1 2 2B 
+397110 bb 2 [1,0,1,-262658,-6876844] 1 4 2Cs 
+397110 bb 3 [1,0,1,-2683138,1683586388] 1 4 2B 
+397110 bb 4 [1,0,1,-3085058,-2081905324] 1 2 2B 
+397110 bc 1 [1,1,1,-16732106,-26355672361] 1 1 
+397110 bd 1 [1,1,1,-1083047651,-21893255197567] 1 2 2B 
+397110 bd 2 [1,1,1,-20057478371,-1093060587519871] 1 2 2B 
+397110 be 1 [1,1,1,-5726641,5272304063] 1 4 2B 
+397110 be 2 [1,1,1,-5801061,5128137639] 1 4 2Cs 
+397110 be 3 [1,1,1,3730189,20336200139] 1 2 2B 
+397110 be 4 [1,1,1,-16523031,-19305087597] 1 2 2B 
+397110 bf 1 [1,1,1,-118724911,-449427376267] 0 2 2B 
+397110 bf 2 [1,1,1,-1847679631,-30569893344331] 0 2 2B 
+397110 bg 1 [1,1,1,29,2369] 1 2 2B 
+397110 bg 2 [1,1,1,-2491,45713] 1 2 2B 
+397110 bh 1 [1,1,1,-1721,22343] 1 2 2B 
+397110 bh 2 [1,1,1,-7921,-252937] 1 2 2B 
+397110 bi 1 [1,1,1,-93021267035,-10920005432198935] 1 2 2B 
+397110 bi 2 [1,1,1,-92536892035,-11039352913448935] 1 2 2B 
+397110 bj 1 [1,1,1,-25780,1582325] 0 4 2B 
+397110 bj 2 [1,1,1,-27780,1319925] 0 4 2Cs 
+397110 bj 3 [1,1,1,68320,8546645] 0 2 2B 
+397110 bj 4 [1,1,1,-155880,-22660395] 0 2 2B 
+397110 bk 1 [1,1,1,-10360,-406663] 1 2 2B 
+397110 bk 2 [1,1,1,-165360,-25950663] 1 2 2B 
+397110 bl 1 [1,1,1,-95,-1045] 1 1 
+397110 bm 1 [1,1,1,-2170,294695] 1 1 
+397110 bn 1 [1,1,1,-2831520,-3844392255] 0 1 
+397110 bo 1 [1,1,1,-23995,-1480375] 1 2 2B 
+397110 bo 2 [1,1,1,-386875,-92780983] 1 2 2B 
+397110 bp 1 [1,1,1,-1432430,10896466475] 0 1 
+397110 bq 1 [1,1,1,-10799170,-56531650993] 0 4 2B 
+397110 bq 2 [1,1,1,-296869650,-1963591898865] 0 4 2Cs 
+397110 bq 3 [1,1,1,-424512150,-111141824865] 0 2 2B 
+397110 bq 4 [1,1,1,-4746354830,-125862176427073] 0 2 2B 
+397110 br 1 [1,1,1,32473665,383550606465] 1 2 2B 
+397110 br 2 [1,1,1,-634596165,5800424453997] 1 2 2B 
+397110 bs 1 [1,0,0,-6051266,8464438296] 0 1 
+397110 bt 1 [1,0,0,-2933091,1898225025] 0 2 2B 
+397110 bt 2 [1,0,0,166909,5709365025] 0 2 2B 
+397110 bu 1 [1,0,0,-1201,-17095] 0 1 
+397110 bv 1 [1,0,0,-2366356,1401512336] 2 1 
+397110 bw 1 [1,0,0,-232161,-27375159] 0 2 2B 
+397110 bw 2 [1,0,0,-1542881,717375945] 0 4 2Cs 
+397110 bw 3 [1,0,0,-24498401,46669735881] 0 2 2B 
+397110 bw 4 [1,0,0,441119,2434329545] 0 2 2B 
+397110 bx 1 [1,0,0,-278576,-56620800] 1 1 
+397110 by 1 [1,0,0,-109711,13973141] 0 2 2B 
+397110 by 2 [1,0,0,-126181,9496595] 0 2 2B 
+397110 bz 1 [1,0,0,-16461,-814959] 0 1 
+397110 ca 1 [1,0,0,210570,16308900] 1 1 
+397110 cb 1 [1,0,0,-5026725,4338151425] 1 1 
+397110 cc 1 [1,0,0,-9115180,-10551246448] 1 2 2B 
+397110 cc 2 [1,0,0,-13878060,1663635600] 1 4 2Cs 
+397110 cc 3 [1,0,0,-159258140,771800071392] 1 2 2B 
+397110 cc 4 [1,0,0,55295940,13298702400] 1 2 2B 
+397110 cd 1 [1,0,0,-281245,-57200563] 0 2 2B 
+397110 cd 2 [1,0,0,-429475,9591875] 0 2 2B 
+397110 ce 1 [1,0,0,-3850440,-7965393408] 1 2 2B 
+397110 ce 2 [1,0,0,-87885440,-316693176408] 1 2 2B 
+397110 cf 1 [1,0,0,38335,321225] 1 3 3B.1.1 
+397110 cf 2 [1,0,0,-492365,-145562715] 1 1 3B.1.2 
+397110 cg 1 [1,0,0,-1225,16625] 1 1 
+397110 ch 1 [1,0,0,-80371890,277378613892] 1 1 
+397110 ci 1 [1,0,0,-204385,-6910075] 1 2 2B 
+397110 ci 2 [1,0,0,800285,-54531433] 1 2 2B 
+397110 cj 1 [1,0,0,-3815,47817] 1 2 2B 
+397110 cj 2 [1,0,0,-28615,-1832023] 1 2 2B 
+397110 ck 1 [1,0,0,-85015,9548777] 1 1 
+397111 a 1 [1,-1,1,-72,272] 1 1 
+397111 b 1 [0,1,1,88,-5723] 2 1 
+397113 a 1 [0,-1,1,24,20] 3 1 
+397113 b 1 [0,1,1,-445,3472] 1 1 
+397114 a 1 [1,-1,0,-88,384] 2 1 
+397114 b 1 [1,0,1,-24242,-371900] 1 1 
+397114 c 1 [1,1,1,957,63649] 2 1 
+397114 d 1 [1,-1,1,-6995421,-11494073243] 1 1 
+397117 a 1 [0,1,1,-334,1713] 1 1 
+397118 a 1 [1,0,1,-5823,-153838] 2 2 2B 
+397118 a 2 [1,0,1,-90463,-10479918] 2 2 2B 
+397118 b 1 [1,1,0,-1,-1195] 1 1 
+397119 a 1 [0,1,1,-11357,-532423] 1 1 
+397119 b 1 [1,1,0,2,31] 0 1 
+397120 a 1 [0,0,0,-4500268,3673905808] 1 1 
+397120 b 1 [0,0,0,-866039308,-9248640144368] 1 1 
+397120 c 1 [0,0,0,-88108,-6992432] 1 1 
+397120 d 1 [0,0,0,-1132,3856] 2 1 
+397120 e 1 [0,0,0,-622,5386] 1 1 
+397120 f 1 [0,0,0,-459532,119900656] 1 1 
+397120 g 1 [0,1,0,-1521,21679] 3 2 2B 
+397120 g 2 [0,1,0,479,76479] 3 2 2B 
+397120 h 1 [0,1,0,-2997921,-1998560321] 1 2 2B 
+397120 h 2 [0,1,0,-2670241,-2452003905] 1 2 2B 
+397120 i 1 [0,1,0,-138200481,625288515775] 2 2 2B 
+397120 i 2 [0,1,0,-138216481,625136474175] 2 2 2B 
+397120 j 1 [0,1,0,-18721,693855] 1 2 2B 
+397120 j 2 [0,1,0,-274721,55324255] 1 2 2B 
+397120 k 1 [0,1,0,-3321,-29945] 1 2 2B 
+397120 k 2 [0,1,0,-28321,1805055] 1 2 2B 
+397120 l 1 [0,1,0,-2656,78750] 0 2 2B 
+397120 l 2 [0,1,0,-48281,4066375] 0 2 2B 
+397120 m 1 [0,1,0,-35905,-2383425] 1 2 2B 
+397120 m 2 [0,1,0,46015,-11607617] 1 2 2B 
+397120 n 1 [0,-1,0,-5797441,-5270759359] 0 1 3B 
+397120 n 2 [0,-1,0,-467157441,-3886204215359] 0 1 3B 
+397120 o 1 [0,-1,0,-104481,10072225] 2 1 3B 
+397120 o 2 [0,-1,0,-2790881,-1792875935] 2 1 3B 
+397120 p 1 [0,-1,0,-291521,60680545] 1 1 
+397120 q 1 [0,-1,0,-341,205] 0 1 
+397120 r 1 [0,-1,0,-258501,-50437805] 0 1 
+397120 s 1 [0,-1,0,-49482401,-133958659775] 0 1 
+397120 t 1 [0,-1,0,-12161,520225] 1 1 
+397120 u 1 [0,-1,0,-64481,5388385] 0 1 
+397120 v 1 [0,-1,0,-15151,722885] 0 1 
+397120 w 1 [0,-1,0,-91,365] 1 1 
+397120 x 1 [0,-1,0,-8321,-289055] 1 1 
+397120 y 1 [0,-1,0,-2401,2561] 1 1 
+397120 z 1 [0,-1,0,-25,47] 1 1 
+397120 ba 1 [0,-1,0,-3125,67375] 1 1 3B 
+397120 ba 2 [0,-1,0,-26485,-1618633] 1 1 3B 
+397120 bb 1 [0,-1,0,-705,4705] 2 1 
+397120 bc 1 [0,-1,0,-9825,127777] 2 1 
+397120 bd 1 [0,-1,0,-26945,-1692863] 1 1 
+397120 be 1 [0,-1,0,-577665,-168759263] 0 1 
+397120 bf 1 [0,-1,0,-171045,27284605] 0 1 
+397120 bg 1 [0,-1,0,-14625,-477023] 1 1 
+397120 bh 1 [0,-1,0,-16940385,26841460225] 1 1 
+397120 bi 1 [0,-1,0,-16385,789505] 0 1 
+397120 bj 1 [0,-1,0,-56065,-5090143] 0 1 
+397120 bk 1 [0,0,0,-25648,919752] 0 2 2B 
+397120 bk 2 [0,0,0,80932,6589808] 0 2 2B 
+397120 bl 1 [0,0,0,-11948,632272] 1 1 
+397120 bm 1 [0,0,0,-1388,-16688] 1 2 2B 
+397120 bm 2 [0,0,0,2612,-95088] 1 2 2B 
+397120 bn 1 [0,0,0,-1388,16688] 2 2 2B 
+397120 bn 2 [0,0,0,2612,95088] 2 2 2B 
+397120 bo 1 [0,0,0,-11948,-632272] 0 1 
+397120 bp 1 [0,0,0,-25648,-919752] 1 2 2B 
+397120 bp 2 [0,0,0,80932,-6589808] 1 2 2B 
+397120 bq 1 [0,0,0,-872,5096] 2 2 2B 
+397120 bq 2 [0,0,0,-6652,-205296] 2 4 2Cs 
+397120 bq 3 [0,0,0,148,-605136] 2 2 2B 
+397120 bq 4 [0,0,0,-105932,-13270544] 2 2 2B 
+397120 br 1 [0,0,0,-872,-5096] 1 2 2B 
+397120 br 2 [0,0,0,-6652,205296] 1 4 2Cs 
+397120 br 3 [0,0,0,-105932,13270544] 1 2 2B 
+397120 br 4 [0,0,0,148,605136] 1 2 2B 
+397120 bs 1 [0,1,0,-2401,-2561] 2 1 
+397120 bt 1 [0,1,0,-8321,289055] 1 1 
+397120 bu 1 [0,1,0,-91,-365] 1 1 
+397120 bv 1 [0,1,0,-15151,-722885] 0 1 
+397120 bw 1 [0,1,0,-64481,-5388385] 1 1 
+397120 bx 1 [0,1,0,-12161,-520225] 0 1 
+397120 by 1 [0,1,0,-49482401,133958659775] 1 1 
+397120 bz 1 [0,1,0,-341,-205] 1 1 
+397120 ca 1 [0,1,0,-258501,50437805] 1 1 
+397120 cb 1 [0,1,0,-291521,-60680545] 0 1 
+397120 cc 1 [0,1,0,-104481,-10072225] 1 1 3B 
+397120 cc 2 [0,1,0,-2790881,1792875935] 1 1 3B 
+397120 cd 1 [0,1,0,-5797441,5270759359] 1 1 3B 
+397120 cd 2 [0,1,0,-467157441,3886204215359] 1 1 3B 
+397120 ce 1 [0,1,0,-56065,5090143] 1 1 
+397120 cf 1 [0,1,0,-16385,-789505] 1 1 
+397120 cg 1 [0,1,0,-16940385,-26841460225] 0 1 
+397120 ch 1 [0,1,0,-14625,477023] 2 1 
+397120 ci 1 [0,1,0,-171045,-27284605] 1 1 
+397120 cj 1 [0,1,0,-577665,168759263] 1 1 
+397120 ck 1 [0,1,0,-26945,1692863] 0 1 
+397120 cl 1 [0,1,0,-9825,-127777] 2 1 
+397120 cm 1 [0,1,0,-705,-4705] 1 1 
+397120 cn 1 [0,1,0,-3125,-67375] 0 1 3B 
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+397120 cp 1 [0,-1,0,-2656,-78750] 0 2 2B 
+397120 cp 2 [0,-1,0,-48281,-4066375] 0 2 2B 
+397120 cq 1 [0,-1,0,-18721,-693855] 2 2 2B 
+397120 cq 2 [0,-1,0,-274721,-55324255] 2 2 2B 
+397120 cr 1 [0,-1,0,-138200481,-625288515775] 1 2 2B 
+397120 cr 2 [0,-1,0,-138216481,-625136474175] 1 2 2B 
+397120 cs 1 [0,-1,0,-3321,29945] 1 2 2B 
+397120 cs 2 [0,-1,0,-28321,-1805055] 1 2 2B 
+397120 ct 1 [0,-1,0,-2997921,1998560321] 0 2 2B 
+397120 ct 2 [0,-1,0,-2670241,2452003905] 0 2 2B 
+397120 cu 1 [0,-1,0,-1521,-21679] 0 2 2B 
+397120 cu 2 [0,-1,0,479,-76479] 0 2 2B 
+397120 cv 1 [0,-1,0,-35905,2383425] 0 2 2B 
+397120 cv 2 [0,-1,0,46015,11607617] 0 2 2B 
+397120 cw 1 [0,0,0,-88108,6992432] 0 1 
+397120 cx 1 [0,0,0,-866039308,9248640144368] 0 1 
+397120 cy 1 [0,0,0,-4500268,-3673905808] 1 1 
+397120 cz 1 [0,0,0,-459532,-119900656] 0 1 
+397120 da 1 [0,0,0,-622,-5386] 1 1 
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+397122 b 1 [1,1,0,-545089756,-4898580856880] 1 2 2B 
+397122 b 2 [1,1,0,-545128476,-4897850171760] 1 4 2Cs 
+397122 b 3 [1,1,0,-616610436,-3531300949656] 1 2 2B 
+397122 b 4 [1,1,0,-474266036,-6217634771784] 1 2 2B 
+397122 c 1 [1,1,0,-5482988073,164941389302661] 1 1 
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+397122 p 1 [1,0,1,-80,284] 0 1 
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+397122 r 1 [1,1,1,-68307,-6921903] 1 1 
+397122 s 1 [1,1,1,-52819,-29743] 2 1 
+397122 t 1 [1,1,1,-252469,9785051] 1 2 2B 
+397122 t 2 [1,1,1,986571,78675675] 1 2 2B 
+397122 u 1 [1,1,1,-36242,2609993] 0 1 
+397122 v 1 [1,0,0,-15320,728256] 2 1 
+397122 w 1 [1,0,0,-168209,26771625] 1 1 
+397122 x 1 [1,0,0,-64193,6263049] 0 1 
+397122 y 1 [1,0,0,-4903,-2188075] 0 1 3B 
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+397122 ba 1 [1,0,0,-9622,-387958] 0 1 
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+397123 a 1 [1,-1,1,-9259,345222] 1 1 
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+397126 a 1 [1,1,0,-10324,-457504] 1 1 
+397126 b 1 [1,1,1,23,3] 1 1 
+397128 a 1 [0,-1,0,1436,11380] 1 1 
+397128 b 1 [0,-1,0,-73,-899] 2 1 
+397128 c 1 [0,1,0,-183,6030] 2 1 
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+397131 a 1 [1,0,0,-28,245] 2 1 
+397134 a 1 [1,-1,0,-441,-5441] 1 1 
+397134 b 1 [1,-1,1,237829,-43011093] 1 1 
+397134 c 1 [1,-1,1,-10634,-420087] 1 1 
+397136 a 1 [0,-1,0,-239472,-45025856] 0 1 3B 
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+397136 b 1 [0,1,0,-280,-1964] 0 1 
+397137 a 1 [1,1,1,-2300500317,42468821453160] 0 1 
+397137 b 1 [1,1,1,-1275,11478] 0 1 
+397137 c 1 [1,1,1,-332502,-75518574] 0 2 2B 
+397137 c 2 [1,1,1,-5351667,-4767434016] 0 2 2B 
+397137 d 1 [1,1,1,-492,119316] 2 2 2B 
+397137 d 2 [1,1,1,-39507,2975214] 2 2 2B 
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+397137 g 1 [1,0,0,-1046,5817] 2 1 
+397137 h 1 [1,1,0,-1265874,-548721225] 2 2 2B 
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+397137 h 3 [1,1,0,-1304894,-513142803] 2 4 2B 
+397137 h 4 [1,1,0,-1226944,-583999577] 2 2 2B 
+397138 a 1 [1,-1,0,871507,-69947867] 1 1 
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+397138 c 1 [1,1,1,-4150,100659] 2 1 
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+397145 a 1 [0,0,1,-637,158380] 1 1 
+397145 b 1 [1,1,1,-4411,-130292] 0 1 
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+397145 d 1 [1,-1,0,67135,2814300] 1 1 3Nn 
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+397145 f 1 [0,0,1,12887,-5510381] 1 1 
+397146 a 1 [1,1,1,-388,-3115] 1 1 
+397146 b 1 [1,1,1,-150211,-22469599] 1 1 
+397149 a 1 [1,1,1,-9,-36] 1 1 
+397150 a 1 [1,-1,0,8119658,2856176116] 0 1 
+397150 b 1 [1,0,1,27374,614148] 1 1 
+397150 c 1 [1,0,1,-2135676326,37988243469048] 2 2 2B 
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+397150 d 1 [1,0,1,-463970576,-3846699671202] 0 1 
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+397150 f 1 [1,0,1,-1003526,628229448] 1 1 
+397150 g 1 [1,1,0,-655385,-204490775] 0 1 5B.4.2 
+397150 g 2 [1,1,0,-1504610,419638900] 0 1 5B.4.1 
+397150 h 1 [1,1,0,-24388900,46349090000] 1 1 3B 
+397150 h 2 [1,1,0,-26818275,36554378125] 1 1 3B 
+397150 i 1 [1,1,0,-183875,30098125] 1 1 
+397150 j 1 [1,-1,0,3433,300224341] 0 1 
+397150 k 1 [1,-1,0,-85692242,-293715975084] 0 2 2B 
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+397150 l 1 [1,-1,0,-21917,-1339259] 0 1 
+397150 m 1 [1,-1,0,-199367,35536541] 0 1 
+397150 n 1 [1,-1,0,-67547,6799781] 1 1 
+397150 o 1 [1,0,1,2024,2368] 2 1 
+397150 p 1 [1,0,1,-15444576,-156117893202] 1 1 3B 
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+397150 q 1 [1,0,1,-412026,88274448] 2 1 
+397150 r 1 [1,0,1,-129796,18127618] 1 1 
+397150 s 1 [1,1,0,-46794075,123389070875] 0 1 3B 
+397150 s 2 [1,1,0,77315300,605504349000] 0 1 3B 
+397150 t 1 [1,1,0,2025,-152875] 0 1 3B 
+397150 t 2 [1,1,0,-166975,-26347875] 0 1 3B 
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+397214 a 1 [1,0,0,-11220,470416] 2 1 
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+397215 b 1 [0,0,1,-99980193,126999629914] 0 1 
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+397215 i 1 [1,-1,1,-1000463,385398942] 1 2 2B 
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+397215 j 1 [1,-1,1,-68,-2194] 0 2 2B 
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+397215 k 1 [1,-1,1,-11408,1853786] 2 2 2B 
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+397215 n 1 [1,-1,1,-8213,138692] 0 2 2B 
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+397215 o 1 [1,-1,1,-27008,1715106] 2 2 2B 
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+397215 p 1 [1,-1,1,-25536683,45747831106] 1 2 2B 
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+397215 q 1 [1,-1,1,-6557,-1121844] 1 2 2B 
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+397215 r 1 [1,-1,1,-20621973362,-1139792255652216] 1 2 2B 
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+397215 ba 3 [1,-1,0,-384473565,2901764429176] 0 2 2B 
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+397215 bb 4 [1,-1,0,-6276915,-5776159950] 0 2 2B 
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+397215 bd 1 [1,-1,0,-4270680,-3389796149] 1 2 2B 
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+397215 bg 1 [1,-1,0,-2837409,-1693418312] 0 2 2B 
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+397232 a 1 [0,0,0,-259741,-71648585] 1 1 
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+397290 t 1 [1,0,1,-21209498,-37597944244] 1 2 2B 
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+397290 t 3 [1,0,1,-21848358,-35212697444] 1 4 2B 
+397290 t 4 [1,0,1,-20572078,-39963536452] 1 2 2B 
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+397290 z 1 [1,0,1,-1102153,409550348] 2 1 
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+397290 bc 1 [1,1,1,-1361,11183] 2 2 2B 
+397290 bc 2 [1,1,1,-9361,-344017] 2 4 2Cs 
+397290 bc 3 [1,1,1,2039,-1114657] 2 2 2B 
+397290 bc 4 [1,1,1,-148761,-22146177] 2 2 2B 
+397290 bd 1 [1,1,1,-766,20909] 0 1 
+397290 be 1 [1,1,1,-4498706,3681568703] 0 1 
+397290 bf 1 [1,1,1,-2022490,-175307545] 1 2 2B 
+397290 bf 2 [1,1,1,7977510,-1383307545] 1 2 2B 
+397290 bg 1 [1,1,1,310,4595] 0 2 2B 
+397290 bg 2 [1,1,1,-2920,51107] 0 2 2B 
+397290 bh 1 [1,1,1,-3205,61595] 0 1 
+397290 bi 1 [1,1,1,5666791870,66076752264527] 1 4 2B 
+397290 bi 2 [1,1,1,-24616083010,549318756449615] 1 4 2Cs 
+397290 bi 3 [1,1,1,-320104083010,69653560778849615] 1 2 2B 
+397290 bi 4 [1,1,1,-213654081090,-37626829340607153] 1 2 2B 
+397290 bj 1 [1,0,0,-12333936,16668917760] 0 2 2B 
+397290 bj 2 [1,0,0,-13583936,13084667760] 0 4 2Cs 
+397290 bj 3 [1,0,0,37858564,88571392260] 0 2 2B 
+397290 bj 4 [1,0,0,-85026436,-291789056740] 0 2 2B 
+397290 bk 1 [1,0,0,-1856,76416] 1 1 
+397290 bl 1 [1,0,0,-61286,-4719900] 1 1 
+397290 bm 1 [1,0,0,22199,1895705] 0 2 2B 
+397290 bm 2 [1,0,0,-162121,19922201] 0 4 2Cs 
+397290 bm 3 [1,0,0,-2442121,1468634201] 0 2 2B 
+397290 bm 4 [1,0,0,-831241,-274356775] 0 2 2B 
+397290 bn 1 [1,0,0,-120,-600] 1 1 
+397290 bo 1 [1,0,0,60920490,99970350372] 1 1 
+397290 bp 1 [1,0,0,-43225,-523045543] 1 1 
+397290 bq 1 [1,0,0,-2689280,1696465152] 1 1 
+397290 br 1 [1,0,0,-135915,6061617] 2 1 
+397290 bs 1 [1,0,0,-472730,-230695548] 1 1 
+397290 bt 1 [1,0,0,221790,27755172] 1 1 
+397290 bu 1 [1,0,0,-6745,6137] 1 1 
+397292 a 1 [0,1,0,-158237,24174856] 1 1 
+397292 b 1 [0,-1,0,-165293,-25811015] 1 1 3B 
+397292 b 2 [0,-1,0,-145693,-32181799] 1 1 3B 
+397292 c 1 [0,-1,0,-3229,-69558] 1 1 
+397293 a 1 [0,-1,1,21040,383960] 0 1 
+397293 b 1 [1,0,0,-17685677,-28628789064] 0 1 
+397293 c 1 [1,0,0,-2216,29919] 2 1 
+397293 d 1 [0,-1,1,-931,12378] 1 1 
+397293 e 1 [1,1,0,-22951,-1347896] 0 2 2B 
+397293 e 2 [1,1,0,-23256,-1310625] 0 2 2B 
+397293 f 1 [1,1,0,-3197,87642] 1 1 
+397293 g 1 [1,1,0,-26857,-804752] 1 1 
+397294 a 1 [1,0,1,-2020,-35102] 1 1 
+397294 b 1 [1,0,0,-9,121] 1 1 
+397294 c 1 [1,1,1,-1718,-28125] 0 1 
+397294 d 1 [1,1,1,478,-3537] 1 1 
+397295 a 1 [1,-1,1,-166812,-43586376] 0 1 
+397296 a 1 [0,0,0,-327,17170] 1 1 
+397296 b 1 [0,0,0,-56307,-5142350] 1 1 
+397296 c 1 [0,0,0,-282,-1145] 1 1 
+397296 d 1 [0,0,0,-2655342,-1028717145] 1 1 
+397296 e 1 [0,0,0,-61779,5910514] 2 1 
+397296 f 1 [0,0,0,-188180949,1933744105411] 1 1 
+397296 g 1 [0,0,0,392541,-116562526] 0 1 3B 
+397296 g 2 [0,0,0,-11928099,-15936799966] 0 1 3B 
+397296 h 1 [0,0,0,-406299,-1144618454] 0 1 
+397296 i 1 [0,0,0,1461,6394] 1 1 
+397296 j 1 [0,0,0,155724861,2456714108866] 1 1 
+397296 k 1 [0,0,0,-543819,-377783046] 1 1 
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+397296 m 1 [0,0,0,4389,333434] 1 1 
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+397296 s 1 [0,0,0,-330483,-31039397966] 1 1 
+397296 t 1 [0,0,0,-13683,2152501] 0 1 
+397296 u 1 [0,0,0,-163083,-25359174] 1 1 
+397296 v 1 [0,0,0,-1920,-32101] 1 1 
+397296 w 1 [0,0,0,-3000,-47221] 1 1 
+397296 x 1 [0,0,0,-484635,129863882] 1 1 
+397296 y 1 [0,0,0,165,202] 1 1 
+397296 z 1 [0,0,0,1485,-5454] 0 1 
+397296 ba 1 [0,0,0,-117457635,-489428087326] 0 1 3B 
+397296 ba 2 [0,0,0,-9511142115,-357023760429598] 0 1 3B 
+397296 bb 1 [0,0,0,8160,-161332] 2 1 
+397296 bc 1 [0,0,0,-22395,1284266] 2 1 
+397296 bd 1 [0,0,0,9285,167402] 0 1 3B 
+397296 bd 2 [0,0,0,-102315,-15362854] 0 1 3B 
+397296 be 1 [0,0,0,-75,3098] 1 1 
+397296 bf 1 [0,0,0,-82920,9190447] 1 1 
+397296 bg 1 [0,0,0,-540,-4617] 0 1 
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+397296 bj 1 [0,0,0,-60,171] 1 1 
+397296 bk 1 [0,0,0,-59475,-873646] 0 1 
+397296 bl 1 [0,0,0,-135,566] 1 1 
+397296 bm 1 [0,0,0,-1215,-15282] 0 1 
+397296 bn 1 [0,0,0,-387,-2943] 1 1 
+397296 bo 1 [0,0,0,-1587,56018] 1 1 
+397296 bp 1 [0,0,0,-431547,-109116598] 0 1 
+397296 bq 1 [0,0,0,753,-2887] 1 1 
+397296 br 1 [0,0,0,33,-263] 0 1 
+397296 bs 1 [0,0,0,-757227,-327164902] 1 1 
+397296 bt 1 [0,0,0,-1467747,684697698] 0 1 
+397296 bu 1 [0,0,0,5963541,-316216550] 1 2 2B 
+397296 bu 2 [0,0,0,-23896299,-2531816678] 1 2 2B 
+397296 bv 1 [0,0,0,-147639,15887558] 1 1 
+397296 bw 1 [0,0,0,-2379,-44822] 0 1 
+397296 bx 1 [0,0,0,-69579,-7055478] 1 1 
+397296 by 1 [0,0,0,-10179,-395118] 1 1 
+397296 bz 1 [0,0,0,-3279,70238] 1 1 
+397296 ca 1 [0,0,0,-24834,1506323] 0 2 2B 
+397296 ca 2 [0,0,0,-24879,1500590] 0 4 2Cs 
+397296 ca 3 [0,0,0,-8859,3406970] 0 2 2B 
+397296 ca 4 [0,0,0,-41619,-772702] 0 2 2B 
+397296 cb 1 [0,0,0,-60294,5698483] 0 1 
+397296 cc 1 [0,0,0,4821,286810] 1 2 2B 
+397296 cc 2 [0,0,0,-47019,3407578] 1 2 2B 
+397296 cd 1 [0,0,0,-32331,-5890822] 0 1 
+397296 ce 1 [0,0,0,609,-208483] 1 1 
+397296 cf 1 [0,0,0,1401523749,-66331280939382] 0 1 
+397296 cg 1 [0,0,0,-4894371,10200142242] 0 1 
+397296 ch 1 [0,0,0,13149,-172638] 0 1 
+397296 ci 1 [0,0,0,-200523,24641530] 1 1 
+397296 cj 1 [0,0,0,-295038,38100635] 0 1 
+397298 a 1 [1,0,1,120,470] 1 1 
+397298 b 1 [1,0,1,-510287,-140408078] 1 1 
+397300 a 1 [0,0,0,-244600,46562125] 0 1 
+397300 b 1 [0,-1,0,-733,-2743] 1 1 
+397300 c 1 [0,-1,0,-82833,9203662] 1 1 3B 
+397300 c 2 [0,-1,0,-87833,8035162] 1 1 3B 
+397300 d 1 [0,-1,0,-90833,10567162] 1 1 
+397300 e 1 [0,0,0,-29375,1943750] 0 1 
+397300 f 1 [0,0,0,-33100,-2317875] 0 2 2B 
+397300 f 2 [0,0,0,-32975,-2336250] 0 2 2B 
+397300 g 1 [0,0,0,-4800700,-4048600875] 0 2 2B 
+397300 g 2 [0,0,0,-4800575,-4048822250] 0 2 2B 
+397300 h 1 [0,0,0,-1175,15550] 0 1 
+397300 i 1 [0,1,0,-4533,109688] 0 1 
+397300 j 1 [0,1,0,-833,-9412] 1 1 
+397300 k 1 [0,1,0,-18333,-379537] 1 1 
+397302 a 1 [1,1,0,-1411,19789] 1 2 2B 
+397302 a 2 [1,1,0,-1891,4525] 1 2 2B 
+397302 b 1 [1,1,0,-260,-816] 0 1 
+397302 c 1 [1,0,1,-1476263,-264639958] 1 2 2B 
+397302 c 2 [1,0,1,-12673703,17180971562] 1 2 2B 
+397302 d 1 [1,0,1,-4102,-101272] 0 1 
+397302 e 1 [1,1,1,-1630,30041] 1 1 
+397302 f 1 [1,1,1,-1289307,529218345] 1 1 
+397302 g 1 [1,1,1,-18879,987717] 0 1 
+397302 h 1 [1,1,1,-522426,145122375] 1 1 
+397302 i 1 [1,1,1,-1152984,476041689] 1 1 
+397302 j 1 [1,0,0,-107,-399] 2 1 
+397302 k 1 [1,0,0,-341519,101566329] 2 2 2B 
+397302 k 2 [1,0,0,-5940239,5571515769] 2 2 2B 
+397302 l 1 [1,0,0,-22376,1100352] 2 1 
+397304 a 1 [0,1,0,-23064,1340528] 1 1 
+397306 a 1 [1,0,1,-101147,-12343770] 0 2 2B 
+397306 a 2 [1,0,1,-1616667,-791321050] 0 2 2B 
+397306 b 1 [1,-1,0,-195557,-52345195] 1 1 
+397306 c 1 [1,-1,0,-8038045,-8769656187] 1 2 2B 
+397306 c 2 [1,-1,0,-128609405,-561348199067] 1 2 2B 
+397306 d 1 [1,0,1,923,93076] 0 1 
+397306 e 1 [1,1,1,-7902,270619] 1 1 
+397306 f 1 [1,1,1,-308158,-65971205] 0 1 
+397306 g 1 [1,1,1,-347,2353] 0 1 
+397306 h 1 [1,1,1,-531,-5839] 0 1 
+397306 i 1 [1,-1,1,30,49] 1 1 
+397307 a 1 [0,-1,1,798,1008] 1 1 
+397308 a 1 [0,-1,0,-10,-179] 0 1 
+397310 a 1 [1,0,1,24822,1831698] 1 3 3B.1.1 
+397310 a 2 [1,0,1,-240803,-75505802] 1 1 3B.1.2 
+397310 b 1 [1,0,1,-4108,127306] 1 1 
+397310 c 1 [1,1,0,-159293,31495613] 1 1 
+397310 d 1 [1,0,0,12240,-768878] 1 1 
+397310 e 1 [1,0,0,-1815,29545] 1 1 
+397310 f 1 [1,0,0,-134335,-34169703] 1 1 
+397310 g 1 [1,-1,1,-58,-103] 1 1 
+397310 h 1 [1,-1,1,-196213,33405781] 0 1 
+397311 a 1 [0,1,1,-55,-35] 2 1 
+397311 b 1 [0,1,1,-8132,279563] 1 1 
+397314 a 1 [1,-1,1,-4145,-101667] 0 2 2B 
+397314 a 2 [1,-1,1,-4235,-96951] 0 2 2B 
+397318 a 1 [1,0,0,1197813,883789297] 0 1 
+397319 a 1 [0,-1,1,-1408,27952] 2 1 
+397319 b 1 [1,1,1,15291,-463286] 1 1 
+397319 c 1 [1,0,0,-764,-9673] 1 1 
+397320 a 1 [0,-1,0,-179396,-27831804] 1 2 2B 
+397320 a 2 [0,-1,0,-512216,105695580] 1 4 2Cs 
+397320 a 3 [0,-1,0,-7607216,8077637580] 1 2 2B 
+397320 a 4 [0,-1,0,1257664,674181036] 1 2 2B 
+397320 b 1 [0,-1,0,3464,35740] 2 2 2B 
+397320 b 2 [0,-1,0,-15456,315756] 2 2 2B 
+397320 c 1 [0,-1,0,18844,-1064700] 0 2 2B 
+397320 c 2 [0,-1,0,-112376,-10145124] 0 4 2Cs 
+397320 c 3 [0,-1,0,-679376,207809676] 0 2 2B 
+397320 c 4 [0,-1,0,-1644896,-811346580] 0 2 2B 
+397320 d 1 [0,-1,0,-98528911,-376239311360] 0 2 2B 
+397320 d 2 [0,-1,0,-81732036,-508692748860] 0 2 2B 
+397320 e 1 [0,-1,0,24464,4034140] 0 2 2B 
+397320 e 2 [0,-1,0,-280456,51235756] 0 2 2B 
+397320 f 1 [0,-1,0,-65416,-9415940] 1 2 2B 
+397320 f 2 [0,-1,0,-1176736,-490839764] 1 2 2B 
+397320 g 1 [0,-1,0,-21489291,38320132680] 1 2 2B 
+397320 g 2 [0,-1,0,-343754916,2453249820180] 1 2 2B 
+397320 h 1 [0,-1,0,-936,-11364] 1 1 
+397320 i 1 [0,-1,0,-589401,-173970099] 0 1 
+397320 j 1 [0,-1,0,645904,-361880484] 1 2 2B 
+397320 j 2 [0,-1,0,-5404616,-4033336020] 1 2 2B 
+397320 k 1 [0,-1,0,-66276,-5227740] 1 2 2B 
+397320 k 2 [0,-1,0,142704,-31726404] 1 2 2B 
+397320 l 1 [0,-1,0,-1853321,-970505139] 0 1 
+397320 m 1 [0,-1,0,6064,-1266660] 1 2 2B 
+397320 m 2 [0,-1,0,-144856,-20161844] 1 2 2B 
+397320 n 1 [0,-1,0,-920591,-339664920] 1 2 2B 
+397320 n 2 [0,-1,0,-893716,-360455420] 1 2 2B 
+397320 o 1 [0,-1,0,-24256,1396396] 0 1 
+397320 p 1 [0,-1,0,-165551,24514260] 1 2 2B 
+397320 p 2 [0,-1,0,133924,103096500] 1 2 2B 
+397320 q 1 [0,-1,0,804,-5004] 1 2 2B 
+397320 q 2 [0,-1,0,-3696,-39204] 1 4 2Cs 
+397320 q 3 [0,-1,0,-29496,1931916] 1 2 2B 
+397320 q 4 [0,-1,0,-49896,-4271124] 1 2 2B 
+397320 r 1 [0,-1,0,-5831,-68100] 1 2 2B 
+397320 r 2 [0,-1,0,21044,-541100] 1 2 2B 
+397320 s 1 [0,-1,0,-1086951,-214599924] 0 2 2B 
+397320 s 2 [0,-1,0,-8468076,9339528276] 0 4 2Cs 
+397320 s 3 [0,-1,0,-134900976,603118999836] 0 2 2B 
+397320 s 4 [0,-1,0,-133176,26906163516] 0 2 2B 
+397320 t 1 [0,-1,0,-182491,31754416] 1 2 2B 
+397320 t 2 [0,-1,0,-2965236,1966318740] 1 2 2B 
+397320 u 1 [0,-1,0,-28711996,59226133876] 1 2 2B 
+397320 u 2 [0,-1,0,-28713616,59219117980] 1 4 2Cs 
+397320 u 3 [0,-1,0,-25385416,73465145260] 1 2 2B 
+397320 u 4 [0,-1,0,-32067736,44524047436] 1 2 2B 
+397320 v 1 [0,-1,0,-186891,-31030020] 0 2 2B 
+397320 v 2 [0,-1,0,-207516,-23737020] 0 2 2B 
+397320 w 1 [0,-1,0,-3018471,3302599896] 1 2 2B 
+397320 w 2 [0,-1,0,-56384916,162932310180] 1 4 2Cs 
+397320 w 3 [0,-1,0,-902080536,10428662302236] 1 2 2B 
+397320 w 4 [0,-1,0,-64552416,112649913180] 1 2 2B 
+397320 x 1 [0,-1,0,1084,6756] 1 2 2B 
+397320 x 2 [0,-1,0,-4936,62140] 1 2 2B 
+397320 y 1 [0,-1,0,-8455536,9233266140] 0 2 2B 
+397320 y 2 [0,-1,0,-19740456,-20617604244] 0 2 2B 
+397320 z 1 [0,-1,0,-2871,-55404] 1 2 2B 
+397320 z 2 [0,-1,0,-8316,223380] 1 4 2Cs 
+397320 z 3 [0,-1,0,-123816,16809180] 1 2 2B 
+397320 z 4 [0,-1,0,20064,1392636] 1 2 2B 
+397320 ba 1 [0,-1,0,-15356,-727020] 0 2 2B 
+397320 ba 2 [0,-1,0,-12776,-981924] 0 2 2B 
+397320 bb 1 [0,-1,0,-516,54180] 0 2 2B 
+397320 bb 2 [0,-1,0,-24816,1502460] 0 2 2B 
+397320 bc 1 [0,-1,0,595884,525171780] 1 2 2B 
+397320 bc 2 [0,-1,0,-7262736,6802637436] 1 2 2B 
+397320 bd 1 [0,-1,0,160768460,14240302080100] 2 2 2B 
+397320 bd 2 [0,-1,0,-7925751520,263696505031132] 2 2 2B 
+397320 be 1 [0,-1,0,-155,12] 2 2 2B 
+397320 be 2 [0,-1,0,-1660,26500] 2 2 2B 
+397320 bf 1 [0,-1,0,-96020,11459460] 0 4 2B 
+397320 bf 2 [0,-1,0,-133000,1859452] 0 4 2Cs 
+397320 bf 3 [0,-1,0,529200,14308812] 0 2 2B 
+397320 bf 4 [0,-1,0,-1386880,-625582100] 0 2 2B 
+397320 bg 1 [0,-1,0,-1687180,-712669100] 0 2 2B 
+397320 bg 2 [0,-1,0,3083240,-4015707908] 0 2 2B 
+397320 bh 1 [0,-1,0,-8720,-310068] 0 1 
+397320 bi 1 [0,-1,0,13580,-9403100] 0 2 2B 
+397320 bi 2 [0,-1,0,-593920,-170512100] 0 2 2B 
+397320 bj 1 [0,-1,0,-621780,319345380] 1 2 2B 
+397320 bj 2 [0,-1,0,-11752760,15506454492] 1 2 2B 
+397320 bk 1 [0,-1,0,-51814575,14513335177500] 0 2 2B 
+397320 bk 2 [0,-1,0,-9243142700,337503958552500] 0 4 2Cs 
+397320 bk 3 [0,-1,0,-147344375200,21769544711213500] 0 2 2B 
+397320 bk 4 [0,-1,0,-18203160200,-423283959358500] 0 2 2B 
+397320 bl 1 [0,-1,0,65,-8900] 0 2 2B 
+397320 bl 2 [0,-1,0,-6060,-175500] 0 4 2Cs 
+397320 bl 3 [0,-1,0,-13760,369660] 0 2 2B 
+397320 bl 4 [0,-1,0,-96360,-11481060] 0 2 2B 
+397320 bm 1 [0,-1,0,17460,-3689388] 0 2 2B 
+397320 bm 2 [0,-1,0,-277520,-52184100] 0 2 2B 
+397320 bn 1 [0,-1,0,-9135,326592] 0 4 2B 
+397320 bn 2 [0,-1,0,-24260,-1016508] 0 4 2Cs 
+397320 bn 3 [0,-1,0,64840,-6825828] 0 2 2B 
+397320 bn 4 [0,-1,0,-355360,-81407588] 0 2 2B 
+397320 bo 1 [0,-1,0,-1160,-9348] 0 2 2B 
+397320 bo 2 [0,-1,0,-16640,-820500] 0 2 2B 
+397320 bp 1 [0,-1,0,-1154895,177582132] 1 4 2B 
+397320 bp 2 [0,-1,0,-10012700,-12067447500] 1 4 2Cs 
+397320 bp 3 [0,-1,0,-2000080,-30852233828] 1 2 2B 
+397320 bp 4 [0,-1,0,-159750200,-777106282500] 1 2 2B 
+397320 bq 1 [0,-1,0,-34655,1461660] 1 2 2B 
+397320 bq 2 [0,-1,0,-487660,131202292] 1 4 2Cs 
+397320 bq 3 [0,-1,0,-7801960,8390509852] 1 2 2B 
+397320 bq 4 [0,-1,0,-421440,168047100] 1 2 2B 
+397320 br 1 [0,-1,0,-437480,107001900] 0 1 
+397320 bs 1 [0,-1,0,-4740,28260] 1 2 2B 
+397320 bs 2 [0,-1,0,18480,204732] 1 2 2B 
+397320 bt 1 [0,-1,0,-6885075,2038612500] 0 2 2B 
+397320 bt 2 [0,-1,0,26193300,15905067300] 0 2 2B 
+397320 bu 1 [0,-1,0,-121220,38748900] 2 2 2B 
+397320 bu 2 [0,-1,0,-2611400,1623499452] 2 2 2B 
+397320 bv 1 [0,-1,0,-34475,2475252] 1 2 2B 
+397320 bv 2 [0,-1,0,-35980,2248900] 1 2 2B 
+397320 bw 1 [0,-1,0,-486340,-668620028] 1 4 2B 
+397320 bw 2 [0,-1,0,-14834520,-21909665700] 1 4 2Cs 
+397320 bw 3 [0,-1,0,-22118720,1857222060] 1 2 2B 
+397320 bw 4 [0,-1,0,-237121200,-1405333047348] 1 2 2B 
+397320 bx 1 [0,-1,0,-1475,-21000] 1 2 2B 
+397320 bx 2 [0,-1,0,-2980,30772] 1 2 2B 
+397320 by 1 [0,1,0,-11396,622080] 0 2 2B 
+397320 by 2 [0,1,0,-198896,34072080] 0 2 2B 
+397320 bz 1 [0,1,0,-231,-12246] 0 2 2B 
+397320 bz 2 [0,1,0,-9476,-356160] 0 4 2Cs 
+397320 bz 3 [0,1,0,-15496,144704] 0 2 2B 
+397320 bz 4 [0,1,0,-151376,-22719600] 0 2 2B 
+397320 ca 1 [0,1,0,709844,-367459456] 0 2 2B 
+397320 ca 2 [0,1,0,-5439376,-3953684560] 0 2 2B 
+397320 cb 1 [0,1,0,67209,10917270] 1 2 2B 
+397320 cb 2 [0,1,0,-521036,117507264] 1 4 2Cs 
+397320 cb 3 [0,1,0,-7895536,8536236464] 1 2 2B 
+397320 cb 4 [0,1,0,-2558456,-1470050400] 1 2 2B 
+397320 cc 1 [0,1,0,452605544524,115843529306336640] 1 2 2B 
+397320 cc 2 [0,1,0,-2599152267976,1095550560556336640] 1 4 2Cs 
+397320 cc 3 [0,1,0,-37762011642976,89302652253668836640] 1 2 2B 
+397320 cc 4 [0,1,0,-16264417892976,-24410252304431163360] 1 2 2B 
+397320 cd 1 [0,1,0,2247944,807432800] 1 1 
+397320 ce 1 [0,1,0,-11571,-265926] 1 2 2B 
+397320 ce 2 [0,1,0,-85316,9379920] 1 2 2B 
+397320 cf 1 [0,1,0,-15576,126720] 1 2 2B 
+397320 cf 2 [0,1,0,-154896,-23390496] 1 2 2B 
+397320 cg 1 [0,1,0,-191191,-32239966] 1 2 2B 
+397320 cg 2 [0,1,0,-200436,-28959840] 1 4 2Cs 
+397320 cg 3 [0,1,0,-928856,317185344] 1 2 2B 
+397320 cg 4 [0,1,0,380064,-165029040] 1 2 2B 
+397320 ch 1 [0,1,0,-856336,80082464] 0 1 
+397320 ci 1 [0,1,0,-546371,108188574] 1 2 2B 
+397320 ci 2 [0,1,0,-3329116,-2254918480] 1 2 2B 
+397320 cj 1 [0,1,0,-739815956,-7745464754976] 1 2 2B 
+397320 cj 2 [0,1,0,-739813376,-7745521475760] 1 2 2B 
+397320 ck 1 [0,1,0,-4751,-127110] 1 2 2B 
+397320 ck 2 [0,1,0,-2276,-256800] 1 2 2B 
+397320 cl 1 [0,1,0,-8850511,-10137411190] 0 2 2B 
+397320 cl 2 [0,1,0,-8853636,-10129897440] 0 4 2Cs 
+397320 cl 3 [0,1,0,-11455136,-3692745840] 0 4 2B 
+397320 cl 4 [0,1,0,-6302136,-16086119040] 0 2 2B 
+397320 cm 1 [0,1,0,-9371,-122490] 2 2 2B 
+397320 cm 2 [0,1,0,-83116,9110384] 2 2 2B 
+397320 cn 1 [0,1,0,-8135776,3425045984] 1 1 
+397320 co 1 [0,1,0,2324,-54880] 1 2 2B 
+397320 co 2 [0,1,0,-15496,-568096] 1 2 2B 
+397320 cp 1 [0,1,0,55360944,-6423443856] 1 2 2B 
+397320 cp 2 [0,1,0,-221646776,-51631103760] 1 2 2B 
+397320 cq 1 [0,1,0,-236,2880] 1 2 2B 
+397320 cq 2 [0,1,0,-4856,128544] 1 2 2B 
+397320 cr 1 [0,1,0,-650116,348884000] 2 2 2B 
+397320 cr 2 [0,1,0,-12389536,16774680464] 2 2 2B 
+397320 cs 1 [0,1,0,-12815,549150] 1 4 2B 
+397320 cs 2 [0,1,0,-22940,-451200] 1 4 2Cs 
+397320 cs 3 [0,1,0,85960,-3413280] 1 2 2B 
+397320 cs 4 [0,1,0,-293840,-61349520] 1 2 2B 
+397320 ct 1 [0,1,0,-40815,-3158190] 1 2 2B 
+397320 ct 2 [0,1,0,-73620,2602368] 1 4 2Cs 
+397320 ct 3 [0,1,0,-946800,353970000] 1 4 2B 
+397320 ct 4 [0,1,0,274680,20435328] 1 2 2B 
+397320 cu 1 [0,1,0,440,3968] 0 2 2B 
+397320 cu 2 [0,1,0,-2640,36000] 0 2 2B 
+397320 cv 1 [0,1,0,11815,1771083] 2 1 
+397320 cw 1 [0,1,0,-595,-2782] 2 2 2B 
+397320 cw 2 [0,1,0,-8020,-278992] 2 2 2B 
+397320 cx 1 [0,1,0,-245355,-46808622] 1 2 2B 
+397320 cx 2 [0,1,0,-312180,-19356912] 1 2 2B 
+397320 cy 1 [0,1,0,-775,-8302] 1 2 2B 
+397320 cy 2 [0,1,0,300,-28512] 1 2 2B 
+397320 cz 1 [0,1,0,792385,-17443602] 1 4 2B 
+397320 cz 2 [0,1,0,-3177020,-142876800] 1 4 2Cs 
+397320 cz 3 [0,1,0,-33738320,75135717360] 1 2 2B 
+397320 cz 4 [0,1,0,-36126200,-83385685152] 1 2 2B 
+397320 da 1 [0,1,0,2060,78848] 1 4 2B 
+397320 da 2 [0,1,0,-19720,915200] 1 4 2Cs 
+397320 da 3 [0,1,0,-303520,64259360] 1 2 2B 
+397320 da 4 [0,1,0,-84400,-8553952] 1 2 2B 
+397320 db 1 [0,1,0,-81240,-8934912] 0 2 2B 
+397320 db 2 [0,1,0,-96720,-5306400] 0 2 2B 
+397320 dc 1 [0,1,0,110560,-20777712] 1 1 
+397320 dd 1 [0,1,0,-1892815,1001698490] 1 4 2B 
+397320 dd 2 [0,1,0,-1893220,1001247968] 1 8 2Cs 
+397320 dd 3 [0,1,0,-1467520,1464069008] 1 4 2B 
+397320 dd 4 [0,1,0,-2325400,509600000] 1 4 2Cs 
+397320 dd 5 [0,1,0,8546720,3927794528] 1 2 2B 
+397320 dd 6 [0,1,0,-20112400,-34367149600] 1 2 2B 
+397320 de 1 [0,1,0,5620,-149280] 0 2 2B 
+397320 de 2 [0,1,0,-31360,-1421392] 0 4 2Cs 
+397320 de 3 [0,1,0,-201640,33724400] 0 2 2B 
+397320 de 4 [0,1,0,-452760,-117390672] 0 2 2B 
+397320 df 1 [0,1,0,-980,117600] 2 2 2B 
+397320 df 2 [0,1,0,-42560,3344208] 2 2 2B 
+397320 dg 1 [0,1,0,-360955,83270978] 1 2 2B 
+397320 dg 2 [0,1,0,-5773780,5338041488] 1 2 2B 
+397320 dh 1 [0,1,0,-407275,-57928750] 1 2 2B 
+397320 dh 2 [0,1,0,-2902900,1861706000] 1 2 2B 
+397320 di 1 [0,1,0,-4240,110960] 0 2 2B 
+397320 di 2 [0,1,0,-68920,6941168] 0 2 2B 
+397320 dj 1 [0,1,0,-155,450] 0 2 2B 
+397320 dj 2 [0,1,0,-980,-11760] 0 2 2B 
+397323 a 1 [0,0,1,1590,-61673] 1 1 
+397323 b 1 [0,0,1,-588,-5549] 1 1 
+397323 c 1 [1,-1,0,530037,-822534588] 1 1 
+397325 a 1 [0,1,1,-4158,53844] 1 1 
+397325 b 1 [0,0,1,-200,781] 0 1 
+397325 c 1 [0,-1,1,-296133,60983668] 1 1 3B 
+397325 c 2 [0,-1,1,-2796133,-1773313207] 1 1 3B 
+397326 a 1 [1,0,1,-842,9020] 1 1 
+397326 b 1 [1,0,0,-1837,30161] 1 1 
+397326 c 1 [1,0,0,-27016,-1711552] 0 1 
+397328 a 1 [0,0,0,-7595,-247078] 0 2 2B 
+397328 a 2 [0,0,0,2645,-863526] 0 2 2B 
+397328 b 1 [0,0,0,61,290] 1 1 
+397328 c 1 [0,1,0,267,1379] 1 1 
+397328 d 1 [0,1,0,-1857,31787] 0 1 
+397328 e 1 [0,-1,0,-1237,24669] 0 1 
+397329 a 1 [1,0,1,26,-1] 1 1 
+397330 a 1 [1,0,0,79,715] 0 1 
+397330 b 1 [1,1,1,-435,2737] 2 1 
+397331 a 1 [1,-1,1,18,-8] 0 1 
+397332 a 1 [0,0,0,-1569,22349] 1 1 
+397332 b 1 [0,0,0,-69,29] 1 1 
+397332 c 1 [0,0,0,-44496,3603636] 0 1 
+397332 d 1 [0,0,0,-299673,63134289] 1 1 
+397332 e 1 [0,0,0,-120,-444] 1 1 
+397332 f 1 [0,0,0,-1080,11988] 0 1 
+397332 g 1 [0,0,0,-33297,-2338307] 0 1 
+397332 h 1 [0,0,0,-4944,-133468] 1 1 
+397332 i 1 [0,0,0,-14121,-603423] 0 1 
+397332 j 1 [0,0,0,-621,-783] 0 1 
+397334 a 1 [1,1,0,-219,425] 0 2 2B 
+397334 a 2 [1,1,0,791,4263] 0 2 2B 
+397334 b 1 [1,0,0,1113,2233] 1 2 2B 
+397334 b 2 [1,0,0,-4507,16845] 1 2 2B 
+397334 c 1 [1,0,0,-490356,-132205168] 1 1 
+397335 a 1 [1,1,1,-330,-2400] 2 1 
+397335 b 1 [1,1,0,-67,196] 1 1 
+397338 a 1 [1,1,0,-197,945] 2 1 
+397338 b 1 [1,0,0,-17029,-767167] 2 1 
+397339 a 1 [0,1,1,-32,66] 2 1 
+397340 a 1 [0,-1,0,-181741,31708566] 1 1 
+397341 a 1 [0,0,1,95109,4456170] 0 1 
+397341 b 1 [0,0,1,-18081,1103590] 1 1 
+397341 c 1 [0,0,1,-664587,38981864] 0 1 
+397341 d 1 [0,0,1,-885969,-378531456] 1 1 
+397341 e 1 [0,0,1,17199,-3433516] 0 1 
+397341 f 1 [1,-1,1,-7727,68870] 1 2 2B 
+397341 f 2 [1,-1,1,29758,518690] 1 2 2B 
+397341 g 1 [1,-1,1,-31604,2170172] 2 1 
+397341 h 1 [1,-1,1,-6698,281530] 1 1 
+397341 i 1 [1,-1,1,10795,-973164] 1 2 2B 
+397341 i 2 [1,-1,1,-106070,-11537760] 1 2 2B 
+397341 j 1 [1,-1,1,-573530,167311946] 2 1 
+397341 k 1 [1,-1,1,-1203039410,-16060525909144] 2 2 2B 
+397341 k 2 [1,-1,1,-1203001925,-16061576823610] 2 2 2B 
+397341 l 1 [1,-1,1,-3369470,2381442410] 1 1 
+397341 m 1 [1,-1,1,-115184,-14559884] 1 1 
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+397341 p 1 [0,0,1,-7644,120307] 1 1 3B 
+397341 p 2 [0,0,1,-307524,-65635880] 1 1 3B 
+397341 q 1 [0,0,1,-250194,746078422] 0 1 3B 
+397341 q 2 [0,0,1,2250276,-20070584375] 0 1 3B 
+397341 r 1 [0,0,1,-52626,5153832] 1 1 
+397341 s 1 [0,0,1,-40278,3377092] 2 1 
+397341 t 1 [0,0,1,-72158772,331149638034] 1 1 
+397341 u 1 [1,-1,0,-15444,288819] 0 2 2B 
+397341 u 2 [1,-1,0,-132309,-18292716] 0 2 2B 
+397341 v 1 [1,-1,0,-29556,1966873] 1 1 
+397341 w 1 [1,-1,0,384102,-357169905] 0 2 2B 
+397341 w 2 [1,-1,0,-5809743,-4983972120] 0 4 2Cs 
+397341 w 3 [1,-1,0,-19716678,27967119669] 0 2 2B 
+397341 w 4 [1,-1,0,-91004328,-334124731809] 0 2 2B 
+397341 x 1 [1,-1,0,-52488,4641489] 0 1 
+397341 y 1 [1,-1,0,-74538,5779759] 1 2 2B 
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+397341 z 1 [1,-1,0,-12798,543521] 1 1 
+397341 ba 1 [1,-1,0,-13052727,18154218312] 0 2 2B 
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+397341 bb 1 [1,-1,0,-8589807,-9187689470] 1 1 
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+397341 bd 1 [1,-1,0,-37347,-2221696] 0 2 2B 
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+397341 be 1 [1,-1,0,-744,-10179] 1 1 
+397341 bf 1 [1,-1,0,-1521,-16416] 0 2 2B 
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+397341 bg 1 [1,-1,0,-152448,-639046423] 1 1 
+397341 bh 1 [0,0,1,-150501099,-710653043795] 1 1 
+397341 bi 1 [0,0,1,1911,127167] 0 1 
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+397341 bk 1 [0,0,1,-7973721,10220349305] 1 1 
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+397341 bm 1 [0,0,1,-51177,-4456881] 0 1 
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+397343 a 1 [0,1,1,-704,-6707] 0 1 
+397345 a 1 [0,-1,1,-1550,-18594] 3 1 
+397345 b 1 [1,1,1,6715,-4560] 2 1 
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+397350 a 1 [1,-1,0,-19917,1086241] 3 1 
+397350 b 1 [1,-1,0,1083,-345259] 0 1 
+397350 c 1 [1,-1,0,-1125792,444015616] 1 2 2B 
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+397350 c 3 [1,-1,0,8009208,-8928809384] 1 2 2B 
+397350 c 4 [1,-1,0,-42660792,-107222759384] 1 2 2B 
+397350 d 1 [1,-1,0,-717,-1909] 1 1 
+397350 e 1 [1,-1,0,-10917,-403259] 1 2 2B 
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+397350 f 1 [1,-1,0,-147,-139] 3 1 
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+397350 i 1 [1,-1,0,-1067382,424716916] 1 1 
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+397350 k 1 [1,-1,0,-448242,116488916] 0 1 
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+397350 q 1 [1,-1,0,-2682413442,-53471857986284] 0 1 3B 
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+397350 r 1 [1,-1,0,-6792,217116] 2 1 
+397350 s 1 [1,-1,0,-1992,-33984] 0 1 
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+397350 w 1 [1,-1,0,-10167,307241] 1 2 2B 
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+397350 x 1 [1,-1,0,-14067,-1155659] 1 1 
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+397350 z 1 [1,-1,0,-115542,13168116] 1 1 
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+397350 bj 1 [1,-1,1,670,6797] 0 1 
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+397350 bp 1 [1,-1,1,-49805,-4297803] 1 1 
+397350 bq 1 [1,-1,1,-74240930,-246195038303] 1 1 
+397350 br 1 [1,-1,1,5530,-50443] 2 2 2B 
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+397350 bs 1 [1,-1,1,-22055,-2235553] 1 1 
+397350 bt 1 [1,-1,1,-27005,-1755003] 1 1 3B 
+397350 bt 2 [1,-1,1,130495,-5850003] 1 1 3B 
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+397350 bz 1 [1,-1,1,-1130,-11003] 0 2 2B 
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+397350 ca 1 [1,-1,1,-411755,16962747] 1 2 2B 
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+397350 cb 1 [1,-1,1,-26684555,53062929947] 0 1 
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+397358 a 1 [1,0,1,-195150228,1049288652434] 1 1 
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+397365 a 1 [0,-1,1,-530,-44122] 1 1 
+397365 b 1 [0,1,1,-12250,-558494] 1 1 
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+397366 a 1 [1,-1,0,-167,-323] 0 2 2B 
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+397369 a 1 [1,1,1,-6276,188756] 0 1 
+397370 a 1 [1,-1,0,-15844,547408] 2 1 
+397370 b 1 [1,1,0,-63522,-6188684] 1 1 
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+397371 a 1 [1,0,1,-2787,-56831] 2 2 2B 
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+397371 b 1 [1,0,1,-22477,-1257325] 0 2 2B 
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+397376 a 1 [0,0,0,-19,-44] 0 1 
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+397488 ee 1 [0,-1,0,-3397,-176567] 1 1 
+397488 ef 1 [0,-1,0,-269565872,-1950482515008] 0 1 
+397488 eg 1 [0,-1,0,-63912,-3976272] 0 2 2B 3Nn 
+397488 eg 2 [0,-1,0,-420632,102183600] 0 2 2B 3Nn 
+397488 eh 1 [0,-1,0,63488,-13138880] 1 2 2B 
+397488 eh 2 [0,-1,0,-598992,-153584640] 1 4 2Cs 
+397488 eh 3 [0,-1,0,-2586432,1450676928] 1 2 2B 
+397488 eh 4 [0,-1,0,-9211232,-10756974528] 1 2 2B 
+397488 ei 1 [0,-1,0,-4941706072,133711408045552] 1 2 2B 
+397488 ei 2 [0,-1,0,-4904607192,135817793414640] 1 2 2B 
+397488 ej 1 [0,-1,0,-202844672,1116097372272] 0 1 
+397488 ek 1 [0,-1,0,-143537,-24624627] 0 1 
+397488 el 1 [0,-1,0,-2188944,2764772256] 1 1 
+397488 em 1 [0,-1,0,-627384,-371464848] 1 1 
+397488 en 1 [0,-1,0,-35884,996787] 1 1 2Cn 
+397488 eo 1 [0,-1,0,-394,3067] 1 1 2Cn 
+397488 ep 1 [0,-1,0,-28525927824,1854427976808471] 1 1 2Cn 
+397488 eq 1 [0,-1,0,-15693344,-26771185104] 2 1 
+397488 er 1 [0,-1,0,-13313730824,-594664239511824] 1 1 
+397488 es 1 [0,-1,0,-326987509,2276348158057] 1 1 
+397488 et 1 [0,-1,0,-10404,-404613] 1 1 2Cn 
+397488 eu 1 [0,-1,0,-45250144,118246298416] 0 1 
+397488 ev 1 [0,-1,0,-74104,14410096] 1 1 
+397488 ew 1 [0,-1,0,6704,-4507712] 1 2 2B 
+397488 ew 2 [0,-1,0,-371856,-84762432] 1 2 2B 
+397488 ex 1 [0,-1,0,-568416,115728768] 1 1 
+397488 ey 1 [0,-1,0,-5393691,4531457358] 0 2 2B 
+397488 ey 2 [0,-1,0,4667724,19482720048] 0 2 2B 
+397488 ez 1 [0,-1,0,-34915456,-44612882432] 1 1 
+397488 fa 1 [0,-1,0,-10072456,-12605161232] 0 1 
+397488 fb 1 [0,-1,0,-91433281,-337409126627] 0 1 
+397488 fc 1 [0,-1,0,-11041,-1810472] 1 2 2B 
+397488 fc 2 [0,-1,0,-300876,-63255492] 1 2 2B 
+397488 fd 1 [0,-1,0,-241277976,-1442883581712] 1 1 
+397488 fe 1 [0,-1,0,-1004761,-393336152] 0 1 
+397488 ff 1 [0,-1,0,-1750051,-890444582] 0 2 2B 
+397488 ff 2 [0,-1,0,-1625836,-1022360912] 0 2 2B 
+397488 fg 1 [0,1,0,328480,1545488244] 0 2 2B 
+397488 fg 2 [0,1,0,-18220960,29109956084] 0 2 2B 
+397488 fh 1 [0,1,0,38645,9362744] 1 2 2B 
+397488 fh 2 [0,1,0,-499620,123474924] 1 2 2B 
+397488 fi 1 [0,1,0,-493550360,4324557403284] 0 1 
+397488 fj 1 [0,1,0,-712560,129863124] 2 1 
+397488 fk 1 [0,1,0,-24963605,-48015742566] 1 2 2B 
+397488 fk 2 [0,1,0,-24705620,-49056454056] 1 2 2B 
+397488 fl 1 [0,1,0,-4924040,4205250804] 2 1 
+397488 fm 1 [0,1,0,-2942515,1862153684] 0 2 2B 
+397488 fm 2 [0,1,0,-46541980,122196677084] 0 2 2B 
+397488 fn 1 [0,1,0,-1865985,983166939] 0 1 
+397488 fo 1 [0,1,0,-20505,1140894] 0 1 
+397488 fp 1 [0,1,0,-8217512,15872545716] 0 1 3B 
+397488 fp 2 [0,1,0,69292648,-296803439724] 0 1 3B 
+397488 fq 1 [0,1,0,-30741832,127473926516] 2 1 
+397488 fr 1 [0,1,0,-582161792,-5406661891149] 1 1 2Cn 
+397488 fs 1 [0,1,0,-19322,-1013349] 1 1 2Cn 
+397488 ft 1 [0,1,0,-1758332,-338381289] 1 1 2Cn 
+397488 fu 1 [0,1,0,-38898617,133321430451] 0 1 
+397488 fv 1 [0,1,0,187703,38801699] 1 1 
+397488 fw 1 [0,1,0,6315643,69659752371] 1 1 5B 
+397488 fw 2 [0,1,0,-8519801957,302683183208979] 1 1 5B 
+397488 fx 1 [0,1,0,394728,96644484] 1 1 
+397488 fy 1 [0,1,0,-16022387957,-780755373437649] 0 1 
+397488 fz 1 [0,1,0,-212,1119] 1 1 2Cn 
+397488 ga 1 [0,1,0,-9236712,-10808071884] 1 1 5B 
+397488 ga 2 [0,1,0,19046088,-55874710956] 1 1 5B 
+397488 gb 1 [0,1,0,-849,-2430] 1 2 2B 
+397488 gb 2 [0,1,0,-10404,-411384] 1 2 2B 
+397488 gc 1 [0,1,0,-77289,22637187] 0 1 
+397488 gd 1 [0,1,0,-965904,-365939820] 0 1 
+397488 ge 1 [0,1,0,-1981919,1031536260] 1 2 2B 
+397488 ge 2 [0,1,0,-5335724,-3384754164] 1 4 2Cs 
+397488 ge 3 [0,1,0,14041816,-22304984220] 1 2 2B 
+397488 ge 4 [0,1,0,-78374144,-267053450364] 1 4 2Cs 
+397488 ge 5 [0,1,0,-71418104,-316382903628] 1 2 2B 
+397488 ge 6 [0,1,0,-1253944904,-17091351939180] 1 2 2B 
+397488 gf 1 [0,1,0,-12224,338820] 1 2 2B 
+397488 gf 2 [0,1,0,35096,2364116] 1 2 2B 
+397488 gg 1 [0,1,0,-7488784,-7672788460] 0 2 2B 
+397488 gg 2 [0,1,0,-18088464,18881529876] 0 4 2Cs 
+397488 gg 3 [0,1,0,-259231184,1606082912916] 0 4 2B 
+397488 gg 4 [0,1,0,53459376,131326115220] 0 2 2B 
+397488 gh 1 [0,1,0,-6309,207507] 0 1 13B.4.1 
+397488 gh 2 [0,1,0,-2466949,-1493400973] 0 1 13B.4.2 
+397488 gi 1 [0,1,0,502381,-1846276860] 0 1 
+397488 gj 1 [0,1,0,6423296,-2592096844] 1 2 2B 5B 
+397488 gj 2 [0,1,0,-28025664,-21621702348] 1 2 2B 5B 
+397488 gj 3 [0,1,0,-587821264,5488692698516] 1 2 2B 5B 
+397488 gj 4 [0,1,0,-9406755024,351159147928980] 1 2 2B 5B 
+397488 gk 1 [0,1,0,-354384,-81216108] 1 2 2B 5B 
+397488 gk 2 [0,1,0,-252464,-128792364] 1 2 2B 5B 
+397488 gk 3 [0,1,0,-10597344,13270038900] 1 2 2B 5B 
+397488 gk 4 [0,1,0,-8966624,17494908276] 1 2 2B 5B 
+397488 gl 1 [0,1,0,419571,177284862] 0 2 2B 
+397488 gl 2 [0,1,0,-3348284,1936119576] 0 2 2B 
+397488 gm 1 [0,1,0,-10404,2371032] 0 1 
+397488 gn 1 [0,1,0,-10404,498252] 1 1 
+397488 go 1 [0,1,0,-5501344,5684966132] 0 1 
+397488 gp 1 [0,1,0,-605045744,5691094118100] 0 1 
+397488 gq 1 [0,1,0,-100851144,-389857992588] 0 2 2B 
+397488 gq 2 [0,1,0,-100094024,-395998841484] 0 2 2B 
+397488 gr 1 [0,1,0,129736,-3919980] 0 2 2B 
+397488 gr 2 [0,1,0,-532744,-32274124] 0 4 2Cs 
+397488 gr 3 [0,1,0,-5170104,4495644180] 0 2 2B 
+397488 gr 4 [0,1,0,-6495064,-6364257964] 0 4 2Cs 
+397488 gr 5 [0,1,0,-4507624,-10330393228] 0 2 2B 
+397488 gr 6 [0,1,0,-103879624,-407549691340] 0 2 2B 
+397488 gs 1 [0,1,0,-35884,-47179924] 0 2 2B 
+397488 gs 2 [0,1,0,-2188944,-1236530268] 0 2 2B 
+397488 gt 1 [0,1,0,-1304,11220] 1 2 2B 3Nn 
+397488 gt 2 [0,1,0,-8584,-300364] 1 2 2B 3Nn 
+397488 gu 1 [0,1,0,-9939388944,-382801519911420] 0 1 
+397488 gv 1 [0,1,0,-434308086,-3483862000137] 0 1 2Cn 
+397488 gw 1 [0,1,0,71743824,-124158501804] 1 1 
+397488 gx 1 [0,1,0,-6145299736,200670850429076] 1 1 
+397488 gy 1 [0,1,0,-3826216,39677912756] 0 1 
+397488 gz 1 [0,1,0,-140415396,518956437663] 0 1 2Cn 
+397488 ha 1 [0,1,0,1699,95031] 1 1 
+397488 hb 1 [0,1,0,-5126,79743] 0 1 2Cn 
+397488 hc 1 [0,1,0,4884,-1940184] 0 1 
+397488 hd 1 [0,1,0,2473259,-201579169] 0 1 
+397488 he 1 [0,1,0,6704,-475084] 1 1 
+397488 hf 1 [0,1,0,-4772616,3866544891] 0 1 2Cn 
+397488 hg 1 [0,1,0,-135256,-44198764] 1 1 7B.6.3 
+397488 hg 2 [0,1,0,-18684696,32246666388] 1 1 7B.6.1 
+397488 hh 1 [0,1,0,-410541616,-3202104179884] 0 1 
+397488 hi 1 [0,1,0,94599384,-4001370135372] 0 1 7B.6.1 
+397488 hi 2 [0,1,0,-486856024776,-130752341731814412] 0 1 7B.6.3 
+397488 hj 1 [0,1,0,7432,-36828] 2 1 
+397488 hk 1 [0,1,0,55207,-1684110] 0 2 2B 3B 
+397488 hk 2 [0,1,0,-234628,-14089048] 0 2 2B 3B 
+397488 hk 3 [0,1,0,-938513,-360715146] 0 2 2B 3B 
+397488 hk 4 [0,1,0,-15140428,-22680444760] 0 2 2B 3B 
+397488 hl 1 [0,1,0,-4853,-137565] 0 1 3B 
+397488 hl 2 [0,1,0,-397973,-96766461] 0 1 3B 
+397488 hm 1 [0,1,0,-163648,25418420] 2 1 7B 
+397488 hm 2 [0,1,0,-12656128,-17334131788] 2 1 7B 
+397488 hn 1 [0,1,0,-10337448,22881054132] 1 1 
+397488 ho 1 [0,1,0,-8493,226890] 1 2 2B 
+397488 ho 2 [0,1,0,20172,1453752] 1 2 2B 
+397488 hp 1 [0,1,0,-69008,-740076] 2 1 3B 
+397488 hp 2 [0,1,0,-4043888,-3131355564] 2 1 3B 
+397488 hq 1 [0,1,0,-1037248,402149684] 2 1 3B 
+397488 hq 2 [0,1,0,-7916848,-8360259244] 2 1 3B 
+397488 hr 1 [0,1,0,152,49076] 2 1 7B 
+397488 hr 2 [0,1,0,-349288,-79728076] 2 1 7B 
+397488 hs 1 [0,1,0,4278517,-2655860544] 1 2 2B 
+397488 hs 2 [0,1,0,-22096468,-23945748436] 1 2 2B 
+397488 ht 1 [0,1,0,7432,360660] 1 1 7B 
+397488 ht 2 [0,1,0,-7534648,7958029652] 1 1 7B 
+397488 hu 1 [0,1,0,-85487523,312277757364] 1 2 2B 
+397488 hu 2 [0,1,0,-1377861788,19685484939420] 1 2 2B 
+397488 hv 1 [0,1,0,1972,-87060] 1 2 2B 
+397488 hv 2 [0,1,0,-21688,-1099708] 1 2 2B 
+397488 hw 1 [0,1,0,-110413,270206] 0 2 2B 3B 
+397488 hw 2 [0,1,0,-1228348,522122264] 0 2 2B 3B 
+397488 hw 3 [0,1,0,-6072733,-5762013958] 0 2 2B 3B 
+397488 hw 4 [0,1,0,-6196948,-5514130504] 0 2 2B 3B 
+397488 hx 1 [0,1,0,25632,107717364] 0 1 7B 
+397488 hx 2 [0,1,0,-59029728,-174926464140] 0 1 7B 
+397488 hy 1 [0,1,0,1255952,787346132] 1 1 7B 
+397488 hy 2 [0,1,0,-1273355568,17488884567636] 1 1 7B 
+397488 hz 1 [0,1,0,-11662408,-1579297420] 0 1 3B 
+397488 hz 2 [0,1,0,-683417128,-6876854505676] 0 1 3B 
+397488 ia 1 [0,1,0,-175294968,884224035540] 0 1 3B 
+397488 ia 2 [0,1,0,-1337947368,-18362137769676] 0 1 3B 
+397488 ib 1 [0,1,0,-1435373,504218742] 1 2 2B 
+397488 ib 2 [0,1,0,3409012,3180257016] 1 2 2B 
+397488 ic 1 [0,1,0,-27656568,55954894932] 0 1 7B 
+397488 ic 2 [0,1,0,-2138885688,-38074531995564] 0 1 7B 
+397488 id 1 [0,1,0,1255952,-85935004] 0 1 
+397488 ie 1 [0,1,0,-27603,-3721236] 1 2 2B 
+397488 ie 2 [0,1,0,-565868,-163908900] 1 2 2B 
+397488 if 1 [0,1,0,-820213,-298949533] 0 1 3B 
+397488 if 2 [0,1,0,-67257493,-212326884925] 0 1 3B 
+397488 ig 1 [0,1,0,-28240,1751231] 2 1 2Cn 
+397488 ih 1 [0,1,0,336495675,-7633470073293] 0 1 
+397488 ii 1 [0,1,0,618315,4179566691] 0 1 
+397488 ij 1 [0,1,0,825340,-4265885688] 0 1 
+397488 ik 1 [0,1,0,-830860,235955747] 0 1 2Cn 
+397488 il 1 [0,1,0,287075,207634727] 1 1 
+397488 im 1 [0,1,0,-30,27] 0 1 2Cn 
+397488 in 1 [0,1,0,896320,1073726772] 0 1 
+397488 io 1 [0,1,0,-996480,-440361804] 0 1 
+397488 ip 1 [0,1,0,-36362720,91327386996] 1 1 
+397488 iq 1 [0,1,0,-2569870,-1586526733] 0 1 2Cn 
+397488 ir 1 [0,1,0,-930232,-309720748] 0 2 2B 
+397488 ir 2 [0,1,0,-3580152,2277661140] 0 4 2Cs 
+397488 ir 3 [0,1,0,-55253592,158062748052] 0 2 2B 
+397488 ir 4 [0,1,0,5694568,12127413780] 0 2 2B 
+397488 is 1 [0,1,0,-158837072,176801468052] 0 2 2B 
+397488 is 2 [0,1,0,616453808,1395248615060] 0 2 2B 
+397488 it 1 [0,1,0,-220432,25531988] 1 2 2B 3Nn 
+397488 it 2 [0,1,0,-1450752,-654096780] 1 2 2B 3Nn 
+397488 iu 1 [0,1,0,-212,-21540] 0 2 2B 
+397488 iu 2 [0,1,0,-12952,-566812] 0 2 2B 
+397488 iv 1 [0,1,0,-598992,-199086588] 0 1 
+397488 iw 1 [0,1,0,-788950192,-8554284472252] 1 1 
+397488 ix 1 [0,1,0,-3580152,2589291732] 0 1 
+397488 iy 1 [0,1,0,-1758332,1101692892] 1 1 
+397488 iz 1 [0,1,0,-1758332,5216190552] 0 1 
+397488 ja 1 [0,1,0,-60727,-5741800] 1 2 2B 
+397488 ja 2 [0,1,0,-102132,3036060] 1 4 2Cs 
+397488 ja 3 [0,1,0,-1261472,544215972] 1 2 2B 
+397488 ja 4 [0,1,0,394728,24301668] 1 2 2B 
+397488 jb 1 [0,1,0,-59890952,-178192225548] 1 2 2B 5B 
+397488 jb 2 [0,1,0,-42666472,-282786157900] 1 2 2B 5B 
+397488 jb 3 [0,1,0,-1790951192,29161439267988] 1 2 2B 5B 
+397488 jb 4 [0,1,0,-1515359512,38442374920340] 1 2 2B 5B 
+397488 jc 1 [0,1,0,-60727,3301052] 1 2 2B 
+397488 jc 2 [0,1,0,-433372,-107598100] 1 4 2Cs 
+397488 jc 3 [0,1,0,63488,-339532348] 1 2 2B 
+397488 jc 4 [0,1,0,-6892552,-6967247260] 1 2 2B 
+397488 jd 1 [0,1,0,38008,-1168140] 1 2 2B 5B 
+397488 jd 2 [0,1,0,-165832,-9892492] 1 2 2B 5B 
+397488 jd 3 [0,1,0,-3478232,2497196820] 1 2 2B 5B 
+397488 jd 4 [0,1,0,-55661272,159818625812] 1 2 2B 5B 
+397488 je 1 [0,1,0,-1577,19410] 0 2 2B 
+397488 je 2 [0,1,0,-7492,-233752] 0 2 2B 
+397488 jf 1 [0,1,0,2973,-839448] 0 1 
+397488 jg 1 [0,1,0,22083,278487] 1 1 
+397488 jh 1 [0,1,0,63488,-3654988] 1 1 
+397488 ji 1 [0,1,0,-163237832,-803316833292] 0 1 
+397488 jj 1 [0,1,0,-332335852,-2332032163252] 1 2 2B 
+397488 jj 2 [0,1,0,-332501472,-2329591653180] 1 4 2Cs 
+397488 jj 3 [0,1,0,-448766712,-557104816332] 1 2 2B 
+397488 jj 4 [0,1,0,-218886152,-3945883195500] 1 2 2B 
+397488 jk 1 [0,1,0,-143537,-4764642] 1 2 2B 
+397488 jk 2 [0,1,0,-1758332,-896777400] 1 2 2B 
+397488 jl 1 [0,1,0,-1561004384,-23739089911692] 1 1 5B 
+397488 jl 2 [0,1,0,3218788816,-122769615125676] 1 1 5B 
+397488 jm 1 [0,1,0,-35884,2601899] 1 1 2Cn 
+397488 jn 1 [0,1,0,-29969,-2035461] 1 1 
+397488 jo 1 [0,1,0,792216,265576884] 0 1 
+397488 jp 1 [0,1,0,37371,31718259] 1 1 5B 
+397488 jp 2 [0,1,0,-50413029,137755623123] 1 1 5B 
+397488 jq 1 [0,1,0,2336,44708] 1 1 
+397488 jr 1 [0,1,0,-5359384,5083510004] 1 1 
+397488 js 1 [0,1,0,-59544,10616724] 0 1 3B 
+397488 js 2 [0,1,0,508296,-213112236] 0 1 3B 
+397488 jt 1 [0,1,0,3110896,-2589181932] 0 1 3B 
+397488 jt 2 [0,1,0,-94273664,-354147443532] 0 1 3B 
+397488 ju 1 [0,1,0,1785936,8736046164] 0 1 3B 
+397488 ju 2 [0,1,0,-16101024,-238139775756] 0 1 3Cs 
+397488 ju 3 [0,1,0,-3452384784,-78080094933996] 0 1 3B 
+397488 jv 1 [0,1,0,-3444744,-2461989321] 1 1 2Cn 
+397488 jw 1 [0,1,0,-3265474,-2213265937] 1 1 2Cn 
+397488 jx 1 [0,1,0,-10404,-157221] 1 1 2Cn 
+397488 jy 1 [0,1,0,-230169,60612579] 0 1 
+397488 jz 1 [0,1,0,-6826304,6875802324] 0 1 
+397488 ka 1 [0,1,0,-48624,7209684] 0 1 3B 
+397488 ka 2 [0,1,0,410016,-134968716] 0 1 3B 
+397488 kb 1 [0,1,0,54024,-19365228] 0 1 
+397488 kc 1 [0,1,0,-121,482] 0 1 
+397488 kd 1 [0,1,0,-832162816,9242264667572] 0 1 
+397488 ke 1 [0,1,0,-17411,842232] 0 2 2B 
+397488 ke 2 [0,1,0,-275396,55535052] 0 2 2B 
+397488 kf 1 [0,1,0,-11041,444107] 0 1 
+397488 kg 1 [0,1,0,-4218849301,-105473711020378] 1 2 2B 
+397488 kg 2 [0,1,0,-4175249836,-107760328561768] 1 2 2B 
+397488 kh 1 [0,1,0,-4216,57812] 0 1 
+397490 a 1 [1,1,1,-120,455] 1 1 
+397491 a 1 [0,-1,1,-3412,-75594] 1 1 
+397494 a 1 [1,-1,0,-11655,505917] 1 1 
+397494 b 1 [1,-1,1,-104897,-13554863] 1 1 
+397495 a 1 [0,1,1,-1436,-21434] 0 1 
+397495 b 1 [1,1,1,1003304,1458673618] 1 1 
+397495 c 1 [0,0,1,302,-11697] 1 1 
+397495 d 1 [0,0,1,11278,903427] 1 1 
+397495 e 1 [1,0,1,-8058,-279079] 1 1 
+397495 f 1 [1,-1,0,-1589,-12152] 1 2 2B 
+397495 f 2 [1,-1,0,5336,-93867] 1 2 2B 
+397495 g 1 [0,-1,1,4220,122653] 0 1 
+397498 a 1 [1,0,1,-327,2250] 1 1 
+397499 a 1 [0,-1,1,-52,166] 2 1 
+397499 b 1 [1,0,1,-523,-4641] 2 1 
+397502 a 1 [1,0,0,-70077,7134449] 2 1 
+397503 a 1 [1,-1,1,-5831069,-5418181110] 0 1 
+397503 b 1 [0,0,1,72,1451] 0 1 
+397504 a 1 [0,1,0,11,-117] 1 1 
+397504 b 1 [0,-1,0,31,673] 2 1 
+397504 c 1 [0,-1,0,-89569,10349153] 2 1 
+397504 d 1 [0,0,0,52,1936] 1 1 
+397504 e 1 [0,0,0,52,-1936] 1 1 
+397504 f 1 [0,1,0,-89569,-10349153] 0 1 
+397504 g 1 [0,1,0,31,-673] 1 1 
+397504 h 1 [0,-1,0,11,117] 1 1 
+397506 a 1 [1,1,1,-551,5357] 2 1 
+397506 b 1 [1,1,1,30,183] 1 1 
+397506 c 1 [1,1,1,5434,-361789] 1 1 
+397506 d 1 [1,0,0,-16282,-706732] 1 2 2B 
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+397740 k 1 [0,1,0,-111980,14336100] 2 1 
+397742 a 1 [1,-1,0,-8662,-308140] 0 1 
+397742 b 1 [1,1,1,7,63] 2 1 
+397743 a 1 [0,-1,1,-685043,218463710] 0 1 
+397743 b 1 [0,1,1,-60790,-5732705] 1 1 
+397744 a 1 [0,-1,0,-69,557] 0 1 
+397746 a 1 [1,-1,1,3946,12197] 1 1 
+397746 b 1 [1,-1,1,-36653,2710113] 0 1 
+397747 a 1 [0,-1,1,-105,502] 1 1 
+397748 a 1 [0,1,0,-133,-585] 1 1 
+397749 a 1 [0,-1,1,-104588,-13125838] 1 1 
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+397749 e 1 [1,1,0,-1122,-14943] 1 1 
+397749 f 1 [1,1,0,-36578,2552895] 1 2 2B 
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+397749 g 1 [1,0,1,27273,3899245] 1 2 2B 
+397749 g 2 [1,0,1,-267972,46414525] 1 4 2Cs 
+397749 g 3 [1,0,1,-4130457,3230647159] 1 2 2B 
+397749 g 4 [1,0,1,-1129407,-415659209] 1 2 2B 
+397752 a 1 [0,1,0,-5443,160562] 0 2 2B 
+397752 a 2 [0,1,0,-88308,10071216] 0 2 2B 
+397754 a 1 [1,1,1,-986,11367] 1 1 
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+397760 r 1 [0,0,0,-2828,-5648] 2 2 2B 
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+397760 t 1 [0,0,0,-57995228,169867378352] 0 2 2B 
+397760 t 2 [0,0,0,-45111148,247393464528] 0 2 2B 
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+397760 x 1 [0,0,0,-203,-848] 1 2 2B 
+397760 x 2 [0,0,0,-3028,-64128] 1 2 2B 
+397760 y 1 [0,0,0,-298667612,1986690924784] 2 1 
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+397760 bb 3 [0,0,0,29908,-3104976] 1 2 2B 
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+397760 bd 1 [0,0,0,-5822,-170986] 0 1 
+397760 be 1 [0,0,0,-592,-3336] 1 2 2B 
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+397760 br 1 [0,-1,0,-2620865,1712476097] 0 1 3B 
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+397760 bs 1 [0,-1,0,-95105,11317025] 0 2 2B 
+397760 bs 2 [0,-1,0,-109185,7760417] 0 2 2B 
+397760 bt 1 [0,0,0,-52641868,2074018907792] 0 1 
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+397763 a 1 [1,-1,1,0,30] 1 1 
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+397782 p 5 [1,-1,0,157064787,-123103797489] 1 2 2B 
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+397782 bc 3 [1,-1,0,-2714217,-870961267] 0 2 2B 3B 
+397782 bc 4 [1,-1,0,-20865777,36089245205] 0 2 2B 3B 
+397782 bd 1 [1,-1,0,-59860467,178278293493] 1 1 
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+397782 bw 2 [1,-1,0,-1228341,483562197] 0 2 2B 
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+397782 bz 1 [1,-1,0,-9711,-832595] 1 1 
+397782 ca 1 [1,-1,0,-28233,1834573] 0 1 3B 
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+397782 cd 1 [1,-1,0,180,-12272] 0 1 
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+397782 ct 1 [1,-1,1,-192506,44110217] 0 1 
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+397782 cw 1 [1,-1,1,-13565831,-19228017553] 1 2 2B 
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+397782 cw 3 [1,-1,1,-55085981,138607983371] 1 2 2B 
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+397782 cx 1 [1,-1,1,-530292146,4700373606065] 0 2 2B 
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+397782 cy 1 [1,-1,1,60439,49655337] 1 2 2B 
+397782 cy 2 [1,-1,1,-1713641,828121641] 1 2 2B 
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+397782 da 1 [1,-1,1,-33368,4155995] 1 1 
+397782 db 1 [1,-1,1,-211028,52452663] 0 1 
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+397782 dd 1 [1,-1,1,-4041113,-2654145637] 1 1 
+397782 de 1 [1,-1,1,17557,-245465] 1 1 
+397782 df 1 [1,-1,1,-5619893,-5126551475] 0 1 
+397782 dg 1 [1,-1,1,13235062,6366289353] 1 1 
+397782 dh 1 [1,-1,1,-85343,11360283] 0 1 
+397782 di 1 [1,-1,1,78772,-7552177] 2 1 
+397782 dj 1 [1,-1,1,-3406955,-2419621347] 1 1 
+397782 dk 1 [1,-1,1,-1490,-174639] 1 2 2B 
+397782 dk 2 [1,-1,1,-56930,-5186415] 1 2 2B 
+397782 dl 1 [1,-1,1,-1700,38343] 2 1 
+397782 dm 1 [1,-1,1,-13532315,19163849163] 0 2 2B 3B 
+397782 dm 2 [1,-1,1,-13461755,19373525259] 0 2 2B 3B 
+397782 dm 3 [1,-1,1,-16079090,11450380785] 0 2 2B 3B 
+397782 dm 4 [1,-1,1,56174350,85958128113] 0 2 2B 3B 
+397782 dn 1 [1,-1,1,-18039335,114256624479] 1 1 
+397782 do 1 [1,-1,1,-368150,-333004507] 0 1 
+397782 dp 1 [1,-1,1,-83285,-12985171] 0 1 
+397782 dq 1 [1,-1,1,-72995,60047075] 0 2 2B 
+397782 dq 2 [1,-1,1,-2789555,1784519363] 0 2 2B 
+397782 dr 1 [1,-1,1,-69530,7074155] 1 1 
+397782 ds 1 [1,-1,1,4495,-115167] 1 2 2B 
+397782 ds 2 [1,-1,1,-25745,-1070751] 1 2 2B 
+397782 dt 1 [1,-1,1,-11255,443279] 1 2 2B 
+397782 dt 2 [1,-1,1,6385,1692191] 1 2 2B 
+397782 du 1 [1,-1,1,72535,-8977755] 0 2 2B 
+397782 du 2 [1,-1,1,-461075,-88592367] 0 2 2B 
+397782 dv 1 [1,-1,1,-50945,6049761] 2 1 3B 
+397782 dv 2 [1,-1,1,401080,-75350901] 2 1 3B 
+397782 dw 1 [1,-1,1,-5900,175893] 1 1 3B 
+397782 dw 2 [1,-1,1,-4325,270645] 1 1 3B 
+397782 dx 1 [1,-1,1,-301580,32358351] 1 2 2B 3B 
+397782 dx 2 [1,-1,1,-2318420,-1335865905] 1 2 2B 3B 
+397782 dx 3 [1,-1,1,-20902160,36787173679] 1 2 2B 3B 
+397782 dx 4 [1,-1,1,-20994770,36444813031] 1 2 2B 3B 
+397782 dy 1 [1,-1,1,-804079940,-8815137092121] 0 1 
+397782 dz 1 [1,-1,1,-4511660,-3683872209] 1 2 2B 
+397782 dz 2 [1,-1,1,-3382700,-5573299665] 1 2 2B 
+397782 ea 1 [1,-1,1,-39399917045,3023670822431501] 0 1 
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+397782 eb 2 [1,-1,1,-211910,-92407507] 1 3 3B.1.1 
+397782 ec 1 [1,-1,1,220270,39061649] 0 2 2B 
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+397782 ed 1 [1,-1,1,358,613] 1 1 
+397782 ee 1 [1,-1,1,-1635017,-1422236343] 1 1 
+397782 ef 1 [1,-1,1,11028298,-272067709147] 0 1 
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+397854 z 1 [1,-1,0,-99913428,380507289808] 1 1 2Cn 3B 
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+397854 ba 1 [1,-1,0,-103968,-12745728] 1 1 2Cn 3B.1.2 
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+397854 bb 1 [1,-1,0,-738,-6588] 0 1 2Cn 
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+397854 bg 1 [1,-1,1,-1909037732,32331468425415] 1 2 2B 
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+397854 bk 1 [1,-1,1,-10677371,23314794347] 0 2 2B 
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+397854 bp 1 [1,-1,1,-31548803,68142138135] 1 1 
+397854 bq 1 [1,-1,1,-123555470,528646836381] 0 2 2B 3B 
+397854 bq 2 [1,-1,1,-124939310,516200025885] 0 2 2B 3B 
+397854 bq 3 [1,-1,1,-162432725,168496525869] 0 2 2B 3B 
+397854 bq 4 [1,-1,1,-1579484885,-24016049278419] 0 2 2B 3B 
+397854 br 1 [1,-1,1,384700,24471159] 1 1 3B 
+397854 br 2 [1,-1,1,-4588475,-4301793237] 1 1 3B 
+397854 bs 1 [1,-1,1,-307220,68615655] 0 2 2B 3B 
+397854 bs 2 [1,-1,1,-4977680,4275766023] 0 2 2B 3B 
+397854 bs 3 [1,-1,1,1638805,139918011] 0 2 2B 3B 
+397854 bs 4 [1,-1,1,-6664235,1132961595] 0 2 2B 3B 
+397854 bt 1 [1,-1,1,-134240,18851231] 0 2 2B 
+397854 bt 2 [1,-1,1,-220730,-8341225] 0 2 2B 
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+397854 bv 1 [1,-1,1,-1441357472,-18016833100733] 1 1 
+397854 bw 1 [1,-1,1,-13154,1259165] 0 2 2B 
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+397854 by 1 [1,-1,1,-693489974,63502602930501] 1 2 2B 
+397854 by 2 [1,-1,1,-28492067894,1840320986989893] 1 2 2B 
+397854 bz 1 [1,-1,1,-51474704,-142173149709] 1 2 2B 
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+397854 ca 1 [1,-1,1,-532094,-153196599] 1 2 2B 
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+397854 cl 1 [1,-1,1,-151538,-21109071] 1 2 2B 
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+397860 a 1 [0,-1,0,-541,-95450] 2 2 2B 
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+397870 a 1 [1,-1,0,-1649,24093] 2 2 2B 
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+397870 b 1 [1,1,1,-365,7347] 2 1 
+397872 a 1 [0,0,0,-2379,-44659] 1 1 2Cn 
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+397872 d 1 [0,0,0,-11583,-509814] 1 1 
+397872 e 1 [0,0,0,-2943,-59751] 1 1 2Cn 
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+397872 i 1 [0,0,0,-327,2213] 0 1 2Cn 
+397872 j 1 [0,0,0,-21411,1205793] 0 1 2Cn 
+397873 a 1 [1,-1,1,-5485,157204] 0 2 2B 
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+397876 a 1 [0,1,0,-1397,-20569] 2 1 
+397877 a 1 [1,-1,0,-4588,92697] 1 1 
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+397878 f 2 [1,0,1,-1190,24716] 2 2 2B 
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+398019 b 1 [1,0,1,-143,-2563] 1 2 2B 
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+398090 q 1 [1,-1,0,-45250574,75691671380] 0 2 2B 
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+398090 bi 1 [1,0,0,-33096,-2125760] 0 2 2B 
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+398090 bl 1 [1,0,0,-106785,-29679275] 2 1 
+398090 bm 1 [1,0,0,-631210,-7572828] 1 2 2B 
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+398090 bs 1 [1,-1,1,-14422,196309] 1 4 2B 
+398090 bs 2 [1,-1,1,-133002,-18491899] 1 4 2Cs 
+398090 bs 3 [1,-1,1,-39832,-43983211] 1 2 2B 
+398090 bs 4 [1,-1,1,-2123452,-1190468859] 1 2 2B 
+398090 bt 1 [1,-1,1,-51657,467129] 0 2 2B 
+398090 bt 2 [1,-1,1,-537637,-150964239] 0 2 2B 
+398090 bu 1 [1,-1,1,-33177,3054329] 1 2 2B 
+398090 bu 2 [1,-1,1,-575257,168063481] 1 2 2B 
+398090 bv 1 [1,0,0,-4001,4112681] 2 1 3B 
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+398090 bx 1 [1,0,0,351079,-659779999] 1 3 3B.1.1 
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+398090 by 1 [1,0,0,-41,-109] 1 1 
+398090 bz 1 [1,0,0,-658270,-208812350] 1 1 
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+398090 cf 1 [1,1,1,-113248440,463823037305] 0 1 
+398090 cg 1 [1,1,1,-42655,3348577] 1 2 2B 
+398090 cg 2 [1,1,1,-72905,-2060123] 1 2 2B 
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+398160 m 1 [0,0,0,-44331812328,3592703214977452] 1 1 
+398160 n 1 [0,0,0,-76141488,254103830192] 1 1 
+398160 o 1 [0,0,0,-2208,11468] 1 1 3B 
+398160 o 2 [0,0,0,-103008,-12724612] 1 1 3B 
+398160 p 1 [0,0,0,-700923,225870122] 0 1 
+398160 q 1 [0,0,0,-3638808,1606665132] 1 1 
+398160 r 1 [0,0,0,42597,145098] 0 1 
+398160 s 1 [0,0,0,-212043,36974842] 0 2 2B 
+398160 s 2 [0,0,0,-439563,-56353862] 0 2 2B 
+398160 t 1 [0,0,0,-15363,-489662] 1 2 2B 
+398160 t 2 [0,0,0,-97683,11380882] 1 2 2B 
+398160 u 1 [0,0,0,-1750038,683662163] 0 2 2B 
+398160 u 2 [0,0,0,4109337,4284834038] 0 2 2B 
+398160 v 1 [0,0,0,1257,41078] 1 2 2B 
+398160 v 2 [0,0,0,-12963,498962] 1 2 2B 
+398160 w 1 [0,0,0,-528,5427] 2 2 2B 
+398160 w 2 [0,0,0,-8823,318978] 2 2 2B 
+398160 x 1 [0,0,0,27357,-93028318] 0 2 2B 
+398160 x 2 [0,0,0,-2921763,-1880784862] 0 4 2Cs 
+398160 x 3 [0,0,0,-6562083,3740597282] 0 2 2B 
+398160 x 4 [0,0,0,-46467363,-121918585822] 0 2 2B 
+398160 y 1 [0,0,0,3102,114347] 1 2 2B 
+398160 y 2 [0,0,0,-25023,1256222] 1 4 2Cs 
+398160 y 3 [0,0,0,-380523,90344522] 1 2 2B 
+398160 y 4 [0,0,0,-119523,-14752078] 1 2 2B 
+398160 z 1 [0,0,0,-423,-21978] 1 2 2B 
+398160 z 2 [0,0,0,-14643,-678942] 1 2 2B 
+398160 ba 1 [0,0,0,4320117,10570703418] 0 2 2B 
+398160 ba 2 [0,0,0,-53925003,138022675002] 0 2 2B 
+398160 bb 1 [0,0,0,-44148,-62066653] 1 2 2B 3B 
+398160 bb 2 [0,0,0,-2635743,-1633091542] 1 2 2B 3B 
+398160 bb 3 [0,0,0,-13311948,-18694854673] 1 2 2B 3B 
+398160 bb 4 [0,0,0,-212992743,-1196452119742] 1 2 2B 3B 
+398160 bc 1 [0,0,0,-120963,127633858] 1 2 2B 
+398160 bc 2 [0,0,0,-4614483,3795244882] 1 4 2Cs 
+398160 bc 3 [0,0,0,-73723683,243645634402] 1 2 2B 
+398160 bc 4 [0,0,0,-7401603,-1328039102] 1 2 2B 
+398160 bd 1 [0,0,0,-5988,-172037] 1 2 2B 
+398160 bd 2 [0,0,0,-94863,-11245862] 1 2 2B 
+398160 be 1 [0,0,0,-11253063,14529619078] 1 2 2B 
+398160 be 2 [0,0,0,-11267283,14491057282] 1 2 2B 
+398160 bf 1 [0,0,0,-768,-6928] 0 1 
+398160 bg 1 [0,0,0,-53004843,-507770687142] 1 1 
+398160 bh 1 [0,0,0,-843,-11142] 0 1 
+398160 bi 1 [0,0,0,446732637,10381801359778] 0 1 
+398160 bj 1 [0,0,0,-150078,-22373377] 0 2 2B 
+398160 bj 2 [0,0,0,-132303,-27872962] 0 2 2B 
+398160 bk 1 [0,0,0,-43203,-3438398] 0 2 2B 
+398160 bk 2 [0,0,0,-69123,1170178] 0 4 2Cs 
+398160 bk 3 [0,0,0,-825123,287996578] 0 2 2B 
+398160 bk 4 [0,0,0,272157,9292642] 0 2 2B 
+398160 bl 1 [0,0,0,-1996083,-1031968782] 0 2 2B 
+398160 bl 2 [0,0,0,1390797,-4175670798] 0 2 2B 
+398160 bm 1 [0,0,0,-843,-3078] 1 2 2B 
+398160 bm 2 [0,0,0,-7563,250938] 1 2 2B 
+398160 bn 1 [0,0,0,-627843,113984642] 1 2 2B 3B 
+398160 bn 2 [0,0,0,1952637,811230338] 1 2 2B 3B 
+398160 bn 3 [0,0,0,-22055043,-39861843838] 1 2 2B 3B 
+398160 bn 4 [0,0,0,-20079363,-47293956862] 1 2 2B 3B 
+398160 bo 1 [0,0,0,-3,55298] 1 1 
+398160 bp 1 [0,0,0,-113050488,-462654211588] 1 1 
+398160 bq 1 [0,0,0,-32583,-2261338] 2 2 2B 
+398160 bq 2 [0,0,0,-41403,-940102] 2 4 2Cs 
+398160 bq 3 [0,0,0,-381603,90029378] 2 2 2B 
+398160 bq 4 [0,0,0,157677,-7350478] 2 2 2B 
+398160 br 1 [0,0,0,-17778,1078747] 1 2 2B 
+398160 br 2 [0,0,0,-298623,62808478] 1 4 2Cs 
+398160 br 3 [0,0,0,-4777923,4019822098] 1 2 2B 
+398160 br 4 [0,0,0,-312843,56497642] 1 2 2B 
+398160 bs 1 [0,0,0,-220323,41090978] 2 1 
+398160 bt 1 [0,0,0,-138,45547] 2 2 2B 
+398160 bt 2 [0,0,0,-19983,1073518] 2 4 2Cs 
+398160 bt 3 [0,0,0,-318603,69218602] 2 2 2B 
+398160 bt 4 [0,0,0,-38883,-1281422] 2 2 2B 
+398160 bu 1 [0,0,0,329037,-165828238] 1 2 2B 
+398160 bu 2 [0,0,0,-3270963,-1985268238] 1 2 2B 
+398160 bv 1 [0,0,0,45117,-423838] 0 1 
+398160 bw 1 [0,0,0,-24898548,47819667292] 1 1 
+398160 bx 1 [0,0,0,-6822003,6858177842] 1 2 2B 
+398160 bx 2 [0,0,0,-7049523,6376244978] 1 2 2B 
+398160 by 1 [0,0,0,-2910603,4279561018] 0 2 2B 
+398160 by 2 [0,0,0,-61155723,183919160122] 0 2 2B 
+398160 bz 1 [0,0,0,-2883,44098] 0 2 2B 
+398160 bz 2 [0,0,0,7197,284002] 0 2 2B 
+398160 ca 1 [0,0,0,-423,3302] 1 2 2B 
+398160 ca 2 [0,0,0,-843,-4342] 1 2 2B 
+398160 cb 1 [0,0,0,-7248,-133072] 1 1 
+398160 cc 1 [0,0,0,-7563,-254662] 1 1 
+398160 cd 1 [0,0,0,-717628098,7399412939203] 1 2 2B 
+398160 cd 2 [0,0,0,-717908943,7393331577742] 1 4 2Cs 
+398160 cd 3 [0,0,0,-500214963,11962771756738] 1 2 2B 
+398160 cd 4 [0,0,0,-940096443,2434684265242] 1 2 2B 
+398160 ce 1 [0,0,0,-2028,-41393] 1 2 2B 
+398160 ce 2 [0,0,0,-34023,-2415422] 1 2 2B 
+398160 cf 1 [0,0,0,-3918,41767] 1 2 2B 
+398160 cf 2 [0,0,0,13857,315502] 1 2 2B 
+398160 cg 1 [0,0,0,-180003,-29783518] 1 1 
+398160 ch 1 [0,0,0,-2238003,1288438002] 0 2 2B 
+398160 ch 2 [0,0,0,-2479923,992763378] 0 2 2B 
+398160 ci 1 [0,0,0,-33708,-2167657] 1 2 2B 
+398160 ci 2 [0,0,0,-122583,14132018] 1 2 2B 
+398160 cj 1 [0,0,0,-222843,52992938] 1 2 2B 
+398160 cj 2 [0,0,0,-3863163,2922293162] 1 2 2B 
+398160 ck 1 [0,0,0,-52794363,146216549162] 0 2 2B 
+398160 ck 2 [0,0,0,-11506683,368930552618] 0 2 2B 
+398160 cl 1 [0,0,0,-1263,-3922] 0 2 2B 
+398160 cl 2 [0,0,0,-15483,-740518] 0 2 2B 
+398160 cm 1 [0,0,0,6612,-1554037] 0 2 2B 
+398160 cm 2 [0,0,0,-167583,-25209718] 0 2 2B 
+398160 cn 1 [0,0,0,-768123,-374194998] 0 1 
+398160 co 1 [0,0,0,-9588,360988] 0 1 
+398160 cp 1 [0,0,0,-532803,5087128898] 1 2 2B 
+398160 cp 2 [0,0,0,-47718723,125515033922] 1 4 2Cs 
+398160 cp 3 [0,0,0,-761221443,8083781672258] 1 2 2B 
+398160 cp 4 [0,0,0,-89190723,-125365682878] 1 4 2Cs 
+398160 cp 5 [0,0,0,325702077,-961208717758] 1 2 2B 
+398160 cp 6 [0,0,0,-1167635523,-15345888523198] 1 2 2B 
+398160 cq 1 [0,0,0,-35873283,-82377285118] 1 2 2B 
+398160 cq 2 [0,0,0,-573350403,-5284188347902] 1 4 2Cs 
+398160 cq 3 [0,0,0,-572728323,-5296226964478] 1 2 2B 
+398160 cq 4 [0,0,0,-9173606403,-338188057749502] 1 2 2B 
+398160 cr 1 [0,0,0,72,13823] 0 2 2B 
+398160 cr 2 [0,0,0,-8223,280922] 0 2 2B 
+398160 cs 1 [0,0,0,-364908,-84803812] 1 1 
+398160 ct 1 [0,0,0,-3783,-73978] 1 2 2B 
+398160 ct 2 [0,0,0,-18003,861698] 1 2 2B 
+398160 cu 1 [0,0,0,-3618,78867] 0 2 2B 
+398160 cu 2 [0,0,0,-56943,5230062] 0 2 2B 
+398160 cv 1 [0,0,0,-568812,165341059] 1 2 2B 
+398160 cv 2 [0,0,0,-9104367,10573596826] 1 2 2B 
+398160 cw 1 [0,0,0,-7587,83106] 0 2 2B 
+398160 cw 2 [0,0,0,-68067,-6775326] 0 2 2B 
+398160 cx 1 [0,0,0,-57231732,-8808927181] 0 2 2B 3B 
+398160 cx 2 [0,0,0,-611900607,5805119286794] 0 2 2B 3B 
+398160 cx 3 [0,0,0,-3272345292,-72050155712449] 0 2 2B 3B 
+398160 cx 4 [0,0,0,-3327892167,-69477435540574] 0 2 2B 3B 
+398160 cy 1 [0,0,0,-2979462,-3764034209] 2 2 2B 
+398160 cy 2 [0,0,0,-58780767,-173366520626] 2 2 2B 
+398160 cz 1 [0,0,0,-3387,1618234] 2 2 2B 
+398160 cz 2 [0,0,0,-228387,41623234] 2 2 2B 
+398160 da 1 [0,0,0,-1902,110959] 2 2 2B 
+398160 da 2 [0,0,0,-48207,4065406] 2 2 2B 
+398160 db 1 [0,0,0,-221787,38221066] 1 2 2B 
+398160 db 2 [0,0,0,154533,154654474] 1 2 2B 
+398160 dc 1 [0,0,0,-1958547,1049743186] 1 2 2B 
+398160 dc 2 [0,0,0,-852627,2227990354] 1 2 2B 
+398160 dd 1 [0,0,0,-19092,653564] 1 1 
+398160 de 1 [0,0,0,-493932,-133613044] 1 1 
+398160 df 1 [0,0,0,-7587,300834] 1 1 
+398160 dg 1 [0,0,0,-19227,911626] 0 2 2B 
+398160 dg 2 [0,0,0,-76107,-7131206] 0 2 2B 
+398160 dh 1 [0,0,0,-3387,-75206] 1 2 2B 
+398160 dh 2 [0,0,0,-867,-184574] 1 2 2B 
+398160 di 1 [0,0,0,-14412,-665341] 0 2 2B 
+398160 di 2 [0,0,0,-17967,-311974] 0 2 2B 
+398160 dj 1 [0,0,0,-4752,-146529] 1 2 2B 
+398160 dj 2 [0,0,0,-79407,-8612406] 1 2 2B 
+398160 dk 1 [0,0,0,46428,-3059089] 1 2 2B 
+398160 dk 2 [0,0,0,-241527,-27650446] 1 2 2B 
+398160 dl 1 [0,0,0,-3193707,-1971390566] 1 2 2B 
+398160 dl 2 [0,0,0,-12225387,14352467866] 1 4 2Cs 
+398160 dl 3 [0,0,0,-188585067,996781701274] 1 4 2B 
+398160 dl 4 [0,0,0,19627413,76650174106] 1 2 2B 
+398160 dm 1 [0,0,0,-174207,27986366] 0 2 2B 
+398160 dm 2 [0,0,0,-174387,27925634] 0 4 2Cs 
+398160 dm 3 [0,0,0,-89067,55279226] 0 2 2B 
+398160 dm 4 [0,0,0,-262587,-3314806] 0 2 2B 
+398160 dn 1 [0,0,0,-16413070827,809343638012954] 0 1 3B 
+398160 dn 2 [0,0,0,-14089776987,1046503739731466] 0 1 3B 
+398160 do 1 [0,0,0,-7198707,7434124994] 1 2 2B 
+398160 do 2 [0,0,0,-7196187,7439589866] 1 2 2B 
+398160 dp 1 [0,0,0,-138267,13220874] 2 2 2B 
+398160 dp 2 [0,0,0,-879147,-307283814] 2 2 2B 
+398160 dq 1 [0,0,0,-15750342,-18458878401] 1 2 2B 
+398160 dq 2 [0,0,0,36984033,-115690519026] 1 2 2B 
+398160 dr 1 [0,0,0,91653,780586] 1 1 
+398160 ds 1 [0,0,0,-6627,270146] 1 1 
+398160 dt 1 [0,0,0,5013,317466] 0 1 
+398160 du 1 [0,0,0,-552,-3764] 1 1 
+398160 dv 1 [0,0,0,-36867,113283074] 0 1 3B 
+398160 dv 2 [0,0,0,331773,-3057094654] 0 1 3Cs 
+398160 dv 3 [0,0,0,-149376387,-702784752766] 0 1 3B 
+398160 dw 1 [0,0,0,-753402,448786879] 1 2 2B 
+398160 dw 2 [0,0,0,-14514807,21275297206] 1 4 2Cs 
+398160 dw 3 [0,0,0,-232208787,1361965442434] 1 4 2B 
+398160 dw 4 [0,0,0,-17003307,13481812906] 1 2 2B 
+398160 dx 1 [0,0,0,170853,-10649014] 1 2 2B 
+398160 dx 2 [0,0,0,-739227,-88369846] 1 2 2B 
+398160 dy 1 [0,0,0,-17307,828746] 1 2 2B 
+398160 dy 2 [0,0,0,13413,3452234] 1 2 2B 
+398160 dz 1 [0,0,0,-32367,1439566] 0 2 2B 
+398160 dz 2 [0,0,0,-464547,121844914] 0 4 2Cs 
+398160 dz 3 [0,0,0,-7432347,7798966954] 0 2 2B 
+398160 dz 4 [0,0,0,-411627,150665146] 0 4 2B 
+398160 ea 1 [0,0,0,-507,14506] 0 1 
+398160 eb 1 [0,0,0,-18387,-1528686] 0 1 
+398160 ec 1 [0,0,0,-18115467,-29690251974] 1 1 
+398160 ed 1 [0,0,0,-26682,-1084081] 0 2 2B 
+398160 ed 2 [0,0,0,-174807,27326294] 0 2 2B 
+398160 ee 1 [0,0,0,-86187,960986] 0 2 2B 
+398160 ee 2 [0,0,0,-996267,381920474] 0 2 2B 
+398160 ef 1 [0,0,0,-402,-2921] 1 2 2B 
+398160 ef 2 [0,0,0,-6327,-193706] 1 2 2B 
+398160 eg 1 [0,0,0,-845472,-298912336] 0 1 
+398160 eh 1 [0,0,0,-1037847,406955414] 1 2 2B 
+398160 eh 2 [0,0,0,-1052427,394932746] 1 4 2Cs 
+398160 eh 3 [0,0,0,739293,1601476994] 1 2 2B 
+398160 eh 4 [0,0,0,-3077427,-1581062254] 1 2 2B 
+398160 ei 1 [0,0,0,-91227,10582346] 2 2 2B 
+398160 ei 2 [0,0,0,-126507,1642394] 2 4 2Cs 
+398160 ei 3 [0,0,0,503493,13108394] 2 2 2B 
+398160 ei 4 [0,0,0,-1320987,-581980534] 2 2 2B 
+398160 ej 1 [0,0,0,708,-709] 1 2 2B 
+398160 ej 2 [0,0,0,-2847,-5686] 1 2 2B 
+398160 ek 1 [0,0,0,648,-373221] 1 2 2B 
+398160 ek 2 [0,0,0,-74007,-7584894] 1 2 2B 
+398160 el 1 [0,0,0,-4942313067,-52534907834726] 0 2 2B 
+398160 el 2 [0,0,0,17990044053,-402193729786214] 0 2 2B 
+398160 em 1 [0,0,0,-85347,13859074] 1 1 
+398160 en 1 [0,0,0,-46227,-6077486] 0 1 
+398160 eo 1 [0,0,0,-248667,-47719926] 1 2 2B 
+398160 eo 2 [0,0,0,-275547,-36769014] 1 2 2B 
+398160 ep 1 [0,0,0,-169975999947,-17235858241809286] 0 2 2B 
+398160 ep 2 [0,0,0,-1124264046027,446104769926861946] 0 2 2B 
+398160 eq 1 [0,0,0,-1125192,-332211476] 2 1 
+398160 er 1 [0,0,0,4173,3539954] 2 1 
+398160 es 1 [0,0,0,2013,-24446] 0 1 
+398160 et 1 [0,0,0,618,-18601] 1 2 2B 
+398160 et 2 [0,0,0,-7887,-244834] 1 2 2B 
+398160 eu 1 [0,0,0,-712767,-223759874] 0 2 2B 
+398160 eu 2 [0,0,0,-1836147,655397314] 0 4 2Cs 
+398160 eu 3 [0,0,0,-26721147,53157770314] 0 2 2B 
+398160 eu 4 [0,0,0,5074773,4419084346] 0 4 2B 
+398160 ev 1 [0,0,0,-55443792,-154303732816] 1 1 
+398160 ew 1 [0,0,0,-612,5724] 0 1 
+398160 ex 1 [0,0,0,-101307,-15619606] 0 1 
+398160 ey 1 [0,0,0,933,-11734] 1 1 
+398160 ez 1 [0,0,0,-68547,-4327486] 1 2 2B 
+398160 ez 2 [0,0,0,-978627,-372545854] 1 2 2B 
+398160 fa 1 [0,0,0,-2188227,-1063308206] 0 2 2B 
+398160 fa 2 [0,0,0,3862293,-5900093894] 0 2 2B 
+398160 fb 1 [0,0,0,-3983017827,-31044913239454] 1 2 2B 
+398160 fb 2 [0,0,0,14991412893,-241406836859806] 1 2 2B 
+398160 fc 1 [0,0,0,-1518492,-657705701] 0 2 2B 
+398160 fc 2 [0,0,0,-23705247,-44423298614] 0 2 2B 
+398160 fd 1 [0,0,0,-3807,-89154] 0 2 2B 
+398160 fd 2 [0,0,0,-7587,117234] 0 2 2B 
+398160 fe 1 [0,0,0,933,-47126] 1 1 
+398160 ff 1 [0,0,0,406053,11443626] 1 1 
+398160 fg 1 [0,0,0,-5112147,43941815314] 0 1 
+398160 fh 1 [0,0,0,-31107,31106] 0 2 2B 
+398160 fh 2 [0,0,0,124413,248834] 0 2 2B 
+398160 fi 1 [0,0,0,933,260426] 1 2 2B 
+398160 fi 2 [0,0,0,-55947,4958714] 1 2 2B 
+398160 fj 1 [0,0,0,-61767,-10417626] 0 2 2B 
+398160 fj 2 [0,0,0,-1185147,-496391814] 0 4 2Cs 
+398160 fj 3 [0,0,0,-1384227,-318294846] 0 2 2B 
+398160 fj 4 [0,0,0,-18960147,-31776836814] 0 2 2B 
+398160 fk 1 [0,0,0,-36252,-2656341] 0 2 2B 
+398160 fk 2 [0,0,0,-39807,-2103894] 0 2 2B 
+398160 fl 1 [0,0,0,-93432,10100284] 1 1 
+398160 fm 1 [0,0,0,-6378672,1655874736] 1 1 
+398160 fn 1 [0,0,0,-1812,28159] 0 2 2B 
+398160 fn 2 [0,0,0,-5367,-116174] 0 2 2B 
+398160 fo 1 [0,0,0,-113412,384381191] 1 2 2B 
+398160 fo 2 [0,0,0,-8648967,9693257474] 1 2 2B 
+398164 a 1 [0,0,0,28561,-6683274] 0 1 
+398164 b 1 [0,0,0,67600,-10220444] 1 1 
+398164 c 1 [0,0,0,169,-3042] 0 1 
+398164 d 1 [0,-1,0,-1133877,-464778367] 0 1 
+398166 a 1 [1,1,0,-1746,27378] 1 1 
+398166 b 1 [1,1,0,-21,237] 1 1 
+398166 c 1 [1,0,1,-1437,20740] 2 2 2B 
+398166 c 2 [1,0,1,-2247,-5504] 2 2 2B 
+398168 a 1 [0,1,0,55,91] 1 1 
+398170 a 1 [1,1,0,-125482,-17161324] 0 1 
+398170 b 1 [1,1,0,-148,-1248] 1 1 
+398170 c 1 [1,1,0,87428,-79128894] 1 1 
+398170 d 1 [1,1,0,-61112,5789504] 0 1 
+398170 e 1 [1,0,0,-861,5041] 3 1 
+398170 f 1 [1,1,1,-18635,-1257863] 1 1 
+398171 a 1 [1,0,1,-23,49] 1 1 
+398174 a 1 [1,1,0,-146241,-21586571] 0 1 
+398174 b 1 [1,1,0,-8453,307021] 1 1 
+398174 c 1 [1,1,0,-6594396,11499529168] 1 1 3B 
+398174 c 2 [1,1,0,-640686491,6241629957277] 1 1 3B 
+398174 d 1 [1,-1,0,-1136,-79024] 1 1 
+398174 e 1 [1,-1,0,-23,237] 2 1 
+398174 f 1 [1,0,1,-134580,-33545550] 1 3 3B.1.1 
+398174 f 2 [1,0,1,-13075235,-18199039778] 1 1 3B.1.2 
+398174 g 1 [1,0,1,3943,-198404] 0 1 
+398174 h 1 [1,0,1,-173,-920] 1 1 
+398174 i 1 [1,0,0,-6714,-170780] 1 1 
+398174 j 1 [1,0,0,-2108,-25250] 0 1 
+398174 k 1 [1,0,0,-3661477,2627699073] 1 1 
+398174 l 1 [1,-1,1,2514,-1031719] 0 2 2B 
+398174 l 2 [1,-1,1,-139096,-19384375] 0 2 2B 
+398174 m 1 [1,-1,1,37059,8438021] 2 2 2B 
+398174 m 2 [1,-1,1,-464701,110596357] 2 2 2B 
+398174 n 1 [1,-1,1,-504685,133511893] 2 2 2B 
+398174 n 2 [1,-1,1,-7999725,8710835669] 2 2 2B 
+398174 o 1 [1,-1,1,-32080,-2007309] 1 2 2B 
+398174 o 2 [1,-1,1,-500520,-136168525] 1 2 2B 
+398174 p 1 [1,-1,1,-134980,-13835321] 0 1 
+398174 q 1 [1,-1,1,-34,-269279] 1 2 2B 
+398174 q 2 [1,-1,1,-62754,-5939167] 1 4 2Cs 
+398174 q 3 [1,-1,1,-129394,8934881] 1 2 2B 
+398174 q 4 [1,-1,1,-999634,-384438687] 1 2 2B 
+398174 r 1 [1,-1,1,-2049508,-1128766621] 0 2 2B 
+398174 r 2 [1,-1,1,-2166618,-992450581] 0 2 2B 
+398174 s 1 [1,1,1,-2255,413461] 1 2 2B 
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+398370 bs 2 [1,0,0,-57821,2561901] 2 4 2Cs 
+398370 bs 3 [1,0,0,199429,19180251] 2 2 2B 
+398370 bs 4 [1,0,0,-456191,-116869425] 2 2 2B 
+398370 bt 1 [1,0,0,-14596,525776] 1 2 2B 
+398370 bt 2 [1,0,0,-218716,39349400] 1 2 2B 
+398370 bu 1 [1,0,0,489,29385] 2 1 
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+398370 by 1 [1,0,0,69,1161] 1 1 
+398370 bz 1 [1,0,0,4409,-53719] 0 1 
+398370 ca 1 [1,0,0,-14211,-250209] 0 1 
+398370 cb 1 [1,0,0,-11365782751,-450342096221095] 0 4 2B 
+398370 cb 2 [1,0,0,-180108929071,-29420536691360599] 0 4 2Cs 
+398370 cb 3 [1,0,0,-178366458691,-30017681639080675] 0 2 2B 
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+398370 cd 1 [1,0,0,-592721200,5554179914240] 0 1 
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+398370 cg 1 [1,0,0,4115,-2736175] 1 2 2B 
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+398370 ch 1 [1,0,0,-3432082550,-77236034951118] 1 1 
+398370 ci 1 [1,0,0,-1310,-3900] 1 1 
+398370 cj 1 [1,0,0,-1111860,3968944272] 1 2 2B 
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+398370 ck 1 [1,0,0,-107295350,444348622500] 1 1 
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+398370 cp 1 [1,0,0,-3922500,-2990473200] 0 2 2B 
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+398370 cp 3 [1,0,0,-7907180,4012932552] 0 2 2B 
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+398372 a 1 [0,-1,0,-4420,-112216] 1 1 
+398372 b 1 [0,0,0,-12295,750558] 0 1 
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+398372 d 1 [0,1,0,36,884] 0 1 
+398373 a 1 [1,1,0,-68961,-6999144] 0 2 2B 
+398373 a 2 [1,1,0,-68816,-7029855] 0 2 2B 
+398373 b 1 [1,0,1,-277,1739] 1 2 2B 
+398373 b 2 [1,0,1,-132,3595] 1 2 2B 
+398376 a 1 [0,0,0,1113,5690] 0 2 2B 
+398376 a 2 [0,0,0,-4827,47270] 0 2 2B 
+398376 b 1 [0,0,0,13389,-14605] 1 1 
+398376 c 1 [0,0,0,-20091,-181114] 1 2 2B 
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+398376 g 1 [0,0,0,-262683,51417126] 1 1 
+398376 h 1 [0,0,0,90285,-3961762] 1 2 2B 
+398376 h 2 [0,0,0,-388875,-32807194] 1 2 2B 
+398376 i 1 [0,0,0,-1485675,-695636586] 1 2 2B 
+398376 i 2 [0,0,0,-2028915,-141205842] 1 2 2B 
+398376 j 1 [0,0,0,-101775,12338962] 1 2 2B 
+398376 j 2 [0,0,0,-11235,33507214] 1 2 2B 
+398376 k 1 [0,0,0,-165075,25764318] 0 2 2B 
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+398376 l 1 [0,0,0,-3342,12697] 1 1 
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+398378 a 1 [1,-1,0,-382,2972] 1 1 
+398379 a 1 [0,-1,1,-456,-41590] 1 1 
+398379 b 1 [1,1,0,-4135,71032] 0 2 2B 
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+398379 c 1 [1,1,0,-224544,40860387] 1 2 2B 
+398379 c 2 [1,1,0,-231389,38227800] 1 4 2Cs 
+398379 c 3 [1,1,0,323056,194026845] 1 2 2B 
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+398379 d 1 [0,-1,1,-2976662,7626168677] 1 1 
+398380 a 1 [0,0,0,-5413,-153287] 0 1 
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+398382 a 1 [1,1,0,-2683466477,-53504344779747] 0 1 
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+398385 a 1 [1,-1,1,-30728,2077462] 1 1 
+398385 b 1 [1,-1,0,-3414,-75805] 1 1 
+398386 a 1 [1,0,1,-2,30] 1 1 
+398386 b 1 [1,-1,0,-3467,65989] 1 2 2B 
+398386 b 2 [1,-1,0,6773,375237] 1 2 2B 
+398386 c 1 [1,-1,0,-10310,-400332] 1 1 
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+398391 a 1 [1,1,0,229,-38226] 1 1 
+398391 b 1 [1,0,1,-1866,32317] 1 1 
+398392 a 1 [0,1,0,-114560,14886304] 1 1 
+398392 b 1 [0,1,0,-952,-1273872] 1 1 
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+398394 a 1 [1,-1,0,-19856934,34062748852] 1 1 
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+398396 a 1 [0,-1,0,26,-43] 1 1 
+398397 a 1 [1,1,1,-47103,-4476438] 2 1 
+398397 b 1 [0,1,1,-22413,8803568] 1 1 
+398398 a 1 [1,0,1,-612,-5854] 1 2 2B 
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+398398 e 1 [1,-1,0,-34511,-2276755] 0 2 2B 
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+398398 g 1 [1,1,0,-821,6809] 0 2 2B 
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+398398 h 1 [1,0,0,-72034,-7446972] 1 2 2B 
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+398398 l 1 [1,-1,1,-14856,-693685] 1 2 2B 
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+398398 m 1 [1,-1,1,-28956,-612257] 0 1 
+398400 a 1 [0,-1,0,-8633,310137] 1 2 2B 
+398400 a 2 [0,-1,0,-13633,-84863] 1 2 2B 
+398400 b 1 [0,-1,0,-4108,-102038] 0 1 
+398400 c 1 [0,-1,0,-5624033,-5023272063] 0 2 2B 
+398400 c 2 [0,-1,0,775967,-15807272063] 0 2 2B 
+398400 d 1 [0,-1,0,1867,-36363] 1 2 2B 
+398400 d 2 [0,-1,0,-11633,-346863] 1 2 2B 
+398400 e 1 [0,-1,0,-224108,-40760538] 0 2 2B 
+398400 e 2 [0,-1,0,-224233,-40712663] 0 4 2Cs 
+398400 e 3 [0,-1,0,-307233,-7761663] 0 2 2B 
+398400 e 4 [0,-1,0,-143233,-70601663] 0 2 2B 
+398400 f 1 [0,-1,0,90367,5947137] 0 2 2B 
+398400 f 2 [0,-1,0,-421633,51515137] 0 4 2Cs 
+398400 f 3 [0,-1,0,-5733633,5283835137] 0 2 2B 
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+398400 g 1 [0,-1,0,-108033,-10152063] 2 2 2B 
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+398400 h 1 [0,-1,0,-13708,622162] 1 2 2B 
+398400 h 2 [0,-1,0,-11833,796537] 1 2 2B 
+398400 i 1 [0,-1,0,-74433,7840737] 2 2 2B 
+398400 i 2 [0,-1,0,-70433,8716737] 2 2 2B 
+398400 j 1 [0,-1,0,-548,-4758] 1 2 2B 
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+398400 k 1 [0,-1,0,-13633,-1848863] 0 1 
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+398400 bg 1 [0,-1,0,-88033,10275937] 2 2 2B 
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+398400 bi 1 [0,-1,0,-1033,-12503] 1 1 
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+398400 bl 1 [0,-1,0,-844833,300952737] 1 1 3B 
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+398400 bm 1 [0,-1,0,4667,-203963] 1 1 3B 
+398400 bm 2 [0,-1,0,-175333,-28283963] 1 1 3B 
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+398400 bp 1 [0,-1,0,187,1557] 1 1 3B 
+398400 bp 2 [0,-1,0,-7013,229077] 1 1 3B 
+398400 bq 1 [0,-1,0,-21120833,-37576850463] 1 1 3B 
+398400 bq 2 [0,-1,0,59879167,-200370650463] 1 1 3B 
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+398400 bs 1 [0,-1,0,6667,332037] 0 1 
+398400 bt 1 [0,-1,0,-25833,1614537] 0 1 
+398400 bu 1 [0,-1,0,-226604833,1313828677537] 0 2 2B 
+398400 bu 2 [0,-1,0,-3626284833,84051840837537] 0 2 2B 
+398400 bv 1 [0,-1,0,-41333,3248037] 1 2 2B 
+398400 bv 2 [0,-1,0,-38833,3655537] 1 2 2B 
+398400 bw 1 [0,-1,0,-14508,1385262] 0 2 2B 
+398400 bw 2 [0,-1,0,-294633,61612137] 0 2 2B 
+398400 bx 1 [0,-1,0,-7633,-246863] 1 2 2B 
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+398400 by 1 [0,-1,0,-55512033,-158676636063] 1 2 2B 
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+398400 bz 1 [0,-1,0,169026367,268009015137] 1 2 2B 
+398400 bz 2 [0,-1,0,-712765633,2198251703137] 1 4 2Cs 
+398400 bz 3 [0,-1,0,-9012765633,328994151703137] 1 2 2B 
+398400 bz 4 [0,-1,0,-6521437633,-201076224936863] 1 2 2B 
+398400 ca 1 [0,-1,0,-21633,-148863] 0 2 2B 
+398400 ca 2 [0,-1,0,-221633,40051137] 0 4 2Cs 
+398400 ca 3 [0,-1,0,-3541633,2566571137] 0 2 2B 
+398400 ca 4 [0,-1,0,-101633,83131137] 0 2 2B 
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+398400 cf 3 [0,-1,0,-541633,105491137] 0 2 2B 
+398400 cf 4 [0,-1,0,90367,-129508863] 0 2 2B 
+398400 cg 1 [0,-1,0,-6633,-139863] 1 2 2B 
+398400 cg 2 [0,-1,0,18367,-964863] 1 2 2B 
+398400 ch 1 [0,-1,0,44867,-5255363] 1 2 2B 
+398400 ch 2 [0,-1,0,-319633,-54462863] 1 4 2Cs 
+398400 ch 3 [0,-1,0,-1669633,783887137] 1 2 2B 
+398400 ch 4 [0,-1,0,-4801633,-4047924863] 1 2 2B 
+398400 ci 1 [0,-1,0,-10605633,5846083137] 0 2 2B 
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+398400 ci 3 [0,-1,0,-2266477633,41532031043137] 0 2 2B 
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+398400 cj 1 [0,-1,0,-655408,204446062] 0 2 2B 
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+398400 ck 1 [0,-1,0,-1653,-25323] 0 2 2B 
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+398400 cl 1 [0,-1,0,-9064193,-10507003743] 1 2 2B 
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+398400 dk 1 [0,-1,0,-6433,267457] 1 1 
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+398400 dq 2 [0,-1,0,-1376033,619871937] 1 2 2B 
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+398400 dt 1 [0,-1,0,-1033,-371063] 0 2 2B 
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+398400 dw 1 [0,-1,0,-32841333,72451088037] 1 1 
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+398400 ee 1 [0,-1,0,-7233,218337] 1 2 2B 
+398400 ee 2 [0,-1,0,8767,1034337] 1 2 2B 
+398400 ef 1 [0,-1,0,-505633,-21660863] 1 2 2B 
+398400 ef 2 [0,-1,0,1994367,-174160863] 1 2 2B 
+398400 eg 1 [0,-1,0,5727,1054017] 1 2 2B 
+398400 eg 2 [0,-1,0,-127073,16591617] 1 2 2B 
+398400 eh 1 [0,-1,0,-495568033,-4244338532063] 0 2 2B 
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+398400 ey 1 [0,1,0,-29633,2229663] 1 1 
+398400 ez 1 [0,1,0,2367,-19137] 0 1 
+398400 fa 1 [0,1,0,5727,-1054017] 2 2 2B 
+398400 fa 2 [0,1,0,-127073,-16591617] 2 2 2B 
+398400 fb 1 [0,1,0,-495568033,4244338532063] 1 2 2B 
+398400 fb 2 [0,1,0,-577488033,2746103652063] 1 2 2B 
+398400 fc 1 [0,1,0,-7233,-218337] 0 2 2B 
+398400 fc 2 [0,1,0,8767,-1034337] 0 2 2B 
+398400 fd 1 [0,1,0,-505633,21660863] 0 2 2B 
+398400 fd 2 [0,1,0,1994367,174160863] 0 2 2B 
+398400 fe 1 [0,1,0,-29633,268863] 0 2 2B 
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+398400 ff 1 [0,1,0,143167,132038463] 1 2 2B 
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+398400 fh 1 [0,1,0,-3333,-152037] 1 1 
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+398400 fn 1 [0,1,0,-8,-762] 0 1 
+398400 fo 1 [0,1,0,-1033,371063] 2 2 2B 
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+398400 fp 1 [0,1,0,-1473,21663] 1 1 
+398400 fq 1 [0,1,0,1567,-19137] 1 1 
+398400 fr 1 [0,1,0,-48033,-18287937] 2 2 2B 
+398400 fr 2 [0,1,0,-1376033,-619871937] 2 2 2B 
+398400 fs 1 [0,1,0,6967,579063] 0 2 2B 
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+398400 ft 1 [0,1,0,39167,2470463] 0 1 
+398400 fu 1 [0,1,0,-36833,-2781537] 1 1 
+398400 fv 1 [0,1,0,-1233,39663] 0 1 3B 
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+398400 gu 1 [0,1,0,-1653,25323] 1 2 2B 
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+398400 gv 1 [0,1,0,-9064193,10507003743] 0 2 2B 
+398400 gv 2 [0,1,0,-145051393,672356706143] 0 2 2B 
+398400 gw 1 [0,1,0,-167908,-26627062] 1 2 2B 
+398400 gw 2 [0,1,0,-2689033,-1698132937] 1 2 2B 
+398400 gx 1 [0,1,0,-349633,73128863] 0 2 2B 
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+398400 gy 1 [0,1,0,-207633,36346863] 1 2 2B 
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+398400 gy 3 [0,1,0,90367,129508863] 1 2 2B 
+398400 gy 4 [0,1,0,-541633,-105491137] 1 2 2B 
+398400 gz 1 [0,1,0,-6633,139863] 1 2 2B 
+398400 gz 2 [0,1,0,18367,964863] 1 2 2B 
+398400 ha 1 [0,1,0,44867,5255363] 0 2 2B 
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+398400 ha 3 [0,1,0,-4801633,4047924863] 0 2 2B 
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+398400 hb 1 [0,1,0,-10605633,-5846083137] 1 2 2B 
+398400 hb 2 [0,1,0,-141677633,-648754243137] 1 4 2Cs 
+398400 hb 3 [0,1,0,-114029633,-909502531137] 1 2 2B 
+398400 hb 4 [0,1,0,-2266477633,-41532031043137] 1 2 2B 
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+398400 he 1 [0,1,0,-64033,5492063] 2 2 2B 
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+398400 hf 1 [0,1,0,-76033,8036063] 1 2 2B 
+398400 hf 2 [0,1,0,-96033,3456063] 1 2 2B 
+398400 hg 1 [0,1,0,169026367,-268009015137] 0 2 2B 
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+398400 hg 3 [0,1,0,-6521437633,201076224936863] 0 2 2B 
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+398400 hh 1 [0,1,0,-21633,148863] 1 2 2B 
+398400 hh 2 [0,1,0,-221633,-40051137] 1 4 2Cs 
+398400 hh 3 [0,1,0,-101633,-83131137] 1 2 2B 
+398400 hh 4 [0,1,0,-3541633,-2566571137] 1 2 2B 
+398400 hi 1 [0,1,0,-725633,233620863] 1 2 2B 
+398400 hi 2 [0,1,0,-1525633,-375179137] 1 4 2Cs 
+398400 hi 3 [0,1,0,5114367,-2758939137] 1 4 2B 
+398400 hi 4 [0,1,0,-20965633,-36941819137] 1 2 2B 
+398400 hj 1 [0,1,0,-14508,-1385262] 0 2 2B 
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+398400 hm 1 [0,1,0,-226604833,-1313828677537] 1 2 2B 
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+398400 ho 1 [0,1,0,6667,-332037] 1 1 
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+398400 hr 1 [0,1,0,-21120833,37576850463] 0 1 3B 
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+398400 hw 1 [0,1,0,-844833,-300952737] 0 1 3B 
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+398400 hx 1 [0,1,0,4667,203963] 0 1 3B 
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+398400 iu 1 [0,1,0,-30833,707240463] 1 1 
+398400 iv 1 [0,1,0,2067,80163] 0 1 
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+398400 iw 3 [0,1,0,-2200033,-1004751937] 0 4 2B 
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+398400 ix 1 [0,1,0,-13633,1848863] 1 1 
+398400 iy 1 [0,1,0,-548,4758] 1 2 2B 
+398400 iy 2 [0,1,0,-473,6183] 1 2 2B 
+398400 iz 1 [0,1,0,-74433,-7840737] 1 2 2B 
+398400 iz 2 [0,1,0,-70433,-8716737] 1 2 2B 
+398400 ja 1 [0,1,0,-108033,10152063] 1 2 2B 
+398400 ja 2 [0,1,0,-608033,-174347937] 1 2 2B 
+398400 jb 1 [0,1,0,-13708,-622162] 1 2 2B 
+398400 jb 2 [0,1,0,-11833,-796537] 1 2 2B 
+398400 jc 1 [0,1,0,-5624033,5023272063] 1 2 2B 
+398400 jc 2 [0,1,0,775967,15807272063] 1 2 2B 
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+398400 je 3 [0,1,0,-3301633,2272644863] 1 2 2B 
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+398400 jg 1 [0,1,0,-4108,102038] 0 1 
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+398403 a 1 [0,0,1,-30,-7380] 1 1 
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+398406 b 1 [1,0,0,-113417,-14703975] 0 2 2B 
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+398411 a 1 [1,0,1,559,7549] 1 1 
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+398412 c 1 [0,0,0,39216,1701124] 1 3 3B.1.1 
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+398415 a 1 [1,0,0,-3630555,2662308000] 0 2 2B 
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+398416 a 1 [0,0,0,-16660,827163] 1 2 2B 
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+398418 a 1 [1,1,0,139,429] 1 1 
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+398419 b 1 [1,-1,1,-2778,60344] 1 2 2B 
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+398420 a 1 [0,-1,0,-60,-1208] 1 1 
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+398424 a 1 [0,-1,0,-35211,2551248] 1 2 2B 
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+398425 a 1 [1,-1,1,-255,2372] 2 1 
+398426 a 1 [1,0,1,-2160,-25282] 1 2 2B 
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+398430 i 3 [1,-1,0,-451359,115556463] 2 2 2B 
+398430 i 4 [1,-1,0,-694179,-222282765] 2 2 2B 
+398430 j 1 [1,-1,0,-6380295399,149275226382205] 1 2 2B 
+398430 j 2 [1,-1,0,-34904955879,-2385351939753347] 1 2 2B 
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+398430 q 1 [1,-1,1,-804372548,8815415705831] 1 2 2B 
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+398430 r 1 [1,-1,1,427,4637] 1 2 2B 
+398430 r 2 [1,-1,1,-2993,49781] 1 2 2B 
+398430 s 1 [1,-1,1,-105758,14465577] 0 2 2B 
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+398430 t 1 [1,-1,1,38317,3654227] 1 1 
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+398430 ba 1 [1,-1,1,-917,-659] 1 2 2B 
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+398442 a 1 [1,1,0,-1447,20605] 1 1 
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+398502 bp 1 [1,-1,1,-27108815,-53562921577] 0 2 2B 3B 
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+398502 bp 3 [1,-1,1,-231531215,1330801925015] 0 2 2B 3B 
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+398502 bq 1 [1,-1,1,-3247367,-2140065313] 1 1 5B.4.1 
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+398958 bb 2 [1,0,1,-1652796,817561126] 0 2 2B 
+398958 bc 1 [1,0,1,-4182323,-9355344946] 0 1 
+398958 bd 1 [1,0,1,-313675,110842358] 1 2 2B 
+398958 bd 2 [1,0,1,-5864395,5463956726] 1 2 2B 
+398958 be 1 [1,0,1,-210030000,-1175808600662] 0 2 2B 
+398958 be 2 [1,0,1,-3363838070,-75093500622094] 0 2 2B 
+398958 bf 1 [1,0,1,-69676850,-223868058172] 1 2 2B 
+398958 bf 2 [1,0,1,-69621970,-224238300604] 1 2 2B 
+398958 bg 1 [1,0,1,3110,9356] 0 2 2B 
+398958 bg 2 [1,0,1,-12570,72076] 0 4 2Cs 
+398958 bg 3 [1,0,1,-147810,21818668] 0 2 2B 
+398958 bg 4 [1,0,1,-128210,-17597716] 0 2 2B 
+398958 bh 1 [1,0,1,978063,-2206530812] 1 1 
+398958 bi 1 [1,0,1,200433,-42386522] 0 1 
+398958 bj 1 [1,0,1,-22174,1260914] 0 1 
+398958 bk 1 [1,1,1,1420,3821] 1 1 
+398958 bl 1 [1,1,1,205260,119228661] 1 1 
+398958 bm 1 [1,1,1,-200460,-34628889] 1 1 
+398958 bn 1 [1,1,1,-16759,761165] 2 1 
+398958 bo 1 [1,1,1,-11859,403857] 1 2 2B 
+398958 bo 2 [1,1,1,-56939,-4879519] 1 2 2B 
+398958 bp 1 [1,1,1,2650066,2144248427] 0 2 2B 
+398958 bp 2 [1,1,1,-17671214,21668934251] 0 4 2Cs 
+398958 bp 3 [1,1,1,-263290574,1644132178667] 0 2 2B 
+398958 bp 4 [1,1,1,-97192334,-350807991829] 0 2 2B 
+398958 bq 1 [1,1,1,-94669,-12706093] 0 1 
+398958 br 1 [1,1,1,-48084,-4078383] 1 2 2B 
+398958 br 2 [1,1,1,-48014,-4090759] 1 2 2B 
+398958 bs 1 [1,1,1,9554,-907285] 1 1 
+398958 bt 1 [1,1,1,-106,-205045] 0 1 
+398958 bu 1 [1,1,1,-1161448,-481551127] 0 2 2B 3B 
+398958 bu 2 [1,1,1,-800808,-785642775] 0 2 2B 3B 
+398958 bu 3 [1,1,1,-4865848,3670933097] 0 2 2B 3B 
+398958 bu 4 [1,1,1,7057812,18856906473] 0 2 2B 3B 
+398958 bv 1 [1,1,1,3772,122597] 0 1 
+398958 bw 1 [1,1,1,8378,128771] 2 2 2B 
+398958 bw 2 [1,1,1,-36702,1030371] 2 2 2B 
+398958 bx 1 [1,1,1,-883854847,6533474929253] 0 2 2B 
+398958 bx 2 [1,1,1,-12701306367,550850018921061] 0 2 2B 
+398958 by 1 [1,1,1,-25432,1420313] 1 2 2B 
+398958 by 2 [1,1,1,29448,6776601] 1 2 2B 
+398958 bz 1 [1,1,1,-4117,-127597] 0 1 
+398958 ca 1 [1,1,1,-1186242,496793163] 1 2 2B 
+398958 ca 2 [1,1,1,-1197512,486857531] 1 2 2B 
+398958 cb 1 [1,1,1,-161897,17575319] 0 2 2B 
+398958 cb 2 [1,1,1,-2370817,1403893511] 0 2 2B 
+398958 cc 1 [1,1,1,-7173209,-8549333017] 0 1 
+398958 cd 1 [1,1,1,-1015949929,12482120364503] 0 1 
+398958 ce 1 [1,1,1,3086,-24697] 0 1 
+398958 cf 1 [1,1,1,-76129684,255653924693] 0 1 
+398958 cg 1 [1,1,1,33221,-724711] 0 1 
+398958 ch 1 [1,1,1,-18124,288749] 0 1 3B 
+398958 ch 2 [1,1,1,-1167244,484902893] 0 1 3B 
+398958 ci 1 [1,1,1,118687554,-275101137669] 0 2 2B 
+398958 ci 2 [1,1,1,-549037406,-2355732113029] 0 2 2B 
+398958 cj 1 [1,0,0,2422195,802390161] 2 2 2B 
+398958 cj 2 [1,0,0,-11204845,6866422961] 2 2 2B 
+398958 ck 1 [1,0,0,-146392,24904256] 1 1 
+398958 cl 1 [1,0,0,-3730354517,-87700487233311] 1 1 
+398958 cm 1 [1,0,0,-20733672,-36393983424] 1 1 
+398958 cn 1 [1,0,0,1627828,253459296] 1 1 
+398958 co 1 [1,0,0,-888077,-101705199] 1 3 3B.1.1 
+398958 co 2 [1,0,0,-57194957,-166493277231] 1 1 3B.1.2 
+398958 cp 1 [1,0,0,-519,-4215] 1 2 2B 
+398958 cp 2 [1,0,0,601,-19671] 1 2 2B 
+398958 cq 1 [1,0,0,-84379,8768045] 0 2 2B 
+398958 cq 2 [1,0,0,83691,39390399] 0 2 2B 
+398958 cr 1 [1,0,0,3963021,3560243553] 1 1 
+398958 cs 1 [1,0,0,-14701,-816943] 1 1 
+398958 ct 1 [1,0,0,1859549,-488148991] 1 1 
+398958 cu 1 [1,0,0,-638,-40734] 1 1 
+398958 cv 1 [1,0,0,-224323,40876961] 1 1 
+398958 cw 1 [1,0,0,184827,-41496351] 1 1 
+398958 cx 1 [1,0,0,195,2673] 2 1 
+398958 cy 1 [1,0,0,-5195,70314789] 1 1 
+398958 cz 1 [1,0,0,-42827,-8598927] 1 1 
+398958 da 1 [1,0,0,-57282,3139758] 1 1 
+398958 db 1 [1,0,0,-2994537687,-63073147895703] 0 2 2B 
+398958 db 2 [1,0,0,-2994482807,-63075575314935] 0 2 2B 
+398958 dc 1 [1,0,0,-2356117,1391816957] 1 2 2B 
+398958 dc 2 [1,0,0,-2352687,1396072215] 1 2 2B 
+398958 dd 1 [1,0,0,-241099846,-1440951642292] 0 1 
+398958 de 1 [1,0,0,-9822541,11848241243] 0 1 
+398958 df 1 [1,0,0,-133281,368073] 1 1 
+398960 a 1 [0,1,0,-142101760,-652050382092] 1 1 
+398960 b 1 [0,-1,0,44,-64] 1 1 
+398960 c 1 [0,-1,0,-376,-31120] 0 1 
+398960 d 1 [0,-1,0,-36,160] 2 1 
+398960 e 1 [0,-1,0,-4840,179312] 3 1 
+398960 f 1 [0,0,0,-167,-874] 0 1 
+398960 g 1 [0,1,0,-2996,62204] 1 1 
+398960 h 1 [0,1,0,224,-3596] 1 1 
+398960 i 1 [0,1,0,-416,3140] 2 1 
+398960 j 1 [0,1,0,840,2900] 1 1 
+398960 k 1 [0,-1,0,-5320,380400] 1 1 
+398960 l 1 [0,0,0,6653,-124414] 0 1 
+398960 m 1 [0,0,0,-112747,-14624614] 1 1 
+398961 a 1 [1,-1,1,-8321,294216] 2 2 2B 
+398961 a 2 [1,-1,1,-8456,284280] 2 2 2B 
+398961 b 1 [0,0,1,3036840,-9942665] 0 1 
+398961 c 1 [1,-1,0,-576,42471] 2 1 
+398965 a 1 [0,1,1,7149,97305] 0 1 
+398968 a 1 [0,1,0,-5684,163061] 1 1 
+398968 b 1 [0,1,0,16,41] 1 1 
+398970 a 1 [1,-1,0,-10065,-386595] 0 1 
+398970 b 1 [1,-1,0,-29669805,48949144101] 0 2 2B 
+398970 b 2 [1,-1,0,-154270125,-695139046875] 0 4 2Cs 
+398970 b 3 [1,-1,0,126604755,-2943767161179] 0 2 2B 
+398970 b 4 [1,-1,0,-2428750125,-46069650358875] 0 2 2B 
+398970 c 1 [1,-1,0,11385,-11055299] 2 2 2B 
+398970 c 2 [1,-1,0,-680535,-210189875] 2 4 2Cs 
+398970 c 3 [1,-1,0,-1623555,500658601] 2 2 2B 
+398970 c 4 [1,-1,0,-10808235,-13673954255] 2 2 2B 
+398970 d 1 [1,-1,0,180,-3780] 1 2 2B 
+398970 d 2 [1,-1,0,-2790,-51894] 1 2 2B 
+398970 e 1 [1,-1,0,-23910,1382516] 2 2 2B 
+398970 e 2 [1,-1,0,9570,4924700] 2 2 2B 
+398970 f 1 [1,-1,0,-63195,1380005] 1 2 2B 
+398970 f 2 [1,-1,0,245685,10708181] 1 2 2B 
+398970 g 1 [1,-1,0,-1725,27781] 1 2 2B 
+398970 g 2 [1,-1,0,-3045,-19475] 1 2 2B 
+398970 h 1 [1,-1,0,-7602643035,-255093125258075] 1 2 2B 
+398970 h 2 [1,-1,0,-6697830555,-318098656527899] 1 2 2B 
+398970 i 1 [1,-1,0,-9250965,25705390581] 1 1 
+398970 j 1 [1,-1,0,-4796340,4385045456] 0 2 2B 
+398970 j 2 [1,-1,0,-78524340,267844680656] 0 4 2Cs 
+398970 j 3 [1,-1,0,-1256386740,17141194705616] 0 2 2B 
+398970 j 4 [1,-1,0,-80309940,255026572496] 0 2 2B 
+398970 k 1 [1,-1,0,-368955,-45540635] 1 2 2B 
+398970 k 2 [1,-1,0,-5092875,-4420835339] 1 4 2Cs 
+398970 k 3 [1,-1,0,-4290975,-5860566599] 1 2 2B 
+398970 k 4 [1,-1,0,-81477495,-283056652175] 1 2 2B 
+398970 l 1 [1,-1,0,-81675,-6257979] 1 2 2B 
+398970 l 2 [1,-1,0,-496395,129853125] 1 4 2Cs 
+398970 l 3 [1,-1,0,-7861995,8486862885] 1 2 2B 
+398970 l 4 [1,-1,0,233685,478977381] 1 2 2B 
+398970 m 1 [1,-1,0,-45507855870,3736586343458196] 0 2 2B 
+398970 m 2 [1,-1,0,-46632855870,3542124918458196] 0 4 2Cs 
+398970 m 3 [1,-1,0,55488119130,16905124253693196] 0 2 2B 
+398970 m 4 [1,-1,0,-166753830870,-22266419116776804] 0 2 2B 
+398970 n 1 [1,-1,0,-912195,1176172245] 0 2 2B 
+398970 n 2 [1,-1,0,-23214915,42967008981] 0 4 2Cs 
+398970 n 3 [1,-1,0,-371219715,2753019588501] 0 2 2B 
+398970 n 4 [1,-1,0,-32053635,7260347925] 0 2 2B 
+398970 o 1 [1,-1,0,-5130,-140324] 1 1 
+398970 p 1 [1,-1,0,-945,8041] 1 2 2B 
+398970 p 2 [1,-1,0,-13815,628375] 1 2 2B 
+398970 q 1 [1,-1,0,-315,3645] 1 1 
+398970 r 1 [1,-1,0,-111188790,-451178818700] 0 2 2B 
+398970 r 2 [1,-1,0,-122259510,-355884275084] 0 4 2Cs 
+398970 r 3 [1,-1,0,-759741030,7787432157700] 0 2 2B 
+398970 r 4 [1,-1,0,338090490,-2400482765084] 0 2 2B 
+398970 s 1 [1,-1,0,-1724634,-940890060] 1 1 
+398970 t 1 [1,-1,0,-1264344,547343360] 0 2 2B 
+398970 t 2 [1,-1,0,-1081824,710771768] 0 2 2B 
+398970 u 1 [1,-1,0,-36684,-6109232] 0 2 2B 
+398970 u 2 [1,-1,0,-773964,-261650480] 0 4 2Cs 
+398970 u 3 [1,-1,0,-964044,-123158192] 0 2 2B 
+398970 u 4 [1,-1,0,-12380364,-16763630000] 0 2 2B 
+398970 v 1 [1,-1,0,561,-3555] 1 2 2B 
+398970 v 2 [1,-1,0,-2739,-29295] 1 2 2B 
+398970 w 1 [1,-1,0,-252039,29008445] 1 2 2B 
+398970 w 2 [1,-1,0,-1762119,-879153667] 1 2 2B 
+398970 x 1 [1,-1,0,61776,301158] 1 1 
+398970 y 1 [1,-1,0,-148683612384,22067605360677888] 1 2 2B 
+398970 y 2 [1,-1,0,-2378955612384,1412302749962277888] 1 2 2B 
+398970 z 1 [1,-1,0,5436,-9893552] 0 1 
+398970 ba 1 [1,-1,0,-519467364,-4556938315752] 1 1 3B.1.2 
+398970 ba 2 [1,-1,0,-481153374,-5257563630570] 1 3 3B.1.1 
+398970 bb 1 [1,-1,0,-57924,-6048432] 0 1 
+398970 bc 1 [1,-1,0,-190089,31919373] 2 2 2B 
+398970 bc 2 [1,-1,0,-236169,15302925] 2 4 2Cs 
+398970 bc 3 [1,-1,0,879831,117751725] 2 2 2B 
+398970 bc 4 [1,-1,0,-2089449,-1151151507] 2 2 2B 
+398970 bd 1 [1,-1,0,-619297919964,187567872089815120] 0 2 2B 
+398970 bd 2 [1,-1,0,-667616302044,156594271979337808] 0 4 2Cs 
+398970 bd 3 [1,-1,0,1646521297956,1003059986134857808] 0 2 2B 
+398970 bd 4 [1,-1,0,-3754848015324,-2672182429067315120] 0 2 2B 
+398970 be 1 [1,-1,0,-63774,6339028] 0 2 2B 
+398970 be 2 [1,-1,0,-1026054,400296460] 0 2 2B 
+398970 bf 1 [1,-1,0,-251574,48226868] 1 2 2B 
+398970 bf 2 [1,-1,0,-69054,116598860] 1 2 2B 
+398970 bg 1 [1,-1,0,279396,104190160] 1 1 
+398970 bh 1 [1,-1,0,231,-15367] 1 2 2B 
+398970 bh 2 [1,-1,0,-8019,-264517] 1 2 2B 
+398970 bi 1 [1,-1,0,-7269,-68715] 0 2 2B 
+398970 bi 2 [1,-1,0,-91749,-10662507] 0 2 2B 
+398970 bj 1 [1,-1,0,-441099,-120629957] 0 1 
+398970 bk 1 [1,-1,0,-21669,-767467] 0 2 2B 
+398970 bk 2 [1,-1,0,64731,-5415787] 0 2 2B 
+398970 bl 1 [1,-1,0,33381,-98504667] 1 2 2B 
+398970 bl 2 [1,-1,0,-3007899,-1961592795] 1 2 2B 
+398970 bm 1 [1,-1,0,-29235534,250871125588] 0 2 2B 
+398970 bm 2 [1,-1,0,-802280334,8723287524628] 0 2 2B 
+398970 bn 1 [1,-1,1,5047,90937] 2 2 2B 
+398970 bn 2 [1,-1,1,-24653,815617] 2 2 2B 
+398970 bo 1 [1,-1,1,-2268353,-780959663] 0 2 2B 
+398970 bo 2 [1,-1,1,-15859073,23753008081] 0 2 2B 
+398970 bp 1 [1,-1,1,-19038263,32836093071] 1 2 2B 
+398970 bp 2 [1,-1,1,-306876983,2069237469327] 1 2 2B 
+398970 bq 1 [1,-1,1,-140483,-20225149] 1 2 2B 
+398970 bq 2 [1,-1,1,-120203,-26284813] 1 2 2B 
+398970 br 1 [1,-1,1,-20048,1688627] 1 1 
+398970 bs 1 [1,-1,1,-1187708,1416361727] 1 2 2B 
+398970 bs 2 [1,-1,1,-27541508,55557608447] 1 2 2B 
+398970 bt 1 [1,-1,1,-44959613,-261556693819] 0 1 
+398970 bu 1 [1,-1,1,-2408,-45529] 1 2 2B 
+398970 bu 2 [1,-1,1,-38678,-2918113] 1 2 2B 
+398970 bv 1 [1,-1,1,-27953,-1776863] 0 2 2B 
+398970 bv 2 [1,-1,1,-7673,-4315919] 0 2 2B 
+398970 bw 1 [1,-1,1,2767,128081] 0 4 2B 
+398970 bw 2 [1,-1,1,-27653,1551737] 0 4 2Cs 
+398970 bw 3 [1,-1,1,-426623,107358581] 0 2 2B 
+398970 bw 4 [1,-1,1,-115403,-13506163] 0 2 2B 
+398970 bx 1 [1,-1,1,39892,5209611] 0 2 2B 
+398970 bx 2 [1,-1,1,-319478,57246387] 0 2 2B 
+398970 by 1 [1,-1,1,-2558,-9628019] 1 2 2B 
+398970 by 2 [1,-1,1,-694478,-219418163] 1 4 2Cs 
+398970 by 3 [1,-1,1,-1391978,295615837] 1 2 2B 
+398970 by 4 [1,-1,1,-11067698,-14169324419] 1 2 2B 
+398970 bz 1 [1,-1,1,25087,-2192583] 1 1 
+398970 ca 1 [1,-1,1,-2408,29227] 1 2 2B 
+398970 ca 2 [1,-1,1,7192,198187] 1 2 2B 
+398970 cb 1 [1,-1,1,2077,412831] 0 2 2B 
+398970 cb 2 [1,-1,1,-72173,7214131] 0 2 2B 
+398970 cc 1 [1,-1,1,-3038,-49719] 1 2 2B 
+398970 cc 2 [1,-1,1,-15908,732777] 1 2 2B 
+398970 cd 1 [1,-1,1,-65423,1920727] 1 2 2B 
+398970 cd 2 [1,-1,1,-825743,288713431] 1 2 2B 
+398970 ce 1 [1,-1,1,-263119808,-6773257271069] 1 2 2B 
+398970 ce 2 [1,-1,1,-7220523008,-235521542641949] 1 2 2B 
+398970 cf 1 [1,-1,1,31663003,8409358221] 1 2 2B 
+398970 cf 2 [1,-1,1,-127707377,67631391429] 1 2 2B 
+398970 cg 1 [1,-1,1,-90587,10528651] 1 1 
+398970 ch 1 [1,-1,1,-1211297,482208369] 2 2 2B 
+398970 ch 2 [1,-1,1,1053823,2075946801] 2 2 2B 
+398970 ci 1 [1,-1,1,-16187,776859] 0 4 2B 
+398970 ci 2 [1,-1,1,-37967,-1740909] 0 4 2Cs 
+398970 ci 3 [1,-1,1,115483,-12359649] 0 2 2B 
+398970 ci 4 [1,-1,1,-539897,-152520681] 0 2 2B 
+398970 cj 1 [1,-1,1,-15527,-734561] 0 2 2B 
+398970 cj 2 [1,-1,1,-27407,553231] 0 2 2B 
+398970 ck 1 [1,-1,1,-2657,-50319] 1 2 2B 
+398970 ck 2 [1,-1,1,1063,-182751] 1 2 2B 
+398970 cl 1 [1,-1,1,-7022,-48771] 2 2 2B 
+398970 cl 2 [1,-1,1,27298,-405699] 2 2 2B 
+398970 cm 1 [1,-1,1,-82202,-14609221] 1 1 
+398970 cn 1 [1,-1,1,14818,-345769] 0 1 
+398970 co 1 [1,-1,1,-54122,4235429] 0 2 2B 
+398970 co 2 [1,-1,1,87448,22582901] 0 2 2B 
+398970 cp 1 [1,-1,1,10723,7466789] 0 2 2B 
+398970 cp 2 [1,-1,1,-514157,137846981] 0 4 2Cs 
+398970 cp 3 [1,-1,1,-8158937,8972154749] 0 4 2B 
+398970 cp 4 [1,-1,1,-1267457,-358427059] 0 2 2B 
+398970 cq 1 [1,-1,1,4598878,41279464721] 0 2 2B 
+398970 cq 2 [1,-1,1,-154771502,714077460929] 0 2 2B 
+398970 cr 1 [1,-1,1,-3227,1234379] 1 2 2B 
+398970 cr 2 [1,-1,1,-193307,32483531] 1 2 2B 
+398970 cs 1 [1,-1,1,-20972,1173871] 1 2 2B 
+398970 cs 2 [1,-1,1,-23852,832879] 1 4 2Cs 
+398970 cs 3 [1,-1,1,75148,5901679] 1 2 2B 
+398970 cs 4 [1,-1,1,-168932,-26093969] 1 2 2B 
+398970 ct 1 [1,-1,1,-19832,-1724421] 1 2 2B 
+398970 ct 2 [1,-1,1,-368312,-85917189] 1 4 2Cs 
+398970 ct 3 [1,-1,1,-419792,-60300741] 1 2 2B 
+398970 ct 4 [1,-1,1,-5892512,-5504052549] 1 2 2B 
+398970 cu 1 [1,-1,1,-1169357,-326575051] 0 2 2B 3B.1.2 
+398970 cu 2 [1,-1,1,-7398437,7499641061] 0 2 2B 3B.1.2 
+398970 cu 3 [1,-1,1,-37122692,87049751591] 0 6 2B 3B.1.1 
+398970 cu 4 [1,-1,1,-593930372,5571382676519] 0 6 2B 3B.1.1 
+398970 cv 1 [1,-1,1,-118472,-7365621] 1 2 2B 
+398970 cv 2 [1,-1,1,-942152,347146251] 1 2 2B 
+398970 cw 1 [1,-1,1,-37025537,-85021677439] 0 2 2B 
+398970 cw 2 [1,-1,1,3463483,-261051740791] 0 2 2B 
+398970 cx 1 [1,-1,1,-684257,-217896271] 1 1 3B.1.2 
+398970 cx 2 [1,-1,1,860008,-994443109] 1 3 3B.1.1 
+398970 cy 1 [1,-1,1,707008,12623098659] 0 2 2B 
+398970 cy 2 [1,-1,1,-77237672,255685788771] 0 2 2B 
+398970 cz 1 [1,-1,1,-930920117,-10932193057219] 1 2 2B 
+398970 cz 2 [1,-1,1,-936061097,-10805336291131] 1 4 2Cs 
+398970 cz 3 [1,-1,1,-2049509147,19830964115009] 1 2 2B 
+398970 cz 4 [1,-1,1,95131273,-33322865359399] 1 2 2B 
+398973 a 1 [1,0,1,-1174,6599] 0 1 
+398975 a 1 [1,-1,1,-17730,-2537728] 1 2 2B 
+398975 a 2 [1,-1,1,-408355,-100193978] 1 2 2B 
+398975 b 1 [0,-1,1,-283,-2407] 1 1 
+398976 a 1 [0,-1,0,-5759,44319] 1 2 2B 
+398976 a 2 [0,-1,0,-71369,7353273] 1 2 2B 
+398976 b 1 [0,-1,0,-17842,-910238] 0 2 2B 
+398976 b 2 [0,-1,0,-23037,-331515] 0 2 2B 
+398976 c 1 [0,1,0,-5759,-44319] 0 2 2B 
+398976 c 2 [0,1,0,-71369,-7353273] 0 2 2B 
+398976 d 1 [0,1,0,-17842,910238] 0 2 2B 
+398976 d 2 [0,1,0,-23037,331515] 0 2 2B 
+398979 a 1 [1,-1,1,-26,46] 3 1 
+398979 b 1 [1,-1,1,-67961,4432726] 0 1 
+398979 c 1 [1,-1,1,-893,46954] 1 1 
+398979 d 1 [1,-1,0,-99,-1706] 1 1 
+398979 e 1 [1,-1,0,-7551,-161658] 1 1 
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+399126 y 1 [1,0,1,-2524399,-1840949662] 0 1 
+399126 z 1 [1,0,1,-269441,44760116] 2 2 2B 
+399126 z 2 [1,0,1,-1263601,-505209196] 2 2 2B 
+399126 ba 1 [1,0,1,-14001,-744380] 1 2 2B 
+399126 ba 2 [1,0,1,-234161,-43631548] 1 2 2B 
+399126 bb 1 [1,0,1,-113849914321,14785869309094052] 1 2 2B 
+399126 bb 2 [1,0,1,-113590222161,14856679154853796] 1 2 2B 
+399126 bc 1 [1,0,1,-8,74] 2 1 
+399126 bd 1 [1,0,1,-516835,-143051746] 1 2 2B 
+399126 bd 2 [1,0,1,-539955,-129558914] 1 4 2Cs 
+399126 bd 3 [1,0,1,-2425935,1330189606] 1 2 2B 
+399126 bd 4 [1,0,1,976105,-725673706] 1 2 2B 
+399126 be 1 [1,0,1,95875,60307256] 0 1 
+399126 bf 1 [1,0,1,-54120,5273038006] 0 2 2B 
+399126 bf 2 [1,0,1,-45769160,117329744054] 0 2 2B 
+399126 bg 1 [1,0,1,-174595,45372926] 0 2 2B 
+399126 bg 2 [1,0,1,-3247875,2251987966] 0 4 2Cs 
+399126 bg 3 [1,0,1,-51961715,144165146654] 0 4 2B 
+399126 bg 4 [1,0,1,-3706515,1574484958] 0 2 2B 
+399126 bh 1 [1,0,1,-9598310,11444533688] 1 2 2B 
+399126 bh 2 [1,0,1,-9190630,12461124536] 1 2 2B 
+399126 bi 1 [1,0,1,-962,-18412] 0 1 
+399126 bj 1 [1,0,1,-106627,-18565252] 0 1 
+399126 bk 1 [1,0,1,-288807417839,-59739392790022126] 1 2 2B 
+399126 bk 2 [1,0,1,-288809570899,-59738457539513206] 1 2 2B 
+399126 bl 1 [1,1,1,-26625,1660671] 2 2 2B 
+399126 bl 2 [1,1,1,-30065,1199711] 2 2 2B 
+399126 bm 1 [1,1,1,192465,48018021] 1 2 2B 
+399126 bm 2 [1,1,1,-1397675,502798061] 1 2 2B 
+399126 bn 1 [1,1,1,-4687,4887125] 2 1 
+399126 bo 1 [1,1,1,-1919411997,-32367653809485] 0 1 
+399126 bp 1 [1,1,1,12636,-391899] 1 2 2B 
+399126 bp 2 [1,1,1,-63524,-3560155] 1 2 2B 
+399126 bq 1 [1,1,1,53481,-4161399] 1 2 2B 
+399126 bq 2 [1,1,1,-290429,-38689963] 1 2 2B 
+399126 br 1 [1,1,1,88061,5594081] 2 2 2B 
+399126 br 2 [1,1,1,-407299,47402465] 2 2 2B 
+399126 bs 1 [1,1,1,-1684,-5035] 2 2 2B 
+399126 bs 2 [1,1,1,6636,-31659] 2 2 2B 
+399126 bt 1 [1,1,1,158924,4071215] 1 1 
+399126 bu 1 [1,1,1,-4005203,-3084674863] 1 2 2B 
+399126 bu 2 [1,1,1,-4885843,-1629505327] 1 2 2B 
+399126 bv 1 [1,1,1,-78568,8053337] 1 2 2B 
+399126 bv 2 [1,1,1,-223908,-30548967] 1 2 2B 
+399126 bw 1 [1,1,1,-3443,-75727] 1 2 2B 
+399126 bw 2 [1,1,1,-54403,-4906735] 1 2 2B 
+399126 bx 1 [1,1,1,-65895,15966273] 0 1 
+399126 by 1 [1,1,1,-97,-10609] 1 2 2B 
+399126 by 2 [1,1,1,-7837,-267577] 1 2 2B 
+399126 bz 1 [1,1,1,336353,155889851] 0 1 
+399126 ca 1 [1,1,1,4782641668,29866169028701] 1 2 2B 
+399126 ca 2 [1,1,1,-19706159612,242233053728861] 1 4 2Cs 
+399126 ca 3 [1,1,1,-241627873052,45653451894158429] 1 2 2B 
+399126 ca 4 [1,1,1,-189605266652,-31577015389864867] 1 2 2B 
+399126 cb 1 [1,1,1,-4967,131741] 1 2 2B 
+399126 cb 2 [1,1,1,-8407,-78787] 1 2 2B 
+399126 cc 1 [1,1,1,-3324,17560413] 1 1 
+399126 cd 1 [1,1,1,-679081,201061271] 1 2 2B 
+399126 cd 2 [1,1,1,-10667241,13405408791] 1 2 2B 
+399126 ce 1 [1,0,0,-46028030,-88958696124] 1 2 2B 
+399126 ce 2 [1,0,0,114908930,-572896134844] 1 2 2B 
+399126 cf 1 [1,0,0,-12814,-558076] 2 2 2B 
+399126 cf 2 [1,0,0,-17934,-71676] 2 4 2Cs 
+399126 cf 3 [1,0,0,-189294,31561380] 2 2 2B 
+399126 cf 4 [1,0,0,71506,-554652] 2 2 2B 
+399126 cg 1 [1,0,0,-52854,-2050560] 1 2 2B 
+399126 cg 2 [1,0,0,187516,-15463206] 1 2 2B 
+399126 ch 1 [1,0,0,-8749,-305071] 2 2 2B 
+399126 ch 2 [1,0,0,-22509,886545] 2 2 2B 
+399126 ci 1 [1,0,0,-1456,74624] 2 1 
+399126 cj 1 [1,0,0,-548041,770931737] 1 1 
+399126 ck 1 [1,0,0,74159,59926457] 1 1 
+399126 cl 1 [1,0,0,-80598,8800404] 0 2 2B 
+399126 cl 2 [1,0,0,-81458,8602776] 0 2 2B 
+399126 cm 1 [1,0,0,-7098,-101916] 1 2 2B 
+399126 cm 2 [1,0,0,-58058,5310036] 1 2 2B 
+399126 cn 1 [1,0,0,-24443920,-76283995516] 1 1 
+399126 co 1 [1,0,0,-1327,-37063] 1 1 
+399126 cp 1 [1,0,0,1716,-18144] 0 1 
+399126 cq 1 [1,0,0,-2561,33033] 0 2 2B 
+399126 cq 2 [1,0,0,-16321,-778807] 0 2 2B 
+399127 a 1 [0,-1,1,-4019,99534] 3 1 
+399128 a 1 [0,0,0,-2,-43] 1 1 
+399129 a 1 [0,-1,1,-101049,12397871] 0 1 
+399129 b 1 [0,-1,1,-3192763,2196958767] 1 1 
+399129 c 1 [1,0,1,-2220,33997] 1 1 
+399130 a 1 [1,-1,1,-32953,2376581] 0 1 
+399130 b 1 [1,-1,1,-2203,171387] 1 1 
+399130 c 1 [1,-1,1,-5653,-162169] 1 1 
+399134 a 1 [1,1,0,-134,-748] 0 1 
+399134 b 1 [1,0,0,-79,-327] 0 1 
+399135 a 1 [0,1,1,-53116,4101160] 2 1 
+399135 b 1 [1,0,0,-5196903021,144199491237390] 1 1 
+399135 c 1 [1,0,0,-1546,25691] 1 2 2B 
+399135 c 2 [1,0,0,-25441,1559750] 1 2 2B 
+399135 d 1 [1,0,1,-2760113,4896860663] 1 2 2B 
+399135 d 2 [1,0,1,-63346918,193782283931] 1 4 2Cs 
+399135 d 3 [1,0,1,-1013155173,12412495599553] 1 4 2B 
+399135 d 4 [1,0,1,-82927543,63978404681] 1 2 2B 
+399135 e 1 [1,0,1,-4998,-136397] 1 2 2B 
+399135 e 2 [1,0,1,-5123,-129247] 1 4 2Cs 
+399135 e 3 [1,0,1,-18398,815933] 1 2 2B 
+399135 e 4 [1,0,1,6152,-616327] 1 2 2B 
+399136 a 1 [0,0,0,-227,1322] 1 1 
+399136 b 1 [0,0,0,-227,-1322] 0 1 
+399139 a 1 [0,1,1,-7,-34] 0 1 
+399140 a 1 [0,0,0,-4952,119901] 0 2 2B 
+399140 a 2 [0,0,0,-19207,-897906] 0 2 2B 
+399142 a 1 [1,1,0,-40610,-3167116] 1 1 
+399144 a 1 [0,1,0,-95,-366] 1 1 
+399144 b 1 [0,1,0,-408,576] 2 1 
+399144 c 1 [0,1,0,32,1040] 0 1 
+399144 d 1 [0,1,0,-47,102] 1 1 
+399144 e 1 [0,1,0,-76464,8112864] 1 1 
+399145 a 1 [1,1,0,-87,286] 1 1 
+399147 a 1 [0,-1,1,-4480,116922] 2 1 
+399147 b 1 [1,1,1,577153,-1065899536] 0 1 
+399150 a 1 [1,-1,0,-1392,-24184] 1 1 
+399150 b 1 [1,-1,0,-33983442,-76243131284] 2 1 
+399150 c 1 [1,-1,0,534258,62808916] 0 1 
+399150 d 1 [1,-1,0,-135342,-19728684] 2 1 
+399150 e 1 [1,-1,0,-27852,-1770544] 2 1 
+399150 f 1 [1,-1,0,7398,-560844] 0 1 
+399150 g 1 [1,-1,0,-268542,-53499884] 1 1 
+399150 h 1 [1,-1,0,-508977,-139380669] 1 1 
+399150 i 1 [1,-1,0,-237,-1179] 1 2 2B 
+399150 i 2 [1,-1,0,363,-6579] 1 2 2B 
+399150 j 1 [1,-1,0,-62817,-6043159] 1 2 2B 
+399150 j 2 [1,-1,0,-69567,-4659409] 1 2 2B 
+399150 k 1 [1,-1,0,-1505817,-710958659] 0 1 3B 
+399150 k 2 [1,-1,0,434808,-2375086784] 0 1 3B 
+399150 l 1 [1,-1,0,-221742,-40139584] 0 2 2B 
+399150 l 2 [1,-1,0,-3547992,-2571415834] 0 2 2B 
+399150 m 1 [1,-1,0,-3267,-54059] 1 1 
+399150 n 1 [1,-1,0,-24192,-1462784] 1 1 
+399150 o 1 [1,-1,0,4083,736741] 2 1 
+399150 p 1 [1,-1,0,-1242,348916] 1 2 2B 
+399150 p 2 [1,-1,0,-82242,9015916] 1 2 2B 
+399150 q 1 [1,-1,0,-79827,8702081] 2 2 2B 
+399150 q 2 [1,-1,0,-1277277,555936731] 2 2 2B 
+399150 r 1 [1,-1,0,3933,320341] 2 1 
+399150 s 1 [1,-1,0,-6327,91381] 1 1 
+399150 t 1 [1,-1,0,-18042,728116] 1 1 
+399150 u 1 [1,-1,0,-3094917,2096438741] 2 1 
+399150 v 1 [1,-1,0,-840942,297013716] 0 1 
+399150 w 1 [1,-1,0,-53367,4192541] 1 2 2B 
+399150 w 2 [1,-1,0,81633,21877541] 1 2 2B 
+399150 x 1 [1,-1,0,-5292,13819216] 1 1 
+399150 y 1 [1,-1,0,107208,1233616] 0 1 
+399150 z 1 [1,-1,0,-7106607,7110841261] 0 1 
+399150 ba 1 [1,-1,0,-77367,8248541] 0 1 
+399150 bb 1 [1,-1,0,3,611] 1 1 
+399150 bc 1 [1,-1,0,-48492,-3885084] 0 1 
+399150 bd 1 [1,-1,0,-3867,114541] 0 1 
+399150 be 1 [1,-1,1,-3095,66607] 2 1 
+399150 bf 1 [1,-1,1,-1940,-30693] 1 1 
+399150 bg 1 [1,-1,1,70,76447] 1 1 
+399150 bh 1 [1,-1,1,-155,947] 1 1 
+399150 bi 1 [1,-1,1,-53532230,150558589397] 0 1 
+399150 bj 1 [1,-1,1,24745,-312753] 1 1 
+399150 bk 1 [1,-1,1,-1995680,1085764447] 0 2 2B 
+399150 bk 2 [1,-1,1,-31931930,69460159447] 0 2 2B 
+399150 bl 1 [1,-1,1,-158180,11264447] 1 1 
+399150 bm 1 [1,-1,1,-6980,226147] 1 2 2B 
+399150 bm 2 [1,-1,1,-7730,175147] 1 2 2B 
+399150 bn 1 [1,-1,1,-2135,33967] 1 2 2B 
+399150 bn 2 [1,-1,1,3265,174367] 1 2 2B 
+399150 bo 1 [1,-1,1,-132305,1727269697] 0 1 
+399150 bp 1 [1,-1,1,-51755,4362747] 2 1 
+399150 bq 1 [1,-1,1,-177665180,888677492447] 1 1 
+399150 br 1 [1,-1,1,1120,-51253] 1 1 
+399150 bs 1 [1,-1,1,-5044505,2369605497] 2 1 
+399150 bt 1 [1,-1,1,-482855,129535647] 2 1 
+399150 bu 1 [1,-1,1,75145,4813647] 1 2 2B 
+399150 bu 2 [1,-1,1,-356855,41965647] 1 2 2B 
+399150 bv 1 [1,-1,1,36745,-19928753] 2 1 
+399150 bw 1 [1,-1,1,-46355,-5236603] 0 1 
+399150 bx 1 [1,-1,1,-12724430,-17435308053] 1 1 
+399150 by 1 [1,-1,1,-526505,152563497] 1 2 2B 
+399150 by 2 [1,-1,1,-8509505,9556537497] 1 2 2B 
+399150 bz 1 [1,-1,1,-5930,-153303] 1 2 2B 
+399150 bz 2 [1,-1,1,9070,-813303] 1 2 2B 
+399150 ca 1 [1,-1,1,-343880,-77531253] 0 1 
+399150 cb 1 [1,-1,1,-162380,-19496753] 1 1 
+399150 cc 1 [1,-1,1,-81680,-6839053] 0 1 
+399150 cd 1 [1,-1,1,-8870,-319343] 0 2 2B 
+399150 cd 2 [1,-1,1,-141920,-20542943] 0 2 2B 
+399150 ce 1 [1,-1,1,184945,-69920553] 2 1 
+399150 cf 1 [1,-1,1,-1635980,800085647] 1 4 2B 
+399150 cf 2 [1,-1,1,-2787980,-471722353] 1 4 2Cs 
+399150 cf 3 [1,-1,1,10712020,-3711722353] 1 2 2B 
+399150 cf 4 [1,-1,1,-34719980,-78641258353] 1 2 2B 
+399150 cg 1 [1,-1,1,-2255,-31003] 0 1 
+399150 ch 1 [1,-1,1,-1130,251997] 0 1 
+399150 ci 1 [1,-1,1,-34805,-3057803] 0 1 
+399150 cj 1 [1,-1,1,-9244543505,-343369271461503] 0 1 
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+399150 cm 1 [1,-1,1,-47242355,125878220147] 0 1 
+399152 a 1 [0,1,0,-5569,-161574] 1 2 2B 
+399152 a 2 [0,1,0,-3764,-266264] 1 2 2B 
+399152 b 1 [0,1,0,-34392,-2486252] 1 2 2B 
+399152 b 2 [0,1,0,-551512,-157829100] 1 2 2B 
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+399152 d 1 [0,0,0,-116,55] 1 2 2B 
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+399152 k 1 [0,-1,0,-52,1248] 0 2 2B 
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+399153 a 1 [0,1,1,-1249,-17420] 1 1 
+399154 a 1 [1,0,1,660,8180] 2 1 
+399154 b 1 [1,0,1,-1153,44244] 1 1 
+399154 c 1 [1,-1,0,-3635,-76427] 1 2 2B 
+399154 c 2 [1,-1,0,4205,-366507] 1 2 2B 
+399154 d 1 [1,1,1,-2794,-132105] 1 1 
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+399155 a 1 [1,0,0,-271,226] 1 1 
+399156 a 1 [0,-1,0,398,-1739] 1 1 
+399156 b 1 [0,1,0,-8118,-284259] 1 1 
+399157 a 1 [1,1,0,-7436,-249931] 0 1 
+399157 b 1 [0,-1,1,-162,1911] 0 1 
+399161 a 1 [1,0,0,-150759,-22543136] 1 2 2B 
+399161 a 2 [1,0,0,-149044,-23080617] 1 2 2B 
+399162 a 1 [1,1,0,3086,-48104] 1 1 
+399162 b 1 [1,0,1,-115901,-14170408] 2 2 2B 
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+399165 a 1 [1,1,1,-112516,-13271812] 2 2 2B 
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+399165 b 1 [1,1,1,-20391,-1129236] 1 2 2B 
+399165 b 2 [1,1,1,-20736,-1089492] 1 2 2B 
+399165 c 1 [1,1,1,6630,17791782] 1 4 2B 
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+399165 c 3 [1,1,1,-15648470,23819731952] 1 2 2B 
+399165 c 4 [1,1,1,-2160520,-683343988] 1 2 2B 
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+399165 f 1 [1,1,0,-75118,-7955537] 0 2 2B 
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+399165 i 1 [1,0,1,-98,263] 0 2 2B 
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+399168 bd 1 [0,0,0,-2124,68976] 1 1 3B 
+399168 bd 2 [0,0,0,18036,-1342224] 1 1 3B 
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+399350 cg 1 [1,0,0,-117013,10871517] 1 2 2B 
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+399350 ch 1 [1,0,0,-4385088,-3561310208] 1 1 
+399350 ci 1 [1,1,1,388912,273205281] 1 1 
+399350 cj 1 [1,1,1,-2156638,1504293531] 2 1 
+399350 ck 1 [1,1,1,-463,-4719] 0 1 
+399350 cl 1 [1,1,1,-12216338,33740144031] 0 1 
+399350 cm 1 [1,1,1,1889537,-897282219] 0 1 3B 
+399350 cm 2 [1,1,1,-47030838,-125252875469] 0 1 3B 
+399350 cn 1 [1,1,1,-74138,-18258969] 0 1 
+399350 co 1 [1,1,1,-38747388,92830554781] 0 1 
+399350 cp 1 [1,-1,1,-1725520,873378867] 1 1 
+399350 cq 1 [1,-1,1,-57805,-4702603] 1 1 
+399350 cr 1 [1,-1,1,-10765,1616437] 2 1 
+399350 cs 1 [1,-1,1,-527470,-553383043] 1 1 
+399350 ct 1 [1,-1,1,-98230,11859397] 0 1 
+399350 cu 1 [1,-1,1,-11299630,14795815997] 2 1 
+399350 cv 1 [1,-1,1,-171730,25554897] 1 4 2B 
+399350 cv 2 [1,-1,1,-563730,-132813103] 1 4 2Cs 
+399350 cv 3 [1,-1,1,1151270,-784513103] 1 2 2B 
+399350 cv 4 [1,-1,1,-8550730,-9621369103] 1 2 2B 
+399350 cw 1 [1,-1,1,-347568255,-12378372396253] 0 2 2B 
+399350 cw 2 [1,-1,1,-10435970005,-408953445188753] 0 2 2B 
+399350 cx 1 [1,-1,1,-351805,-736053] 1 1 
+399350 cy 1 [1,0,0,7937,-795383] 0 1 
+399350 cz 1 [1,0,0,-249313,-98403383] 1 1 
+399350 da 1 [1,0,0,-22688,1550492] 1 1 
+399350 db 1 [1,0,0,38562,2621492] 1 1 3B 
+399350 db 2 [1,0,0,-959813,365031617] 1 1 3B 
+399350 dc 1 [1,0,0,-790763,-270755983] 1 1 
+399350 dd 1 [1,0,0,-1513,53017] 1 1 
+399350 de 1 [1,0,0,-12888,1116842] 0 1 
+399350 df 1 [1,1,1,412,-2969] 1 1 
+399350 dg 1 [1,1,1,-104131763,-340910952719] 1 1 
+399350 dh 1 [1,1,1,-2432263,-1384685219] 1 1 
+399350 di 1 [1,1,1,-87845388,317788084781] 1 1 
+399350 dj 1 [1,1,1,-3169713,2172139031] 1 1 
+399350 dk 1 [1,1,1,-2481263,1423749781] 0 1 
+399350 dl 1 [1,1,1,-113,181] 1 1 
+399350 dm 1 [1,1,1,-2388,-32719] 1 2 2B 
+399350 dm 2 [1,1,1,6362,-207719] 1 2 2B 
+399350 dn 1 [1,1,1,-190806638,-1014547456469] 1 1 
+399350 do 1 [1,1,1,-214869313,1221314532031] 0 1 
+399350 dp 1 [1,-1,1,-1455,3847] 0 1 
+399350 dq 1 [1,-1,1,288870,86579497] 1 1 
+399350 dr 1 [1,-1,1,5895,-1091303] 0 1 
+399350 ds 1 [1,-1,1,120,-19253] 0 1 
+399350 dt 1 [1,-1,1,-161529255,-790137566753] 0 1 
+399354 a 1 [1,1,0,-1093,12109] 3 1 
+399354 b 1 [1,0,1,-8285,289544] 1 1 
+399354 c 1 [1,0,0,-23,-1299] 1 1 
+399355 a 1 [1,0,0,-716,7231] 3 2 2B 
+399355 a 2 [1,0,0,-111,19210] 3 2 2B 
+399355 b 1 [1,-1,1,-419038,-97559844] 1 2 2B 
+399355 b 2 [1,-1,1,386217,-428358598] 1 2 2B 
+399355 c 1 [1,1,0,335586743,4119368206364] 0 1 
+399355 d 1 [0,1,1,-176,855] 0 1 
+399357 a 1 [0,0,1,-2295,13142] 2 1 
+399357 b 1 [0,0,1,-5724,-162358] 1 1 
+399357 c 1 [0,0,1,564246,-196676053] 1 1 
+399357 d 1 [0,0,1,62694,7284298] 1 1 
+399357 e 1 [0,0,1,-636,6013] 0 1 
+399357 f 1 [0,0,1,-255,-487] 1 1 
+399358 a 1 [1,-1,0,-67,-193] 0 1 
+399359 a 1 [1,0,0,-282,-1619] 1 1 
+399362 a 1 [1,1,1,-3343,-85995] 1 1 
+399362 b 1 [1,-1,1,-4161,-102259] 1 2 2B 
+399362 b 2 [1,-1,1,-4171,-101735] 1 2 2B 
+399363 a 1 [0,1,1,-380,-2995] 0 1 
+399364 a 1 [0,-1,0,-994934766,-12078494996411] 0 1 
+399364 b 1 [0,1,0,118,485] 1 1 
+399364 c 1 [0,0,0,-61,173] 0 1 
+399365 a 1 [1,-1,1,-33,86] 1 1 
+399366 a 1 [1,-1,0,-34956,3189456] 2 1 
+399366 b 1 [1,-1,0,-231,4301] 2 1 
+399366 c 1 [1,-1,0,-12408,535040] 2 2 2B 
+399366 c 2 [1,-1,0,-11328,631160] 2 2 2B 
+399366 d 1 [1,-1,0,-1305,-39123] 0 1 
+399366 e 1 [1,-1,0,-21696,-667648] 0 2 2B 
+399366 e 2 [1,-1,0,-159936,24187904] 0 2 2B 
+399366 f 1 [1,-1,0,-4106106,-3200509260] 0 2 2B 
+399366 f 2 [1,-1,0,-65692026,-204919031628] 0 2 2B 
+399366 g 1 [1,-1,0,-12456,-531968] 0 2 2B 
+399366 g 2 [1,-1,0,-12096,-564440] 0 2 2B 
+399366 h 1 [1,-1,0,-576,3820] 1 2 2B 
+399366 h 2 [1,-1,0,-3546,-77558] 1 2 2B 
+399366 i 1 [1,-1,1,-44897,3668145] 1 2 2B 
+399366 i 2 [1,-1,1,-31937,5819505] 1 2 2B 
+399366 j 1 [1,-1,1,-2876,51455] 2 2 2B 
+399366 j 2 [1,-1,1,5044,279551] 2 2 2B 
+399366 k 1 [1,-1,1,34,2557] 1 1 
+399366 l 1 [1,-1,1,-2411,25531] 2 2 2B 
+399366 l 2 [1,-1,1,-17771,-889925] 2 2 2B 
+399366 m 1 [1,-1,1,25537,-748825] 1 1 
+399366 n 1 [1,-1,1,-41315,3242855] 0 1 
+399366 o 1 [1,-1,1,-1337,-25743] 1 1 
+399366 p 1 [1,-1,1,-1379,-19357] 0 2 2B 
+399366 p 2 [1,-1,1,-1259,-22957] 0 2 2B 
+399366 q 1 [1,-1,1,-26,-151] 0 1 
+399366 r 1 [1,-1,1,-388013,-92326251] 0 2 2B 
+399366 r 2 [1,-1,1,-6196973,-5936140011] 0 2 2B 
+399369 a 1 [0,1,1,-339,12908] 1 1 
+399370 a 1 [1,1,0,-318,2638] 1 1 
+399370 b 1 [1,0,0,-145,2025] 2 1 
+399370 c 1 [1,0,0,-181,961] 1 1 
+399370 d 1 [1,0,0,2665,-273175] 1 1 
+399372 a 1 [0,-1,0,-369,5130] 2 1 
+399376 a 1 [0,0,0,-29779,1599826] 2 1 
+399376 b 1 [0,1,0,-224312,-41104556] 1 1 
+399376 c 1 [0,0,0,-5471,253978] 1 1 
+399376 d 1 [0,1,0,-5352,-128716] 1 1 
+399376 e 1 [0,1,0,-214534160,-1178381119468] 1 1 5B.4.1 
+399376 e 2 [0,1,0,-17658984720,903216141583892] 1 1 5B.4.2 
+399376 f 1 [0,0,0,-1102,-14077] 1 1 
+399377 a 1 [1,1,1,-23320,1360926] 1 1 
+399377 b 1 [1,1,0,-330,2173] 2 1 
+399378 a 1 [1,0,1,-57082,5772440] 1 2 2B 
+399378 a 2 [1,0,1,-938592,349913944] 1 2 2B 
+399378 b 1 [1,0,1,-4502,-114520] 0 2 2B 
+399378 b 2 [1,0,1,-9622,192680] 0 4 2Cs 
+399378 b 3 [1,0,1,-132982,18647336] 0 2 2B 
+399378 b 4 [1,0,1,31818,1419304] 0 2 2B 
+399378 c 1 [1,0,1,-1632,-271250] 1 2 2B 
+399378 c 2 [1,0,1,-73592,-7639954] 1 2 2B 
+399378 d 1 [1,0,1,15895921,4323400130] 1 1 
+399378 e 1 [1,0,1,-1928,-611386] 2 1 
+399378 f 1 [1,0,1,123,13648] 1 1 
+399378 g 1 [1,0,1,-3721792,-2797090378] 0 1 
+399378 h 1 [1,0,0,-13621341,19348730289] 2 1 
+399379 a 1 [0,1,1,-12,-39] 1 1 
+399380 a 1 [0,1,0,535,83800] 1 2 2B 
+399380 a 2 [0,1,0,-25740,1534180] 1 2 2B 
+399380 b 1 [0,0,0,-777512,-243351891] 0 2 2B 
+399380 b 2 [0,0,0,-2674567,1405947726] 0 2 2B 
+399381 a 1 [1,1,1,8511593,4652386412] 0 1 
+399381 b 1 [1,0,0,-13684961,19485614892] 1 1 
+399381 c 1 [1,0,1,-360,-2663] 0 1 
+399384 a 1 [0,0,0,-199692,42933780] 1 1 
+399384 b 1 [0,0,0,-2446227,-1481215410] 1 1 
+399384 c 1 [0,0,0,-1806,29541] 1 1 
+399384 d 1 [0,0,0,-30053646,63415339749] 1 1 
+399384 e 1 [0,0,0,-49923,-72987426] 1 1 
+399384 f 1 [0,0,0,998460,1038997476] 0 1 
+399384 g 1 [0,0,0,110940,-38481388] 1 1 
+399384 h 1 [0,0,0,-5547,2703238] 1 1 
+399384 i 1 [0,0,0,-16254,-797607] 0 1 
+399384 j 1 [0,0,0,-3339294,-2348716287] 0 1 
+399384 k 1 [0,0,0,-22188,-1590140] 0 1 
+399384 l 1 [0,0,0,-271803,54859830] 1 1 
+399385 a 1 [0,1,1,-16591,-2964174] 1 1 
+399386 a 1 [1,0,0,670,-20924] 2 1 
+399387 a 1 [0,-1,1,-197053,37089972] 1 1 
+399388 a 1 [0,1,0,-38,97] 2 1 
+399388 b 1 [0,-1,0,58,7337] 1 1 
+399390 a 1 [1,1,0,3842,102772] 0 1 
+399390 b 1 [1,1,0,-7302,-243234] 0 1 
+399390 c 1 [1,1,0,-997,-13169] 0 1 
+399390 d 1 [1,0,1,-34199844,-76984013534] 0 1 
+399390 e 1 [1,0,1,5751,147916] 0 1 
+399390 f 1 [1,0,1,66,-104] 0 1 
+399390 g 1 [1,0,1,-1008,-7694] 2 1 
+399390 h 1 [1,0,1,-3900658,5154999428] 0 1 
+399390 i 1 [1,0,1,-2513,-50524] 1 1 
+399390 j 1 [1,0,1,-33490683,-173335143194] 1 1 
+399390 k 1 [1,1,1,40209,-1971531] 0 1 
+399390 l 1 [1,1,1,-35306,-2615881] 0 2 2B 
+399390 l 2 [1,1,1,-567826,-164927977] 0 2 2B 
+399390 m 1 [1,0,0,27704,821120] 1 3 3B.1.1 
+399390 m 2 [1,0,0,-307636,-79424284] 1 1 3B.1.2 
+399390 n 1 [1,0,0,-5,105] 0 1 
+399392 a 1 [0,1,0,366,-4760] 1 2 2B 
+399392 a 2 [0,1,0,-3064,-55524] 1 2 2B 
+399392 b 1 [0,-1,0,366,4760] 0 2 2B 
+399392 b 2 [0,-1,0,-3064,55524] 0 2 2B 
+399393 a 1 [1,-1,0,159399,36353718] 1 1 
+399394 a 1 [1,1,1,-222,1181] 1 1 
+399395 a 1 [0,-1,1,-1606220,-791903444] 1 1 
+399395 b 1 [0,-1,1,2469,366102] 2 1 
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+399395 f 1 [0,-1,1,-180565,-29487484] 1 1 
+399395 g 1 [1,0,1,782,35031] 0 2 2B 
+399395 g 2 [1,0,1,-12443,495261] 0 2 2B 
+399395 h 1 [1,0,1,782,-13637] 1 1 
+399395 i 1 [0,0,1,-30109093,63591345639] 0 1 
+399395 j 1 [0,-1,1,27523694,97837151887] 0 1 
+399395 k 1 [0,1,1,-176,-16169] 0 1 
+399395 l 1 [0,-1,1,-735486,-556879853] 0 1 
+399395 m 1 [0,0,1,-3703,-88211] 0 1 
+399398 a 1 [1,-1,0,-836,9516] 2 1 
+399398 b 1 [1,-1,0,-241658,45785552] 2 1 
+399398 c 1 [1,0,0,-431,6457] 3 1 
+399398 d 1 [1,1,1,-124565,31847803] 1 1 
+399399 a 1 [0,-1,1,-5723951186,175628251774478] 1 1 
+399399 b 1 [0,-1,1,-9718,307026] 1 1 
+399399 c 1 [0,-1,1,-3981084,3058709618] 0 1 
+399399 d 1 [0,-1,1,-183864,-28641292] 1 1 
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+399399 f 1 [0,1,1,-195073132,-1048747252808] 1 1 
+399399 g 1 [0,1,1,-116815330,-512069095268] 1 1 
+399399 h 1 [0,1,1,-19812,-1076596] 1 1 
+399399 i 1 [1,1,1,-5370,148686] 1 2 2B 
+399399 i 2 [1,1,1,-85835,9643556] 1 2 2B 
+399399 j 1 [1,1,1,-8725970,-28141506394] 0 2 2B 
+399399 j 2 [1,1,1,-202155185,-1104768517084] 0 2 2B 
+399399 k 1 [1,1,1,234327456,26480429520] 1 2 2B 
+399399 k 2 [1,1,1,-937499949,210691697586] 1 4 2Cs 
+399399 k 3 [1,1,1,-10415531484,407978355608970] 1 2 2B 
+399399 k 4 [1,1,1,-10208706894,-395744014509474] 1 2 2B 
+399399 l 1 [1,1,1,-305663,-65161132] 2 2 2B 
+399399 l 2 [1,1,1,-338248,-50458780] 2 2 2B 
+399399 m 1 [1,1,1,-17543,-926836] 1 2 2B 
+399399 m 2 [1,1,1,-282878,-58026928] 1 2 2B 
+399399 n 1 [1,1,1,-195217,-155875714] 1 2 2B 
+399399 n 2 [1,1,1,-5702082,-5226597006] 1 2 2B 
+399399 o 1 [1,1,1,-58262,5388578] 2 2 2B 
+399399 o 2 [1,1,1,-58507,5340656] 2 4 2Cs 
+399399 o 3 [1,1,1,-1912,15301376] 2 2 2B 
+399399 o 4 [1,1,1,-119022,-7682172] 2 2 2B 
+399399 p 1 [1,1,1,-10242,-10242] 0 2 2B 
+399399 p 2 [1,1,1,40963,-30724] 0 2 2B 
+399399 q 1 [1,1,1,-7449,545124] 1 1 
+399399 r 1 [1,0,0,-3984,453879] 2 2 2B 
+399399 r 2 [1,0,0,-116369,15221268] 2 2 2B 
+399399 s 1 [1,0,0,-6238,189083] 1 2 2B 
+399399 s 2 [1,0,0,-6903,146124] 1 2 2B 
+399399 t 1 [1,0,0,-263131,-51788752] 0 2 2B 
+399399 t 2 [1,0,0,-4205916,-3320357517] 0 2 2B 
+399399 u 1 [0,-1,1,-133149,-28916476] 1 1 
+399399 v 1 [0,-1,1,-61511,4427828] 2 1 
+399399 w 1 [0,-1,1,-681,7328] 2 1 
+399399 x 1 [0,-1,1,-28766299,-54881866173] 0 1 3B 
+399399 x 2 [0,-1,1,-472421119,3942123036648] 0 1 3Cs 
+399399 x 3 [0,-1,1,-38238501289,2878069853124717] 0 1 3B 
+399399 y 1 [0,1,1,-1255,-13268] 1 1 
+399399 z 1 [0,1,1,-33385,-2446832] 2 1 
+399399 ba 1 [0,1,1,-105905,906287] 1 1 
+399399 bb 1 [1,1,0,18154,409431] 0 2 2B 
+399399 bb 2 [1,1,0,-79601,3322530] 0 2 2B 
+399399 bc 1 [1,1,0,-326575,-71768024] 0 2 2B 
+399399 bc 2 [1,1,0,-187590,-133116003] 0 2 2B 
+399399 bd 1 [1,1,0,-234320405,1380468661776] 1 2 2B 
+399399 bd 2 [1,1,0,-3749112070,88355394328867] 1 2 2B 
+399399 be 1 [1,1,0,-940335,372960792] 0 2 2B 
+399399 be 2 [1,1,0,-15310320,23051671119] 0 2 2B 
+399399 bf 1 [1,1,0,5120,3069739] 1 2 2B 
+399399 bf 2 [1,1,0,-288145,57792988] 1 2 2B 
+399399 bg 1 [1,1,0,-43684,-3453533] 1 2 2B 
+399399 bg 2 [1,1,0,7521,-11001150] 1 2 2B 
+399399 bh 1 [1,1,0,731251,467012568] 1 2 2B 
+399399 bh 2 [1,1,0,-6432794,5314205415] 1 4 2Cs 
+399399 bh 3 [1,1,0,-98476109,376083086898] 1 2 2B 
+399399 bh 4 [1,1,0,-29014199,-55091052960] 1 2 2B 
+399399 bi 1 [1,1,0,-858,78975] 0 2 2B 
+399399 bi 2 [1,1,0,-33443,2327340] 0 2 2B 
+399399 bj 1 [1,0,1,-11481699871,-473535196088755] 0 2 2B 
+399399 bj 2 [1,0,1,-183706491456,-30306451374275723] 0 2 2B 
+399399 bk 1 [1,0,1,-16002201,24568425655] 1 2 2B 
+399399 bk 2 [1,0,1,-9191936,45631213247] 1 2 2B 
+399399 bl 1 [1,0,1,-3785031,-6852745259] 0 2 2B 
+399399 bl 2 [1,0,1,-82021616,-285625344931] 0 2 2B 
+399399 bm 1 [1,0,1,-40990,8420843] 1 2 2B 
+399399 bm 2 [1,0,1,-920785,339575681] 1 2 2B 
+399399 bn 1 [1,0,1,7520,-352999] 0 2 2B 
+399399 bn 2 [1,0,1,-52995,-3669221] 0 2 2B 
+399399 bo 1 [1,0,1,-2093845,1165996451] 0 2 2B 
+399399 bo 2 [1,0,1,-2135250,1117469791] 0 4 2Cs 
+399399 bo 3 [1,0,1,2103985,5005696133] 0 2 2B 
+399399 bo 4 [1,0,1,-7036965,-5876297171] 0 2 2B 
+399399 bp 1 [1,0,1,-140797254715,-20334787792283527] 0 2 2B 
+399399 bp 2 [1,0,1,-140797284360,-20334778801121039] 0 4 2Cs 
+399399 bp 3 [1,0,1,-141798393315,-20030932222188989] 0 2 2B 
+399399 bp 4 [1,0,1,-139796649725,-20638049945535277] 0 2 2B 
+399399 bq 1 [1,0,1,-5609105,-5012136601] 0 2 2B 
+399399 bq 2 [1,0,1,586700,-15480568729] 0 2 2B 
+399399 br 1 [0,-1,1,-4720,116367] 0 1 
+399399 bs 1 [0,-1,1,-64108,2646237] 1 1 
+399399 bt 1 [0,1,1,-911710,262317073] 1 1 
+399400 a 1 [0,1,0,-23,-2] 1 1 
+399400 b 1 [0,-1,0,-7208,-269588] 1 1 
+399400 c 1 [0,-1,0,792,412] 0 1 
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+399400 e 1 [0,0,0,-6875,43750] 0 1 
+399400 f 1 [0,1,0,-288,-2272] 1 1 
+399400 g 1 [0,1,0,-33608,2360288] 0 1 
+399400 h 1 [0,-1,0,-583,912] 0 1 
+399402 a 1 [1,-1,0,-2592,-34992] 1 1 
+399402 b 1 [1,-1,0,-74157,-7754203] 0 1 
+399402 c 1 [1,-1,1,-7340,228143] 2 1 
+399402 d 1 [1,-1,1,-8240,289939] 1 1 
+399403 a 1 [0,0,1,4,30] 2 1 
+399404 a 1 [0,0,0,-437,-4927] 1 1 
+399405 a 1 [0,1,1,-20331,-1181725] 1 1 
+399405 b 1 [0,1,1,-111935,24064364] 1 1 
+399405 c 1 [0,1,1,-90575,10462031] 2 1 
+399405 d 1 [0,-1,1,-36,-133] 0 1 
+399406 a 1 [1,-1,0,800,-12208] 0 1 
+399406 b 1 [1,0,0,-853,37821] 1 2 2B 
+399406 b 2 [1,0,0,-22943,1332295] 1 2 2B 
+399406 c 1 [1,0,0,-1117,-6735] 1 2 2B 
+399406 c 2 [1,0,0,-8957,320977] 1 2 2B 
+399406 d 1 [1,-1,1,-4,-121] 0 1 
+399406 e 1 [1,-1,1,18581,-1811269] 1 4 2B 
+399406 e 2 [1,-1,1,-158139,-20260837] 1 4 2Cs 
+399406 e 3 [1,-1,1,-728719,220523923] 1 2 2B 
+399406 e 4 [1,-1,1,-2415079,-1443938589] 1 2 2B 
+399406 f 1 [1,0,0,-33236,3301172] 2 1 
+399408 a 1 [0,-1,0,-25440,-1548864] 0 1 
+399408 b 1 [0,-1,0,-198872,-34058256] 0 1 3B 
+399408 b 2 [0,-1,0,-567752,122163696] 0 1 3B 
+399408 c 1 [0,-1,0,-15912,776304] 1 1 
+399408 d 1 [0,-1,0,16,-1776] 1 2 2B 
+399408 d 2 [0,-1,0,-2104,-35696] 1 2 2B 
+399408 e 1 [0,-1,0,-1664,12288] 1 1 
+399408 f 1 [0,-1,0,-1549504,-719332352] 1 1 
+399408 g 1 [0,-1,0,-228,828] 1 1 
+399408 h 1 [0,-1,0,-325248,-71287056] 1 1 
+399408 i 1 [0,-1,0,-280,1264] 1 1 
+399408 j 1 [0,1,0,-1870280,-985106316] 1 1 
+399408 k 1 [0,1,0,-160,-796] 2 1 
+399408 l 1 [0,1,0,-7669,-261793] 1 1 
+399408 m 1 [0,1,0,-1881284,992555832] 1 1 
+399408 n 1 [0,1,0,-11824,433172] 2 1 
+399408 o 1 [0,1,0,130576,-980268] 0 1 
+399408 p 1 [0,1,0,-1304,-18540] 0 1 
+399408 q 1 [0,1,0,-7640,-258924] 1 1 
+399408 r 1 [0,1,0,-7912,269108] 1 1 
+399408 s 1 [0,1,0,-86373056,-49393323468] 1 1 
+399410 a 1 [1,1,0,-1646133,817585837] 0 1 
+399410 b 1 [1,0,1,-74124,-104699334] 0 1 
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+399610 b 2 [1,0,1,-30613,-2063712] 2 2 2B 
+399610 c 1 [1,0,1,-146278,21521256] 2 2 2B 
+399610 c 2 [1,0,1,-148058,20970168] 2 2 2B 
+399610 d 1 [1,0,1,-38,-24] 1 1 
+399610 e 1 [1,-1,0,-372095,87450125] 2 2 2B 
+399610 e 2 [1,-1,0,-346495,99978765] 2 2 2B 
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+399610 f 2 [1,1,0,-10737,-417439] 2 2 2B 
+399610 g 1 [1,-1,1,-1589143,655052207] 0 2 2B 
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+399610 h 1 [1,-1,1,-20808,-1150069] 0 2 2B 
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+399610 i 1 [1,-1,1,-364777,-84694999] 1 2 2B 
+399610 i 2 [1,-1,1,-328857,-102065911] 1 2 2B 
+399610 j 1 [1,1,1,-60441,-4372441] 0 2 2B 
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+399615 a 1 [1,1,0,-13632,-617661] 1 2 2B 
+399615 a 2 [1,1,0,-9987,-950814] 1 2 2B 
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+399624 a 1 [0,1,0,-9,891] 3 1 
+399626 a 1 [1,1,0,156,-560] 1 1 
+399627 a 1 [1,-1,1,14011,615736] 0 1 
+399627 b 1 [0,0,1,389880,-211073722] 0 1 3B 
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+399630 a 1 [1,1,0,-20013598,-34390964492] 0 2 2B 
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+399630 f 3 [1,1,0,-26018758,51072005908] 1 2 2B 
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+399630 z 3 [1,0,1,-186254834,978157064036] 0 2 2B 
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+399630 bd 1 [1,0,1,244061,22627262] 1 1 
+399630 be 1 [1,0,1,-31599,-520478] 1 2 2B 
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+399630 bg 1 [1,0,1,-30419,15325742] 1 2 2B 
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+399630 bh 1 [1,0,1,-1238014,510361712] 1 2 2B 
+399630 bh 2 [1,0,1,-3286014,-1614643088] 1 4 2Cs 
+399630 bh 3 [1,0,1,8787586,-10722966928] 1 2 2B 
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+399630 bj 1 [1,0,1,-2559,46366] 1 2 2B 
+399630 bj 2 [1,0,1,-8229,-232598] 1 2 2B 
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+399630 bk 2 [1,0,1,-175183,8011823306] 1 2 2B 
+399630 bl 1 [1,0,1,-298,-1972] 1 2 2B 
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+399630 bq 1 [1,0,1,-4058183,-3146950582] 1 2 2B 
+399630 bq 2 [1,0,1,-3983183,-3268840582] 1 2 2B 
+399630 br 1 [1,0,1,-41125158,101506702456] 1 2 2B 
+399630 br 2 [1,0,1,-40969638,102312544888] 1 2 2B 
+399630 bs 1 [1,0,1,-228,1006] 1 2 2B 
+399630 bs 2 [1,0,1,522,6406] 1 2 2B 
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+399630 cb 1 [1,1,1,-5948900,5580782885] 1 2 2B 
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+399630 ch 3 [1,1,1,39880,5496455] 0 2 2B 
+399630 ch 4 [1,1,1,-96900,-10765833] 0 2 2B 
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+399630 cj 4 [1,0,0,1487354,331741340] 1 2 2B 
+399630 ck 1 [1,0,0,-5997081,-5653226439] 1 2 2B 
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+399630 ck 3 [1,0,0,-7711781,-2163238059] 1 2 2B 
+399630 ck 4 [1,0,0,-4318381,-8881926019] 1 2 2B 
+399630 cl 1 [1,0,0,-12355921,11966567465] 1 2 2B 
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+399630 ct 3 [1,0,0,5144265,15636807225] 1 4 2B 
+399630 ct 4 [1,0,0,-15696855,-20224368423] 1 4 2Cs 
+399630 ct 5 [1,0,0,28770645,-113970751923] 1 2 2B 
+399630 ct 6 [1,0,0,-240164355,-1432528984923] 1 2 2B 
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+399630 db 3 [1,0,0,-8875185,-13634978775] 1 2 2B 
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+399642 b 1 [1,0,1,-3173932,-1274147542] 0 3 3B.1.1 
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+399798 bh 2 [1,-1,1,-6481094,5894217173] 1 2 2B 
+399798 bi 1 [1,-1,1,-540491936,-163076308797] 1 1 
+399798 bj 1 [1,-1,1,-34403,1826979] 0 2 2B 
+399798 bj 2 [1,-1,1,85837,11686659] 0 2 2B 
+399798 bk 1 [1,-1,1,-1508168,-267470261] 0 2 2B 
+399798 bk 2 [1,-1,1,-19659728,-33521128181] 0 2 2B 
+399800 a 1 [0,1,0,-956528,359754448] 2 1 
+399800 b 1 [0,1,0,-108,4288] 0 1 
+399800 c 1 [0,-1,0,-153,877] 2 1 
+399800 d 1 [0,1,0,-3833,101963] 1 1 
+399800 e 1 [0,-1,0,-23913208,45017132412] 1 1 
+399800 f 1 [0,-1,0,12492,-24988] 0 2 2B 
+399800 f 2 [0,-1,0,-50008,-149988] 0 2 2B 
+399802 a 1 [1,0,0,7,-29] 0 1 
+399802 b 1 [1,1,1,-5201,-283473] 1 1 
+399806 a 1 [1,-1,0,-350,-1516] 1 1 
+399810 a 1 [1,1,0,-34563,-1785267] 0 1 
+399810 b 1 [1,1,0,-468,-3888] 1 1 
+399810 c 1 [1,1,0,-53473,-4781867] 0 1 
+399810 d 1 [1,1,0,-110052,-14065326] 1 1 
+399810 e 1 [1,1,0,-2657,-52299] 0 1 
+399810 f 1 [1,0,1,-7724,-256534] 0 1 
+399810 g 1 [1,0,1,-668,6428] 1 1 
+399810 h 1 [1,0,1,-2336358,-1374733694] 1 1 
+399810 i 1 [1,0,1,-413,-17344] 1 1 
+399810 j 1 [1,0,1,2463282,4346040448] 1 1 
+399810 k 1 [1,1,1,-10575921,13233621879] 1 1 
+399810 l 1 [1,1,1,-27370,-1751455] 0 1 
+399810 m 1 [1,0,0,6344,1027136] 2 1 
+399810 n 1 [1,0,0,-2597331,-1081110879] 0 3 3B.1.1 
+399810 n 2 [1,0,0,-190504371,-1012074103935] 0 1 3B.1.2 
+399810 o 1 [1,0,0,-1346,-19074] 0 1 
+399810 p 1 [1,0,0,-5,-183] 1 1 
+399811 a 1 [0,-1,1,-139,-2557] 1 1 
+399813 a 1 [1,1,1,-308,1952] 1 1 
+399813 b 1 [0,-1,1,-27,-37] 1 1 
+399813 c 1 [0,-1,1,-14100,242957] 0 1 
+399813 d 1 [0,-1,1,-32308,-2224449] 1 1 
+399817 a 1 [1,-1,0,4393,-177118] 1 1 
+399819 a 1 [0,-1,1,-7890,272600] 2 1 
+399819 b 1 [0,1,1,-3372,171452] 2 1 
+399819 c 1 [0,1,1,546,5630] 0 1 
+399819 d 1 [0,-1,1,79,-415] 0 1 
+399820 a 1 [0,-1,0,-6705,209150] 0 2 2B 
+399820 a 2 [0,-1,0,-106660,13443192] 0 2 2B 
+399820 b 1 [0,-1,0,-725,-7375] 1 1 
+399822 a 1 [1,1,0,6,-72] 2 1 
+399822 b 1 [1,0,1,578033,-271046206] 1 1 
+399822 c 1 [1,0,1,-2,-1126] 1 1 
+399822 d 1 [1,0,1,-246372,-47089310] 1 2 2B 
+399822 d 2 [1,0,1,-249332,-45900574] 1 2 2B 
+399822 e 1 [1,0,1,-70257875,-226673469394] 1 2 2B 
+399822 e 2 [1,0,1,-69324755,-232986959314] 1 2 2B 
+399822 f 1 [1,0,1,-470,3944] 1 1 
+399822 g 1 [1,1,1,-3939,-8601] 1 1 
+399822 h 1 [1,1,1,-1864,-6967] 1 1 
+399823 a 1 [1,0,1,-2307,74007] 1 1 
+399824 a 1 [0,1,0,-69,-209] 2 1 
+399824 b 1 [0,-1,0,-1608,25360] 1 1 
+399824 c 1 [0,-1,0,-1968,34240] 2 1 
+399825 a 1 [1,-1,1,-6305,56072] 1 2 2B 
+399825 a 2 [1,-1,1,24070,420572] 1 2 2B 
+399825 b 1 [1,-1,1,-10655,425972] 2 1 
+399825 c 1 [1,-1,1,87520,-106510228] 1 1 
+399825 d 1 [1,-1,1,-2255,21372] 0 1 
+399825 e 1 [1,-1,1,1345,7472] 0 1 
+399825 f 1 [0,0,1,1950,12906] 1 1 
+399825 g 1 [1,-1,0,-95892,-11405359] 0 1 
+399825 h 1 [0,0,1,-11325,464031] 1 1 
+399826 a 1 [1,0,1,-52,-90] 3 1 
+399826 b 1 [1,0,1,-6896,-132930] 1 2 2B 
+399826 b 2 [1,0,1,-47856,3930302] 1 2 2B 
+399826 c 1 [1,0,0,-9139,-316191] 3 1 
+399828 a 1 [0,-1,0,16195,1092201] 2 1 
+399828 b 1 [0,-1,0,-8443929,9447010794] 1 2 2B 
+399828 b 2 [0,-1,0,-8442764,9449746680] 1 2 2B 
+399828 c 1 [0,-1,0,-4641,-120042] 1 2 2B 
+399828 c 2 [0,-1,0,-3476,-182952] 1 2 2B 
+399828 d 1 [0,1,0,-2309,-73833] 0 1 
+399828 e 1 [0,1,0,-533,11124] 1 1 
+399828 f 1 [0,1,0,-64598313,199817298720] 0 6 2B 3B.1.1 
+399828 f 2 [0,1,0,-64597148,199824867492] 0 6 2B 3B.1.1 
+399828 f 3 [0,1,0,-64874433,198022632444] 0 2 2B 3B.1.2 
+399828 f 4 [0,1,0,-1627748,567484467540] 0 2 2B 3B.1.2 
+399828 g 1 [0,1,0,-1378213,625930724] 0 3 3B.1.1 
+399828 g 2 [0,1,0,3870587,3341476136] 0 1 3B.1.2 
+399829 a 1 [1,1,0,-49748,2853991] 1 1 
+399829 b 1 [1,1,0,-22,-37] 2 1 
+399830 a 1 [1,-1,0,-3329,-72947] 2 1 
+399830 b 1 [1,-1,0,-13289,592973] 1 1 
+399830 c 1 [1,0,0,-4680,-113600] 2 1 
+399830 d 1 [1,0,0,-30,-20] 1 1 
+399832 a 1 [0,0,0,-899,-6706] 2 1 
+399832 b 1 [0,-1,0,-1312,-996] 0 1 
+399832 c 1 [0,-1,0,24936,-4551268] 1 1 
+399833 a 1 [1,-1,0,-1435,-20576] 1 1 
+399833 b 1 [1,-1,0,5411,-119168] 1 1 
+399834 a 1 [1,-1,0,378,1944] 1 1 
+399834 b 1 [1,-1,0,5778,443092] 2 2 2B 
+399834 b 2 [1,-1,0,-64062,5569348] 2 2 2B 
+399834 c 1 [1,-1,0,-4236,273392] 1 1 
+399834 d 1 [1,-1,1,-7871,-224409] 0 1 
+399834 e 1 [1,-1,1,-66852905,-94793675799] 1 2 2B 
+399834 e 2 [1,-1,1,235207255,-714500300055] 1 2 2B 
+399836 a 1 [0,0,0,-1148,14969] 3 1 
+399836 b 1 [0,0,0,-848,-8059] 1 1 
+399836 c 1 [0,-1,0,-53121,4518902] 1 1 
+399838 a 1 [1,1,1,-37,-5] 1 1 
+399839 a 1 [0,-1,1,-45,75] 1 1 
+399839 b 1 [0,1,1,-20339,1109479] 0 1 
+399839 c 1 [0,0,1,-13234,570385] 1 1 
+399839 d 1 [1,-1,0,120076,14893921] 1 1 
+399840 a 1 [0,-1,0,-2466,200880] 2 2 2B 
+399840 a 2 [0,-1,0,-68616,6921720] 2 2 2B 
+399840 b 1 [0,-1,0,1454,-34124] 1 2 2B 
+399840 b 2 [0,-1,0,-11041,-356495] 1 2 2B 
+399840 c 1 [0,-1,0,-243546,45966096] 0 4 2Cs 
+399840 c 2 [0,-1,0,-3887921,2951990721] 0 2 2B 
+399840 c 3 [0,-1,0,-68616,110480280] 0 2 2B 
+399840 c 4 [0,-1,0,-427296,-32605404] 0 2 2B 
+399840 d 1 [0,-1,0,39674,2857660] 0 2 2B 
+399840 d 2 [0,-1,0,-222721,26945521] 0 2 2B 
+399840 e 1 [0,-1,0,-8346,543096] 0 2 2B 
+399840 e 2 [0,-1,0,-162696,25300836] 0 2 2B 
+399840 f 1 [0,-1,0,-15206,-510600] 1 4 2Cs 
+399840 f 2 [0,-1,0,-90176,10045176] 1 2 2B 
+399840 f 3 [0,-1,0,39919,-3410175] 1 2 2B 
+399840 f 4 [0,-1,0,-223456,-40577900] 1 2 2B 
+399840 g 1 [0,-1,0,-676461,-214175835] 0 1 
+399840 h 1 [0,-1,0,-3166,73060] 1 2 2B 
+399840 h 2 [0,-1,0,-51361,4497361] 1 2 2B 
+399840 i 1 [0,-1,0,-17936,-974364] 0 1 
+399840 j 1 [0,-1,0,-299896,63634516] 1 1 
+399840 k 1 [0,-1,0,-16721021,27140913045] 1 1 
+399840 l 1 [0,-1,0,6712739,-15636455435] 1 1 
+399840 m 1 [0,-1,0,1699,-230859] 1 1 
+399840 n 1 [0,-1,0,-7366,-62800184] 0 2 2B 
+399840 n 2 [0,-1,0,-2414736,-1422482760] 0 2 2B 
+399840 o 1 [0,-1,0,1456019,-136580219] 1 1 
+399840 p 1 [0,-1,0,-135746,-19170780] 0 2 2B 
+399840 p 2 [0,-1,0,-89441,-32497359] 0 2 2B 
+399840 q 1 [0,-1,0,-3655335581,-85377226634475] 0 1 
+399840 r 1 [0,-1,0,-65186,-7150884] 0 2 2B 
+399840 r 2 [0,-1,0,-1077281,-430004175] 0 2 2B 
+399840 s 1 [0,-1,0,-226,-11024] 0 2 2B 
+399840 s 2 [0,-1,0,-8976,-322524] 0 2 2B 
+399840 t 1 [0,-1,0,-1388186,629372640] 0 4 2Cs 
+399840 t 2 [0,-1,0,-22204856,40280965656] 0 2 2B 
+399840 t 3 [0,-1,0,-1034161,957695425] 0 2 2B 
+399840 t 4 [0,-1,0,-1748336,277722180] 0 2 2B 
+399840 u 1 [0,-1,0,1699,-61515] 2 1 
+399840 v 1 [0,-1,0,-5406,-356544] 1 2 2B 
+399840 v 2 [0,-1,0,-115656,-15085944] 1 2 2B 
+399840 w 1 [0,-1,0,-146663386,657504492940] 1 2 2B 
+399840 w 2 [0,-1,0,74602239,2467324546065] 1 2 2B 
+399840 x 1 [0,-1,0,-200566,-33742484] 0 2 2B 
+399840 x 2 [0,-1,0,-453441,68773041] 0 2 2B 
+399840 y 1 [0,-1,0,-1093696,608244820] 1 1 
+399840 z 1 [0,-1,0,-503981,-137547675] 1 1 
+399840 ba 1 [0,-1,0,1454,2920] 0 2 2B 
+399840 ba 2 [0,-1,0,-5896,29380] 0 2 2B 
+399840 bb 1 [0,-1,0,54,1296] 1 2 2B 
+399840 bb 2 [0,-1,0,-1521,22401] 1 2 2B 
+399840 bc 1 [0,-1,0,-41666,-3255384] 0 4 2Cs 
+399840 bc 2 [0,-1,0,-54161,-1128735] 0 2 2B 
+399840 bc 3 [0,-1,0,-29416,-5220284] 0 2 2B 
+399840 bc 4 [0,-1,0,-666416,-209172984] 0 2 2B 
+399840 bd 1 [0,-1,0,-25198266,-2389902896520] 0 2 2B 
+399840 bd 2 [0,-1,0,-2838227016,-57515139493020] 0 2 2B 
+399840 be 1 [0,-1,0,-441261186,3606913208340] 1 2 2B 
+399840 be 2 [0,-1,0,-7081616481,229377665167281] 1 2 2B 
+399840 bf 1 [0,-1,0,-30886,-1271864] 1 4 2Cs 
+399840 bf 2 [0,-1,0,-210961,36435841] 1 2 2B 
+399840 bf 3 [0,-1,0,94064,-9068744] 1 2 2B 
+399840 bf 4 [0,-1,0,-439056,-111804300] 1 2 2B 
+399840 bg 1 [0,-1,0,-993246,-380613204] 0 2 2B 
+399840 bg 2 [0,-1,0,-889121,-463642479] 0 2 2B 
+399840 bh 1 [0,-1,0,-22066,659716] 0 2 2B 
+399840 bh 2 [0,-1,0,-167841,-25958799] 0 2 2B 
+399840 bi 1 [0,-1,0,-16886,3156336] 1 2 2B 
+399840 bi 2 [0,-1,0,-442136,113040936] 1 2 2B 
+399840 bj 1 [0,-1,0,-23466,1423080] 0 2 2B 
+399840 bj 2 [0,-1,0,-377841,89520705] 0 2 2B 
+399840 bk 1 [0,-1,0,-138686,19925340] 0 2 2B 
+399840 bk 2 [0,-1,0,-136481,20587281] 0 2 2B 
+399840 bl 1 [0,-1,0,-897010,448290592] 1 2 2B 
+399840 bl 2 [0,-1,0,-15780760,24131313592] 1 2 2B 
+399840 bm 1 [0,-1,0,-1149850,485816752] 1 2 2B 
+399840 bm 2 [0,-1,0,-18514225,30668573377] 1 2 2B 
+399840 bn 1 [0,-1,0,-87530,6148500] 0 2 2B 
+399840 bn 2 [0,-1,0,266495,43037905] 0 2 2B 
+399840 bo 1 [0,-1,0,-15010,-30008] 1 4 2Cs 
+399840 bo 2 [0,-1,0,-160785,24780897] 1 2 2B 
+399840 bo 3 [0,-1,0,59960,-299900] 1 2 2B 
+399840 bo 4 [0,-1,0,-169360,-26701688] 1 2 2B 
+399840 bp 1 [0,-1,0,-26217270,-12601056600] 0 4 2Cs 
+399840 bp 2 [0,-1,0,-249473520,1506613073400] 0 2 2B 
+399840 bp 3 [0,-1,0,101335855,-99311670975] 0 2 2B 
+399840 bp 4 [0,-1,0,-323773200,-2239390614348] 0 2 2B 
+399840 bq 1 [0,-1,0,1650,3312] 1 2 2B 
+399840 bq 2 [0,-1,0,-6680,33300] 1 2 2B 
+399840 br 1 [0,-1,0,-827430,1080968400] 1 2 2B 
+399840 br 2 [0,-1,0,-21664680,38729711700] 1 2 2B 
+399840 bs 1 [0,-1,0,1650,-540000] 1 2 2B 
+399840 bs 2 [0,-1,0,-90225,-10113375] 1 2 2B 
+399840 bt 1 [0,-1,0,-450,2052] 2 2 2B 
+399840 bt 2 [0,-1,0,-3425,-74703] 2 2 2B 
+399840 bu 1 [0,-1,0,-514250,-6967500000] 1 2 2B 
+399840 bu 2 [0,-1,0,-57923000,-167666073000] 1 2 2B 
+399840 bv 1 [0,-1,0,-4230,-99000] 0 4 2Cs 
+399840 bv 2 [0,-1,0,-12560,420792] 0 2 2B 
+399840 bv 3 [0,-1,0,3120,-413580] 0 2 2B 
+399840 bv 4 [0,-1,0,-66705,-6608895] 0 2 2B 
+399840 bw 1 [0,-1,0,2630,449800] 0 2 2B 
+399840 bw 2 [0,-1,0,-74545,7534465] 0 2 2B 
+399840 bx 1 [0,-1,0,-10285,-398075] 0 1 
+399840 by 1 [0,-1,0,-53591120,208520791032] 0 1 
+399840 bz 1 [0,-1,0,-9827750,-11593327500] 1 2 2B 
+399840 bz 2 [0,-1,0,-22218625,23544715825] 1 2 2B 
+399840 ca 1 [0,-1,0,83235,-20933163] 0 1 
+399840 cb 1 [0,-1,0,18048595,18942840645] 0 1 
+399840 cc 1 [0,-1,0,-11090,-3803400] 1 2 2B 
+399840 cc 2 [0,-1,0,-439840,-111505400] 1 2 2B 
+399840 cd 1 [0,-1,0,-310,-8840] 1 2 2B 
+399840 cd 2 [0,-1,0,-8640,-305388] 1 2 2B 
+399840 ce 1 [0,-1,0,-598110,178158492] 2 2 2B 
+399840 ce 2 [0,-1,0,-493985,242070417] 2 2 2B 
+399840 cf 1 [0,-1,0,-66910790,210686592600] 0 4 2Cs 
+399840 cf 2 [0,-1,0,-1070571665,13482897271425] 0 4 2B 
+399840 cf 3 [0,-1,0,-65919520,217230560632] 0 2 2B 
+399840 cf 4 [0,-1,0,-67903040,204116706900] 0 2 2B 
+399840 cg 1 [0,-1,0,-3820350,-2892586248] 0 2 2B 
+399840 cg 2 [0,-1,0,-61242225,-184449070623] 0 2 2B 
+399840 ch 1 [0,-1,0,-95686285,386834352997] 1 1 
+399840 ci 1 [0,-1,0,-9130,-141728] 1 4 2Cs 
+399840 ci 2 [0,-1,0,-75280,7875652] 1 2 2B 
+399840 ci 3 [0,-1,0,32520,-1108008] 1 2 2B 
+399840 ci 4 [0,-1,0,-121585,-16267775] 1 2 2B 
+399840 cj 1 [0,-1,0,-5210,-140748] 0 2 2B 
+399840 cj 2 [0,-1,0,-65,-411375] 0 2 2B 
+399840 ck 1 [0,-1,0,5570,-112328] 0 2 2B 
+399840 ck 2 [0,-1,0,-27505,-965663] 0 2 2B 
+399840 cl 1 [0,-1,0,136995,-45626475] 1 1 
+399840 cm 1 [0,-1,0,-4230,-37260] 1 2 2B 
+399840 cm 2 [0,-1,0,15615,-303183] 1 2 2B 
+399840 cn 1 [0,-1,0,-211010,-101538408] 1 2 2B 
+399840 cn 2 [0,-1,0,-4804760,-4046650908] 1 2 2B 
+399840 co 1 [0,-1,0,377970,104594400] 1 2 2B 
+399840 co 2 [0,-1,0,-2378280,1032899400] 1 2 2B 
+399840 cp 1 [0,-1,0,-341245,79225525] 1 1 
+399840 cq 1 [0,-1,0,-6120,187272] 0 1 
+399840 cr 1 [0,-1,0,-878880,-335964600] 0 1 
+399840 cs 1 [0,-1,0,-155150,24749292] 0 2 2B 
+399840 cs 2 [0,-1,0,-2516705,1537561425] 0 2 2B 
+399840 ct 1 [0,-1,0,-945030,353403072] 0 4 2Cs 
+399840 ct 2 [0,-1,0,-15114360,22621922100] 0 2 2B 
+399840 ct 3 [0,-1,0,-653480,575214312] 0 2 2B 
+399840 ct 4 [0,-1,0,-1242705,112345857] 0 2 2B 
+399840 cu 1 [0,-1,0,-170830,31466800] 1 2 2B 
+399840 cu 2 [0,-1,0,-2849905,1852701985] 1 2 2B 
+399840 cv 1 [0,-1,0,-2647290,629001612] 1 2 2B 
+399840 cv 2 [0,-1,0,9705855,4821659025] 1 2 2B 
+399840 cw 1 [0,-1,0,-170,1632] 1 2 2B 
+399840 cw 2 [0,-1,0,-3320,74712] 1 2 2B 
+399840 cx 1 [0,-1,0,810,8100] 1 2 2B 
+399840 cx 2 [0,-1,0,-4545,79857] 1 2 2B 
+399840 cy 1 [0,-1,0,-21870,409032] 0 4 2Cs 
+399840 cy 2 [0,-1,0,-279120,56798232] 0 2 2B 
+399840 cy 3 [0,-1,0,82255,3095457] 0 2 2B 
+399840 cy 4 [0,-1,0,-196800,-33247500] 0 2 2B 
+399840 cz 1 [0,1,0,-23466,-1423080] 0 2 2B 
+399840 cz 2 [0,1,0,-377841,-89520705] 0 2 2B 
+399840 da 1 [0,1,0,-138686,-19925340] 0 2 2B 
+399840 da 2 [0,1,0,-136481,-20587281] 0 2 2B 
+399840 db 1 [0,1,0,-41666,3255384] 0 4 2Cs 
+399840 db 2 [0,1,0,-666416,209172984] 0 2 2B 
+399840 db 3 [0,1,0,-29416,5220284] 0 2 2B 
+399840 db 4 [0,1,0,-54161,1128735] 0 2 2B 
+399840 dc 1 [0,1,0,-25198266,2389902896520] 0 2 2B 
+399840 dc 2 [0,1,0,-2838227016,57515139493020] 0 2 2B 
+399840 dd 1 [0,1,0,-30886,1271864] 0 4 2Cs 
+399840 dd 2 [0,1,0,-439056,111804300] 0 2 2B 
+399840 dd 3 [0,1,0,94064,9068744] 0 2 2B 
+399840 dd 4 [0,1,0,-210961,-36435841] 0 2 2B 
+399840 de 1 [0,1,0,-441261186,-3606913208340] 0 2 2B 
+399840 de 2 [0,1,0,-7081616481,-229377665167281] 0 2 2B 
+399840 df 1 [0,1,0,-22066,-659716] 1 2 2B 
+399840 df 2 [0,1,0,-167841,25958799] 1 2 2B 
+399840 dg 1 [0,1,0,-993246,380613204] 2 2 2B 
+399840 dg 2 [0,1,0,-889121,463642479] 2 2 2B 
+399840 dh 1 [0,1,0,-16886,-3156336] 2 2 2B 
+399840 dh 2 [0,1,0,-442136,-113040936] 2 2 2B 
+399840 di 1 [0,1,0,1699,61515] 2 1 
+399840 dj 1 [0,1,0,-200566,33742484] 2 2 2B 
+399840 dj 2 [0,1,0,-453441,-68773041] 2 2 2B 
+399840 dk 1 [0,1,0,-5406,356544] 2 2 2B 
+399840 dk 2 [0,1,0,-115656,15085944] 2 2 2B 
+399840 dl 1 [0,1,0,-146663386,-657504492940] 0 2 2B 
+399840 dl 2 [0,1,0,74602239,-2467324546065] 0 2 2B 
+399840 dm 1 [0,1,0,-1093696,-608244820] 0 1 
+399840 dn 1 [0,1,0,-503981,137547675] 0 1 
+399840 do 1 [0,1,0,54,-1296] 1 2 2B 
+399840 do 2 [0,1,0,-1521,-22401] 1 2 2B 
+399840 dp 1 [0,1,0,1454,-2920] 0 2 2B 
+399840 dp 2 [0,1,0,-5896,-29380] 0 2 2B 
+399840 dq 1 [0,1,0,1699,230859] 1 1 
+399840 dr 1 [0,1,0,-7366,62800184] 1 2 2B 
+399840 dr 2 [0,1,0,-2414736,1422482760] 1 2 2B 
+399840 ds 1 [0,1,0,1456019,136580219] 0 1 
+399840 dt 1 [0,1,0,-135746,19170780] 1 2 2B 
+399840 dt 2 [0,1,0,-89441,32497359] 1 2 2B 
+399840 du 1 [0,1,0,-3655335581,85377226634475] 0 1 
+399840 dv 1 [0,1,0,-65186,7150884] 1 2 2B 
+399840 dv 2 [0,1,0,-1077281,430004175] 1 2 2B 
+399840 dw 1 [0,1,0,-226,11024] 0 2 2B 
+399840 dw 2 [0,1,0,-8976,322524] 0 2 2B 
+399840 dx 1 [0,1,0,-1388186,-629372640] 0 4 2Cs 
+399840 dx 2 [0,1,0,-1748336,-277722180] 0 2 2B 
+399840 dx 3 [0,1,0,-1034161,-957695425] 0 2 2B 
+399840 dx 4 [0,1,0,-22204856,-40280965656] 0 2 2B 
+399840 dy 1 [0,1,0,-299896,-63634516] 0 1 
+399840 dz 1 [0,1,0,-16721021,-27140913045] 1 1 
+399840 ea 1 [0,1,0,6712739,15636455435] 1 1 
+399840 eb 1 [0,1,0,-17936,974364] 0 1 
+399840 ec 1 [0,1,0,1454,34124] 0 2 2B 
+399840 ec 2 [0,1,0,-11041,356495] 0 2 2B 
+399840 ed 1 [0,1,0,39674,-2857660] 0 2 2B 
+399840 ed 2 [0,1,0,-222721,-26945521] 0 2 2B 
+399840 ee 1 [0,1,0,-243546,-45966096] 0 4 2Cs 
+399840 ee 2 [0,1,0,-427296,32605404] 0 2 2B 
+399840 ee 3 [0,1,0,-68616,-110480280] 0 2 2B 
+399840 ee 4 [0,1,0,-3887921,-2951990721] 0 2 2B 
+399840 ef 1 [0,1,0,-8346,-543096] 0 2 2B 
+399840 ef 2 [0,1,0,-162696,-25300836] 0 2 2B 
+399840 eg 1 [0,1,0,-15206,510600] 0 4 2Cs 
+399840 eg 2 [0,1,0,-223456,40577900] 0 2 2B 
+399840 eg 3 [0,1,0,39919,3410175] 0 2 2B 
+399840 eg 4 [0,1,0,-90176,-10045176] 0 2 2B 
+399840 eh 1 [0,1,0,-676461,214175835] 1 1 
+399840 ei 1 [0,1,0,-3166,-73060] 1 2 2B 
+399840 ei 2 [0,1,0,-51361,-4497361] 1 2 2B 
+399840 ej 1 [0,1,0,-2466,-200880] 0 2 2B 
+399840 ej 2 [0,1,0,-68616,-6921720] 0 2 2B 
+399840 ek 1 [0,1,0,-155150,-24749292] 0 2 2B 
+399840 ek 2 [0,1,0,-2516705,-1537561425] 0 2 2B 
+399840 el 1 [0,1,0,-945030,-353403072] 1 4 2Cs 
+399840 el 2 [0,1,0,-1242705,-112345857] 1 2 2B 
+399840 el 3 [0,1,0,-653480,-575214312] 1 2 2B 
+399840 el 4 [0,1,0,-15114360,-22621922100] 1 2 2B 
+399840 em 1 [0,1,0,-2647290,-629001612] 0 2 2B 
+399840 em 2 [0,1,0,9705855,-4821659025] 0 2 2B 
+399840 en 1 [0,1,0,-170830,-31466800] 0 2 2B 
+399840 en 2 [0,1,0,-2849905,-1852701985] 0 2 2B 
+399840 eo 1 [0,1,0,-170,-1632] 1 2 2B 
+399840 eo 2 [0,1,0,-3320,-74712] 1 2 2B 
+399840 ep 1 [0,1,0,-21870,-409032] 1 4 2Cs 
+399840 ep 2 [0,1,0,-196800,33247500] 1 2 2B 
+399840 ep 3 [0,1,0,82255,-3095457] 1 2 2B 
+399840 ep 4 [0,1,0,-279120,-56798232] 1 2 2B 
+399840 eq 1 [0,1,0,810,-8100] 1 2 2B 
+399840 eq 2 [0,1,0,-4545,-79857] 1 2 2B 
+399840 er 1 [0,1,0,-878880,335964600] 2 1 
+399840 es 1 [0,1,0,136995,45626475] 1 1 
+399840 et 1 [0,1,0,-211010,101538408] 1 2 2B 
+399840 et 2 [0,1,0,-4804760,4046650908] 1 2 2B 
+399840 eu 1 [0,1,0,-4230,37260] 1 2 2B 
+399840 eu 2 [0,1,0,15615,303183] 1 2 2B 
+399840 ev 1 [0,1,0,377970,-104594400] 0 2 2B 
+399840 ev 2 [0,1,0,-2378280,-1032899400] 0 2 2B 
+399840 ew 1 [0,1,0,-341245,-79225525] 1 1 
+399840 ex 1 [0,1,0,-6120,-187272] 1 1 
+399840 ey 1 [0,1,0,18048595,-18942840645] 1 1 
+399840 ez 1 [0,1,0,-11090,3803400] 1 2 2B 
+399840 ez 2 [0,1,0,-439840,111505400] 1 2 2B 
+399840 fa 1 [0,1,0,-310,8840] 0 2 2B 
+399840 fa 2 [0,1,0,-8640,305388] 0 2 2B 
+399840 fb 1 [0,1,0,-66910790,-210686592600] 1 4 2Cs 
+399840 fb 2 [0,1,0,-67903040,-204116706900] 1 2 2B 
+399840 fb 3 [0,1,0,-65919520,-217230560632] 1 4 2B 
+399840 fb 4 [0,1,0,-1070571665,-13482897271425] 1 2 2B 
+399840 fc 1 [0,1,0,-598110,-178158492] 0 2 2B 
+399840 fc 2 [0,1,0,-493985,-242070417] 0 2 2B 
+399840 fd 1 [0,1,0,-3820350,2892586248] 1 2 2B 
+399840 fd 2 [0,1,0,-61242225,184449070623] 1 2 2B 
+399840 fe 1 [0,1,0,-95686285,-386834352997] 0 1 
+399840 ff 1 [0,1,0,-9130,141728] 1 4 2Cs 
+399840 ff 2 [0,1,0,-121585,16267775] 1 2 2B 
+399840 ff 3 [0,1,0,32520,1108008] 1 2 2B 
+399840 ff 4 [0,1,0,-75280,-7875652] 1 2 2B 
+399840 fg 1 [0,1,0,5570,112328] 1 2 2B 
+399840 fg 2 [0,1,0,-27505,965663] 1 2 2B 
+399840 fh 1 [0,1,0,-5210,140748] 1 2 2B 
+399840 fh 2 [0,1,0,-65,411375] 1 2 2B 
+399840 fi 1 [0,1,0,2630,-449800] 0 2 2B 
+399840 fi 2 [0,1,0,-74545,-7534465] 0 2 2B 
+399840 fj 1 [0,1,0,-10285,398075] 1 1 
+399840 fk 1 [0,1,0,-53591120,-208520791032] 1 1 
+399840 fl 1 [0,1,0,-9827750,11593327500] 1 2 2B 
+399840 fl 2 [0,1,0,-22218625,-23544715825] 1 2 2B 
+399840 fm 1 [0,1,0,83235,20933163] 0 1 
+399840 fn 1 [0,1,0,-26217270,12601056600] 1 4 2Cs 
+399840 fn 2 [0,1,0,-323773200,2239390614348] 1 2 2B 
+399840 fn 3 [0,1,0,101335855,99311670975] 1 2 2B 
+399840 fn 4 [0,1,0,-249473520,-1506613073400] 1 2 2B 
+399840 fo 1 [0,1,0,-15010,30008] 1 4 2Cs 
+399840 fo 2 [0,1,0,-169360,26701688] 1 2 2B 
+399840 fo 3 [0,1,0,59960,299900] 1 2 2B 
+399840 fo 4 [0,1,0,-160785,-24780897] 1 2 2B 
+399840 fp 1 [0,1,0,1650,-3312] 0 2 2B 
+399840 fp 2 [0,1,0,-6680,-33300] 0 2 2B 
+399840 fq 1 [0,1,0,-827430,-1080968400] 0 2 2B 
+399840 fq 2 [0,1,0,-21664680,-38729711700] 0 2 2B 
+399840 fr 1 [0,1,0,1650,540000] 0 2 2B 
+399840 fr 2 [0,1,0,-90225,10113375] 0 2 2B 
+399840 fs 1 [0,1,0,-450,-2052] 1 2 2B 
+399840 fs 2 [0,1,0,-3425,74703] 1 2 2B 
+399840 ft 1 [0,1,0,-514250,6967500000] 1 2 2B 
+399840 ft 2 [0,1,0,-57923000,167666073000] 1 2 2B 
+399840 fu 1 [0,1,0,-4230,99000] 1 4 2Cs 
+399840 fu 2 [0,1,0,-66705,6608895] 1 2 2B 
+399840 fu 3 [0,1,0,3120,413580] 1 2 2B 
+399840 fu 4 [0,1,0,-12560,-420792] 1 2 2B 
+399840 fv 1 [0,1,0,-897010,-448290592] 1 2 2B 
+399840 fv 2 [0,1,0,-15780760,-24131313592] 1 2 2B 
+399840 fw 1 [0,1,0,-1149850,-485816752] 1 2 2B 
+399840 fw 2 [0,1,0,-18514225,-30668573377] 1 2 2B 
+399840 fx 1 [0,1,0,-87530,-6148500] 1 2 2B 
+399840 fx 2 [0,1,0,266495,-43037905] 1 2 2B 
+399843 a 1 [1,-1,1,-360320,83339286] 1 1 
+399843 b 1 [1,-1,1,-20,50] 1 1 
+399843 c 1 [1,-1,0,-3242877,-2246917852] 1 1 
+399843 d 1 [1,-1,0,-177,-1180] 1 1 
+399845 a 1 [1,0,1,-954709,359089171] 1 1 
+399846 a 1 [1,0,1,-55250,-48993820] 1 1 
+399846 b 1 [1,0,1,4247,-227476] 1 1 
+399846 c 1 [1,0,1,272,254] 0 1 
+399846 d 1 [1,1,1,-1605,24219] 2 1 
+399846 e 1 [1,0,0,11921,-20935] 2 1 
+399846 f 1 [1,0,0,-9375,348633] 1 1 
+399848 a 1 [0,0,0,-226,-1307] 0 1 
+399848 b 1 [0,1,0,855488,72446640] 1 2 2B 
+399848 b 2 [0,1,0,-3526952,584315632] 1 2 2B 
+399848 c 1 [0,-1,0,-1759,-27064] 1 1 
+399848 d 1 [0,0,0,-1754,177269] 2 1 
+399848 e 1 [0,1,0,-9952,361456] 0 1 
+399848 f 1 [0,-1,0,-2327,-90004] 2 1 
+399848 g 1 [0,-1,0,260,1284] 1 1 
+399849 a 1 [0,-1,1,-81102,-8862892] 0 1 
+399850 a 1 [1,1,0,-9650,-479750] 2 1 
+399850 b 1 [1,1,0,-20650,-5180500] 2 1 
+399850 c 1 [1,-1,0,-11692,491216] 0 1 
+399851 a 1 [1,1,1,-19,36] 2 1 
+399852 a 1 [0,0,0,-5817,-179615] 2 1 
+399852 b 1 [0,0,0,-74316,-7791595] 0 2 2B 
+399852 b 2 [0,0,0,-91551,-3906826] 0 2 2B 
+399855 a 1 [0,-1,1,360,-5974] 1 1 
+399855 b 1 [0,1,1,-280800,-57365896] 1 1 
+399855 c 1 [1,1,1,1660,-50848] 0 1 
+399855 d 1 [1,0,0,-1743256,-936174889] 0 2 2B 
+399855 d 2 [1,0,0,-28328151,-58035212370] 0 2 2B 
+399855 e 1 [0,-1,1,-8511,315992] 1 1 
+399855 f 1 [0,1,1,-848653121,9515476083485] 1 1 
+399855 g 1 [0,1,1,57325069,-227799666919] 1 3 3B.1.1 
+399855 g 2 [0,1,1,-1871215271,-31287312611290] 1 1 3B.1.2 
+399855 h 1 [0,1,1,67035,-2071669156] 1 1 
+399855 i 1 [1,1,0,-507663,1392994368] 1 2 2B 
+399855 i 2 [1,1,0,-22070858,39650414937] 1 2 2B 
+399856 a 1 [0,1,0,-558122,-160729721] 1 1 
+399856 b 1 [0,-1,0,-60,203] 0 1 
+399859 a 1 [0,-1,1,-111,490] 1 1 
+399860 a 1 [0,0,0,-92,-151] 1 1 
+399861 a 1 [0,0,1,-20340,-1182850] 2 1 
+399861 b 1 [1,-1,0,-8568,-189189] 0 2 2B 
+399861 b 2 [1,-1,0,-57573,5191560] 0 4 2Cs 
+399861 b 3 [1,-1,0,-914418,336790575] 0 2 2B 
+399861 b 4 [1,-1,0,15192,17372421] 0 2 2B 
+399861 c 1 [1,-1,0,-4212,70227] 1 2 2B 
+399861 c 2 [1,-1,0,12123,472068] 1 2 2B 
+399861 d 1 [1,-1,0,-262431,-51661800] 1 2 2B 
+399861 d 2 [1,-1,0,-302526,-34797843] 1 2 2B 
+399861 e 1 [0,0,1,51,-711] 2 1 
+399864 a 1 [0,-1,0,-124,484] 3 1 
+399864 b 1 [0,-1,0,-639,-1296] 2 1 
+399864 c 1 [0,-1,0,-268,1825] 0 1 
+399867 a 1 [0,1,1,13,29] 0 1 
+399868 a 1 [0,0,0,-5,61] 1 1 
+399868 b 1 [0,-1,0,-602,-6223] 0 1 
+399870 a 1 [1,-1,0,-11919,-498067] 1 1 
+399870 b 1 [1,-1,0,-26664,-4111552] 1 1 
+399870 c 1 [1,-1,1,-2963,153267] 2 1 
+399870 d 1 [1,-1,1,-107273,13555081] 2 1 
+399873 a 1 [0,1,1,-100019,-12209740] 1 1 
+399874 a 1 [1,-1,0,-131852,-18340400] 0 2 2B 
+399874 a 2 [1,-1,0,-74092,-34547856] 0 2 2B 
+399874 b 1 [1,1,1,-698871,-225167483] 1 1 
+399874 c 1 [1,-1,1,-4165,-102407] 1 2 2B 
+399874 c 2 [1,-1,1,-4155,-102931] 1 2 2B 
+399874 d 1 [1,0,0,-145,649] 1 1 
+399874 e 1 [1,-1,1,845505,-1216198169] 0 1 
+399876 a 1 [0,1,0,-377,1680] 0 2 2B 
+399876 a 2 [0,1,0,-2492,-47388] 0 2 2B 
+399878 a 1 [1,1,0,-324,-2156] 2 1 
+399878 b 1 [1,1,1,-1459374,-679182613] 1 1 
+399879 a 1 [1,-1,1,-1904,-26062] 0 2 2B 
+399879 a 2 [1,-1,1,-8969,304580] 0 2 2B 
+399882 a 1 [1,1,0,-3120610,-2280301376] 1 2 2B 
+399882 a 2 [1,1,0,-50950300,-140001110762] 1 2 2B 
+399882 b 1 [1,0,1,283,-8566] 1 1 
+399882 c 1 [1,0,1,-3615,31666] 0 2 2B 
+399882 c 2 [1,0,1,-31055,-2086702] 0 2 2B 
+399882 d 1 [1,0,1,-182830,-26360224] 1 2 2B 
+399882 d 2 [1,0,1,-756270,226412128] 1 2 2B 
+399882 e 1 [1,0,0,-242374,-60094108] 0 3 3B.1.1 
+399882 e 2 [1,0,0,-21266734,-37750239748] 0 1 3B.1.2 
+399885 a 1 [1,1,1,-835,-9760] 0 2 2B 
+399885 a 2 [1,1,1,-13410,-603300] 0 2 2B 
+399885 b 1 [1,1,0,-93,1122] 1 1 
+399886 a 1 [1,-1,0,22,-52] 0 1 
+399888 a 1 [0,0,0,2481,19006] 2 1 
+399888 b 1 [0,0,0,-12459,-541766] 0 1 
+399888 c 1 [0,0,0,-219,3994] 3 1 
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+399888 e 1 [0,0,0,216,-729] 0 1 
+399888 f 1 [0,0,0,-6859731,6638123666] 1 2 2B 
+399888 f 2 [0,0,0,-18656211,-22312797550] 1 4 2Cs 
+399888 f 3 [0,0,0,48528429,-146375953774] 1 2 2B 
+399888 f 4 [0,0,0,-274584531,-1751108599150] 1 2 2B 
+399888 g 1 [0,0,0,-17523,1152306] 2 1 
+399888 h 1 [0,0,0,679317,919194266] 1 1 
+399888 i 1 [0,0,0,-8355,293938] 1 2 2B 
+399888 i 2 [0,0,0,-8715,267226] 1 2 2B 
+399888 j 1 [0,0,0,-345,-101] 0 1 
+399888 k 1 [0,0,0,-6795,-163782] 0 2 2B 
+399888 k 2 [0,0,0,16245,-1034694] 0 2 2B 
+399888 l 1 [0,0,0,-43275,-2962879] 1 1 
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+399888 s 1 [0,0,0,-129,-493] 0 1 
+399888 t 1 [0,0,0,-219,1217] 1 1 
+399888 u 1 [0,0,0,-16176,792803] 0 1 3B 
+399888 u 2 [0,0,0,22704,3725327] 0 1 3B 
+399888 v 1 [0,0,0,24,27] 1 1 
+399888 w 1 [0,0,0,-4413,110635] 0 1 
+399888 x 1 [0,0,0,-153,675] 0 1 
+399889 a 1 [1,0,1,-19,-45] 1 1 
+399889 b 1 [1,1,0,-907,14442] 1 1 
+399891 a 1 [0,-1,1,-892,10557] 1 1 
+399893 a 1 [1,1,0,-636,5915] 0 2 2B 
+399893 a 2 [1,1,0,-571,7254] 0 2 2B 
+399894 a 1 [1,1,0,-32244,-2242224] 1 1 
+399894 b 1 [1,1,0,-22988064,42413454336] 1 1 
+399894 c 1 [1,1,0,-222383,-9492261] 1 1 
+399894 d 1 [1,1,0,874812,-362741256] 0 1 
+399894 e 1 [1,1,0,-45820,-3794276] 1 2 2B 
+399894 e 2 [1,1,0,-45810,-3796002] 1 2 2B 
+399894 f 1 [1,1,0,126,4212] 1 1 
+399894 g 1 [1,1,0,-295584,-61121232] 1 2 2B 
+399894 g 2 [1,1,0,-588404,79608060] 1 4 2Cs 
+399894 g 3 [1,1,0,-7919794,8570823958] 1 2 2B 
+399894 g 4 [1,1,0,2057866,600923250] 1 2 2B 
+399894 h 1 [1,0,1,-1310,-15370] 2 1 
+399894 i 1 [1,0,1,-11125,449990] 2 3 3B.1.1 
+399894 i 2 [1,0,1,-47230,-3529528] 2 1 3B.1.2 
+399894 j 1 [1,0,1,-175896,28405990] 0 1 
+399894 k 1 [1,0,1,-1965,25576] 1 2 2B 
+399894 k 2 [1,0,1,-10605,-399512] 1 2 2B 
+399894 l 1 [1,1,1,-8727651075,-313832986711839] 1 2 2B 
+399894 l 2 [1,1,1,-8642620515,-320247522097119] 1 2 2B 
+399894 m 1 [1,1,1,143,527] 1 1 
+399894 n 1 [1,1,1,-14341449,20010610935] 2 2 2B 
+399894 n 2 [1,1,1,8364471,77474753271] 2 2 2B 
+399894 o 1 [1,1,1,-305944,64814537] 1 4 2B 
+399894 o 2 [1,1,1,-443724,443721] 1 4 2Cs 
+399894 o 3 [1,1,1,1774866,5768337] 1 2 2B 
+399894 o 4 [1,1,1,-4866794,-4121857519] 1 2 2B 
+399894 p 1 [1,1,1,-2371,44195] 1 1 
+399894 q 1 [1,1,1,-138,-30825] 2 1 
+399894 r 1 [1,1,1,-153393678,-731302844853] 0 2 2B 
+399894 r 2 [1,1,1,-153387918,-731360504757] 0 2 2B 
+399894 s 1 [1,1,1,-30593,-2072293] 0 2 2B 
+399894 s 2 [1,1,1,-29383,-2242177] 0 2 2B 
+399894 t 1 [1,1,1,-3048300,2046527493] 0 1 
+399894 u 1 [1,1,1,-12582,537891] 1 2 2B 
+399894 u 2 [1,1,1,-13862,420131] 1 4 2Cs 
+399894 u 3 [1,1,1,38698,2900963] 1 4 2B 
+399894 u 4 [1,1,1,-86902,-9571741] 1 2 2B 
+399894 v 1 [1,1,1,-167987,-26570959] 1 2 2B 
+399894 v 2 [1,1,1,-167627,-26690047] 1 2 2B 
+399894 w 1 [1,0,0,-80783617,-240455491831] 2 1 
+399894 x 1 [1,0,0,-24588922,102856253924] 1 1 
+399894 y 1 [1,0,0,-3971,94017] 2 1 
+399894 z 1 [1,0,0,-87538,-8951932] 2 2 2B 
+399894 z 2 [1,0,0,119822,-44908156] 2 2 2B 
+399894 ba 1 [1,0,0,-30175,-3151327] 0 1 
+399894 bb 1 [1,0,0,-540152377,4831906313273] 1 2 2B 
+399894 bb 2 [1,0,0,-540064897,4833549660065] 1 2 2B 
+399894 bc 1 [1,0,0,-119,3657] 1 1 
+399895 a 1 [0,-1,1,-31,106] 2 1 
+399896 a 1 [0,0,0,-22123,-1274810] 0 1 
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+399896 f 1 [0,0,0,121,1759] 1 1 
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+399896 j 1 [0,-1,0,25895,-285939] 1 1 
+399896 k 1 [0,-1,0,-113,533] 2 1 
+399896 l 1 [0,-1,0,28,-172] 0 1 
+399900 a 1 [0,-1,0,-2733558,-1738654263] 0 1 
+399900 b 1 [0,-1,0,-707333,-228752463] 1 1 
+399900 c 1 [0,-1,0,-27692333,-56081027463] 1 1 
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+399900 g 1 [0,-1,0,-31158,2128437] 1 1 
+399900 h 1 [0,-1,0,19242,2752137] 0 1 
+399900 i 1 [0,-1,0,-213,2097] 2 1 
+399900 j 1 [0,-1,0,-1373333,-732140463] 0 1 
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+399900 m 1 [0,1,0,-858,41913] 2 1 
+399900 n 1 [0,1,0,170492,-8308012] 0 1 
+399900 o 1 [0,1,0,-17582633,-28364521512] 1 2 2B 
+399900 o 2 [0,1,0,-21306508,-15479914012] 1 2 2B 
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+399975 a 1 [1,0,0,-834013,276702392] 0 2 2B 
+399975 a 2 [1,0,0,-13135888,18323553017] 0 2 2B 
+399975 b 1 [1,1,0,-33360,2200275] 0 2 2B 
+399975 b 2 [1,1,0,-525435,146378250] 0 2 2B 
+399975 c 1 [1,0,1,-191876,-35663227] 1 1 
+399976 a 1 [0,0,0,-391,2890] 3 1 
+399976 b 1 [0,0,0,-5491,68782] 1 1 
+399976 c 1 [0,1,0,-300,-2096] 1 1 
+399976 d 1 [0,1,0,-278403,-56518970] 1 1 
+399976 e 1 [0,1,0,40,-464] 1 1 
+399976 f 1 [0,-1,0,-19459,1050044] 2 1 
+399976 g 1 [0,-1,0,-30068812,63473294660] 1 1 
+399976 h 1 [0,1,0,-338804,-47527024] 1 1 
+399976 i 1 [0,1,0,-1063616,419890016] 0 1 
+399976 j 1 [0,-1,0,11464,-2348596] 1 1 
+399976 k 1 [0,-1,0,-963,-11164] 1 1 
+399976 l 1 [0,-1,0,-86796,-9777052] 1 1 
+399976 m 1 [0,0,0,1445,579734] 0 1 
+399976 n 1 [0,0,0,-112999,14198570] 0 1 
+399977 a 1 [1,1,0,-72,-25] 0 1 
+399978 a 1 [1,-1,0,-2393619,1384032437] 0 1 
+399978 b 1 [1,-1,0,-339,-3259] 1 1 
+399978 c 1 [1,-1,0,-51,1397] 0 1 
+399978 d 1 [1,-1,0,-501,-3421] 1 1 
+399978 e 1 [1,-1,1,-461,-37259] 1 1 
+399978 f 1 [1,-1,1,-56,145] 0 1 
+399978 g 1 [1,-1,1,-21542573,-37347333227] 1 1 
+399978 h 1 [1,-1,1,-38,133] 2 1 
+399984 a 1 [0,-1,0,78,-321] 2 1 
+399984 b 1 [0,-1,0,-4212,-104949] 2 1 
+399984 c 1 [0,-1,0,-2432,-45369] 1 1 
+399984 d 1 [0,-1,0,64,-213] 2 1 
+399984 e 1 [0,-1,0,-5416,-136208] 1 1 
+399984 f 1 [0,-1,0,-2566,-107513] 1 1 
+399984 g 1 [0,-1,0,-2123264,1189896192] 0 1 
+399984 h 1 [0,1,0,-26,-69] 1 1 
+399984 i 1 [0,1,0,1440072,2565695412] 0 1 
+399984 j 1 [0,1,0,-71843,-29182848] 0 2 2B 
+399984 j 2 [0,1,0,-1928308,-1028703604] 0 2 2B 
+399984 k 1 [0,1,0,-149440,-22784989] 2 1 
+399984 l 1 [0,1,0,-1472,8580] 0 2 2B 
+399984 l 2 [0,1,0,5288,70772] 0 2 2B 
+399984 m 1 [0,1,0,-87056,-10030188] 0 1 
+399986 a 1 [1,-1,1,-10,89] 2 1 
+399986 b 1 [1,1,1,-312,1991] 0 1 
+399987 a 1 [1,-1,1,-18941,1027100] 2 2 2B 
+399987 a 2 [1,-1,1,-304646,64796456] 2 2 2B 
+399987 b 1 [1,-1,1,-2141,-36970] 1 1 
+399987 c 1 [1,-1,1,1534,957926] 0 1 
+399987 d 1 [1,-1,1,-928094,-350439204] 2 2 2B 
+399987 d 2 [1,-1,1,-14927639,-22195329222] 2 2 2B 
+399987 e 1 [1,-1,1,-4199,666866] 0 1 
+399987 f 1 [1,-1,0,-17804502,28920760609] 1 1 
+399987 g 1 [1,-1,0,-19266,1017449] 1 1 
+399988 a 1 [0,1,0,189044,-2286828] 0 1 
+399988 b 1 [0,-1,0,-1773,-28151] 2 1 3B 
+399988 b 2 [0,-1,0,-3293,28393] 2 1 3B 
+399988 c 1 [0,-1,0,-112030,-12613447] 1 1 2Cn 
+399988 d 1 [0,1,0,-640173,196928495] 1 3 3B.1.1 
+399988 d 2 [0,1,0,-1188893,-187614481] 1 1 3B.1.2 
+399988 e 1 [0,1,0,-310,1741] 0 1 2Cn 
+399988 f 1 [0,1,0,-18892,-929468] 0 1 
+399988 g 1 [0,-1,0,-82428,-9081784] 0 1 3B 
+399988 g 2 [0,-1,0,-10228,-24341976] 0 1 3B 
+399990 a 1 [1,1,0,-77833,11124037] 1 2 2B 
+399990 a 2 [1,1,0,-1357833,608372037] 1 2 2B 
+399990 b 1 [1,1,0,-2003,-12243] 1 2 2B 
+399990 b 2 [1,1,0,-17923,907933] 1 2 2B 
+399990 c 1 [1,1,0,-13720097,19554865281] 0 2 2B 
+399990 c 2 [1,1,0,-13968847,18808665031] 0 2 2B 
+399990 d 1 [1,1,0,-12647487,-16870420539] 1 2 2B 
+399990 d 2 [1,1,0,3192913,-56284503819] 1 2 2B 
+399990 e 1 [1,1,0,-1002,-576] 1 2 2B 
+399990 e 2 [1,1,0,-10952,435234] 1 2 2B 
+399990 f 1 [1,1,0,-13565497,-19230435419] 0 2 2B 
+399990 f 2 [1,1,0,-15565497,-13190035419] 0 2 2B 
+399990 g 1 [1,1,0,703,-33819] 0 1 
+399990 h 1 [1,0,1,-232444,68963642] 0 2 2B 
+399990 h 2 [1,0,1,-4307964,3440233786] 0 2 2B 
+399990 i 1 [1,0,1,77,1358] 0 1 
+399990 j 1 [1,0,1,-63653653,44152248848] 1 2 2B 
+399990 j 2 [1,0,1,247283847,348497873848] 1 2 2B 
+399990 k 1 [1,0,1,-38,-232] 1 1 
+399990 l 1 [1,1,1,151784,-884868391] 0 1 
+399990 m 1 [1,1,1,-23820,-1424355] 1 2 2B 
+399990 m 2 [1,1,1,-27800,-921283] 1 2 2B 
+399990 n 1 [1,1,1,620,1877] 1 2 2B 
+399990 n 2 [1,1,1,-2580,12117] 1 2 2B 
+399990 o 1 [1,1,1,-1195,15455] 1 1 
+399990 p 1 [1,1,1,-2082500,1157407685] 1 4 2B 
+399990 p 2 [1,1,1,-33332500,74057407685] 1 8 2Cs 
+399990 p 3 [1,1,1,-533320000,4740340747685] 1 4 2B 
+399990 p 4 [1,1,1,-33345000,73999067685] 1 4 2Cs 
+399990 p 5 [1,1,1,-23444750,118819479485] 1 2 2B 
+399990 p 6 [1,1,1,-43445250,25445145885] 1 2 2B 
+399990 q 1 [1,1,1,-500,4097] 1 1 
+399990 r 1 [1,1,1,-11523743100,-476148965467683] 1 1 
+399990 s 1 [1,1,1,-1510,21887] 0 2 2B 
+399990 s 2 [1,1,1,-840,42255] 0 2 2B 
+399990 t 1 [1,0,0,-7500,-347568] 1 2 2B 
+399990 t 2 [1,0,0,-132500,-18572568] 1 2 2B 
+399990 u 1 [1,0,0,-8465,299067] 1 1 
+399993 a 1 [1,1,1,-6820,-220804] 0 2 2B 
+399993 a 2 [1,1,1,-109285,-13951114] 0 2 2B 
+399993 b 1 [1,1,1,-24013,-1095238] 1 2 2B 
+399993 b 2 [1,1,1,57672,-6845862] 1 2 2B 
+399993 c 1 [1,1,1,-145682,-21462802] 1 2 2B 
+399993 c 2 [1,1,1,-147127,-21017164] 1 4 2Cs 
+399993 c 3 [1,1,1,-383682,63196416] 1 2 2B 
+399993 c 4 [1,1,1,66308,-76681012] 1 2 2B 
+399993 d 1 [1,0,0,-10143,-387504] 2 2 2B 
+399993 d 2 [1,0,0,142,-1134195] 2 2 2B 
+399993 e 1 [1,0,0,7768,111447] 1 2 2B 
+399993 e 2 [1,0,0,-33977,921300] 1 2 2B 
+399993 f 1 [1,0,1,-587,4985] 2 2 2B 
+399993 f 2 [1,0,1,-2032,-29695] 2 4 2Cs 
+399993 f 3 [1,0,1,3833,-168109] 2 2 2B 
+399993 f 4 [1,0,1,-31017,-2105021] 2 2 2B 
+399993 g 1 [1,0,1,14,839] 1 2 2B 
+399993 g 2 [1,0,1,-1251,16525] 1 2 2B 
+399993 h 1 [0,-1,1,-18703468620,984540609532487] 0 1 
+399993 i 1 [0,1,1,-265620602,1666163711729] 0 1 
+399993 j 1 [0,1,1,-412,-3311] 1 1 
+399994 a 1 [1,1,0,-1764,-29264] 1 1 
+399994 b 1 [1,0,0,-9841,-324503] 1 1 
+399996 a 1 [0,0,0,-2188200,579684724] 0 1 
+399996 b 1 [0,0,0,-127335,17489198] 1 1 
+399996 c 1 [0,0,0,-444,-16027] 1 2 2B 
+399996 c 2 [0,0,0,-12639,-545290] 1 2 2B 
+399998 a 1 [1,-1,1,-45,141] 1 1 
diff --git a/html/index.html b/html/index.html
index df628c0..402527a 100644
--- a/html/index.html
+++ b/html/index.html
@@ -24,7 +24,7 @@ <h2>
 University of Warwick, U.K.</h2>
 <p>
 <i>
-Updated <a href="https://raw.githubusercontent.com/JohnCremona/ecdata/master/doc/release_notes.md">2016-08-20</a> (last major update 2016-08-20)
+Updated <a href="https://raw.githubusercontent.com/JohnCremona/ecdata/master/doc/release_notes.md">2016-10-17</a> (last major update 2016-10-17)
 </i>
 </p>
 </center>
@@ -92,7 +92,7 @@ <h2>
 </p>
 
 <p>
-The tables currently contain data for conductors up to <b>390000</b>.
+The tables currently contain data for conductors up to <b>400000</b>.
 </p>
 
 
@@ -185,6 +185,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/count/count.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/count/count.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/count/count.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/count/count.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -247,6 +248,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allcurves/allcurves.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allcurves/allcurves.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allcurves/allcurves.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allcurves/allcurves.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -359,6 +361,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allgens/allgens.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allgens/allgens.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allgens/allgens.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allgens/allgens.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -459,6 +462,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/aplist/aplist.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/aplist/aplist.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/aplist/aplist.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/aplist/aplist.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -557,6 +561,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allbsd/allbsd.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allbsd/allbsd.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allbsd/allbsd.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allbsd/allbsd.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -639,6 +644,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allbigsha/allbigsha.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allbigsha/allbigsha.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allbigsha/allbigsha.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allbigsha/allbigsha.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -650,9 +656,9 @@ <h3>
 <br>
 <li>
 <a href="shas.html">shas.html</a><br>
-A summary table of large Shas.  Note that up to conductor 390000
-there are 187067 elliptic curves with non-trivial Sha, with ranks 0
-(172009 curves), 1 (15041 curves), 2 (17 curves, all with
+A summary table of large Shas.  Note that up to conductor 400000
+there are 192161 elliptic curves with non-trivial Sha, with ranks 0
+(176631 curves), 1 (15509 curves), 2 (21 curves, all with
 2-torsion).
 </li></ul>
 
@@ -706,6 +712,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/degphi/degphi.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/degphi/degphi.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/degphi/degphi.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/degphi/degphi.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -766,6 +773,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/alldegphi/alldegphi.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/alldegphi/alldegphi.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/alldegphi/alldegphi.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/alldegphi/alldegphi.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -836,6 +844,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allisog/allisog.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allisog/allisog.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allisog/allisog.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/allisog/allisog.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -908,6 +917,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/intpts/intpts.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/intpts/intpts.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/intpts/intpts.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/intpts/intpts.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -951,7 +961,7 @@ <h3>
 William Stein [Pure and Applied Mathematics Quarterly, Vol. 2 no.2
 (2006), pp. 617-636.]
 and <a href="https://raw.githubusercontent.com/JohnCremona/ecdata/master/doc/manin.txt">these
-notes</a> updating the results for all conductors to 390000.  These
+notes</a> updating the results for all conductors to 400000.  These
 updated results include the proof that Manin's constant is 1 in all
 cases, together with a list of which curves in the class might be
 optimal, given the incomplete modular symbol computations carried out
@@ -997,6 +1007,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/optimality/optimality.36">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/optimality/optimality.37">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/optimality/optimality.38">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/optimality/optimality.39">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -1064,6 +1075,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/galrep/galrep.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/galrep/galrep.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/galrep/galrep.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/galrep/galrep.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -1148,6 +1160,7 @@ <h3>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/2adic/2adic.360000-369999">360000-369999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/2adic/2adic.370000-379999">370000-379999</option>
 <option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/2adic/2adic.380000-389999">380000-389999</option>
+<option value="https://raw.githubusercontent.com/JohnCremona/ecdata/master/2adic/2adic.390000-399999">390000-399999</option>
 </select>
 <input type=button value="Fetch" onClick="JumpToIt(this.form)">
 </form>
@@ -1188,8 +1201,8 @@ <h3>
 
 <hr>
 <p><b>Recent update
-    notes</b>:&nbsp; <a href="https://raw.githubusercontent.com/JohnCremona/ecdata/master/doc/release_notes.md">20
-    August 2016</a>
+    notes</b>:&nbsp; <a href="https://raw.githubusercontent.com/JohnCremona/ecdata/master/doc/release_notes.md">17
+    October 2016</a>
 </p><hr>
 
 <tt>john dot cremona at gmail dot com</tt>
diff --git a/html/shas.html b/html/shas.html
index 7b8c519..e05f281 100644
--- a/html/shas.html
+++ b/html/shas.html
@@ -26,27 +26,27 @@ <H3 align=center>
 </thead>
 <tfoot >
 <tr>
-<th align=right>1-389999</th>
-<td align=right>187067</td>
-<td align=right>122223</td>
-<td align=right>38941</td>
-<td align=right>13732</td>
-<td align=right>6548</td>
-<td align=right>1753</td>
-<td align=right>1627</td>
-<td align=right>974</td>
-<td align=right>413</td>
-<td align=right>224</td>
-<td align=right>226</td>
-<td align=right>93</td>
-<td align=right>111</td>
+<th align=right>1-399999</th>
+<td align=right>192161</td>
+<td align=right>125537</td>
+<td align=right>39939</td>
+<td align=right>14136</td>
+<td align=right>6737</td>
+<td align=right>1818</td>
+<td align=right>1676</td>
+<td align=right>999</td>
+<td align=right>436</td>
+<td align=right>236</td>
+<td align=right>232</td>
+<td align=right>96</td>
+<td align=right>112</td>
 <td align=right>40</td>
 <td align=right>29</td>
-<td align=right>32</td>
-<td align=right>21</td>
+<td align=right>34</td>
+<td align=right>23</td>
 <td align=right>3</td>
 <td align=right>19</td>
-<td align=right>12</td>
+<td align=right>13</td>
 <td align=right>3</td>
 <td align=right>2</td>
 <td align=right>11</td>
@@ -1591,6 +1591,45 @@ <H3 align=center>
 <td align=right>&nbsp;</td>
 <td align=right>&nbsp;</td>
 </tr>
+<tr>
+<th align=right>390000-399999</th>
+<td align=right>5094</td>
+<td align=right>3314</td>
+<td align=right>998</td>
+<td align=right>404</td>
+<td align=right>189</td>
+<td align=right>65</td>
+<td align=right>49</td>
+<td align=right>25</td>
+<td align=right>23</td>
+<td align=right>12</td>
+<td align=right>6</td>
+<td align=right>3</td>
+<td align=right>1</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>2</td>
+<td align=right>2</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>1</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+<td align=right>&nbsp;</td>
+</tr>
 </tbody>
 </table>
 <br>
@@ -1613,26 +1652,26 @@ <H3 align=center>
 <tfoot >
 <tr>
 <th align=right>all ranks</th>
-<td align=right>187067</td>
-<td align=right>122223</td>
-<td align=right>38941</td>
-<td align=right>13732</td>
-<td align=right>6548</td>
-<td align=right>1753</td>
-<td align=right>1627</td>
-<td align=right>974</td>
-<td align=right>413</td>
-<td align=right>224</td>
-<td align=right>226</td>
-<td align=right>93</td>
-<td align=right>111</td>
+<td align=right>192161</td>
+<td align=right>125537</td>
+<td align=right>39939</td>
+<td align=right>14136</td>
+<td align=right>6737</td>
+<td align=right>1818</td>
+<td align=right>1676</td>
+<td align=right>999</td>
+<td align=right>436</td>
+<td align=right>236</td>
+<td align=right>232</td>
+<td align=right>96</td>
+<td align=right>112</td>
 <td align=right>40</td>
 <td align=right>29</td>
-<td align=right>32</td>
-<td align=right>21</td>
+<td align=right>34</td>
+<td align=right>23</td>
 <td align=right>3</td>
 <td align=right>19</td>
-<td align=right>12</td>
+<td align=right>13</td>
 <td align=right>3</td>
 <td align=right>2</td>
 <td align=right>11</td>
@@ -1658,26 +1697,26 @@ <H3 align=center>
 <tbody>
 <tr>
 <th align=right>r=0</th>
-<td align=right>172009</td>
-<td align=right>108515</td>
-<td align=right>37903</td>
-<td align=right>13499</td>
-<td align=right>6482</td>
-<td align=right>1752</td>
-<td align=right>1618</td>
-<td align=right>971</td>
-<td align=right>413</td>
-<td align=right>224</td>
-<td align=right>226</td>
-<td align=right>93</td>
-<td align=right>111</td>
+<td align=right>176631</td>
+<td align=right>111387</td>
+<td align=right>38880</td>
+<td align=right>13897</td>
+<td align=right>6668</td>
+<td align=right>1817</td>
+<td align=right>1667</td>
+<td align=right>996</td>
+<td align=right>436</td>
+<td align=right>236</td>
+<td align=right>232</td>
+<td align=right>96</td>
+<td align=right>112</td>
 <td align=right>40</td>
 <td align=right>29</td>
-<td align=right>32</td>
-<td align=right>21</td>
+<td align=right>34</td>
+<td align=right>23</td>
 <td align=right>3</td>
 <td align=right>19</td>
-<td align=right>12</td>
+<td align=right>13</td>
 <td align=right>3</td>
 <td align=right>2</td>
 <td align=right>11</td>
@@ -1697,11 +1736,11 @@ <H3 align=center>
 </tr>
 <tr>
 <th align=right>r=1</th>
-<td align=right>15041</td>
-<td align=right>13691</td>
-<td align=right>1038</td>
-<td align=right>233</td>
-<td align=right>66</td>
+<td align=right>15509</td>
+<td align=right>14129</td>
+<td align=right>1059</td>
+<td align=right>239</td>
+<td align=right>69</td>
 <td align=right>1</td>
 <td align=right>9</td>
 <td align=right>3</td>
@@ -1736,8 +1775,8 @@ <H3 align=center>
 </tr>
 <tr>
 <th align=right>r=2</th>
-<td align=right>17</td>
-<td align=right>17</td>
+<td align=right>21</td>
+<td align=right>21</td>
 <td align=right>&nbsp;</td>
 <td align=right>&nbsp;</td>
 <td align=right>&nbsp;</td>
diff --git a/html/table.html b/html/table.html
index 73fb3da..904b27c 100644
--- a/html/table.html
+++ b/html/table.html
@@ -5,7 +5,7 @@
 </HEAD>
 <BODY>
 <H3 align=center>
-Number of isogeny classes of curves of conductor N < 390000, sorted by rank
+Number of isogeny classes of curves of conductor N < 400000, sorted by rank
 </H3>
 <table border=2 align=center  cellpadding=3 rules=groups>
 <colgroup span=1>
@@ -18,12 +18,12 @@ <H3 align=center>
 </thead>
 <tfoot>
 <tr>
-<th align=right>1-389999</th>
-<td align=right>1698692</td>
-<td align=right>624791</td>
-<td align=right>854258</td>
-<td align=right>213631</td>
-<td align=right>6011</td>
+<th align=right>1-399999</th>
+<td align=right>1741002</td>
+<td align=right>639862</td>
+<td align=right>875337</td>
+<td align=right>219508</td>
+<td align=right>6294</td>
 <td align=right>1</td>
 </tr>
 </tfoot>
@@ -379,13 +379,22 @@ <H3 align=center>
 <td align=right>238</td>
 <td align=right>0</td>
 </tr>
+<tr>
+<th align=right>390000-399999</th>
+<td align=right>42310</td>
+<td align=right>15071</td>
+<td align=right>21079</td>
+<td align=right>5877</td>
+<td align=right>283</td>
+<td align=right>0</td>
+</tr>
 </tbody>
 </table>
 <P></P>
 <HR>
 <P></P>
 <H3 align=center>
-Total number of curves of conductor N < 390000
+Total number of curves of conductor N < 400000
 </H3>
 <table border=2 align=center cellpadding=3 rules=groups>
 <colgroup span=1>
@@ -400,9 +409,9 @@ <H3 align=center>
 </thead>
 <tfoot>
 <tr>
-<th align=right>1-389999</th>
-<td align=right>1698692</td>
-<td align=right>2425479</td>
+<th align=right>1-399999</th>
+<td align=right>1741002</td>
+<td align=right>2483649</td>
 </tr>
 </tfoot>
 <tbody>
@@ -601,6 +610,11 @@ <H3 align=center>
 <td align=right>43355</td>
 <td align=right>59913</td>
 </tr>
+<tr>
+<th align=right>390000-399999</th>
+<td align=right>42310</td>
+<td align=right>58170</td>
+</tr>
 </tbody>
 </table>
 <P></P>
diff --git a/intpts/intpts.390000-399999 b/intpts/intpts.390000-399999
new file mode 100644
index 0000000..5da6b54
--- /dev/null
+++ b/intpts/intpts.390000-399999
@@ -0,0 +1,58170 @@
+390003a1 [0,-1,1,-51,-151] []
+390005a1 [1,1,1,295,12022] [-19]
+390005a2 [1,1,1,-6360,182390] []
+390006a1 [1,-1,0,-4302,20074324] [-180]
+390006b1 [1,-1,0,-15513342,23522255252] []
+390006c1 [1,-1,0,-4329,112077] []
+390006d1 [1,-1,0,-10078461,12317717655] []
+390006e1 [1,-1,0,-153,-11907] [61]
+390006f1 [1,-1,1,-1058,-14911] [39]
+390009a1 [0,1,1,-17,53] []
+390010a1 [1,0,1,537,288906] [0]
+390010a2 [1,0,1,-4838,-7801544] []
+390010b1 [1,1,1,0,67] []
+390011a1 [1,-1,0,-197,-752] [16]
+390011a2 [1,-1,0,-2932,-60375] []
+390011b1 [1,0,1,4460,-887375] []
+390013a1 [0,-1,1,-18,9] []
+390014a1 [1,-1,0,-167,1709] [-14,-10,37,71,445]
+390014b1 [1,-1,1,824579,245512517] [-273,1295]
+390014b2 [1,-1,1,-4418301,2252486981] [-2321,1775,28431]
+390014b3 [1,-1,1,-63149821,193129926981] [5871]
+390014b4 [1,-1,1,-29572861,-60241501883] []
+390016a1 [0,1,0,-175,-951] [-8]
+390016b1 [0,1,0,-23,1] [-5,0,5]
+390016c1 [0,1,0,-32253,-2240261] []
+390016d1 [0,1,0,-93,-101] [-7,-2,33]
+390016e1 [0,1,0,-8063,276001] [55]
+390016f1 [0,1,0,-701,6907] []
+390016g1 [0,0,0,-4712,81440] [-76,-71,1,2956]
+390016h1 [0,0,0,-4712,-81440] [276]
+390016i1 [0,0,0,-1178,10180] []
+390016j1 [0,0,0,-1178,-10180] []
+390016k1 [0,-1,0,-175,951] [6]
+390016l1 [0,-1,0,-8063,-276001] []
+390016m1 [0,-1,0,-93,101] [47]
+390016n1 [0,-1,0,-32253,2240261] []
+390016o1 [0,-1,0,-23,-1] []
+390016p1 [0,-1,0,-701,-6907] []
+390017a1 [1,0,1,-95758,-11413295] []
+390017b1 [1,0,1,-23483,1383055] []
+390019a1 [1,-1,0,28,49] [0]
+390020a1 [0,1,0,-19541,-78116] [-13,-4]
+390020a2 [0,1,0,77964,-546140] [7]
+390024a1 [0,0,0,-348,2516] [-4,10]
+390024b1 [0,0,0,-1155,17678] [-17,2,22,31,271]
+390024c1 [0,0,0,-3132,-67932] []
+390026a1 [1,-1,0,-2938,61876] [-45,4,20,33,68,397]
+390026b1 [1,0,1,-2068,-62190] []
+390026c1 [1,0,1,-130,-572] [-7,26,3701]
+390026d1 [1,-1,0,6071,-550771] []
+390026e1 [1,0,0,-126,-1676] [50]
+390026f1 [1,1,1,-101738,12446247] [177]
+390026g1 [1,1,1,-90227,10867249] [-349,299]
+390026g2 [1,1,1,-1461747,679620401] [555]
+390027a1 [1,1,1,143709,106130340] []
+390027b1 [1,1,1,-10817017,13745878616] []
+390027c1 [1,1,1,-11924,-671236] []
+390027d1 [1,0,0,35,776] [-8,-4,1,113]
+390027d2 [1,0,0,-1080,13041] [-24,-9,-3,15,24,29,453]
+390029a1 [0,-1,1,-20,25] []
+390030a1 [1,0,1,-840233,-296527444] []
+390030b1 [1,1,1,-2441,-47437] [-29]
+390030b2 [1,1,1,-2491,-45457] []
+390030c1 [1,0,0,-1251796416,16974236160000] [11136,19328,35328]
+390030c2 [1,0,0,-596436416,34707884544000] [27136]
+390032a1 [0,-1,0,-100272,14427584] []
+390032a2 [0,-1,0,-8516752,9569472576] []
+390033a1 [1,-1,1,-1661,25940] [-20,9,18,21,30,144,246]
+390033a2 [1,-1,1,184,79076] [-36,-11,6,72,141,978]
+390033b1 [0,0,1,138132,197120] []
+390033c1 [0,0,1,15348,-7301] []
+390033d1 [0,0,1,1401,59661] []
+390034a1 [1,0,1,6524,243154] []
+390034b1 [1,-1,0,-34762,-2492428] []
+390034c1 [1,1,1,11,-165] [5,11,39,4063889]
+390035a1 [0,0,1,-358,2713] []
+390036a1 [0,1,0,-828,8100] [-33,0,12,36,51,936]
+390037a1 [1,0,1,-109316,13902291] []
+390038a1 [1,-1,0,-3640,-61916] [-48,-38,-26,95,117,359]
+390038b1 [1,-1,1,-189,-891] [-9,-7,19,47,91]
+390038c1 [1,1,1,-34662,2468707] [-191,-23,65,95,97,109,113,197,593,769,37249]
+390039a1 [0,-1,1,-8362,99264] [-44,1,93,516,143121]
+390039b1 [0,1,1,-223720,40538560] [290,362,371,1019,389891]
+390039c1 [0,-1,1,-93029,-10890388] []
+390039d1 [1,1,0,183,1638] [114]
+390039e1 [1,0,1,-14,-37] []
+390039f1 [0,-1,1,1266,-20239] []
+390040a1 [0,1,0,964,-129536] [44,156]
+390040a2 [0,1,0,-33336,-2269856] [-89]
+390040b1 [0,1,0,-96791,11512570] [-29,170,219]
+390040b2 [0,1,0,-48036,23155264] [-341,2,20,534]
+390040c1 [0,1,0,5762384,2047332720] [-348]
+390040c2 [0,1,0,-24862616,16943332720] [695]
+390040d1 [0,1,0,-164656,-3130266000] [1500]
+390040d2 [0,1,0,-33106376,-72334231376] [-3001]
+390040e1 [0,1,0,-73320,-7672400] [695]
+390040f1 [0,-1,0,6599,25901] []
+390040g1 [0,-1,0,-391120,-94020100] [1465]
+390040h1 [0,0,0,-39213083,-94540104218] [7231]
+390040h2 [0,0,0,-627458083,-6049579537218] [-14462]
+390040i1 [0,0,0,-37583,-3644718] [231]
+390040i2 [0,0,0,-650083,-201727218] [-469,-462,931]
+390040i3 [0,0,0,-699083,-169553818] [938]
+390040i4 [0,0,0,-10401083,-12911180618] [-1862]
+390040j1 [0,0,0,-8183,-711382] [119]
+390040j2 [0,0,0,-179683,-29283282] [-238]
+390040k1 [0,0,0,-4067,192766] []
+390040l1 [0,1,0,-19164896,32287224080] []
+390040m1 [0,1,0,-2760,226400] [-5,100]
+390040n1 [0,1,0,38964735,-49897067725] []
+390040o1 [0,-1,0,-12756,1072100] [-142]
+390040o2 [0,-1,0,-252856,48996060] [285]
+390040p1 [0,0,0,367892,174270068] []
+390041a1 [1,1,0,-38,71] [-2]
+390042a1 [1,-1,0,-7926,272868] [-56,49,61,11944]
+390042a2 [1,-1,0,-39381,-2774539] [-134,-89,314,919,3259]
+390042b1 [1,-1,0,-14328,-547520] [176,299]
+390042c1 [1,-1,0,-192282,-32405068] []
+390042d1 [1,-1,0,-501,2241845] []
+390042e1 [1,-1,0,-24666,1493540] [23,83,188]
+390042f1 [1,-1,0,-9843,377333] []
+390042g1 [1,-1,1,-1094,-13611] [-19,41]
+390042h1 [1,-1,1,-56,-83013] [45,177,525,2073]
+390042i1 [1,-1,1,-2741,-54403] [87,93,46693]
+390042j1 [1,-1,1,-21365,1207309] [83]
+390042k1 [1,-1,1,-128954,14911993] [-79]
+390042l1 [1,-1,1,-4376,104219] [61]
+390042l2 [1,-1,1,-71336,-7296101] []
+390045a1 [0,1,1,-115,-194] [-10,140]
+390047a1 [1,-1,0,-1163,15560] [20]
+390047a2 [1,-1,0,-1198,14601] []
+390048a1 [0,-1,0,-4259730,3385349136] [1192]
+390048a2 [0,-1,0,-4262120,3381362616] [-2383]
+390048b1 [0,-1,0,46,264] [-4]
+390048b2 [0,-1,0,-464,3528] [9]
+390048c1 [0,1,0,-4259730,-3385349136] [-1192]
+390048c2 [0,1,0,-4262120,-3381362616] [2383]
+390048d1 [0,1,0,46,-264] [4,10,21]
+390048d2 [0,1,0,-464,-3528] [-9,27]
+390050a1 [1,-1,0,-4798417,-4105772009] []
+390050b1 [1,1,0,21190,277300] []
+390050c1 [1,0,1,-11251,458398] [32,62]
+390050d1 [1,0,1,6749,-5241602] []
+390050e1 [1,0,1,-148901,-24173552] []
+390050f1 [1,0,1,-57876,5402898] [-18,156]
+390050g1 [1,-1,1,-2980005,-1979988003] [2439,5629]
+390050h1 [1,0,0,-163,1317] []
+390050i1 [1,0,0,529737,33603017] []
+390051a1 [1,-1,1,-941,3516] [-28,2,29,129]
+390051a2 [1,-1,1,-8636,-304284] [-55,513]
+390051b1 [1,-1,1,-599,-4242] [-19,57]
+390051b2 [1,-1,1,-3164,65526] []
+390051c1 [1,-1,1,-8800529,10050932000] [1713]
+390051c2 [1,-1,1,-8800574,10050824108] [1707,1719]
+390051c3 [1,-1,1,-8492639,10786542410] []
+390051c4 [1,-1,1,-9109229,9308200178] []
+390051d1 [1,-1,1,-86,888] [12]
+390051e1 [0,0,1,6007830,3885819844] []
+390051f1 [0,0,1,-1939215,-1039410455] []
+390051g1 [0,0,1,-14043,14018881] []
+390054a1 [1,1,0,-142,4660] [-20,-4,43]
+390054a2 [1,1,0,-5182,140740] [-24,48,59]
+390054b1 [1,1,0,-53851,5678365] [294]
+390054c1 [1,1,0,943,4023] [-1,9,73]
+390054d1 [1,1,0,-255059,-49686735] []
+390054e1 [1,1,0,-1139714,-460135692] [-684]
+390054e2 [1,1,0,-2450434,793699060] [-1708,340]
+390054e3 [1,1,0,-33935874,76050197748] []
+390054e4 [1,1,0,8063486,5808838900] []
+390054f1 [1,0,1,-571343,166366082] [-873,-684,-144,-6,135,423,450,471,702,828,1479,8199]
+390054f2 [1,0,1,-9144383,10642620962] [-3337,-576,1683,1746,1755,1836,2199,2208,4419,8388]
+390054g1 [1,0,1,-31062,-12076976] [296]
+390054h1 [1,0,1,-20563301,-50434310320] [5459]
+390054h2 [1,0,1,-364770661,-2681142321328] []
+390054i1 [1,0,1,-1741401,884348092] [763,770,812,875,1547,14315]
+390054i2 [1,0,1,-1768841,855031196] [-777,168,555,924,1554,5439]
+390054j1 [1,0,1,-95196,362578714] [2]
+390054j2 [1,0,1,856629,-9781439114] []
+390054k1 [1,0,1,-1,-2380] []
+390054l1 [1,0,1,-255,-6446] [23]
+390054l2 [1,0,1,-6975,-224174] []
+390054m1 [1,0,1,107460,-5383814] [49]
+390054m2 [1,0,1,-465980,-44836486] []
+390054n1 [1,0,1,-2729892,1736661922] [770,890]
+390054o1 [1,1,1,-82606129,288944738255] [5247,5251]
+390054o2 [1,1,1,-82606209,288944150511] [4753,5239,5255,5757]
+390054o3 [1,1,1,-81347469,298177763655] [5271]
+390054o4 [1,1,1,-83866229,279672923351] [4251,6259]
+390054o5 [1,1,1,64346761,1161895925027] []
+390054o6 [1,1,1,-252239539,-1195883416165] []
+390054p1 [1,1,1,-19334,1026947] [-159,-31,9,65,79,81,93,99,161,205,345,7289]
+390054q1 [1,1,1,-105476,17583365] [-355,-35,167,317,989]
+390054r1 [1,1,1,-5401,-279505] []
+390054s1 [1,1,1,3019557850,-133613030485267] []
+390054t1 [1,1,1,1284,-6579] [5]
+390054t2 [1,1,1,-5576,-61459] []
+390054u1 [1,0,0,-4477,121841] [-74,2,20,34,74,146,592]
+390054v1 [1,0,0,246,-3420] [12,66]
+390054w1 [1,0,0,15907,1815729] [66,354]
+390054x1 [1,0,0,-758295,380264139] []
+390054y1 [1,0,0,-4564,-569968] [104,224,2144]
+390056a1 [0,1,0,-145,-701] []
+390057a1 [0,-1,1,11806,392582] []
+390057b1 [0,-1,1,-189,-952] []
+390057c1 [0,1,1,-419,11129] [1]
+390057c2 [0,1,1,3721,-279706] []
+390057d1 [1,1,0,-80,243] [-2]
+390057e1 [1,0,1,-518291,137515025] []
+390057f1 [1,0,1,-210,-857] []
+390060a1 [0,0,0,-384888,120382468] [-732,-523,236,368,596,1908,7496]
+390060b1 [0,0,0,-22573983,-42987243818] []
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+399978h1 [1,-1,1,-38,133] [-7,-1,11]
+399984a1 [0,-1,0,78,-321] [5,1333]
+399984b1 [0,-1,0,-4212,-104949] [91,179,13091]
+399984c1 [0,-1,0,-2432,-45369] []
+399984d1 [0,-1,0,64,-213] [7]
+399984e1 [0,-1,0,-5416,-136208] [-36,122]
+399984f1 [0,-1,0,-2566,-107513] []
+399984g1 [0,-1,0,-2123264,1189896192] []
+399984h1 [0,1,0,-26,-69] []
+399984i1 [0,1,0,1440072,2565695412] []
+399984j1 [0,1,0,-71843,-29182848] [384]
+399984j2 [0,1,0,-1928308,-1028703604] [-769]
+399984k1 [0,1,0,-149440,-22784989] [509,1445]
+399984l1 [0,1,0,-1472,8580] [6]
+399984l2 [0,1,0,5288,70772] [-13]
+399984m1 [0,1,0,-87056,-10030188] []
+399986a1 [1,-1,1,-10,89] [3,11,17]
+399986b1 [1,1,1,-312,1991] []
+399987a1 [1,-1,1,-18941,1027100] [-159,66,93,184,73308]
+399987a2 [1,-1,1,-304646,64796456] [258,324,1206]
+399987b1 [1,-1,1,-2141,-36970] [-26,55]
+399987c1 [1,-1,1,1534,957926] []
+399987d1 [1,-1,1,-928094,-350439204] [1115,4743]
+399987d2 [1,-1,1,-14927639,-22195329222] [1018796]
+399987e1 [1,-1,1,-4199,666866] []
+399987f1 [1,-1,0,-17804502,28920760609] []
+399987g1 [1,-1,0,-19266,1017449] []
+399988a1 [0,1,0,189044,-2286828] []
+399988b1 [0,-1,0,-1773,-28151] [-24]
+399988b2 [0,-1,0,-3293,28393] [-24,-16,-1,467]
+399988c1 [0,-1,0,-112030,-12613447] [-236]
+399988d1 [0,1,0,-640173,196928495] [481]
+399988d2 [0,1,0,-1188893,-187614481] [1418]
+399988e1 [0,1,0,-310,1741] []
+399988f1 [0,1,0,-18892,-929468] []
+399988g1 [0,-1,0,-82428,-9081784] []
+399988g2 [0,-1,0,-10228,-24341976] []
+399990a1 [1,1,0,-77833,11124037] [-334]
+399990a2 [1,1,0,-1357833,608372037] []
+399990b1 [1,1,0,-2003,-12243] [-42,-26,157]
+399990b2 [1,1,0,-17923,907933] [-86,66,173]
+399990c1 [1,1,0,-13720097,19554865281] [2142]
+399990c2 [1,1,0,-13968847,18808665031] []
+399990d1 [1,1,0,-12647487,-16870420539] [-1778,54014981]
+399990d2 [1,1,0,3192913,-56284503819] []
+399990e1 [1,1,0,-1002,-576] [-32,58]
+399990e2 [1,1,0,-10952,435234] []
+399990f1 [1,1,0,-13565497,-19230435419] [-2158]
+399990f2 [1,1,0,-15565497,-13190035419] []
+399990g1 [1,1,0,703,-33819] []
+399990h1 [1,0,1,-232444,68963642] [-591]
+399990h2 [1,0,1,-4307964,3440233786] []
+399990i1 [1,0,1,77,1358] []
+399990j1 [1,0,1,-63653653,44152248848] [699]
+399990j2 [1,0,1,247283847,348497873848] [53324]
+399990k1 [1,0,1,-38,-232] []
+399990l1 [1,1,1,151784,-884868391] []
+399990m1 [1,1,1,-23820,-1424355] [-91]
+399990m2 [1,1,1,-27800,-921283] [-123]
+399990n1 [1,1,1,620,1877] [-3,1,157]
+399990n2 [1,1,1,-2580,12117] [-45,55,161]
+399990o1 [1,1,1,-1195,15455] []
+399990p1 [1,1,1,-2082500,1157407685] [-1667,833]
+399990p2 [1,1,1,-33332500,74057407685] [-6667,3283,3333,3383]
+399990p3 [1,1,1,-533320000,4740340747685] [13333]
+399990p4 [1,1,1,-33345000,73999067685] [3233,3433]
+399990p5 [1,1,1,-23444750,118819479485] []
+399990p6 [1,1,1,-43445250,25445145885] []
+399990q1 [1,1,1,-500,4097] [1]
+399990r1 [1,1,1,-11523743100,-476148965467683] []
+399990s1 [1,1,1,-1510,21887] [21]
+399990s2 [1,1,1,-840,42255] []
+399990t1 [1,0,0,-7500,-347568] [104]
+399990t2 [1,0,0,-132500,-18572568] [2254]
+399990u1 [1,0,0,-8465,299067] []
+399993a1 [1,1,1,-6820,-220804] [95]
+399993a2 [1,1,1,-109285,-13951114] []
+399993b1 [1,1,1,-24013,-1095238] [-51,390]
+399993b2 [1,1,1,57672,-6845862] [164,1498]
+399993c1 [1,1,1,-145682,-21462802] [-221]
+399993c2 [1,1,1,-147127,-21017164] [-255,-187,2022]
+399993c3 [1,1,1,-383682,63196416] []
+399993c4 [1,1,1,66308,-76681012] [436,8026]
+399993d1 [1,0,0,-10143,-387504] [-63,-52,117,135,432,2940]
+399993d2 [1,0,0,142,-1134195] [124,259,313,685,949,1708,5089,14635,30228]
+399993e1 [1,0,0,7768,111447] [-14,283]
+399993e2 [1,0,0,-33977,921300] []
+399993f1 [1,0,1,-587,4985] [17]
+399993f2 [1,0,1,-2032,-29695] [-17,51,175]
+399993f3 [1,0,1,3833,-168109] []
+399993f4 [1,0,1,-31017,-2105021] [329,2813]
+399993g1 [1,0,1,14,839] [-9,7,145719]
+399993g2 [1,0,1,-1251,16525] [5,41]
+399993h1 [0,-1,1,-18703468620,984540609532487] []
+399993i1 [0,1,1,-265620602,1666163711729] []
+399993j1 [0,1,1,-412,-3311] []
+399994a1 [1,1,0,-1764,-29264] []
+399994b1 [1,0,0,-9841,-324503] [-54,114,5322]
+399996a1 [0,0,0,-2188200,579684724] []
+399996b1 [0,0,0,-127335,17489198] [206]
+399996c1 [0,0,0,-444,-16027] [31]
+399996c2 [0,0,0,-12639,-545290] [-62]
+399998a1 [1,-1,1,-45,141] [5]
diff --git a/optimality/optimality.39 b/optimality/optimality.39
new file mode 100644
index 0000000..1f100b1
--- /dev/null
+++ b/optimality/optimality.39
@@ -0,0 +1,12006 @@
+390005a: c=1; 2 possible optimal curves: E1 E2 
+390010a: c=1; optimal curve is E1
+390011a: c=1; optimal curve is E1
+390014b: c=1; 3 possible optimal curves: E1 E2 E3 
+390020a: c=1; optimal curve is E1
+390026g: c=1; 2 possible optimal curves: E1 E2 
+390027d: c=1; 2 possible optimal curves: E1 E2 
+390030b: c=1; 2 possible optimal curves: E1 E2 
+390030c: c=1; optimal curve is E1
+390032a: c=1; 2 possible optimal curves: E1 E2 
+390033a: c=1; optimal curve is E1
+390040a: c=1; 2 possible optimal curves: E1 E2 
+390040b: c=1; optimal curve is E1
+390040c: c=1; 2 possible optimal curves: E1 E2 
+390040d: c=1; 2 possible optimal curves: E1 E2 
+390040h: c=1; 2 possible optimal curves: E1 E2 
+390040i: c=1; 3 possible optimal curves: E1 E2 E3 
+390040j: c=1; 2 possible optimal curves: E1 E2 
+390040o: c=1; 2 possible optimal curves: E1 E2 
+390042a: c=1; optimal curve is E1
+390042l: c=1; optimal curve is E1
+390047a: c=1; optimal curve is E1
+390048a: c=1; optimal curve is E1
+390048b: c=1; 2 possible optimal curves: E1 E2 
+390048c: c=1; 2 possible optimal curves: E1 E2 
+390048d: c=1; 2 possible optimal curves: E1 E2 
+390051a: c=1; optimal curve is E1
+390051b: c=1; 2 possible optimal curves: E1 E2 
+390051c: c=1; optimal curve is E1
+390054a: c=1; 2 possible optimal curves: E1 E2 
+390054e: c=1; 3 possible optimal curves: E1 E2 E3 
+390054f: c=1; 2 possible optimal curves: E1 E2 
+390054h: c=1; 2 possible optimal curves: E1 E2 
+390054i: c=1; optimal curve is E1
+390054j: c=1; optimal curve is E1
+390054l: c=1; 2 possible optimal curves: E1 E2 
+390054m: c=1; 2 possible optimal curves: E1 E2 
+390054o: c=1; optimal curve is E1
+390054t: c=1; 2 possible optimal curves: E1 E2 
+390057c: c=1; optimal curve is E1
+390060m: c=1; 2 possible optimal curves: E1 E2 
+390060t: c=1; 2 possible optimal curves: E1 E2 
+390060y: c=1; optimal curve is E1
+390065e: c=1; optimal curve is E1
+390065g: c=1; optimal curve is E1
+390070f: c=1; 2 possible optimal curves: E1 E2 
+390070l: c=1; optimal curve is E1
+390075c: c=1; optimal curve is E1
+390078a: c=1; 2 possible optimal curves: E1 E2 
+390078b: c=1; 2 possible optimal curves: E1 E2 
+390078c: c=1; optimal curve is E1
+390078k: c=1; optimal curve is E1
+390078o: c=1; optimal curve is E1
+390078q: c=1; 2 possible optimal curves: E1 E2 
+390078r: c=1; optimal curve is E1
+390078s: c=1; optimal curve is E1
+390080e: c=1; 3 possible optimal curves: E1 E2 E3 
+390080f: c=1; optimal curve is E1
+390080g: c=1; optimal curve is E1
+390080h: c=1; 3 possible optimal curves: E1 E2 E3 
+390080i: c=1; optimal curve is E1
+390080j: c=1; optimal curve is E1
+390082b: c=1; 2 possible optimal curves: E1 E2 
+390082f: c=1; 2 possible optimal curves: E1 E2 
+390084a: c=1; 2 possible optimal curves: E1 E2 
+390090a: c=1; 2 possible optimal curves: E1 E2 
+390093a: c=1; optimal curve is E1
+390096d: c=1; 2 possible optimal curves: E1 E2 
+390096g: c=1; 2 possible optimal curves: E1 E2 
+390096w: c=1; 2 possible optimal curves: E1 E2 
+390096x: c=1; 2 possible optimal curves: E1 E2 
+390096ba: c=1; 2 possible optimal curves: E1 E2 
+390096bb: c=1; 2 possible optimal curves: E1 E2 
+390096bu: c=1; 2 possible optimal curves: E1 E2 
+390096bx: c=1; 2 possible optimal curves: E1 E2 
+390100a: c=1; optimal curve is E1
+390102a: c=1; optimal curve is E1
+390104f: c=1; 3 possible optimal curves: E1 E2 E3 
+390108b: c=1; 2 possible optimal curves: E1 E2 
+390114c: c=1; optimal curve is E1
+390116a: c=1; optimal curve is E1
+390117a: c=1; 2 possible optimal curves: E1 E2 
+390117b: c=1; optimal curve is E1
+390117c: c=1; 3 possible optimal curves: E1 E2 E3 
+390117d: c=1; optimal curve is E1
+390120e: c=1; 2 possible optimal curves: E1 E2 
+390126a: c=1; 3 possible optimal curves: E1 E2 E3 
+390126c: c=1; 2 possible optimal curves: E1 E2 
+390126e: c=1; optimal curve is E1
+390126g: c=1; optimal curve is E1
+390126k: c=1; optimal curve is E1
+390126n: c=1; optimal curve is E1
+390126u: c=1; optimal curve is E1
+390130b: c=1; optimal curve is E1
+390132d: c=1; optimal curve is E1
+390133a: c=1; optimal curve is E1
+390133b: c=1; 2 possible optimal curves: E1 E2 
+390135b: c=1; 2 possible optimal curves: E1 E2 
+390135f: c=1; 2 possible optimal curves: E1 E2 
+390138a: c=1; 2 possible optimal curves: E1 E2 
+390138c: c=1; optimal curve is E1
+390138d: c=1; optimal curve is E1
+390138f: c=1; optimal curve is E1
+390150e: c=1; 2 possible optimal curves: E1 E2 
+390150f: c=1; optimal curve is E1
+390150i: c=1; optimal curve is E1
+390150m: c=1; 2 possible optimal curves: E1 E2 
+390150q: c=1; optimal curve is E1
+390150y: c=1; optimal curve is E1
+390150z: c=1; optimal curve is E1
+390150bj: c=1; optimal curve is E1
+390150bk: c=1; optimal curve is E1
+390150bl: c=1; 2 possible optimal curves: E1 E2 
+390150bo: c=1; optimal curve is E1
+390150bp: c=1; 2 possible optimal curves: E1 E2 
+390150bq: c=1; optimal curve is E1
+390150br: c=1; 2 possible optimal curves: E1 E2 
+390150bt: c=1; optimal curve is E1
+390150cj: c=1; optimal curve is E1
+390150ck: c=1; optimal curve is E1
+390150cl: c=1; optimal curve is E1
+390150co: c=1; 2 possible optimal curves: E1 E2 
+390150cp: c=1; 2 possible optimal curves: E1 E2 
+390150cs: c=1; optimal curve is E1
+390150ct: c=1; optimal curve is E1
+390150da: c=1; optimal curve is E1
+390150db: c=1; 2 possible optimal curves: E1 E2 
+390150dc: c=1; optimal curve is E1
+390150dd: c=1; optimal curve is E1
+390150de: c=1; 2 possible optimal curves: E1 E2 
+390150df: c=1; optimal curve is E1
+390150ds: c=1; optimal curve is E1
+390150dx: c=1; optimal curve is E1
+390150ea: c=1; 2 possible optimal curves: E1 E2 
+390150ec: c=1; optimal curve is E1
+390150ei: c=1; 2 possible optimal curves: E1 E2 
+390150el: c=1; optimal curve is E1
+390150eq: c=1; 2 possible optimal curves: E1 E2 
+390150eu: c=1; optimal curve is E1
+390150ev: c=1; optimal curve is E1
+390150fa: c=1; 2 possible optimal curves: E1 E2 
+390150fb: c=1; optimal curve is E1
+390150fe: c=1; optimal curve is E1
+390150fk: c=1; 2 possible optimal curves: E1 E2 
+390150fn: c=1; optimal curve is E1
+390150fr: c=1; 2 possible optimal curves: E1 E2 
+390150ft: c=1; optimal curve is E1
+390150fu: c=1; optimal curve is E1
+390150fv: c=1; 2 possible optimal curves: E1 E2 
+390150fw: c=1; optimal curve is E1
+390150gp: c=1; 2 possible optimal curves: E1 E2 
+390150gq: c=1; optimal curve is E1
+390150gr: c=1; 2 possible optimal curves: E1 E2 
+390150gy: c=1; 2 possible optimal curves: E1 E2 
+390150gz: c=1; optimal curve is E1
+390150ha: c=1; optimal curve is E1
+390150hb: c=1; 2 possible optimal curves: E1 E2 
+390150hc: c=1; optimal curve is E1
+390150hd: c=1; optimal curve is E1
+390150hj: c=1; optimal curve is E1
+390150hk: c=1; optimal curve is E1
+390150ho: c=1; optimal curve is E1
+390150hp: c=1; optimal curve is E1
+390150hw: c=1; optimal curve is E1
+390150hy: c=1; 2 possible optimal curves: E1 E2 
+390150ic: c=1; 2 possible optimal curves: E1 E2 
+390150ii: c=1; 2 possible optimal curves: E1 E2 
+390156b: c=1; optimal curve is E1
+390156c: c=1; 2 possible optimal curves: E1 E2 
+390156d: c=1; optimal curve is E1
+390159a: c=1; optimal curve is E1
+390162a: c=1; optimal curve is E1
+390163a: c=1; 2 possible optimal curves: E1 E2 
+390165e: c=1; 3 possible optimal curves: E1 E2 E3 
+390165f: c=1; 2 possible optimal curves: E1 E2 
+390165h: c=1; 2 possible optimal curves: E1 E2 
+390165j: c=1; optimal curve is E1
+390165o: c=1; optimal curve is E1
+390165q: c=1; 3 possible optimal curves: E1 E2 E3 
+390165s: c=1; 2 possible optimal curves: E1 E2 
+390166c: c=1; 2 possible optimal curves: E1 E2 
+390166d: c=1; 2 possible optimal curves: E1 E2 
+390166g: c=1; 2 possible optimal curves: E1 E2 
+390166h: c=1; 2 possible optimal curves: E1 E2 
+390166j: c=1; 2 possible optimal curves: E1 E2 
+390168a: c=1; 2 possible optimal curves: E1 E2 
+390168d: c=1; 2 possible optimal curves: E1 E2 
+390172b: c=1; optimal curve is E1
+390180b: c=1; optimal curve is E1
+390180d: c=1; optimal curve is E1
+390180e: c=1; optimal curve is E1
+390180f: c=1; optimal curve is E1
+390180g: c=1; optimal curve is E1
+390180h: c=1; optimal curve is E1
+390180i: c=1; optimal curve is E1
+390182b: c=1; optimal curve is E1
+390184a: c=1; optimal curve is E1
+390184b: c=1; 2 possible optimal curves: E1 E2 
+390184c: c=1; 2 possible optimal curves: E1 E2 
+390185a: c=1; optimal curve is E1
+390186a: c=1; optimal curve is E1
+390186f: c=1; optimal curve is E1
+390192b: c=1; optimal curve is E1
+390194b: c=1; optimal curve is E1
+390194c: c=1; optimal curve is E1
+390195d: c=1; optimal curve is E1
+390195e: c=1; 2 possible optimal curves: E1 E2 
+390195g: c=1; 2 possible optimal curves: E1 E2 
+390195h: c=1; 2 possible optimal curves: E1 E2 
+390195i: c=1; 2 possible optimal curves: E1 E2 
+390195k: c=1; optimal curve is E1
+390195l: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+390195m: c=1; 3 possible optimal curves: E1 E2 E3 
+390195n: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+390195o: c=1; optimal curve is E1
+390195q: c=1; optimal curve is E1
+390195r: c=1; 2 possible optimal curves: E1 E2 
+390195s: c=1; 2 possible optimal curves: E1 E2 
+390195t: c=1; 3 possible optimal curves: E1 E2 E3 
+390195u: c=1; optimal curve is E1
+390195v: c=1; optimal curve is E1
+390195w: c=1; 2 possible optimal curves: E1 E2 
+390197b: c=1; 2 possible optimal curves: E1 E2 
+390198d: c=1; optimal curve is E1
+390198f: c=1; optimal curve is E1
+390200a: c=1; 2 possible optimal curves: E1 E2 
+390203a: c=1; optimal curve is E1
+390208e: c=1; 2 possible optimal curves: E1 E2 
+390208i: c=1; 2 possible optimal curves: E1 E2 
+390208j: c=1; 2 possible optimal curves: E1 E2 
+390208l: c=1; optimal curve is E1
+390208q: c=1; 2 possible optimal curves: E1 E2 
+390208r: c=1; 2 possible optimal curves: E1 E2 
+390208w: c=1; 3 possible optimal curves: E1 E2 E3 
+390208ba: c=1; 2 possible optimal curves: E1 E2 
+390208bg: c=1; 2 possible optimal curves: E1 E2 
+390208bh: c=1; 2 possible optimal curves: E1 E2 
+390210c: c=1; 2 possible optimal curves: E1 E2 
+390210e: c=1; 2 possible optimal curves: E1 E2 
+390210h: c=1; 2 possible optimal curves: E1 E2 
+390216b: c=1; 2 possible optimal curves: E1 E2 
+390218c: c=1; optimal curve is E1
+390220c: c=1; optimal curve is E1
+390222a: c=1; 2 possible optimal curves: E1 E2 
+390222c: c=1; 3 possible optimal curves: E1 E2 E3 
+390222f: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+390222h: c=1; 2 possible optimal curves: E1 E2 
+390222i: c=1; optimal curve is E1
+390222m: c=1; optimal curve is E1
+390222n: c=1; optimal curve is E1
+390222p: c=1; optimal curve is E1
+390222q: c=1; 2 possible optimal curves: E1 E2 
+390222s: c=1; 2 possible optimal curves: E1 E2 
+390225m: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+390225n: c=1; 2 possible optimal curves: E1 E2 
+390225p: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+390225u: c=1; 2 possible optimal curves: E1 E2 
+390225v: c=1; 2 possible optimal curves: E1 E2 
+390225bc: c=1; optimal curve is E1
+390225bg: c=1; 3 possible optimal curves: E1 E2 E3 
+390225bj: c=1; optimal curve is E1
+390236e: c=1; optimal curve is E1
+390236h: c=1; 2 possible optimal curves: E1 E2 
+390240e: c=1; 2 possible optimal curves: E1 E2 
+390240f: c=1; 2 possible optimal curves: E1 E2 
+390240i: c=1; 2 possible optimal curves: E1 E2 
+390240m: c=1; 2 possible optimal curves: E1 E2 
+390240n: c=1; 2 possible optimal curves: E1 E2 
+390240r: c=1; 2 possible optimal curves: E1 E2 
+390240u: c=1; optimal curve is E1
+390240v: c=1; 2 possible optimal curves: E1 E2 
+390240ba: c=1; 2 possible optimal curves: E1 E2 
+390240bl: c=1; 2 possible optimal curves: E1 E2 
+390246a: c=1; optimal curve is E1
+390246f: c=1; optimal curve is E1
+390246g: c=1; 2 possible optimal curves: E1 E2 
+390246h: c=1; 2 possible optimal curves: E1 E2 
+390246i: c=1; optimal curve is E1
+390246j: c=1; 2 possible optimal curves: E1 E2 
+390247a: c=1; optimal curve is E1
+390253a: c=1; optimal curve is E1
+390260c: c=1; 2 possible optimal curves: E1 E2 
+390264i: c=1; 3 possible optimal curves: E1 E2 E3 
+390264j: c=1; 3 possible optimal curves: E1 E2 E3 
+390264k: c=1; 2 possible optimal curves: E1 E2 
+390264n: c=1; 2 possible optimal curves: E1 E2 
+390267b: c=1; 2 possible optimal curves: E1 E2 
+390270d: c=1; 2 possible optimal curves: E1 E2 
+390270f: c=1; optimal curve is E1
+390270h: c=1; optimal curve is E1
+390270j: c=1; 3 possible optimal curves: E1 E2 E3 
+390270l: c=1; 2 possible optimal curves: E1 E2 
+390270m: c=1; 2 possible optimal curves: E1 E2 
+390270n: c=1; optimal curve is E1
+390276a: c=1; optimal curve is E1
+390276e: c=1; 2 possible optimal curves: E1 E2 
+390286a: c=1; optimal curve is E1
+390286b: c=1; 2 possible optimal curves: E1 E2 
+390288e: c=1; 3 possible optimal curves: E1 E2 E3 
+390288h: c=1; 2 possible optimal curves: E1 E2 
+390288n: c=1; optimal curve is E1
+390290a: c=1; 2 possible optimal curves: E1 E2 
+390291a: c=1; optimal curve is E1
+390294h: c=1; optimal curve is E1
+390294l: c=1; 2 possible optimal curves: E1 E2 
+390294m: c=1; optimal curve is E1
+390302e: c=1; optimal curve is E1
+390302g: c=1; 2 possible optimal curves: E1 E2 
+390302i: c=1; optimal curve is E1
+390306b: c=1; 2 possible optimal curves: E1 E2 
+390306e: c=1; optimal curve is E1
+390306f: c=1; 2 possible optimal curves: E1 E2 
+390310b: c=1; optimal curve is E1
+390313b: c=1; optimal curve is E1
+390313c: c=1; 2 possible optimal curves: E1 E2 
+390313e: c=1; optimal curve is E1
+390313f: c=1; 2 possible optimal curves: E1 E2 
+390313h: c=1; optimal curve is E1
+390313j: c=1; 2 possible optimal curves: E1 E2 
+390313k: c=1; 2 possible optimal curves: E1 E2 
+390313l: c=1; optimal curve is E1
+390318c: c=1; optimal curve is E1
+390320d: c=1; 2 possible optimal curves: E1 E2 
+390320e: c=1; 2 possible optimal curves: E1 E2 
+390320f: c=1; 2 possible optimal curves: E1 E2 
+390320h: c=1; 2 possible optimal curves: E1 E2 
+390320l: c=1; optimal curve is E1
+390320m: c=1; 3 possible optimal curves: E1 E2 E3 
+390320n: c=1; 2 possible optimal curves: E1 E2 
+390320o: c=1; 2 possible optimal curves: E1 E2 
+390320p: c=1; optimal curve is E1
+390320q: c=1; 3 possible optimal curves: E1 E2 E3 
+390320r: c=1; 2 possible optimal curves: E1 E2 
+390320s: c=1; optimal curve is E1
+390320x: c=1; 2 possible optimal curves: E1 E2 
+390320y: c=1; 2 possible optimal curves: E1 E2 
+390321b: c=1; 2 possible optimal curves: E1 E2 
+390324e: c=1; optimal curve is E1
+390328a: c=1; 2 possible optimal curves: E1 E2 
+390330d: c=1; 2 possible optimal curves: E1 E2 
+390330g: c=1; optimal curve is E1
+390332b: c=1; optimal curve is E1
+390336d: c=1; optimal curve is E1
+390336e: c=1; optimal curve is E1
+390336f: c=1; 2 possible optimal curves: E1 E2 
+390336g: c=1; optimal curve is E1
+390336k: c=1; 2 possible optimal curves: E1 E2 
+390336l: c=1; optimal curve is E1
+390336m: c=1; optimal curve is E1
+390336n: c=1; optimal curve is E1
+390336p: c=1; optimal curve is E1
+390336q: c=1; optimal curve is E1
+390336r: c=1; 2 possible optimal curves: E1 E2 
+390336s: c=1; 2 possible optimal curves: E1 E2 
+390336t: c=1; optimal curve is E1
+390336u: c=1; 3 possible optimal curves: E1 E2 E3 
+390336w: c=1; 2 possible optimal curves: E1 E2 
+390336x: c=1; optimal curve is E1
+390336bb: c=1; optimal curve is E1
+390336bc: c=1; 2 possible optimal curves: E1 E2 
+390336bd: c=1; 2 possible optimal curves: E1 E2 
+390336be: c=1; 2 possible optimal curves: E1 E2 
+390336bi: c=1; optimal curve is E1
+390336bj: c=1; optimal curve is E1
+390336bk: c=1; optimal curve is E1
+390336bl: c=1; 2 possible optimal curves: E1 E2 
+390336bn: c=1; optimal curve is E1
+390336bo: c=1; optimal curve is E1
+390336bp: c=1; optimal curve is E1
+390336bq: c=1; optimal curve is E1
+390336br: c=1; 3 possible optimal curves: E1 E2 E3 
+390336bs: c=1; optimal curve is E1
+390336bu: c=1; optimal curve is E1
+390336bv: c=1; 2 possible optimal curves: E1 E2 
+390340a: c=1; optimal curve is E1
+390340c: c=1; optimal curve is E1
+390340f: c=1; optimal curve is E1
+390345a: c=1; optimal curve is E1
+390345d: c=1; 2 possible optimal curves: E1 E2 
+390346a: c=1; optimal curve is E1
+390346e: c=1; 2 possible optimal curves: E1 E2 
+390350g: c=1; optimal curve is E1
+390354a: c=1; optimal curve is E1
+390354b: c=1; optimal curve is E1
+390354c: c=1; optimal curve is E1
+390354d: c=1; optimal curve is E1
+390354e: c=1; optimal curve is E1
+390354i: c=1; 2 possible optimal curves: E1 E2 
+390354j: c=1; optimal curve is E1
+390355a: c=1; 3 possible optimal curves: E1 E2 E3 
+390357b: c=1; 2 possible optimal curves: E1 E2 
+390383a: c=1; 2 possible optimal curves: E1 E2 
+390383b: c=1; optimal curve is E1
+390384d: c=1; 2 possible optimal curves: E1 E2 
+390384e: c=1; 2 possible optimal curves: E1 E2 
+390387a: c=1; optimal curve is E1
+390390a: c=1; 2 possible optimal curves: E1 E2 
+390390b: c=1; 2 possible optimal curves: E1 E2 
+390390c: c=1; optimal curve is E1
+390390d: c=1; 3 possible optimal curves: E1 E2 E3 
+390390e: c=1; optimal curve is E1
+390390f: c=1; optimal curve is E1
+390390g: c=1; 3 possible optimal curves: E1 E2 E3 
+390390h: c=1; 2 possible optimal curves: E1 E2 
+390390i: c=1; 3 possible optimal curves: E1 E2 E3 
+390390k: c=1; optimal curve is E1
+390390l: c=1; 3 possible optimal curves: E1 E2 E3 
+390390m: c=1; 3 possible optimal curves: E1 E2 E3 
+390390n: c=1; 2 possible optimal curves: E1 E2 
+390390o: c=1; 2 possible optimal curves: E1 E2 
+390390p: c=1; 2 possible optimal curves: E1 E2 
+390390q: c=1; 2 possible optimal curves: E1 E2 
+390390r: c=1; 3 possible optimal curves: E1 E2 E3 
+390390s: c=1; optimal curve is E1
+390390t: c=1; optimal curve is E1
+390390u: c=1; 2 possible optimal curves: E1 E2 
+390390v: c=1; optimal curve is E1
+390390w: c=1; 2 possible optimal curves: E1 E2 
+390390y: c=1; 3 possible optimal curves: E1 E2 E3 
+390390z: c=1; 2 possible optimal curves: E1 E2 
+390390ba: c=1; 2 possible optimal curves: E1 E2 
+390390bc: c=1; optimal curve is E1
+390390be: c=1; 2 possible optimal curves: E1 E2 
+390390bf: c=1; 3 possible optimal curves: E1 E2 E3 
+390390bg: c=1; 3 possible optimal curves: E1 E2 E3 
+390390bh: c=1; 2 possible optimal curves: E1 E2 
+390390bi: c=1; 2 possible optimal curves: E1 E2 
+390390bj: c=1; 2 possible optimal curves: E1 E2 
+390390bl: c=1; 2 possible optimal curves: E1 E2 
+390390bn: c=1; 3 possible optimal curves: E1 E2 E3 
+390390bo: c=1; optimal curve is E1
+390390bp: c=1; 3 possible optimal curves: E1 E2 E3 
+390390bq: c=1; optimal curve is E1
+390390br: c=1; optimal curve is E1
+390390bs: c=1; 2 possible optimal curves: E1 E2 
+390390bt: c=1; optimal curve is E1
+390390bu: c=1; 3 possible optimal curves: E1 E2 E3 
+390390bv: c=1; 2 possible optimal curves: E1 E2 
+390390bw: c=1; 2 possible optimal curves: E1 E2 
+390390by: c=1; 3 possible optimal curves: E1 E2 E3 
+390390bz: c=1; 3 possible optimal curves: E1 E2 E4 
+390390ca: c=1; 2 possible optimal curves: E1 E2 
+390390cb: c=1; optimal curve is E1
+390390cc: c=1; 3 possible optimal curves: E1 E2 E3 
+390390cd: c=1; 2 possible optimal curves: E1 E2 
+390390ce: c=1; 3 possible optimal curves: E1 E2 E4 
+390390cf: c=1; 3 possible optimal curves: E1 E2 E3 
+390390cg: c=1; 2 possible optimal curves: E1 E2 
+390390ch: c=1; 2 possible optimal curves: E1 E2 
+390390ci: c=1; optimal curve is E1
+390390ck: c=1; 3 possible optimal curves: E1 E2 E3 
+390390cl: c=1; 3 possible optimal curves: E1 E2 E3 
+390390cm: c=1; 3 possible optimal curves: E1 E2 E3 
+390390cn: c=1; 2 possible optimal curves: E1 E2 
+390390co: c=1; 3 possible optimal curves: E1 E2 E3 
+390390cp: c=1; 2 possible optimal curves: E1 E2 
+390390cq: c=1; 3 possible optimal curves: E1 E2 E3 
+390390cr: c=1; 2 possible optimal curves: E1 E2 
+390390cs: c=1; 2 possible optimal curves: E1 E2 
+390390ct: c=1; 2 possible optimal curves: E1 E2 
+390390cv: c=1; 3 possible optimal curves: E1 E2 E3 
+390390cw: c=1; 2 possible optimal curves: E1 E2 
+390390cx: c=1; optimal curve is E1
+390390cy: c=1; 3 possible optimal curves: E1 E2 E3 
+390390db: c=1; 2 possible optimal curves: E1 E2 
+390390dc: c=1; optimal curve is E1
+390390dd: c=1; 2 possible optimal curves: E1 E2 
+390390de: c=1; optimal curve is E1
+390390df: c=1; optimal curve is E1
+390390dg: c=1; 2 possible optimal curves: E1 E2 
+390390dh: c=1; 2 possible optimal curves: E1 E2 
+390390di: c=1; 2 possible optimal curves: E1 E2 
+390390dj: c=1; 3 possible optimal curves: E1 E2 E3 
+390390dk: c=1; optimal curve is E1
+390390dl: c=1; 3 possible optimal curves: E1 E2 E3 
+390390dm: c=1; optimal curve is E1
+390390dn: c=1; 2 possible optimal curves: E1 E2 
+390390do: c=1; 3 possible optimal curves: E1 E2 E3 
+390390dq: c=1; 2 possible optimal curves: E1 E2 
+390390dr: c=1; optimal curve is E1
+390390ds: c=1; 3 possible optimal curves: E1 E2 E3 
+390390dt: c=1; optimal curve is E1
+390390du: c=1; 3 possible optimal curves: E1 E2 E3 
+390390dv: c=1; 3 possible optimal curves: E1 E2 E3 
+390390dw: c=1; 2 possible optimal curves: E1 E2 
+390390dx: c=1; optimal curve is E1
+390390dy: c=1; 2 possible optimal curves: E1 E2 
+390390ea: c=1; 2 possible optimal curves: E1 E2 
+390390eb: c=1; 3 possible optimal curves: E1 E2 E4 
+390390ed: c=1; 2 possible optimal curves: E1 E2 
+390390ee: c=1; 2 possible optimal curves: E1 E2 
+390390ef: c=1; 3 possible optimal curves: E1 E2 E3 
+390390eg: c=1; 2 possible optimal curves: E1 E2 
+390390eh: c=1; 3 possible optimal curves: E1 E2 E3 
+390390ei: c=1; 3 possible optimal curves: E1 E2 E3 
+390390ej: c=1; 2 possible optimal curves: E1 E2 
+390390ek: c=1; optimal curve is E1
+390390el: c=1; 2 possible optimal curves: E1 E2 
+390390em: c=1; optimal curve is E1
+390390en: c=1; optimal curve is E1
+390390eo: c=1; 2 possible optimal curves: E1 E2 
+390390ep: c=1; optimal curve is E1
+390390eq: c=1; 2 possible optimal curves: E1 E2 
+390390es: c=1; 2 possible optimal curves: E1 E2 
+390390et: c=1; optimal curve is E1
+390390eu: c=1; 2 possible optimal curves: E1 E2 
+390390ev: c=1; 3 possible optimal curves: E1 E2 E3 
+390390ew: c=1; optimal curve is E1
+390390ex: c=1; 2 possible optimal curves: E1 E2 
+390390ez: c=1; 2 possible optimal curves: E1 E2 
+390390fa: c=1; 2 possible optimal curves: E1 E2 
+390390fb: c=1; optimal curve is E1
+390402a: c=1; 2 possible optimal curves: E1 E2 
+390402c: c=1; optimal curve is E1
+390402d: c=1; 3 possible optimal curves: E1 E2 E3 
+390402e: c=1; 3 possible optimal curves: E1 E2 E3 
+390402f: c=1; 2 possible optimal curves: E1 E2 
+390402j: c=1; optimal curve is E1
+390402k: c=1; 2 possible optimal curves: E1 E2 
+390402l: c=1; 2 possible optimal curves: E1 E2 
+390402m: c=1; 2 possible optimal curves: E1 E2 
+390402p: c=1; optimal curve is E1
+390402r: c=1; 2 possible optimal curves: E1 E2 
+390402t: c=1; 2 possible optimal curves: E1 E2 
+390402v: c=1; optimal curve is E1
+390402x: c=1; optimal curve is E1
+390402y: c=1; optimal curve is E1
+390402z: c=1; optimal curve is E1
+390402bc: c=1; 2 possible optimal curves: E1 E2 
+390402bd: c=1; 2 possible optimal curves: E1 E2 
+390402be: c=1; optimal curve is E1
+390402bf: c=1; 2 possible optimal curves: E1 E2 
+390402bg: c=1; 2 possible optimal curves: E1 E2 
+390402bj: c=1; optimal curve is E1
+390402bk: c=1; 2 possible optimal curves: E1 E2 
+390402bp: c=1; optimal curve is E1
+390405a: c=1; optimal curve is E1
+390410b: c=1; optimal curve is E1
+390410c: c=1; optimal curve is E1
+390416b: c=1; 2 possible optimal curves: E1 E2 
+390418c: c=1; 2 possible optimal curves: E1 E2 
+390420a: c=1; optimal curve is E1
+390420c: c=1; optimal curve is E1
+390425b: c=1; 2 possible optimal curves: E1 E2 
+390425c: c=1; optimal curve is E1
+390425d: c=1; optimal curve is E1
+390425e: c=1; optimal curve is E1
+390425f: c=1; optimal curve is E1
+390426d: c=1; optimal curve is E1
+390429b: c=1; 2 possible optimal curves: E1 E2 
+390429c: c=1; optimal curve is E1
+390429d: c=1; 2 possible optimal curves: E1 E2 
+390429e: c=1; optimal curve is E1
+390429j: c=1; 2 possible optimal curves: E1 E2 
+390429l: c=1; optimal curve is E1
+390429m: c=1; 2 possible optimal curves: E1 E2 
+390432f: c=1; 2 possible optimal curves: E1 E2 
+390432g: c=1; optimal curve is E1
+390432n: c=1; 2 possible optimal curves: E1 E2 
+390432q: c=1; 2 possible optimal curves: E1 E2 
+390432s: c=1; optimal curve is E1
+390432v: c=1; optimal curve is E1
+390432z: c=1; 2 possible optimal curves: E1 E2 
+390432bi: c=1; optimal curve is E1
+390432bj: c=1; 2 possible optimal curves: E1 E2 
+390432bl: c=1; 2 possible optimal curves: E1 E2 
+390432bo: c=1; 2 possible optimal curves: E1 E2 
+390432bt: c=1; optimal curve is E1
+390432bw: c=1; 2 possible optimal curves: E1 E2 
+390432ca: c=1; 2 possible optimal curves: E1 E2 
+390438d: c=1; optimal curve is E1
+390438j: c=1; optimal curve is E1
+390438l: c=1; 2 possible optimal curves: E1 E2 
+390438x: c=1; 3 possible optimal curves: E1 E2 E3 
+390438y: c=1; 2 possible optimal curves: E1 E2 
+390438bg: c=1; optimal curve is E1
+390440b: c=1; optimal curve is E1
+390446b: c=1; 6 possible optimal curves: E1 E2 E3 E4 E5 E6 
+390446c: c=1; 2 possible optimal curves: E1 E2 
+390446d: c=1; 2 possible optimal curves: E1 E2 
+390446l: c=1; optimal curve is E1
+390446m: c=1; 2 possible optimal curves: E1 E2 
+390446o: c=1; 2 possible optimal curves: E1 E2 
+390448a: c=1; optimal curve is E1
+390450e: c=1; optimal curve is E1
+390450f: c=1; optimal curve is E1
+390450j: c=1; 2 possible optimal curves: E1 E2 
+390450k: c=1; 2 possible optimal curves: E1 E2 
+390450q: c=1; optimal curve is E1
+390450r: c=1; optimal curve is E1
+390450u: c=1; 2 possible optimal curves: E1 E2 
+390450v: c=1; 2 possible optimal curves: E1 E2 
+390450ba: c=1; optimal curve is E1
+390450bd: c=1; optimal curve is E1
+390450be: c=1; 3 possible optimal curves: E1 E2 E3 
+390450bh: c=1; 2 possible optimal curves: E1 E2 
+390450bi: c=1; optimal curve is E1
+390450bj: c=1; 2 possible optimal curves: E1 E2 
+390450bl: c=1; 2 possible optimal curves: E1 E2 
+390450bo: c=1; optimal curve is E1
+390456a: c=1; 2 possible optimal curves: E1 E2 
+390456c: c=1; 2 possible optimal curves: E1 E2 
+390456d: c=1; 2 possible optimal curves: E1 E2 
+390456f: c=1; optimal curve is E1
+390456g: c=1; 2 possible optimal curves: E1 E2 
+390456h: c=1; 2 possible optimal curves: E1 E2 
+390456i: c=1; optimal curve is E1
+390456l: c=1; 2 possible optimal curves: E1 E2 
+390456m: c=1; optimal curve is E1
+390456n: c=1; 2 possible optimal curves: E1 E2 
+390456o: c=1; 2 possible optimal curves: E1 E2 
+390456p: c=1; 2 possible optimal curves: E1 E2 
+390456q: c=1; 2 possible optimal curves: E1 E2 
+390456s: c=1; optimal curve is E1
+390456v: c=1; 3 possible optimal curves: E1 E2 E3 
+390456w: c=1; optimal curve is E1
+390456y: c=1; 3 possible optimal curves: E1 E2 E3 
+390456z: c=1; 3 possible optimal curves: E1 E2 E3 
+390456ba: c=1; 2 possible optimal curves: E1 E2 
+390456bb: c=1; optimal curve is E1
+390456bc: c=1; optimal curve is E1
+390456bd: c=1; optimal curve is E1
+390456be: c=1; optimal curve is E1
+390456bf: c=1; optimal curve is E1
+390456bh: c=1; optimal curve is E1
+390460a: c=1; optimal curve is E1
+390471c: c=1; optimal curve is E1
+390472a: c=1; optimal curve is E1
+390474e: c=1; 2 possible optimal curves: E1 E2 
+390474g: c=1; optimal curve is E1
+390480c: c=1; optimal curve is E1
+390480f: c=1; optimal curve is E1
+390480k: c=1; optimal curve is E1
+390480n: c=1; 2 possible optimal curves: E1 E2 
+390480q: c=1; optimal curve is E1
+390490b: c=1; optimal curve is E1
+390490f: c=1; optimal curve is E1
+390490k: c=1; optimal curve is E1
+390494a: c=1; 2 possible optimal curves: E1 E2 
+390494b: c=1; optimal curve is E1
+390504a: c=1; 2 possible optimal curves: E1 E2 
+390507c: c=1; optimal curve is E1
+390507h: c=1; optimal curve is E1
+390510a: c=1; 2 possible optimal curves: E1 E2 
+390510d: c=1; 2 possible optimal curves: E1 E2 
+390520a: c=1; 2 possible optimal curves: E1 E2 
+390520d: c=1; 2 possible optimal curves: E1 E2 
+390520e: c=1; 2 possible optimal curves: E1 E2 
+390522a: c=1; 3 possible optimal curves: E1 E2 E3 
+390522b: c=1; optimal curve is E1
+390522c: c=1; 2 possible optimal curves: E1 E2 
+390522e: c=1; optimal curve is E1
+390522f: c=1; optimal curve is E1
+390522g: c=1; 2 possible optimal curves: E1 E2 
+390522h: c=1; 2 possible optimal curves: E1 E2 
+390522i: c=1; 2 possible optimal curves: E1 E2 
+390522j: c=1; optimal curve is E1
+390522k: c=1; 2 possible optimal curves: E1 E2 
+390522l: c=1; optimal curve is E1
+390522m: c=1; optimal curve is E1
+390522o: c=1; 2 possible optimal curves: E1 E2 
+390522p: c=1; 2 possible optimal curves: E1 E2 
+390522q: c=1; 2 possible optimal curves: E1 E2 
+390522r: c=1; 2 possible optimal curves: E1 E2 
+390522s: c=1; 2 possible optimal curves: E1 E2 
+390522t: c=1; optimal curve is E1
+390522u: c=1; optimal curve is E1
+390522v: c=1; 3 possible optimal curves: E1 E2 E3 
+390525i: c=1; 2 possible optimal curves: E1 E2 
+390526d: c=1; optimal curve is E1
+390530j: c=1; optimal curve is E1
+390531a: c=1; optimal curve is E1
+390534b: c=1; optimal curve is E1
+390537b: c=1; 2 possible optimal curves: E1 E2 
+390540c: c=1; optimal curve is E1
+390544c: c=1; 2 possible optimal curves: E1 E2 
+390544d: c=1; 2 possible optimal curves: E1 E2 
+390544e: c=1; 2 possible optimal curves: E1 E2 
+390544f: c=1; 2 possible optimal curves: E1 E2 
+390544h: c=1; optimal curve is E1
+390544o: c=1; 2 possible optimal curves: E1 E2 
+390544p: c=1; 2 possible optimal curves: E1 E2 
+390544q: c=1; 3 possible optimal curves: E1 E2 E3 
+390544r: c=1; 3 possible optimal curves: E1 E2 E3 
+390544s: c=1; optimal curve is E1
+390544t: c=1; 2 possible optimal curves: E1 E2 
+390544ba: c=1; 2 possible optimal curves: E1 E2 
+390545a: c=1; optimal curve is E1
+390546a: c=1; optimal curve is E1
+390546b: c=1; optimal curve is E1
+390546d: c=1; optimal curve is E1
+390546e: c=1; optimal curve is E1
+390550h: c=1; optimal curve is E1
+390552a: c=1; 2 possible optimal curves: E1 E2 
+390552c: c=1; optimal curve is E1
+390558d: c=1; optimal curve is E1
+390558e: c=1; 3 possible optimal curves: E1 E2 E3 
+390558h: c=1; optimal curve is E1
+390560b: c=1; optimal curve is E1
+390560f: c=1; optimal curve is E1
+390561a: c=1; optimal curve is E1
+390570d: c=1; 2 possible optimal curves: E1 E2 
+390575b: c=1; optimal curve is E1
+390575c: c=1; 2 possible optimal curves: E1 E2 
+390576c: c=1; 2 possible optimal curves: E1 E2 
+390576d: c=1; 2 possible optimal curves: E1 E2 
+390576f: c=1; optimal curve is E1
+390576i: c=1; optimal curve is E1
+390576j: c=1; optimal curve is E1
+390576l: c=1; optimal curve is E1
+390576o: c=1; optimal curve is E1
+390578b: c=1; optimal curve is E1
+390579e: c=1; optimal curve is E1
+390579m: c=1; 2 possible optimal curves: E1 E2 
+390579n: c=1; 2 possible optimal curves: E1 E2 
+390580b: c=1; 2 possible optimal curves: E1 E2 
+390580c: c=1; optimal curve is E1
+390585a: c=1; optimal curve is E1
+390585b: c=1; optimal curve is E1
+390585e: c=1; optimal curve is E1
+390585g: c=1; 2 possible optimal curves: E1 E2 
+390588g: c=1; 2 possible optimal curves: E1 E2 
+390592b: c=1; optimal curve is E1
+390592d: c=1; 2 possible optimal curves: E1 E2 
+390592e: c=1; 2 possible optimal curves: E1 E2 
+390592g: c=1; 2 possible optimal curves: E1 E2 
+390594a: c=1; optimal curve is E1
+390600b: c=1; 2 possible optimal curves: E1 E2 
+390600e: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+390600f: c=1; 2 possible optimal curves: E1 E2 
+390600g: c=1; optimal curve is E1
+390600h: c=1; 3 possible optimal curves: E1 E2 E3 
+390600i: c=1; 3 possible optimal curves: E1 E2 E3 
+390600j: c=1; optimal curve is E1
+390600o: c=1; optimal curve is E1
+390600q: c=1; 2 possible optimal curves: E1 E2 
+390600u: c=1; optimal curve is E1
+390600v: c=1; optimal curve is E1
+390600w: c=1; 3 possible optimal curves: E1 E2 E3 
+390600z: c=1; 2 possible optimal curves: E1 E2 
+390600ba: c=1; 2 possible optimal curves: E1 E2 
+390600bd: c=1; optimal curve is E1
+390600bf: c=1; optimal curve is E1
+390600bg: c=1; 2 possible optimal curves: E1 E2 
+390600bh: c=1; optimal curve is E1
+390600bn: c=1; optimal curve is E1
+390600bp: c=1; 3 possible optimal curves: E1 E2 E3 
+390600bu: c=1; 2 possible optimal curves: E1 E2 
+390600bv: c=1; 2 possible optimal curves: E1 E2 
+390600bw: c=1; 2 possible optimal curves: E1 E2 
+390600by: c=1; optimal curve is E1
+390600cd: c=1; 3 possible optimal curves: E1 E2 E3 
+390600ce: c=1; 2 possible optimal curves: E1 E2 
+390600ck: c=1; 2 possible optimal curves: E1 E2 
+390600cl: c=1; 2 possible optimal curves: E1 E2 
+390600cm: c=1; 2 possible optimal curves: E1 E2 
+390600cn: c=1; 2 possible optimal curves: E1 E2 
+390600co: c=1; 2 possible optimal curves: E1 E2 
+390600cu: c=1; 3 possible optimal curves: E1 E2 E3 
+390600cv: c=1; optimal curve is E1
+390600cz: c=1; optimal curve is E1
+390600da: c=1; 2 possible optimal curves: E1 E2 
+390600dc: c=1; optimal curve is E1
+390600dd: c=1; 2 possible optimal curves: E1 E2 
+390600de: c=1; 3 possible optimal curves: E1 E2 E3 
+390600df: c=1; 3 possible optimal curves: E1 E2 E3 
+390600dg: c=1; 2 possible optimal curves: E1 E2 
+390600dl: c=1; 2 possible optimal curves: E1 E2 
+390600dm: c=1; 2 possible optimal curves: E1 E2 
+390600do: c=1; 2 possible optimal curves: E1 E2 
+390600dw: c=1; 3 possible optimal curves: E1 E2 E3 
+390600dx: c=1; 2 possible optimal curves: E1 E2 
+390600dz: c=1; 3 possible optimal curves: E1 E2 E3 
+390600ea: c=1; 2 possible optimal curves: E1 E2 
+390610d: c=1; optimal curve is E1
+390615c: c=1; optimal curve is E1
+390615d: c=1; optimal curve is E1
+390621d: c=1; 2 possible optimal curves: E1 E2 
+390621e: c=1; 2 possible optimal curves: E1 E2 
+390621f: c=1; 2 possible optimal curves: E1 E2 
+390621g: c=1; optimal curve is E1
+390621h: c=1; 2 possible optimal curves: E1 E2 
+390621i: c=1; optimal curve is E1
+390621n: c=1; optimal curve is E1
+390621r: c=1; 3 possible optimal curves: E1 E2 E3 
+390621s: c=1; optimal curve is E1
+390621t: c=1; 2 possible optimal curves: E1 E2 
+390621v: c=1; 2 possible optimal curves: E1 E2 
+390621w: c=1; 2 possible optimal curves: E1 E2 
+390624a: c=1; 2 possible optimal curves: E1 E2 
+390624b: c=1; 2 possible optimal curves: E1 E2 
+390624c: c=1; 2 possible optimal curves: E1 E2 
+390624d: c=1; optimal curve is E1
+390624e: c=1; optimal curve is E1
+390624f: c=1; optimal curve is E1
+390624h: c=1; optimal curve is E1
+390624i: c=1; 2 possible optimal curves: E1 E2 
+390624j: c=1; 2 possible optimal curves: E1 E2 
+390624k: c=1; optimal curve is E1
+390624l: c=1; optimal curve is E1
+390624m: c=1; 2 possible optimal curves: E1 E2 
+390624n: c=1; optimal curve is E1
+390624o: c=1; optimal curve is E1
+390624p: c=1; optimal curve is E1
+390624r: c=1; optimal curve is E1
+390624s: c=1; optimal curve is E1
+390624t: c=1; optimal curve is E1
+390626b: c=1; optimal curve is E1
+390630c: c=1; optimal curve is E1
+390630j: c=1; optimal curve is E1
+390630n: c=1; optimal curve is E1
+390634a: c=1; optimal curve is E1
+390642a: c=1; optimal curve is E1
+390642c: c=1; 2 possible optimal curves: E1 E2 
+390642h: c=1; optimal curve is E1
+390642j: c=1; 2 possible optimal curves: E1 E2 
+390642q: c=1; optimal curve is E1
+390642s: c=1; optimal curve is E1
+390642t: c=1; 2 possible optimal curves: E1 E2 
+390648f: c=1; 2 possible optimal curves: E1 E2 
+390650h: c=1; optimal curve is E1
+390650i: c=1; optimal curve is E1
+390650k: c=1; optimal curve is E1
+390650o: c=1; optimal curve is E1
+390650p: c=1; optimal curve is E1
+390650t: c=1; optimal curve is E1
+390650w: c=1; optimal curve is E1
+390650bd: c=1; optimal curve is E1
+390660d: c=1; optimal curve is E1
+390668b: c=1; 2 possible optimal curves: E1 E2 
+390672d: c=1; optimal curve is E1
+390672f: c=1; optimal curve is E1
+390672g: c=1; optimal curve is E1
+390672m: c=1; optimal curve is E1
+390672r: c=1; 2 possible optimal curves: E1 E2 
+390672s: c=1; optimal curve is E1
+390672w: c=1; optimal curve is E1
+390672x: c=1; 2 possible optimal curves: E1 E2 
+390675c: c=1; optimal curve is E1
+390675e: c=1; optimal curve is E1
+390675g: c=1; 2 possible optimal curves: E1 E2 
+390678b: c=1; 2 possible optimal curves: E1 E2 
+390678c: c=1; optimal curve is E1
+390678e: c=1; optimal curve is E1
+390678g: c=1; optimal curve is E1
+390678l: c=1; 2 possible optimal curves: E1 E2 
+390678q: c=1; optimal curve is E1
+390678r: c=1; 2 possible optimal curves: E1 E2 
+390681b: c=1; optimal curve is E1
+390684c: c=1; 2 possible optimal curves: E1 E2 
+390688d: c=1; 2 possible optimal curves: E1 E2 
+390688e: c=1; 2 possible optimal curves: E1 E2 
+390689a: c=1; optimal curve is E1
+390694c: c=1; optimal curve is E1
+390696d: c=1; optimal curve is E1
+390696e: c=1; 3 possible optimal curves: E1 E2 E3 
+390696g: c=1; optimal curve is E1
+390696j: c=1; optimal curve is E1
+390698b: c=1; optimal curve is E1
+390698d: c=1; optimal curve is E1
+390698g: c=1; 2 possible optimal curves: E1 E2 
+390698h: c=1; 2 possible optimal curves: E1 E2 
+390698i: c=1; 2 possible optimal curves: E1 E2 
+390698k: c=1; optimal curve is E1
+390698l: c=1; 2 possible optimal curves: E1 E2 
+390698m: c=1; optimal curve is E1
+390698n: c=1; 2 possible optimal curves: E1 E2 
+390702d: c=1; optimal curve is E1
+390705f: c=1; 3 possible optimal curves: E1 E2 E3 
+390705h: c=1; 3 possible optimal curves: E1 E2 E3 
+390705j: c=1; optimal curve is E1
+390705k: c=1; optimal curve is E1
+390705n: c=1; optimal curve is E1
+390705o: c=1; optimal curve is E1
+390705q: c=1; optimal curve is E1
+390705r: c=1; 3 possible optimal curves: E1 E2 E3 
+390705s: c=1; optimal curve is E1
+390705bc: c=1; optimal curve is E1
+390710a: c=1; optimal curve is E1
+390710b: c=1; 2 possible optimal curves: E1 E2 
+390720c: c=1; 3 possible optimal curves: E1 E2 E3 
+390720e: c=1; optimal curve is E1
+390720f: c=1; 3 possible optimal curves: E1 E2 E3 
+390720h: c=1; 3 possible optimal curves: E1 E2 E3 
+390720i: c=1; optimal curve is E1
+390720j: c=1; optimal curve is E1
+390720n: c=1; optimal curve is E1
+390720o: c=1; optimal curve is E1
+390720q: c=1; optimal curve is E1
+390720s: c=1; optimal curve is E1
+390720u: c=1; 2 possible optimal curves: E1 E2 
+390720x: c=1; 3 possible optimal curves: E1 E2 E3 
+390720z: c=1; optimal curve is E1
+390720ba: c=1; optimal curve is E1
+390720bb: c=1; 3 possible optimal curves: E1 E2 E3 
+390720bc: c=1; 2 possible optimal curves: E1 E2 
+390720bd: c=1; optimal curve is E1
+390720be: c=1; optimal curve is E1
+390720bf: c=1; 3 possible optimal curves: E1 E2 E3 
+390720bm: c=1; 2 possible optimal curves: E1 E2 
+390720bn: c=1; optimal curve is E1
+390720bp: c=1; optimal curve is E1
+390720bq: c=1; optimal curve is E1
+390720br: c=1; optimal curve is E1
+390720bs: c=1; 2 possible optimal curves: E1 E2 
+390720bt: c=1; optimal curve is E1
+390720bu: c=1; optimal curve is E1
+390720bw: c=1; optimal curve is E1
+390720bx: c=1; optimal curve is E1
+390720by: c=1; 2 possible optimal curves: E1 E2 
+390720bz: c=1; optimal curve is E1
+390720cc: c=1; 2 possible optimal curves: E1 E2 
+390720cd: c=1; 3 possible optimal curves: E1 E2 E3 
+390720cf: c=1; 2 possible optimal curves: E1 E2 
+390720cm: c=1; optimal curve is E1
+390720cq: c=1; optimal curve is E1
+390720cr: c=1; optimal curve is E1
+390720cv: c=1; optimal curve is E1
+390720cw: c=1; 2 possible optimal curves: E1 E2 
+390720cx: c=1; optimal curve is E1
+390720cy: c=1; 2 possible optimal curves: E1 E2 
+390720cz: c=1; 3 possible optimal curves: E1 E2 E3 
+390720da: c=1; 3 possible optimal curves: E1 E2 E3 
+390720db: c=1; 3 possible optimal curves: E1 E2 E3 
+390720dd: c=1; optimal curve is E1
+390720de: c=1; 2 possible optimal curves: E1 E2 
+390720df: c=1; 3 possible optimal curves: E1 E2 E3 
+390720dg: c=1; optimal curve is E1
+390720di: c=1; optimal curve is E1
+390720dj: c=1; 3 possible optimal curves: E1 E2 E3 
+390720dm: c=1; optimal curve is E1
+390720dn: c=1; optimal curve is E1
+390720dp: c=1; optimal curve is E1
+390720dq: c=1; 2 possible optimal curves: E1 E2 
+390720dr: c=1; optimal curve is E1
+390720ds: c=1; optimal curve is E1
+390720dt: c=1; 2 possible optimal curves: E1 E2 
+390720dx: c=1; 2 possible optimal curves: E1 E2 
+390720dy: c=1; optimal curve is E1
+390720dz: c=1; 2 possible optimal curves: E1 E2 
+390720ea: c=1; 3 possible optimal curves: E1 E2 E3 
+390720eb: c=1; optimal curve is E1
+390720ec: c=1; optimal curve is E1
+390720ed: c=1; optimal curve is E1
+390720ee: c=1; 2 possible optimal curves: E1 E2 
+390720eg: c=1; 2 possible optimal curves: E1 E2 
+390720eh: c=1; optimal curve is E1
+390720ei: c=1; 2 possible optimal curves: E1 E2 
+390720ej: c=1; optimal curve is E1
+390720ek: c=1; optimal curve is E1
+390720en: c=1; 2 possible optimal curves: E1 E2 
+390720eo: c=1; optimal curve is E1
+390720eq: c=1; optimal curve is E1
+390720ev: c=1; optimal curve is E1
+390720ew: c=1; optimal curve is E1
+390720ex: c=1; 3 possible optimal curves: E1 E2 E3 
+390720ey: c=1; optimal curve is E1
+390720ez: c=1; 3 possible optimal curves: E1 E2 E3 
+390720fb: c=1; 2 possible optimal curves: E1 E2 
+390720fc: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+390720fd: c=1; optimal curve is E1
+390720fh: c=1; optimal curve is E1
+390720fj: c=1; optimal curve is E1
+390720fl: c=1; 2 possible optimal curves: E1 E2 
+390720fm: c=1; optimal curve is E1
+390720fn: c=1; optimal curve is E1
+390720fr: c=1; 3 possible optimal curves: E1 E2 E3 
+390720fs: c=1; 3 possible optimal curves: E1 E2 E3 
+390720ft: c=1; 2 possible optimal curves: E1 E2 
+390720fv: c=1; 3 possible optimal curves: E1 E2 E3 
+390720fx: c=1; optimal curve is E1
+390720fy: c=1; 3 possible optimal curves: E1 E2 E3 
+390720gb: c=1; 2 possible optimal curves: E1 E2 
+390720gc: c=1; 3 possible optimal curves: E1 E2 E3 
+390720gd: c=1; 2 possible optimal curves: E1 E2 
+390720ge: c=1; 3 possible optimal curves: E1 E2 E3 
+390720gi: c=1; optimal curve is E1
+390720gj: c=1; 2 possible optimal curves: E1 E2 
+390720gk: c=1; 2 possible optimal curves: E1 E2 
+390720gl: c=1; optimal curve is E1
+390720gm: c=1; 2 possible optimal curves: E1 E2 
+390720gn: c=1; optimal curve is E1
+390720go: c=1; optimal curve is E1
+390720gt: c=1; 2 possible optimal curves: E1 E2 
+390720gu: c=1; optimal curve is E1
+390720gv: c=1; optimal curve is E1
+390720gw: c=1; 3 possible optimal curves: E1 E2 E3 
+390720gy: c=1; 3 possible optimal curves: E1 E2 E3 
+390720gz: c=1; optimal curve is E1
+390720ha: c=1; 2 possible optimal curves: E1 E2 
+390720hb: c=1; optimal curve is E1
+390720hc: c=1; optimal curve is E1
+390720hd: c=1; 3 possible optimal curves: E1 E2 E3 
+390720he: c=1; optimal curve is E1
+390720hf: c=1; optimal curve is E1
+390720hj: c=1; 2 possible optimal curves: E1 E2 
+390720hl: c=1; optimal curve is E1
+390720hm: c=1; optimal curve is E1
+390720hn: c=1; optimal curve is E1
+390720hw: c=1; 2 possible optimal curves: E1 E2 
+390720hx: c=1; 3 possible optimal curves: E1 E2 E3 
+390720hz: c=1; 2 possible optimal curves: E1 E2 
+390726l: c=1; 2 possible optimal curves: E1 E2 
+390726m: c=1; optimal curve is E1
+390726s: c=1; 2 possible optimal curves: E1 E2 
+390726w: c=1; optimal curve is E1
+390726x: c=1; optimal curve is E1
+390726bf: c=1; optimal curve is E1
+390726bg: c=1; 2 possible optimal curves: E1 E2 
+390728a: c=1; optimal curve is E1
+390728b: c=1; optimal curve is E1
+390728c: c=1; 2 possible optimal curves: E1 E2 
+390728d: c=1; 2 possible optimal curves: E1 E2 
+390728j: c=1; optimal curve is E1
+390728k: c=1; 2 possible optimal curves: E1 E2 
+390728l: c=1; optimal curve is E1
+390728m: c=1; optimal curve is E1
+390728n: c=1; 2 possible optimal curves: E1 E2 
+390728q: c=1; 2 possible optimal curves: E1 E2 
+390728r: c=1; optimal curve is E1
+390728s: c=1; optimal curve is E1
+390728t: c=1; optimal curve is E1
+390728u: c=1; optimal curve is E1
+390728v: c=1; optimal curve is E1
+390730b: c=1; 2 possible optimal curves: E1 E2 
+390730c: c=1; optimal curve is E1
+390735c: c=1; optimal curve is E1
+390735g: c=1; 3 possible optimal curves: E1 E2 E3 
+390740a: c=1; optimal curve is E1
+390741a: c=1; optimal curve is E1
+390745b: c=1; optimal curve is E1
+390746b: c=1; 2 possible optimal curves: E1 E2 
+390746c: c=1; optimal curve is E1
+390747a: c=1; optimal curve is E1
+390747b: c=1; 2 possible optimal curves: E1 E2 
+390747d: c=1; optimal curve is E1
+390747e: c=1; 2 possible optimal curves: E1 E2 
+390754a: c=1; optimal curve is E1
+390754b: c=1; optimal curve is E1
+390754e: c=1; 2 possible optimal curves: E1 E2 
+390754h: c=1; 2 possible optimal curves: E1 E2 
+390755a: c=1; optimal curve is E1
+390765e: c=1; 2 possible optimal curves: E1 E2 
+390768g: c=1; 2 possible optimal curves: E1 E2 
+390775j: c=1; 2 possible optimal curves: E1 E2 
+390775s: c=1; 2 possible optimal curves: E1 E2 
+390775v: c=1; 2 possible optimal curves: E1 E2 
+390775z: c=1; 2 possible optimal curves: E1 E2 
+390775bc: c=1; 2 possible optimal curves: E1 E2 
+390775be: c=1; 2 possible optimal curves: E1 E2 
+390775bf: c=1; 2 possible optimal curves: E1 E2 
+390775bi: c=1; 2 possible optimal curves: E1 E2 
+390775bl: c=1; 2 possible optimal curves: E1 E2 
+390775bm: c=1; 3 possible optimal curves: E1 E2 E3 
+390775bu: c=1; 2 possible optimal curves: E1 E2 
+390775bv: c=1; optimal curve is E1
+390780a: c=1; optimal curve is E1
+390780b: c=1; 2 possible optimal curves: E1 E2 
+390780e: c=1; optimal curve is E1
+390780f: c=1; 2 possible optimal curves: E1 E2 
+390780h: c=1; 2 possible optimal curves: E1 E2 
+390782a: c=1; optimal curve is E1
+390782b: c=1; 2 possible optimal curves: E1 E2 
+390782c: c=1; 2 possible optimal curves: E1 E2 
+390782f: c=1; 2 possible optimal curves: E1 E2 
+390782g: c=1; 2 possible optimal curves: E1 E2 
+390786b: c=1; optimal curve is E1
+390786e: c=1; 3 possible optimal curves: E1 E2 E3 
+390786g: c=1; optimal curve is E1
+390790e: c=1; optimal curve is E1
+390792b: c=1; 3 possible optimal curves: E1 E2 E3 
+390792c: c=1; 2 possible optimal curves: E1 E2 
+390800d: c=1; optimal curve is E1
+390800e: c=1; optimal curve is E1
+390805a: c=1; optimal curve is E1
+390810d: c=1; optimal curve is E1
+390810e: c=1; optimal curve is E1
+390810h: c=1; optimal curve is E1
+390810j: c=1; optimal curve is E1
+390810s: c=1; optimal curve is E1
+390813a: c=1; optimal curve is E1
+390813b: c=1; 2 possible optimal curves: E1 E2 
+390816a: c=1; 2 possible optimal curves: E1 E2 
+390816b: c=1; 2 possible optimal curves: E1 E2 
+390816e: c=1; 2 possible optimal curves: E1 E2 
+390816h: c=1; 2 possible optimal curves: E1 E2 
+390816i: c=1; optimal curve is E1
+390816j: c=1; optimal curve is E1
+390816k: c=1; 2 possible optimal curves: E1 E2 
+390816l: c=1; 2 possible optimal curves: E1 E2 
+390816m: c=1; optimal curve is E1
+390816n: c=1; optimal curve is E1
+390816o: c=1; 2 possible optimal curves: E1 E2 
+390816p: c=1; 2 possible optimal curves: E1 E2 
+390816q: c=1; optimal curve is E1
+390816r: c=1; optimal curve is E1
+390816s: c=1; 2 possible optimal curves: E1 E2 
+390816t: c=1; 2 possible optimal curves: E1 E2 
+390816u: c=1; 2 possible optimal curves: E1 E2 
+390816v: c=1; 2 possible optimal curves: E1 E2 
+390816w: c=1; optimal curve is E1
+390816x: c=1; 2 possible optimal curves: E1 E2 
+390816y: c=1; 2 possible optimal curves: E1 E2 
+390816z: c=1; 2 possible optimal curves: E1 E2 
+390816ba: c=1; 2 possible optimal curves: E1 E2 
+390816bb: c=1; optimal curve is E1
+390819b: c=1; 2 possible optimal curves: E1 E2 
+390819f: c=1; 2 possible optimal curves: E1 E2 
+390819g: c=1; 2 possible optimal curves: E1 E2 
+390822b: c=1; optimal curve is E1
+390822c: c=1; optimal curve is E1
+390830c: c=1; 2 possible optimal curves: E1 E2 
+390830i: c=1; optimal curve is E1
+390830j: c=1; 3 possible optimal curves: E1 E2 E3 
+390830k: c=1; 3 possible optimal curves: E1 E2 E3 
+390830n: c=1; optimal curve is E1
+390830s: c=1; optimal curve is E1
+390830v: c=1; 2 possible optimal curves: E1 E2 
+390830bi: c=1; 2 possible optimal curves: E1 E2 
+390830bk: c=1; optimal curve is E1
+390830bl: c=1; optimal curve is E1
+390830bp: c=1; 2 possible optimal curves: E1 E2 
+390830bq: c=1; 2 possible optimal curves: E1 E2 
+390830br: c=1; 2 possible optimal curves: E1 E2 
+390830bt: c=1; 2 possible optimal curves: E1 E2 
+390830bu: c=1; 2 possible optimal curves: E1 E2 
+390830bv: c=1; optimal curve is E1
+390831a: c=1; 2 possible optimal curves: E1 E2 
+390831b: c=1; optimal curve is E1
+390832e: c=1; 3 possible optimal curves: E1 E2 E3 
+390834a: c=1; optimal curve is E1
+390845c: c=1; optimal curve is E1
+390848b: c=1; 2 possible optimal curves: E1 E2 
+390848q: c=1; optimal curve is E1
+390850d: c=1; optimal curve is E1
+390852g: c=1; optimal curve is E1
+390852h: c=1; optimal curve is E1
+390852j: c=1; 2 possible optimal curves: E1 E2 
+390852k: c=1; optimal curve is E1
+390855b: c=1; optimal curve is E1
+390856a: c=1; optimal curve is E1
+390864b: c=1; 3 possible optimal curves: E1 E2 E3 
+390864d: c=1; optimal curve is E1
+390867b: c=1; optimal curve is E1
+390870c: c=1; optimal curve is E1
+390870g: c=1; 2 possible optimal curves: E1 E2 
+390870h: c=1; optimal curve is E1
+390870k: c=1; 2 possible optimal curves: E1 E2 
+390870q: c=1; 3 possible optimal curves: E1 E2 E3 
+390870s: c=1; 2 possible optimal curves: E1 E2 
+390870t: c=1; 2 possible optimal curves: E1 E2 
+390870v: c=1; 2 possible optimal curves: E1 E2 
+390870w: c=1; 2 possible optimal curves: E1 E2 
+390870x: c=1; 2 possible optimal curves: E1 E2 
+390870z: c=1; 3 possible optimal curves: E1 E2 E3 
+390870bd: c=1; optimal curve is E1
+390870bf: c=1; 2 possible optimal curves: E1 E2 
+390870bg: c=1; 2 possible optimal curves: E1 E2 
+390870bi: c=1; optimal curve is E1
+390873i: c=1; 2 possible optimal curves: E1 E2 
+390874b: c=1; 2 possible optimal curves: E1 E2 
+390880d: c=1; 2 possible optimal curves: E1 E2 
+390880f: c=1; optimal curve is E1
+390880h: c=1; optimal curve is E1
+390880k: c=1; 2 possible optimal curves: E1 E2 
+390880l: c=1; 2 possible optimal curves: E1 E2 
+390880o: c=1; optimal curve is E1
+390880q: c=1; 2 possible optimal curves: E1 E2 
+390880s: c=1; optimal curve is E1
+390885b: c=1; optimal curve is E1
+390885d: c=1; optimal curve is E1
+390885j: c=1; 2 possible optimal curves: E1 E2 
+390885k: c=1; optimal curve is E1
+390894f: c=1; optimal curve is E1
+390894g: c=1; optimal curve is E1
+390894i: c=1; optimal curve is E1
+390894k: c=1; 2 possible optimal curves: E1 E2 
+390894m: c=1; 2 possible optimal curves: E1 E2 
+390894o: c=1; 2 possible optimal curves: E1 E2 
+390896g: c=1; 2 possible optimal curves: E1 E2 
+390897b: c=1; 2 possible optimal curves: E1 E2 
+390900g: c=1; 2 possible optimal curves: E1 E2 
+390906a: c=1; optimal curve is E1
+390906p: c=1; optimal curve is E1
+390910a: c=1; 2 possible optimal curves: E1 E2 
+390910b: c=1; 2 possible optimal curves: E1 E2 
+390910d: c=1; 2 possible optimal curves: E1 E2 
+390910e: c=1; 2 possible optimal curves: E1 E2 
+390910g: c=1; 3 possible optimal curves: E1 E2 E3 
+390910h: c=1; 2 possible optimal curves: E1 E2 
+390912d: c=1; 2 possible optimal curves: E1 E2 
+390912k: c=1; 2 possible optimal curves: E1 E2 
+390912t: c=1; optimal curve is E1
+390912w: c=1; optimal curve is E1
+390915e: c=1; optimal curve is E1
+390915g: c=1; 2 possible optimal curves: E1 E2 
+390915h: c=1; optimal curve is E1
+390915i: c=1; 2 possible optimal curves: E1 E2 
+390915j: c=1; optimal curve is E1
+390915k: c=1; 2 possible optimal curves: E1 E2 
+390915l: c=1; 2 possible optimal curves: E1 E2 
+390915m: c=1; 2 possible optimal curves: E1 E2 
+390915n: c=1; 2 possible optimal curves: E1 E2 
+390915o: c=1; optimal curve is E1
+390915r: c=1; optimal curve is E1
+390915u: c=1; optimal curve is E1
+390915v: c=1; 3 possible optimal curves: E1 E2 E3 
+390915w: c=1; 3 possible optimal curves: E1 E2 E3 
+390915x: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+390915y: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+390915z: c=1; 2 possible optimal curves: E1 E2 
+390915ba: c=1; optimal curve is E1
+390915bb: c=1; 3 possible optimal curves: E1 E2 E3 
+390915bd: c=1; optimal curve is E1
+390915bf: c=1; 3 possible optimal curves: E1 E2 E3 
+390915bg: c=1; 3 possible optimal curves: E1 E2 E3 
+390915bh: c=1; 2 possible optimal curves: E1 E2 
+390915bi: c=1; 2 possible optimal curves: E1 E2 
+390918a: c=1; optimal curve is E1
+390918c: c=1; 2 possible optimal curves: E1 E2 
+390918e: c=1; optimal curve is E1
+390918f: c=1; optimal curve is E1
+390928m: c=1; optimal curve is E1
+390928p: c=1; 2 possible optimal curves: E1 E2 
+390930a: c=1; 3 possible optimal curves: E1 E2 E3 
+390930b: c=1; 2 possible optimal curves: E1 E2 
+390930c: c=1; 2 possible optimal curves: E1 E2 
+390930d: c=1; 2 possible optimal curves: E1 E2 
+390930f: c=1; 2 possible optimal curves: E1 E2 
+390930g: c=1; 2 possible optimal curves: E1 E2 
+390930j: c=1; optimal curve is E1
+390930k: c=1; 2 possible optimal curves: E1 E2 
+390930l: c=1; optimal curve is E1
+390930n: c=1; 2 possible optimal curves: E1 E2 
+390930o: c=1; 2 possible optimal curves: E1 E2 
+390930r: c=1; optimal curve is E1
+390930u: c=1; 2 possible optimal curves: E1 E2 
+390930v: c=1; 2 possible optimal curves: E1 E2 
+390930w: c=1; 2 possible optimal curves: E1 E2 
+390936a: c=1; 2 possible optimal curves: E1 E2 
+390936e: c=1; 2 possible optimal curves: E1 E2 
+390936f: c=1; optimal curve is E1
+390942c: c=1; 2 possible optimal curves: E1 E2 
+390945b: c=1; 2 possible optimal curves: E1 E2 
+390949a: c=1; 2 possible optimal curves: E1 E2 
+390949d: c=1; optimal curve is E1
+390950i: c=1; 2 possible optimal curves: E1 E2 
+390951f: c=1; 2 possible optimal curves: E1 E2 
+390954b: c=1; optimal curve is E1
+390954e: c=1; 2 possible optimal curves: E1 E2 
+390954f: c=1; 2 possible optimal curves: E1 E2 
+390954g: c=1; optimal curve is E1
+390954h: c=1; optimal curve is E1
+390960h: c=1; 2 possible optimal curves: E1 E2 
+390960p: c=1; optimal curve is E1
+390960bb: c=1; 2 possible optimal curves: E1 E2 
+390960bh: c=1; 2 possible optimal curves: E1 E2 
+390966b: c=1; optimal curve is E1
+390966c: c=1; optimal curve is E1
+390966d: c=1; optimal curve is E1
+390966f: c=1; optimal curve is E1
+390969b: c=1; optimal curve is E1
+390972a: c=1; 2 possible optimal curves: E1 E2 
+390978c: c=1; optimal curve is E1
+390978h: c=1; 2 possible optimal curves: E1 E2 
+390978i: c=1; optimal curve is E1
+390978k: c=1; optimal curve is E1
+390981c: c=1; optimal curve is E1
+390984a: c=1; optimal curve is E1
+390984b: c=1; optimal curve is E1
+390990g: c=1; 2 possible optimal curves: E1 E2 
+390990i: c=1; optimal curve is E1
+390993d: c=1; 2 possible optimal curves: E1 E2 
+390993j: c=1; optimal curve is E1
+390995c: c=1; 2 possible optimal curves: E1 E2 
+390995f: c=1; 2 possible optimal curves: E1 E2 
+391005b: c=1; optimal curve is E1
+391005c: c=1; optimal curve is E1
+391010b: c=1; optimal curve is E1
+391016b: c=1; optimal curve is E1
+391017b: c=1; optimal curve is E1
+391017c: c=1; optimal curve is E1
+391017d: c=1; 2 possible optimal curves: E1 E2 
+391017h: c=1; optimal curve is E1
+391017i: c=1; optimal curve is E1
+391017j: c=1; optimal curve is E1
+391017m: c=1; optimal curve is E1
+391017q: c=1; optimal curve is E1
+391017r: c=1; optimal curve is E1
+391022a: c=1; 2 possible optimal curves: E1 E2 
+391023a: c=1; 2 possible optimal curves: E1 E2 
+391024a: c=1; 2 possible optimal curves: E1 E2 
+391025d: c=1; optimal curve is E1
+391040a: c=1; 2 possible optimal curves: E1 E2 
+391040c: c=1; optimal curve is E1
+391040e: c=1; 2 possible optimal curves: E1 E2 
+391040f: c=1; optimal curve is E1
+391040g: c=1; optimal curve is E1
+391040i: c=1; 2 possible optimal curves: E1 E2 
+391040j: c=1; optimal curve is E1
+391040k: c=1; 2 possible optimal curves: E1 E2 
+391044a: c=1; 2 possible optimal curves: E1 E2 
+391050b: c=1; 2 possible optimal curves: E1 E2 
+391050c: c=1; optimal curve is E1
+391050i: c=1; 2 possible optimal curves: E1 E2 
+391050k: c=1; optimal curve is E1
+391050u: c=1; optimal curve is E1
+391050w: c=1; 2 possible optimal curves: E1 E2 
+391050x: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+391050y: c=1; optimal curve is E1
+391050z: c=1; 2 possible optimal curves: E1 E2 
+391050bc: c=1; 2 possible optimal curves: E1 E2 
+391050bf: c=1; 2 possible optimal curves: E1 E2 
+391050bg: c=1; 2 possible optimal curves: E1 E2 
+391050bh: c=1; 2 possible optimal curves: E1 E2 
+391050bk: c=1; optimal curve is E1
+391050bq: c=1; 3 possible optimal curves: E1 E2 E3 
+391050bs: c=1; optimal curve is E1
+391050bt: c=1; optimal curve is E1
+391050bx: c=1; 2 possible optimal curves: E1 E2 
+391050cc: c=1; optimal curve is E1
+391050cd: c=1; 2 possible optimal curves: E1 E2 
+391050cf: c=1; 2 possible optimal curves: E1 E2 
+391050ck: c=1; 2 possible optimal curves: E1 E2 
+391050cl: c=1; 2 possible optimal curves: E1 E2 
+391050cm: c=1; optimal curve is E1
+391050cy: c=1; 2 possible optimal curves: E1 E2 
+391050db: c=1; 3 possible optimal curves: E1 E2 E3 
+391050dc: c=1; 3 possible optimal curves: E1 E2 E3 
+391050dg: c=1; optimal curve is E1
+391050dj: c=1; optimal curve is E1
+391050dk: c=1; 2 possible optimal curves: E1 E2 
+391050dl: c=1; optimal curve is E1
+391050dr: c=1; optimal curve is E1
+391050ec: c=1; optimal curve is E1
+391050ee: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+391050ef: c=1; optimal curve is E1
+391050eg: c=1; 2 possible optimal curves: E1 E2 
+391050en: c=1; optimal curve is E1
+391050eo: c=1; 3 possible optimal curves: E1 E2 E3 
+391050er: c=1; 2 possible optimal curves: E1 E2 
+391050eu: c=1; optimal curve is E1
+391050ez: c=1; optimal curve is E1
+391050fa: c=1; 2 possible optimal curves: E1 E2 
+391050fe: c=1; 2 possible optimal curves: E1 E2 
+391050fg: c=1; 2 possible optimal curves: E1 E2 
+391050fi: c=1; optimal curve is E1
+391050fj: c=1; 2 possible optimal curves: E1 E2 
+391050fk: c=1; optimal curve is E1
+391050fm: c=1; 2 possible optimal curves: E1 E2 
+391050fn: c=1; 2 possible optimal curves: E1 E2 
+391050fu: c=1; 2 possible optimal curves: E1 E2 
+391058c: c=1; optimal curve is E1
+391062e: c=1; 2 possible optimal curves: E1 E2 
+391065g: c=1; optimal curve is E1
+391065h: c=1; 2 possible optimal curves: E1 E2 
+391065i: c=1; optimal curve is E1
+391065l: c=1; optimal curve is E1
+391065m: c=1; 3 possible optimal curves: E1 E2 E3 
+391065o: c=1; optimal curve is E1
+391072a: c=1; optimal curve is E1
+391072i: c=1; optimal curve is E1
+391080b: c=1; 2 possible optimal curves: E1 E2 
+391083a: c=1; 2 possible optimal curves: E1 E2 
+391083c: c=1; 3 possible optimal curves: E1 E2 E3 
+391088e: c=1; 2 possible optimal curves: E1 E2 
+391090a: c=1; 2 possible optimal curves: E1 E2 
+391090b: c=1; optimal curve is E1
+391090c: c=1; optimal curve is E1
+391090h: c=1; optimal curve is E1
+391090j: c=1; 3 possible optimal curves: E1 E2 E3 
+391090k: c=1; optimal curve is E1
+391092a: c=1; optimal curve is E1
+391094e: c=1; optimal curve is E1
+391094f: c=1; 2 possible optimal curves: E1 E2 
+391096b: c=1; 2 possible optimal curves: E1 E2 
+391100a: c=1; optimal curve is E1
+391104a: c=1; optimal curve is E1
+391104c: c=1; optimal curve is E1
+391104d: c=1; optimal curve is E1
+391104g: c=1; optimal curve is E1
+391104i: c=1; optimal curve is E1
+391104j: c=1; 2 possible optimal curves: E1 E2 
+391104m: c=1; optimal curve is E1
+391104r: c=1; optimal curve is E1
+391104s: c=1; 2 possible optimal curves: E1 E2 
+391104z: c=1; optimal curve is E1
+391104ba: c=1; optimal curve is E1
+391104bb: c=1; optimal curve is E1
+391104be: c=1; optimal curve is E1
+391104bf: c=1; optimal curve is E1
+391104bg: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+391104bn: c=1; optimal curve is E1
+391104bo: c=1; 2 possible optimal curves: E1 E2 
+391104bt: c=1; 3 possible optimal curves: E1 E2 E3 
+391104bz: c=1; 2 possible optimal curves: E1 E2 
+391104cb: c=1; optimal curve is E1
+391104cc: c=1; optimal curve is E1
+391104cd: c=1; optimal curve is E1
+391104ce: c=1; 2 possible optimal curves: E1 E2 
+391104ch: c=1; optimal curve is E1
+391104ci: c=1; 2 possible optimal curves: E1 E2 
+391104ck: c=1; optimal curve is E1
+391104cm: c=1; 2 possible optimal curves: E1 E2 
+391104cp: c=1; optimal curve is E1
+391104cq: c=1; 2 possible optimal curves: E1 E2 
+391104cr: c=1; 3 possible optimal curves: E1 E2 E3 
+391104cs: c=1; 2 possible optimal curves: E1 E2 
+391104cu: c=1; optimal curve is E1
+391104dg: c=1; 2 possible optimal curves: E1 E2 
+391104di: c=1; optimal curve is E1
+391104dj: c=1; 3 possible optimal curves: E1 E2 E3 
+391104dp: c=1; optimal curve is E1
+391104dq: c=1; optimal curve is E1
+391104dr: c=1; optimal curve is E1
+391104ds: c=1; optimal curve is E1
+391104dt: c=1; optimal curve is E1
+391104du: c=1; 3 possible optimal curves: E1 E2 E3 
+391104ea: c=1; optimal curve is E1
+391104eb: c=1; 3 possible optimal curves: E1 E2 E3 
+391104ed: c=1; 2 possible optimal curves: E1 E2 
+391104ek: c=1; optimal curve is E1
+391104el: c=1; optimal curve is E1
+391104em: c=1; optimal curve is E1
+391104en: c=1; 2 possible optimal curves: E1 E2 
+391110a: c=1; 2 possible optimal curves: E1 E2 
+391118b: c=1; 2 possible optimal curves: E1 E2 
+391118e: c=1; 2 possible optimal curves: E1 E2 
+391118h: c=1; 2 possible optimal curves: E1 E2 
+391118i: c=1; 2 possible optimal curves: E1 E2 
+391118p: c=1; 3 possible optimal curves: E1 E2 E3 
+391120a: c=1; optimal curve is E1
+391120b: c=1; optimal curve is E1
+391120c: c=1; optimal curve is E1
+391120g: c=1; 2 possible optimal curves: E1 E2 
+391120h: c=1; optimal curve is E1
+391128a: c=1; 2 possible optimal curves: E1 E2 
+391128b: c=1; 2 possible optimal curves: E1 E2 
+391128c: c=1; 3 possible optimal curves: E1 E2 E3 
+391128d: c=1; optimal curve is E1
+391134b: c=1; 2 possible optimal curves: E1 E2 
+391134c: c=1; optimal curve is E1
+391134d: c=1; optimal curve is E1
+391134f: c=1; optimal curve is E1
+391134h: c=1; optimal curve is E1
+391140c: c=1; optimal curve is E1
+391140g: c=1; 2 possible optimal curves: E1 E2 
+391140l: c=1; 2 possible optimal curves: E1 E2 
+391140m: c=1; 2 possible optimal curves: E1 E2 
+391143a: c=1; 2 possible optimal curves: E1 E2 
+391144b: c=1; 2 possible optimal curves: E1 E2 
+391146a: c=1; optimal curve is E1
+391146d: c=1; optimal curve is E1
+391146e: c=1; optimal curve is E1
+391146n: c=1; optimal curve is E1
+391146p: c=1; optimal curve is E1
+391146q: c=1; 2 possible optimal curves: E1 E2 
+391152a: c=1; optimal curve is E1
+391152d: c=1; 2 possible optimal curves: E1 E2 
+391152k: c=1; optimal curve is E1
+391158a: c=1; 2 possible optimal curves: E1 E2 
+391158c: c=1; optimal curve is E1
+391158f: c=1; optimal curve is E1
+391158g: c=1; optimal curve is E1
+391158i: c=1; 2 possible optimal curves: E1 E2 
+391158k: c=1; 2 possible optimal curves: E1 E2 
+391158l: c=1; 2 possible optimal curves: E1 E2 
+391160b: c=1; 2 possible optimal curves: E1 E2 
+391160c: c=1; 2 possible optimal curves: E1 E2 
+391160d: c=1; 2 possible optimal curves: E1 E2 
+391160e: c=1; 2 possible optimal curves: E1 E2 
+391160f: c=1; optimal curve is E1
+391160g: c=1; optimal curve is E1
+391160h: c=1; optimal curve is E1
+391160i: c=1; optimal curve is E1
+391160j: c=1; optimal curve is E1
+391160k: c=1; optimal curve is E1
+391160l: c=1; 2 possible optimal curves: E1 E2 
+391160m: c=1; 2 possible optimal curves: E1 E2 
+391160n: c=1; 2 possible optimal curves: E1 E2 
+391160r: c=1; 2 possible optimal curves: E1 E2 
+391164a: c=1; 2 possible optimal curves: E1 E2 
+391167g: c=1; 2 possible optimal curves: E1 E2 
+391167j: c=1; 2 possible optimal curves: E1 E2 
+391170a: c=1; 3 possible optimal curves: E1 E2 E3 
+391170i: c=1; 2 possible optimal curves: E1 E2 
+391170q: c=1; 2 possible optimal curves: E1 E2 
+391170u: c=1; 2 possible optimal curves: E1 E2 
+391170z: c=1; 2 possible optimal curves: E1 E2 
+391170bb: c=1; 2 possible optimal curves: E1 E2 
+391170bc: c=1; optimal curve is E1
+391170be: c=1; 2 possible optimal curves: E1 E2 
+391170bg: c=1; 3 possible optimal curves: E1 E2 E3 
+391170bi: c=1; 2 possible optimal curves: E1 E2 
+391170bo: c=1; optimal curve is E1
+391170bp: c=1; optimal curve is E1
+391170bs: c=1; optimal curve is E1
+391170cb: c=1; optimal curve is E1
+391170cc: c=1; 3 possible optimal curves: E1 E2 E3 
+391170cg: c=1; 2 possible optimal curves: E1 E2 
+391173a: c=1; 2 possible optimal curves: E1 E2 
+391179b: c=1; 3 possible optimal curves: E1 E2 E3 
+391181b: c=1; optimal curve is E1
+391184c: c=1; 2 possible optimal curves: E1 E2 
+391200j: c=1; 2 possible optimal curves: E1 E2 
+391200p: c=1; 2 possible optimal curves: E1 E2 
+391200q: c=1; 2 possible optimal curves: E1 E2 
+391200s: c=1; 2 possible optimal curves: E1 E2 
+391200t: c=1; optimal curve is E1
+391200u: c=1; optimal curve is E1
+391200x: c=1; optimal curve is E1
+391200y: c=1; optimal curve is E1
+391200bb: c=1; optimal curve is E1
+391200bc: c=1; optimal curve is E1
+391200bd: c=1; optimal curve is E1
+391200bf: c=1; 2 possible optimal curves: E1 E2 
+391200bg: c=1; 2 possible optimal curves: E1 E2 
+391200bm: c=1; 2 possible optimal curves: E1 E2 
+391202a: c=1; 2 possible optimal curves: E1 E2 
+391202b: c=1; 2 possible optimal curves: E1 E2 
+391204f: c=1; 2 possible optimal curves: E1 E2 
+391207a: c=1; optimal curve is E1
+391210c: c=1; 2 possible optimal curves: E1 E2 
+391210d: c=1; 2 possible optimal curves: E1 E2 
+391210e: c=1; optimal curve is E1
+391210f: c=1; optimal curve is E1
+391216i: c=1; 2 possible optimal curves: E1 E2 
+391216n: c=1; 2 possible optimal curves: E1 E2 
+391222h: c=1; optimal curve is E1
+391223a: c=1; 2 possible optimal curves: E1 E2 
+391230n: c=1; 2 possible optimal curves: E1 E2 
+391230p: c=1; 2 possible optimal curves: E1 E2 
+391230q: c=1; optimal curve is E1
+391230y: c=1; 2 possible optimal curves: E1 E2 
+391230bd: c=1; optimal curve is E1
+391230be: c=1; optimal curve is E1
+391230bf: c=1; 2 possible optimal curves: E1 E2 
+391230bh: c=1; 2 possible optimal curves: E1 E2 
+391230bj: c=1; optimal curve is E1
+391230bl: c=1; 2 possible optimal curves: E1 E2 
+391230bs: c=1; optimal curve is E1
+391230by: c=1; optimal curve is E1
+391230cf: c=1; 2 possible optimal curves: E1 E2 
+391230ch: c=1; 2 possible optimal curves: E1 E2 
+391230cj: c=1; optimal curve is E1
+391230cn: c=1; optimal curve is E1
+391230co: c=1; optimal curve is E1
+391230cp: c=1; 2 possible optimal curves: E1 E2 
+391230cs: c=1; 2 possible optimal curves: E1 E2 
+391230di: c=1; optimal curve is E1
+391230dj: c=1; 2 possible optimal curves: E1 E2 
+391230dk: c=1; 2 possible optimal curves: E1 E2 
+391232b: c=1; 2 possible optimal curves: E1 E2 
+391232m: c=1; optimal curve is E1
+391237a: c=1; optimal curve is E1
+391240a: c=1; optimal curve is E1
+391245c: c=1; optimal curve is E1
+391248a: c=1; 2 possible optimal curves: E1 E2 
+391248b: c=1; 2 possible optimal curves: E1 E2 
+391248d: c=1; 2 possible optimal curves: E1 E2 
+391248g: c=1; 2 possible optimal curves: E1 E2 
+391248o: c=1; optimal curve is E1
+391248p: c=1; optimal curve is E1
+391248q: c=1; optimal curve is E1
+391248s: c=1; optimal curve is E1
+391248t: c=1; optimal curve is E1
+391248u: c=1; 2 possible optimal curves: E1 E2 
+391248v: c=1; 2 possible optimal curves: E1 E2 
+391248w: c=1; 3 possible optimal curves: E1 E2 E3 
+391248x: c=1; optimal curve is E1
+391248y: c=1; 3 possible optimal curves: E1 E2 E3 
+391248z: c=1; 2 possible optimal curves: E1 E2 
+391248ba: c=1; optimal curve is E1
+391248bc: c=1; optimal curve is E1
+391248bd: c=1; 2 possible optimal curves: E1 E2 
+391248bq: c=1; 2 possible optimal curves: E1 E2 
+391248br: c=1; 2 possible optimal curves: E1 E2 
+391248bs: c=1; 2 possible optimal curves: E1 E2 
+391248bt: c=1; 2 possible optimal curves: E1 E2 
+391248bx: c=1; 2 possible optimal curves: E1 E2 
+391248by: c=1; optimal curve is E1
+391248bz: c=1; optimal curve is E1
+391248ca: c=1; optimal curve is E1
+391248cb: c=1; optimal curve is E1
+391248ce: c=1; 2 possible optimal curves: E1 E2 
+391248cf: c=1; 2 possible optimal curves: E1 E2 
+391248cs: c=1; 2 possible optimal curves: E1 E2 
+391248ct: c=1; optimal curve is E1
+391248cw: c=1; 2 possible optimal curves: E1 E2 
+391248cx: c=1; 2 possible optimal curves: E1 E2 
+391248cy: c=1; 2 possible optimal curves: E1 E2 
+391248cz: c=1; optimal curve is E1
+391248dh: c=1; 3 possible optimal curves: E1 E2 E3 
+391248di: c=1; optimal curve is E1
+391248dj: c=1; 2 possible optimal curves: E1 E2 
+391248dk: c=1; 2 possible optimal curves: E1 E2 
+391248dm: c=1; optimal curve is E1
+391248dq: c=1; 2 possible optimal curves: E1 E2 
+391248dr: c=1; 2 possible optimal curves: E1 E2 
+391251a: c=1; 2 possible optimal curves: E1 E2 
+391255b: c=1; optimal curve is E1
+391265a: c=1; optimal curve is E1
+391266o: c=1; 2 possible optimal curves: E1 E2 
+391266p: c=1; optimal curve is E1
+391268a: c=1; optimal curve is E1
+391270d: c=1; optimal curve is E1
+391272j: c=1; optimal curve is E1
+391272l: c=1; optimal curve is E1
+391272n: c=1; optimal curve is E1
+391272p: c=1; 2 possible optimal curves: E1 E2 
+391272s: c=1; 3 possible optimal curves: E1 E2 E3 
+391272t: c=1; optimal curve is E1
+391272v: c=1; 2 possible optimal curves: E1 E2 
+391274c: c=1; optimal curve is E1
+391274h: c=1; optimal curve is E1
+391275i: c=1; 2 possible optimal curves: E1 E2 
+391275k: c=1; 2 possible optimal curves: E1 E2 
+391275l: c=1; 2 possible optimal curves: E1 E2 
+391280j: c=1; optimal curve is E1
+391280p: c=1; 2 possible optimal curves: E1 E2 
+391286a: c=1; optimal curve is E1
+391286d: c=1; 2 possible optimal curves: E1 E2 
+391286f: c=1; optimal curve is E1
+391287b: c=1; 2 possible optimal curves: E1 E2 
+391290b: c=1; 2 possible optimal curves: E1 E2 
+391290c: c=1; 3 possible optimal curves: E1 E2 E3 
+391296a: c=1; 2 possible optimal curves: E1 E2 
+391296b: c=1; 2 possible optimal curves: E1 E2 
+391296c: c=1; optimal curve is E1
+391296d: c=1; optimal curve is E1
+391300e: c=1; optimal curve is E1
+391300j: c=1; optimal curve is E1
+391300s: c=1; 2 possible optimal curves: E1 E2 
+391300ba: c=1; 2 possible optimal curves: E1 E2 
+391300bl: c=1; optimal curve is E1
+391300bn: c=1; optimal curve is E1
+391300bo: c=1; optimal curve is E1
+391300bp: c=1; optimal curve is E1
+391304b: c=1; 2 possible optimal curves: E1 E2 
+391305a: c=1; optimal curve is E1
+391305b: c=1; optimal curve is E1
+391305c: c=1; 2 possible optimal curves: E1 E2 
+391326a: c=1; optimal curve is E1
+391326b: c=1; 2 possible optimal curves: E1 E2 
+391326c: c=1; 2 possible optimal curves: E1 E2 
+391326e: c=1; optimal curve is E1
+391326k: c=1; 2 possible optimal curves: E1 E2 
+391326n: c=1; 2 possible optimal curves: E1 E2 
+391326r: c=1; optimal curve is E1
+391335e: c=1; optimal curve is E1
+391340c: c=1; optimal curve is E1
+391342a: c=1; 2 possible optimal curves: E1 E2 
+391342g: c=1; optimal curve is E1
+391344j: c=1; 2 possible optimal curves: E1 E2 
+391344k: c=1; 2 possible optimal curves: E1 E2 
+391344m: c=1; 2 possible optimal curves: E1 E2 
+391344o: c=1; optimal curve is E1
+391344r: c=1; 2 possible optimal curves: E1 E2 
+391344u: c=1; 3 possible optimal curves: E1 E2 E3 
+391344v: c=1; 2 possible optimal curves: E1 E2 
+391345a: c=1; 2 possible optimal curves: E1 E2 
+391345b: c=1; optimal curve is E1
+391345e: c=1; 2 possible optimal curves: E1 E2 
+391347f: c=1; optimal curve is E1
+391350a: c=1; optimal curve is E1
+391350d: c=1; optimal curve is E1
+391350k: c=1; 2 possible optimal curves: E1 E2 
+391350l: c=1; 2 possible optimal curves: E1 E2 
+391350q: c=1; optimal curve is E1
+391350t: c=1; optimal curve is E1
+391350u: c=1; optimal curve is E1
+391362b: c=1; optimal curve is E1
+391362d: c=1; optimal curve is E1
+391374a: c=1; 2 possible optimal curves: E1 E2 
+391374d: c=1; 2 possible optimal curves: E1 E2 
+391374m: c=1; 2 possible optimal curves: E1 E2 
+391374q: c=1; 2 possible optimal curves: E1 E2 
+391376m: c=1; 2 possible optimal curves: E1 E2 
+391380b: c=1; 2 possible optimal curves: E1 E2 
+391380e: c=1; 2 possible optimal curves: E1 E2 
+391386b: c=1; optimal curve is E1
+391386e: c=1; optimal curve is E1
+391391f: c=1; optimal curve is E1
+391391h: c=1; optimal curve is E1
+391391l: c=1; optimal curve is E1
+391391n: c=1; 3 possible optimal curves: E1 E2 E3 
+391391o: c=1; optimal curve is E1
+391398c: c=1; 2 possible optimal curves: E1 E2 
+391398e: c=1; optimal curve is E1
+391398f: c=1; optimal curve is E1
+391400j: c=1; 2 possible optimal curves: E1 E2 
+391400k: c=1; 3 possible optimal curves: E1 E2 E3 
+391400p: c=1; 2 possible optimal curves: E1 E2 
+391401b: c=1; 2 possible optimal curves: E1 E2 
+391401c: c=1; 2 possible optimal curves: E1 E2 
+391401d: c=1; 2 possible optimal curves: E1 E2 
+391404c: c=1; 2 possible optimal curves: E1 E2 
+391406d: c=1; 2 possible optimal curves: E1 E2 
+391410a: c=1; optimal curve is E1
+391410c: c=1; optimal curve is E1
+391410f: c=1; 2 possible optimal curves: E1 E2 
+391412c: c=1; 2 possible optimal curves: E1 E2 
+391414a: c=1; optimal curve is E1
+391416a: c=1; optimal curve is E1
+391417b: c=1; optimal curve is E1
+391419c: c=1; 2 possible optimal curves: E1 E2 
+391419d: c=1; optimal curve is E1
+391421a: c=1; optimal curve is E1
+391424a: c=1; 2 possible optimal curves: E1 E2 
+391424b: c=1; optimal curve is E1
+391424c: c=1; 2 possible optimal curves: E1 E2 
+391424d: c=1; optimal curve is E1
+391424e: c=1; optimal curve is E1
+391424f: c=1; 2 possible optimal curves: E1 E2 
+391424g: c=1; optimal curve is E1
+391424h: c=1; 2 possible optimal curves: E1 E2 
+391425e: c=1; 2 possible optimal curves: E1 E2 
+391425j: c=1; optimal curve is E1
+391426b: c=1; 3 possible optimal curves: E1 E2 E3 
+391426c: c=1; 2 possible optimal curves: E1 E2 
+391428f: c=1; 2 possible optimal curves: E1 E2 
+391435b: c=1; 2 possible optimal curves: E1 E2 
+391435c: c=1; 2 possible optimal curves: E1 E2 
+391437c: c=1; optimal curve is E1
+391437f: c=1; optimal curve is E1
+391437g: c=1; 2 possible optimal curves: E1 E2 
+391440a: c=1; 2 possible optimal curves: E1 E2 
+391440e: c=1; 3 possible optimal curves: E1 E2 E3 
+391440f: c=1; 2 possible optimal curves: E1 E2 
+391440h: c=1; 2 possible optimal curves: E1 E2 
+391440j: c=1; 3 possible optimal curves: E1 E2 E3 
+391440k: c=1; optimal curve is E1
+391440l: c=1; 2 possible optimal curves: E1 E2 
+391440n: c=1; 2 possible optimal curves: E1 E2 
+391440p: c=1; 2 possible optimal curves: E1 E2 
+391440q: c=1; 3 possible optimal curves: E1 E2 E3 
+391440s: c=1; optimal curve is E1
+391440t: c=1; 2 possible optimal curves: E1 E2 
+391440u: c=1; 2 possible optimal curves: E1 E2 
+391440v: c=1; 2 possible optimal curves: E1 E2 
+391440z: c=1; 2 possible optimal curves: E1 E2 
+391440bb: c=1; 2 possible optimal curves: E1 E3 
+391440bg: c=1; 2 possible optimal curves: E1 E2 
+391440bh: c=1; optimal curve is E1
+391440bl: c=1; 2 possible optimal curves: E1 E2 
+391440bn: c=1; 2 possible optimal curves: E1 E2 
+391440bq: c=1; 3 possible optimal curves: E1 E2 E3 
+391440br: c=1; 2 possible optimal curves: E1 E2 
+391440bs: c=1; 3 possible optimal curves: E1 E2 E3 
+391440bu: c=1; 3 possible optimal curves: E1 E2 E3 
+391440bw: c=1; 2 possible optimal curves: E1 E2 
+391440bz: c=1; 3 possible optimal curves: E1 E2 E3 
+391440ca: c=1; 3 possible optimal curves: E1 E2 E3 
+391440cb: c=1; 2 possible optimal curves: E1 E2 
+391440ci: c=1; 2 possible optimal curves: E1 E2 
+391440ck: c=1; optimal curve is E1
+391440cl: c=1; 3 possible optimal curves: E1 E2 E3 
+391440cm: c=1; 2 possible optimal curves: E1 E2 
+391442c: c=1; optimal curve is E1
+391442d: c=1; optimal curve is E1
+391446f: c=1; 2 possible optimal curves: E1 E2 
+391446n: c=1; optimal curve is E1
+391450g: c=1; optimal curve is E1
+391457d: c=1; optimal curve is E1
+391460b: c=1; 2 possible optimal curves: E1 E2 
+391460c: c=1; 2 possible optimal curves: E1 E2 
+391460m: c=1; 2 possible optimal curves: E1 E2 
+391461c: c=1; 2 possible optimal curves: E1 E2 
+391461e: c=1; 2 possible optimal curves: E1 E2 
+391461f: c=1; 2 possible optimal curves: E1 E2 
+391464d: c=1; optimal curve is E1
+391468b: c=1; 2 possible optimal curves: E1 E2 
+391470a: c=1; optimal curve is E1
+391474a: c=1; 2 possible optimal curves: E1 E2 
+391476a: c=1; optimal curve is E1
+391476c: c=1; optimal curve is E1
+391476e: c=1; optimal curve is E1
+391476f: c=1; 2 possible optimal curves: E1 E2 
+391482c: c=1; 3 possible optimal curves: E1 E2 E3 
+391482d: c=1; optimal curve is E1
+391482h: c=1; optimal curve is E1
+391482i: c=1; 3 possible optimal curves: E1 E2 E3 
+391482k: c=1; 2 possible optimal curves: E1 E2 
+391482p: c=1; optimal curve is E1
+391482s: c=1; optimal curve is E1
+391482t: c=1; optimal curve is E1
+391482x: c=1; 2 possible optimal curves: E1 E2 
+391482y: c=1; optimal curve is E1
+391482z: c=1; optimal curve is E1
+391482ba: c=1; 3 possible optimal curves: E1 E2 E3 
+391488c: c=1; 3 possible optimal curves: E1 E2 E3 
+391488d: c=1; 2 possible optimal curves: E1 E2 
+391488g: c=1; 2 possible optimal curves: E1 E2 
+391488h: c=1; 3 possible optimal curves: E1 E2 E3 
+391490a: c=1; 2 possible optimal curves: E1 E2 
+391490c: c=1; 2 possible optimal curves: E1 E2 
+391494a: c=1; 2 possible optimal curves: E1 E2 
+391495a: c=1; optimal curve is E1
+391498b: c=1; optimal curve is E1
+391499a: c=1; optimal curve is E1
+391510c: c=1; optimal curve is E1
+391510d: c=1; optimal curve is E1
+391510h: c=1; 2 possible optimal curves: E1 E2 
+391510i: c=1; optimal curve is E1
+391510k: c=1; optimal curve is E1
+391510m: c=1; 2 possible optimal curves: E1 E2 
+391510s: c=1; optimal curve is E1
+391510t: c=1; 2 possible optimal curves: E1 E3 
+391510u: c=1; 2 possible optimal curves: E1 E2 
+391510bd: c=1; 3 possible optimal curves: E1 E2 E3 
+391510be: c=1; 2 possible optimal curves: E1 E2 
+391510bf: c=1; 3 possible optimal curves: E1 E2 E3 
+391510bh: c=1; 2 possible optimal curves: E1 E2 
+391510bn: c=1; 2 possible optimal curves: E1 E2 
+391510bo: c=1; 2 possible optimal curves: E1 E2 
+391510bp: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+391510bq: c=1; 2 possible optimal curves: E1 E2 
+391512b: c=1; optimal curve is E1
+391512f: c=1; 2 possible optimal curves: E1 E2 
+391524a: c=1; 2 possible optimal curves: E1 E2 
+391524d: c=1; 2 possible optimal curves: E1 E2 
+391529a: c=1; 2 possible optimal curves: E1 E2 
+391530a: c=1; optimal curve is E1
+391530c: c=1; 2 possible optimal curves: E1 E2 
+391530f: c=1; 3 possible optimal curves: E1 E2 E3 
+391530i: c=1; 2 possible optimal curves: E1 E2 
+391530k: c=1; optimal curve is E1
+391530l: c=1; optimal curve is E1
+391530m: c=1; 2 possible optimal curves: E1 E2 
+391530n: c=1; 2 possible optimal curves: E1 E2 
+391530p: c=1; optimal curve is E1
+391534g: c=1; optimal curve is E1
+391534l: c=1; 2 possible optimal curves: E1 E2 
+391534w: c=1; optimal curve is E1
+391534x: c=1; optimal curve is E1
+391534bc: c=1; 2 possible optimal curves: E1 E2 
+391539a: c=1; optimal curve is E1
+391542a: c=1; optimal curve is E1
+391542b: c=1; 2 possible optimal curves: E1 E2 
+391542c: c=1; optimal curve is E1
+391545b: c=1; 2 possible optimal curves: E1 E2 
+391545c: c=1; 2 possible optimal curves: E1 E2 
+391545d: c=1; 2 possible optimal curves: E1 E2 
+391545e: c=1; 2 possible optimal curves: E1 E2 
+391545f: c=1; 2 possible optimal curves: E1 E2 
+391545g: c=1; optimal curve is E1
+391545h: c=1; 2 possible optimal curves: E1 E2 
+391545m: c=1; optimal curve is E1
+391545n: c=1; optimal curve is E1
+391545p: c=1; 2 possible optimal curves: E1 E2 
+391545q: c=1; 2 possible optimal curves: E1 E2 
+391545r: c=1; 3 possible optimal curves: E1 E2 E3 
+391545s: c=1; optimal curve is E1
+391550i: c=1; optimal curve is E1
+391550k: c=1; optimal curve is E1
+391550l: c=1; 2 possible optimal curves: E1 E2 
+391550m: c=1; 2 possible optimal curves: E1 E2 
+391550s: c=1; 2 possible optimal curves: E1 E2 
+391550v: c=1; optimal curve is E1
+391552a: c=1; optimal curve is E1
+391552b: c=1; 2 possible optimal curves: E1 E2 
+391552c: c=1; 2 possible optimal curves: E1 E2 
+391552d: c=1; optimal curve is E1
+391552i: c=1; optimal curve is E1
+391552j: c=1; 2 possible optimal curves: E1 E2 
+391552k: c=1; optimal curve is E1
+391552l: c=1; 2 possible optimal curves: E1 E2 
+391552q: c=1; 2 possible optimal curves: E1 E2 
+391552r: c=1; optimal curve is E1
+391552s: c=1; optimal curve is E1
+391552t: c=1; 2 possible optimal curves: E1 E2 
+391557b: c=1; 2 possible optimal curves: E1 E2 
+391558a: c=1; 2 possible optimal curves: E1 E2 
+391560a: c=1; 2 possible optimal curves: E1 E2 
+391560e: c=1; 2 possible optimal curves: E1 E2 
+391560g: c=1; optimal curve is E1
+391560i: c=1; optimal curve is E1
+391560j: c=1; 3 possible optimal curves: E1 E2 E3 
+391560k: c=1; 3 possible optimal curves: E1 E2 E3 
+391560o: c=1; 2 possible optimal curves: E1 E2 
+391563a: c=1; optimal curve is E1
+391566f: c=1; optimal curve is E1
+391573a: c=1; 2 possible optimal curves: E1 E2 
+391573d: c=1; 2 possible optimal curves: E1 E2 
+391575c: c=1; 2 possible optimal curves: E1 E2 
+391575g: c=1; 2 possible optimal curves: E1 E2 
+391575h: c=1; 2 possible optimal curves: E1 E2 
+391578c: c=1; optimal curve is E1
+391587a: c=1; 2 possible optimal curves: E1 E2 
+391587b: c=1; 2 possible optimal curves: E1 E2 
+391590a: c=1; 2 possible optimal curves: E1 E2 
+391590c: c=1; 2 possible optimal curves: E1 E2 
+391590d: c=1; 2 possible optimal curves: E1 E2 
+391590e: c=1; optimal curve is E1
+391590i: c=1; 2 possible optimal curves: E1 E2 
+391590j: c=1; 2 possible optimal curves: E1 E2 
+391590k: c=1; 2 possible optimal curves: E1 E2 
+391590m: c=1; 2 possible optimal curves: E1 E2 
+391590n: c=1; optimal curve is E1
+391590o: c=1; 2 possible optimal curves: E1 E2 
+391590p: c=1; 2 possible optimal curves: E1 E2 
+391590q: c=1; 3 possible optimal curves: E1 E2 E3 
+391590s: c=1; 2 possible optimal curves: E1 E2 
+391590u: c=1; 2 possible optimal curves: E1 E2 
+391590v: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+391595c: c=1; 2 possible optimal curves: E1 E2 
+391595e: c=1; optimal curve is E1
+391595f: c=1; optimal curve is E1
+391595h: c=1; optimal curve is E1
+391600c: c=1; 2 possible optimal curves: E1 E2 
+391600d: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+391600e: c=1; optimal curve is E1
+391600f: c=1; optimal curve is E1
+391600g: c=1; 2 possible optimal curves: E1 E2 
+391600h: c=1; optimal curve is E1
+391600i: c=1; 2 possible optimal curves: E1 E2 
+391600j: c=1; 2 possible optimal curves: E1 E2 
+391600l: c=1; 2 possible optimal curves: E1 E3 
+391600m: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+391600n: c=1; optimal curve is E1
+391600o: c=1; 2 possible optimal curves: E1 E2 
+391600w: c=1; 3 possible optimal curves: E1 E2 E3 
+391600x: c=1; 2 possible optimal curves: E1 E2 
+391600y: c=1; optimal curve is E1
+391600z: c=1; 2 possible optimal curves: E1 E2 
+391600ba: c=1; optimal curve is E1
+391600bb: c=1; optimal curve is E1
+391600bc: c=1; 3 possible optimal curves: E1 E2 E3 
+391600bd: c=1; 2 possible optimal curves: E1 E2 
+391600be: c=1; 2 possible optimal curves: E1 E2 
+391600bf: c=1; 2 possible optimal curves: E1 E2 
+391600bg: c=1; 3 possible optimal curves: E1 E2 E3 
+391600bi: c=1; optimal curve is E1
+391600bk: c=1; optimal curve is E1
+391600bl: c=1; optimal curve is E1
+391600bm: c=1; 2 possible optimal curves: E1 E2 
+391600bn: c=1; 2 possible optimal curves: E1 E2 
+391600bo: c=1; 2 possible optimal curves: E1 E2 
+391600bp: c=1; optimal curve is E1
+391600bs: c=1; 2 possible optimal curves: E1 E2 
+391600bw: c=1; 2 possible optimal curves: E1 E2 
+391600bx: c=1; optimal curve is E1
+391600by: c=1; 2 possible optimal curves: E1 E2 
+391600bz: c=1; optimal curve is E1
+391600ca: c=1; optimal curve is E1
+391600cb: c=1; optimal curve is E1
+391600cc: c=1; 2 possible optimal curves: E1 E2 
+391600ce: c=1; 2 possible optimal curves: E1 E2 
+391600ch: c=1; optimal curve is E1
+391600ci: c=1; 2 possible optimal curves: E1 E2 
+391600cj: c=1; 2 possible optimal curves: E1 E2 
+391600ck: c=1; 2 possible optimal curves: E1 E2 
+391600cl: c=1; optimal curve is E1
+391600cm: c=1; 2 possible optimal curves: E1 E2 
+391600cn: c=1; optimal curve is E1
+391610b: c=1; optimal curve is E1
+391610c: c=1; optimal curve is E1
+391611b: c=1; optimal curve is E1
+391617a: c=1; 3 possible optimal curves: E1 E2 E3 
+391620a: c=1; optimal curve is E1
+391620c: c=1; optimal curve is E1
+391620d: c=1; 2 possible optimal curves: E1 E2 
+391620e: c=1; 2 possible optimal curves: E1 E2 
+391620f: c=1; optimal curve is E1
+391620g: c=1; optimal curve is E1
+391621a: c=1; optimal curve is E1
+391622a: c=1; optimal curve is E1
+391622b: c=1; optimal curve is E1
+391622c: c=1; 2 possible optimal curves: E1 E2 
+391629d: c=1; optimal curve is E1
+391629g: c=1; optimal curve is E1
+391632e: c=1; 2 possible optimal curves: E1 E2 
+391632f: c=1; 2 possible optimal curves: E1 E2 
+391632i: c=1; 2 possible optimal curves: E1 E2 
+391644a: c=1; optimal curve is E1
+391644b: c=1; optimal curve is E1
+391644d: c=1; 2 possible optimal curves: E1 E2 
+391644e: c=1; optimal curve is E1
+391645a: c=1; optimal curve is E1
+391645b: c=1; optimal curve is E1
+391650f: c=1; 2 possible optimal curves: E1 E2 
+391650k: c=1; 2 possible optimal curves: E1 E2 
+391650n: c=1; 2 possible optimal curves: E1 E2 
+391650o: c=1; 3 possible optimal curves: E1 E2 E3 
+391650w: c=1; 2 possible optimal curves: E1 E2 
+391650z: c=1; 2 possible optimal curves: E1 E2 
+391650ba: c=1; 2 possible optimal curves: E1 E2 
+391650bi: c=1; 2 possible optimal curves: E1 E2 
+391650bj: c=1; optimal curve is E1
+391650br: c=1; 3 possible optimal curves: E1 E2 E3 
+391650bt: c=1; 2 possible optimal curves: E1 E2 
+391650cb: c=1; optimal curve is E1
+391652a: c=1; 2 possible optimal curves: E1 E2 
+391658a: c=1; optimal curve is E1
+391664d: c=1; optimal curve is E1
+391664l: c=1; optimal curve is E1
+391664u: c=1; 2 possible optimal curves: E1 E2 
+391668d: c=1; optimal curve is E1
+391670a: c=1; optimal curve is E1
+391670d: c=1; optimal curve is E1
+391671b: c=1; 2 possible optimal curves: E1 E2 
+391671d: c=1; 3 possible optimal curves: E1 E2 E3 
+391671e: c=1; 2 possible optimal curves: E1 E2 
+391673b: c=1; optimal curve is E1
+391674c: c=1; 2 possible optimal curves: E1 E2 
+391674f: c=1; 2 possible optimal curves: E1 E2 
+391677b: c=1; optimal curve is E1
+391677d: c=1; 2 possible optimal curves: E1 E2 
+391677e: c=1; optimal curve is E1
+391677l: c=1; 2 possible optimal curves: E1 E2 
+391677m: c=1; optimal curve is E1
+391677n: c=1; 2 possible optimal curves: E1 E2 
+391685e: c=1; 2 possible optimal curves: E1 E2 
+391685f: c=1; 2 possible optimal curves: E1 E2 
+391685o: c=1; 2 possible optimal curves: E1 E2 
+391685p: c=1; 2 possible optimal curves: E1 E2 
+391685q: c=1; 2 possible optimal curves: E1 E2 
+391685s: c=1; 3 possible optimal curves: E1 E2 E3 
+391685t: c=1; 3 possible optimal curves: E1 E2 E3 
+391685u: c=1; optimal curve is E1
+391685v: c=1; 2 possible optimal curves: E1 E2 
+391686a: c=1; optimal curve is E1
+391686b: c=1; optimal curve is E1
+391686c: c=1; optimal curve is E1
+391686d: c=1; 2 possible optimal curves: E1 E2 
+391686e: c=1; 2 possible optimal curves: E1 E2 
+391686f: c=1; optimal curve is E1
+391686g: c=1; optimal curve is E1
+391686h: c=1; 2 possible optimal curves: E1 E2 
+391686i: c=1; optimal curve is E1
+391690a: c=1; 2 possible optimal curves: E1 E2 
+391690b: c=1; 2 possible optimal curves: E1 E2 
+391690e: c=1; optimal curve is E1
+391690f: c=1; 2 possible optimal curves: E1 E2 
+391690h: c=1; optimal curve is E1
+391690l: c=1; 2 possible optimal curves: E1 E2 
+391690q: c=1; 2 possible optimal curves: E1 E2 
+391690r: c=1; optimal curve is E1
+391692d: c=1; 2 possible optimal curves: E1 E2 
+391695c: c=1; optimal curve is E1
+391698c: c=1; 2 possible optimal curves: E1 E2 
+391698d: c=1; 2 possible optimal curves: E1 E2 
+391710b: c=1; optimal curve is E1
+391710c: c=1; optimal curve is E1
+391710i: c=1; 2 possible optimal curves: E1 E2 
+391710j: c=1; 2 possible optimal curves: E1 E2 
+391713a: c=1; optimal curve is E1
+391713d: c=1; 2 possible optimal curves: E1 E2 
+391714a: c=1; 2 possible optimal curves: E1 E2 
+391714b: c=1; optimal curve is E1
+391716b: c=1; optimal curve is E1
+391716i: c=1; optimal curve is E1
+391720c: c=1; 3 possible optimal curves: E1 E2 E3 
+391720f: c=1; optimal curve is E1
+391725c: c=1; optimal curve is E1
+391725f: c=1; 2 possible optimal curves: E1 E2 
+391725g: c=1; optimal curve is E1
+391728a: c=1; optimal curve is E1
+391728b: c=1; optimal curve is E1
+391728c: c=1; 2 possible optimal curves: E1 E2 
+391730e: c=1; optimal curve is E1
+391734c: c=1; 2 possible optimal curves: E1 E2 
+391734h: c=1; 2 possible optimal curves: E1 E2 
+391734i: c=1; 3 possible optimal curves: E1 E2 E3 
+391742b: c=1; 2 possible optimal curves: E1 E2 
+391742c: c=1; optimal curve is E1
+391742d: c=1; 2 possible optimal curves: E1 E2 
+391742g: c=1; 2 possible optimal curves: E1 E2 
+391744c: c=1; optimal curve is E1
+391744d: c=1; optimal curve is E1
+391755k: c=1; 3 possible optimal curves: E1 E2 E3 
+391755l: c=1; 2 possible optimal curves: E1 E2 
+391755m: c=1; 2 possible optimal curves: E1 E2 
+391755o: c=1; 2 possible optimal curves: E1 E2 
+391755q: c=1; 2 possible optimal curves: E1 E2 
+391755r: c=1; 2 possible optimal curves: E1 E2 
+391755s: c=1; 2 possible optimal curves: E1 E2 
+391755t: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+391755u: c=1; optimal curve is E1
+391755w: c=1; 2 possible optimal curves: E1 E2 
+391755x: c=1; 2 possible optimal curves: E1 E2 
+391755y: c=1; 3 possible optimal curves: E1 E2 E3 
+391755z: c=1; 2 possible optimal curves: E1 E2 
+391755ba: c=1; 2 possible optimal curves: E1 E2 
+391755bb: c=1; 2 possible optimal curves: E1 E2 
+391755bd: c=1; 2 possible optimal curves: E1 E2 
+391755bn: c=1; optimal curve is E1
+391755bo: c=1; 3 possible optimal curves: E1 E2 E3 
+391755bp: c=1; 3 possible optimal curves: E1 E2 E3 
+391755bq: c=1; 3 possible optimal curves: E1 E2 E3 
+391755br: c=1; optimal curve is E1
+391755bs: c=1; 2 possible optimal curves: E1 E2 
+391755bt: c=1; 3 possible optimal curves: E1 E2 E3 
+391755bu: c=1; 2 possible optimal curves: E1 E2 
+391755bv: c=1; optimal curve is E1
+391755bw: c=1; optimal curve is E1
+391755bx: c=1; 2 possible optimal curves: E1 E2 
+391755by: c=1; 3 possible optimal curves: E1 E2 E3 
+391755bz: c=1; 3 possible optimal curves: E1 E2 E3 
+391758a: c=1; 3 possible optimal curves: E1 E2 E3 
+391760b: c=1; 2 possible optimal curves: E1 E2 
+391760e: c=1; 2 possible optimal curves: E1 E2 
+391760h: c=1; 2 possible optimal curves: E1 E2 
+391760i: c=1; 2 possible optimal curves: E1 E2 
+391760j: c=1; 2 possible optimal curves: E1 E2 
+391776a: c=1; optimal curve is E1
+391776b: c=1; 2 possible optimal curves: E1 E2 
+391776c: c=1; 2 possible optimal curves: E1 E2 
+391776f: c=1; optimal curve is E1
+391776g: c=1; 2 possible optimal curves: E1 E2 
+391776h: c=1; 2 possible optimal curves: E1 E2 
+391776j: c=1; 2 possible optimal curves: E1 E2 
+391776m: c=1; optimal curve is E1
+391776p: c=1; optimal curve is E1
+391776r: c=1; 2 possible optimal curves: E1 E2 
+391776s: c=1; 2 possible optimal curves: E1 E2 
+391776t: c=1; 2 possible optimal curves: E1 E2 
+391776x: c=1; optimal curve is E1
+391776y: c=1; 2 possible optimal curves: E1 E2 
+391776z: c=1; 2 possible optimal curves: E1 E2 
+391776bb: c=1; optimal curve is E1
+391776bd: c=1; 2 possible optimal curves: E1 E2 
+391776be: c=1; 2 possible optimal curves: E1 E2 
+391776bg: c=1; optimal curve is E1
+391776bj: c=1; 2 possible optimal curves: E1 E2 
+391776bm: c=1; 2 possible optimal curves: E1 E2 
+391776bq: c=1; 2 possible optimal curves: E1 E2 
+391776br: c=1; 2 possible optimal curves: E1 E2 
+391776bs: c=1; 2 possible optimal curves: E1 E2 
+391780d: c=1; optimal curve is E1
+391781b: c=1; optimal curve is E1
+391782e: c=1; optimal curve is E1
+391782f: c=1; 2 possible optimal curves: E1 E2 
+391782l: c=1; optimal curve is E1
+391782p: c=1; optimal curve is E1
+391782q: c=1; 2 possible optimal curves: E1 E2 
+391790b: c=1; 2 possible optimal curves: E1 E2 
+391790c: c=1; 2 possible optimal curves: E1 E2 
+391791a: c=1; 2 possible optimal curves: E1 E2 
+391792a: c=1; 2 possible optimal curves: E1 E2 
+391792b: c=1; 2 possible optimal curves: E1 E2 
+391798h: c=1; 2 possible optimal curves: E1 E2 
+391800b: c=1; optimal curve is E1
+391800f: c=1; 2 possible optimal curves: E1 E2 
+391800h: c=1; optimal curve is E1
+391800n: c=1; 2 possible optimal curves: E1 E2 
+391800q: c=1; optimal curve is E1
+391800y: c=1; optimal curve is E1
+391806f: c=1; 2 possible optimal curves: E1 E2 
+391809a: c=1; 2 possible optimal curves: E1 E2 
+391810e: c=1; optimal curve is E1
+391811a: c=1; 2 possible optimal curves: E1 E2 
+391811d: c=1; optimal curve is E1
+391816a: c=1; optimal curve is E1
+391818a: c=1; 3 possible optimal curves: E1 E2 E3 
+391818b: c=1; optimal curve is E1
+391820e: c=1; optimal curve is E1
+391825c: c=1; 2 possible optimal curves: E1 E2 
+391827a: c=1; optimal curve is E1
+391830d: c=1; optimal curve is E1
+391830e: c=1; optimal curve is E1
+391830f: c=1; optimal curve is E1
+391830g: c=1; 2 possible optimal curves: E1 E2 
+391830h: c=1; 3 possible optimal curves: E1 E2 E3 
+391832d: c=1; optimal curve is E1
+391836b: c=1; optimal curve is E1
+391839a: c=1; 2 possible optimal curves: E1 E2 
+391839c: c=1; optimal curve is E1
+391840b: c=1; optimal curve is E1
+391840e: c=1; optimal curve is E1
+391840f: c=1; 2 possible optimal curves: E1 E2 
+391840g: c=1; 2 possible optimal curves: E1 E2 
+391840h: c=1; 2 possible optimal curves: E1 E2 
+391840i: c=1; 2 possible optimal curves: E1 E2 
+391840j: c=1; 2 possible optimal curves: E1 E2 
+391840m: c=1; optimal curve is E1
+391842j: c=1; optimal curve is E1
+391842k: c=1; optimal curve is E1
+391842n: c=1; 2 possible optimal curves: E1 E2 
+391842p: c=1; optimal curve is E1
+391845b: c=1; 2 possible optimal curves: E1 E2 
+391846a: c=1; optimal curve is E1
+391846f: c=1; optimal curve is E1
+391846h: c=1; 2 possible optimal curves: E1 E2 
+391848a: c=1; 2 possible optimal curves: E1 E2 
+391848d: c=1; optimal curve is E1
+391850a: c=1; optimal curve is E1
+391850c: c=1; optimal curve is E1
+391855a: c=1; optimal curve is E1
+391856c: c=1; 2 possible optimal curves: E1 E2 
+391859a: c=1; optimal curve is E1
+391860b: c=1; 2 possible optimal curves: E1 E2 
+391860g: c=1; 2 possible optimal curves: E1 E2 
+391860i: c=1; optimal curve is E1
+391860k: c=1; optimal curve is E1
+391860m: c=1; optimal curve is E1
+391866c: c=1; optimal curve is E1
+391866d: c=1; optimal curve is E1
+391866f: c=1; optimal curve is E1
+391870a: c=1; 2 possible optimal curves: E1 E2 
+391872b: c=1; 2 possible optimal curves: E1 E2 
+391872c: c=1; optimal curve is E1
+391872d: c=1; 2 possible optimal curves: E1 E2 
+391872f: c=1; optimal curve is E1
+391872g: c=1; 2 possible optimal curves: E1 E2 
+391872i: c=1; 2 possible optimal curves: E1 E2 
+391872j: c=1; 2 possible optimal curves: E1 E2 
+391872k: c=1; optimal curve is E1
+391872l: c=1; optimal curve is E1
+391872m: c=1; 2 possible optimal curves: E1 E2 
+391872o: c=1; 2 possible optimal curves: E1 E2 
+391872p: c=1; optimal curve is E1
+391872r: c=1; 2 possible optimal curves: E1 E2 
+391872s: c=1; 2 possible optimal curves: E1 E2 
+391872t: c=1; 2 possible optimal curves: E1 E2 
+391872w: c=1; 2 possible optimal curves: E1 E2 
+391872z: c=1; 2 possible optimal curves: E1 E2 
+391872ba: c=1; optimal curve is E1
+391872bb: c=1; 2 possible optimal curves: E1 E2 
+391872bd: c=1; optimal curve is E1
+391872be: c=1; optimal curve is E1
+391872bf: c=1; 2 possible optimal curves: E1 E2 
+391872bg: c=1; 2 possible optimal curves: E1 E2 
+391872bh: c=1; 2 possible optimal curves: E1 E2 
+391872bi: c=1; 2 possible optimal curves: E1 E2 
+391872bj: c=1; 2 possible optimal curves: E1 E2 
+391872bk: c=1; optimal curve is E1
+391872bm: c=1; optimal curve is E1
+391872bn: c=1; 2 possible optimal curves: E1 E2 
+391872bo: c=1; optimal curve is E1
+391872br: c=1; optimal curve is E1
+391872bs: c=1; 3 possible optimal curves: E1 E2 E3 
+391872bt: c=1; optimal curve is E1
+391872bu: c=1; 2 possible optimal curves: E1 E2 
+391872bv: c=1; 2 possible optimal curves: E1 E2 
+391872bx: c=1; 3 possible optimal curves: E1 E2 E3 
+391872by: c=1; optimal curve is E1
+391872ca: c=1; 2 possible optimal curves: E1 E2 
+391872cb: c=1; 2 possible optimal curves: E1 E2 
+391872ce: c=1; 2 possible optimal curves: E1 E2 
+391872ch: c=1; optimal curve is E1
+391872ci: c=1; optimal curve is E1
+391872cj: c=1; optimal curve is E1
+391872cl: c=1; 2 possible optimal curves: E1 E2 
+391872cm: c=1; 2 possible optimal curves: E1 E2 
+391872cn: c=1; 3 possible optimal curves: E1 E2 E3 
+391872co: c=1; optimal curve is E1
+391872cp: c=1; 2 possible optimal curves: E1 E2 
+391872cq: c=1; 2 possible optimal curves: E1 E2 
+391872cr: c=1; 2 possible optimal curves: E1 E2 
+391872cs: c=1; optimal curve is E1
+391872ct: c=1; optimal curve is E1
+391872cu: c=1; optimal curve is E1
+391872cw: c=1; 2 possible optimal curves: E1 E2 
+391872cx: c=1; optimal curve is E1
+391872cy: c=1; optimal curve is E1
+391874f: c=1; 2 possible optimal curves: E1 E2 
+391874h: c=1; 2 possible optimal curves: E1 E2 
+391878f: c=1; optimal curve is E1
+391878g: c=1; optimal curve is E1
+391880b: c=1; optimal curve is E1
+391884h: c=1; optimal curve is E1
+391892a: Neither c nor the optimal curve are uniquely determined.  Possibilities for (c,j0) are: (1,1) (2,2) 
+391902d: c=1; 2 possible optimal curves: E1 E2 
+391902j: c=1; 3 possible optimal curves: E1 E2 E3 
+391902o: c=1; 2 possible optimal curves: E1 E2 
+391902p: c=1; optimal curve is E1
+391902s: c=1; optimal curve is E1
+391902t: c=1; 2 possible optimal curves: E1 E2 
+391902v: c=1; optimal curve is E1
+391902x: c=1; optimal curve is E1
+391906a: c=1; optimal curve is E1
+391906b: c=1; 2 possible optimal curves: E1 E2 
+391906c: c=1; optimal curve is E1
+391911c: c=1; 2 possible optimal curves: E1 E2 
+391911e: c=1; 2 possible optimal curves: E1 E2 
+391916a: c=1; optimal curve is E1
+391918a: c=1; 2 possible optimal curves: E1 E2 
+391920b: c=1; 3 possible optimal curves: E1 E2 E3 
+391920f: c=1; 2 possible optimal curves: E1 E2 
+391920h: c=1; 2 possible optimal curves: E1 E2 
+391920i: c=1; 2 possible optimal curves: E1 E2 
+391920k: c=1; 2 possible optimal curves: E1 E2 
+391920l: c=1; optimal curve is E1
+391920m: c=1; optimal curve is E1
+391920n: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+391920r: c=1; 2 possible optimal curves: E1 E2 
+391920t: c=1; 3 possible optimal curves: E1 E2 E3 
+391920u: c=1; 2 possible optimal curves: E1 E2 
+391920bd: c=1; 2 possible optimal curves: E1 E2 
+391920bh: c=1; 2 possible optimal curves: E1 E2 
+391920bk: c=1; 2 possible optimal curves: E1 E2 
+391920bo: c=1; 2 possible optimal curves: E1 E2 
+391920bp: c=1; optimal curve is E1
+391920bq: c=1; 2 possible optimal curves: E1 E2 
+391920bt: c=1; 2 possible optimal curves: E1 E2 
+391920bu: c=1; 2 possible optimal curves: E1 E2 
+391920bv: c=1; 2 possible optimal curves: E1 E2 
+391922b: c=1; optimal curve is E1
+391926c: c=1; optimal curve is E1
+391926e: c=1; optimal curve is E1
+391930a: c=1; 2 possible optimal curves: E1 E2 
+391930b: c=1; optimal curve is E1
+391930e: c=1; 2 possible optimal curves: E1 E2 
+391930f: c=1; 2 possible optimal curves: E1 E2 
+391930g: c=1; 2 possible optimal curves: E1 E2 
+391930h: c=1; 2 possible optimal curves: E1 E2 
+391930i: c=1; 2 possible optimal curves: E1 E2 
+391930j: c=1; 2 possible optimal curves: E1 E2 
+391930k: c=1; 3 possible optimal curves: E1 E2 E3 
+391930l: c=1; 2 possible optimal curves: E1 E2 
+391930m: c=1; 3 possible optimal curves: E1 E2 E3 
+391930n: c=1; 2 possible optimal curves: E1 E2 
+391935e: c=1; optimal curve is E1
+391935j: c=1; optimal curve is E1
+391935l: c=1; optimal curve is E1
+391935m: c=1; 3 possible optimal curves: E1 E2 E3 
+391935n: c=1; optimal curve is E1
+391941a: c=1; 2 possible optimal curves: E1 E2 
+391941b: c=1; optimal curve is E1
+391941c: c=1; optimal curve is E1
+391941d: c=1; optimal curve is E1
+391941e: c=1; optimal curve is E1
+391941f: c=1; optimal curve is E1
+391950a: c=1; 2 possible optimal curves: E1 E2 
+391950b: c=1; 2 possible optimal curves: E1 E2 
+391950c: c=1; optimal curve is E1
+391950e: c=1; optimal curve is E1
+391950g: c=1; optimal curve is E1
+391950j: c=1; 2 possible optimal curves: E1 E2 
+391950t: c=1; 3 possible optimal curves: E1 E2 E3 
+391950u: c=1; 2 possible optimal curves: E1 E2 
+391950v: c=1; optimal curve is E1
+391950w: c=1; 3 possible optimal curves: E1 E2 E3 
+391950x: c=1; 2 possible optimal curves: E1 E2 
+391950y: c=1; 2 possible optimal curves: E1 E2 
+391950z: c=1; 2 possible optimal curves: E1 E2 
+391950ba: c=1; optimal curve is E1
+391950be: c=1; 3 possible optimal curves: E1 E2 E3 
+391950bf: c=1; optimal curve is E1
+391950bo: c=1; optimal curve is E1
+391950bp: c=1; optimal curve is E1
+391950br: c=1; 3 possible optimal curves: E1 E2 E3 
+391950bs: c=1; optimal curve is E1
+391950bt: c=1; 2 possible optimal curves: E1 E2 
+391950bu: c=1; optimal curve is E1
+391950bv: c=1; 2 possible optimal curves: E1 E2 
+391950ca: c=1; 2 possible optimal curves: E1 E2 
+391950cb: c=1; optimal curve is E1
+391950cc: c=1; optimal curve is E1
+391950cd: c=1; optimal curve is E1
+391950cl: c=1; optimal curve is E1
+391950cn: c=1; optimal curve is E1
+391950co: c=1; 2 possible optimal curves: E1 E2 
+391950ct: c=1; 2 possible optimal curves: E1 E2 
+391950cv: c=1; optimal curve is E1
+391950cw: c=1; optimal curve is E1
+391950cx: c=1; 2 possible optimal curves: E1 E2 
+391950cy: c=1; 2 possible optimal curves: E1 E2 
+391950cz: c=1; 2 possible optimal curves: E1 E2 
+391950da: c=1; optimal curve is E1
+391950db: c=1; 2 possible optimal curves: E1 E2 
+391950dd: c=1; 3 possible optimal curves: E1 E2 E3 
+391950de: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+391950dn: c=1; optimal curve is E1
+391950dq: c=1; 2 possible optimal curves: E1 E2 
+391950du: c=1; 3 possible optimal curves: E1 E2 E3 
+391950dv: c=1; optimal curve is E1
+391950dw: c=1; 2 possible optimal curves: E1 E2 
+391950dy: c=1; optimal curve is E1
+391950dz: c=1; 2 possible optimal curves: E1 E2 
+391952f: c=1; 2 possible optimal curves: E1 E2 
+391954a: c=1; optimal curve is E1
+391960b: c=1; 2 possible optimal curves: E1 E2 
+391960e: c=1; 2 possible optimal curves: E1 E2 
+391960f: c=1; 2 possible optimal curves: E1 E2 
+391962c: c=1; 2 possible optimal curves: E1 E2 
+391963a: c=1; optimal curve is E1
+391965a: c=1; 2 possible optimal curves: E1 E2 
+391968c: c=1; optimal curve is E1
+391968f: c=1; 2 possible optimal curves: E1 E2 
+391974a: c=1; 3 possible optimal curves: E1 E2 E3 
+391974c: c=1; optimal curve is E1
+391977a: c=1; optimal curve is E1
+391983a: c=1; optimal curve is E1
+391986d: c=1; optimal curve is E1
+391986e: c=1; optimal curve is E1
+391986k: c=1; optimal curve is E1
+391986y: c=1; optimal curve is E1
+391986bf: c=1; optimal curve is E1
+391986bg: c=1; 2 possible optimal curves: E1 E2 
+391988a: c=1; optimal curve is E1
+391988b: c=1; optimal curve is E1
+391989b: c=1; 2 possible optimal curves: E1 E2 
+391989c: c=1; 2 possible optimal curves: E1 E2 
+391989e: c=1; 2 possible optimal curves: E1 E2 
+391995c: c=1; 2 possible optimal curves: E1 E2 
+391995e: c=1; optimal curve is E1
+391995f: c=1; 2 possible optimal curves: E1 E2 
+391995g: c=1; 2 possible optimal curves: E1 E2 
+391995h: c=1; 2 possible optimal curves: E1 E2 
+391995i: c=1; optimal curve is E1
+391995j: c=1; optimal curve is E1
+392010f: c=1; optimal curve is E1
+392010l: c=1; optimal curve is E1
+392015b: c=1; 2 possible optimal curves: E1 E2 
+392015c: c=1; optimal curve is E1
+392015d: c=1; optimal curve is E1
+392015e: c=1; optimal curve is E1
+392015f: c=1; 2 possible optimal curves: E1 E2 
+392022a: c=1; optimal curve is E1
+392025g: c=1; optimal curve is E1
+392028d: c=1; 2 possible optimal curves: E1 E2 
+392028e: c=1; 2 possible optimal curves: E1 E2 
+392028g: c=1; 2 possible optimal curves: E1 E2 
+392035b: c=1; optimal curve is E1
+392035c: c=1; 3 possible optimal curves: E1 E2 E3 
+392035d: c=1; optimal curve is E1
+392042d: c=1; optimal curve is E1
+392045a: c=1; optimal curve is E1
+392046b: c=1; 2 possible optimal curves: E1 E2 
+392046d: c=1; 2 possible optimal curves: E1 E2 
+392046e: c=1; 2 possible optimal curves: E1 E2 
+392046f: c=1; 2 possible optimal curves: E1 E2 
+392046g: c=1; 2 possible optimal curves: E1 E2 
+392046m: c=1; 2 possible optimal curves: E1 E2 
+392046n: c=1; optimal curve is E1
+392046r: c=1; optimal curve is E1
+392050a: c=1; optimal curve is E1
+392050b: c=1; optimal curve is E1
+392055d: c=1; 3 possible optimal curves: E1 E2 E3 
+392056a: c=1; optimal curve is E1
+392056b: c=1; optimal curve is E1
+392058f: c=1; optimal curve is E1
+392067a: c=1; optimal curve is E1
+392067b: c=1; 2 possible optimal curves: E1 E2 
+392070a: c=1; 2 possible optimal curves: E1 E2 
+392070b: c=1; optimal curve is E1
+392070f: c=1; 3 possible optimal curves: E1 E2 E3 
+392070h: c=1; optimal curve is E1
+392070j: c=1; optimal curve is E1
+392070k: c=1; optimal curve is E1
+392070l: c=1; optimal curve is E1
+392070m: c=1; optimal curve is E1
+392070n: c=1; optimal curve is E1
+392070p: c=1; optimal curve is E1
+392070q: c=1; optimal curve is E1
+392070r: c=1; optimal curve is E1
+392073a: c=1; 3 possible optimal curves: E1 E2 E3 
+392073b: c=1; optimal curve is E1
+392073c: c=1; 2 possible optimal curves: E1 E2 
+392074d: c=1; optimal curve is E1
+392080a: c=1; optimal curve is E1
+392080b: c=1; optimal curve is E1
+392080c: c=1; 2 possible optimal curves: E1 E2 
+392080d: c=1; optimal curve is E1
+392080e: c=1; optimal curve is E1
+392080f: c=1; optimal curve is E1
+392080g: c=1; 2 possible optimal curves: E1 E2 
+392080h: c=1; 2 possible optimal curves: E1 E2 
+392080i: c=1; optimal curve is E1
+392080m: c=1; 2 possible optimal curves: E1 E2 
+392080n: c=1; 2 possible optimal curves: E1 E2 
+392080p: c=1; 2 possible optimal curves: E1 E2 
+392080q: c=1; 2 possible optimal curves: E1 E2 
+392080w: c=1; 3 possible optimal curves: E1 E2 E3 
+392080x: c=1; optimal curve is E1
+392080y: c=1; 3 possible optimal curves: E1 E2 E3 
+392080z: c=1; optimal curve is E1
+392080ba: c=1; 2 possible optimal curves: E1 E2 
+392080bd: c=1; 2 possible optimal curves: E1 E2 
+392080be: c=1; optimal curve is E1
+392080bf: c=1; optimal curve is E1
+392080bg: c=1; optimal curve is E1
+392080bh: c=1; optimal curve is E1
+392080bi: c=1; optimal curve is E1
+392080bj: c=1; optimal curve is E1
+392080bk: c=1; 3 possible optimal curves: E1 E2 E3 
+392080bs: c=1; optimal curve is E1
+392080bt: c=1; optimal curve is E1
+392080bu: c=1; optimal curve is E1
+392080bv: c=1; optimal curve is E1
+392080bw: c=1; optimal curve is E1
+392080bx: c=1; optimal curve is E1
+392080by: c=1; optimal curve is E1
+392080bz: c=1; 2 possible optimal curves: E1 E2 
+392080ca: c=1; optimal curve is E1
+392080cb: c=1; optimal curve is E1
+392080cc: c=1; 2 possible optimal curves: E1 E2 
+392080cd: c=1; optimal curve is E1
+392082d: c=1; 2 possible optimal curves: E1 E2 
+392084c: c=1; optimal curve is E1
+392084g: c=1; optimal curve is E1
+392084h: c=1; optimal curve is E1
+392088f: c=1; optimal curve is E1
+392088g: c=1; 2 possible optimal curves: E1 E2 
+392088h: c=1; optimal curve is E1
+392088k: c=1; 3 possible optimal curves: E1 E2 E3 
+392088l: c=1; optimal curve is E1
+392088o: c=1; 2 possible optimal curves: E1 E2 
+392088p: c=1; optimal curve is E1
+392088q: c=1; 2 possible optimal curves: E1 E2 
+392094a: c=1; 2 possible optimal curves: E1 E2 
+392094j: c=1; optimal curve is E1
+392095a: c=1; 2 possible optimal curves: E1 E2 
+392095b: c=1; optimal curve is E1
+392098c: c=1; 2 possible optimal curves: E1 E2 
+392098g: c=1; 2 possible optimal curves: E1 E2 
+392098k: c=1; optimal curve is E1
+392098o: c=1; optimal curve is E1
+392100i: c=1; 2 possible optimal curves: E1 E2 
+392105d: c=1; 2 possible optimal curves: E1 E2 
+392106g: c=1; 2 possible optimal curves: E1 E2 
+392106m: c=1; optimal curve is E1
+392106o: c=1; 2 possible optimal curves: E1 E2 
+392106p: c=1; 2 possible optimal curves: E1 E2 
+392106t: c=1; 2 possible optimal curves: E1 E2 
+392106z: c=1; 2 possible optimal curves: E1 E2 
+392106bb: c=1; 2 possible optimal curves: E1 E2 
+392112c: c=1; 3 possible optimal curves: E1 E2 E3 
+392112d: c=1; optimal curve is E1
+392112e: c=1; optimal curve is E1
+392112k: c=1; 2 possible optimal curves: E1 E2 
+392112l: c=1; 2 possible optimal curves: E1 E2 
+392112m: c=1; 2 possible optimal curves: E1 E2 
+392112n: c=1; 2 possible optimal curves: E1 E2 
+392112o: c=1; 2 possible optimal curves: E1 E2 
+392112q: c=1; 2 possible optimal curves: E1 E2 
+392112r: c=1; optimal curve is E1
+392112t: c=1; 2 possible optimal curves: E1 E2 
+392116a: c=1; 2 possible optimal curves: E1 E2 
+392118b: c=1; optimal curve is E1
+392118c: c=1; optimal curve is E1
+392118d: c=1; optimal curve is E1
+392122b: c=1; 2 possible optimal curves: E1 E2 
+392130b: c=1; 2 possible optimal curves: E1 E2 
+392130r: c=1; 2 possible optimal curves: E1 E2 
+392130s: c=1; 2 possible optimal curves: E1 E2 
+392130x: c=1; optimal curve is E1
+392130z: c=1; 2 possible optimal curves: E1 E2 
+392130bf: c=1; 2 possible optimal curves: E1 E2 
+392133b: c=1; 3 possible optimal curves: E1 E2 E3 
+392133c: c=1; 3 possible optimal curves: E1 E2 E3 
+392133f: c=1; optimal curve is E1
+392138a: c=1; 2 possible optimal curves: E1 E2 
+392139b: c=1; optimal curve is E1
+392139c: c=1; 2 possible optimal curves: E1 E2 
+392139d: c=1; optimal curve is E1
+392139e: c=1; optimal curve is E1
+392139f: c=1; optimal curve is E1
+392139l: c=1; optimal curve is E1
+392145c: c=1; 2 possible optimal curves: E1 E2 
+392145g: c=1; 2 possible optimal curves: E1 E2 
+392150e: c=1; optimal curve is E1
+392150f: c=1; optimal curve is E1
+392150g: c=1; 2 possible optimal curves: E1 E2 
+392150j: c=1; optimal curve is E1
+392150n: c=1; optimal curve is E1
+392150r: c=1; optimal curve is E1
+392150t: c=1; optimal curve is E1
+392154d: c=1; optimal curve is E1
+392154f: c=1; 2 possible optimal curves: E1 E2 
+392154g: c=1; optimal curve is E1
+392160d: c=1; optimal curve is E1
+392160h: c=1; 2 possible optimal curves: E1 E2 
+392160i: c=1; optimal curve is E1
+392160j: c=1; 2 possible optimal curves: E1 E2 
+392160k: c=1; 2 possible optimal curves: E1 E2 
+392160o: c=1; 2 possible optimal curves: E1 E2 
+392160p: c=1; 2 possible optimal curves: E1 E2 
+392160q: c=1; 2 possible optimal curves: E1 E2 
+392168b: c=1; 2 possible optimal curves: E1 E2 
+392168c: c=1; 3 possible optimal curves: E1 E2 E3 
+392168d: c=1; 2 possible optimal curves: E1 E2 
+392172a: c=1; 2 possible optimal curves: E1 E2 
+392173a: c=1; optimal curve is E1
+392184b: c=1; optimal curve is E1
+392184k: c=1; optimal curve is E1
+392184l: c=1; optimal curve is E1
+392184r: c=1; optimal curve is E1
+392184x: c=1; 2 possible optimal curves: E1 E2 
+392184bb: c=1; optimal curve is E1
+392184bc: c=1; 2 possible optimal curves: E1 E2 
+392190b: c=1; 2 possible optimal curves: E1 E2 
+392190c: c=1; 2 possible optimal curves: E1 E2 
+392190e: c=1; optimal curve is E1
+392190g: c=1; optimal curve is E1
+392190i: c=1; optimal curve is E1
+392190j: c=1; optimal curve is E1
+392190k: c=1; optimal curve is E1
+392190l: c=1; optimal curve is E1
+392190m: c=1; 2 possible optimal curves: E1 E2 
+392190n: c=1; optimal curve is E1
+392190o: c=1; optimal curve is E1
+392190p: c=1; optimal curve is E1
+392190q: c=1; optimal curve is E1
+392190r: c=1; optimal curve is E1
+392190s: c=1; 2 possible optimal curves: E1 E2 
+392190t: c=1; 3 possible optimal curves: E1 E2 E3 
+392190u: c=1; optimal curve is E1
+392190v: c=1; optimal curve is E1
+392190w: c=1; optimal curve is E1
+392190x: c=1; optimal curve is E1
+392190y: c=1; 2 possible optimal curves: E1 E2 
+392190z: c=1; optimal curve is E1
+392190ba: c=1; optimal curve is E1
+392190bb: c=1; 3 possible optimal curves: E1 E2 E3 
+392190bc: c=1; 2 possible optimal curves: E1 E2 
+392190be: c=1; optimal curve is E1
+392194a: c=1; optimal curve is E1
+392196a: c=1; 2 possible optimal curves: E1 E2 
+392196e: c=1; optimal curve is E1
+392196h: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+392205a: c=1; optimal curve is E1
+392208c: c=1; 2 possible optimal curves: E1 E2 
+392210c: c=1; optimal curve is E1
+392212c: c=1; optimal curve is E1
+392217e: c=1; 2 possible optimal curves: E1 E2 
+392217f: c=1; 2 possible optimal curves: E1 E2 
+392217g: c=1; 2 possible optimal curves: E1 E2 
+392217j: c=1; 2 possible optimal curves: E1 E2 
+392217k: c=1; 2 possible optimal curves: E1 E2 
+392220i: c=1; 2 possible optimal curves: E1 E2 
+392220j: c=1; 2 possible optimal curves: E1 E2 
+392220k: c=1; 2 possible optimal curves: E1 E2 
+392224a: c=1; 2 possible optimal curves: E1 E2 
+392224d: c=1; 2 possible optimal curves: E1 E2 
+392224e: c=1; 2 possible optimal curves: E1 E2 
+392224f: c=1; optimal curve is E1
+392224g: c=1; optimal curve is E1
+392224j: c=1; 2 possible optimal curves: E1 E2 
+392225a: c=1; optimal curve is E1
+392230a: c=1; optimal curve is E1
+392232b: c=1; optimal curve is E1
+392232d: c=1; optimal curve is E1
+392235a: c=1; 2 possible optimal curves: E1 E2 
+392238k: c=1; optimal curve is E1
+392238m: c=1; 3 possible optimal curves: E1 E2 E3 
+392238v: c=1; 2 possible optimal curves: E1 E2 
+392238w: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+392238bd: c=1; optimal curve is E1
+392238bm: c=1; optimal curve is E1
+392238bo: c=1; optimal curve is E1
+392242a: c=1; 2 possible optimal curves: E1 E2 
+392242b: c=1; 2 possible optimal curves: E1 E2 
+392245a: c=1; 2 possible optimal curves: E1 E2 
+392245b: c=1; optimal curve is E1
+392258a: c=1; 2 possible optimal curves: E1 E2 
+392262c: c=1; optimal curve is E1
+392262g: c=1; 2 possible optimal curves: E1 E2 
+392262h: c=1; optimal curve is E1
+392262j: c=1; 2 possible optimal curves: E1 E2 
+392274i: c=1; optimal curve is E1
+392274j: c=1; optimal curve is E1
+392274n: c=1; 2 possible optimal curves: E1 E2 
+392274o: c=1; optimal curve is E1
+392274p: c=1; 3 possible optimal curves: E1 E2 E3 
+392275e: c=1; optimal curve is E1
+392275j: c=1; optimal curve is E1
+392280a: c=1; 3 possible optimal curves: E1 E2 E3 
+392280b: c=1; optimal curve is E1
+392280c: c=1; 2 possible optimal curves: E1 E2 
+392280e: c=1; 3 possible optimal curves: E1 E2 E3 
+392280f: c=1; 3 possible optimal curves: E1 E2 E3 
+392280g: c=1; optimal curve is E1
+392280h: c=1; optimal curve is E1
+392280i: c=1; optimal curve is E1
+392280j: c=1; optimal curve is E1
+392280k: c=1; optimal curve is E1
+392280l: c=1; optimal curve is E1
+392280q: c=1; 3 possible optimal curves: E1 E2 E3 
+392280s: c=1; 2 possible optimal curves: E1 E2 
+392280u: c=1; 2 possible optimal curves: E1 E2 
+392282g: c=1; 2 possible optimal curves: E1 E2 
+392282i: c=1; 2 possible optimal curves: E1 E2 
+392282l: c=1; 2 possible optimal curves: E1 E2 
+392288b: c=1; optimal curve is E1
+392288d: c=1; optimal curve is E1
+392288e: c=1; optimal curve is E1
+392288f: c=1; optimal curve is E1
+392301b: c=1; 2 possible optimal curves: E1 E2 
+392301e: c=1; 2 possible optimal curves: E1 E2 
+392304b: c=1; 3 possible optimal curves: E1 E2 E3 
+392304d: c=1; 2 possible optimal curves: E1 E2 
+392304e: c=1; 2 possible optimal curves: E1 E2 
+392304f: c=1; 2 possible optimal curves: E1 E2 
+392304g: c=1; 2 possible optimal curves: E1 E2 
+392304j: c=1; 2 possible optimal curves: E1 E2 
+392304k: c=1; optimal curve is E1
+392304l: c=1; 2 possible optimal curves: E1 E2 
+392304m: c=1; 2 possible optimal curves: E1 E2 
+392304o: c=1; 2 possible optimal curves: E1 E2 
+392304p: c=1; optimal curve is E1
+392304q: c=1; 2 possible optimal curves: E1 E2 
+392309a: c=1; 2 possible optimal curves: E1 E2 
+392314b: c=1; optimal curve is E1
+392315b: c=1; optimal curve is E1
+392325c: c=1; 2 possible optimal curves: E1 E2 
+392328d: c=1; optimal curve is E1
+392336b: c=1; optimal curve is E1
+392336c: c=1; 2 possible optimal curves: E1 E2 
+392336d: c=1; 2 possible optimal curves: E1 E2 
+392336e: c=1; 2 possible optimal curves: E1 E2 
+392336f: c=1; 2 possible optimal curves: E1 E2 
+392336g: c=1; 2 possible optimal curves: E1 E2 
+392336h: c=1; 2 possible optimal curves: E1 E2 
+392336m: c=1; 2 possible optimal curves: E1 E2 
+392336n: c=1; 2 possible optimal curves: E1 E2 
+392336o: c=1; 2 possible optimal curves: E1 E2 
+392336p: c=1; 2 possible optimal curves: E1 E2 
+392336q: c=1; optimal curve is E1
+392336r: c=1; 2 possible optimal curves: E1 E2 
+392336s: c=1; 2 possible optimal curves: E1 E2 
+392336u: c=1; 2 possible optimal curves: E1 E2 
+392336v: c=1; optimal curve is E1
+392336w: c=1; optimal curve is E1
+392336x: c=1; 2 possible optimal curves: E1 E2 
+392340e: c=1; 2 possible optimal curves: E1 E2 
+392340f: c=1; optimal curve is E1
+392340j: c=1; optimal curve is E1
+392340k: c=1; optimal curve is E1
+392343b: c=1; optimal curve is E1
+392343d: c=1; 3 possible optimal curves: E1 E2 E3 
+392343k: c=1; 2 possible optimal curves: E1 E2 
+392346d: c=1; 2 possible optimal curves: E1 E2 
+392350b: c=1; optimal curve is E1
+392350e: c=1; optimal curve is E1
+392350f: c=1; optimal curve is E1
+392350h: c=1; optimal curve is E1
+392350i: c=1; optimal curve is E1
+392350j: c=1; optimal curve is E1
+392350m: c=1; optimal curve is E1
+392350n: c=1; optimal curve is E1
+392350r: c=1; optimal curve is E1
+392350s: c=1; optimal curve is E1
+392350v: c=1; optimal curve is E1
+392350w: c=1; optimal curve is E1
+392350z: c=1; optimal curve is E1
+392350bf: c=1; 2 possible optimal curves: E1 E2 
+392350bi: c=1; optimal curve is E1
+392350bn: c=1; optimal curve is E1
+392350bo: c=1; optimal curve is E1
+392352b: c=1; 2 possible optimal curves: E1 E2 
+392352c: c=1; 2 possible optimal curves: E1 E2 
+392352j: c=1; 2 possible optimal curves: E1 E2 
+392352l: c=1; 2 possible optimal curves: E1 E2 
+392360a: c=1; optimal curve is E1
+392360c: c=1; optimal curve is E1
+392360d: c=1; 2 possible optimal curves: E1 E2 
+392360e: c=1; optimal curve is E1
+392367a: c=1; optimal curve is E1
+392370b: c=1; 2 possible optimal curves: E1 E2 
+392370d: c=1; 2 possible optimal curves: E1 E2 
+392370e: c=1; 3 possible optimal curves: E1 E2 E3 
+392370g: c=1; optimal curve is E1
+392370i: c=1; 3 possible optimal curves: E1 E2 E3 
+392370j: c=1; 3 possible optimal curves: E1 E2 E3 
+392370k: c=1; 3 possible optimal curves: E1 E2 E3 
+392370m: c=1; 3 possible optimal curves: E1 E2 E3 
+392370u: c=1; 2 possible optimal curves: E1 E2 
+392370v: c=1; 2 possible optimal curves: E1 E2 
+392370w: c=1; optimal curve is E1
+392370y: c=1; optimal curve is E1
+392370ba: c=1; optimal curve is E1
+392370be: c=1; 2 possible optimal curves: E1 E2 
+392370bf: c=1; 2 possible optimal curves: E1 E2 
+392370bg: c=1; 2 possible optimal curves: E1 E2 
+392370bh: c=1; optimal curve is E1
+392370bi: c=1; 2 possible optimal curves: E1 E2 
+392370bl: c=1; 2 possible optimal curves: E1 E2 
+392370bm: c=1; optimal curve is E1
+392370br: c=1; optimal curve is E1
+392370bv: c=1; 2 possible optimal curves: E1 E2 
+392370bw: c=1; 2 possible optimal curves: E1 E2 
+392370bz: c=1; 2 possible optimal curves: E1 E2 
+392370ce: c=1; optimal curve is E1
+392370cg: c=1; optimal curve is E1
+392370ci: c=1; optimal curve is E1
+392370cn: c=1; 3 possible optimal curves: E1 E2 E3 
+392370cp: c=1; optimal curve is E1
+392370cq: c=1; optimal curve is E1
+392370cr: c=1; 2 possible optimal curves: E1 E2 
+392370cs: c=1; optimal curve is E1
+392370ct: c=1; 3 possible optimal curves: E1 E2 E3 
+392370cv: c=1; 2 possible optimal curves: E1 E2 
+392378c: c=1; optimal curve is E1
+392385a: c=1; optimal curve is E1
+392385b: c=1; optimal curve is E1
+392385c: c=1; optimal curve is E1
+392385d: c=1; optimal curve is E1
+392385f: c=1; 3 possible optimal curves: E1 E2 E3 
+392394a: c=1; 2 possible optimal curves: E1 E2 
+392398a: c=1; optimal curve is E1
+392400d: c=1; optimal curve is E1
+392400e: c=1; 2 possible optimal curves: E1 E2 
+392400h: c=1; optimal curve is E1
+392400i: c=1; optimal curve is E1
+392400j: c=1; optimal curve is E1
+392400k: c=1; 2 possible optimal curves: E1 E2 
+392400l: c=1; 2 possible optimal curves: E1 E2 
+392400q: c=1; optimal curve is E1
+392400r: c=1; 2 possible optimal curves: E1 E2 
+392400s: c=1; optimal curve is E1
+392400t: c=1; 2 possible optimal curves: E1 E2 
+392400u: c=1; optimal curve is E1
+392400bc: c=1; 2 possible optimal curves: E1 E2 
+392400bg: c=1; optimal curve is E1
+392400bn: c=1; optimal curve is E1
+392400bo: c=1; 2 possible optimal curves: E1 E2 
+392400bs: c=1; optimal curve is E1
+392400bt: c=1; optimal curve is E1
+392400bx: c=1; 2 possible optimal curves: E1 E2 
+392400by: c=1; optimal curve is E1
+392400cc: c=1; 2 possible optimal curves: E1 E2 
+392400cd: c=1; 2 possible optimal curves: E1 E2 
+392400ck: c=1; 2 possible optimal curves: E1 E2 
+392400cn: c=1; optimal curve is E1
+392400cq: c=1; optimal curve is E1
+392400cr: c=1; 2 possible optimal curves: E1 E2 
+392400cs: c=1; 2 possible optimal curves: E1 E2 
+392400ct: c=1; optimal curve is E1
+392400cx: c=1; optimal curve is E1
+392400cy: c=1; optimal curve is E1
+392400cz: c=1; optimal curve is E1
+392400da: c=1; 2 possible optimal curves: E1 E2 
+392400dc: c=1; optimal curve is E1
+392400dd: c=1; optimal curve is E1
+392400df: c=1; optimal curve is E1
+392400dg: c=1; optimal curve is E1
+392400dh: c=1; optimal curve is E1
+392400di: c=1; 2 possible optimal curves: E1 E2 
+392400dj: c=1; optimal curve is E1
+392400dk: c=1; optimal curve is E1
+392400dt: c=1; optimal curve is E1
+392400du: c=1; 2 possible optimal curves: E1 E2 
+392400dx: c=1; optimal curve is E1
+392400ea: c=1; optimal curve is E1
+392400ee: c=1; 2 possible optimal curves: E1 E2 
+392400ef: c=1; optimal curve is E1
+392400eg: c=1; 2 possible optimal curves: E1 E2 
+392400eh: c=1; 2 possible optimal curves: E1 E2 
+392400ek: c=1; 2 possible optimal curves: E1 E2 
+392400el: c=1; optimal curve is E1
+392400ep: c=1; optimal curve is E1
+392400eq: c=1; 2 possible optimal curves: E1 E2 
+392400eu: c=1; 2 possible optimal curves: E1 E2 
+392400fb: c=1; optimal curve is E1
+392400fc: c=1; 2 possible optimal curves: E1 E2 
+392400fd: c=1; 2 possible optimal curves: E1 E2 
+392400fe: c=1; 2 possible optimal curves: E1 E2 
+392400fj: c=1; optimal curve is E1
+392403e: c=1; 2 possible optimal curves: E1 E2 
+392403g: c=1; optimal curve is E1
+392403k: c=1; 2 possible optimal curves: E1 E2 
+392403q: c=1; 2 possible optimal curves: E1 E2 
+392403s: c=1; 2 possible optimal curves: E1 E2 
+392403u: c=1; optimal curve is E1
+392403v: c=1; 3 possible optimal curves: E1 E2 E3 
+392403x: c=1; optimal curve is E1
+392403ba: c=1; 2 possible optimal curves: E1 E2 
+392406b: c=1; optimal curve is E1
+392406c: c=1; 2 possible optimal curves: E1 E2 
+392410c: c=1; optimal curve is E1
+392418l: c=1; 2 possible optimal curves: E1 E2 
+392418bj: c=1; optimal curve is E1
+392420a: c=1; optimal curve is E1
+392424b: c=1; optimal curve is E1
+392430e: c=1; optimal curve is E1
+392430f: c=1; optimal curve is E1
+392430i: c=1; optimal curve is E1
+392430j: c=1; 2 possible optimal curves: E1 E2 
+392430k: c=1; optimal curve is E1
+392430l: c=1; 3 possible optimal curves: E1 E2 E3 
+392430n: c=1; 3 possible optimal curves: E1 E2 E3 
+392430o: c=1; optimal curve is E1
+392448a: c=1; optimal curve is E1
+392448b: c=1; 2 possible optimal curves: E1 E2 
+392448c: c=1; optimal curve is E1
+392448d: c=1; 2 possible optimal curves: E1 E2 
+392448e: c=1; optimal curve is E1
+392448f: c=1; 2 possible optimal curves: E1 E2 
+392448g: c=1; optimal curve is E1
+392448h: c=1; 2 possible optimal curves: E1 E2 
+392448i: c=1; optimal curve is E1
+392448j: c=1; optimal curve is E1
+392448k: c=1; 2 possible optimal curves: E1 E2 
+392448l: c=1; optimal curve is E1
+392448m: c=1; 2 possible optimal curves: E1 E2 
+392448n: c=1; optimal curve is E1
+392448o: c=1; 2 possible optimal curves: E1 E2 
+392448p: c=1; 2 possible optimal curves: E1 E2 
+392450e: c=1; 2 possible optimal curves: E1 E2 
+392450g: c=1; 2 possible optimal curves: E1 E2 
+392450h: c=1; 2 possible optimal curves: E1 E2 
+392450l: c=1; optimal curve is E1
+392454a: c=1; optimal curve is E1
+392454c: c=1; optimal curve is E1
+392457c: c=1; 3 possible optimal curves: E1 E2 E3 
+392460a: c=1; 2 possible optimal curves: E1 E2 
+392460f: c=1; 2 possible optimal curves: E1 E2 
+392460h: c=1; optimal curve is E1
+392462c: c=1; optimal curve is E1
+392462j: c=1; 2 possible optimal curves: E1 E2 
+392462k: c=1; 2 possible optimal curves: E1 E2 
+392462m: c=1; optimal curve is E1
+392462q: c=1; optimal curve is E1
+392462r: c=1; 2 possible optimal curves: E1 E2 
+392462v: c=1; optimal curve is E1
+392462w: c=1; optimal curve is E1
+392466j: c=1; optimal curve is E1
+392469c: c=1; optimal curve is E1
+392474a: c=1; optimal curve is E1
+392475h: c=1; optimal curve is E1
+392475j: c=1; optimal curve is E1
+392480b: c=1; 2 possible optimal curves: E1 E2 
+392480c: c=1; 2 possible optimal curves: E1 E2 
+392490j: c=1; 2 possible optimal curves: E1 E2 
+392490n: c=1; optimal curve is E1
+392490s: c=1; 2 possible optimal curves: E1 E2 
+392490x: c=1; optimal curve is E1
+392490bb: c=1; optimal curve is E1
+392490bc: c=1; optimal curve is E1
+392490bf: c=1; 2 possible optimal curves: E1 E2 
+392490bk: c=1; 3 possible optimal curves: E1 E2 E3 
+392490bl: c=1; optimal curve is E1
+392490br: c=1; optimal curve is E1
+392490bt: c=1; 2 possible optimal curves: E1 E2 
+392490bu: c=1; 2 possible optimal curves: E1 E2 
+392490bv: c=1; optimal curve is E1
+392490by: c=1; optimal curve is E1
+392490bz: c=1; 2 possible optimal curves: E1 E2 
+392490cc: c=1; optimal curve is E1
+392490cf: c=1; 2 possible optimal curves: E1 E2 
+392490ck: c=1; optimal curve is E1
+392490cl: c=1; optimal curve is E1
+392490cm: c=1; optimal curve is E1
+392490cn: c=1; optimal curve is E1
+392490co: c=1; optimal curve is E1
+392490cu: c=1; 2 possible optimal curves: E1 E2 
+392490cw: c=1; 2 possible optimal curves: E1 E2 
+392490cx: c=1; optimal curve is E1
+392490cz: c=1; optimal curve is E1
+392490da: c=1; optimal curve is E1
+392490dc: c=1; optimal curve is E1
+392490de: c=1; 2 possible optimal curves: E1 E2 
+392490dm: c=1; 3 possible optimal curves: E1 E2 E3 
+392490dn: c=1; optimal curve is E1
+392490dp: c=1; 3 possible optimal curves: E1 E2 E3 
+392490dq: c=1; 2 possible optimal curves: E1 E2 
+392490dr: c=1; optimal curve is E1
+392490dw: c=1; 2 possible optimal curves: E1 E2 
+392490dx: c=1; optimal curve is E1
+392490dy: c=1; optimal curve is E1
+392490dz: c=1; 2 possible optimal curves: E1 E2 
+392490ea: c=1; optimal curve is E1
+392490ef: c=1; 2 possible optimal curves: E1 E2 
+392490eh: c=1; optimal curve is E1
+392490en: c=1; 2 possible optimal curves: E1 E2 
+392490er: c=1; optimal curve is E1
+392490es: c=1; 2 possible optimal curves: E1 E2 
+392490ex: c=1; optimal curve is E1
+392490fb: c=1; 2 possible optimal curves: E1 E2 
+392490fc: c=1; optimal curve is E1
+392490fd: c=1; 2 possible optimal curves: E1 E2 
+392490fi: c=1; 2 possible optimal curves: E1 E2 
+392490fq: c=1; 2 possible optimal curves: E1 E2 
+392490fu: c=1; optimal curve is E1
+392490fv: c=1; optimal curve is E1
+392490fw: c=1; optimal curve is E1
+392496c: c=1; 2 possible optimal curves: E1 E2 
+392496e: c=1; 3 possible optimal curves: E1 E2 E3 
+392496j: c=1; 2 possible optimal curves: E1 E2 
+392496k: c=1; 3 possible optimal curves: E1 E2 E3 
+392496o: c=1; 3 possible optimal curves: E1 E2 E3 
+392496r: c=1; 2 possible optimal curves: E1 E2 
+392496bn: c=1; 3 possible optimal curves: E1 E2 E3 
+392496bo: c=1; optimal curve is E1
+392496br: c=1; optimal curve is E1
+392502a: c=1; 2 possible optimal curves: E1 E2 
+392502b: c=1; optimal curve is E1
+392502d: c=1; optimal curve is E1
+392502e: c=1; optimal curve is E1
+392502f: c=1; 2 possible optimal curves: E1 E2 
+392502g: c=1; 2 possible optimal curves: E1 E2 
+392502h: c=1; optimal curve is E1
+392502j: c=1; optimal curve is E1
+392502k: c=1; 2 possible optimal curves: E1 E2 
+392502l: c=1; optimal curve is E1
+392502m: c=1; 2 possible optimal curves: E1 E2 
+392502n: c=1; optimal curve is E1
+392502o: c=1; optimal curve is E1
+392502p: c=1; optimal curve is E1
+392502r: c=1; 2 possible optimal curves: E1 E2 
+392502u: c=1; 2 possible optimal curves: E1 E2 
+392502v: c=1; optimal curve is E1
+392502x: c=1; 2 possible optimal curves: E1 E2 
+392502z: c=1; optimal curve is E1
+392502ba: c=1; optimal curve is E1
+392502bb: c=1; optimal curve is E1
+392502bd: c=1; optimal curve is E1
+392502bf: c=1; optimal curve is E1
+392504b: c=1; optimal curve is E1
+392509c: c=1; optimal curve is E1
+392518a: c=1; 2 possible optimal curves: E1 E2 
+392518h: c=1; optimal curve is E1
+392518i: c=1; 2 possible optimal curves: E1 E2 
+392518j: c=1; 2 possible optimal curves: E1 E2 
+392518k: c=1; 2 possible optimal curves: E1 E2 
+392533b: c=1; 3 possible optimal curves: E1 E2 E3 
+392533c: c=1; 2 possible optimal curves: E1 E2 
+392535e: c=1; 2 possible optimal curves: E1 E2 
+392535f: c=1; 2 possible optimal curves: E1 E2 
+392535h: c=1; 3 possible optimal curves: E1 E2 E3 
+392535j: c=1; optimal curve is E1
+392535l: c=1; 3 possible optimal curves: E1 E2 E3 
+392535o: c=1; 3 possible optimal curves: E1 E2 E3 
+392535t: c=1; 2 possible optimal curves: E1 E2 
+392535bb: c=1; optimal curve is E1
+392535bc: c=1; optimal curve is E1
+392535be: c=1; 2 possible optimal curves: E1 E2 
+392535bf: c=1; 2 possible optimal curves: E1 E2 
+392535bg: c=1; optimal curve is E1
+392535bh: c=1; 2 possible optimal curves: E1 E2 
+392538f: c=1; 2 possible optimal curves: E1 E2 
+392540a: c=1; optimal curve is E1
+392541a: c=1; optimal curve is E1
+392544e: c=1; 2 possible optimal curves: E1 E2 
+392544f: c=1; 2 possible optimal curves: E1 E2 
+392544g: c=1; optimal curve is E1
+392544h: c=1; optimal curve is E1
+392544i: c=1; 2 possible optimal curves: E1 E2 
+392544j: c=1; 2 possible optimal curves: E1 E2 
+392547a: c=1; optimal curve is E1
+392547b: c=1; 2 possible optimal curves: E1 E2 
+392547d: c=1; optimal curve is E1
+392547f: c=1; optimal curve is E1
+392547g: c=1; 3 possible optimal curves: E1 E2 E3 
+392547h: c=1; optimal curve is E1
+392550c: c=1; optimal curve is E1
+392550e: c=1; optimal curve is E1
+392550f: c=1; optimal curve is E1
+392550o: c=1; optimal curve is E1
+392550r: c=1; optimal curve is E1
+392550u: c=1; 3 possible optimal curves: E1 E2 E3 
+392550bb: c=1; optimal curve is E1
+392550be: c=1; optimal curve is E1
+392560b: c=1; optimal curve is E1
+392560c: c=1; 2 possible optimal curves: E1 E2 
+392560d: c=1; optimal curve is E1
+392560e: c=1; optimal curve is E1
+392560j: c=1; 2 possible optimal curves: E1 E2 
+392560m: c=1; 3 possible optimal curves: E1 E2 E3 
+392560p: c=1; 2 possible optimal curves: E1 E2 
+392560x: c=1; optimal curve is E1
+392562a: c=1; optimal curve is E1
+392562d: c=1; optimal curve is E1
+392564a: c=1; optimal curve is E1
+392568a: c=1; 2 possible optimal curves: E1 E2 
+392568b: c=1; optimal curve is E1
+392568c: c=1; 2 possible optimal curves: E1 E2 
+392568d: c=1; optimal curve is E1
+392568f: c=1; 2 possible optimal curves: E1 E2 
+392574b: c=1; 2 possible optimal curves: E1 E2 
+392574c: c=1; 2 possible optimal curves: E1 E2 
+392574d: c=1; 2 possible optimal curves: E1 E2 
+392574e: c=1; optimal curve is E1
+392574f: c=1; 2 possible optimal curves: E1 E2 
+392574g: c=1; 2 possible optimal curves: E1 E2 
+392574h: c=1; 2 possible optimal curves: E1 E2 
+392574i: c=1; 2 possible optimal curves: E1 E2 
+392574j: c=1; 3 possible optimal curves: E1 E2 E3 
+392581b: c=1; 2 possible optimal curves: E1 E2 
+392583a: c=1; 2 possible optimal curves: E1 E2 
+392584a: c=1; 2 possible optimal curves: E1 E2 
+392586c: c=1; optimal curve is E1
+392586f: c=1; 2 possible optimal curves: E1 E2 
+392586g: c=1; optimal curve is E1
+392587b: c=1; 2 possible optimal curves: E1 E2 
+392587d: c=1; 2 possible optimal curves: E1 E2 
+392590a: c=1; 2 possible optimal curves: E1 E2 
+392590b: c=1; optimal curve is E1
+392590c: c=1; optimal curve is E1
+392590d: c=1; 3 possible optimal curves: E1 E2 E3 
+392590e: c=1; optimal curve is E1
+392590g: c=1; optimal curve is E1
+392590j: c=1; 2 possible optimal curves: E1 E2 
+392590k: c=1; 2 possible optimal curves: E1 E2 
+392590l: c=1; 2 possible optimal curves: E1 E2 
+392590m: c=1; 2 possible optimal curves: E1 E2 
+392592f: c=1; optimal curve is E1
+392595d: c=1; 2 possible optimal curves: E1 E2 
+392595f: c=1; optimal curve is E1
+392602b: c=1; optimal curve is E1
+392610b: c=1; optimal curve is E1
+392610i: c=1; 3 possible optimal curves: E1 E2 E3 
+392615a: c=1; 2 possible optimal curves: E1 E2 
+392615c: c=1; 3 possible optimal curves: E1 E2 E3 
+392616a: c=1; optimal curve is E1
+392616b: c=1; 2 possible optimal curves: E1 E2 
+392616g: c=1; 2 possible optimal curves: E1 E2 
+392616h: c=1; 3 possible optimal curves: E1 E2 E3 
+392616i: c=1; 2 possible optimal curves: E1 E2 
+392616j: c=1; optimal curve is E1
+392616l: c=1; 2 possible optimal curves: E1 E2 
+392616n: c=1; 2 possible optimal curves: E1 E2 
+392616o: c=1; optimal curve is E1
+392616p: c=1; 2 possible optimal curves: E1 E2 
+392616r: c=1; 2 possible optimal curves: E1 E2 
+392616s: c=1; 2 possible optimal curves: E1 E2 
+392616t: c=1; optimal curve is E1
+392616u: c=1; 2 possible optimal curves: E1 E2 
+392616x: c=1; 2 possible optimal curves: E1 E2 
+392616y: c=1; optimal curve is E1
+392616z: c=1; optimal curve is E1
+392616bb: c=1; optimal curve is E1
+392616be: c=1; 2 possible optimal curves: E1 E2 
+392616bk: c=1; 2 possible optimal curves: E1 E2 
+392616bm: c=1; optimal curve is E1
+392616bo: c=1; optimal curve is E1
+392616bp: c=1; optimal curve is E1
+392616bq: c=1; 3 possible optimal curves: E1 E2 E3 
+392616br: c=1; optimal curve is E1
+392616bu: c=1; optimal curve is E1
+392616bv: c=1; 2 possible optimal curves: E1 E2 
+392630a: c=1; optimal curve is E1
+392630e: c=1; 2 possible optimal curves: E1 E2 
+392630f: c=1; 2 possible optimal curves: E1 E2 
+392630g: c=1; 2 possible optimal curves: E1 E2 
+392637b: c=1; optimal curve is E1
+392640a: c=1; optimal curve is E1
+392640b: c=1; 3 possible optimal curves: E1 E2 E3 
+392640e: c=1; optimal curve is E1
+392640f: c=1; optimal curve is E1
+392640g: c=1; optimal curve is E1
+392640h: c=1; 2 possible optimal curves: E1 E2 
+392640i: c=1; optimal curve is E1
+392640l: c=1; optimal curve is E1
+392640m: c=1; optimal curve is E1
+392640n: c=1; optimal curve is E1
+392640o: c=1; 2 possible optimal curves: E1 E2 
+392640p: c=1; 3 possible optimal curves: E1 E2 E3 
+392640r: c=1; optimal curve is E1
+392640s: c=1; optimal curve is E1
+392640t: c=1; optimal curve is E1
+392640u: c=1; 2 possible optimal curves: E1 E2 
+392640v: c=1; optimal curve is E1
+392640w: c=1; optimal curve is E1
+392640x: c=1; 3 possible optimal curves: E1 E2 E3 
+392640z: c=1; 2 possible optimal curves: E1 E2 
+392640bb: c=1; optimal curve is E1
+392640bc: c=1; 2 possible optimal curves: E1 E2 
+392640be: c=1; optimal curve is E1
+392640bf: c=1; optimal curve is E1
+392640bg: c=1; 2 possible optimal curves: E1 E2 
+392640bj: c=1; optimal curve is E1
+392640bk: c=1; 2 possible optimal curves: E1 E2 
+392640bl: c=1; optimal curve is E1
+392640bm: c=1; optimal curve is E1
+392640bn: c=1; optimal curve is E1
+392640bo: c=1; 2 possible optimal curves: E1 E2 
+392640bp: c=1; 2 possible optimal curves: E1 E2 
+392640bq: c=1; 2 possible optimal curves: E1 E2 
+392640br: c=1; 2 possible optimal curves: E1 E2 
+392640bt: c=1; 3 possible optimal curves: E1 E2 E3 
+392640bu: c=1; optimal curve is E1
+392640bv: c=1; optimal curve is E1
+392640bx: c=1; optimal curve is E1
+392640by: c=1; optimal curve is E1
+392640ca: c=1; optimal curve is E1
+392640cb: c=1; 2 possible optimal curves: E1 E2 
+392640cc: c=1; optimal curve is E1
+392640cd: c=1; 2 possible optimal curves: E1 E2 
+392640ce: c=1; optimal curve is E1
+392640cf: c=1; 2 possible optimal curves: E1 E2 
+392640cg: c=1; optimal curve is E1
+392640ch: c=1; optimal curve is E1
+392640cj: c=1; 2 possible optimal curves: E1 E2 
+392640ck: c=1; optimal curve is E1
+392640cl: c=1; optimal curve is E1
+392640cm: c=1; 2 possible optimal curves: E1 E2 
+392640cn: c=1; 2 possible optimal curves: E1 E2 
+392640cp: c=1; optimal curve is E1
+392640cq: c=1; optimal curve is E1
+392640cr: c=1; 2 possible optimal curves: E1 E2 
+392640cs: c=1; 2 possible optimal curves: E1 E2 
+392640ct: c=1; 2 possible optimal curves: E1 E2 
+392640cu: c=1; 2 possible optimal curves: E1 E2 
+392640cv: c=1; optimal curve is E1
+392640cx: c=1; optimal curve is E1
+392640cy: c=1; 2 possible optimal curves: E1 E2 
+392640cz: c=1; 2 possible optimal curves: E1 E2 
+392640da: c=1; 3 possible optimal curves: E1 E2 E3 
+392640db: c=1; 2 possible optimal curves: E1 E2 
+392640dd: c=1; 2 possible optimal curves: E1 E2 
+392640de: c=1; 2 possible optimal curves: E1 E2 
+392640dg: c=1; 2 possible optimal curves: E1 E2 
+392640dh: c=1; optimal curve is E1
+392640di: c=1; 2 possible optimal curves: E1 E2 
+392640dl: c=1; optimal curve is E1
+392640dm: c=1; 3 possible optimal curves: E1 E2 E3 
+392640dn: c=1; optimal curve is E1
+392640do: c=1; optimal curve is E1
+392640dp: c=1; 2 possible optimal curves: E1 E2 
+392640dq: c=1; 2 possible optimal curves: E1 E2 
+392640ds: c=1; 2 possible optimal curves: E1 E2 
+392640dt: c=1; optimal curve is E1
+392640du: c=1; optimal curve is E1
+392640dv: c=1; 2 possible optimal curves: E1 E2 
+392640dw: c=1; optimal curve is E1
+392640dx: c=1; 2 possible optimal curves: E1 E2 
+392640dz: c=1; optimal curve is E1
+392640ea: c=1; optimal curve is E1
+392640eb: c=1; optimal curve is E1
+392640ec: c=1; optimal curve is E1
+392640ee: c=1; optimal curve is E1
+392640ef: c=1; 2 possible optimal curves: E1 E2 
+392640eg: c=1; 3 possible optimal curves: E1 E2 E3 
+392640eh: c=1; optimal curve is E1
+392640ej: c=1; optimal curve is E1
+392640ek: c=1; optimal curve is E1
+392640el: c=1; optimal curve is E1
+392640em: c=1; 2 possible optimal curves: E1 E2 
+392640en: c=1; 2 possible optimal curves: E1 E2 
+392640eo: c=1; optimal curve is E1
+392640ep: c=1; optimal curve is E1
+392640eq: c=1; optimal curve is E1
+392640et: c=1; 2 possible optimal curves: E1 E2 
+392640eu: c=1; optimal curve is E1
+392640ev: c=1; optimal curve is E1
+392640ex: c=1; optimal curve is E1
+392640ey: c=1; 2 possible optimal curves: E1 E2 
+392642a: c=1; optimal curve is E1
+392646c: c=1; 3 possible optimal curves: E1 E2 E3 
+392649a: c=1; 2 possible optimal curves: E1 E2 
+392656g: c=1; 2 possible optimal curves: E1 E2 
+392658h: c=1; 2 possible optimal curves: E1 E2 
+392665d: c=1; optimal curve is E1
+392665e: c=1; optimal curve is E1
+392670f: c=1; 2 possible optimal curves: E1 E2 
+392670g: c=1; optimal curve is E1
+392670j: c=1; optimal curve is E1
+392670k: c=1; optimal curve is E1
+392673e: c=1; optimal curve is E1
+392673l: c=1; 2 possible optimal curves: E1 E2 
+392678f: c=1; 2 possible optimal curves: E1 E2 
+392679d: c=1; 3 possible optimal curves: E1 E2 E3 
+392682a: c=1; 2 possible optimal curves: E1 E2 
+392685c: c=1; 2 possible optimal curves: E1 E2 
+392685e: c=1; optimal curve is E1
+392686d: c=1; 2 possible optimal curves: E1 E2 
+392688p: c=1; 2 possible optimal curves: E1 E2 
+392688q: c=1; 2 possible optimal curves: E1 E2 
+392690b: c=1; optimal curve is E1
+392691a: c=1; optimal curve is E1
+392694b: c=1; optimal curve is E1
+392698a: c=1; optimal curve is E1
+392700b: c=1; optimal curve is E1
+392700c: c=1; optimal curve is E1
+392700d: c=1; optimal curve is E1
+392700g: c=1; optimal curve is E1
+392700i: c=1; optimal curve is E1
+392700l: c=1; optimal curve is E1
+392700m: c=1; 2 possible optimal curves: E1 E2 
+392700n: c=1; optimal curve is E1
+392700o: c=1; optimal curve is E1
+392700p: c=1; 2 possible optimal curves: E1 E2 
+392700q: c=1; optimal curve is E1
+392700r: c=1; 2 possible optimal curves: E1 E2 
+392700t: c=1; 2 possible optimal curves: E1 E2 
+392700x: c=1; optimal curve is E1
+392700y: c=1; 2 possible optimal curves: E1 E2 
+392700z: c=1; 2 possible optimal curves: E1 E2 
+392700bb: c=1; optimal curve is E1
+392700bd: c=1; optimal curve is E1
+392700bi: c=1; 2 possible optimal curves: E1 E2 
+392700bk: c=1; 2 possible optimal curves: E1 E2 
+392700bm: c=1; optimal curve is E1
+392700bn: c=1; 2 possible optimal curves: E1 E2 
+392700bp: c=1; 2 possible optimal curves: E1 E2 
+392700bq: c=1; optimal curve is E1
+392700bt: c=1; 2 possible optimal curves: E1 E2 
+392700bv: c=1; optimal curve is E1
+392700by: c=1; 2 possible optimal curves: E1 E2 
+392700bz: c=1; optimal curve is E1
+392700ca: c=1; optimal curve is E1
+392700cc: c=1; 2 possible optimal curves: E1 E2 
+392700cd: c=1; optimal curve is E1
+392700ce: c=1; optimal curve is E1
+392706b: c=1; optimal curve is E1
+392706c: c=1; 2 possible optimal curves: E1 E2 
+392717a: c=1; optimal curve is E1
+392718b: c=1; optimal curve is E1
+392718c: c=1; optimal curve is E1
+392718d: c=1; 2 possible optimal curves: E1 E2 
+392718f: c=1; optimal curve is E1
+392718g: c=1; 2 possible optimal curves: E1 E2 
+392718o: c=1; optimal curve is E1
+392718p: c=1; 2 possible optimal curves: E1 E2 
+392720a: c=1; optimal curve is E1
+392724b: c=1; 2 possible optimal curves: E1 E2 
+392730b: c=1; optimal curve is E1
+392730g: c=1; 2 possible optimal curves: E1 E2 
+392730h: c=1; 2 possible optimal curves: E1 E2 
+392730k: c=1; optimal curve is E1
+392730n: c=1; 2 possible optimal curves: E1 E2 
+392730o: c=1; 2 possible optimal curves: E1 E2 
+392730q: c=1; 2 possible optimal curves: E1 E2 
+392730s: c=1; optimal curve is E1
+392730t: c=1; optimal curve is E1
+392730y: c=1; optimal curve is E1
+392730ba: c=1; 2 possible optimal curves: E1 E2 
+392730bb: c=1; 2 possible optimal curves: E1 E2 
+392730bd: c=1; 2 possible optimal curves: E1 E2 
+392730be: c=1; 2 possible optimal curves: E1 E2 
+392730bg: c=1; 2 possible optimal curves: E1 E2 
+392730bh: c=1; 3 possible optimal curves: E1 E2 E3 
+392730bj: c=1; 2 possible optimal curves: E1 E2 
+392730bp: c=1; optimal curve is E1
+392730bq: c=1; 2 possible optimal curves: E1 E2 
+392730bv: c=1; 2 possible optimal curves: E1 E2 
+392730bw: c=1; optimal curve is E1
+392730bx: c=1; 2 possible optimal curves: E1 E2 
+392730cb: c=1; optimal curve is E1
+392730cd: c=1; 3 possible optimal curves: E1 E2 E3 
+392730cg: c=1; optimal curve is E1
+392734a: c=1; 2 possible optimal curves: E1 E2 
+392736b: c=1; 2 possible optimal curves: E1 E2 
+392736f: c=1; 2 possible optimal curves: E1 E2 
+392739a: c=1; optimal curve is E1
+392742g: c=1; optimal curve is E1
+392742h: c=1; 2 possible optimal curves: E1 E2 
+392748b: c=1; optimal curve is E1
+392751f: c=1; 2 possible optimal curves: E1 E2 
+392751j: c=1; 2 possible optimal curves: E1 E2 
+392754d: c=1; optimal curve is E1
+392754e: c=1; optimal curve is E1
+392754l: c=1; 2 possible optimal curves: E1 E2 
+392756a: c=1; optimal curve is E1
+392756e: c=1; 2 possible optimal curves: E1 E2 
+392756f: c=1; 2 possible optimal curves: E1 E2 
+392760d: c=1; 2 possible optimal curves: E1 E2 
+392763a: c=1; 3 possible optimal curves: E1 E2 E3 
+392766d: c=1; 2 possible optimal curves: E1 E2 
+392766e: c=1; 2 possible optimal curves: E1 E2 
+392766k: c=1; optimal curve is E1
+392766l: c=1; 2 possible optimal curves: E1 E2 
+392766t: c=1; 2 possible optimal curves: E1 E2 
+392766v: c=1; 2 possible optimal curves: E1 E2 
+392768g: c=1; 2 possible optimal curves: E1 E2 
+392768h: c=1; optimal curve is E1
+392768i: c=1; optimal curve is E1
+392768j: c=1; 2 possible optimal curves: E1 E2 
+392768k: c=1; optimal curve is E1
+392768l: c=1; 2 possible optimal curves: E1 E3 
+392768m: c=1; 2 possible optimal curves: E1 E2 
+392768n: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+392768o: c=1; 2 possible optimal curves: E1 E2 
+392768r: c=1; optimal curve is E1
+392768s: c=1; 2 possible optimal curves: E1 E2 
+392768ba: c=1; optimal curve is E1
+392768bb: c=1; optimal curve is E1
+392768bc: c=1; 2 possible optimal curves: E1 E2 
+392768bd: c=1; optimal curve is E1
+392768be: c=1; 3 possible optimal curves: E1 E2 E3 
+392768bf: c=1; optimal curve is E1
+392768bk: c=1; optimal curve is E1
+392768bl: c=1; optimal curve is E1
+392768bm: c=1; optimal curve is E1
+392768bn: c=1; optimal curve is E1
+392768bo: c=1; optimal curve is E1
+392768bp: c=1; optimal curve is E1
+392768bq: c=1; 2 possible optimal curves: E1 E2 
+392768br: c=1; 3 possible optimal curves: E1 E2 E3 
+392768bs: c=1; optimal curve is E1
+392768bt: c=1; optimal curve is E1
+392768cb: c=1; 2 possible optimal curves: E1 E2 
+392768cc: c=1; 2 possible optimal curves: E1 E2 
+392768cd: c=1; optimal curve is E1
+392768ce: c=1; optimal curve is E1
+392768cf: c=1; 2 possible optimal curves: E1 E2 
+392768cg: c=1; optimal curve is E1
+392768ch: c=1; optimal curve is E1
+392768ci: c=1; optimal curve is E1
+392768cj: c=1; 2 possible optimal curves: E1 E2 
+392768cm: c=1; 2 possible optimal curves: E1 E2 
+392768cn: c=1; optimal curve is E1
+392770c: c=1; 2 possible optimal curves: E1 E2 
+392770f: c=1; optimal curve is E1
+392770i: c=1; 2 possible optimal curves: E1 E2 
+392770k: c=1; optimal curve is E1
+392770l: c=1; 2 possible optimal curves: E1 E2 
+392780b: c=1; optimal curve is E1
+392784e: c=1; 2 possible optimal curves: E1 E2 
+392784f: c=1; 3 possible optimal curves: E1 E2 E3 
+392784h: c=1; 2 possible optimal curves: E1 E2 
+392784i: c=1; optimal curve is E1
+392784k: c=1; 2 possible optimal curves: E1 E2 
+392784r: c=1; 2 possible optimal curves: E1 E2 
+392784t: c=1; 2 possible optimal curves: E1 E2 
+392784u: c=1; 2 possible optimal curves: E1 E2 
+392784bd: c=1; 3 possible optimal curves: E1 E2 E3 
+392784be: c=1; 2 possible optimal curves: E1 E2 
+392784bi: c=1; 2 possible optimal curves: E1 E2 
+392784bj: c=1; 2 possible optimal curves: E1 E2 
+392784bo: c=1; optimal curve is E1
+392784br: c=1; 3 possible optimal curves: E1 E2 E3 
+392784bs: c=1; optimal curve is E1
+392784bt: c=1; 2 possible optimal curves: E1 E2 
+392784bv: c=1; 2 possible optimal curves: E1 E2 
+392784cb: c=1; 2 possible optimal curves: E1 E2 
+392784ce: c=1; 2 possible optimal curves: E1 E2 
+392784cf: c=1; 2 possible optimal curves: E1 E2 
+392784ci: c=1; 2 possible optimal curves: E1 E2 
+392784cq: c=1; 2 possible optimal curves: E1 E2 
+392784cr: c=1; optimal curve is E1
+392784ct: c=1; 3 possible optimal curves: E1 E2 E3 
+392784cx: c=1; optimal curve is E1
+392784cz: c=1; 2 possible optimal curves: E1 E2 
+392784da: c=1; 2 possible optimal curves: E1 E2 
+392784dc: c=1; 2 possible optimal curves: E1 E2 
+392790c: c=1; 2 possible optimal curves: E1 E2 
+392802b: c=1; optimal curve is E1
+392805e: c=1; 2 possible optimal curves: E1 E2 
+392805f: c=1; optimal curve is E1
+392805g: c=1; 3 possible optimal curves: E1 E2 E3 
+392805i: c=1; optimal curve is E1
+392805j: c=1; optimal curve is E1
+392805l: c=1; optimal curve is E1
+392805q: c=1; 2 possible optimal curves: E1 E2 
+392805w: c=1; optimal curve is E1
+392805x: c=1; optimal curve is E1
+392805z: c=1; optimal curve is E1
+392806a: c=1; optimal curve is E1
+392806b: c=1; optimal curve is E1
+392810d: c=1; optimal curve is E1
+392810g: c=1; optimal curve is E1
+392810j: c=1; optimal curve is E1
+392818a: c=1; optimal curve is E1
+392826g: c=1; 2 possible optimal curves: E1 E2 
+392826h: c=1; optimal curve is E1
+392826i: c=1; optimal curve is E1
+392826j: c=1; 3 possible optimal curves: E1 E2 E3 
+392826n: c=1; 3 possible optimal curves: E1 E2 E3 
+392826r: c=1; 2 possible optimal curves: E1 E2 
+392829a: c=1; 2 possible optimal curves: E1 E2 
+392832a: c=1; 2 possible optimal curves: E1 E2 
+392832d: c=1; optimal curve is E1
+392832e: c=1; 2 possible optimal curves: E1 E2 
+392832h: c=1; optimal curve is E1
+392832i: c=1; optimal curve is E1
+392832l: c=1; optimal curve is E1
+392832m: c=1; optimal curve is E1
+392832p: c=1; 2 possible optimal curves: E1 E2 
+392832q: c=1; optimal curve is E1
+392832t: c=1; 2 possible optimal curves: E1 E2 
+392832u: c=1; 2 possible optimal curves: E1 E2 
+392832x: c=1; 2 possible optimal curves: E1 E2 
+392833a: c=1; optimal curve is E1
+392834a: c=1; optimal curve is E1
+392838a: c=1; optimal curve is E1
+392840a: c=1; optimal curve is E1
+392840b: c=1; optimal curve is E1
+392840c: c=1; 2 possible optimal curves: E1 E2 
+392840e: c=1; 2 possible optimal curves: E1 E2 
+392840f: c=1; optimal curve is E1
+392840g: c=1; optimal curve is E1
+392840h: c=1; optimal curve is E1
+392840i: c=1; optimal curve is E1
+392840j: c=1; optimal curve is E1
+392840k: c=1; optimal curve is E1
+392840l: c=1; optimal curve is E1
+392840n: c=1; 2 possible optimal curves: E1 E2 
+392850h: c=1; optimal curve is E1
+392850v: c=1; optimal curve is E1
+392854b: c=1; 2 possible optimal curves: E1 E2 
+392854c: c=1; 2 possible optimal curves: E1 E2 
+392854e: c=1; 2 possible optimal curves: E1 E2 
+392854h: c=1; 2 possible optimal curves: E1 E2 
+392854i: c=1; 2 possible optimal curves: E1 E2 
+392860a: c=1; 2 possible optimal curves: E1 E2 
+392860e: c=1; optimal curve is E1
+392862d: c=1; optimal curve is E1
+392865a: c=1; optimal curve is E1
+392868d: c=1; optimal curve is E1
+392868e: c=1; 2 possible optimal curves: E1 E2 
+392870b: c=1; 2 possible optimal curves: E1 E2 
+392870f: c=1; 2 possible optimal curves: E1 E2 
+392870i: c=1; optimal curve is E1
+392880a: c=1; 2 possible optimal curves: E1 E2 
+392880b: c=1; 3 possible optimal curves: E1 E2 E3 
+392880c: c=1; 2 possible optimal curves: E1 E2 
+392880d: c=1; 2 possible optimal curves: E1 E2 
+392880h: c=1; optimal curve is E1
+392880i: c=1; 2 possible optimal curves: E1 E2 
+392880j: c=1; optimal curve is E1
+392882g: c=1; 3 possible optimal curves: E1 E2 E3 
+392886a: c=1; optimal curve is E1
+392886b: c=1; 2 possible optimal curves: E1 E2 
+392886c: c=1; 2 possible optimal curves: E1 E2 
+392886d: c=1; 2 possible optimal curves: E1 E2 
+392886f: c=1; 2 possible optimal curves: E1 E2 
+392886g: c=1; 2 possible optimal curves: E1 E2 
+392886h: c=1; optimal curve is E1
+392886i: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+392886l: c=1; optimal curve is E1
+392886m: c=1; 2 possible optimal curves: E1 E2 
+392886n: c=1; 2 possible optimal curves: E1 E2 
+392886s: c=1; 2 possible optimal curves: E1 E2 
+392886t: c=1; optimal curve is E1
+392886u: c=1; 2 possible optimal curves: E1 E2 
+392886v: c=1; 2 possible optimal curves: E1 E2 
+392886y: c=1; 2 possible optimal curves: E1 E2 
+392886z: c=1; 2 possible optimal curves: E1 E2 
+392886ba: c=1; 2 possible optimal curves: E1 E2 
+392887b: c=1; optimal curve is E1
+392890b: c=1; 2 possible optimal curves: E1 E2 
+392890d: c=1; optimal curve is E1
+392896d: c=1; 2 possible optimal curves: E1 E2 
+392896e: c=1; 2 possible optimal curves: E1 E2 
+392901a: c=1; 2 possible optimal curves: E1 E2 
+392901b: c=1; optimal curve is E1
+392901c: c=1; optimal curve is E1
+392901d: c=1; optimal curve is E1
+392910a: c=1; optimal curve is E1
+392910d: c=1; optimal curve is E1
+392910h: c=1; optimal curve is E1
+392910i: c=1; 3 possible optimal curves: E1 E2 E3 
+392910o: c=1; optimal curve is E1
+392910t: c=1; 2 possible optimal curves: E1 E2 
+392910ba: c=1; 3 possible optimal curves: E1 E2 E3 
+392912b: c=1; optimal curve is E1
+392912f: c=1; optimal curve is E1
+392912g: c=1; 2 possible optimal curves: E1 E2 
+392912h: c=1; optimal curve is E1
+392913b: c=1; 3 possible optimal curves: E1 E2 E3 
+392916d: c=1; optimal curve is E1
+392920a: c=1; optimal curve is E1
+392920d: c=1; optimal curve is E1
+392920g: c=1; optimal curve is E1
+392920h: c=1; 2 possible optimal curves: E1 E2 
+392920l: c=1; 2 possible optimal curves: E1 E2 
+392920n: c=1; optimal curve is E1
+392920o: c=1; 2 possible optimal curves: E1 E2 
+392920p: c=1; 2 possible optimal curves: E1 E2 
+392922a: c=1; 3 possible optimal curves: E1 E2 E3 
+392922e: c=1; 2 possible optimal curves: E1 E2 
+392922f: c=1; 2 possible optimal curves: E1 E2 
+392925m: c=1; 3 possible optimal curves: E1 E2 E3 
+392925o: c=1; 2 possible optimal curves: E1 E2 
+392925r: c=1; optimal curve is E1
+392925v: c=1; optimal curve is E1
+392925ba: c=1; optimal curve is E1
+392925bc: c=1; optimal curve is E1
+392925bf: c=1; optimal curve is E1
+392925br: c=1; optimal curve is E1
+392925bt: c=1; 3 possible optimal curves: E1 E2 E3 
+392925bv: c=1; 2 possible optimal curves: E1 E2 
+392925bw: c=1; 3 possible optimal curves: E1 E2 E3 
+392925cc: c=1; optimal curve is E1
+392925ce: c=1; 2 possible optimal curves: E1 E2 
+392925cf: c=1; optimal curve is E1
+392925ci: c=1; optimal curve is E1
+392928d: c=1; optimal curve is E1
+392928e: c=1; optimal curve is E1
+392928j: c=1; optimal curve is E1
+392928n: c=1; 2 possible optimal curves: E1 E2 
+392934b: c=1; optimal curve is E1
+392934d: c=1; optimal curve is E1
+392938c: c=1; 2 possible optimal curves: E1 E2 
+392938d: c=1; optimal curve is E1
+392938h: c=1; 2 possible optimal curves: E1 E2 
+392938j: c=1; 2 possible optimal curves: E1 E2 
+392938l: c=1; 2 possible optimal curves: E1 E2 
+392940f: c=1; 2 possible optimal curves: E1 E2 
+392940m: c=1; 2 possible optimal curves: E1 E2 
+392940n: c=1; 2 possible optimal curves: E1 E2 
+392944c: c=1; 2 possible optimal curves: E1 E2 
+392950c: c=1; 2 possible optimal curves: E1 E2 
+392950g: c=1; 2 possible optimal curves: E1 E2 
+392950j: c=1; 2 possible optimal curves: E1 E2 
+392953c: c=1; optimal curve is E1
+392955f: c=1; 3 possible optimal curves: E1 E2 E3 
+392955g: c=1; 3 possible optimal curves: E1 E2 E3 
+392964g: c=1; optimal curve is E1
+392976c: c=1; optimal curve is E1
+392976j: c=1; optimal curve is E1
+392980b: c=1; optimal curve is E1
+392982a: c=1; optimal curve is E1
+392982d: c=1; 2 possible optimal curves: E1 E2 
+392982e: c=1; optimal curve is E1
+392988a: c=1; optimal curve is E1
+392994b: c=1; optimal curve is E1
+392994j: c=1; optimal curve is E1
+393008f: c=1; 2 possible optimal curves: E1 E2 
+393008g: c=1; 2 possible optimal curves: E1 E2 
+393008h: c=1; optimal curve is E1
+393008i: c=1; optimal curve is E1
+393008j: c=1; 2 possible optimal curves: E1 E2 
+393008k: c=1; 2 possible optimal curves: E1 E2 
+393008n: c=1; optimal curve is E1
+393008t: c=1; 2 possible optimal curves: E1 E2 
+393008u: c=1; optimal curve is E1
+393008v: c=1; optimal curve is E1
+393008w: c=1; optimal curve is E1
+393008ba: c=1; 3 possible optimal curves: E1 E2 E3 
+393008bb: c=1; 2 possible optimal curves: E1 E2 
+393008bc: c=1; optimal curve is E1
+393008bd: c=1; 2 possible optimal curves: E1 E2 
+393008bf: c=1; 2 possible optimal curves: E1 E2 
+393008bg: c=1; 2 possible optimal curves: E1 E2 
+393008bi: c=1; 2 possible optimal curves: E1 E2 
+393008bp: c=1; optimal curve is E1
+393008cl: c=1; 2 possible optimal curves: E1 E2 
+393008cm: c=1; 2 possible optimal curves: E1 E2 
+393008cn: c=1; 2 possible optimal curves: E1 E2 
+393010a: c=1; optimal curve is E1
+393015b: c=1; 2 possible optimal curves: E1 E2 
+393015i: c=1; 2 possible optimal curves: E1 E2 
+393015j: c=1; 3 possible optimal curves: E1 E2 E3 
+393018b: c=1; optimal curve is E1
+393018e: c=1; optimal curve is E1
+393018f: c=1; optimal curve is E1
+393018g: c=1; 2 possible optimal curves: E1 E2 
+393018h: c=1; 2 possible optimal curves: E1 E2 
+393018i: c=1; optimal curve is E1
+393020c: c=1; optimal curve is E1
+393024e: c=1; 3 possible optimal curves: E1 E2 E3 
+393024bb: c=1; 3 possible optimal curves: E1 E2 E3 
+393025b: c=1; 2 possible optimal curves: E1 E2 
+393026a: c=1; optimal curve is E1
+393026b: c=1; optimal curve is E1
+393030a: c=1; 2 possible optimal curves: E1 E3 
+393030e: c=1; optimal curve is E1
+393030i: c=1; 2 possible optimal curves: E1 E2 
+393030m: c=1; 2 possible optimal curves: E1 E2 
+393030r: c=1; 3 possible optimal curves: E1 E2 E3 
+393030s: c=1; 2 possible optimal curves: E1 E2 
+393032a: c=1; 2 possible optimal curves: E1 E2 
+393042h: c=1; 2 possible optimal curves: E1 E2 
+393044a: c=1; optimal curve is E1
+393047a: c=1; 2 possible optimal curves: E1 E2 
+393050c: c=1; optimal curve is E1
+393050k: c=1; optimal curve is E1
+393051a: c=1; 2 possible optimal curves: E1 E2 
+393054a: c=1; 3 possible optimal curves: E1 E2 E3 
+393058b: c=1; optimal curve is E1
+393065c: c=1; 3 possible optimal curves: E1 E2 E3 
+393066g: c=1; optimal curve is E1
+393066k: c=1; 2 possible optimal curves: E1 E2 
+393070b: c=1; optimal curve is E1
+393071a: c=1; 2 possible optimal curves: E1 E2 
+393072c: c=1; optimal curve is E1
+393072f: c=1; optimal curve is E1
+393072g: c=1; 2 possible optimal curves: E1 E2 
+393072i: c=1; 2 possible optimal curves: E1 E2 
+393072j: c=1; 2 possible optimal curves: E1 E2 
+393072l: c=1; 3 possible optimal curves: E1 E2 E3 
+393072q: c=1; 2 possible optimal curves: E1 E2 
+393072s: c=1; 2 possible optimal curves: E1 E2 
+393072u: c=1; optimal curve is E1
+393074c: c=1; optimal curve is E1
+393075c: c=1; 2 possible optimal curves: E1 E2 
+393075d: c=1; optimal curve is E1
+393075o: c=1; optimal curve is E1
+393075s: c=1; optimal curve is E1
+393080a: c=1; optimal curve is E1
+393080b: c=1; optimal curve is E1
+393085b: c=1; 2 possible optimal curves: E1 E2 
+393088e: c=1; optimal curve is E1
+393088f: c=1; optimal curve is E1
+393088g: c=1; 2 possible optimal curves: E1 E2 
+393088h: c=1; 2 possible optimal curves: E1 E2 
+393096a: c=1; 2 possible optimal curves: E1 E2 
+393096b: c=1; optimal curve is E1
+393096c: c=1; optimal curve is E1
+393096d: c=1; 2 possible optimal curves: E1 E2 
+393096e: c=1; optimal curve is E1
+393104d: c=1; 2 possible optimal curves: E1 E2 
+393104f: c=1; 2 possible optimal curves: E1 E2 
+393104j: c=1; 2 possible optimal curves: E1 E2 
+393105a: c=1; 2 possible optimal curves: E1 E2 
+393105b: c=1; 2 possible optimal curves: E1 E2 
+393105c: c=1; optimal curve is E1
+393108h: c=1; 2 possible optimal curves: E1 E2 
+393108l: c=1; optimal curve is E1
+393110b: c=1; optimal curve is E1
+393110c: c=1; 2 possible optimal curves: E1 E2 
+393124c: c=1; optimal curve is E1
+393126b: c=1; optimal curve is E1
+393129f: c=1; 2 possible optimal curves: E1 E2 
+393129k: c=1; 2 possible optimal curves: E1 E2 
+393129m: c=1; optimal curve is E1
+393129n: c=1; 2 possible optimal curves: E1 E2 
+393129o: c=1; optimal curve is E1
+393129p: c=1; optimal curve is E1
+393129q: c=1; optimal curve is E1
+393129r: c=1; optimal curve is E1
+393129t: c=1; optimal curve is E1
+393129v: c=1; 3 possible optimal curves: E1 E2 E3 
+393129ba: c=1; optimal curve is E1
+393129bb: c=1; optimal curve is E1
+393129bc: c=1; 2 possible optimal curves: E1 E2 
+393129bd: c=1; 2 possible optimal curves: E1 E2 
+393129be: c=1; 2 possible optimal curves: E1 E2 
+393129bf: c=1; optimal curve is E1
+393129bg: c=1; 2 possible optimal curves: E1 E2 
+393129bh: c=1; optimal curve is E1
+393129bi: c=1; optimal curve is E1
+393129bj: c=1; 2 possible optimal curves: E1 E2 
+393129bk: c=1; 2 possible optimal curves: E1 E2 
+393129bl: c=1; optimal curve is E1
+393129bw: c=1; optimal curve is E1
+393129bx: c=1; 2 possible optimal curves: E1 E2 
+393129cc: c=1; 2 possible optimal curves: E1 E2 
+393129ce: c=1; optimal curve is E1
+393129cf: c=1; optimal curve is E1
+393129cg: c=1; optimal curve is E1
+393129ch: c=1; optimal curve is E1
+393129ci: c=1; optimal curve is E1
+393129ck: c=1; optimal curve is E1
+393129cm: c=1; 2 possible optimal curves: E1 E2 
+393129cn: c=1; 3 possible optimal curves: E1 E2 E3 
+393132a: c=1; optimal curve is E1
+393135a: c=1; optimal curve is E1
+393135c: c=1; optimal curve is E1
+393138c: c=1; optimal curve is E1
+393138d: c=1; optimal curve is E1
+393141b: c=1; 2 possible optimal curves: E1 E2 
+393141c: c=1; optimal curve is E1
+393141d: c=1; optimal curve is E1
+393141e: c=1; 2 possible optimal curves: E1 E2 
+393148a: c=1; 2 possible optimal curves: E1 E2 
+393150i: c=1; optimal curve is E1
+393150t: c=1; 2 possible optimal curves: E1 E2 
+393150ba: c=1; optimal curve is E1
+393155c: c=1; 2 possible optimal curves: E1 E2 
+393156b: c=1; 2 possible optimal curves: E1 E2 
+393162a: c=1; 2 possible optimal curves: E1 E2 
+393162b: c=1; optimal curve is E1
+393162c: c=1; 3 possible optimal curves: E1 E2 E3 
+393162d: c=1; 3 possible optimal curves: E1 E2 E3 
+393162e: c=1; optimal curve is E1
+393162l: c=1; 2 possible optimal curves: E1 E2 
+393162m: c=1; 2 possible optimal curves: E1 E2 
+393162n: c=1; optimal curve is E1
+393162t: c=1; optimal curve is E1
+393162z: c=1; optimal curve is E1
+393162ba: c=1; optimal curve is E1
+393162bc: c=1; 2 possible optimal curves: E1 E2 
+393162bd: c=1; 2 possible optimal curves: E1 E2 
+393162be: c=1; 3 possible optimal curves: E1 E2 E3 
+393162bh: c=1; 3 possible optimal curves: E1 E2 E3 
+393162bi: c=1; 3 possible optimal curves: E1 E2 E3 
+393162bj: c=1; 2 possible optimal curves: E1 E2 
+393162bm: c=1; optimal curve is E1
+393162bo: c=1; 3 possible optimal curves: E1 E2 E3 
+393162bp: c=1; optimal curve is E1
+393168a: c=1; 2 possible optimal curves: E1 E2 
+393176e: c=1; optimal curve is E1
+393176g: c=1; optimal curve is E1
+393176i: c=1; optimal curve is E1
+393176j: c=1; 2 possible optimal curves: E1 E2 
+393176s: c=1; optimal curve is E1
+393183f: c=1; 2 possible optimal curves: E1 E2 
+393183g: c=1; optimal curve is E1
+393183l: c=1; 3 possible optimal curves: E1 E2 E3 
+393183m: c=1; 3 possible optimal curves: E1 E2 E3 
+393186b: c=1; 2 possible optimal curves: E1 E2 
+393190a: c=1; 2 possible optimal curves: E1 E2 
+393190b: c=1; 2 possible optimal curves: E1 E2 
+393190h: c=1; 2 possible optimal curves: E1 E2 
+393192b: c=1; optimal curve is E1
+393192k: c=1; 2 possible optimal curves: E1 E2 
+393192l: c=1; optimal curve is E1
+393193a: c=1; optimal curve is E1
+393193b: c=1; optimal curve is E1
+393198f: c=1; 2 possible optimal curves: E1 E2 
+393198k: c=1; 3 possible optimal curves: E1 E2 E3 
+393198l: c=1; 3 possible optimal curves: E1 E2 E3 
+393198q: c=1; 2 possible optimal curves: E1 E2 
+393198u: c=1; 2 possible optimal curves: E1 E2 
+393198v: c=1; 2 possible optimal curves: E1 E2 
+393198w: c=1; optimal curve is E1
+393198x: c=1; 2 possible optimal curves: E1 E2 
+393198ba: c=1; 2 possible optimal curves: E1 E2 
+393202b: c=1; 2 possible optimal curves: E1 E2 
+393202c: c=1; 2 possible optimal curves: E1 E2 
+393202d: c=1; optimal curve is E1
+393202e: c=1; 2 possible optimal curves: E1 E2 
+393204a: c=1; 2 possible optimal curves: E1 E2 
+393204c: c=1; 2 possible optimal curves: E1 E2 
+393205a: c=1; optimal curve is E1
+393206a: c=1; optimal curve is E1
+393206b: c=1; optimal curve is E1
+393210b: c=1; optimal curve is E1
+393210d: c=1; 2 possible optimal curves: E1 E2 
+393210f: c=1; 5 possible optimal curves: E1 E2 E3 E5 E7 
+393210g: c=1; 2 possible optimal curves: E1 E2 
+393210h: c=1; 2 possible optimal curves: E1 E2 
+393210i: c=1; 2 possible optimal curves: E1 E2 
+393210o: c=1; 2 possible optimal curves: E1 E2 
+393210p: c=1; optimal curve is E1
+393210q: c=1; 3 possible optimal curves: E1 E2 E3 
+393210r: c=1; optimal curve is E1
+393210v: c=1; 2 possible optimal curves: E1 E2 
+393210ba: c=1; 3 possible optimal curves: E1 E2 E3 
+393210bb: c=1; optimal curve is E1
+393210bh: c=1; 2 possible optimal curves: E1 E2 
+393210bj: c=1; optimal curve is E1
+393210bo: c=1; optimal curve is E1
+393210bp: c=1; 2 possible optimal curves: E1 E2 
+393210bs: c=1; 2 possible optimal curves: E1 E2 
+393210bw: c=1; 2 possible optimal curves: E1 E2 
+393210bx: c=1; optimal curve is E1
+393210by: c=1; 2 possible optimal curves: E1 E2 
+393210bz: c=1; 2 possible optimal curves: E1 E2 
+393211a: c=1; optimal curve is E1
+393218a: c=1; 2 possible optimal curves: E1 E2 
+393220a: c=1; optimal curve is E1
+393225i: c=1; optimal curve is E1
+393225j: c=1; optimal curve is E1
+393225m: c=1; optimal curve is E1
+393225n: c=1; optimal curve is E1
+393225r: c=1; optimal curve is E1
+393225u: c=1; 2 possible optimal curves: E1 E2 
+393225v: c=1; optimal curve is E1
+393225ba: c=1; optimal curve is E1
+393225bc: c=1; 2 possible optimal curves: E1 E2 
+393225bf: c=1; 2 possible optimal curves: E1 E2 
+393225bg: c=1; 2 possible optimal curves: E1 E2 
+393225bk: c=1; optimal curve is E1
+393225bp: c=1; optimal curve is E1
+393225br: c=1; 2 possible optimal curves: E1 E2 
+393225bu: c=1; optimal curve is E1
+393225bv: c=1; optimal curve is E1
+393225cb: c=1; optimal curve is E1
+393225cd: c=1; optimal curve is E1
+393231c: c=1; 2 possible optimal curves: E1 E2 
+393231d: c=1; optimal curve is E1
+393231e: c=1; 2 possible optimal curves: E1 E2 
+393232e: c=1; 2 possible optimal curves: E1 E2 
+393232g: c=1; 2 possible optimal curves: E1 E2 
+393234b: c=1; 3 possible optimal curves: E1 E2 E3 
+393235a: c=1; 2 possible optimal curves: E1 E2 
+393235b: c=1; 2 possible optimal curves: E1 E2 
+393239a: c=1; optimal curve is E1
+393240a: c=1; 2 possible optimal curves: E1 E2 
+393240f: c=1; 2 possible optimal curves: E1 E2 
+393240h: c=1; 2 possible optimal curves: E1 E2 
+393240i: c=1; optimal curve is E1
+393240k: c=1; optimal curve is E1
+393240m: c=1; optimal curve is E1
+393240o: c=1; 3 possible optimal curves: E1 E2 E3 
+393240t: c=1; 2 possible optimal curves: E1 E2 
+393242b: c=1; optimal curve is E1
+393243a: c=1; optimal curve is E1
+393244a: c=1; optimal curve is E1
+393246k: c=1; 3 possible optimal curves: E1 E2 E3 
+393246p: c=1; 2 possible optimal curves: E1 E2 
+393254a: c=1; 2 possible optimal curves: E1 E2 
+393258a: c=1; 2 possible optimal curves: E1 E2 
+393260c: c=1; optimal curve is E1
+393260e: c=1; optimal curve is E1
+393260f: c=1; optimal curve is E1
+393260g: c=1; optimal curve is E1
+393260h: c=1; optimal curve is E1
+393260j: c=1; optimal curve is E1
+393260l: c=1; optimal curve is E1
+393262a: c=1; 2 possible optimal curves: E1 E2 
+393264b: c=1; optimal curve is E1
+393264d: c=1; optimal curve is E1
+393270a: c=1; 2 possible optimal curves: E1 E2 
+393270j: c=1; optimal curve is E1
+393270m: c=1; optimal curve is E1
+393270p: c=1; optimal curve is E1
+393270r: c=1; optimal curve is E1
+393274a: c=1; optimal curve is E1
+393274b: c=1; 2 possible optimal curves: E1 E2 
+393278e: c=1; optimal curve is E1
+393279a: c=1; optimal curve is E1
+393279b: c=1; optimal curve is E1
+393280a: c=1; optimal curve is E1
+393280d: c=1; optimal curve is E1
+393280e: c=1; optimal curve is E1
+393280f: c=1; 2 possible optimal curves: E1 E2 
+393290e: c=1; optimal curve is E1
+393294c: c=1; 2 possible optimal curves: E1 E2 
+393294d: c=1; optimal curve is E1
+393294f: c=1; optimal curve is E1
+393294g: c=1; optimal curve is E1
+393294h: c=1; 3 possible optimal curves: E1 E2 E3 
+393294i: c=1; 2 possible optimal curves: E1 E2 
+393294k: c=1; optimal curve is E1
+393294l: c=1; optimal curve is E1
+393294m: c=1; 2 possible optimal curves: E1 E2 
+393294o: c=1; 2 possible optimal curves: E1 E2 
+393294p: c=1; optimal curve is E1
+393294s: c=1; 2 possible optimal curves: E1 E2 
+393294t: c=1; optimal curve is E1
+393294u: c=1; 2 possible optimal curves: E1 E2 
+393295b: c=1; optimal curve is E1
+393295e: c=1; optimal curve is E1
+393295f: c=1; optimal curve is E1
+393296b: c=1; 2 possible optimal curves: E1 E2 
+393300d: c=1; 2 possible optimal curves: E1 E2 
+393300e: c=1; optimal curve is E1
+393300g: c=1; 2 possible optimal curves: E1 E2 
+393300h: c=1; optimal curve is E1
+393300j: c=1; 2 possible optimal curves: E1 E2 
+393300m: c=1; optimal curve is E1
+393300ba: c=1; optimal curve is E1
+393300bb: c=1; 2 possible optimal curves: E1 E2 
+393300bn: c=1; optimal curve is E1
+393300bo: c=1; optimal curve is E1
+393300br: c=1; 2 possible optimal curves: E1 E2 
+393300bt: c=1; optimal curve is E1
+393300bu: c=1; 2 possible optimal curves: E1 E2 
+393300ca: c=1; optimal curve is E1
+393300cb: c=1; 2 possible optimal curves: E1 E2 
+393300cf: c=1; optimal curve is E1
+393300co: c=1; optimal curve is E1
+393300cp: c=1; 2 possible optimal curves: E1 E2 
+393312f: c=1; optimal curve is E1
+393312k: c=1; optimal curve is E1
+393318b: c=1; optimal curve is E1
+393318c: c=1; 2 possible optimal curves: E1 E2 
+393318e: c=1; 2 possible optimal curves: E1 E2 
+393323b: c=1; 3 possible optimal curves: E1 E2 E3 
+393327a: c=1; 2 possible optimal curves: E1 E2 
+393328c: c=1; 2 possible optimal curves: E1 E2 
+393330f: c=1; optimal curve is E1
+393330h: c=1; optimal curve is E1
+393330j: c=1; 2 possible optimal curves: E1 E2 
+393330k: c=1; optimal curve is E1
+393330o: c=1; optimal curve is E1
+393330t: c=1; optimal curve is E1
+393338d: c=1; optimal curve is E1
+393338h: c=1; 2 possible optimal curves: E1 E2 
+393340b: c=1; optimal curve is E1
+393346a: c=1; 2 possible optimal curves: E1 E2 
+393353c: c=1; optimal curve is E1
+393354a: c=1; 2 possible optimal curves: E1 E2 
+393354d: c=1; 2 possible optimal curves: E1 E2 
+393354f: c=1; optimal curve is E1
+393354g: c=1; 2 possible optimal curves: E1 E2 
+393354i: c=1; 2 possible optimal curves: E1 E2 
+393354j: c=1; optimal curve is E1
+393354w: c=1; 2 possible optimal curves: E1 E2 
+393354ba: c=1; 2 possible optimal curves: E1 E2 
+393354bb: c=1; 3 possible optimal curves: E1 E2 E3 
+393354bc: c=1; 2 possible optimal curves: E1 E2 
+393354bg: c=1; optimal curve is E1
+393354bi: c=1; optimal curve is E1
+393354bk: c=1; 2 possible optimal curves: E1 E2 
+393354bn: c=1; 2 possible optimal curves: E1 E2 
+393354bp: c=1; optimal curve is E1
+393354bq: c=1; optimal curve is E1
+393354bt: c=1; 3 possible optimal curves: E1 E2 E3 
+393354ci: c=1; 2 possible optimal curves: E1 E2 
+393354cj: c=1; 2 possible optimal curves: E1 E2 
+393354co: c=1; 2 possible optimal curves: E1 E2 
+393354cq: c=1; 3 possible optimal curves: E1 E2 E3 
+393355a: c=1; optimal curve is E1
+393357a: c=1; 3 possible optimal curves: E1 E2 E3 
+393360f: c=1; optimal curve is E1
+393360i: c=1; 3 possible optimal curves: E1 E2 E3 
+393360j: c=1; 3 possible optimal curves: E1 E2 E3 
+393360k: c=1; optimal curve is E1
+393360n: c=1; 3 possible optimal curves: E1 E2 E3 
+393360q: c=1; optimal curve is E1
+393360u: c=1; optimal curve is E1
+393360w: c=1; optimal curve is E1
+393360ba: c=1; optimal curve is E1
+393360bd: c=1; 2 possible optimal curves: E1 E2 
+393360bf: c=1; optimal curve is E1
+393360bt: c=1; optimal curve is E1
+393365b: c=1; optimal curve is E1
+393372k: c=1; optimal curve is E1
+393372m: c=1; 2 possible optimal curves: E1 E2 
+393372n: c=1; 2 possible optimal curves: E1 E2 
+393372o: c=1; optimal curve is E1
+393372bc: c=1; 2 possible optimal curves: E1 E2 
+393378b: c=1; 3 possible optimal curves: E1 E2 E3 
+393380a: c=1; optimal curve is E1
+393380b: c=1; optimal curve is E1
+393380e: c=1; optimal curve is E1
+393380g: c=1; optimal curve is E1
+393384a: c=1; optimal curve is E1
+393384b: c=1; optimal curve is E1
+393384c: c=1; 3 possible optimal curves: E1 E2 E3 
+393390b: c=1; 2 possible optimal curves: E1 E2 
+393390d: c=1; optimal curve is E1
+393390i: c=1; optimal curve is E1
+393390j: c=1; optimal curve is E1
+393390o: c=1; optimal curve is E1
+393390p: c=1; optimal curve is E1
+393390t: c=1; optimal curve is E1
+393390w: c=1; optimal curve is E1
+393393b: c=1; optimal curve is E1
+393393c: c=1; optimal curve is E1
+393393d: c=1; optimal curve is E1
+393393e: c=1; optimal curve is E1
+393393g: c=1; optimal curve is E1
+393393i: c=1; 3 possible optimal curves: E1 E2 E3 
+393393k: c=1; optimal curve is E1
+393394a: c=1; 2 possible optimal curves: E1 E2 
+393400b: c=1; optimal curve is E1
+393400c: c=1; 2 possible optimal curves: E1 E2 
+393400e: c=1; 2 possible optimal curves: E1 E2 
+393400f: c=1; 2 possible optimal curves: E1 E2 
+393400g: c=1; optimal curve is E1
+393400i: c=1; optimal curve is E1
+393400j: c=1; optimal curve is E1
+393400m: c=1; 2 possible optimal curves: E1 E2 
+393400n: c=1; 2 possible optimal curves: E1 E2 
+393400p: c=1; 2 possible optimal curves: E1 E2 
+393400q: c=1; optimal curve is E1
+393402b: c=1; 2 possible optimal curves: E1 E2 
+393408k: c=1; 3 possible optimal curves: E1 E2 E3 
+393408l: c=1; optimal curve is E1
+393408o: c=1; optimal curve is E1
+393408p: c=1; optimal curve is E1
+393408ba: c=1; 2 possible optimal curves: E1 E2 
+393408bd: c=1; 2 possible optimal curves: E1 E2 
+393408bi: c=1; 2 possible optimal curves: E1 E2 
+393408bl: c=1; optimal curve is E1
+393408bo: c=1; optimal curve is E1
+393408bp: c=1; optimal curve is E1
+393408bu: c=1; optimal curve is E1
+393408bv: c=1; optimal curve is E1
+393411a: c=1; 2 possible optimal curves: E1 E2 
+393414c: c=1; 2 possible optimal curves: E1 E2 
+393414d: c=1; 3 possible optimal curves: E1 E2 E3 
+393414i: c=1; optimal curve is E1
+393414o: c=1; 2 possible optimal curves: E1 E2 
+393414p: c=1; 2 possible optimal curves: E1 E2 
+393414s: c=1; optimal curve is E1
+393414t: c=1; optimal curve is E1
+393414u: c=1; optimal curve is E1
+393414v: c=1; optimal curve is E1
+393414w: c=1; 3 possible optimal curves: E1 E2 E3 
+393414x: c=1; 2 possible optimal curves: E1 E2 
+393414y: c=1; optimal curve is E1
+393414ba: c=1; optimal curve is E1
+393414bb: c=1; optimal curve is E1
+393414bd: c=1; optimal curve is E1
+393414be: c=1; 3 possible optimal curves: E1 E2 E3 
+393414bf: c=1; 2 possible optimal curves: E1 E2 
+393414bg: c=1; 2 possible optimal curves: E1 E2 
+393414bj: c=1; optimal curve is E1
+393414bm: c=1; optimal curve is E1
+393414bp: c=1; optimal curve is E1
+393414bv: c=1; optimal curve is E1
+393414bw: c=1; optimal curve is E1
+393414by: c=1; optimal curve is E1
+393414ch: c=1; 2 possible optimal curves: E1 E2 
+393415f: c=1; 2 possible optimal curves: E1 E2 
+393432e: c=1; optimal curve is E1
+393432g: c=1; optimal curve is E1
+393432h: c=1; optimal curve is E1
+393432i: c=1; optimal curve is E1
+393432l: c=1; optimal curve is E1
+393432n: c=1; 2 possible optimal curves: E1 E2 
+393432p: c=1; 2 possible optimal curves: E1 E2 
+393432u: c=1; optimal curve is E1
+393432w: c=1; 2 possible optimal curves: E1 E2 
+393432x: c=1; 2 possible optimal curves: E1 E2 
+393432z: c=1; optimal curve is E1
+393432bb: c=1; optimal curve is E1
+393435m: c=1; 3 possible optimal curves: E1 E2 E3 
+393435o: c=1; 2 possible optimal curves: E1 E2 
+393435p: c=1; optimal curve is E1
+393442a: c=1; 2 possible optimal curves: E1 E2 
+393446d: c=1; optimal curve is E1
+393450h: c=1; optimal curve is E1
+393450j: c=1; 3 possible optimal curves: E1 E2 E3 
+393450t: c=1; optimal curve is E1
+393450u: c=1; optimal curve is E1
+393450v: c=1; optimal curve is E1
+393450ba: c=1; 3 possible optimal curves: E1 E2 E3 
+393450bb: c=1; optimal curve is E1
+393450bg: c=1; 3 possible optimal curves: E1 E2 E3 
+393456a: c=1; optimal curve is E1
+393456c: c=1; 2 possible optimal curves: E1 E2 
+393456d: c=1; 2 possible optimal curves: E1 E2 
+393456e: c=1; 2 possible optimal curves: E1 E2 
+393456f: c=1; optimal curve is E1
+393465h: c=1; 2 possible optimal curves: E1 E2 
+393465i: c=1; optimal curve is E1
+393470d: c=1; 2 possible optimal curves: E1 E2 
+393470e: c=1; 2 possible optimal curves: E1 E2 
+393470k: c=1; 2 possible optimal curves: E1 E2 
+393470u: c=1; 2 possible optimal curves: E1 E2 
+393470y: c=1; 2 possible optimal curves: E1 E2 
+393470bb: c=1; 2 possible optimal curves: E1 E2 
+393470bc: c=1; 3 possible optimal curves: E1 E2 E3 
+393470bh: c=1; 2 possible optimal curves: E1 E2 
+393470bj: c=1; 2 possible optimal curves: E1 E2 
+393480a: c=1; 2 possible optimal curves: E1 E2 
+393482b: c=1; 2 possible optimal curves: E1 E2 
+393483a: c=1; optimal curve is E1
+393484c: c=1; optimal curve is E1
+393490e: c=1; optimal curve is E1
+393490f: c=1; 2 possible optimal curves: E1 E2 
+393490i: c=1; 2 possible optimal curves: E1 E2 
+393490j: c=1; 2 possible optimal curves: E1 E2 
+393490p: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+393490u: c=1; 2 possible optimal curves: E1 E2 
+393490w: c=1; 2 possible optimal curves: E1 E2 
+393492d: c=1; 2 possible optimal curves: E1 E2 
+393492q: c=1; optimal curve is E1
+393492r: c=1; 2 possible optimal curves: E1 E2 
+393504d: c=1; 2 possible optimal curves: E1 E2 
+393504j: c=1; 2 possible optimal curves: E1 E2 
+393510b: c=1; 2 possible optimal curves: E1 E2 
+393510c: c=1; 2 possible optimal curves: E1 E2 
+393510d: c=1; optimal curve is E1
+393510g: c=1; 2 possible optimal curves: E1 E2 
+393510k: c=1; 2 possible optimal curves: E1 E2 
+393510u: c=1; optimal curve is E1
+393518d: c=1; optimal curve is E1
+393518e: c=1; 2 possible optimal curves: E1 E2 
+393520a: c=1; optimal curve is E1
+393522b: c=1; optimal curve is E1
+393525i: c=1; optimal curve is E1
+393525k: c=1; optimal curve is E1
+393525q: c=1; optimal curve is E1
+393525r: c=1; optimal curve is E1
+393528a: c=1; 2 possible optimal curves: E1 E2 
+393528b: c=1; 2 possible optimal curves: E1 E2 
+393528c: c=1; 2 possible optimal curves: E1 E2 
+393530c: c=1; optimal curve is E1
+393530g: c=1; 2 possible optimal curves: E1 E2 
+393530i: c=1; 2 possible optimal curves: E1 E2 
+393530k: c=1; 2 possible optimal curves: E1 E2 
+393536e: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+393536f: c=1; 2 possible optimal curves: E1 E2 
+393536i: c=1; 2 possible optimal curves: E1 E2 
+393536j: c=1; optimal curve is E1
+393536bk: c=1; 2 possible optimal curves: E1 E2 
+393536bl: c=1; 2 possible optimal curves: E1 E2 
+393536bn: c=1; 2 possible optimal curves: E1 E2 
+393536br: c=1; optimal curve is E1
+393537b: c=1; optimal curve is E1
+393540b: c=1; 2 possible optimal curves: E1 E2 
+393540g: c=1; 2 possible optimal curves: E1 E2 
+393547a: c=1; 2 possible optimal curves: E1 E2 
+393547c: c=1; 2 possible optimal curves: E1 E2 
+393547d: c=1; 2 possible optimal curves: E1 E2 
+393550a: c=1; optimal curve is E1
+393550d: c=1; 3 possible optimal curves: E1 E2 E3 
+393550e: c=1; 2 possible optimal curves: E1 E2 
+393550f: c=1; 2 possible optimal curves: E1 E2 
+393550g: c=1; optimal curve is E1
+393558a: c=1; optimal curve is E1
+393558b: c=1; 2 possible optimal curves: E1 E2 
+393558c: c=1; 2 possible optimal curves: E1 E2 
+393558d: c=1; optimal curve is E1
+393558e: c=1; 2 possible optimal curves: E1 E2 
+393558f: c=1; optimal curve is E1
+393558g: c=1; optimal curve is E1
+393558h: c=1; 2 possible optimal curves: E1 E2 
+393558i: c=1; optimal curve is E1
+393558j: c=1; optimal curve is E1
+393558l: c=1; optimal curve is E1
+393558p: c=1; optimal curve is E1
+393558q: c=1; optimal curve is E1
+393558r: c=1; optimal curve is E1
+393558s: c=1; 2 possible optimal curves: E1 E2 
+393558t: c=1; optimal curve is E1
+393558u: c=1; optimal curve is E1
+393562b: c=1; optimal curve is E1
+393564b: c=1; optimal curve is E1
+393568p: c=1; 2 possible optimal curves: E1 E2 
+393568q: c=1; optimal curve is E1
+393568r: c=1; optimal curve is E1
+393568s: c=1; 2 possible optimal curves: E1 E2 
+393570c: c=1; 2 possible optimal curves: E1 E2 
+393570e: c=1; 2 possible optimal curves: E1 E2 
+393570f: c=1; optimal curve is E1
+393570h: c=1; 2 possible optimal curves: E1 E2 
+393570o: c=1; optimal curve is E1
+393570x: c=1; optimal curve is E1
+393570z: c=1; 2 possible optimal curves: E1 E2 
+393570ba: c=1; 2 possible optimal curves: E1 E2 
+393570bb: c=1; 2 possible optimal curves: E1 E2 
+393570bc: c=1; 2 possible optimal curves: E1 E2 
+393572a: c=1; optimal curve is E1
+393574b: c=1; optimal curve is E1
+393575b: c=1; 2 possible optimal curves: E1 E2 
+393575c: c=1; 3 possible optimal curves: E1 E2 E3 
+393575d: c=1; optimal curve is E1
+393575g: c=1; optimal curve is E1
+393576d: c=1; 3 possible optimal curves: E1 E2 E3 
+393576e: c=1; 2 possible optimal curves: E1 E2 
+393576f: c=1; 2 possible optimal curves: E1 E2 
+393576i: c=1; optimal curve is E1
+393576q: c=1; 2 possible optimal curves: E1 E2 
+393576u: c=1; optimal curve is E1
+393576ba: c=1; optimal curve is E1
+393576be: c=1; 2 possible optimal curves: E1 E2 
+393580d: c=1; optimal curve is E1
+393580f: c=1; optimal curve is E1
+393582c: c=1; optimal curve is E1
+393582d: c=1; optimal curve is E1
+393582f: c=1; optimal curve is E1
+393584a: c=1; 2 possible optimal curves: E1 E2 
+393586a: c=1; optimal curve is E1
+393588a: c=1; 2 possible optimal curves: E1 E2 
+393588b: c=1; 2 possible optimal curves: E1 E2 
+393588e: c=1; optimal curve is E1
+393588f: c=1; optimal curve is E1
+393588g: c=1; optimal curve is E1
+393588h: c=1; optimal curve is E1
+393588o: c=1; 2 possible optimal curves: E1 E3 
+393588p: c=1; optimal curve is E1
+393588q: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+393588v: c=1; optimal curve is E1
+393588w: c=1; 2 possible optimal curves: E1 E2 
+393588x: c=1; 2 possible optimal curves: E1 E2 
+393588y: c=1; 2 possible optimal curves: E1 E2 
+393590c: c=1; optimal curve is E1
+393600b: c=1; 2 possible optimal curves: E1 E2 
+393600c: c=1; 2 possible optimal curves: E1 E2 
+393600f: c=1; 2 possible optimal curves: E1 E2 
+393600g: c=1; 2 possible optimal curves: E1 E2 
+393600h: c=1; optimal curve is E1
+393600i: c=1; 2 possible optimal curves: E1 E2 
+393600j: c=1; optimal curve is E1
+393600l: c=1; optimal curve is E1
+393600m: c=1; optimal curve is E1
+393600n: c=1; optimal curve is E1
+393600p: c=1; 2 possible optimal curves: E1 E2 
+393600q: c=1; optimal curve is E1
+393600r: c=1; 2 possible optimal curves: E1 E2 
+393600s: c=1; optimal curve is E1
+393600t: c=1; 2 possible optimal curves: E1 E2 
+393600u: c=1; optimal curve is E1
+393600w: c=1; 2 possible optimal curves: E1 E2 
+393600x: c=1; 2 possible optimal curves: E1 E2 
+393600y: c=1; 2 possible optimal curves: E1 E2 
+393600z: c=1; 2 possible optimal curves: E1 E2 
+393600ba: c=1; optimal curve is E1
+393600bc: c=1; 2 possible optimal curves: E1 E2 
+393600bd: c=1; optimal curve is E1
+393600be: c=1; 2 possible optimal curves: E1 E2 
+393600bf: c=1; optimal curve is E1
+393600bg: c=1; optimal curve is E1
+393600bk: c=1; optimal curve is E1
+393600bl: c=1; optimal curve is E1
+393600bm: c=1; optimal curve is E1
+393600bn: c=1; optimal curve is E1
+393600br: c=1; 2 possible optimal curves: E1 E2 
+393600bs: c=1; optimal curve is E1
+393600bt: c=1; 2 possible optimal curves: E1 E2 
+393600bu: c=1; optimal curve is E1
+393600bv: c=1; optimal curve is E1
+393600bx: c=1; 2 possible optimal curves: E1 E2 
+393600by: c=1; optimal curve is E1
+393600bz: c=1; optimal curve is E1
+393600ca: c=1; optimal curve is E1
+393600cb: c=1; optimal curve is E1
+393600cd: c=1; 2 possible optimal curves: E1 E2 
+393600ce: c=1; 2 possible optimal curves: E1 E2 
+393600cf: c=1; optimal curve is E1
+393600cg: c=1; 2 possible optimal curves: E1 E2 
+393600ch: c=1; optimal curve is E1
+393600ci: c=1; optimal curve is E1
+393600ck: c=1; 2 possible optimal curves: E1 E2 
+393600cl: c=1; 2 possible optimal curves: E1 E2 
+393600cm: c=1; 2 possible optimal curves: E1 E2 
+393600co: c=1; 2 possible optimal curves: E1 E2 
+393600cp: c=1; 2 possible optimal curves: E1 E2 
+393600cq: c=1; optimal curve is E1
+393600cr: c=1; 2 possible optimal curves: E1 E2 
+393600cs: c=1; optimal curve is E1
+393600cv: c=1; 2 possible optimal curves: E1 E2 
+393600cw: c=1; 2 possible optimal curves: E1 E2 
+393601a: c=1; 2 possible optimal curves: E1 E2 
+393606a: c=1; 2 possible optimal curves: E1 E2 
+393606n: c=1; optimal curve is E1
+393610e: c=1; optimal curve is E1
+393615a: c=1; optimal curve is E1
+393615c: c=1; optimal curve is E1
+393615d: c=1; optimal curve is E1
+393617b: c=1; 2 possible optimal curves: E1 E2 
+393618a: c=1; optimal curve is E1
+393618b: c=1; optimal curve is E1
+393618d: c=1; optimal curve is E1
+393618h: c=1; optimal curve is E1
+393618i: c=1; optimal curve is E1
+393618j: c=1; optimal curve is E1
+393624a: c=1; 2 possible optimal curves: E1 E2 
+393624b: c=1; 2 possible optimal curves: E1 E2 
+393624d: c=1; 2 possible optimal curves: E1 E2 
+393624e: c=1; 2 possible optimal curves: E1 E2 
+393624g: c=1; 2 possible optimal curves: E1 E2 
+393624h: c=1; 2 possible optimal curves: E1 E2 
+393624j: c=1; 3 possible optimal curves: E1 E2 E3 
+393624k: c=1; optimal curve is E1
+393624l: c=1; optimal curve is E1
+393624m: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+393624n: c=1; optimal curve is E1
+393627b: c=1; optimal curve is E1
+393630e: c=1; optimal curve is E1
+393634b: c=1; optimal curve is E1
+393638a: c=1; 2 possible optimal curves: E1 E2 
+393642b: c=1; 2 possible optimal curves: E1 E2 
+393642c: c=1; 2 possible optimal curves: E1 E2 
+393642h: c=1; 2 possible optimal curves: E1 E2 
+393645c: c=1; 2 possible optimal curves: E1 E2 
+393645e: c=1; optimal curve is E1
+393645h: c=1; optimal curve is E1
+393645k: c=1; 2 possible optimal curves: E1 E2 
+393645m: c=1; optimal curve is E1
+393645o: c=1; optimal curve is E1
+393646c: c=1; optimal curve is E1
+393648c: c=1; 3 possible optimal curves: E1 E2 E3 
+393648d: c=1; 2 possible optimal curves: E1 E2 
+393648i: c=1; 2 possible optimal curves: E1 E2 
+393648l: c=1; optimal curve is E1
+393648m: c=1; optimal curve is E1
+393655a: c=1; optimal curve is E1
+393657a: c=1; optimal curve is E1
+393666c: c=1; 2 possible optimal curves: E1 E2 
+393666k: c=1; optimal curve is E1
+393666r: c=1; optimal curve is E1
+393666t: c=1; 2 possible optimal curves: E1 E2 
+393666w: c=1; optimal curve is E1
+393666bg: c=1; 3 possible optimal curves: E1 E2 E3 
+393666bh: c=1; optimal curve is E1
+393666bn: c=1; 2 possible optimal curves: E1 E2 
+393666bp: c=1; optimal curve is E1
+393666br: c=1; 3 possible optimal curves: E1 E2 E3 
+393666bz: c=1; 3 possible optimal curves: E1 E2 E3 
+393666cc: c=1; 2 possible optimal curves: E1 E2 
+393669a: c=1; optimal curve is E1
+393672c: c=1; 3 possible optimal curves: E1 E2 E3 
+393675a: c=1; optimal curve is E1
+393675c: c=1; optimal curve is E1
+393675e: c=1; optimal curve is E1
+393675f: c=1; 2 possible optimal curves: E1 E2 
+393675g: c=1; optimal curve is E1
+393675k: c=1; optimal curve is E1
+393680b: c=1; 2 possible optimal curves: E1 E2 
+393680c: c=1; 2 possible optimal curves: E1 E2 
+393680e: c=1; optimal curve is E1
+393680g: c=1; 2 possible optimal curves: E1 E2 
+393680h: c=1; optimal curve is E1
+393680l: c=1; 3 possible optimal curves: E1 E2 E3 
+393680n: c=1; optimal curve is E1
+393680q: c=1; 3 possible optimal curves: E1 E2 E3 
+393680r: c=1; 2 possible optimal curves: E1 E2 
+393680t: c=1; optimal curve is E1
+393680u: c=1; optimal curve is E1
+393680bb: c=1; 3 possible optimal curves: E1 E2 E3 
+393680bh: c=1; 3 possible optimal curves: E1 E2 E3 
+393680bi: c=1; 2 possible optimal curves: E1 E2 
+393680bj: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+393680bk: c=1; optimal curve is E1
+393690c: c=1; optimal curve is E1
+393690m: c=1; optimal curve is E1
+393694a: c=1; optimal curve is E1
+393696c: c=1; 2 possible optimal curves: E1 E2 
+393696d: c=1; 2 possible optimal curves: E1 E2 
+393699a: c=1; 3 possible optimal curves: E1 E2 E3 
+393700f: c=1; 2 possible optimal curves: E1 E2 
+393702b: c=1; optimal curve is E1
+393702c: c=1; optimal curve is E1
+393702d: c=1; 2 possible optimal curves: E1 E2 
+393702e: c=1; optimal curve is E1
+393705e: c=1; optimal curve is E1
+393705g: c=1; optimal curve is E1
+393705h: c=1; optimal curve is E1
+393708a: c=1; optimal curve is E1
+393708b: c=1; 2 possible optimal curves: E1 E2 
+393708d: c=1; optimal curve is E1
+393708e: c=1; 2 possible optimal curves: E1 E2 
+393708f: c=1; 2 possible optimal curves: E1 E2 
+393708g: c=1; 2 possible optimal curves: E1 E2 
+393708h: c=1; 2 possible optimal curves: E1 E2 
+393708i: c=1; optimal curve is E1
+393708j: c=1; optimal curve is E1
+393708k: c=1; optimal curve is E1
+393715b: c=1; optimal curve is E1
+393715d: c=1; optimal curve is E1
+393715g: c=1; optimal curve is E1
+393720a: c=1; optimal curve is E1
+393720d: c=1; optimal curve is E1
+393720j: c=1; optimal curve is E1
+393720k: c=1; optimal curve is E1
+393720n: c=1; 2 possible optimal curves: E1 E2 
+393723a: c=1; 2 possible optimal curves: E1 E2 
+393723b: c=1; optimal curve is E1
+393723d: c=1; 3 possible optimal curves: E1 E2 E3 
+393723e: c=1; optimal curve is E1
+393723f: c=1; 3 possible optimal curves: E1 E2 E3 
+393736a: c=1; 2 possible optimal curves: E1 E2 
+393736c: c=1; 2 possible optimal curves: E1 E2 
+393737a: c=1; optimal curve is E1
+393737b: c=1; 2 possible optimal curves: E1 E2 
+393738a: c=1; 2 possible optimal curves: E1 E2 
+393738d: c=1; optimal curve is E1
+393738f: c=1; 2 possible optimal curves: E1 E2 
+393744c: c=1; 3 possible optimal curves: E1 E2 E3 
+393744e: c=1; 2 possible optimal curves: E1 E2 
+393745b: c=1; 2 possible optimal curves: E1 E2 
+393752b: c=1; optimal curve is E1
+393754b: c=1; optimal curve is E1
+393756a: c=1; optimal curve is E1
+393756b: c=1; optimal curve is E1
+393756d: c=1; 2 possible optimal curves: E1 E2 
+393756e: c=1; optimal curve is E1
+393756f: c=1; optimal curve is E1
+393770b: c=1; 2 possible optimal curves: E1 E2 
+393770e: c=1; optimal curve is E1
+393770g: c=1; optimal curve is E1
+393770k: c=1; optimal curve is E1
+393770n: c=1; optimal curve is E1
+393770o: c=1; optimal curve is E1
+393770q: c=1; optimal curve is E1
+393771a: c=1; 2 possible optimal curves: E1 E2 
+393771b: c=1; 2 possible optimal curves: E1 E2 
+393777b: c=1; optimal curve is E1
+393778d: c=1; 2 possible optimal curves: E1 E2 
+393778f: c=1; 2 possible optimal curves: E1 E2 
+393783a: c=1; optimal curve is E1
+393783c: c=1; 2 possible optimal curves: E1 E2 
+393783d: c=1; 2 possible optimal curves: E1 E2 
+393786d: c=1; 2 possible optimal curves: E1 E2 
+393786h: c=1; 2 possible optimal curves: E1 E2 
+393786x: c=1; 2 possible optimal curves: E1 E2 
+393792e: c=1; optimal curve is E1
+393792f: c=1; 3 possible optimal curves: E1 E2 E3 
+393792p: c=1; optimal curve is E1
+393792q: c=1; 3 possible optimal curves: E1 E2 E3 
+393792z: c=1; 3 possible optimal curves: E1 E2 E3 
+393792ba: c=1; 3 possible optimal curves: E1 E2 E3 
+393792bk: c=1; 3 possible optimal curves: E1 E2 E3 
+393792bl: c=1; optimal curve is E1
+393800a: c=1; 2 possible optimal curves: E1 E2 
+393800b: c=1; 2 possible optimal curves: E1 E2 
+393800e: c=1; 2 possible optimal curves: E1 E2 
+393800g: c=1; 2 possible optimal curves: E1 E2 
+393803b: c=1; 2 possible optimal curves: E1 E2 
+393805a: c=1; optimal curve is E1
+393808a: c=1; 2 possible optimal curves: E1 E2 
+393813d: c=1; 2 possible optimal curves: E1 E2 
+393813m: c=1; 3 possible optimal curves: E1 E2 E3 
+393816d: c=1; 2 possible optimal curves: E1 E2 
+393819a: c=1; optimal curve is E1
+393820a: c=1; optimal curve is E1
+393822f: c=1; optimal curve is E1
+393822g: c=1; optimal curve is E1
+393822l: c=1; optimal curve is E1
+393822m: c=1; optimal curve is E1
+393822t: c=1; optimal curve is E1
+393822u: c=1; optimal curve is E1
+393825e: c=1; 2 possible optimal curves: E1 E2 
+393825n: c=1; 2 possible optimal curves: E1 E2 
+393827b: c=1; 2 possible optimal curves: E1 E2 
+393834b: c=1; optimal curve is E1
+393834c: c=1; optimal curve is E1
+393834d: c=1; 2 possible optimal curves: E1 E2 
+393837b: c=1; 2 possible optimal curves: E1 E2 
+393840c: c=1; 2 possible optimal curves: E1 E2 
+393840e: c=1; optimal curve is E1
+393840g: c=1; optimal curve is E1
+393840h: c=1; optimal curve is E1
+393840m: c=1; optimal curve is E1
+393840o: c=1; optimal curve is E1
+393840t: c=1; optimal curve is E1
+393840w: c=1; 2 possible optimal curves: E1 E2 
+393840ba: c=1; 2 possible optimal curves: E1 E2 
+393840bb: c=1; optimal curve is E1
+393840bl: c=1; optimal curve is E1
+393840bo: c=1; optimal curve is E1
+393840bp: c=1; optimal curve is E1
+393840bq: c=1; 2 possible optimal curves: E1 E2 
+393840bw: c=1; optimal curve is E1
+393840bx: c=1; 3 possible optimal curves: E1 E2 E3 
+393840bz: c=1; 2 possible optimal curves: E1 E2 
+393846a: c=1; optimal curve is E1
+393846d: c=1; optimal curve is E1
+393848d: c=1; 2 possible optimal curves: E1 E2 
+393855g: c=1; optimal curve is E1
+393855h: c=1; optimal curve is E1
+393855k: c=1; 3 possible optimal curves: E1 E2 E3 
+393855l: c=1; 3 possible optimal curves: E1 E2 E3 
+393855o: c=1; 3 possible optimal curves: E1 E2 E3 
+393855q: c=1; 2 possible optimal curves: E1 E2 
+393855r: c=1; optimal curve is E1
+393855t: c=1; optimal curve is E1
+393855v: c=1; optimal curve is E1
+393855y: c=1; 2 possible optimal curves: E1 E2 
+393855z: c=1; 3 possible optimal curves: E1 E2 E3 
+393855bf: c=1; 2 possible optimal curves: E1 E2 
+393855bg: c=1; 3 possible optimal curves: E1 E2 E3 
+393855bi: c=1; optimal curve is E1
+393855bj: c=1; optimal curve is E1
+393855bm: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+393855bo: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+393855bp: c=1; optimal curve is E1
+393855br: c=1; optimal curve is E1
+393855bs: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+393855bt: c=1; 2 possible optimal curves: E1 E2 
+393855bw: c=1; 2 possible optimal curves: E1 E2 
+393855by: c=1; 2 possible optimal curves: E1 E2 
+393855bz: c=1; 2 possible optimal curves: E1 E2 
+393855ca: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+393855cb: c=1; 3 possible optimal curves: E1 E2 E3 
+393858d: c=1; optimal curve is E1
+393862a: c=1; 2 possible optimal curves: E1 E2 
+393870c: c=1; optimal curve is E1
+393870d: c=1; 2 possible optimal curves: E1 E2 
+393870e: c=1; optimal curve is E1
+393870h: c=1; 2 possible optimal curves: E1 E2 
+393870i: c=1; 2 possible optimal curves: E1 E2 
+393870j: c=1; optimal curve is E1
+393870k: c=1; 2 possible optimal curves: E1 E2 
+393870m: c=1; 3 possible optimal curves: E1 E2 E3 
+393870p: c=1; 2 possible optimal curves: E1 E2 
+393870r: c=1; 2 possible optimal curves: E1 E2 
+393870u: c=1; optimal curve is E1
+393870v: c=1; optimal curve is E1
+393870w: c=1; 2 possible optimal curves: E1 E2 
+393870x: c=1; optimal curve is E1
+393872d: c=1; 2 possible optimal curves: E1 E2 
+393872e: c=1; 2 possible optimal curves: E1 E2 
+393878a: c=1; 2 possible optimal curves: E1 E2 
+393886b: c=1; optimal curve is E1
+393888a: c=1; 2 possible optimal curves: E1 E2 
+393888j: c=1; 2 possible optimal curves: E1 E2 
+393890e: c=1; 3 possible optimal curves: E1 E2 E3 
+393890g: c=1; optimal curve is E1
+393890j: c=1; optimal curve is E1
+393890q: c=1; 2 possible optimal curves: E1 E2 
+393890u: c=1; optimal curve is E1
+393894a: c=1; optimal curve is E1
+393894e: c=1; optimal curve is E1
+393896a: c=1; optimal curve is E1
+393900a: c=1; optimal curve is E1
+393900d: c=1; optimal curve is E1
+393900k: c=1; 2 possible optimal curves: E1 E2 
+393900r: c=1; optimal curve is E1
+393900w: c=1; optimal curve is E1
+393900x: c=1; optimal curve is E1
+393900z: c=1; optimal curve is E1
+393900bd: c=1; optimal curve is E1
+393900be: c=1; optimal curve is E1
+393900bj: c=1; optimal curve is E1
+393900bl: c=1; optimal curve is E1
+393900bm: c=1; optimal curve is E1
+393900bu: c=1; optimal curve is E1
+393900bv: c=1; optimal curve is E1
+393900bw: c=1; optimal curve is E1
+393900bx: c=1; optimal curve is E1
+393910j: c=1; optimal curve is E1
+393918b: c=1; optimal curve is E1
+393918c: c=1; 2 possible optimal curves: E1 E2 
+393918m: c=1; 2 possible optimal curves: E1 E2 
+393918p: c=1; optimal curve is E1
+393918q: c=1; optimal curve is E1
+393918r: c=1; optimal curve is E1
+393918u: c=1; optimal curve is E1
+393920e: c=1; 2 possible optimal curves: E1 E2 
+393920f: c=1; 2 possible optimal curves: E1 E2 
+393920j: c=1; 2 possible optimal curves: E1 E2 
+393920k: c=1; optimal curve is E1
+393920w: c=1; 2 possible optimal curves: E1 E2 
+393920x: c=1; 2 possible optimal curves: E1 E2 
+393921e: c=1; 2 possible optimal curves: E1 E2 
+393921i: c=1; 2 possible optimal curves: E1 E2 
+393921m: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+393923a: c=1; optimal curve is E1
+393927b: c=1; 2 possible optimal curves: E1 E2 
+393930a: c=1; optimal curve is E1
+393930f: c=1; optimal curve is E1
+393936j: c=1; 2 possible optimal curves: E1 E2 
+393936l: c=1; 2 possible optimal curves: E1 E2 
+393936m: c=1; optimal curve is E1
+393936o: c=1; 2 possible optimal curves: E1 E2 
+393936u: c=1; optimal curve is E1
+393936v: c=1; 3 possible optimal curves: E1 E2 E3 
+393936bb: c=1; 2 possible optimal curves: E1 E2 
+393939h: c=1; 3 possible optimal curves: E1 E2 E3 
+393939i: c=1; 3 possible optimal curves: E1 E2 E3 
+393939j: c=1; optimal curve is E1
+393939y: c=1; 3 possible optimal curves: E1 E2 E3 
+393939bd: c=1; optimal curve is E1
+393939be: c=1; optimal curve is E1
+393939bf: c=1; 3 possible optimal curves: E1 E2 E3 
+393939bh: c=1; 2 possible optimal curves: E1 E2 
+393950d: c=1; 2 possible optimal curves: E1 E2 
+393954d: c=1; optimal curve is E1
+393954e: c=1; 2 possible optimal curves: E1 E2 
+393960a: c=1; 2 possible optimal curves: E1 E2 
+393960c: c=1; optimal curve is E1
+393960d: c=1; 2 possible optimal curves: E1 E2 
+393960f: c=1; optimal curve is E1
+393960h: c=1; optimal curve is E1
+393960i: c=1; 2 possible optimal curves: E1 E2 
+393960k: c=1; 3 possible optimal curves: E1 E2 E3 
+393960l: c=1; 2 possible optimal curves: E1 E2 
+393960m: c=1; optimal curve is E1
+393960n: c=1; 2 possible optimal curves: E1 E2 
+393960p: c=1; optimal curve is E1
+393960q: c=1; optimal curve is E1
+393960s: c=1; 2 possible optimal curves: E1 E2 
+393960t: c=1; optimal curve is E1
+393960u: c=1; optimal curve is E1
+393960w: c=1; optimal curve is E1
+393960bb: c=1; optimal curve is E1
+393960bc: c=1; optimal curve is E1
+393960bd: c=1; 2 possible optimal curves: E1 E2 
+393960be: c=1; 2 possible optimal curves: E1 E2 
+393960bf: c=1; optimal curve is E1
+393960bg: c=1; 3 possible optimal curves: E1 E2 E3 
+393960bj: c=1; 3 possible optimal curves: E1 E2 E3 
+393960bk: c=1; 2 possible optimal curves: E1 E2 
+393960bl: c=1; 2 possible optimal curves: E1 E2 
+393960bm: c=1; 2 possible optimal curves: E1 E2 
+393960bp: c=1; 2 possible optimal curves: E1 E2 
+393960bq: c=1; 2 possible optimal curves: E1 E2 
+393960bv: c=1; 2 possible optimal curves: E1 E2 
+393960bw: c=1; 2 possible optimal curves: E1 E2 
+393960bx: c=1; 3 possible optimal curves: E1 E2 E3 
+393960ca: c=1; optimal curve is E1
+393960cb: c=1; optimal curve is E1
+393960cc: c=1; 3 possible optimal curves: E1 E2 E3 
+393960cd: c=1; optimal curve is E1
+393960ce: c=1; optimal curve is E1
+393960cg: c=1; optimal curve is E1
+393960ch: c=1; 2 possible optimal curves: E1 E2 
+393960ci: c=1; 2 possible optimal curves: E1 E2 
+393965a: c=1; optimal curve is E1
+393965b: c=1; optimal curve is E1
+393965c: c=1; optimal curve is E1
+393965e: c=1; 3 possible optimal curves: E1 E2 E3 
+393965g: c=1; 2 possible optimal curves: E1 E2 
+393965h: c=1; optimal curve is E1
+393965i: c=1; 2 possible optimal curves: E1 E2 
+393966g: c=1; 2 possible optimal curves: E1 E2 
+393967b: c=1; optimal curve is E1
+393969a: c=1; optimal curve is E1
+393974d: c=1; optimal curve is E1
+393975d: c=1; 3 possible optimal curves: E1 E2 E3 
+393975g: c=1; 2 possible optimal curves: E1 E2 
+393975h: c=1; optimal curve is E1
+393975i: c=1; optimal curve is E1
+393975k: c=1; optimal curve is E1
+393975l: c=1; 3 possible optimal curves: E1 E2 E3 
+393975o: c=1; 2 possible optimal curves: E1 E2 
+393975q: c=1; 2 possible optimal curves: E1 E2 
+393975s: c=1; 2 possible optimal curves: E1 E2 
+393975t: c=1; optimal curve is E1
+393975u: c=1; 2 possible optimal curves: E1 E2 
+393975w: c=1; optimal curve is E1
+393975x: c=1; optimal curve is E1
+393978a: c=1; 2 possible optimal curves: E1 E2 
+393978b: c=1; 2 possible optimal curves: E1 E2 
+393981b: c=1; optimal curve is E1
+393981c: c=1; 2 possible optimal curves: E1 E2 
+393981d: c=1; 2 possible optimal curves: E1 E2 
+393987a: c=1; optimal curve is E1
+393990c: c=1; 3 possible optimal curves: E1 E2 E3 
+393990i: c=1; 3 possible optimal curves: E1 E2 E3 
+393990o: c=1; optimal curve is E1
+393990y: c=1; 2 possible optimal curves: E1 E2 
+394002a: c=1; 2 possible optimal curves: E1 E2 
+394002d: c=1; optimal curve is E1
+394002e: c=1; optimal curve is E1
+394002g: c=1; 2 possible optimal curves: E1 E2 
+394002h: c=1; 2 possible optimal curves: E1 E2 
+394002o: c=1; optimal curve is E1
+394002p: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+394002q: c=1; 2 possible optimal curves: E1 E2 
+394002r: c=1; optimal curve is E1
+394002w: c=1; 3 possible optimal curves: E1 E2 E3 
+394002x: c=1; optimal curve is E1
+394002y: c=1; 2 possible optimal curves: E1 E2 
+394002z: c=1; 2 possible optimal curves: E1 E2 
+394002bc: c=1; 2 possible optimal curves: E1 E2 
+394002be: c=1; optimal curve is E1
+394002bg: c=1; 2 possible optimal curves: E1 E2 
+394008a: c=1; optimal curve is E1
+394010a: c=1; optimal curve is E1
+394010b: c=1; optimal curve is E1
+394010c: c=1; 2 possible optimal curves: E1 E2 
+394010d: c=1; optimal curve is E1
+394010e: c=1; optimal curve is E1
+394010f: c=1; optimal curve is E1
+394010g: c=1; optimal curve is E1
+394010h: c=1; 2 possible optimal curves: E1 E2 
+394010i: c=1; 2 possible optimal curves: E1 E2 
+394010j: c=1; 2 possible optimal curves: E1 E2 
+394010k: c=1; optimal curve is E1
+394010l: c=1; 2 possible optimal curves: E1 E3 
+394010m: c=1; 2 possible optimal curves: E1 E2 
+394010n: c=1; 2 possible optimal curves: E1 E2 
+394010q: c=1; 2 possible optimal curves: E1 E2 
+394010r: c=1; 2 possible optimal curves: E1 E2 
+394010s: c=1; 3 possible optimal curves: E1 E2 E3 
+394010t: c=1; 3 possible optimal curves: E1 E2 E3 
+394010w: c=1; optimal curve is E1
+394010x: c=1; 2 possible optimal curves: E1 E2 
+394010y: c=1; 2 possible optimal curves: E1 E2 
+394013b: c=1; optimal curve is E1
+394014b: c=1; optimal curve is E1
+394014e: c=1; 2 possible optimal curves: E1 E2 
+394014f: c=1; 2 possible optimal curves: E1 E2 
+394016b: c=1; 2 possible optimal curves: E1 E2 
+394016c: c=1; optimal curve is E1
+394018a: c=1; optimal curve is E1
+394020c: c=1; optimal curve is E1
+394020d: c=1; 2 possible optimal curves: E1 E2 
+394020e: c=1; 2 possible optimal curves: E1 E2 
+394020f: c=1; 2 possible optimal curves: E1 E2 
+394020h: c=1; 2 possible optimal curves: E1 E2 
+394020i: c=1; optimal curve is E1
+394020l: c=1; 2 possible optimal curves: E1 E2 
+394020m: c=1; optimal curve is E1
+394020o: c=1; optimal curve is E1
+394020p: c=1; optimal curve is E1
+394020q: c=1; 2 possible optimal curves: E1 E2 
+394020s: c=1; optimal curve is E1
+394023a: c=1; optimal curve is E1
+394023b: c=1; 2 possible optimal curves: E1 E2 
+394025a: c=1; optimal curve is E1
+394026c: c=1; 2 possible optimal curves: E1 E2 
+394026d: c=1; 2 possible optimal curves: E1 E2 
+394026f: c=1; 2 possible optimal curves: E1 E2 
+394030h: c=1; optimal curve is E1
+394030j: c=1; optimal curve is E1
+394030m: c=1; 3 possible optimal curves: E1 E2 E3 
+394032e: c=1; 2 possible optimal curves: E1 E2 
+394032g: c=1; optimal curve is E1
+394032i: c=1; optimal curve is E1
+394034a: c=1; optimal curve is E1
+394035g: c=1; optimal curve is E1
+394035h: c=1; optimal curve is E1
+394041a: c=1; optimal curve is E1
+394041c: c=1; 2 possible optimal curves: E1 E2 
+394045a: c=1; optimal curve is E1
+394048a: c=1; 2 possible optimal curves: E1 E2 
+394048c: c=1; 2 possible optimal curves: E1 E2 
+394048f: c=1; 2 possible optimal curves: E1 E2 
+394048h: c=1; optimal curve is E1
+394050a: c=1; optimal curve is E1
+394050e: c=1; 2 possible optimal curves: E1 E2 
+394050f: c=1; 2 possible optimal curves: E1 E2 
+394050g: c=1; 2 possible optimal curves: E1 E2 
+394050h: c=1; 2 possible optimal curves: E1 E2 
+394050i: c=1; 2 possible optimal curves: E1 E2 
+394050k: c=1; optimal curve is E1
+394050l: c=1; 2 possible optimal curves: E1 E2 
+394050m: c=1; optimal curve is E1
+394050r: c=1; 3 possible optimal curves: E1 E2 E3 
+394050u: c=1; 2 possible optimal curves: E1 E2 
+394050v: c=1; 2 possible optimal curves: E1 E2 
+394050z: c=1; 2 possible optimal curves: E1 E2 
+394050ba: c=1; optimal curve is E1
+394050bc: c=1; 2 possible optimal curves: E1 E2 
+394050bl: c=1; 2 possible optimal curves: E1 E2 
+394050bm: c=1; 2 possible optimal curves: E1 E2 
+394050bo: c=1; 2 possible optimal curves: E1 E2 
+394050bp: c=1; 2 possible optimal curves: E1 E2 
+394050bq: c=1; 2 possible optimal curves: E1 E2 
+394050br: c=1; 2 possible optimal curves: E1 E2 
+394050bs: c=1; 2 possible optimal curves: E1 E2 
+394050bv: c=1; optimal curve is E1
+394050bw: c=1; 2 possible optimal curves: E1 E2 
+394050by: c=1; optimal curve is E1
+394050ca: c=1; optimal curve is E1
+394050cc: c=1; 2 possible optimal curves: E1 E2 
+394056a: c=1; optimal curve is E1
+394056d: c=1; optimal curve is E1
+394056g: c=1; 2 possible optimal curves: E1 E2 
+394060b: c=1; optimal curve is E1
+394060e: c=1; optimal curve is E1
+394060f: c=1; 2 possible optimal curves: E1 E2 
+394060g: c=1; optimal curve is E1
+394060h: c=1; optimal curve is E1
+394064c: c=1; 2 possible optimal curves: E1 E2 
+394072b: c=1; 3 possible optimal curves: E1 E2 E3 
+394072c: c=1; 2 possible optimal curves: E1 E2 
+394075a: c=1; optimal curve is E1
+394077b: c=1; optimal curve is E1
+394078b: c=1; 2 possible optimal curves: E1 E2 
+394080e: c=1; optimal curve is E1
+394080n: c=1; optimal curve is E1
+394086e: c=1; 2 possible optimal curves: E1 E2 
+394086h: c=1; optimal curve is E1
+394086i: c=1; optimal curve is E1
+394086j: c=1; 3 possible optimal curves: E1 E2 E3 
+394086k: c=1; 2 possible optimal curves: E1 E2 
+394086l: c=1; 2 possible optimal curves: E1 E2 
+394090c: c=1; optimal curve is E1
+394094b: c=1; optimal curve is E1
+394095b: c=1; 3 possible optimal curves: E1 E2 E3 
+394095c: c=1; optimal curve is E1
+394095d: c=1; 2 possible optimal curves: E1 E2 
+394095e: c=1; 2 possible optimal curves: E1 E2 
+394095f: c=1; 2 possible optimal curves: E1 E2 
+394095g: c=1; optimal curve is E1
+394095i: c=1; 2 possible optimal curves: E1 E2 
+394097d: c=1; optimal curve is E1
+394098i: c=1; optimal curve is E1
+394108a: c=1; 2 possible optimal curves: E1 E2 
+394108b: c=1; optimal curve is E1
+394108g: c=1; optimal curve is E1
+394110b: c=1; 2 possible optimal curves: E1 E2 
+394110d: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+394110e: c=1; optimal curve is E1
+394110g: c=1; optimal curve is E1
+394110i: c=1; 2 possible optimal curves: E1 E2 
+394110j: c=1; 2 possible optimal curves: E1 E2 
+394110k: c=1; 2 possible optimal curves: E1 E2 
+394110l: c=1; 2 possible optimal curves: E1 E2 
+394110m: c=1; 2 possible optimal curves: E1 E2 
+394110o: c=1; 2 possible optimal curves: E1 E2 
+394110p: c=1; optimal curve is E1
+394110q: c=1; 2 possible optimal curves: E1 E2 
+394110s: c=1; 2 possible optimal curves: E1 E2 
+394110t: c=1; 2 possible optimal curves: E1 E2 
+394110u: c=1; optimal curve is E1
+394110v: c=1; 2 possible optimal curves: E1 E2 
+394110w: c=1; 3 possible optimal curves: E1 E2 E3 
+394121b: c=1; 3 possible optimal curves: E1 E2 E3 
+394121f: c=1; optimal curve is E1
+394128d: c=1; 2 possible optimal curves: E1 E2 
+394128h: c=1; 2 possible optimal curves: E1 E2 
+394128k: c=1; 2 possible optimal curves: E1 E2 
+394128v: c=1; optimal curve is E1
+394128w: c=1; 3 possible optimal curves: E1 E2 E3 
+394128x: c=1; 3 possible optimal curves: E1 E2 E3 
+394128y: c=1; optimal curve is E1
+394128ba: c=1; 3 possible optimal curves: E1 E2 E3 
+394128bb: c=1; optimal curve is E1
+394128bc: c=1; 2 possible optimal curves: E1 E2 
+394128bd: c=1; optimal curve is E1
+394128be: c=1; optimal curve is E1
+394128bf: c=1; optimal curve is E1
+394128bg: c=1; 3 possible optimal curves: E1 E2 E3 
+394128bh: c=1; optimal curve is E1
+394128bi: c=1; 3 possible optimal curves: E1 E2 E3 
+394128bj: c=1; 3 possible optimal curves: E1 E2 E3 
+394128cc: c=1; 2 possible optimal curves: E1 E2 
+394128cd: c=1; 2 possible optimal curves: E1 E2 
+394128ce: c=1; optimal curve is E1
+394128cf: c=1; 2 possible optimal curves: E1 E2 
+394128cg: c=1; optimal curve is E1
+394128ch: c=1; optimal curve is E1
+394128ci: c=1; optimal curve is E1
+394128ck: c=1; 2 possible optimal curves: E1 E2 
+394128cl: c=1; optimal curve is E1
+394128cx: c=1; 2 possible optimal curves: E1 E2 
+394128cy: c=1; 3 possible optimal curves: E1 E2 E3 
+394128cz: c=1; optimal curve is E1
+394128da: c=1; optimal curve is E1
+394128db: c=1; optimal curve is E1
+394128dc: c=1; 3 possible optimal curves: E1 E2 E3 
+394128de: c=1; 3 possible optimal curves: E1 E2 E3 
+394128df: c=1; optimal curve is E1
+394128dg: c=1; 3 possible optimal curves: E1 E2 E3 
+394128dh: c=1; optimal curve is E1
+394128di: c=1; optimal curve is E1
+394128dm: c=1; 3 possible optimal curves: E1 E2 E3 
+394128dn: c=1; optimal curve is E1
+394128do: c=1; 2 possible optimal curves: E1 E2 
+394128dp: c=1; optimal curve is E1
+394128dq: c=1; 2 possible optimal curves: E1 E2 
+394128dr: c=1; optimal curve is E1
+394128ds: c=1; optimal curve is E1
+394128dt: c=1; 2 possible optimal curves: E1 E2 
+394128dy: c=1; 2 possible optimal curves: E1 E2 
+394128ej: c=1; 2 possible optimal curves: E1 E2 
+394128ep: c=1; optimal curve is E1
+394131a: c=1; 2 possible optimal curves: E1 E2 
+394134d: c=1; optimal curve is E1
+394140b: c=1; optimal curve is E1
+394140d: c=1; optimal curve is E1
+394142a: c=1; 2 possible optimal curves: E1 E2 
+394144a: c=1; optimal curve is E1
+394144e: c=1; optimal curve is E1
+394149a: c=1; 3 possible optimal curves: E1 E2 E3 
+394149b: c=1; 3 possible optimal curves: E1 E2 E3 
+394149c: c=1; optimal curve is E1
+394149h: c=1; optimal curve is E1
+394149k: c=1; optimal curve is E1
+394152b: c=1; optimal curve is E1
+394155b: c=1; 2 possible optimal curves: E1 E2 
+394155c: c=1; 3 possible optimal curves: E1 E2 E3 
+394155e: c=1; optimal curve is E1
+394155f: c=1; 2 possible optimal curves: E1 E2 
+394155h: c=1; optimal curve is E1
+394155i: c=1; 2 possible optimal curves: E1 E2 
+394155j: c=1; 2 possible optimal curves: E1 E2 
+394160d: c=1; 2 possible optimal curves: E1 E2 
+394160e: c=1; 2 possible optimal curves: E1 E2 
+394160f: c=1; 2 possible optimal curves: E1 E2 
+394161a: c=1; 2 possible optimal curves: E1 E2 
+394161b: c=1; optimal curve is E1
+394162a: c=1; optimal curve is E1
+394164b: c=1; 2 possible optimal curves: E1 E2 
+394167a: c=1; 2 possible optimal curves: E1 E2 
+394170e: c=1; 2 possible optimal curves: E1 E2 
+394170f: c=1; optimal curve is E1
+394170g: c=1; 3 possible optimal curves: E1 E2 E3 
+394170i: c=1; 2 possible optimal curves: E1 E2 
+394170m: c=1; 2 possible optimal curves: E1 E2 
+394170o: c=1; 2 possible optimal curves: E1 E2 
+394170s: c=1; optimal curve is E1
+394170u: c=1; 2 possible optimal curves: E1 E2 
+394174b: c=1; optimal curve is E1
+394174c: c=1; 2 possible optimal curves: E1 E2 
+394174d: c=1; optimal curve is E1
+394174g: c=1; 2 possible optimal curves: E1 E2 
+394174i: c=1; optimal curve is E1
+394174j: c=1; optimal curve is E1
+394176g: c=1; optimal curve is E1
+394176m: c=1; 2 possible optimal curves: E1 E2 
+394182c: c=1; 2 possible optimal curves: E1 E2 
+394185b: c=1; 2 possible optimal curves: E1 E2 
+394185c: c=1; optimal curve is E1
+394186a: c=1; optimal curve is E1
+394196e: c=1; optimal curve is E1
+394196h: c=1; optimal curve is E1
+394198a: c=1; optimal curve is E1
+394198b: c=1; optimal curve is E1
+394198e: c=1; optimal curve is E1
+394205a: c=1; 2 possible optimal curves: E1 E2 
+394205f: c=1; optimal curve is E1
+394212a: c=1; 2 possible optimal curves: E1 E2 
+394212b: c=1; 2 possible optimal curves: E1 E2 
+394212d: c=1; optimal curve is E1
+394212g: c=1; 2 possible optimal curves: E1 E2 
+394212h: c=1; optimal curve is E1
+394212k: c=1; 2 possible optimal curves: E1 E2 
+394212l: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+394212m: c=1; 2 possible optimal curves: E1 E2 
+394212r: c=1; 2 possible optimal curves: E1 E2 
+394212v: c=1; optimal curve is E1
+394212x: c=1; 2 possible optimal curves: E1 E2 
+394212z: c=1; 2 possible optimal curves: E1 E2 
+394212ba: c=1; 2 possible optimal curves: E1 E2 
+394212bc: c=1; 2 possible optimal curves: E1 E2 
+394212bd: c=1; 2 possible optimal curves: E1 E2 
+394212bf: c=1; 2 possible optimal curves: E1 E2 
+394212bk: c=1; 2 possible optimal curves: E1 E2 
+394212bl: c=1; 2 possible optimal curves: E1 E2 
+394215d: c=1; 3 possible optimal curves: E1 E2 E3 
+394215f: c=1; optimal curve is E1
+394215g: c=1; optimal curve is E1
+394218a: c=1; 2 possible optimal curves: E1 E2 
+394218k: c=1; 3 possible optimal curves: E1 E2 E3 
+394218o: c=1; 2 possible optimal curves: E1 E2 
+394218p: c=1; 2 possible optimal curves: E1 E2 
+394218s: c=1; optimal curve is E1
+394218u: c=1; 2 possible optimal curves: E1 E2 
+394218x: c=1; optimal curve is E1
+394218bd: c=1; 2 possible optimal curves: E1 E2 
+394224b: c=1; 2 possible optimal curves: E1 E2 
+394224d: c=1; 2 possible optimal curves: E1 E2 
+394224g: c=1; 2 possible optimal curves: E1 E2 
+394224i: c=1; 2 possible optimal curves: E1 E2 
+394224j: c=1; 2 possible optimal curves: E1 E2 
+394224l: c=1; optimal curve is E1
+394227c: c=1; optimal curve is E1
+394227d: c=1; optimal curve is E1
+394230a: c=1; 2 possible optimal curves: E1 E2 
+394230d: c=1; optimal curve is E1
+394230f: c=1; 3 possible optimal curves: E1 E2 E3 
+394230i: c=1; 2 possible optimal curves: E1 E2 
+394230l: c=1; optimal curve is E1
+394230t: c=1; 2 possible optimal curves: E1 E2 
+394238a: c=1; optimal curve is E1
+394238d: c=1; optimal curve is E1
+394238f: c=1; 2 possible optimal curves: E1 E2 
+394238h: c=1; 3 possible optimal curves: E1 E2 E3 
+394238i: c=1; optimal curve is E1
+394242c: c=1; optimal curve is E1
+394245c: c=1; 2 possible optimal curves: E1 E2 
+394245d: c=1; optimal curve is E1
+394251b: c=1; 2 possible optimal curves: E1 E2 
+394254j: c=1; optimal curve is E1
+394254m: c=1; 2 possible optimal curves: E1 E2 
+394254o: c=1; optimal curve is E1
+394254bl: c=1; 2 possible optimal curves: E1 E2 
+394254bm: c=1; optimal curve is E1
+394254br: c=1; 2 possible optimal curves: E1 E2 
+394255a: c=1; 2 possible optimal curves: E1 E2 
+394255b: c=1; 2 possible optimal curves: E1 E2 
+394256d: c=1; optimal curve is E1
+394260a: c=1; optimal curve is E1
+394260f: c=1; 2 possible optimal curves: E1 E2 
+394262a: c=1; optimal curve is E1
+394266a: c=1; 2 possible optimal curves: E1 E2 
+394266b: c=1; optimal curve is E1
+394266c: c=1; 2 possible optimal curves: E1 E2 
+394270a: c=1; optimal curve is E1
+394270c: c=1; optimal curve is E1
+394272b: c=1; optimal curve is E1
+394272c: c=1; 2 possible optimal curves: E1 E2 
+394272j: c=1; 2 possible optimal curves: E1 E2 
+394272k: c=1; 2 possible optimal curves: E1 E2 
+394272l: c=1; 2 possible optimal curves: E1 E2 
+394272n: c=1; 2 possible optimal curves: E1 E2 
+394272o: c=1; 2 possible optimal curves: E1 E2 
+394272bb: c=1; optimal curve is E1
+394272bc: c=1; optimal curve is E1
+394272bd: c=1; 2 possible optimal curves: E1 E2 
+394272be: c=1; optimal curve is E1
+394272bg: c=1; 2 possible optimal curves: E1 E2 
+394272bh: c=1; 2 possible optimal curves: E1 E2 
+394272bj: c=1; optimal curve is E1
+394272bk: c=1; 2 possible optimal curves: E1 E2 
+394272bq: c=1; optimal curve is E1
+394272br: c=1; 2 possible optimal curves: E1 E2 
+394273a: c=1; optimal curve is E1
+394275b: c=1; optimal curve is E1
+394275c: c=1; optimal curve is E1
+394275e: c=1; 3 possible optimal curves: E1 E2 E3 
+394275f: c=1; optimal curve is E1
+394275g: c=1; optimal curve is E1
+394278c: c=1; 2 possible optimal curves: E1 E2 
+394284b: c=1; 2 possible optimal curves: E1 E2 
+394284d: c=1; optimal curve is E1
+394288e: c=1; optimal curve is E1
+394288g: c=1; 2 possible optimal curves: E1 E2 
+394289a: c=1; 2 possible optimal curves: E1 E2 
+394290c: c=1; 2 possible optimal curves: E1 E2 
+394290d: c=1; 2 possible optimal curves: E1 E2 
+394290e: c=1; 2 possible optimal curves: E1 E2 
+394290f: c=1; optimal curve is E1
+394290m: c=1; optimal curve is E1
+394290n: c=1; 2 possible optimal curves: E1 E2 
+394290o: c=1; optimal curve is E1
+394290p: c=1; optimal curve is E1
+394290q: c=1; optimal curve is E1
+394290r: c=1; 2 possible optimal curves: E1 E2 
+394290s: c=1; 2 possible optimal curves: E1 E2 
+394290u: c=1; optimal curve is E1
+394290w: c=1; 2 possible optimal curves: E1 E2 
+394290z: c=1; optimal curve is E1
+394290bd: c=1; 2 possible optimal curves: E1 E2 
+394290be: c=1; 2 possible optimal curves: E1 E2 
+394290bf: c=1; 2 possible optimal curves: E1 E2 
+394290bg: c=1; 2 possible optimal curves: E1 E2 
+394290bh: c=1; 2 possible optimal curves: E1 E2 
+394290bm: c=1; optimal curve is E1
+394290bo: c=1; 2 possible optimal curves: E1 E2 
+394290bp: c=1; 2 possible optimal curves: E1 E2 
+394290bu: c=1; 3 possible optimal curves: E1 E2 E3 
+394301a: c=1; optimal curve is E1
+394315a: c=1; 2 possible optimal curves: E1 E2 
+394320h: c=1; 2 possible optimal curves: E1 E2 
+394320i: c=1; 2 possible optimal curves: E1 E2 
+394320j: c=1; 2 possible optimal curves: E1 E2 
+394320n: c=1; 3 possible optimal curves: E1 E2 E3 
+394320p: c=1; 2 possible optimal curves: E1 E2 
+394320q: c=1; 2 possible optimal curves: E1 E2 
+394320y: c=1; 3 possible optimal curves: E1 E2 E3 
+394320bc: c=1; 2 possible optimal curves: E1 E2 
+394320bd: c=1; 2 possible optimal curves: E1 E2 
+394320bo: c=1; 2 possible optimal curves: E1 E2 
+394320bs: c=1; 2 possible optimal curves: E1 E2 
+394320bt: c=1; 3 possible optimal curves: E1 E2 E3 
+394320by: c=1; 2 possible optimal curves: E1 E2 
+394320bz: c=1; 3 possible optimal curves: E1 E2 E3 
+394320cb: c=1; 2 possible optimal curves: E1 E2 
+394320cg: c=1; optimal curve is E1
+394320ch: c=1; optimal curve is E1
+394320cj: c=1; optimal curve is E1
+394320cn: c=1; 2 possible optimal curves: E1 E2 
+394326a: c=1; optimal curve is E1
+394326d: c=1; optimal curve is E1
+394326e: c=1; optimal curve is E1
+394326g: c=1; 2 possible optimal curves: E1 E2 
+394326i: c=1; optimal curve is E1
+394330a: c=1; 2 possible optimal curves: E1 E2 
+394334a: c=1; optimal curve is E1
+394338f: c=1; optimal curve is E1
+394338k: c=1; 2 possible optimal curves: E1 E2 
+394338s: c=1; 3 possible optimal curves: E1 E2 E3 
+394339a: c=1; 2 possible optimal curves: E1 E2 
+394342a: c=1; 2 possible optimal curves: E1 E2 
+394350b: c=1; 3 possible optimal curves: E1 E2 E3 
+394350c: c=1; 2 possible optimal curves: E1 E2 
+394350d: c=1; 2 possible optimal curves: E1 E2 
+394350e: c=1; optimal curve is E1
+394350f: c=1; 2 possible optimal curves: E1 E2 
+394350h: c=1; 2 possible optimal curves: E1 E2 
+394350i: c=1; optimal curve is E1
+394350j: c=1; 2 possible optimal curves: E1 E2 
+394350k: c=1; 2 possible optimal curves: E1 E2 
+394350l: c=1; 2 possible optimal curves: E1 E2 
+394350o: c=1; 2 possible optimal curves: E1 E2 
+394350r: c=1; 3 possible optimal curves: E1 E2 E3 
+394350t: c=1; 3 possible optimal curves: E1 E2 E3 
+394350y: c=1; 2 possible optimal curves: E1 E2 
+394350bd: c=1; 2 possible optimal curves: E1 E2 
+394350bi: c=1; 2 possible optimal curves: E1 E2 
+394350bk: c=1; optimal curve is E1
+394350bp: c=1; 2 possible optimal curves: E1 E2 
+394350bs: c=1; 2 possible optimal curves: E1 E2 
+394350bt: c=1; 2 possible optimal curves: E1 E2 
+394350ca: c=1; 2 possible optimal curves: E1 E2 
+394350cc: c=1; 2 possible optimal curves: E1 E2 
+394350cd: c=1; 2 possible optimal curves: E1 E2 
+394350ce: c=1; 2 possible optimal curves: E1 E2 
+394350cf: c=1; 3 possible optimal curves: E1 E2 E3 
+394350cg: c=1; 3 possible optimal curves: E1 E2 E3 
+394350ch: c=1; 2 possible optimal curves: E1 E2 
+394350cj: c=1; 2 possible optimal curves: E1 E2 
+394352b: c=1; 2 possible optimal curves: E1 E2 
+394352c: c=1; optimal curve is E1
+394352l: c=1; optimal curve is E1
+394352m: c=1; 2 possible optimal curves: E1 E2 
+394352o: c=1; 2 possible optimal curves: E1 E2 
+394354b: c=1; optimal curve is E1
+394362b: c=1; 2 possible optimal curves: E1 E2 
+394362h: c=1; 2 possible optimal curves: E1 E2 
+394362j: c=1; optimal curve is E1
+394362o: c=1; optimal curve is E1
+394365a: c=1; 2 possible optimal curves: E1 E2 
+394365b: c=1; optimal curve is E1
+394365c: c=1; 2 possible optimal curves: E1 E2 
+394366d: c=1; optimal curve is E1
+394368f: c=1; optimal curve is E1
+394368q: c=1; 2 possible optimal curves: E1 E2 
+394368bc: c=1; optimal curve is E1
+394368bl: c=1; 2 possible optimal curves: E1 E2 
+394380a: c=1; 2 possible optimal curves: E1 E2 
+394380g: c=1; 2 possible optimal curves: E1 E2 
+394380h: c=1; 2 possible optimal curves: E1 E2 
+394380i: c=1; optimal curve is E1
+394380k: c=1; 2 possible optimal curves: E1 E2 
+394380o: c=1; 2 possible optimal curves: E1 E2 
+394380p: c=1; 2 possible optimal curves: E1 E2 
+394383b: c=1; 2 possible optimal curves: E1 E2 
+394383c: c=1; optimal curve is E1
+394383d: c=1; 2 possible optimal curves: E1 E2 
+394383e: c=1; 2 possible optimal curves: E1 E2 
+394383g: c=1; optimal curve is E1
+394390b: c=1; 2 possible optimal curves: E1 E2 
+394394b: c=1; 2 possible optimal curves: E1 E2 
+394394f: c=1; optimal curve is E1
+394394g: c=1; 2 possible optimal curves: E1 E2 
+394400n: c=1; 2 possible optimal curves: E1 E2 
+394400o: c=1; optimal curve is E1
+394400s: c=1; 2 possible optimal curves: E1 E2 
+394400t: c=1; 2 possible optimal curves: E1 E2 
+394400x: c=1; optimal curve is E1
+394400y: c=1; 2 possible optimal curves: E1 E2 
+394401c: c=1; 2 possible optimal curves: E1 E2 
+394403a: c=1; 2 possible optimal curves: E1 E2 
+394405a: c=1; optimal curve is E1
+394405b: c=1; 3 possible optimal curves: E1 E2 E3 
+394405c: c=1; 2 possible optimal curves: E1 E2 
+394410a: c=1; optimal curve is E1
+394416d: c=1; 2 possible optimal curves: E1 E2 
+394416j: c=1; optimal curve is E1
+394416by: c=1; 2 possible optimal curves: E1 E2 
+394416ce: c=1; 2 possible optimal curves: E1 E2 
+394419a: c=1; optimal curve is E1
+394420a: c=1; optimal curve is E1
+394422a: c=1; optimal curve is E1
+394425g: c=1; optimal curve is E1
+394425h: c=1; optimal curve is E1
+394425i: c=1; optimal curve is E1
+394425j: c=1; optimal curve is E1
+394426b: c=1; optimal curve is E1
+394426c: c=1; optimal curve is E1
+394426d: c=1; optimal curve is E1
+394429c: c=1; 2 possible optimal curves: E1 E2 
+394434c: c=1; optimal curve is E1
+394434d: c=1; optimal curve is E1
+394434j: c=1; optimal curve is E1
+394434k: c=1; 2 possible optimal curves: E1 E2 
+394434m: c=1; optimal curve is E1
+394440a: c=1; 2 possible optimal curves: E1 E2 
+394440b: c=1; 3 possible optimal curves: E1 E2 E3 
+394440d: c=1; 2 possible optimal curves: E1 E2 
+394440f: c=1; 2 possible optimal curves: E1 E2 
+394440h: c=1; 2 possible optimal curves: E1 E2 
+394440i: c=1; 2 possible optimal curves: E1 E2 
+394440p: c=1; 3 possible optimal curves: E1 E2 E3 
+394443h: c=1; 2 possible optimal curves: E1 E2 
+394443i: c=1; optimal curve is E1
+394446a: c=1; optimal curve is E1
+394446d: c=1; 2 possible optimal curves: E1 E2 
+394446e: c=1; optimal curve is E1
+394446i: c=1; optimal curve is E1
+394446j: c=1; 2 possible optimal curves: E1 E2 
+394446k: c=1; 2 possible optimal curves: E1 E2 
+394446n: c=1; optimal curve is E1
+394446o: c=1; 2 possible optimal curves: E1 E2 
+394446r: c=1; 3 possible optimal curves: E1 E2 E3 
+394448a: c=1; optimal curve is E1
+394448b: c=1; optimal curve is E1
+394449b: c=1; optimal curve is E1
+394458a: c=1; 3 possible optimal curves: E1 E2 E3 
+394460c: c=1; 2 possible optimal curves: E1 E2 
+394464a: c=1; optimal curve is E1
+394464e: c=1; 2 possible optimal curves: E1 E2 
+394464f: c=1; optimal curve is E1
+394464j: c=1; 2 possible optimal curves: E1 E2 
+394471g: c=1; 3 possible optimal curves: E1 E2 E3 
+394472a: c=1; optimal curve is E1
+394474c: c=1; 2 possible optimal curves: E1 E2 
+394480a: c=1; 2 possible optimal curves: E1 E2 
+394482a: c=1; 2 possible optimal curves: E1 E2 
+394482c: c=1; optimal curve is E1
+394482i: c=1; optimal curve is E1
+394482j: c=1; optimal curve is E1
+394482k: c=1; optimal curve is E1
+394482l: c=1; optimal curve is E1
+394482p: c=1; 3 possible optimal curves: E1 E2 E3 
+394482u: c=1; optimal curve is E1
+394482w: c=1; optimal curve is E1
+394482x: c=1; optimal curve is E1
+394485g: c=1; optimal curve is E1
+394485h: c=1; 2 possible optimal curves: E1 E2 
+394485i: c=1; 3 possible optimal curves: E1 E2 E3 
+394485k: c=1; 3 possible optimal curves: E1 E2 E3 
+394485l: c=1; 2 possible optimal curves: E1 E2 
+394485m: c=1; 3 possible optimal curves: E1 E2 E3 
+394485n: c=1; 2 possible optimal curves: E1 E2 
+394485o: c=1; optimal curve is E1
+394485p: c=1; optimal curve is E1
+394485q: c=1; 3 possible optimal curves: E1 E2 E3 
+394485r: c=1; 3 possible optimal curves: E1 E2 E3 
+394485s: c=1; 2 possible optimal curves: E1 E2 
+394485t: c=1; 3 possible optimal curves: E1 E2 E3 
+394485x: c=1; optimal curve is E1
+394485bc: c=1; optimal curve is E1
+394485bg: c=1; optimal curve is E1
+394485bh: c=1; 3 possible optimal curves: E1 E2 E3 
+394485bi: c=1; 2 possible optimal curves: E1 E2 
+394485bk: c=1; optimal curve is E1
+394485bm: c=1; 3 possible optimal curves: E1 E2 E3 
+394485bo: c=1; optimal curve is E1
+394485bp: c=1; 2 possible optimal curves: E1 E2 
+394485bq: c=1; 2 possible optimal curves: E1 E2 
+394485bs: c=1; 3 possible optimal curves: E1 E2 E3 
+394485bu: c=1; optimal curve is E1
+394485bv: c=1; optimal curve is E1
+394485bx: c=1; 2 possible optimal curves: E1 E2 
+394485by: c=1; optimal curve is E1
+394485bz: c=1; 3 possible optimal curves: E1 E2 E3 
+394485cb: c=1; optimal curve is E1
+394490c: c=1; optimal curve is E1
+394491b: c=1; optimal curve is E1
+394492d: c=1; optimal curve is E1
+394494a: c=1; 2 possible optimal curves: E1 E2 
+394494b: c=1; 2 possible optimal curves: E1 E2 
+394494c: c=1; 2 possible optimal curves: E1 E2 
+394506h: c=1; 2 possible optimal curves: E1 E2 
+394512c: c=1; 2 possible optimal curves: E1 E2 
+394512d: c=1; optimal curve is E1
+394514a: c=1; optimal curve is E1
+394515b: c=1; optimal curve is E1
+394515d: c=1; optimal curve is E1
+394515e: c=1; optimal curve is E1
+394516a: c=1; 2 possible optimal curves: E1 E2 
+394520a: c=1; optimal curve is E1
+394520b: c=1; optimal curve is E1
+394520c: c=1; 2 possible optimal curves: E1 E2 
+394520e: c=1; optimal curve is E1
+394520f: c=1; optimal curve is E1
+394528a: c=1; optimal curve is E1
+394528b: c=1; optimal curve is E1
+394530i: c=1; 2 possible optimal curves: E1 E2 
+394530o: c=1; 2 possible optimal curves: E1 E2 
+394530r: c=1; 2 possible optimal curves: E1 E2 
+394530s: c=1; 2 possible optimal curves: E1 E2 
+394530t: c=1; 2 possible optimal curves: E1 E2 
+394536a: c=1; optimal curve is E1
+394536d: c=1; 2 possible optimal curves: E1 E2 
+394541c: c=1; optimal curve is E1
+394542c: c=1; 2 possible optimal curves: E1 E2 
+394546a: c=1; optimal curve is E1
+394548f: c=1; 2 possible optimal curves: E1 E2 
+394548i: c=1; 2 possible optimal curves: E1 E2 
+394548l: c=1; 2 possible optimal curves: E1 E2 
+394548p: c=1; 2 possible optimal curves: E1 E2 
+394548q: c=1; optimal curve is E1
+394548t: c=1; optimal curve is E1
+394548z: c=1; optimal curve is E1
+394550a: c=1; 2 possible optimal curves: E1 E2 
+394550k: c=1; 2 possible optimal curves: E1 E2 
+394550q: c=1; optimal curve is E1
+394550u: c=1; 2 possible optimal curves: E1 E2 
+394554f: c=1; 2 possible optimal curves: E1 E2 
+394560b: c=1; 2 possible optimal curves: E1 E2 
+394560d: c=1; 3 possible optimal curves: E1 E2 E3 
+394560e: c=1; 2 possible optimal curves: E1 E2 
+394560f: c=1; 2 possible optimal curves: E1 E2 
+394560g: c=1; 3 possible optimal curves: E1 E2 E3 
+394560p: c=1; 2 possible optimal curves: E1 E2 
+394560q: c=1; optimal curve is E1
+394560r: c=1; 2 possible optimal curves: E1 E2 
+394560s: c=1; optimal curve is E1
+394560v: c=1; optimal curve is E1
+394560x: c=1; 2 possible optimal curves: E1 E2 
+394560bh: c=1; 2 possible optimal curves: E1 E2 
+394560bi: c=1; optimal curve is E1
+394560bj: c=1; 3 possible optimal curves: E1 E2 E3 
+394560bk: c=1; 3 possible optimal curves: E1 E2 E3 
+394560bl: c=1; optimal curve is E1
+394560bm: c=1; optimal curve is E1
+394560bn: c=1; 2 possible optimal curves: E1 E2 
+394560bo: c=1; 2 possible optimal curves: E1 E2 
+394560bp: c=1; 3 possible optimal curves: E1 E2 E3 
+394560bq: c=1; 3 possible optimal curves: E1 E2 E3 
+394560br: c=1; 3 possible optimal curves: E1 E2 E3 
+394560bs: c=1; 2 possible optimal curves: E1 E2 
+394560cc: c=1; 2 possible optimal curves: E1 E2 
+394560ce: c=1; optimal curve is E1
+394560ch: c=1; optimal curve is E1
+394560ci: c=1; 2 possible optimal curves: E1 E2 
+394560cj: c=1; optimal curve is E1
+394560ck: c=1; 2 possible optimal curves: E1 E2 
+394560ct: c=1; 3 possible optimal curves: E1 E2 E3 
+394560cu: c=1; 2 possible optimal curves: E1 E2 
+394560cv: c=1; 2 possible optimal curves: E1 E2 
+394560cw: c=1; optimal curve is E1
+394560cz: c=1; optimal curve is E1
+394560dc: c=1; 2 possible optimal curves: E1 E2 
+394560dm: c=1; 2 possible optimal curves: E1 E2 
+394560dn: c=1; 2 possible optimal curves: E1 E2 
+394560do: c=1; optimal curve is E1
+394560dp: c=1; 2 possible optimal curves: E1 E2 
+394560dt: c=1; 2 possible optimal curves: E1 E2 
+394560dx: c=1; optimal curve is E1
+394560ea: c=1; optimal curve is E1
+394560eb: c=1; optimal curve is E1
+394560ec: c=1; 2 possible optimal curves: E1 E2 
+394560ed: c=1; 2 possible optimal curves: E1 E2 
+394560ef: c=1; 2 possible optimal curves: E1 E2 
+394560ek: c=1; optimal curve is E1
+394560eo: c=1; 2 possible optimal curves: E1 E2 
+394560ep: c=1; 2 possible optimal curves: E1 E2 
+394560eq: c=1; optimal curve is E1
+394560er: c=1; 2 possible optimal curves: E1 E2 
+394560fb: c=1; optimal curve is E1
+394565b: c=1; 2 possible optimal curves: E1 E2 
+394570a: c=1; 2 possible optimal curves: E1 E2 
+394570b: c=1; 2 possible optimal curves: E1 E2 
+394570c: c=1; optimal curve is E1
+394570e: c=1; 2 possible optimal curves: E1 E2 
+394570f: c=1; optimal curve is E1
+394570g: c=1; optimal curve is E1
+394576g: c=1; 2 possible optimal curves: E1 E2 
+394580a: c=1; optimal curve is E1
+394581b: c=1; optimal curve is E1
+394581g: c=1; optimal curve is E1
+394582b: c=1; optimal curve is E1
+394584d: c=1; optimal curve is E1
+394590a: c=1; optimal curve is E1
+394590g: c=1; 2 possible optimal curves: E1 E2 
+394590h: c=1; 2 possible optimal curves: E1 E2 
+394590j: c=1; 2 possible optimal curves: E1 E2 
+394590l: c=1; optimal curve is E1
+394596h: c=1; 2 possible optimal curves: E1 E2 
+394603a: c=1; optimal curve is E1
+394604a: c=1; optimal curve is E1
+394604c: c=1; optimal curve is E1
+394610a: c=1; optimal curve is E1
+394611a: c=1; optimal curve is E1
+394611b: c=1; optimal curve is E1
+394611f: c=1; 3 possible optimal curves: E1 E2 E3 
+394614a: c=1; 2 possible optimal curves: E1 E2 
+394614b: c=1; optimal curve is E1
+394614c: c=1; optimal curve is E1
+394614e: c=1; optimal curve is E1
+394618e: c=1; optimal curve is E1
+394623f: c=1; 3 possible optimal curves: E1 E2 E3 
+394623n: c=1; 2 possible optimal curves: E1 E2 
+394626a: c=1; optimal curve is E1
+394626c: c=1; optimal curve is E1
+394630b: c=1; 2 possible optimal curves: E1 E2 
+394630c: c=1; optimal curve is E1
+394630d: c=1; 2 possible optimal curves: E1 E2 
+394630e: c=1; optimal curve is E1
+394630f: c=1; 3 possible optimal curves: E1 E2 E3 
+394630g: c=1; optimal curve is E1
+394630h: c=1; optimal curve is E1
+394634a: c=1; 2 possible optimal curves: E1 E2 
+394640a: c=1; optimal curve is E1
+394640u: c=1; optimal curve is E1
+394650c: c=1; 2 possible optimal curves: E1 E2 
+394650g: c=1; 2 possible optimal curves: E1 E2 
+394650i: c=1; 2 possible optimal curves: E1 E2 
+394650j: c=1; 2 possible optimal curves: E1 E2 
+394650z: c=1; 2 possible optimal curves: E1 E2 
+394650ba: c=1; 2 possible optimal curves: E1 E2 
+394650bd: c=1; 2 possible optimal curves: E1 E2 
+394650bf: c=1; optimal curve is E1
+394650bg: c=1; 2 possible optimal curves: E1 E2 
+394654a: c=1; optimal curve is E1
+394660b: c=1; 2 possible optimal curves: E1 E2 
+394661b: c=1; 2 possible optimal curves: E1 E2 
+394668a: c=1; 2 possible optimal curves: E1 E2 
+394668b: c=1; 2 possible optimal curves: E1 E2 
+394668d: c=1; 2 possible optimal curves: E1 E2 
+394668e: c=1; 2 possible optimal curves: E1 E2 
+394670c: c=1; optimal curve is E1
+394674c: c=1; 3 possible optimal curves: E1 E2 E3 
+394680a: c=1; 3 possible optimal curves: E1 E2 E3 
+394680b: c=1; optimal curve is E1
+394680c: c=1; 2 possible optimal curves: E1 E2 
+394680d: c=1; optimal curve is E1
+394680g: c=1; 2 possible optimal curves: E1 E2 
+394680i: c=1; 3 possible optimal curves: E1 E2 E3 
+394680j: c=1; 3 possible optimal curves: E1 E2 E3 
+394680k: c=1; 2 possible optimal curves: E1 E2 
+394680l: c=1; 2 possible optimal curves: E1 E2 
+394680m: c=1; 2 possible optimal curves: E1 E2 
+394680n: c=1; optimal curve is E1
+394680o: c=1; 3 possible optimal curves: E1 E2 E3 
+394680q: c=1; 2 possible optimal curves: E1 E2 
+394680r: c=1; 2 possible optimal curves: E1 E2 
+394680t: c=1; optimal curve is E1
+394680u: c=1; optimal curve is E1
+394680v: c=1; 3 possible optimal curves: E1 E2 E3 
+394680w: c=1; 2 possible optimal curves: E1 E2 
+394680x: c=1; 3 possible optimal curves: E1 E2 E3 
+394680y: c=1; 3 possible optimal curves: E1 E2 E3 
+394680z: c=1; 2 possible optimal curves: E1 E2 
+394680bb: c=1; optimal curve is E1
+394680bc: c=1; 2 possible optimal curves: E1 E2 
+394680bd: c=1; 3 possible optimal curves: E1 E2 E3 
+394680bf: c=1; 2 possible optimal curves: E1 E2 
+394680bg: c=1; 3 possible optimal curves: E1 E2 E3 
+394680bh: c=1; optimal curve is E1
+394680bi: c=1; optimal curve is E1
+394680bj: c=1; optimal curve is E1
+394680bk: c=1; optimal curve is E1
+394680bl: c=1; optimal curve is E1
+394680bm: c=1; optimal curve is E1
+394680bn: c=1; 3 possible optimal curves: E1 E2 E3 
+394680bo: c=1; 3 possible optimal curves: E1 E2 E3 
+394680bp: c=1; 3 possible optimal curves: E1 E2 E3 
+394680br: c=1; optimal curve is E1
+394680bs: c=1; optimal curve is E1
+394680bu: c=1; optimal curve is E1
+394680bv: c=1; 2 possible optimal curves: E1 E2 
+394680bx: c=1; 3 possible optimal curves: E1 E2 E3 
+394680by: c=1; optimal curve is E1
+394680bz: c=1; optimal curve is E1
+394680ca: c=1; 2 possible optimal curves: E1 E2 
+394680cb: c=1; 3 possible optimal curves: E1 E2 E3 
+394680cc: c=1; optimal curve is E1
+394680ce: c=1; optimal curve is E1
+394680cf: c=1; optimal curve is E1
+394680cg: c=1; 2 possible optimal curves: E1 E2 
+394680ch: c=1; optimal curve is E1
+394683b: c=1; optimal curve is E1
+394688f: c=1; 2 possible optimal curves: E1 E2 
+394688g: c=1; optimal curve is E1
+394688n: c=1; optimal curve is E1
+394688q: c=1; 2 possible optimal curves: E1 E2 
+394688r: c=1; 2 possible optimal curves: E1 E2 
+394688s: c=1; 2 possible optimal curves: E1 E2 
+394688x: c=1; 2 possible optimal curves: E1 E2 
+394688bb: c=1; optimal curve is E1
+394688bd: c=1; optimal curve is E1
+394688be: c=1; 2 possible optimal curves: E1 E2 
+394689c: c=1; 2 possible optimal curves: E1 E2 
+394695n: c=1; 3 possible optimal curves: E1 E2 E3 
+394698a: c=1; 3 possible optimal curves: E1 E2 E3 
+394702a: c=1; optimal curve is E1
+394702c: c=1; 2 possible optimal curves: E1 E2 
+394702f: c=1; 2 possible optimal curves: E1 E2 
+394702g: c=1; 2 possible optimal curves: E1 E2 
+394702i: c=1; 2 possible optimal curves: E1 E2 
+394702j: c=1; optimal curve is E1
+394702l: c=1; 2 possible optimal curves: E1 E2 
+394702o: c=1; optimal curve is E1
+394706a: c=1; optimal curve is E1
+394706c: c=1; optimal curve is E1
+394706f: c=1; optimal curve is E1
+394706g: c=1; optimal curve is E1
+394706h: c=1; optimal curve is E1
+394706i: c=1; optimal curve is E1
+394706j: c=1; 2 possible optimal curves: E1 E2 
+394706k: c=1; 2 possible optimal curves: E1 E2 
+394706l: c=1; 2 possible optimal curves: E1 E2 
+394706m: c=1; optimal curve is E1
+394706n: c=1; optimal curve is E1
+394710e: c=1; optimal curve is E1
+394716b: c=1; optimal curve is E1
+394716c: c=1; optimal curve is E1
+394716d: c=1; 2 possible optimal curves: E1 E2 
+394716e: c=1; 2 possible optimal curves: E1 E2 
+394716f: c=1; 2 possible optimal curves: E1 E2 
+394716h: c=1; 2 possible optimal curves: E1 E2 
+394719a: c=1; optimal curve is E1
+394719c: c=1; optimal curve is E1
+394719d: c=1; optimal curve is E1
+394722a: c=1; optimal curve is E1
+394725c: c=1; 3 possible optimal curves: E1 E2 E3 
+394725h: c=1; optimal curve is E1
+394730e: c=1; 2 possible optimal curves: E1 E2 
+394730g: c=1; optimal curve is E1
+394731b: c=1; optimal curve is E1
+394731c: c=1; 2 possible optimal curves: E1 E2 
+394740a: c=1; 2 possible optimal curves: E1 E2 
+394740b: c=1; optimal curve is E1
+394740e: c=1; optimal curve is E1
+394740f: c=1; optimal curve is E1
+394746b: c=1; 2 possible optimal curves: E1 E2 
+394746c: c=1; optimal curve is E1
+394748b: c=1; 2 possible optimal curves: E1 E2 
+394754c: c=1; 2 possible optimal curves: E1 E2 
+394758c: c=1; 3 possible optimal curves: E1 E2 E3 
+394758d: c=1; 3 possible optimal curves: E1 E2 E3 
+394758h: c=1; optimal curve is E1
+394758l: c=1; 3 possible optimal curves: E1 E2 E3 
+394758q: c=1; 2 possible optimal curves: E1 E2 
+394758r: c=1; optimal curve is E1
+394758s: c=1; optimal curve is E1
+394758u: c=1; optimal curve is E1
+394758w: c=1; optimal curve is E1
+394758y: c=1; 3 possible optimal curves: E1 E2 E3 
+394758be: c=1; optimal curve is E1
+394758bg: c=1; optimal curve is E1
+394760a: c=1; optimal curve is E1
+394760b: c=1; 2 possible optimal curves: E1 E2 
+394760c: c=1; optimal curve is E1
+394761a: c=1; 2 possible optimal curves: E1 E2 
+394768e: c=1; 2 possible optimal curves: E1 E2 
+394770b: c=1; 2 possible optimal curves: E1 E2 
+394779i: c=1; 3 possible optimal curves: E1 E2 E3 
+394780a: c=1; optimal curve is E1
+394782b: c=1; optimal curve is E1
+394784f: c=1; optimal curve is E1
+394784g: c=1; 2 possible optimal curves: E1 E2 
+394785h: c=1; 2 possible optimal curves: E1 E2 
+394788b: c=1; optimal curve is E1
+394790b: c=1; 2 possible optimal curves: E1 E2 
+394790c: c=1; optimal curve is E1
+394790d: c=1; 2 possible optimal curves: E1 E2 
+394790e: c=1; optimal curve is E1
+394790i: c=1; optimal curve is E1
+394790k: c=1; optimal curve is E1
+394790n: c=1; optimal curve is E1
+394790p: c=1; optimal curve is E1
+394800a: c=1; optimal curve is E1
+394800b: c=1; 2 possible optimal curves: E1 E2 
+394800c: c=1; 2 possible optimal curves: E1 E2 
+394800d: c=1; optimal curve is E1
+394800g: c=1; 2 possible optimal curves: E1 E2 
+394800h: c=1; 2 possible optimal curves: E1 E2 
+394800i: c=1; optimal curve is E1
+394800j: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+394800k: c=1; 2 possible optimal curves: E1 E2 
+394800p: c=1; 2 possible optimal curves: E1 E2 
+394800q: c=1; 2 possible optimal curves: E1 E2 
+394800r: c=1; 2 possible optimal curves: E1 E2 
+394800w: c=1; 2 possible optimal curves: E1 E2 
+394800x: c=1; optimal curve is E1
+394800y: c=1; optimal curve is E1
+394800ba: c=1; 3 possible optimal curves: E1 E2 E3 
+394800bb: c=1; 3 possible optimal curves: E1 E2 E3 
+394800bc: c=1; optimal curve is E1
+394800be: c=1; optimal curve is E1
+394800bg: c=1; 2 possible optimal curves: E1 E2 
+394800bh: c=1; 2 possible optimal curves: E1 E2 
+394800bi: c=1; 2 possible optimal curves: E1 E2 
+394800bj: c=1; 2 possible optimal curves: E1 E2 
+394800bn: c=1; 2 possible optimal curves: E1 E2 
+394800bo: c=1; 2 possible optimal curves: E1 E2 
+394800bp: c=1; optimal curve is E1
+394800bs: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+394800bt: c=1; optimal curve is E1
+394800cb: c=1; 2 possible optimal curves: E1 E2 
+394800cd: c=1; 2 possible optimal curves: E1 E2 
+394800ch: c=1; optimal curve is E1
+394800ci: c=1; 2 possible optimal curves: E1 E2 
+394800cj: c=1; 2 possible optimal curves: E1 E2 
+394800cm: c=1; 3 possible optimal curves: E1 E2 E3 
+394800cn: c=1; optimal curve is E1
+394800co: c=1; 2 possible optimal curves: E1 E2 
+394800cy: c=1; optimal curve is E1
+394800da: c=1; 2 possible optimal curves: E1 E2 
+394800db: c=1; optimal curve is E1
+394800dc: c=1; optimal curve is E1
+394800dj: c=1; 2 possible optimal curves: E1 E2 
+394800dk: c=1; optimal curve is E1
+394800dm: c=1; 3 possible optimal curves: E1 E2 E3 
+394800dn: c=1; 2 possible optimal curves: E1 E2 
+394800do: c=1; optimal curve is E1
+394800dq: c=1; 2 possible optimal curves: E1 E2 
+394800dr: c=1; 3 possible optimal curves: E1 E2 E3 
+394800ds: c=1; 2 possible optimal curves: E1 E2 
+394800dv: c=1; optimal curve is E1
+394800dw: c=1; optimal curve is E1
+394800dx: c=1; optimal curve is E1
+394800dy: c=1; optimal curve is E1
+394800dz: c=1; 2 possible optimal curves: E1 E2 
+394800ea: c=1; 2 possible optimal curves: E1 E2 
+394800ee: c=1; 3 possible optimal curves: E1 E2 E3 
+394800eg: c=1; optimal curve is E1
+394800ej: c=1; 2 possible optimal curves: E1 E2 
+394800el: c=1; 2 possible optimal curves: E1 E2 
+394800em: c=1; 2 possible optimal curves: E1 E2 
+394800er: c=1; 3 possible optimal curves: E1 E2 E3 
+394800es: c=1; optimal curve is E1
+394800ev: c=1; 2 possible optimal curves: E1 E2 
+394800fa: c=1; 2 possible optimal curves: E1 E2 
+394800fc: c=1; optimal curve is E1
+394800fk: c=1; 3 possible optimal curves: E1 E2 E3 
+394800fm: c=1; 2 possible optimal curves: E1 E2 
+394800fn: c=1; optimal curve is E1
+394800fo: c=1; 2 possible optimal curves: E1 E2 
+394800fp: c=1; 3 possible optimal curves: E1 E2 E3 
+394800fq: c=1; optimal curve is E1
+394800ft: c=1; 2 possible optimal curves: E1 E2 
+394800fu: c=1; 2 possible optimal curves: E1 E2 
+394800fx: c=1; optimal curve is E1
+394800fy: c=1; 2 possible optimal curves: E1 E2 
+394800fz: c=1; 2 possible optimal curves: E1 E2 
+394800gd: c=1; optimal curve is E1
+394800ge: c=1; optimal curve is E1
+394800gf: c=1; optimal curve is E1
+394800gg: c=1; optimal curve is E1
+394800gh: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+394800gi: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+394800gk: c=1; 3 possible optimal curves: E1 E2 E3 
+394800gp: c=1; 2 possible optimal curves: E1 E2 
+394800gq: c=1; optimal curve is E1
+394800gs: c=1; 3 possible optimal curves: E1 E2 E3 
+394800gt: c=1; 3 possible optimal curves: E1 E2 E3 
+394800gu: c=1; 2 possible optimal curves: E1 E2 
+394800gz: c=1; optimal curve is E1
+394800ha: c=1; optimal curve is E1
+394800hb: c=1; 2 possible optimal curves: E1 E2 
+394800hg: c=1; 2 possible optimal curves: E1 E2 
+394800hh: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+394800hi: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+394800hj: c=1; 2 possible optimal curves: E1 E2 
+394800hk: c=1; 3 possible optimal curves: E1 E2 E3 
+394800hl: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+394800hm: c=1; 2 possible optimal curves: E1 E2 
+394800hn: c=1; 2 possible optimal curves: E1 E3 
+394800hs: c=1; 2 possible optimal curves: E1 E2 
+394800hu: c=1; 2 possible optimal curves: E1 E2 
+394800hv: c=1; 2 possible optimal curves: E1 E2 
+394800hz: c=1; 2 possible optimal curves: E1 E2 
+394800ia: c=1; 3 possible optimal curves: E1 E2 E3 
+394800ic: c=1; optimal curve is E1
+394800id: c=1; 3 possible optimal curves: E1 E2 E3 
+394800ie: c=1; 2 possible optimal curves: E1 E2 
+394800il: c=1; optimal curve is E1
+394800im: c=1; optimal curve is E1
+394800in: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+394805b: c=1; 2 possible optimal curves: E1 E2 
+394805d: c=1; optimal curve is E1
+394810c: c=1; optimal curve is E1
+394810d: c=1; optimal curve is E1
+394810f: c=1; 2 possible optimal curves: E1 E2 
+394810g: c=1; 2 possible optimal curves: E1 E2 
+394814a: c=1; 2 possible optimal curves: E1 E2 
+394816a: c=1; 2 possible optimal curves: E1 E2 
+394816f: c=1; 2 possible optimal curves: E1 E2 
+394818c: c=1; 2 possible optimal curves: E1 E2 
+394820a: c=1; optimal curve is E1
+394822a: c=1; optimal curve is E1
+394828a: c=1; optimal curve is E1
+394830a: c=1; 3 possible optimal curves: E1 E2 E3 
+394830k: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+394830l: c=1; optimal curve is E1
+394830m: c=1; optimal curve is E1
+394830n: c=1; 2 possible optimal curves: E1 E2 
+394830p: c=1; optimal curve is E1
+394830q: c=1; optimal curve is E1
+394830r: c=1; optimal curve is E1
+394830u: c=1; optimal curve is E1
+394830v: c=1; optimal curve is E1
+394830w: c=1; optimal curve is E1
+394830z: c=1; optimal curve is E1
+394830ba: c=1; optimal curve is E1
+394830bb: c=1; 2 possible optimal curves: E1 E2 
+394830bc: c=1; optimal curve is E1
+394830bd: c=1; 2 possible optimal curves: E1 E2 
+394830bg: c=1; optimal curve is E1
+394830bh: c=1; 2 possible optimal curves: E1 E2 
+394830bi: c=1; 2 possible optimal curves: E1 E2 
+394830bj: c=1; 2 possible optimal curves: E1 E2 
+394830bk: c=1; optimal curve is E1
+394830bl: c=1; optimal curve is E1
+394830bo: c=1; optimal curve is E1
+394830bp: c=1; 2 possible optimal curves: E1 E2 
+394834a: c=1; optimal curve is E1
+394834c: c=1; 2 possible optimal curves: E1 E2 
+394835a: c=1; optimal curve is E1
+394835b: c=1; optimal curve is E1
+394842b: c=1; optimal curve is E1
+394842g: c=1; optimal curve is E1
+394842h: c=1; optimal curve is E1
+394842i: c=1; optimal curve is E1
+394842m: c=1; 2 possible optimal curves: E1 E2 
+394842n: c=1; optimal curve is E1
+394842q: c=1; 2 possible optimal curves: E1 E2 
+394842t: c=1; 2 possible optimal curves: E1 E2 
+394842v: c=1; 2 possible optimal curves: E1 E2 
+394842w: c=1; 2 possible optimal curves: E1 E2 
+394842x: c=1; 2 possible optimal curves: E1 E2 
+394842z: c=1; optimal curve is E1
+394842bd: c=1; 2 possible optimal curves: E1 E2 
+394842be: c=1; 2 possible optimal curves: E1 E2 
+394842bf: c=1; 2 possible optimal curves: E1 E2 
+394842bg: c=1; 2 possible optimal curves: E1 E2 
+394842bh: c=1; optimal curve is E1
+394842bl: c=1; 3 possible optimal curves: E1 E2 E3 
+394842bn: c=1; 2 possible optimal curves: E1 E2 
+394842bp: c=1; 2 possible optimal curves: E1 E2 
+394842bt: c=1; 3 possible optimal curves: E1 E2 E3 
+394842bu: c=1; 2 possible optimal curves: E1 E2 
+394842cd: c=1; 3 possible optimal curves: E1 E2 E3 
+394842cf: c=1; 2 possible optimal curves: E1 E2 
+394842ch: c=1; 2 possible optimal curves: E1 E2 
+394842ci: c=1; optimal curve is E1
+394842cj: c=1; 2 possible optimal curves: E1 E2 
+394842cm: c=1; 3 possible optimal curves: E1 E2 E3 
+394842cn: c=1; 3 possible optimal curves: E1 E2 E3 
+394842cp: c=1; 2 possible optimal curves: E1 E2 
+394850f: c=1; 2 possible optimal curves: E1 E2 
+394850v: c=1; optimal curve is E1
+394854a: c=1; 2 possible optimal curves: E1 E2 
+394856a: c=1; 2 possible optimal curves: E1 E2 
+394856b: c=1; 2 possible optimal curves: E1 E2 
+394856c: c=1; optimal curve is E1
+394856d: c=1; 2 possible optimal curves: E1 E2 
+394856f: c=1; 2 possible optimal curves: E1 E2 
+394856g: c=1; 2 possible optimal curves: E1 E2 
+394856h: c=1; 2 possible optimal curves: E1 E2 
+394856i: c=1; 2 possible optimal curves: E1 E2 
+394857a: c=1; optimal curve is E1
+394864d: c=1; 2 possible optimal curves: E1 E2 
+394864h: c=1; 2 possible optimal curves: E1 E2 
+394866a: c=1; 2 possible optimal curves: E1 E2 
+394870a: c=1; optimal curve is E1
+394870b: c=1; optimal curve is E1
+394877a: c=1; 2 possible optimal curves: E1 E2 
+394878d: c=1; optimal curve is E1
+394878g: c=1; optimal curve is E1
+394878h: c=1; optimal curve is E1
+394878i: c=1; optimal curve is E1
+394878m: c=1; optimal curve is E1
+394878n: c=1; 2 possible optimal curves: E1 E2 
+394878o: c=1; optimal curve is E1
+394878p: c=1; optimal curve is E1
+394878s: c=1; optimal curve is E1
+394878t: c=1; optimal curve is E1
+394884a: c=1; 2 possible optimal curves: E1 E2 
+394886b: c=1; 2 possible optimal curves: E1 E2 
+394890f: c=1; 2 possible optimal curves: E1 E2 
+394890n: c=1; optimal curve is E1
+394893e: c=1; 2 possible optimal curves: E1 E2 
+394896a: c=1; optimal curve is E1
+394896c: c=1; 3 possible optimal curves: E1 E2 E3 
+394896d: c=1; optimal curve is E1
+394896h: c=1; optimal curve is E1
+394896k: c=1; 3 possible optimal curves: E1 E2 E3 
+394896s: c=1; optimal curve is E1
+394896w: c=1; 2 possible optimal curves: E1 E2 
+394900a: c=1; optimal curve is E1
+394905a: c=1; optimal curve is E1
+394910b: c=1; 2 possible optimal curves: E1 E2 
+394910c: c=1; 2 possible optimal curves: E1 E2 
+394910g: c=1; 2 possible optimal curves: E1 E2 
+394912b: c=1; 2 possible optimal curves: E1 E2 
+394912h: c=1; 2 possible optimal curves: E1 E2 
+394912i: c=1; 2 possible optimal curves: E1 E2 
+394912m: c=1; 2 possible optimal curves: E1 E2 
+394914b: c=1; 2 possible optimal curves: E1 E2 
+394914d: c=1; 2 possible optimal curves: E1 E2 
+394914h: c=1; 2 possible optimal curves: E1 E2 
+394920a: c=1; 2 possible optimal curves: E1 E2 
+394920d: c=1; 3 possible optimal curves: E1 E2 E3 
+394926a: c=1; 2 possible optimal curves: E1 E2 
+394933a: c=1; optimal curve is E1
+394935b: c=1; 2 possible optimal curves: E1 E2 
+394935e: c=1; optimal curve is E1
+394938a: c=1; 2 possible optimal curves: E1 E2 
+394940c: c=1; 2 possible optimal curves: E1 E2 
+394940e: c=1; 2 possible optimal curves: E1 E2 
+394940g: c=1; 2 possible optimal curves: E1 E2 
+394940i: c=1; 2 possible optimal curves: E1 E2 
+394940k: c=1; optimal curve is E1
+394940n: c=1; 2 possible optimal curves: E1 E2 
+394940r: c=1; optimal curve is E1
+394940u: c=1; optimal curve is E1
+394940v: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+394940w: c=1; 2 possible optimal curves: E1 E2 
+394940x: c=1; 2 possible optimal curves: E1 E2 
+394941a: c=1; optimal curve is E1
+394944a: c=1; 2 possible optimal curves: E1 E2 
+394944c: c=1; optimal curve is E1
+394944f: c=1; optimal curve is E1
+394944i: c=1; 2 possible optimal curves: E1 E2 
+394944k: c=1; 3 possible optimal curves: E1 E2 E3 
+394944l: c=1; 3 possible optimal curves: E1 E2 E3 
+394944m: c=1; optimal curve is E1
+394944n: c=1; optimal curve is E1
+394944q: c=1; optimal curve is E1
+394944s: c=1; optimal curve is E1
+394944t: c=1; optimal curve is E1
+394944u: c=1; 2 possible optimal curves: E1 E2 
+394944w: c=1; 3 possible optimal curves: E1 E2 E3 
+394944x: c=1; 3 possible optimal curves: E1 E2 E3 
+394944z: c=1; 2 possible optimal curves: E1 E2 
+394944ba: c=1; optimal curve is E1
+394944bc: c=1; optimal curve is E1
+394944bf: c=1; optimal curve is E1
+394944bg: c=1; 3 possible optimal curves: E1 E2 E3 
+394944bh: c=1; 3 possible optimal curves: E1 E2 E3 
+394944bt: c=1; 2 possible optimal curves: E1 E2 
+394944bu: c=1; optimal curve is E1
+394944bx: c=1; 2 possible optimal curves: E1 E2 
+394944by: c=1; 2 possible optimal curves: E1 E3 
+394944bz: c=1; 2 possible optimal curves: E1 E2 
+394944ca: c=1; 2 possible optimal curves: E1 E3 
+394944cb: c=1; optimal curve is E1
+394944cc: c=1; optimal curve is E1
+394944cd: c=1; optimal curve is E1
+394944ce: c=1; optimal curve is E1
+394944cg: c=1; optimal curve is E1
+394944cl: c=1; 2 possible optimal curves: E1 E2 
+394944cn: c=1; optimal curve is E1
+394944co: c=1; 2 possible optimal curves: E1 E2 
+394944cp: c=1; 2 possible optimal curves: E1 E2 
+394944cq: c=1; optimal curve is E1
+394944cr: c=1; optimal curve is E1
+394944cs: c=1; optimal curve is E1
+394944ct: c=1; optimal curve is E1
+394944cy: c=1; 2 possible optimal curves: E1 E2 
+394944cz: c=1; optimal curve is E1
+394944db: c=1; optimal curve is E1
+394944dc: c=1; 2 possible optimal curves: E1 E2 
+394944dg: c=1; optimal curve is E1
+394944dh: c=1; optimal curve is E1
+394944dj: c=1; optimal curve is E1
+394944dp: c=1; optimal curve is E1
+394944dq: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+394944dr: c=1; optimal curve is E1
+394944ds: c=1; 3 possible optimal curves: E1 E2 E3 
+394944dt: c=1; optimal curve is E1
+394944du: c=1; 3 possible optimal curves: E1 E2 E3 
+394944dy: c=1; optimal curve is E1
+394944ea: c=1; 2 possible optimal curves: E1 E2 
+394944eb: c=1; 2 possible optimal curves: E1 E2 
+394944ec: c=1; optimal curve is E1
+394944ed: c=1; optimal curve is E1
+394944ef: c=1; optimal curve is E1
+394944eg: c=1; 2 possible optimal curves: E1 E2 
+394944em: c=1; optimal curve is E1
+394944en: c=1; optimal curve is E1
+394944es: c=1; 2 possible optimal curves: E1 E2 
+394944ev: c=1; optimal curve is E1
+394944ey: c=1; 2 possible optimal curves: E1 E2 
+394944fa: c=1; optimal curve is E1
+394944fb: c=1; optimal curve is E1
+394944fd: c=1; 3 possible optimal curves: E1 E2 E3 
+394944fe: c=1; optimal curve is E1
+394944ff: c=1; optimal curve is E1
+394944fh: c=1; optimal curve is E1
+394944fi: c=1; optimal curve is E1
+394944fk: c=1; 2 possible optimal curves: E1 E2 
+394944fn: c=1; optimal curve is E1
+394944fo: c=1; 3 possible optimal curves: E1 E2 E3 
+394944fr: c=1; 2 possible optimal curves: E1 E2 
+394944ft: c=1; optimal curve is E1
+394944fu: c=1; 2 possible optimal curves: E1 E2 
+394944fv: c=1; optimal curve is E1
+394944fx: c=1; optimal curve is E1
+394944fy: c=1; 3 possible optimal curves: E1 E2 E3 
+394944fz: c=1; optimal curve is E1
+394944ga: c=1; 3 possible optimal curves: E1 E2 E3 
+394944gm: c=1; optimal curve is E1
+394944gn: c=1; 2 possible optimal curves: E1 E2 
+394944gp: c=1; optimal curve is E1
+394944gq: c=1; 2 possible optimal curves: E1 E2 
+394944gv: c=1; optimal curve is E1
+394944gw: c=1; optimal curve is E1
+394944gx: c=1; optimal curve is E1
+394944gy: c=1; optimal curve is E1
+394944gz: c=1; 2 possible optimal curves: E1 E2 
+394944ha: c=1; 2 possible optimal curves: E1 E2 
+394944hb: c=1; optimal curve is E1
+394944hc: c=1; optimal curve is E1
+394944he: c=1; optimal curve is E1
+394944hk: c=1; optimal curve is E1
+394944hl: c=1; optimal curve is E1
+394944hm: c=1; optimal curve is E1
+394944hn: c=1; optimal curve is E1
+394944ho: c=1; optimal curve is E1
+394944hp: c=1; 2 possible optimal curves: E1 E2 
+394944hq: c=1; 2 possible optimal curves: E1 E2 
+394944hr: c=1; optimal curve is E1
+394944hv: c=1; optimal curve is E1
+394944hw: c=1; 2 possible optimal curves: E1 E2 
+394944ia: c=1; optimal curve is E1
+394944ib: c=1; optimal curve is E1
+394944ie: c=1; 2 possible optimal curves: E1 E2 
+394944ig: c=1; optimal curve is E1
+394944ih: c=1; optimal curve is E1
+394944ij: c=1; optimal curve is E1
+394944ik: c=1; optimal curve is E1
+394944il: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+394944im: c=1; 3 possible optimal curves: E1 E2 E3 
+394944in: c=1; optimal curve is E1
+394944io: c=1; 3 possible optimal curves: E1 E2 E3 
+394944ir: c=1; 2 possible optimal curves: E1 E2 
+394944iw: c=1; optimal curve is E1
+394944ix: c=1; optimal curve is E1
+394944jb: c=1; optimal curve is E1
+394944jc: c=1; 2 possible optimal curves: E1 E2 
+394944jf: c=1; optimal curve is E1
+394944jk: c=1; optimal curve is E1
+394944jl: c=1; 2 possible optimal curves: E1 E2 
+394950g: c=1; 2 possible optimal curves: E1 E2 
+394953s: c=1; optimal curve is E1
+394955b: c=1; 2 possible optimal curves: E1 E2 
+394956b: c=1; optimal curve is E1
+394956d: c=1; optimal curve is E1
+394965a: c=1; 2 possible optimal curves: E1 E2 
+394965c: c=1; 2 possible optimal curves: E1 E2 
+394966b: c=1; optimal curve is E1
+394968e: c=1; 2 possible optimal curves: E1 E2 
+394975c: c=1; 2 possible optimal curves: E1 E2 
+394975e: c=1; optimal curve is E1
+394975k: c=1; 2 possible optimal curves: E1 E2 
+394980a: c=1; optimal curve is E1
+394980d: c=1; 2 possible optimal curves: E1 E2 
+394980f: c=1; optimal curve is E1
+394980g: c=1; optimal curve is E1
+394982a: c=1; 2 possible optimal curves: E1 E2 
+394982c: c=1; 2 possible optimal curves: E1 E2 
+394989a: c=1; 2 possible optimal curves: E1 E2 
+394989b: c=1; 2 possible optimal curves: E1 E2 
+394989c: c=1; optimal curve is E1
+394992a: c=1; optimal curve is E1
+394992b: c=1; 2 possible optimal curves: E1 E2 
+394992c: c=1; 2 possible optimal curves: E1 E2 
+394992e: c=1; optimal curve is E1
+394992f: c=1; 2 possible optimal curves: E1 E2 
+394992g: c=1; 3 possible optimal curves: E1 E2 E3 
+394992h: c=1; optimal curve is E1
+394992i: c=1; optimal curve is E1
+394992j: c=1; optimal curve is E1
+394992k: c=1; optimal curve is E1
+394992l: c=1; 2 possible optimal curves: E1 E2 
+394992m: c=1; optimal curve is E1
+394992n: c=1; optimal curve is E1
+394992o: c=1; optimal curve is E1
+394992r: c=1; 2 possible optimal curves: E1 E2 
+394992s: c=1; 2 possible optimal curves: E1 E2 
+394992t: c=1; optimal curve is E1
+394992u: c=1; 3 possible optimal curves: E1 E2 E3 
+394992v: c=1; optimal curve is E1
+394992w: c=1; 2 possible optimal curves: E1 E2 
+394992x: c=1; 2 possible optimal curves: E1 E2 
+394992z: c=1; optimal curve is E1
+394992bc: c=1; 2 possible optimal curves: E1 E2 
+394992bd: c=1; 2 possible optimal curves: E1 E2 
+394992be: c=1; optimal curve is E1
+394995b: c=1; 2 possible optimal curves: E1 E2 
+394998a: c=1; optimal curve is E1
+395010v: c=1; optimal curve is E1
+395010w: c=1; optimal curve is E1
+395010y: c=1; optimal curve is E1
+395010z: c=1; optimal curve is E1
+395010bj: c=1; optimal curve is E1
+395010bk: c=1; optimal curve is E1
+395010bl: c=1; optimal curve is E1
+395010bn: c=1; optimal curve is E1
+395010by: c=1; 2 possible optimal curves: E1 E2 
+395010cb: c=1; optimal curve is E1
+395010cc: c=1; optimal curve is E1
+395010cd: c=1; 2 possible optimal curves: E1 E2 
+395010cx: c=1; 2 possible optimal curves: E1 E2 
+395010cy: c=1; optimal curve is E1
+395010da: c=1; optimal curve is E1
+395010db: c=1; optimal curve is E1
+395012b: c=1; optimal curve is E1
+395026a: c=1; optimal curve is E1
+395029a: c=1; optimal curve is E1
+395031a: c=1; 3 possible optimal curves: E1 E2 E3 
+395035f: c=1; optimal curve is E1
+395035h: c=1; optimal curve is E1
+395038d: c=1; 2 possible optimal curves: E1 E2 
+395038e: c=1; optimal curve is E1
+395038h: c=1; optimal curve is E1
+395038j: c=1; 2 possible optimal curves: E1 E2 
+395038l: c=1; optimal curve is E1
+395038p: c=1; 2 possible optimal curves: E1 E2 
+395046a: c=1; optimal curve is E1
+395052k: c=1; optimal curve is E1
+395055c: c=1; 2 possible optimal curves: E1 E2 
+395061b: c=1; 2 possible optimal curves: E1 E2 
+395062a: c=1; 2 possible optimal curves: E1 E2 
+395065g: c=1; 2 possible optimal curves: E1 E2 
+395065i: c=1; optimal curve is E1
+395067c: c=1; 2 possible optimal curves: E1 E2 
+395070b: c=1; 2 possible optimal curves: E1 E2 
+395070h: c=1; optimal curve is E1
+395070j: c=1; optimal curve is E1
+395070p: c=1; 2 possible optimal curves: E1 E2 
+395070u: c=1; optimal curve is E1
+395070y: c=1; optimal curve is E1
+395080b: c=1; optimal curve is E1
+395086c: c=1; 3 possible optimal curves: E1 E2 E3 
+395088a: c=1; 2 possible optimal curves: E1 E2 
+395094a: c=1; 2 possible optimal curves: E1 E2 
+395094b: c=1; 2 possible optimal curves: E1 E2 
+395094c: c=1; 2 possible optimal curves: E1 E2 
+395094e: c=1; 2 possible optimal curves: E1 E2 
+395094g: c=1; 2 possible optimal curves: E1 E2 
+395094h: c=1; optimal curve is E1
+395094j: c=1; 2 possible optimal curves: E1 E2 
+395094k: c=1; 2 possible optimal curves: E1 E2 
+395094l: c=1; 3 possible optimal curves: E1 E2 E3 
+395094m: c=1; 2 possible optimal curves: E1 E2 
+395094n: c=1; 3 possible optimal curves: E1 E2 E3 
+395094o: c=1; 2 possible optimal curves: E1 E2 
+395094q: c=1; 2 possible optimal curves: E1 E2 
+395094r: c=1; 2 possible optimal curves: E1 E2 
+395094t: c=1; 3 possible optimal curves: E1 E2 E3 
+395100d: c=1; 2 possible optimal curves: E1 E2 
+395100j: c=1; 2 possible optimal curves: E1 E2 
+395100s: c=1; 2 possible optimal curves: E1 E2 
+395109d: c=1; optimal curve is E1
+395109f: c=1; optimal curve is E1
+395110a: c=1; 2 possible optimal curves: E1 E2 
+395112b: c=1; optimal curve is E1
+395115a: c=1; 2 possible optimal curves: E1 E2 
+395115d: c=1; 3 possible optimal curves: E1 E2 E3 
+395115f: c=1; 2 possible optimal curves: E1 E2 
+395115g: c=1; optimal curve is E1
+395120b: c=1; optimal curve is E1
+395120c: c=1; optimal curve is E1
+395120e: c=1; optimal curve is E1
+395120f: c=1; optimal curve is E1
+395120g: c=1; 2 possible optimal curves: E1 E2 
+395120h: c=1; 2 possible optimal curves: E1 E2 
+395120j: c=1; optimal curve is E1
+395120k: c=1; optimal curve is E1
+395120l: c=1; 2 possible optimal curves: E1 E2 
+395120m: c=1; optimal curve is E1
+395120n: c=1; 3 possible optimal curves: E1 E2 E3 
+395120o: c=1; 2 possible optimal curves: E1 E2 
+395120s: c=1; optimal curve is E1
+395120u: c=1; optimal curve is E1
+395120v: c=1; optimal curve is E1
+395120w: c=1; 2 possible optimal curves: E1 E2 
+395120x: c=1; 2 possible optimal curves: E1 E2 
+395122c: c=1; optimal curve is E1
+395122g: c=1; optimal curve is E1
+395122l: c=1; optimal curve is E1
+395122m: c=1; 2 possible optimal curves: E1 E2 
+395122r: c=1; optimal curve is E1
+395122x: c=1; 2 possible optimal curves: E1 E2 
+395122bb: c=1; 2 possible optimal curves: E1 E2 
+395140b: c=1; optimal curve is E1
+395142a: c=1; optimal curve is E1
+395142d: c=1; optimal curve is E1
+395142e: c=1; optimal curve is E1
+395142i: c=1; optimal curve is E1
+395150a: c=1; 2 possible optimal curves: E1 E2 
+395150b: c=1; optimal curve is E1
+395150e: c=1; optimal curve is E1
+395150f: c=1; optimal curve is E1
+395150i: c=1; optimal curve is E1
+395154a: c=1; 2 possible optimal curves: E1 E2 
+395157a: c=1; 3 possible optimal curves: E1 E2 E3 
+395157b: c=1; optimal curve is E1
+395157c: c=1; optimal curve is E1
+395160b: c=1; 3 possible optimal curves: E1 E2 E3 
+395160c: c=1; optimal curve is E1
+395160i: c=1; optimal curve is E1
+395160l: c=1; 3 possible optimal curves: E1 E2 E3 
+395160o: c=1; optimal curve is E1
+395163d: c=1; optimal curve is E1
+395163f: c=1; optimal curve is E1
+395163l: c=1; 2 possible optimal curves: E1 E2 
+395164b: c=1; 2 possible optimal curves: E1 E2 
+395165a: c=1; optimal curve is E1
+395166c: c=1; 2 possible optimal curves: E1 E2 
+395166h: c=1; optimal curve is E1
+395166i: c=1; optimal curve is E1
+395170a: c=1; optimal curve is E1
+395170b: c=1; optimal curve is E1
+395175c: c=1; 2 possible optimal curves: E1 E2 
+395175d: c=1; optimal curve is E1
+395175e: c=1; 2 possible optimal curves: E1 E2 
+395175f: c=1; 3 possible optimal curves: E1 E2 E3 
+395175g: c=1; 2 possible optimal curves: E1 E2 
+395178c: c=1; optimal curve is E1
+395178e: c=1; 2 possible optimal curves: E1 E2 
+395178g: c=1; 2 possible optimal curves: E1 E2 
+395178i: c=1; optimal curve is E1
+395178k: c=1; 3 possible optimal curves: E1 E2 E3 
+395178m: c=1; optimal curve is E1
+395178n: c=1; optimal curve is E1
+395178o: c=1; optimal curve is E1
+395178p: c=1; optimal curve is E1
+395178r: c=1; optimal curve is E1
+395178s: c=1; 2 possible optimal curves: E1 E2 
+395180c: c=1; optimal curve is E1
+395184b: c=1; optimal curve is E1
+395184d: c=1; optimal curve is E1
+395185c: c=1; optimal curve is E1
+395186b: c=1; 2 possible optimal curves: E1 E2 
+395186d: c=1; optimal curve is E1
+395186i: c=1; 2 possible optimal curves: E1 E2 
+395186j: c=1; 2 possible optimal curves: E1 E2 
+395190b: c=1; 3 possible optimal curves: E1 E2 E3 
+395190k: c=1; 2 possible optimal curves: E1 E2 
+395190r: c=1; 2 possible optimal curves: E1 E2 
+395190u: c=1; 2 possible optimal curves: E1 E2 
+395200v: c=1; optimal curve is E1
+395200y: c=1; optimal curve is E1
+395200bg: c=1; optimal curve is E1
+395200bh: c=1; 2 possible optimal curves: E1 E2 
+395200bi: c=1; optimal curve is E1
+395200bj: c=1; optimal curve is E1
+395200bk: c=1; 2 possible optimal curves: E1 E2 
+395200bm: c=1; optimal curve is E1
+395200bp: c=1; 2 possible optimal curves: E1 E2 
+395200bx: c=1; 2 possible optimal curves: E1 E2 
+395200bz: c=1; optimal curve is E1
+395200cg: c=1; 2 possible optimal curves: E1 E2 
+395200cj: c=1; 3 possible optimal curves: E1 E2 E3 
+395200db: c=1; 3 possible optimal curves: E1 E2 E3 
+395200dd: c=1; 2 possible optimal curves: E1 E2 
+395200de: c=1; optimal curve is E1
+395200df: c=1; 2 possible optimal curves: E1 E2 
+395200dg: c=1; 2 possible optimal curves: E1 E2 
+395200dj: c=1; optimal curve is E1
+395200dk: c=1; 2 possible optimal curves: E1 E2 
+395200dl: c=1; 2 possible optimal curves: E1 E2 
+395200ea: c=1; 3 possible optimal curves: E1 E2 E3 
+395200eb: c=1; 3 possible optimal curves: E1 E2 E3 
+395200eq: c=1; optimal curve is E1
+395200er: c=1; 2 possible optimal curves: E1 E2 
+395200es: c=1; 2 possible optimal curves: E1 E2 
+395200ev: c=1; 2 possible optimal curves: E1 E2 
+395200ew: c=1; optimal curve is E1
+395200ex: c=1; 2 possible optimal curves: E1 E2 
+395200ey: c=1; 2 possible optimal curves: E1 E2 
+395200fa: c=1; 3 possible optimal curves: E1 E2 E3 
+395200fs: c=1; optimal curve is E1
+395200fv: c=1; optimal curve is E1
+395200gc: c=1; 2 possible optimal curves: E1 E2 
+395200gd: c=1; optimal curve is E1
+395200gn: c=1; 2 possible optimal curves: E1 E2 
+395200gp: c=1; 2 possible optimal curves: E1 E2 
+395200gr: c=1; optimal curve is E1
+395200gs: c=1; optimal curve is E1
+395200gt: c=1; optimal curve is E1
+395200gu: c=1; 2 possible optimal curves: E1 E2 
+395200gv: c=1; optimal curve is E1
+395200hd: c=1; 2 possible optimal curves: E1 E2 
+395200hg: c=1; 2 possible optimal curves: E1 E2 
+395208a: c=1; 2 possible optimal curves: E1 E2 
+395208b: c=1; 2 possible optimal curves: E1 E2 
+395208f: c=1; 2 possible optimal curves: E1 E2 
+395208g: c=1; optimal curve is E1
+395208h: c=1; 3 possible optimal curves: E1 E2 E3 
+395208l: c=1; optimal curve is E1
+395208p: c=1; optimal curve is E1
+395208q: c=1; optimal curve is E1
+395208r: c=1; optimal curve is E1
+395208v: c=1; optimal curve is E1
+395208w: c=1; 2 possible optimal curves: E1 E2 
+395213a: c=1; optimal curve is E1
+395216b: c=1; 2 possible optimal curves: E1 E2 
+395219b: c=1; optimal curve is E1
+395220b: c=1; optimal curve is E1
+395220e: c=1; optimal curve is E1
+395224b: c=1; 2 possible optimal curves: E1 E2 
+395225b: c=1; 2 possible optimal curves: E1 E2 
+395232b: c=1; 2 possible optimal curves: E1 E2 
+395232c: c=1; 2 possible optimal curves: E1 E2 
+395232e: c=1; optimal curve is E1
+395232i: c=1; 2 possible optimal curves: E1 E2 
+395232j: c=1; 2 possible optimal curves: E1 E2 
+395232l: c=1; 2 possible optimal curves: E1 E2 
+395232n: c=1; 2 possible optimal curves: E1 E2 
+395232r: c=1; 2 possible optimal curves: E1 E2 
+395234d: c=1; 2 possible optimal curves: E1 E2 
+395234f: c=1; 2 possible optimal curves: E1 E2 
+395234n: c=1; 2 possible optimal curves: E1 E2 
+395240a: c=1; optimal curve is E1
+395240b: c=1; optimal curve is E1
+395240c: c=1; optimal curve is E1
+395240e: c=1; optimal curve is E1
+395240f: c=1; optimal curve is E1
+395240h: c=1; 2 possible optimal curves: E1 E2 
+395240i: c=1; optimal curve is E1
+395240j: c=1; 2 possible optimal curves: E1 E2 
+395240k: c=1; 2 possible optimal curves: E1 E2 
+395241e: c=1; 2 possible optimal curves: E1 E2 
+395241g: c=1; optimal curve is E1
+395248a: c=1; 2 possible optimal curves: E1 E2 
+395248e: c=1; optimal curve is E1
+395255a: c=1; optimal curve is E1
+395255b: c=1; 2 possible optimal curves: E1 E2 
+395255c: c=1; optimal curve is E1
+395255d: c=1; 2 possible optimal curves: E1 E2 
+395256a: c=1; 2 possible optimal curves: E1 E2 
+395256b: c=1; 3 possible optimal curves: E1 E2 E3 
+395262c: c=1; optimal curve is E1
+395262d: c=1; 2 possible optimal curves: E1 E2 
+395262i: c=1; 2 possible optimal curves: E1 E2 
+395262l: c=1; 3 possible optimal curves: E1 E2 E3 
+395262n: c=1; optimal curve is E1
+395262q: c=1; 2 possible optimal curves: E1 E2 
+395262w: c=1; optimal curve is E1
+395266a: c=1; optimal curve is E1
+395270c: c=1; optimal curve is E1
+395270i: c=1; optimal curve is E1
+395270r: c=1; optimal curve is E1
+395270s: c=1; optimal curve is E1
+395271a: c=1; 2 possible optimal curves: E1 E2 
+395274h: c=1; optimal curve is E1
+395274k: c=1; optimal curve is E1
+395274l: c=1; optimal curve is E1
+395274m: c=1; 2 possible optimal curves: E1 E2 
+395274n: c=1; optimal curve is E1
+395274v: c=1; optimal curve is E1
+395280e: c=1; 2 possible optimal curves: E1 E2 
+395280m: c=1; 2 possible optimal curves: E1 E2 
+395280n: c=1; 2 possible optimal curves: E1 E2 
+395280v: c=1; 2 possible optimal curves: E1 E2 
+395280bb: c=1; 2 possible optimal curves: E1 E2 
+395280bi: c=1; 2 possible optimal curves: E1 E2 
+395280bj: c=1; 2 possible optimal curves: E1 E2 
+395280bs: c=1; 2 possible optimal curves: E1 E2 
+395283a: c=1; optimal curve is E1
+395283e: c=1; 2 possible optimal curves: E1 E2 
+395289a: c=1; 2 possible optimal curves: E1 E2 
+395290b: c=1; 3 possible optimal curves: E1 E2 E3 
+395295g: c=1; 2 possible optimal curves: E1 E2 
+395295h: c=1; 2 possible optimal curves: E1 E2 
+395295j: c=1; 2 possible optimal curves: E1 E2 
+395295p: c=1; optimal curve is E1
+395295q: c=1; 3 possible optimal curves: E1 E2 E3 
+395295s: c=1; 2 possible optimal curves: E1 E2 
+395295w: c=1; optimal curve is E1
+395295x: c=1; 2 possible optimal curves: E1 E2 
+395297a: c=1; 2 possible optimal curves: E1 E2 
+395298c: c=1; optimal curve is E1
+395298e: c=1; optimal curve is E1
+395300c: c=1; 2 possible optimal curves: E1 E2 
+395304b: c=1; 2 possible optimal curves: E1 E2 
+395304d: c=1; optimal curve is E1
+395304e: c=1; optimal curve is E1
+395304f: c=1; optimal curve is E1
+395304j: c=1; 2 possible optimal curves: E1 E2 
+395304l: c=1; optimal curve is E1
+395304n: c=1; 2 possible optimal curves: E1 E2 
+395304r: c=1; 2 possible optimal curves: E1 E2 
+395304t: c=1; optimal curve is E1
+395304u: c=1; optimal curve is E1
+395304v: c=1; 2 possible optimal curves: E1 E2 
+395304w: c=1; 2 possible optimal curves: E1 E2 
+395310a: c=1; optimal curve is E1
+395314b: c=1; 2 possible optimal curves: E1 E2 
+395316a: c=1; 2 possible optimal curves: E1 E2 
+395316b: c=1; 2 possible optimal curves: E1 E2 
+395318a: c=1; 2 possible optimal curves: E1 E2 
+395318b: c=1; 2 possible optimal curves: E1 E2 
+395318c: c=1; optimal curve is E1
+395318i: c=1; optimal curve is E1
+395318j: c=1; optimal curve is E1
+395318k: c=1; 2 possible optimal curves: E1 E2 
+395318l: c=1; 2 possible optimal curves: E1 E2 
+395318m: c=1; optimal curve is E1
+395318r: c=1; 2 possible optimal curves: E1 E2 
+395318u: c=1; 2 possible optimal curves: E1 E2 
+395319a: c=1; 2 possible optimal curves: E1 E2 
+395322c: c=1; 2 possible optimal curves: E1 E2 
+395325e: c=1; optimal curve is E1
+395325h: c=1; 2 possible optimal curves: E1 E2 
+395325q: c=1; 2 possible optimal curves: E1 E2 
+395325s: c=1; 3 possible optimal curves: E1 E2 E3 
+395325t: c=1; optimal curve is E1
+395325v: c=1; 2 possible optimal curves: E1 E2 
+395328b: c=1; optimal curve is E1
+395328c: c=1; optimal curve is E1
+395328d: c=1; 2 possible optimal curves: E1 E2 
+395328e: c=1; 3 possible optimal curves: E1 E2 E3 
+395328f: c=1; 2 possible optimal curves: E1 E2 
+395328i: c=1; 2 possible optimal curves: E1 E2 
+395328j: c=1; 2 possible optimal curves: E1 E2 
+395328k: c=1; 2 possible optimal curves: E1 E2 
+395328s: c=1; 2 possible optimal curves: E1 E2 
+395328t: c=1; optimal curve is E1
+395328u: c=1; 2 possible optimal curves: E1 E2 
+395328v: c=1; optimal curve is E1
+395328y: c=1; 2 possible optimal curves: E1 E2 
+395328z: c=1; 2 possible optimal curves: E1 E2 
+395328ba: c=1; 2 possible optimal curves: E1 E2 
+395328bb: c=1; 2 possible optimal curves: E1 E2 
+395328bc: c=1; 2 possible optimal curves: E1 E2 
+395328bf: c=1; 2 possible optimal curves: E1 E2 
+395328bg: c=1; 2 possible optimal curves: E1 E2 
+395328bh: c=1; optimal curve is E1
+395328bp: c=1; 2 possible optimal curves: E1 E2 
+395328bq: c=1; 3 possible optimal curves: E1 E2 E3 
+395328br: c=1; optimal curve is E1
+395328bs: c=1; 2 possible optimal curves: E1 E2 
+395330a: c=1; optimal curve is E1
+395330b: c=1; optimal curve is E1
+395330c: c=1; optimal curve is E1
+395330i: c=1; optimal curve is E1
+395330k: c=1; optimal curve is E1
+395340e: c=1; 2 possible optimal curves: E1 E2 
+395340g: c=1; 2 possible optimal curves: E1 E2 
+395340h: c=1; 2 possible optimal curves: E1 E2 
+395340k: c=1; 2 possible optimal curves: E1 E2 
+395340o: c=1; 2 possible optimal curves: E1 E2 
+395340r: c=1; 2 possible optimal curves: E1 E2 
+395340t: c=1; 2 possible optimal curves: E1 E2 
+395343g: c=1; 3 possible optimal curves: E1 E2 E3 
+395343h: c=1; 2 possible optimal curves: E1 E2 
+395343j: c=1; 3 possible optimal curves: E1 E2 E3 
+395352a: c=1; 2 possible optimal curves: E1 E2 
+395352b: c=1; optimal curve is E1
+395352d: c=1; optimal curve is E1
+395352f: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+395352g: c=1; 2 possible optimal curves: E1 E2 
+395352j: c=1; 2 possible optimal curves: E1 E2 
+395352k: c=1; optimal curve is E1
+395352n: c=1; 2 possible optimal curves: E1 E2 
+395352o: c=1; 3 possible optimal curves: E1 E2 E3 
+395352r: c=1; 2 possible optimal curves: E1 E2 
+395352s: c=1; optimal curve is E1
+395352t: c=1; optimal curve is E1
+395352u: c=1; 2 possible optimal curves: E1 E2 
+395352v: c=1; optimal curve is E1
+395352z: c=1; 2 possible optimal curves: E1 E2 
+395352be: c=1; 3 possible optimal curves: E1 E2 E3 
+395352bf: c=1; optimal curve is E1
+395352bh: c=1; optimal curve is E1
+395352bk: c=1; optimal curve is E1
+395352bl: c=1; 2 possible optimal curves: E1 E2 
+395352bm: c=1; optimal curve is E1
+395352bn: c=1; 2 possible optimal curves: E1 E2 
+395352bo: c=1; optimal curve is E1
+395360d: c=1; 2 possible optimal curves: E1 E2 
+395360e: c=1; 2 possible optimal curves: E1 E2 
+395360f: c=1; 2 possible optimal curves: E1 E2 
+395360g: c=1; 2 possible optimal curves: E1 E2 
+395369a: c=1; optimal curve is E1
+395370a: c=1; 3 possible optimal curves: E1 E2 E3 
+395370d: c=1; optimal curve is E1
+395370e: c=1; 2 possible optimal curves: E1 E2 
+395370f: c=1; optimal curve is E1
+395370g: c=1; optimal curve is E1
+395370i: c=1; optimal curve is E1
+395370j: c=1; 2 possible optimal curves: E1 E2 
+395370l: c=1; 2 possible optimal curves: E1 E2 
+395370m: c=1; 2 possible optimal curves: E1 E2 
+395370n: c=1; 2 possible optimal curves: E1 E2 
+395370p: c=1; 2 possible optimal curves: E1 E2 
+395370q: c=1; 2 possible optimal curves: E1 E2 
+395370s: c=1; 2 possible optimal curves: E1 E2 
+395370t: c=1; 2 possible optimal curves: E1 E2 
+395370v: c=1; optimal curve is E1
+395370x: c=1; optimal curve is E1
+395370z: c=1; 3 possible optimal curves: E1 E2 E3 
+395370ba: c=1; 2 possible optimal curves: E1 E2 
+395370bd: c=1; 2 possible optimal curves: E1 E2 
+395370be: c=1; 2 possible optimal curves: E1 E2 
+395370bf: c=1; 2 possible optimal curves: E1 E2 
+395370bg: c=1; 2 possible optimal curves: E1 E2 
+395370bh: c=1; 2 possible optimal curves: E1 E2 
+395370bk: c=1; 2 possible optimal curves: E1 E2 
+395370bl: c=1; 2 possible optimal curves: E1 E2 
+395370bn: c=1; 2 possible optimal curves: E1 E2 
+395370bp: c=1; 2 possible optimal curves: E1 E2 
+395370br: c=1; optimal curve is E1
+395370bt: c=1; 2 possible optimal curves: E1 E2 
+395384b: c=1; 2 possible optimal curves: E1 E2 
+395385e: c=1; 3 possible optimal curves: E1 E2 E3 
+395390b: c=1; optimal curve is E1
+395390c: c=1; optimal curve is E1
+395395c: c=1; 2 possible optimal curves: E1 E2 
+395395d: c=1; optimal curve is E1
+395395e: c=1; 2 possible optimal curves: E1 E2 
+395395f: c=1; optimal curve is E1
+395395g: c=1; 2 possible optimal curves: E1 E2 
+395395h: c=1; 2 possible optimal curves: E1 E2 
+395400a: c=1; 2 possible optimal curves: E1 E2 
+395403a: c=1; optimal curve is E1
+395406a: c=1; optimal curve is E1
+395408c: c=1; optimal curve is E1
+395408h: c=1; 2 possible optimal curves: E1 E2 
+395408j: c=1; 2 possible optimal curves: E1 E2 
+395408u: c=1; optimal curve is E1
+395408v: c=1; optimal curve is E1
+395408w: c=1; 2 possible optimal curves: E1 E2 
+395418d: c=1; 2 possible optimal curves: E1 E2 
+395418k: c=1; optimal curve is E1
+395430a: c=1; optimal curve is E1
+395430c: c=1; optimal curve is E1
+395430d: c=1; 3 possible optimal curves: E1 E2 E3 
+395430e: c=1; 2 possible optimal curves: E1 E2 
+395430g: c=1; 3 possible optimal curves: E1 E2 E3 
+395430i: c=1; 2 possible optimal curves: E1 E2 
+395430n: c=1; 3 possible optimal curves: E1 E2 E3 
+395430o: c=1; optimal curve is E1
+395430r: c=1; optimal curve is E1
+395430t: c=1; optimal curve is E1
+395430u: c=1; optimal curve is E1
+395430y: c=1; 2 possible optimal curves: E1 E2 
+395430ba: c=1; optimal curve is E1
+395430bb: c=1; optimal curve is E1
+395430be: c=1; optimal curve is E1
+395430bf: c=1; optimal curve is E1
+395430bh: c=1; 2 possible optimal curves: E1 E2 
+395430bj: c=1; optimal curve is E1
+395430bl: c=1; optimal curve is E1
+395430br: c=1; optimal curve is E1
+395430bs: c=1; 2 possible optimal curves: E1 E2 
+395430bu: c=1; optimal curve is E1
+395430bx: c=1; optimal curve is E1
+395430ce: c=1; 3 possible optimal curves: E1 E2 E3 
+395430cf: c=1; optimal curve is E1
+395430cg: c=1; optimal curve is E1
+395430ch: c=1; 2 possible optimal curves: E1 E2 
+395430ci: c=1; 2 possible optimal curves: E1 E2 
+395430ck: c=1; 2 possible optimal curves: E1 E2 
+395430cm: c=1; 2 possible optimal curves: E1 E2 
+395430co: c=1; optimal curve is E1
+395430cp: c=1; 2 possible optimal curves: E1 E2 
+395430cq: c=1; optimal curve is E1
+395430cu: c=1; optimal curve is E1
+395430cv: c=1; optimal curve is E1
+395430cw: c=1; optimal curve is E1
+395430cy: c=1; optimal curve is E1
+395430cz: c=1; optimal curve is E1
+395430da: c=1; 2 possible optimal curves: E1 E2 
+395430db: c=1; optimal curve is E1
+395430dd: c=1; optimal curve is E1
+395430de: c=1; optimal curve is E1
+395430dg: c=1; optimal curve is E1
+395430di: c=1; optimal curve is E1
+395430dj: c=1; optimal curve is E1
+395430dk: c=1; 2 possible optimal curves: E1 E2 
+395434b: c=1; optimal curve is E1
+395434d: c=1; 2 possible optimal curves: E1 E2 
+395436c: c=1; 2 possible optimal curves: E1 E2 
+395444a: c=1; optimal curve is E1
+395447a: c=1; optimal curve is E1
+395448c: c=1; 2 possible optimal curves: E1 E2 
+395450b: c=1; optimal curve is E1
+395450c: c=1; optimal curve is E1
+395450e: c=1; optimal curve is E1
+395450j: c=1; 2 possible optimal curves: E1 E2 
+395454b: c=1; optimal curve is E1
+395455a: c=1; optimal curve is E1
+395455c: c=1; 2 possible optimal curves: E1 E2 
+395458a: c=1; optimal curve is E1
+395458f: c=1; optimal curve is E1
+395470b: c=1; 2 possible optimal curves: E1 E2 
+395470d: c=1; optimal curve is E1
+395472a: c=1; optimal curve is E1
+395472b: c=1; 2 possible optimal curves: E1 E2 
+395472d: c=1; optimal curve is E1
+395472e: c=1; optimal curve is E1
+395472f: c=1; 3 possible optimal curves: E1 E2 E3 
+395472g: c=1; optimal curve is E1
+395472h: c=1; optimal curve is E1
+395472i: c=1; 3 possible optimal curves: E1 E2 E3 
+395472k: c=1; 2 possible optimal curves: E1 E3 
+395472m: c=1; 2 possible optimal curves: E1 E2 
+395472o: c=1; optimal curve is E1
+395472p: c=1; 2 possible optimal curves: E1 E2 
+395472q: c=1; optimal curve is E1
+395472s: c=1; optimal curve is E1
+395472t: c=1; optimal curve is E1
+395472u: c=1; 2 possible optimal curves: E1 E2 
+395472v: c=1; optimal curve is E1
+395472x: c=1; 2 possible optimal curves: E1 E2 
+395472y: c=1; 2 possible optimal curves: E1 E2 
+395472bb: c=1; optimal curve is E1
+395472bc: c=1; 3 possible optimal curves: E1 E2 E3 
+395472be: c=1; 2 possible optimal curves: E1 E2 
+395472bf: c=1; 2 possible optimal curves: E1 E2 
+395472bh: c=1; 2 possible optimal curves: E1 E2 
+395472bi: c=1; optimal curve is E1
+395472bj: c=1; 2 possible optimal curves: E1 E2 
+395472bk: c=1; 3 possible optimal curves: E1 E2 E3 
+395472bl: c=1; 2 possible optimal curves: E1 E2 
+395472bm: c=1; optimal curve is E1
+395472bq: c=1; 2 possible optimal curves: E1 E2 
+395472br: c=1; optimal curve is E1
+395472bs: c=1; optimal curve is E1
+395472bt: c=1; 2 possible optimal curves: E1 E2 
+395472bu: c=1; 2 possible optimal curves: E1 E2 
+395472bx: c=1; 2 possible optimal curves: E1 E2 
+395472bz: c=1; optimal curve is E1
+395472ca: c=1; 3 possible optimal curves: E1 E2 E3 
+395472cb: c=1; optimal curve is E1
+395472cc: c=1; optimal curve is E1
+395472ce: c=1; 3 possible optimal curves: E1 E2 E3 
+395472cf: c=1; optimal curve is E1
+395472ck: c=1; 2 possible optimal curves: E1 E2 
+395472cm: c=1; optimal curve is E1
+395473a: c=1; optimal curve is E1
+395486b: c=1; optimal curve is E1
+395486d: c=1; optimal curve is E1
+395494a: c=1; 2 possible optimal curves: E1 E2 
+395499a: c=1; optimal curve is E1
+395502c: c=1; optimal curve is E1
+395504c: c=1; optimal curve is E1
+395505m: c=1; optimal curve is E1
+395505n: c=1; 3 possible optimal curves: E1 E2 E3 
+395505q: c=1; 2 possible optimal curves: E1 E2 
+395505s: c=1; optimal curve is E1
+395505w: c=1; 3 possible optimal curves: E1 E2 E3 
+395505bd: c=1; 3 possible optimal curves: E1 E2 E3 
+395505be: c=1; optimal curve is E1
+395505bg: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+395505bh: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+395505bj: c=1; 2 possible optimal curves: E1 E2 
+395514c: c=1; optimal curve is E1
+395514e: c=1; 3 possible optimal curves: E1 E2 E3 
+395514f: c=1; 2 possible optimal curves: E1 E2 
+395514k: c=1; optimal curve is E1
+395514n: c=1; optimal curve is E1
+395514p: c=1; 2 possible optimal curves: E1 E2 
+395514z: c=1; 2 possible optimal curves: E1 E2 
+395514be: c=1; optimal curve is E1
+395514bg: c=1; optimal curve is E1
+395514bh: c=1; optimal curve is E1
+395520c: c=1; optimal curve is E1
+395520d: c=1; optimal curve is E1
+395520f: c=1; optimal curve is E1
+395520g: c=1; 2 possible optimal curves: E1 E2 
+395520h: c=1; 2 possible optimal curves: E1 E2 
+395520j: c=1; 2 possible optimal curves: E1 E2 
+395520m: c=1; optimal curve is E1
+395520o: c=1; optimal curve is E1
+395520p: c=1; optimal curve is E1
+395520u: c=1; 2 possible optimal curves: E1 E2 
+395520w: c=1; 2 possible optimal curves: E1 E2 
+395520x: c=1; 2 possible optimal curves: E1 E2 
+395522c: c=1; 2 possible optimal curves: E1 E2 
+395522d: c=1; optimal curve is E1
+395525h: c=1; optimal curve is E1
+395528b: c=1; optimal curve is E1
+395528c: c=1; optimal curve is E1
+395530a: c=1; optimal curve is E1
+395530b: c=1; optimal curve is E1
+395538e: c=1; 2 possible optimal curves: E1 E2 
+395538i: c=1; optimal curve is E1
+395538k: c=1; 2 possible optimal curves: E1 E2 
+395538n: c=1; 2 possible optimal curves: E1 E2 
+395538q: c=1; 2 possible optimal curves: E1 E2 
+395538v: c=1; 2 possible optimal curves: E1 E2 
+395538z: c=1; 2 possible optimal curves: E1 E2 
+395538ba: c=1; 2 possible optimal curves: E1 E2 
+395538bd: c=1; 2 possible optimal curves: E1 E2 
+395550b: c=1; 2 possible optimal curves: E1 E2 
+395550q: c=1; optimal curve is E1
+395550u: c=1; 2 possible optimal curves: E1 E2 
+395550be: c=1; optimal curve is E1
+395550bh: c=1; optimal curve is E1
+395550bw: c=1; optimal curve is E1
+395550ca: c=1; optimal curve is E1
+395550ck: c=1; 2 possible optimal curves: E1 E2 
+395553a: c=1; 2 possible optimal curves: E1 E2 
+395556f: c=1; 2 possible optimal curves: E1 E2 
+395560b: c=1; optimal curve is E1
+395560c: c=1; optimal curve is E1
+395560e: c=1; 2 possible optimal curves: E1 E2 
+395560f: c=1; optimal curve is E1
+395560h: c=1; optimal curve is E1
+395560i: c=1; 2 possible optimal curves: E1 E2 
+395568j: c=1; 3 possible optimal curves: E1 E2 E3 
+395568m: c=1; 2 possible optimal curves: E1 E2 
+395568n: c=1; optimal curve is E1
+395568r: c=1; optimal curve is E1
+395568s: c=1; optimal curve is E1
+395568x: c=1; optimal curve is E1
+395568bf: c=1; optimal curve is E1
+395568bh: c=1; optimal curve is E1
+395568bl: c=1; optimal curve is E1
+395568bt: c=1; optimal curve is E1
+395570e: c=1; optimal curve is E1
+395570i: c=1; 2 possible optimal curves: E1 E2 
+395574a: c=1; 2 possible optimal curves: E1 E2 
+395574b: c=1; optimal curve is E1
+395577be: c=1; 2 possible optimal curves: E1 E2 
+395577bf: c=1; 2 possible optimal curves: E1 E2 
+395580c: c=1; 2 possible optimal curves: E1 E2 
+395580g: c=1; optimal curve is E1
+395582c: c=1; optimal curve is E1
+395584c: c=1; 2 possible optimal curves: E1 E2 
+395584o: c=1; optimal curve is E1
+395584w: c=1; 2 possible optimal curves: E1 E2 
+395584z: c=1; 2 possible optimal curves: E1 E2 
+395584be: c=1; 3 possible optimal curves: E1 E2 E3 
+395584bk: c=1; 2 possible optimal curves: E1 E2 
+395586b: c=1; optimal curve is E1
+395586e: c=1; 2 possible optimal curves: E1 E2 
+395590a: c=1; optimal curve is E1
+395590d: c=1; 2 possible optimal curves: E1 E2 
+395590e: c=1; optimal curve is E1
+395590f: c=1; 2 possible optimal curves: E1 E2 
+395590h: c=1; 2 possible optimal curves: E1 E2 
+395590i: c=1; optimal curve is E1
+395590k: c=1; optimal curve is E1
+395590m: c=1; optimal curve is E1
+395590p: c=1; optimal curve is E1
+395590r: c=1; optimal curve is E1
+395590t: c=1; 2 possible optimal curves: E1 E2 
+395592a: c=1; optimal curve is E1
+395598e: c=1; optimal curve is E1
+395600g: c=1; 2 possible optimal curves: E1 E2 
+395600j: c=1; 2 possible optimal curves: E1 E2 
+395600bi: c=1; optimal curve is E1
+395600bk: c=1; optimal curve is E1
+395600bp: c=1; 2 possible optimal curves: E1 E2 
+395600cb: c=1; 2 possible optimal curves: E1 E2 
+395604c: c=1; 2 possible optimal curves: E1 E2 
+395604l: c=1; 2 possible optimal curves: E1 E2 
+395610a: c=1; 2 possible optimal curves: E1 E2 
+395616b: c=1; 2 possible optimal curves: E1 E2 
+395616h: c=1; 2 possible optimal curves: E1 E2 
+395620a: c=1; optimal curve is E1
+395622c: c=1; 3 possible optimal curves: E1 E2 E3 
+395626a: c=1; 2 possible optimal curves: E1 E2 
+395626d: c=1; 2 possible optimal curves: E1 E2 
+395626e: c=1; optimal curve is E1
+395635a: c=1; optimal curve is E1
+395640c: c=1; optimal curve is E1
+395640f: c=1; 3 possible optimal curves: E1 E2 E3 
+395640i: c=1; optimal curve is E1
+395640j: c=1; optimal curve is E1
+395640l: c=1; 3 possible optimal curves: E1 E2 E3 
+395640m: c=1; optimal curve is E1
+395640n: c=1; optimal curve is E1
+395640o: c=1; 2 possible optimal curves: E1 E2 
+395640q: c=1; optimal curve is E1
+395640s: c=1; 3 possible optimal curves: E1 E2 E3 
+395640t: c=1; optimal curve is E1
+395641b: c=1; 2 possible optimal curves: E1 E2 
+395641c: c=1; optimal curve is E1
+395641e: c=1; optimal curve is E1
+395641i: c=1; optimal curve is E1
+395641j: c=1; optimal curve is E1
+395641n: c=1; 2 possible optimal curves: E1 E2 
+395646f: c=1; 2 possible optimal curves: E1 E2 
+395646h: c=1; 2 possible optimal curves: E1 E2 
+395646i: c=1; optimal curve is E1
+395648a: c=1; 2 possible optimal curves: E1 E2 
+395648b: c=1; 2 possible optimal curves: E1 E2 
+395648c: c=1; optimal curve is E1
+395648d: c=1; optimal curve is E1
+395650h: c=1; optimal curve is E1
+395650p: c=1; optimal curve is E1
+395650u: c=1; optimal curve is E1
+395654a: c=1; optimal curve is E1
+395655a: c=1; optimal curve is E1
+395655b: c=1; 2 possible optimal curves: E1 E2 
+395655c: c=1; 2 possible optimal curves: E1 E2 
+395655d: c=1; 3 possible optimal curves: E1 E2 E3 
+395655f: c=1; optimal curve is E1
+395656a: c=1; 2 possible optimal curves: E1 E2 
+395656b: c=1; 2 possible optimal curves: E1 E2 
+395656d: c=1; optimal curve is E1
+395656f: c=1; 2 possible optimal curves: E1 E2 
+395658b: c=1; 2 possible optimal curves: E1 E2 
+395658i: c=1; optimal curve is E1
+395661d: c=1; optimal curve is E1
+395664c: c=1; 2 possible optimal curves: E1 E2 
+395664f: c=1; optimal curve is E1
+395670b: c=1; 3 possible optimal curves: E1 E2 E3 
+395670c: c=1; 2 possible optimal curves: E1 E2 
+395670d: c=1; 2 possible optimal curves: E1 E2 
+395670f: c=1; 3 possible optimal curves: E1 E2 E3 
+395670g: c=1; 2 possible optimal curves: E1 E2 
+395670n: c=1; 2 possible optimal curves: E1 E2 
+395670p: c=1; 2 possible optimal curves: E1 E2 
+395670r: c=1; 3 possible optimal curves: E1 E2 E3 
+395670w: c=1; 2 possible optimal curves: E1 E2 
+395670y: c=1; 2 possible optimal curves: E1 E2 
+395670z: c=1; 2 possible optimal curves: E1 E2 
+395670ba: c=1; optimal curve is E1
+395670bb: c=1; 2 possible optimal curves: E1 E2 
+395670be: c=1; 2 possible optimal curves: E1 E2 
+395670bg: c=1; 2 possible optimal curves: E1 E2 
+395670bh: c=1; 2 possible optimal curves: E1 E2 
+395670bj: c=1; 2 possible optimal curves: E1 E2 
+395670bn: c=1; 2 possible optimal curves: E1 E2 
+395670bs: c=1; 3 possible optimal curves: E1 E2 E3 
+395670bu: c=1; 2 possible optimal curves: E1 E2 
+395670bx: c=1; 2 possible optimal curves: E1 E2 
+395670by: c=1; 2 possible optimal curves: E1 E2 
+395670ca: c=1; 3 possible optimal curves: E1 E2 E3 
+395670cf: c=1; 2 possible optimal curves: E1 E2 
+395670cg: c=1; 3 possible optimal curves: E1 E2 E3 
+395670ci: c=1; 2 possible optimal curves: E1 E2 
+395670cl: c=1; 2 possible optimal curves: E1 E2 
+395670cm: c=1; 2 possible optimal curves: E1 E2 
+395670cn: c=1; 2 possible optimal curves: E1 E2 
+395670cp: c=1; 3 possible optimal curves: E1 E2 E3 
+395675g: c=1; 2 possible optimal curves: E1 E2 
+395675j: c=1; 2 possible optimal curves: E1 E2 
+395675l: c=1; 2 possible optimal curves: E1 E2 
+395675r: c=1; optimal curve is E1
+395675z: c=1; optimal curve is E1
+395675bd: c=1; optimal curve is E1
+395675be: c=1; 2 possible optimal curves: E1 E2 
+395675bf: c=1; optimal curve is E1
+395675bh: c=1; 2 possible optimal curves: E1 E2 
+395675bm: c=1; optimal curve is E1
+395675bn: c=1; 2 possible optimal curves: E1 E2 
+395675bu: c=1; 2 possible optimal curves: E1 E2 
+395675bv: c=1; 2 possible optimal curves: E1 E2 
+395675bw: c=1; 2 possible optimal curves: E1 E2 
+395675ca: c=1; optimal curve is E1
+395675ce: c=1; 2 possible optimal curves: E1 E2 
+395675cf: c=1; optimal curve is E1
+395675cj: c=1; optimal curve is E1
+395675ck: c=1; 3 possible optimal curves: E1 E2 E3 
+395675da: c=1; optimal curve is E1
+395675db: c=1; 2 possible optimal curves: E1 E2 
+395675dj: c=1; optimal curve is E1
+395686b: c=1; 2 possible optimal curves: E1 E2 
+395686g: c=1; optimal curve is E1
+395690d: c=1; 2 possible optimal curves: E1 E2 
+395690e: c=1; optimal curve is E1
+395694f: c=1; 2 possible optimal curves: E1 E2 
+395694g: c=1; 2 possible optimal curves: E1 E2 
+395694h: c=1; 2 possible optimal curves: E1 E2 
+395694i: c=1; optimal curve is E1
+395694j: c=1; 2 possible optimal curves: E1 E2 
+395694n: c=1; 2 possible optimal curves: E1 E2 
+395694o: c=1; optimal curve is E1
+395694p: c=1; optimal curve is E1
+395694r: c=1; optimal curve is E1
+395694t: c=1; optimal curve is E1
+395694y: c=1; optimal curve is E1
+395694z: c=1; optimal curve is E1
+395700a: c=1; optimal curve is E1
+395705a: c=1; optimal curve is E1
+395710f: c=1; 2 possible optimal curves: E1 E2 
+395712bk: c=1; 2 possible optimal curves: E1 E2 
+395712bn: c=1; 2 possible optimal curves: E1 E2 
+395712bs: c=1; optimal curve is E1
+395712bv: c=1; optimal curve is E1
+395715a: c=1; optimal curve is E1
+395715d: c=1; optimal curve is E1
+395718c: c=1; optimal curve is E1
+395720b: c=1; optimal curve is E1
+395720c: c=1; optimal curve is E1
+395724d: c=1; optimal curve is E1
+395724l: c=1; 2 possible optimal curves: E1 E2 
+395726a: c=1; 2 possible optimal curves: E1 E2 
+395730g: c=1; optimal curve is E1
+395730i: c=1; optimal curve is E1
+395730o: c=1; 2 possible optimal curves: E1 E2 
+395730r: c=1; 3 possible optimal curves: E1 E2 E3 
+395730s: c=1; 2 possible optimal curves: E1 E2 
+395730w: c=1; optimal curve is E1
+395730x: c=1; 2 possible optimal curves: E1 E2 
+395736a: c=1; optimal curve is E1
+395736c: c=1; optimal curve is E1
+395736e: c=1; 2 possible optimal curves: E1 E2 
+395736g: c=1; optimal curve is E1
+395740b: c=1; optimal curve is E1
+395745c: c=1; optimal curve is E1
+395745f: c=1; 2 possible optimal curves: E1 E2 
+395754a: c=1; 2 possible optimal curves: E1 E2 
+395754b: c=1; 2 possible optimal curves: E1 E2 
+395760a: c=1; optimal curve is E1
+395760f: c=1; 3 possible optimal curves: E1 E2 E3 
+395760g: c=1; optimal curve is E1
+395760h: c=1; 2 possible optimal curves: E1 E2 
+395760i: c=1; 3 possible optimal curves: E1 E2 E3 
+395760m: c=1; 2 possible optimal curves: E1 E2 
+395760n: c=1; 2 possible optimal curves: E1 E2 
+395760s: c=1; optimal curve is E1
+395760u: c=1; 2 possible optimal curves: E1 E2 
+395760w: c=1; optimal curve is E1
+395760bk: c=1; 2 possible optimal curves: E1 E2 
+395760bo: c=1; 3 possible optimal curves: E1 E2 E3 
+395760bp: c=1; 2 possible optimal curves: E1 E2 
+395760bt: c=1; optimal curve is E1
+395760bx: c=1; optimal curve is E1
+395760by: c=1; 3 possible optimal curves: E1 E2 E3 
+395760cd: c=1; optimal curve is E1
+395760cm: c=1; 2 possible optimal curves: E1 E2 
+395763a: c=1; 2 possible optimal curves: E1 E2 
+395769a: c=1; 2 possible optimal curves: E1 E2 
+395773c: c=1; 2 possible optimal curves: E1 E2 
+395773e: c=1; optimal curve is E1
+395773h: c=1; 2 possible optimal curves: E1 E2 
+395773i: c=1; 2 possible optimal curves: E1 E2 
+395775c: c=1; 2 possible optimal curves: E1 E2 
+395775e: c=1; 2 possible optimal curves: E1 E2 
+395780d: c=1; 2 possible optimal curves: E1 E2 
+395780f: c=1; 2 possible optimal curves: E1 E2 
+395784b: c=1; optimal curve is E1
+395784e: c=1; 2 possible optimal curves: E1 E2 
+395784r: c=1; 2 possible optimal curves: E1 E2 
+395784s: c=1; optimal curve is E1
+395784t: c=1; 2 possible optimal curves: E1 E2 
+395784bb: c=1; 2 possible optimal curves: E1 E2 
+395784bc: c=1; optimal curve is E1
+395784bj: c=1; 2 possible optimal curves: E1 E2 
+395787a: c=1; 2 possible optimal curves: E1 E2 
+395787b: c=1; optimal curve is E1
+395790a: c=1; 2 possible optimal curves: E1 E2 
+395790b: c=1; 3 possible optimal curves: E1 E2 E3 
+395790c: c=1; 2 possible optimal curves: E1 E2 
+395790d: c=1; 2 possible optimal curves: E1 E2 
+395790e: c=1; optimal curve is E1
+395794a: c=1; optimal curve is E1
+395794b: c=1; optimal curve is E1
+395798g: c=1; 2 possible optimal curves: E1 E2 
+395798o: c=1; optimal curve is E1
+395798r: c=1; 2 possible optimal curves: E1 E2 
+395798t: c=1; optimal curve is E1
+395802n: c=1; 2 possible optimal curves: E1 E2 
+395808a: c=1; 2 possible optimal curves: E1 E2 
+395808b: c=1; optimal curve is E1
+395808c: c=1; 2 possible optimal curves: E1 E2 
+395808d: c=1; 2 possible optimal curves: E1 E2 
+395808e: c=1; 2 possible optimal curves: E1 E2 
+395808f: c=1; optimal curve is E1
+395808g: c=1; 2 possible optimal curves: E1 E2 
+395808h: c=1; 2 possible optimal curves: E1 E2 
+395808i: c=1; 2 possible optimal curves: E1 E2 
+395808j: c=1; 2 possible optimal curves: E1 E2 
+395808k: c=1; optimal curve is E1
+395808m: c=1; optimal curve is E1
+395808n: c=1; optimal curve is E1
+395808o: c=1; 2 possible optimal curves: E1 E2 
+395808p: c=1; 2 possible optimal curves: E1 E2 
+395808q: c=1; 2 possible optimal curves: E1 E2 
+395808r: c=1; optimal curve is E1
+395808s: c=1; 2 possible optimal curves: E1 E2 
+395808t: c=1; optimal curve is E1
+395808u: c=1; optimal curve is E1
+395808v: c=1; optimal curve is E1
+395808w: c=1; 2 possible optimal curves: E1 E2 
+395808x: c=1; 2 possible optimal curves: E1 E2 
+395808y: c=1; 2 possible optimal curves: E1 E2 
+395808ba: c=1; optimal curve is E1
+395808bb: c=1; optimal curve is E1
+395811d: c=1; 2 possible optimal curves: E1 E2 
+395811g: c=1; optimal curve is E1
+395811h: c=1; 2 possible optimal curves: E1 E2 
+395814c: c=1; optimal curve is E1
+395814d: c=1; optimal curve is E1
+395815a: c=1; 2 possible optimal curves: E1 E2 
+395815c: c=1; 2 possible optimal curves: E1 E2 
+395820b: c=1; optimal curve is E1
+395820h: c=1; optimal curve is E1
+395824b: c=1; optimal curve is E1
+395824c: c=1; 2 possible optimal curves: E1 E2 
+395824j: c=1; optimal curve is E1
+395824k: c=1; 3 possible optimal curves: E1 E2 E3 
+395825a: c=1; 2 possible optimal curves: E1 E2 
+395826b: c=1; optimal curve is E1
+395829a: c=1; 2 possible optimal curves: E1 E2 
+395829i: c=1; 3 possible optimal curves: E1 E2 E3 
+395830k: c=1; optimal curve is E1
+395835g: c=1; 2 possible optimal curves: E1 E2 
+395835h: c=1; 3 possible optimal curves: E1 E2 E3 
+395840c: c=1; 2 possible optimal curves: E1 E2 
+395840e: c=1; optimal curve is E1
+395840w: c=1; optimal curve is E1
+395840y: c=1; optimal curve is E1
+395850e: c=1; optimal curve is E1
+395850g: c=1; 2 possible optimal curves: E1 E2 
+395850h: c=1; optimal curve is E1
+395850i: c=1; optimal curve is E1
+395850l: c=1; optimal curve is E1
+395850m: c=1; optimal curve is E1
+395850n: c=1; optimal curve is E1
+395850s: c=1; optimal curve is E1
+395850u: c=1; 2 possible optimal curves: E1 E2 
+395850v: c=1; optimal curve is E1
+395850x: c=1; 2 possible optimal curves: E1 E2 
+395850y: c=1; 2 possible optimal curves: E1 E2 
+395850z: c=1; optimal curve is E1
+395850bc: c=1; optimal curve is E1
+395850bd: c=1; optimal curve is E1
+395850be: c=1; 3 possible optimal curves: E1 E2 E3 
+395850bf: c=1; optimal curve is E1
+395850bg: c=1; optimal curve is E1
+395850bh: c=1; optimal curve is E1
+395850bk: c=1; 3 possible optimal curves: E1 E2 E3 
+395850bl: c=1; 2 possible optimal curves: E1 E2 
+395850bm: c=1; 2 possible optimal curves: E1 E2 
+395850br: c=1; optimal curve is E1
+395850bs: c=1; 2 possible optimal curves: E1 E2 
+395850bv: c=1; optimal curve is E1
+395850bz: c=1; 2 possible optimal curves: E1 E2 
+395850cc: c=1; optimal curve is E1
+395850ce: c=1; 2 possible optimal curves: E1 E2 
+395850cj: c=1; 3 possible optimal curves: E1 E2 E3 
+395850cl: c=1; optimal curve is E1
+395850cm: c=1; optimal curve is E1
+395850cp: c=1; 3 possible optimal curves: E1 E2 E3 
+395850cq: c=1; optimal curve is E1
+395850cr: c=1; 2 possible optimal curves: E1 E2 
+395850cv: c=1; optimal curve is E1
+395850cy: c=1; optimal curve is E1
+395850cz: c=1; 2 possible optimal curves: E1 E2 
+395850dd: c=1; optimal curve is E1
+395850dg: c=1; 2 possible optimal curves: E1 E2 
+395850dn: c=1; optimal curve is E1
+395850dp: c=1; 2 possible optimal curves: E1 E2 
+395850dq: c=1; optimal curve is E1
+395850dv: c=1; optimal curve is E1
+395850dx: c=1; 3 possible optimal curves: E1 E2 E3 
+395850dy: c=1; 3 possible optimal curves: E1 E2 E3 
+395850dz: c=1; 3 possible optimal curves: E1 E2 E3 
+395850eb: c=1; 2 possible optimal curves: E1 E2 
+395850ed: c=1; optimal curve is E1
+395850ej: c=1; 2 possible optimal curves: E1 E2 
+395850ek: c=1; 2 possible optimal curves: E1 E2 
+395850el: c=1; optimal curve is E1
+395850en: c=1; 2 possible optimal curves: E1 E2 
+395850eo: c=1; 3 possible optimal curves: E1 E2 E4 
+395850ep: c=1; 3 possible optimal curves: E1 E2 E3 
+395850eq: c=1; optimal curve is E1
+395850ew: c=1; optimal curve is E1
+395850fa: c=1; 2 possible optimal curves: E1 E2 
+395850fd: c=1; optimal curve is E1
+395850fe: c=1; 3 possible optimal curves: E1 E2 E3 
+395850ff: c=1; 2 possible optimal curves: E1 E2 
+395850fi: c=1; 2 possible optimal curves: E1 E2 
+395850fo: c=1; optimal curve is E1
+395850fq: c=1; 2 possible optimal curves: E1 E2 
+395850fu: c=1; 3 possible optimal curves: E1 E2 E3 
+395850fw: c=1; 3 possible optimal curves: E1 E2 E3 
+395850fx: c=1; optimal curve is E1
+395850ga: c=1; optimal curve is E1
+395850gb: c=1; 2 possible optimal curves: E1 E2 
+395850gd: c=1; 3 possible optimal curves: E1 E2 E3 
+395850ge: c=1; 2 possible optimal curves: E1 E2 
+395850gf: c=1; optimal curve is E1
+395850gg: c=1; optimal curve is E1
+395850gh: c=1; optimal curve is E1
+395850gl: c=1; optimal curve is E1
+395850gm: c=1; 2 possible optimal curves: E1 E2 
+395850gr: c=1; 2 possible optimal curves: E1 E2 
+395850gs: c=1; optimal curve is E1
+395850gt: c=1; 3 possible optimal curves: E1 E2 E3 
+395850gy: c=1; 3 possible optimal curves: E1 E2 E3 
+395850gz: c=1; 2 possible optimal curves: E1 E2 
+395850ha: c=1; 2 possible optimal curves: E1 E2 
+395850hc: c=1; 3 possible optimal curves: E1 E2 E3 
+395850hd: c=1; 3 possible optimal curves: E1 E2 E3 
+395850hf: c=1; optimal curve is E1
+395850hk: c=1; 3 possible optimal curves: E1 E2 E3 
+395850hl: c=1; 3 possible optimal curves: E1 E2 E3 
+395850hm: c=1; optimal curve is E1
+395850ho: c=1; 2 possible optimal curves: E1 E2 
+395850ht: c=1; optimal curve is E1
+395850hu: c=1; 3 possible optimal curves: E1 E2 E3 
+395850hv: c=1; optimal curve is E1
+395850hw: c=1; 2 possible optimal curves: E1 E2 
+395850hz: c=1; 2 possible optimal curves: E1 E2 
+395855a: c=1; optimal curve is E1
+395856b: c=1; optimal curve is E1
+395857a: c=1; 2 possible optimal curves: E1 E2 
+395857c: c=1; 2 possible optimal curves: E1 E2 
+395880b: c=1; 2 possible optimal curves: E1 E2 
+395882a: c=1; optimal curve is E1
+395883a: c=1; optimal curve is E1
+395883b: c=1; optimal curve is E1
+395885b: c=1; 2 possible optimal curves: E1 E2 
+395890c: c=1; optimal curve is E1
+395890f: c=1; 2 possible optimal curves: E1 E2 
+395890g: c=1; 2 possible optimal curves: E1 E2 
+395890h: c=1; 3 possible optimal curves: E1 E2 E3 
+395892a: c=1; 2 possible optimal curves: E1 E2 
+395892b: c=1; 2 possible optimal curves: E1 E2 
+395906b: c=1; optimal curve is E1
+395906i: c=1; 2 possible optimal curves: E1 E2 
+395906k: c=1; optimal curve is E1
+395908b: c=1; optimal curve is E1
+395910a: c=1; 2 possible optimal curves: E1 E2 
+395910b: c=1; optimal curve is E1
+395910c: c=1; optimal curve is E1
+395910d: c=1; 2 possible optimal curves: E1 E2 
+395910e: c=1; 2 possible optimal curves: E1 E2 
+395910f: c=1; optimal curve is E1
+395910g: c=1; optimal curve is E1
+395910h: c=1; optimal curve is E1
+395910i: c=1; 3 possible optimal curves: E1 E2 E3 
+395910j: c=1; 2 possible optimal curves: E1 E2 
+395910m: c=1; 2 possible optimal curves: E1 E2 
+395910n: c=1; optimal curve is E1
+395910o: c=1; 2 possible optimal curves: E1 E2 
+395910p: c=1; 2 possible optimal curves: E1 E2 
+395910q: c=1; optimal curve is E1
+395910r: c=1; 2 possible optimal curves: E1 E2 
+395910t: c=1; optimal curve is E1
+395910v: c=1; 2 possible optimal curves: E1 E2 
+395910w: c=1; optimal curve is E1
+395910x: c=1; 2 possible optimal curves: E1 E2 
+395910y: c=1; 2 possible optimal curves: E1 E2 
+395910z: c=1; 2 possible optimal curves: E1 E2 
+395910ba: c=1; 2 possible optimal curves: E1 E2 
+395910bb: c=1; 2 possible optimal curves: E1 E2 
+395910bc: c=1; 2 possible optimal curves: E1 E2 
+395910bd: c=1; 2 possible optimal curves: E1 E2 
+395910be: c=1; 3 possible optimal curves: E1 E2 E3 
+395910bf: c=1; optimal curve is E1
+395910bg: c=1; 2 possible optimal curves: E1 E2 
+395910bh: c=1; optimal curve is E1
+395910bi: c=1; 2 possible optimal curves: E1 E2 
+395910bj: c=1; 2 possible optimal curves: E1 E2 
+395910bk: c=1; 2 possible optimal curves: E1 E2 
+395912b: c=1; 2 possible optimal curves: E1 E2 
+395913d: c=1; optimal curve is E1
+395920c: c=1; optimal curve is E1
+395920f: c=1; 2 possible optimal curves: E1 E2 
+395920r: c=1; optimal curve is E1
+395920t: c=1; 2 possible optimal curves: E1 E2 
+395920u: c=1; optimal curve is E1
+395920v: c=1; optimal curve is E1
+395920w: c=1; optimal curve is E1
+395920x: c=1; 3 possible optimal curves: E1 E2 E3 
+395920y: c=1; optimal curve is E1
+395920z: c=1; optimal curve is E1
+395920ba: c=1; optimal curve is E1
+395920bf: c=1; optimal curve is E1
+395920bm: c=1; optimal curve is E1
+395920bn: c=1; 2 possible optimal curves: E1 E2 
+395920bo: c=1; optimal curve is E1
+395922i: c=1; 2 possible optimal curves: E1 E2 
+395922j: c=1; 2 possible optimal curves: E1 E2 
+395922m: c=1; 3 possible optimal curves: E1 E2 E3 
+395922n: c=1; 2 possible optimal curves: E1 E2 
+395925b: c=1; 2 possible optimal curves: E1 E2 
+395930e: c=1; 2 possible optimal curves: E1 E2 
+395930j: c=1; optimal curve is E1
+395930m: c=1; 2 possible optimal curves: E1 E2 
+395930n: c=1; optimal curve is E1
+395930o: c=1; optimal curve is E1
+395930p: c=1; 2 possible optimal curves: E1 E2 
+395930r: c=1; optimal curve is E1
+395930s: c=1; optimal curve is E1
+395934f: c=1; optimal curve is E1
+395934p: c=1; optimal curve is E1
+395934q: c=1; optimal curve is E1
+395937c: c=1; optimal curve is E1
+395937h: c=1; optimal curve is E1
+395944a: c=1; 2 possible optimal curves: E1 E2 
+395945a: c=1; 3 possible optimal curves: E1 E2 E3 
+395946a: c=1; 2 possible optimal curves: E1 E2 
+395952a: c=1; optimal curve is E1
+395952l: c=1; optimal curve is E1
+395952m: c=1; optimal curve is E1
+395960i: c=1; 2 possible optimal curves: E1 E2 
+395967e: c=1; optimal curve is E1
+395967g: c=1; 2 possible optimal curves: E1 E2 
+395967i: c=1; optimal curve is E1
+395967l: c=1; optimal curve is E1
+395967r: c=1; optimal curve is E1
+395968a: c=1; 2 possible optimal curves: E1 E2 
+395968h: c=1; optimal curve is E1
+395970d: c=1; 2 possible optimal curves: E1 E2 
+395970f: c=1; optimal curve is E1
+395970h: c=1; 3 possible optimal curves: E1 E2 E3 
+395970j: c=1; optimal curve is E1
+395970k: c=1; 2 possible optimal curves: E1 E2 
+395970m: c=1; 2 possible optimal curves: E1 E2 
+395970n: c=1; optimal curve is E1
+395970o: c=1; optimal curve is E1
+395970p: c=1; 2 possible optimal curves: E1 E2 
+395970q: c=1; 3 possible optimal curves: E1 E2 E3 
+395970s: c=1; optimal curve is E1
+395970t: c=1; 3 possible optimal curves: E1 E2 E3 
+395990b: c=1; optimal curve is E1
+395990c: c=1; optimal curve is E1
+395990d: c=1; 2 possible optimal curves: E1 E2 
+395991a: c=1; optimal curve is E1
+395997b: c=1; 2 possible optimal curves: E1 E2 
+395998c: c=1; 2 possible optimal curves: E1 E2 
+396006d: c=1; optimal curve is E1
+396010b: c=1; optimal curve is E1
+396010c: c=1; 2 possible optimal curves: E1 E2 
+396010d: c=1; 2 possible optimal curves: E1 E2 
+396010j: c=1; 2 possible optimal curves: E1 E2 
+396011a: c=1; optimal curve is E1
+396011d: c=1; optimal curve is E1
+396012a: c=1; optimal curve is E1
+396015a: c=1; optimal curve is E1
+396015b: c=1; 2 possible optimal curves: E1 E2 
+396018a: c=1; optimal curve is E1
+396018c: c=1; optimal curve is E1
+396018e: c=1; optimal curve is E1
+396018m: c=1; optimal curve is E1
+396018p: c=1; optimal curve is E1
+396018s: c=1; 2 possible optimal curves: E1 E2 
+396018u: c=1; 3 possible optimal curves: E1 E2 E3 
+396018bc: c=1; 2 possible optimal curves: E1 E2 
+396018bd: c=1; 2 possible optimal curves: E1 E2 
+396018be: c=1; optimal curve is E1
+396018bi: c=1; 2 possible optimal curves: E1 E2 
+396018bl: c=1; 2 possible optimal curves: E1 E2 
+396018bm: c=1; 2 possible optimal curves: E1 E2 
+396018bq: c=1; 2 possible optimal curves: E1 E2 
+396018bs: c=1; 2 possible optimal curves: E1 E2 
+396022a: c=1; optimal curve is E1
+396022b: c=1; 2 possible optimal curves: E1 E2 
+396025l: c=1; 2 possible optimal curves: E1 E2 
+396030a: c=1; optimal curve is E1
+396030b: c=1; optimal curve is E1
+396030c: c=1; 2 possible optimal curves: E1 E2 
+396030d: c=1; 3 possible optimal curves: E1 E2 E3 
+396030e: c=1; optimal curve is E1
+396030f: c=1; 2 possible optimal curves: E1 E2 
+396030i: c=1; optimal curve is E1
+396030j: c=1; optimal curve is E1
+396030l: c=1; 2 possible optimal curves: E1 E2 
+396030m: c=1; 2 possible optimal curves: E1 E2 
+396030o: c=1; optimal curve is E1
+396030q: c=1; optimal curve is E1
+396030s: c=1; optimal curve is E1
+396030t: c=1; 2 possible optimal curves: E1 E2 
+396030u: c=1; 2 possible optimal curves: E1 E2 
+396030v: c=1; 2 possible optimal curves: E1 E2 
+396030x: c=1; optimal curve is E1
+396030z: c=1; optimal curve is E1
+396030ba: c=1; optimal curve is E1
+396030bc: c=1; optimal curve is E1
+396030bf: c=1; 2 possible optimal curves: E1 E2 
+396030bg: c=1; optimal curve is E1
+396032a: c=1; 2 possible optimal curves: E1 E2 
+396032j: c=1; optimal curve is E1
+396032o: c=1; 2 possible optimal curves: E1 E2 
+396032p: c=1; optimal curve is E1
+396032q: c=1; 2 possible optimal curves: E1 E2 
+396032r: c=1; optimal curve is E1
+396032w: c=1; 2 possible optimal curves: E1 E2 
+396032bf: c=1; optimal curve is E1
+396033f: c=1; optimal curve is E1
+396045c: c=1; 2 possible optimal curves: E1 E2 
+396045f: c=1; optimal curve is E1
+396045h: c=1; 5 possible optimal curves: E1 E2 E3 E5 E7 
+396045j: c=1; 2 possible optimal curves: E1 E2 
+396045k: c=1; 2 possible optimal curves: E1 E2 
+396048a: c=1; optimal curve is E1
+396048b: c=1; 2 possible optimal curves: E1 E2 
+396048f: c=1; 2 possible optimal curves: E1 E2 
+396048i: c=1; 2 possible optimal curves: E1 E2 
+396048l: c=1; optimal curve is E1
+396050b: c=1; optimal curve is E1
+396050c: c=1; 2 possible optimal curves: E1 E3 
+396050d: c=1; 2 possible optimal curves: E1 E2 
+396050e: c=1; 2 possible optimal curves: E1 E2 
+396050f: c=1; 2 possible optimal curves: E1 E2 
+396050g: c=1; optimal curve is E1
+396050h: c=1; optimal curve is E1
+396050i: c=1; 2 possible optimal curves: E1 E2 
+396050j: c=1; 2 possible optimal curves: E1 E2 
+396050n: c=1; optimal curve is E1
+396050o: c=1; optimal curve is E1
+396050q: c=1; 2 possible optimal curves: E1 E2 
+396050r: c=1; optimal curve is E1
+396050s: c=1; 2 possible optimal curves: E1 E2 
+396050u: c=1; 2 possible optimal curves: E1 E2 
+396050v: c=1; optimal curve is E1
+396050w: c=1; optimal curve is E1
+396050x: c=1; optimal curve is E1
+396050y: c=1; 2 possible optimal curves: E1 E2 
+396050z: c=1; 2 possible optimal curves: E1 E2 
+396058b: c=1; 2 possible optimal curves: E1 E2 
+396060a: c=1; optimal curve is E1
+396060b: c=1; optimal curve is E1
+396060c: c=1; optimal curve is E1
+396060g: c=1; optimal curve is E1
+396060i: c=1; optimal curve is E1
+396060j: c=1; optimal curve is E1
+396060k: c=1; optimal curve is E1
+396060m: c=1; optimal curve is E1
+396060n: c=1; optimal curve is E1
+396066a: c=1; optimal curve is E1
+396066c: c=1; optimal curve is E1
+396066d: c=1; optimal curve is E1
+396066e: c=1; optimal curve is E1
+396066g: c=1; optimal curve is E1
+396066h: c=1; optimal curve is E1
+396066j: c=1; optimal curve is E1
+396066k: c=1; optimal curve is E1
+396066l: c=1; optimal curve is E1
+396067c: c=1; optimal curve is E1
+396069c: c=1; 3 possible optimal curves: E1 E2 E3 
+396069d: c=1; 2 possible optimal curves: E1 E2 
+396074e: c=1; optimal curve is E1
+396075b: c=1; optimal curve is E1
+396075c: c=1; 2 possible optimal curves: E1 E2 
+396075d: c=1; 2 possible optimal curves: E1 E2 
+396080e: c=1; 2 possible optimal curves: E1 E2 
+396080k: c=1; 2 possible optimal curves: E1 E2 
+396084a: c=1; 2 possible optimal curves: E1 E2 
+396084b: c=1; optimal curve is E1
+396090d: c=1; optimal curve is E1
+396090g: c=1; 2 possible optimal curves: E1 E2 
+396090be: c=1; optimal curve is E1
+396090bh: c=1; 2 possible optimal curves: E1 E2 
+396096i: c=1; 2 possible optimal curves: E1 E2 
+396096j: c=1; 2 possible optimal curves: E1 E2 
+396096w: c=1; 2 possible optimal curves: E1 E2 
+396096x: c=1; 2 possible optimal curves: E1 E2 
+396098a: c=1; 2 possible optimal curves: E1 E2 
+396100e: c=1; optimal curve is E1
+396102b: c=1; 2 possible optimal curves: E1 E2 
+396106b: c=1; optimal curve is E1
+396108a: c=1; 2 possible optimal curves: E1 E2 
+396110e: c=1; optimal curve is E1
+396110f: c=1; optimal curve is E1
+396110g: c=1; optimal curve is E1
+396110m: c=1; 2 possible optimal curves: E1 E2 
+396110p: c=1; optimal curve is E1
+396114c: c=1; 2 possible optimal curves: E1 E2 
+396116f: c=1; 2 possible optimal curves: E1 E2 
+396120b: c=1; optimal curve is E1
+396120c: c=1; optimal curve is E1
+396120d: c=1; 2 possible optimal curves: E1 E2 
+396134b: c=1; optimal curve is E1
+396134f: c=1; 2 possible optimal curves: E1 E2 
+396135a: c=1; optimal curve is E1
+396135c: c=1; optimal curve is E1
+396136b: c=1; optimal curve is E1
+396136c: c=1; optimal curve is E1
+396138a: c=1; 2 possible optimal curves: E1 E2 
+396140c: c=1; optimal curve is E1
+396141a: c=1; 2 possible optimal curves: E1 E2 
+396146a: c=1; 2 possible optimal curves: E1 E2 
+396147b: c=1; optimal curve is E1
+396150b: c=1; optimal curve is E1
+396150e: c=1; 2 possible optimal curves: E1 E2 
+396150g: c=1; optimal curve is E1
+396150h: c=1; 2 possible optimal curves: E1 E2 
+396150i: c=1; optimal curve is E1
+396150l: c=1; 2 possible optimal curves: E1 E2 
+396150o: c=1; 2 possible optimal curves: E1 E2 
+396150p: c=1; 2 possible optimal curves: E1 E2 
+396150q: c=1; optimal curve is E1
+396150r: c=1; 2 possible optimal curves: E1 E2 
+396150s: c=1; 2 possible optimal curves: E1 E2 
+396150t: c=1; 2 possible optimal curves: E1 E2 
+396150u: c=1; optimal curve is E1
+396150x: c=1; optimal curve is E1
+396150z: c=1; 3 possible optimal curves: E1 E2 E3 
+396150bc: c=1; 2 possible optimal curves: E1 E2 
+396150bd: c=1; 2 possible optimal curves: E1 E2 
+396150be: c=1; 2 possible optimal curves: E1 E2 
+396150bh: c=1; optimal curve is E1
+396150bi: c=1; 2 possible optimal curves: E1 E2 
+396150bj: c=1; 3 possible optimal curves: E1 E2 E3 
+396150bk: c=1; 2 possible optimal curves: E1 E2 
+396150bo: c=1; 2 possible optimal curves: E1 E2 
+396150bp: c=1; 2 possible optimal curves: E1 E2 
+396150bs: c=1; 3 possible optimal curves: E1 E2 E3 
+396150bt: c=1; optimal curve is E1
+396150bw: c=1; optimal curve is E1
+396150bx: c=1; 2 possible optimal curves: E1 E2 
+396150by: c=1; optimal curve is E1
+396150bz: c=1; 3 possible optimal curves: E1 E2 E3 
+396150ce: c=1; 3 possible optimal curves: E1 E2 E3 
+396150cf: c=1; 2 possible optimal curves: E1 E2 
+396150cg: c=1; optimal curve is E1
+396150ch: c=1; optimal curve is E1
+396150cj: c=1; 2 possible optimal curves: E1 E2 
+396162a: c=1; 2 possible optimal curves: E1 E2 
+396162b: c=1; 2 possible optimal curves: E1 E2 
+396162f: c=1; optimal curve is E1
+396162g: c=1; 2 possible optimal curves: E1 E2 
+396168a: c=1; 2 possible optimal curves: E1 E2 
+396170a: c=1; optimal curve is E1
+396175c: c=1; optimal curve is E1
+396176e: c=1; 2 possible optimal curves: E1 E2 
+396180a: c=1; optimal curve is E1
+396180d: c=1; 2 possible optimal curves: E1 E2 
+396180e: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+396180f: c=1; 2 possible optimal curves: E1 E2 
+396180g: c=1; 2 possible optimal curves: E1 E2 
+396180k: c=1; optimal curve is E1
+396186a: c=1; optimal curve is E1
+396186b: c=1; optimal curve is E1
+396186c: c=1; 2 possible optimal curves: E1 E2 
+396186d: c=1; optimal curve is E1
+396186e: c=1; optimal curve is E1
+396186h: c=1; optimal curve is E1
+396198d: c=1; optimal curve is E1
+396198h: c=1; optimal curve is E1
+396198i: c=1; 2 possible optimal curves: E1 E2 
+396198z: c=1; 2 possible optimal curves: E1 E2 
+396198bd: c=1; 2 possible optimal curves: E1 E2 
+396198be: c=1; optimal curve is E1
+396207e: c=1; 3 possible optimal curves: E1 E2 E3 
+396210k: c=1; optimal curve is E1
+396210m: c=1; optimal curve is E1
+396210q: c=1; optimal curve is E1
+396214b: c=1; 2 possible optimal curves: E1 E2 
+396214c: c=1; 2 possible optimal curves: E1 E2 
+396214i: c=1; 2 possible optimal curves: E1 E2 
+396214k: c=1; optimal curve is E1
+396219c: c=1; 2 possible optimal curves: E1 E2 
+396219d: c=1; optimal curve is E1
+396219e: c=1; optimal curve is E1
+396219l: c=1; 2 possible optimal curves: E1 E2 
+396219n: c=1; optimal curve is E1
+396220a: c=1; 2 possible optimal curves: E1 E2 
+396220c: c=1; optimal curve is E1
+396228d: c=1; optimal curve is E1
+396235a: c=1; optimal curve is E1
+396240b: c=1; 3 possible optimal curves: E1 E2 E3 
+396240c: c=1; optimal curve is E1
+396240f: c=1; 2 possible optimal curves: E1 E2 
+396240l: c=1; 2 possible optimal curves: E1 E2 
+396240n: c=1; optimal curve is E1
+396240s: c=1; 2 possible optimal curves: E1 E2 
+396240y: c=1; 2 possible optimal curves: E1 E2 
+396240z: c=1; optimal curve is E1
+396240ba: c=1; optimal curve is E1
+396240bb: c=1; optimal curve is E1
+396240be: c=1; 2 possible optimal curves: E1 E2 
+396240bf: c=1; 2 possible optimal curves: E1 E2 
+396240bh: c=1; 2 possible optimal curves: E1 E2 
+396240bi: c=1; optimal curve is E1
+396240bl: c=1; optimal curve is E1
+396240bm: c=1; 2 possible optimal curves: E1 E2 
+396240bq: c=1; 2 possible optimal curves: E1 E2 
+396240bt: c=1; 3 possible optimal curves: E1 E2 E3 
+396240bu: c=1; 3 possible optimal curves: E1 E2 E3 
+396240bv: c=1; optimal curve is E1
+396240ce: c=1; 3 possible optimal curves: E1 E2 E3 
+396240cg: c=1; optimal curve is E1
+396240ch: c=1; 3 possible optimal curves: E1 E2 E3 
+396240ci: c=1; optimal curve is E1
+396240co: c=1; 2 possible optimal curves: E1 E2 
+396240cw: c=1; optimal curve is E1
+396240dc: c=1; 2 possible optimal curves: E1 E2 
+396253b: c=1; 2 possible optimal curves: E1 E2 
+396258a: c=1; optimal curve is E1
+396264c: c=1; 2 possible optimal curves: E1 E2 
+396264g: c=1; 3 possible optimal curves: E1 E2 E3 
+396264h: c=1; optimal curve is E1
+396264i: c=1; optimal curve is E1
+396270b: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+396270f: c=1; 2 possible optimal curves: E1 E2 
+396270g: c=1; 2 possible optimal curves: E1 E2 
+396270i: c=1; 3 possible optimal curves: E1 E2 E3 
+396270j: c=1; 3 possible optimal curves: E1 E2 E3 
+396270k: c=1; 2 possible optimal curves: E1 E2 
+396270l: c=1; 2 possible optimal curves: E1 E2 
+396270m: c=1; optimal curve is E1
+396270n: c=1; 2 possible optimal curves: E1 E2 
+396270o: c=1; 2 possible optimal curves: E1 E2 
+396270q: c=1; 2 possible optimal curves: E1 E2 
+396270r: c=1; 2 possible optimal curves: E1 E2 
+396270s: c=1; 2 possible optimal curves: E1 E2 
+396270t: c=1; 2 possible optimal curves: E1 E2 
+396270w: c=1; 3 possible optimal curves: E1 E2 E3 
+396270x: c=1; 2 possible optimal curves: E1 E2 
+396270z: c=1; optimal curve is E1
+396270ba: c=1; optimal curve is E1
+396270bb: c=1; 2 possible optimal curves: E1 E2 
+396270bd: c=1; 2 possible optimal curves: E1 E2 
+396270be: c=1; 2 possible optimal curves: E1 E2 
+396270bf: c=1; 2 possible optimal curves: E1 E2 
+396270bh: c=1; 2 possible optimal curves: E1 E2 
+396270bi: c=1; optimal curve is E1
+396270bj: c=1; 2 possible optimal curves: E1 E2 
+396270bk: c=1; optimal curve is E1
+396270bl: c=1; optimal curve is E1
+396270bn: c=1; 2 possible optimal curves: E1 E2 
+396270bo: c=1; 2 possible optimal curves: E1 E2 
+396270bp: c=1; 2 possible optimal curves: E1 E2 
+396270br: c=1; optimal curve is E1
+396270bs: c=1; 3 possible optimal curves: E1 E2 E3 
+396270bu: c=1; 2 possible optimal curves: E1 E2 
+396270bx: c=1; 3 possible optimal curves: E1 E2 E3 
+396270by: c=1; 2 possible optimal curves: E1 E2 
+396270bz: c=1; 2 possible optimal curves: E1 E2 
+396270ca: c=1; 2 possible optimal curves: E1 E2 
+396270cb: c=1; 2 possible optimal curves: E1 E2 
+396270cc: c=1; 3 possible optimal curves: E1 E2 E3 
+396270cd: c=1; 2 possible optimal curves: E1 E2 
+396270cf: c=1; optimal curve is E1
+396270ch: c=1; 2 possible optimal curves: E1 E2 
+396270ci: c=1; 2 possible optimal curves: E1 E2 
+396270cj: c=1; 2 possible optimal curves: E1 E2 
+396270ck: c=1; 3 possible optimal curves: E1 E2 E3 
+396270cl: c=1; optimal curve is E1
+396270cn: c=1; optimal curve is E1
+396270co: c=1; optimal curve is E1
+396270cq: c=1; 2 possible optimal curves: E1 E2 
+396270cr: c=1; 3 possible optimal curves: E1 E2 E3 
+396270cs: c=1; 2 possible optimal curves: E1 E2 
+396270ct: c=1; 3 possible optimal curves: E1 E2 E3 
+396270cv: c=1; 2 possible optimal curves: E1 E2 
+396270cw: c=1; 2 possible optimal curves: E1 E2 
+396270cx: c=1; 2 possible optimal curves: E1 E2 
+396270cy: c=1; optimal curve is E1
+396270da: c=1; optimal curve is E1
+396270db: c=1; 2 possible optimal curves: E1 E2 
+396270dc: c=1; 2 possible optimal curves: E1 E2 
+396270dd: c=1; 2 possible optimal curves: E1 E2 
+396270de: c=1; 3 possible optimal curves: E1 E2 E3 
+396270df: c=1; 3 possible optimal curves: E1 E2 E3 
+396270dg: c=1; optimal curve is E1
+396270dh: c=1; optimal curve is E1
+396270di: c=1; 2 possible optimal curves: E1 E2 
+396270dj: c=1; 2 possible optimal curves: E1 E2 
+396270dk: c=1; 2 possible optimal curves: E1 E2 
+396270do: c=1; 2 possible optimal curves: E1 E2 
+396270dp: c=1; 2 possible optimal curves: E1 E2 
+396270dq: c=1; 2 possible optimal curves: E1 E2 
+396270dr: c=1; 2 possible optimal curves: E1 E2 
+396270ds: c=1; 2 possible optimal curves: E1 E2 
+396270dt: c=1; 2 possible optimal curves: E1 E2 
+396270du: c=1; 2 possible optimal curves: E1 E2 
+396270dv: c=1; 2 possible optimal curves: E1 E2 
+396270dw: c=1; 2 possible optimal curves: E1 E2 
+396270dx: c=1; 2 possible optimal curves: E1 E2 
+396270dy: c=1; optimal curve is E1
+396270dz: c=1; optimal curve is E1
+396270ea: c=1; 2 possible optimal curves: E1 E2 
+396270eb: c=1; optimal curve is E1
+396270ec: c=1; 3 possible optimal curves: E1 E2 E3 
+396270ed: c=1; 2 possible optimal curves: E1 E2 
+396270ee: c=1; 3 possible optimal curves: E1 E2 E3 
+396270ef: c=1; 3 possible optimal curves: E1 E2 E3 
+396270eh: c=1; 3 possible optimal curves: E1 E2 E3 
+396270ei: c=1; optimal curve is E1
+396270ej: c=1; 2 possible optimal curves: E1 E2 
+396270ek: c=1; 2 possible optimal curves: E1 E2 
+396270em: c=1; 3 possible optimal curves: E1 E2 E3 
+396270en: c=1; optimal curve is E1
+396270eo: c=1; 3 possible optimal curves: E1 E2 E3 
+396270ep: c=1; 2 possible optimal curves: E1 E2 
+396270eq: c=1; 2 possible optimal curves: E1 E3 
+396270er: c=1; 2 possible optimal curves: E1 E2 
+396270es: c=1; 2 possible optimal curves: E1 E2 
+396270et: c=1; 3 possible optimal curves: E1 E2 E3 
+396270eu: c=1; 2 possible optimal curves: E1 E2 
+396270ev: c=1; 2 possible optimal curves: E1 E3 
+396270ew: c=1; 2 possible optimal curves: E1 E2 
+396275f: c=1; 2 possible optimal curves: E1 E2 
+396275j: c=1; 2 possible optimal curves: E1 E2 
+396275k: c=1; 2 possible optimal curves: E1 E2 
+396285b: c=1; 2 possible optimal curves: E1 E2 
+396292a: c=1; optimal curve is E1
+396294f: c=1; optimal curve is E1
+396304d: c=1; 2 possible optimal curves: E1 E2 
+396304e: c=1; optimal curve is E1
+396304f: c=1; 2 possible optimal curves: E1 E2 
+396304g: c=1; 2 possible optimal curves: E1 E2 
+396304i: c=1; 3 possible optimal curves: E1 E2 E3 
+396304j: c=1; optimal curve is E1
+396304n: c=1; 2 possible optimal curves: E1 E2 
+396304p: c=1; 2 possible optimal curves: E1 E2 
+396304q: c=1; optimal curve is E1
+396304r: c=1; 2 possible optimal curves: E1 E2 
+396304v: c=1; 2 possible optimal curves: E1 E2 
+396305a: c=1; optimal curve is E1
+396305b: c=1; 2 possible optimal curves: E1 E2 
+396305i: c=1; optimal curve is E1
+396305k: c=1; optimal curve is E1
+396305m: c=1; optimal curve is E1
+396306e: c=1; optimal curve is E1
+396306h: c=1; optimal curve is E1
+396306n: c=1; 2 possible optimal curves: E1 E2 
+396306t: c=1; optimal curve is E1
+396312a: c=1; 2 possible optimal curves: E1 E2 
+396312b: c=1; 2 possible optimal curves: E1 E2 
+396312g: c=1; optimal curve is E1
+396312i: c=1; 2 possible optimal curves: E1 E2 
+396312j: c=1; 2 possible optimal curves: E1 E2 
+396312k: c=1; 2 possible optimal curves: E1 E2 
+396312m: c=1; optimal curve is E1
+396312n: c=1; 2 possible optimal curves: E1 E2 
+396312o: c=1; optimal curve is E1
+396312q: c=1; 2 possible optimal curves: E1 E2 
+396312s: c=1; 3 possible optimal curves: E1 E2 E3 
+396312t: c=1; optimal curve is E1
+396312v: c=1; optimal curve is E1
+396312y: c=1; optimal curve is E1
+396312z: c=1; optimal curve is E1
+396312ba: c=1; 2 possible optimal curves: E1 E2 
+396312bb: c=1; optimal curve is E1
+396312bd: c=1; optimal curve is E1
+396312be: c=1; optimal curve is E1
+396319a: c=1; optimal curve is E1
+396324c: c=1; 2 possible optimal curves: E1 E2 
+396325a: c=1; 2 possible optimal curves: E1 E2 
+396330d: c=1; 2 possible optimal curves: E1 E2 
+396330f: c=1; 2 possible optimal curves: E1 E2 
+396330g: c=1; optimal curve is E1
+396330j: c=1; 2 possible optimal curves: E1 E2 
+396330k: c=1; optimal curve is E1
+396330o: c=1; optimal curve is E1
+396333c: c=1; optimal curve is E1
+396333d: c=1; optimal curve is E1
+396336c: c=1; optimal curve is E1
+396336d: c=1; 2 possible optimal curves: E1 E2 
+396336f: c=1; 2 possible optimal curves: E1 E2 
+396336h: c=1; optimal curve is E1
+396336i: c=1; 2 possible optimal curves: E1 E2 
+396336j: c=1; 3 possible optimal curves: E1 E2 E3 
+396336k: c=1; 2 possible optimal curves: E1 E2 
+396336l: c=1; 2 possible optimal curves: E1 E2 
+396336m: c=1; 2 possible optimal curves: E1 E2 
+396336n: c=1; optimal curve is E1
+396336r: c=1; 2 possible optimal curves: E1 E2 
+396340e: c=1; 2 possible optimal curves: E1 E2 
+396340f: c=1; optimal curve is E1
+396340g: c=1; optimal curve is E1
+396340h: c=1; optimal curve is E1
+396340i: c=1; 2 possible optimal curves: E1 E2 
+396340k: c=1; optimal curve is E1
+396342a: c=1; optimal curve is E1
+396342b: c=1; optimal curve is E1
+396342c: c=1; optimal curve is E1
+396342d: c=1; optimal curve is E1
+396342e: c=1; 2 possible optimal curves: E1 E2 
+396342g: c=1; 2 possible optimal curves: E1 E2 
+396342h: c=1; optimal curve is E1
+396342i: c=1; optimal curve is E1
+396352o: c=1; 2 possible optimal curves: E1 E2 
+396352p: c=1; 2 possible optimal curves: E1 E2 
+396354a: c=1; 2 possible optimal curves: E1 E2 
+396364a: c=1; 2 possible optimal curves: E1 E2 
+396366a: c=1; 2 possible optimal curves: E1 E2 
+396372c: c=1; optimal curve is E1
+396372h: c=1; optimal curve is E1
+396372k: c=1; optimal curve is E1
+396372l: c=1; optimal curve is E1
+396378a: c=1; optimal curve is E1
+396378m: c=1; optimal curve is E1
+396378n: c=1; 2 possible optimal curves: E1 E2 
+396378o: c=1; 2 possible optimal curves: E1 E2 
+396378r: c=1; 2 possible optimal curves: E1 E2 
+396378s: c=1; 2 possible optimal curves: E1 E2 
+396378t: c=1; 2 possible optimal curves: E1 E2 
+396378w: c=1; 2 possible optimal curves: E1 E2 
+396378x: c=1; 3 possible optimal curves: E1 E2 E3 
+396378z: c=1; optimal curve is E1
+396378bb: c=1; optimal curve is E1
+396378bd: c=1; 2 possible optimal curves: E1 E2 
+396378be: c=1; optimal curve is E1
+396378bl: c=1; 2 possible optimal curves: E1 E2 
+396378bm: c=1; optimal curve is E1
+396378bn: c=1; optimal curve is E1
+396378bo: c=1; 2 possible optimal curves: E1 E2 
+396378bw: c=1; 2 possible optimal curves: E1 E2 
+396378cc: c=1; optimal curve is E1
+396378cd: c=1; optimal curve is E1
+396382a: c=1; optimal curve is E1
+396384a: c=1; optimal curve is E1
+396384b: c=1; optimal curve is E1
+396385a: c=1; optimal curve is E1
+396390c: c=1; optimal curve is E1
+396390f: c=1; 2 possible optimal curves: E1 E2 
+396390j: c=1; 2 possible optimal curves: E1 E2 
+396390k: c=1; optimal curve is E1
+396390m: c=1; 2 possible optimal curves: E1 E2 
+396390n: c=1; optimal curve is E1
+396393a: c=1; 2 possible optimal curves: E1 E2 
+396396c: c=1; optimal curve is E1
+396396d: c=1; 2 possible optimal curves: E1 E2 
+396396e: c=1; optimal curve is E1
+396396f: c=1; optimal curve is E1
+396396k: c=1; 2 possible optimal curves: E1 E2 
+396396l: c=1; 2 possible optimal curves: E1 E2 
+396396m: c=1; optimal curve is E1
+396396p: c=1; 2 possible optimal curves: E1 E2 
+396396q: c=1; optimal curve is E1
+396396r: c=1; 2 possible optimal curves: E1 E2 
+396396s: c=1; optimal curve is E1
+396396t: c=1; 2 possible optimal curves: E1 E2 
+396396bf: c=1; optimal curve is E1
+396396bh: c=1; 2 possible optimal curves: E1 E2 
+396396bi: c=1; 2 possible optimal curves: E1 E2 
+396396bn: c=1; 2 possible optimal curves: E1 E2 
+396396by: c=1; optimal curve is E1
+396396ca: c=1; 2 possible optimal curves: E1 E2 
+396396cb: c=1; 2 possible optimal curves: E1 E2 
+396396cd: c=1; 2 possible optimal curves: E1 E2 
+396396ce: c=1; 2 possible optimal curves: E1 E2 
+396396cf: c=1; 2 possible optimal curves: E1 E2 
+396396cg: c=1; 2 possible optimal curves: E1 E2 
+396396cm: c=1; optimal curve is E1
+396396cn: c=1; 2 possible optimal curves: E1 E2 
+396396cq: c=1; optimal curve is E1
+396400a: c=1; 2 possible optimal curves: E1 E2 
+396400f: c=1; optimal curve is E1
+396400k: c=1; 2 possible optimal curves: E1 E2 
+396405e: c=1; 2 possible optimal curves: E1 E2 
+396405g: c=1; 2 possible optimal curves: E1 E2 
+396405h: c=1; optimal curve is E1
+396405i: c=1; optimal curve is E1
+396405l: c=1; optimal curve is E1
+396405m: c=1; 2 possible optimal curves: E1 E2 
+396405n: c=1; optimal curve is E1
+396406a: c=1; 2 possible optimal curves: E1 E2 
+396407a: c=1; optimal curve is E1
+396408a: c=1; optimal curve is E1
+396410a: c=1; 2 possible optimal curves: E1 E2 
+396410d: c=1; 2 possible optimal curves: E1 E2 
+396410e: c=1; optimal curve is E1
+396410i: c=1; 2 possible optimal curves: E1 E2 
+396410k: c=1; 2 possible optimal curves: E1 E2 
+396410l: c=1; optimal curve is E1
+396410m: c=1; optimal curve is E1
+396410n: c=1; optimal curve is E1
+396410p: c=1; optimal curve is E1
+396410r: c=1; 2 possible optimal curves: E1 E2 
+396418a: c=1; optimal curve is E1
+396420e: c=1; optimal curve is E1
+396426e: c=1; 2 possible optimal curves: E1 E2 
+396429a: c=1; optimal curve is E1
+396429b: c=1; 3 possible optimal curves: E1 E2 E3 
+396430c: c=1; 2 possible optimal curves: E1 E2 
+396432e: c=1; optimal curve is E1
+396435a: c=1; optimal curve is E1
+396435b: c=1; optimal curve is E1
+396435c: c=1; 3 possible optimal curves: E1 E2 E3 
+396435d: c=1; optimal curve is E1
+396435e: c=1; 2 possible optimal curves: E1 E2 
+396435g: c=1; optimal curve is E1
+396435h: c=1; optimal curve is E1
+396435i: c=1; 2 possible optimal curves: E1 E2 
+396435j: c=1; optimal curve is E1
+396435k: c=1; 2 possible optimal curves: E1 E2 
+396435l: c=1; optimal curve is E1
+396438b: c=1; optimal curve is E1
+396438c: c=1; optimal curve is E1
+396440h: c=1; 3 possible optimal curves: E1 E2 E3 
+396440j: c=1; optimal curve is E1
+396440k: c=1; optimal curve is E1
+396440q: c=1; optimal curve is E1
+396445d: c=1; optimal curve is E1
+396445e: c=1; optimal curve is E1
+396448a: c=1; optimal curve is E1
+396448b: c=1; 2 possible optimal curves: E1 E2 
+396448c: c=1; optimal curve is E1
+396448d: c=1; optimal curve is E1
+396450b: c=1; optimal curve is E1
+396450e: c=1; 2 possible optimal curves: E1 E2 
+396450h: c=1; optimal curve is E1
+396450p: c=1; 2 possible optimal curves: E1 E2 
+396450x: c=1; 3 possible optimal curves: E1 E2 E3 
+396450bd: c=1; optimal curve is E1
+396450bh: c=1; optimal curve is E1
+396450bm: c=1; 2 possible optimal curves: E1 E2 
+396450bs: c=1; optimal curve is E1
+396450bw: c=1; optimal curve is E1
+396450cb: c=1; 2 possible optimal curves: E1 E2 
+396450cc: c=1; 3 possible optimal curves: E1 E2 E3 
+396458a: c=1; optimal curve is E1
+396459c: c=1; 2 possible optimal curves: E1 E2 
+396459e: c=1; optimal curve is E1
+396459q: c=1; optimal curve is E1
+396459x: c=1; 2 possible optimal curves: E1 E2 
+396459ba: c=1; optimal curve is E1
+396460a: c=1; optimal curve is E1
+396461a: c=1; optimal curve is E1
+396462a: c=1; optimal curve is E1
+396465a: c=1; 2 possible optimal curves: E1 E2 
+396473a: c=1; 2 possible optimal curves: E1 E2 
+396474a: c=1; optimal curve is E1
+396474h: c=1; 2 possible optimal curves: E1 E2 
+396474i: c=1; 2 possible optimal curves: E1 E2 
+396474m: c=1; 2 possible optimal curves: E1 E2 
+396474n: c=1; 3 possible optimal curves: E1 E2 E3 
+396474q: c=1; optimal curve is E1
+396474r: c=1; optimal curve is E1
+396474w: c=1; 2 possible optimal curves: E1 E2 
+396474z: c=1; optimal curve is E1
+396474be: c=1; 2 possible optimal curves: E1 E2 
+396474bf: c=1; 2 possible optimal curves: E1 E2 
+396474bg: c=1; 2 possible optimal curves: E1 E2 
+396474bh: c=1; 2 possible optimal curves: E1 E2 
+396474bi: c=1; 2 possible optimal curves: E1 E2 
+396474bj: c=1; 2 possible optimal curves: E1 E2 
+396474bw: c=1; optimal curve is E1
+396474bx: c=1; 2 possible optimal curves: E1 E2 
+396474by: c=1; optimal curve is E1
+396474bz: c=1; 2 possible optimal curves: E1 E2 
+396474cc: c=1; optimal curve is E1
+396474cd: c=1; 2 possible optimal curves: E1 E2 
+396480a: c=1; optimal curve is E1
+396480b: c=1; 2 possible optimal curves: E1 E2 
+396480c: c=1; 2 possible optimal curves: E1 E2 
+396480f: c=1; optimal curve is E1
+396480g: c=1; 3 possible optimal curves: E1 E2 E3 
+396480h: c=1; 2 possible optimal curves: E1 E2 
+396480i: c=1; 2 possible optimal curves: E1 E2 
+396480j: c=1; optimal curve is E1
+396480k: c=1; 2 possible optimal curves: E1 E2 
+396480l: c=1; optimal curve is E1
+396480m: c=1; 2 possible optimal curves: E1 E2 
+396480n: c=1; 3 possible optimal curves: E1 E2 E3 
+396480o: c=1; 3 possible optimal curves: E1 E2 E3 
+396480p: c=1; optimal curve is E1
+396480q: c=1; optimal curve is E1
+396480s: c=1; 2 possible optimal curves: E1 E2 
+396480t: c=1; 2 possible optimal curves: E1 E2 
+396480u: c=1; optimal curve is E1
+396480v: c=1; 2 possible optimal curves: E1 E2 
+396480w: c=1; optimal curve is E1
+396480x: c=1; 2 possible optimal curves: E1 E2 
+396480y: c=1; optimal curve is E1
+396480z: c=1; optimal curve is E1
+396480bc: c=1; optimal curve is E1
+396480bd: c=1; optimal curve is E1
+396480be: c=1; optimal curve is E1
+396480bg: c=1; optimal curve is E1
+396480bh: c=1; optimal curve is E1
+396480bi: c=1; optimal curve is E1
+396480bj: c=1; 3 possible optimal curves: E1 E2 E3 
+396480bk: c=1; optimal curve is E1
+396480bo: c=1; optimal curve is E1
+396480bp: c=1; optimal curve is E1
+396480bq: c=1; optimal curve is E1
+396480br: c=1; 3 possible optimal curves: E1 E2 E3 
+396480bs: c=1; optimal curve is E1
+396480bt: c=1; 2 possible optimal curves: E1 E2 
+396480bu: c=1; optimal curve is E1
+396480bv: c=1; 3 possible optimal curves: E1 E2 E3 
+396480bx: c=1; 2 possible optimal curves: E1 E2 
+396480bz: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+396480ca: c=1; 3 possible optimal curves: E1 E2 E3 
+396480cd: c=1; 2 possible optimal curves: E1 E2 
+396480ce: c=1; 3 possible optimal curves: E1 E2 E3 
+396480cf: c=1; 3 possible optimal curves: E1 E2 E3 
+396480cg: c=1; 2 possible optimal curves: E1 E2 
+396480ch: c=1; 3 possible optimal curves: E1 E2 E3 
+396480ci: c=1; optimal curve is E1
+396480cj: c=1; 3 possible optimal curves: E1 E2 E3 
+396480cp: c=1; optimal curve is E1
+396480cq: c=1; optimal curve is E1
+396480cr: c=1; optimal curve is E1
+396480ct: c=1; optimal curve is E1
+396480cu: c=1; optimal curve is E1
+396480cv: c=1; optimal curve is E1
+396480cw: c=1; optimal curve is E1
+396480cx: c=1; optimal curve is E1
+396480cy: c=1; optimal curve is E1
+396480cz: c=1; optimal curve is E1
+396480da: c=1; 2 possible optimal curves: E1 E2 
+396480db: c=1; optimal curve is E1
+396480df: c=1; optimal curve is E1
+396480dg: c=1; 3 possible optimal curves: E1 E2 E3 
+396480dj: c=1; optimal curve is E1
+396480dk: c=1; optimal curve is E1
+396480do: c=1; optimal curve is E1
+396480dp: c=1; 3 possible optimal curves: E1 E2 E3 
+396480ds: c=1; optimal curve is E1
+396480du: c=1; optimal curve is E1
+396480dv: c=1; 2 possible optimal curves: E1 E2 
+396480dw: c=1; optimal curve is E1
+396480dy: c=1; 2 possible optimal curves: E1 E2 
+396480dz: c=1; optimal curve is E1
+396480ea: c=1; 3 possible optimal curves: E1 E2 E3 
+396480eb: c=1; 3 possible optimal curves: E1 E2 E3 
+396480ec: c=1; optimal curve is E1
+396480ed: c=1; 2 possible optimal curves: E1 E2 
+396480ee: c=1; optimal curve is E1
+396480ef: c=1; optimal curve is E1
+396480eh: c=1; optimal curve is E1
+396480ek: c=1; 2 possible optimal curves: E1 E2 
+396480el: c=1; optimal curve is E1
+396480em: c=1; 3 possible optimal curves: E1 E2 E3 
+396480eo: c=1; 2 possible optimal curves: E1 E2 
+396480eq: c=1; 2 possible optimal curves: E1 E2 
+396480er: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+396480es: c=1; optimal curve is E1
+396480et: c=1; optimal curve is E1
+396480eu: c=1; 3 possible optimal curves: E1 E2 E3 
+396480ev: c=1; 2 possible optimal curves: E1 E2 
+396480ew: c=1; 2 possible optimal curves: E1 E3 
+396480ex: c=1; 3 possible optimal curves: E1 E2 E3 
+396480fa: c=1; 2 possible optimal curves: E1 E2 
+396480fc: c=1; optimal curve is E1
+396480fd: c=1; optimal curve is E1
+396480fe: c=1; 3 possible optimal curves: E1 E2 E3 
+396480ff: c=1; 3 possible optimal curves: E1 E2 E3 
+396480fh: c=1; optimal curve is E1
+396480fi: c=1; optimal curve is E1
+396480fj: c=1; optimal curve is E1
+396480fm: c=1; 2 possible optimal curves: E1 E2 
+396480fn: c=1; 3 possible optimal curves: E1 E2 E3 
+396480fo: c=1; 3 possible optimal curves: E1 E2 E3 
+396480fp: c=1; 2 possible optimal curves: E1 E2 
+396480fq: c=1; 2 possible optimal curves: E1 E2 
+396480fr: c=1; optimal curve is E1
+396480fs: c=1; 2 possible optimal curves: E1 E2 
+396480ft: c=1; optimal curve is E1
+396480fv: c=1; 3 possible optimal curves: E1 E2 E3 
+396480fw: c=1; optimal curve is E1
+396480fx: c=1; optimal curve is E1
+396480fy: c=1; optimal curve is E1
+396480fz: c=1; 2 possible optimal curves: E1 E2 
+396480ga: c=1; optimal curve is E1
+396480gb: c=1; 2 possible optimal curves: E1 E2 
+396480gc: c=1; optimal curve is E1
+396480gd: c=1; 2 possible optimal curves: E1 E2 
+396480ge: c=1; optimal curve is E1
+396480gf: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+396480gg: c=1; 2 possible optimal curves: E1 E2 
+396480gj: c=1; optimal curve is E1
+396480gk: c=1; 2 possible optimal curves: E1 E2 
+396480gl: c=1; 2 possible optimal curves: E1 E2 
+396480gm: c=1; 2 possible optimal curves: E1 E2 
+396480gp: c=1; optimal curve is E1
+396480gr: c=1; optimal curve is E1
+396480gs: c=1; optimal curve is E1
+396480gt: c=1; optimal curve is E1
+396480gu: c=1; 2 possible optimal curves: E1 E2 
+396480gv: c=1; optimal curve is E1
+396480gw: c=1; optimal curve is E1
+396480gx: c=1; 3 possible optimal curves: E1 E2 E3 
+396480gy: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+396480ha: c=1; optimal curve is E1
+396480hb: c=1; 2 possible optimal curves: E1 E2 
+396480hc: c=1; optimal curve is E1
+396480hf: c=1; 2 possible optimal curves: E1 E2 
+396480hh: c=1; 3 possible optimal curves: E1 E2 E3 
+396480hi: c=1; optimal curve is E1
+396480hm: c=1; optimal curve is E1
+396480hn: c=1; optimal curve is E1
+396480hq: c=1; optimal curve is E1
+396480hr: c=1; optimal curve is E1
+396480hv: c=1; 2 possible optimal curves: E1 E2 
+396480hw: c=1; optimal curve is E1
+396480hx: c=1; 3 possible optimal curves: E1 E2 E3 
+396480hy: c=1; optimal curve is E1
+396480hz: c=1; 3 possible optimal curves: E1 E2 E3 
+396480ia: c=1; optimal curve is E1
+396480ib: c=1; 2 possible optimal curves: E1 E2 
+396480ic: c=1; optimal curve is E1
+396480id: c=1; optimal curve is E1
+396480if: c=1; optimal curve is E1
+396480ig: c=1; optimal curve is E1
+396480ih: c=1; optimal curve is E1
+396480in: c=1; 3 possible optimal curves: E1 E2 E3 
+396480io: c=1; optimal curve is E1
+396480ip: c=1; optimal curve is E1
+396480iq: c=1; optimal curve is E1
+396480ir: c=1; optimal curve is E1
+396480is: c=1; optimal curve is E1
+396480it: c=1; 3 possible optimal curves: E1 E2 E3 
+396490b: c=1; 2 possible optimal curves: E1 E2 
+396490c: c=1; 2 possible optimal curves: E1 E2 
+396490d: c=1; 2 possible optimal curves: E1 E2 
+396492b: c=1; optimal curve is E1
+396492e: c=1; 2 possible optimal curves: E1 E2 
+396494b: c=1; 2 possible optimal curves: E1 E2 
+396494c: c=1; 2 possible optimal curves: E1 E2 
+396494d: c=1; 2 possible optimal curves: E1 E2 
+396494e: c=1; 2 possible optimal curves: E1 E2 
+396494f: c=1; 2 possible optimal curves: E1 E2 
+396494g: c=1; 2 possible optimal curves: E1 E2 
+396495f: c=1; optimal curve is E1
+396495k: c=1; optimal curve is E1
+396520c: c=1; 2 possible optimal curves: E1 E2 
+396525a: c=1; 2 possible optimal curves: E1 E2 
+396526e: c=1; 2 possible optimal curves: E1 E2 
+396528c: c=1; optimal curve is E1
+396528f: c=1; optimal curve is E1
+396528g: c=1; optimal curve is E1
+396536c: c=1; optimal curve is E1
+396536d: c=1; optimal curve is E1
+396539a: c=1; optimal curve is E1
+396542c: c=1; optimal curve is E1
+396542f: c=1; optimal curve is E1
+396543a: c=1; 2 possible optimal curves: E1 E2 
+396546b: c=1; 2 possible optimal curves: E1 E2 
+396546e: c=1; 2 possible optimal curves: E1 E2 
+396550f: c=1; optimal curve is E1
+396550h: c=1; optimal curve is E1
+396550i: c=1; optimal curve is E1
+396550l: c=1; optimal curve is E1
+396550m: c=1; 3 possible optimal curves: E1 E2 E3 
+396550p: c=1; optimal curve is E1
+396550v: c=1; 2 possible optimal curves: E1 E2 
+396550w: c=1; 2 possible optimal curves: E1 E2 
+396550z: c=1; optimal curve is E1
+396550bb: c=1; optimal curve is E1
+396550bc: c=1; optimal curve is E1
+396552a: c=1; 3 possible optimal curves: E1 E2 E3 
+396552j: c=1; optimal curve is E1
+396552k: c=1; optimal curve is E1
+396560a: c=1; optimal curve is E1
+396560c: c=1; optimal curve is E1
+396562a: c=1; optimal curve is E1
+396566b: c=1; optimal curve is E1
+396566c: c=1; 2 possible optimal curves: E1 E2 
+396566f: c=1; optimal curve is E1
+396566g: c=1; 2 possible optimal curves: E1 E2 
+396568a: c=1; 2 possible optimal curves: E1 E2 
+396570d: c=1; 2 possible optimal curves: E1 E2 
+396570f: c=1; 2 possible optimal curves: E1 E2 
+396578a: c=1; 2 possible optimal curves: E1 E2 
+396582c: c=1; 2 possible optimal curves: E1 E2 
+396585e: c=1; 2 possible optimal curves: E1 E2 
+396594c: c=1; optimal curve is E1
+396594g: c=1; optimal curve is E1
+396594o: c=1; optimal curve is E1
+396594r: c=1; 2 possible optimal curves: E1 E2 
+396598c: c=1; 2 possible optimal curves: E1 E2 
+396600b: c=1; 2 possible optimal curves: E1 E2 
+396600d: c=1; 2 possible optimal curves: E1 E2 
+396600l: c=1; 2 possible optimal curves: E1 E2 
+396600m: c=1; optimal curve is E1
+396600n: c=1; optimal curve is E1
+396600p: c=1; 2 possible optimal curves: E1 E2 
+396600t: c=1; optimal curve is E1
+396600x: c=1; 2 possible optimal curves: E1 E2 
+396600z: c=1; 2 possible optimal curves: E1 E2 
+396603b: c=1; optimal curve is E1
+396603c: c=1; 2 possible optimal curves: E1 E2 
+396606b: c=1; 2 possible optimal curves: E1 E2 
+396606f: c=1; 2 possible optimal curves: E1 E2 
+396606g: c=1; 2 possible optimal curves: E1 E2 
+396606h: c=1; 2 possible optimal curves: E1 E2 
+396606l: c=1; optimal curve is E1
+396606m: c=1; 2 possible optimal curves: E1 E2 
+396606n: c=1; 2 possible optimal curves: E1 E2 
+396606o: c=1; 2 possible optimal curves: E1 E2 
+396606p: c=1; 2 possible optimal curves: E1 E2 
+396606q: c=1; 2 possible optimal curves: E1 E2 
+396606s: c=1; 2 possible optimal curves: E1 E2 
+396606v: c=1; optimal curve is E1
+396606w: c=1; 2 possible optimal curves: E1 E2 
+396606x: c=1; 2 possible optimal curves: E1 E2 
+396606bg: c=1; optimal curve is E1
+396606bh: c=1; 3 possible optimal curves: E1 E2 E3 
+396606bi: c=1; 2 possible optimal curves: E1 E2 
+396606bo: c=1; optimal curve is E1
+396606bp: c=1; 2 possible optimal curves: E1 E2 
+396606bq: c=1; 2 possible optimal curves: E1 E2 
+396606br: c=1; 2 possible optimal curves: E1 E2 
+396606bs: c=1; 3 possible optimal curves: E1 E2 E3 
+396606by: c=1; 3 possible optimal curves: E1 E2 E3 
+396606bz: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+396615g: c=1; optimal curve is E1
+396627b: c=1; 2 possible optimal curves: E1 E2 
+396627d: c=1; optimal curve is E1
+396627e: c=1; optimal curve is E1
+396627f: c=1; optimal curve is E1
+396627g: c=1; optimal curve is E1
+396627h: c=1; optimal curve is E1
+396627i: c=1; optimal curve is E1
+396627l: c=1; optimal curve is E1
+396630i: c=1; 2 possible optimal curves: E1 E2 
+396630l: c=1; optimal curve is E1
+396630t: c=1; optimal curve is E1
+396630w: c=1; 2 possible optimal curves: E1 E2 
+396633a: c=1; optimal curve is E1
+396633b: c=1; optimal curve is E1
+396640j: c=1; 2 possible optimal curves: E1 E2 
+396640k: c=1; 2 possible optimal curves: E1 E2 
+396642a: c=1; optimal curve is E1
+396645b: c=1; 2 possible optimal curves: E1 E2 
+396645c: c=1; 2 possible optimal curves: E1 E2 
+396645d: c=1; optimal curve is E1
+396648b: c=1; optimal curve is E1
+396648c: c=1; optimal curve is E1
+396648g: c=1; 2 possible optimal curves: E1 E2 
+396648h: c=1; optimal curve is E1
+396648i: c=1; optimal curve is E1
+396648j: c=1; optimal curve is E1
+396660h: c=1; 2 possible optimal curves: E1 E2 
+396660j: c=1; 2 possible optimal curves: E1 E2 
+396662a: c=1; 2 possible optimal curves: E1 E2 
+396662b: c=1; 2 possible optimal curves: E1 E2 
+396662g: c=1; optimal curve is E1
+396662h: c=1; 2 possible optimal curves: E1 E2 
+396662k: c=1; optimal curve is E1
+396662n: c=1; optimal curve is E1
+396662o: c=1; 2 possible optimal curves: E1 E2 
+396669b: c=1; 2 possible optimal curves: E1 E2 
+396669c: c=1; 2 possible optimal curves: E1 E2 
+396669d: c=1; 3 possible optimal curves: E1 E2 E3 
+396669e: c=1; optimal curve is E1
+396672a: c=1; 2 possible optimal curves: E1 E2 
+396672b: c=1; 2 possible optimal curves: E1 E2 
+396672e: c=1; optimal curve is E1
+396672f: c=1; optimal curve is E1
+396672g: c=1; 2 possible optimal curves: E1 E2 
+396672h: c=1; 2 possible optimal curves: E1 E2 
+396672k: c=1; optimal curve is E1
+396672l: c=1; optimal curve is E1
+396675i: c=1; optimal curve is E1
+396675j: c=1; optimal curve is E1
+396675k: c=1; 3 possible optimal curves: E1 E2 E3 
+396675l: c=1; 2 possible optimal curves: E1 E2 
+396675n: c=1; 2 possible optimal curves: E1 E2 
+396675o: c=1; optimal curve is E1
+396675p: c=1; optimal curve is E1
+396675x: c=1; 2 possible optimal curves: E1 E2 
+396675z: c=1; optimal curve is E1
+396675ba: c=1; optimal curve is E1
+396675bb: c=1; 2 possible optimal curves: E1 E2 
+396678e: c=1; optimal curve is E1
+396680b: c=1; optimal curve is E1
+396682a: c=1; optimal curve is E1
+396688a: c=1; 2 possible optimal curves: E1 E2 
+396690b: c=1; optimal curve is E1
+396690r: c=1; 3 possible optimal curves: E1 E2 E3 
+396704j: c=1; 2 possible optimal curves: E1 E2 
+396704l: c=1; 2 possible optimal curves: E1 E2 
+396704m: c=1; 2 possible optimal curves: E1 E2 
+396704o: c=1; 2 possible optimal curves: E1 E2 
+396704p: c=1; 2 possible optimal curves: E1 E2 
+396704q: c=1; 2 possible optimal curves: E1 E2 
+396704r: c=1; 2 possible optimal curves: E1 E2 
+396704bg: c=1; 2 possible optimal curves: E1 E2 
+396704bh: c=1; 2 possible optimal curves: E1 E2 
+396704bi: c=1; 2 possible optimal curves: E1 E2 
+396704bj: c=1; 2 possible optimal curves: E1 E2 
+396704bk: c=1; 2 possible optimal curves: E1 E2 
+396704bl: c=1; 2 possible optimal curves: E1 E2 
+396704bo: c=1; 2 possible optimal curves: E1 E2 
+396704bp: c=1; 2 possible optimal curves: E1 E2 
+396704bq: c=1; 2 possible optimal curves: E1 E2 
+396704br: c=1; 2 possible optimal curves: E1 E2 
+396704bs: c=1; 2 possible optimal curves: E1 E2 
+396704bt: c=1; 2 possible optimal curves: E1 E2 
+396704bu: c=1; 2 possible optimal curves: E1 E2 
+396704bv: c=1; 2 possible optimal curves: E1 E2 
+396704cm: c=1; 2 possible optimal curves: E1 E2 
+396704co: c=1; 2 possible optimal curves: E1 E2 
+396704cp: c=1; 2 possible optimal curves: E1 E2 
+396704cr: c=1; 2 possible optimal curves: E1 E2 
+396704cs: c=1; 2 possible optimal curves: E1 E2 
+396704ct: c=1; optimal curve is E1
+396704cu: c=1; optimal curve is E1
+396705b: c=1; 2 possible optimal curves: E1 E2 
+396708d: c=1; 2 possible optimal curves: E1 E2 
+396714b: c=1; optimal curve is E1
+396716a: c=1; optimal curve is E1
+396718a: c=1; optimal curve is E1
+396718b: c=1; 2 possible optimal curves: E1 E2 
+396720d: c=1; 3 possible optimal curves: E1 E2 E3 
+396720e: c=1; optimal curve is E1
+396720g: c=1; 3 possible optimal curves: E1 E2 E3 
+396720h: c=1; optimal curve is E1
+396720j: c=1; optimal curve is E1
+396720k: c=1; optimal curve is E1
+396720r: c=1; 2 possible optimal curves: E1 E2 
+396720s: c=1; 2 possible optimal curves: E1 E2 
+396720t: c=1; 2 possible optimal curves: E1 E3 
+396720u: c=1; optimal curve is E1
+396720bf: c=1; 2 possible optimal curves: E1 E2 
+396720bg: c=1; 3 possible optimal curves: E1 E2 E3 
+396720bh: c=1; optimal curve is E1
+396720bi: c=1; 3 possible optimal curves: E1 E2 E3 
+396720bk: c=1; optimal curve is E1
+396720bl: c=1; 3 possible optimal curves: E1 E2 E3 
+396720bn: c=1; 3 possible optimal curves: E1 E2 E3 
+396720bo: c=1; 3 possible optimal curves: E1 E2 E3 
+396720bq: c=1; optimal curve is E1
+396720bt: c=1; 2 possible optimal curves: E1 E2 
+396720bv: c=1; 2 possible optimal curves: E1 E2 
+396720bw: c=1; optimal curve is E1
+396720bx: c=1; optimal curve is E1
+396720by: c=1; optimal curve is E1
+396720bz: c=1; optimal curve is E1
+396720ca: c=1; optimal curve is E1
+396720cb: c=1; optimal curve is E1
+396720cd: c=1; optimal curve is E1
+396720ce: c=1; optimal curve is E1
+396720cf: c=1; optimal curve is E1
+396720cl: c=1; optimal curve is E1
+396720cn: c=1; optimal curve is E1
+396720cp: c=1; optimal curve is E1
+396720cq: c=1; optimal curve is E1
+396720cu: c=1; optimal curve is E1
+396720cw: c=1; 2 possible optimal curves: E1 E2 
+396720cx: c=1; 2 possible optimal curves: E1 E2 
+396720cy: c=1; optimal curve is E1
+396720cz: c=1; 2 possible optimal curves: E1 E2 
+396720da: c=1; 2 possible optimal curves: E1 E2 
+396720db: c=1; optimal curve is E1
+396720df: c=1; optimal curve is E1
+396720dg: c=1; 2 possible optimal curves: E1 E2 
+396720dh: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+396720di: c=1; 2 possible optimal curves: E1 E2 
+396720dj: c=1; 2 possible optimal curves: E1 E2 
+396720dr: c=1; 2 possible optimal curves: E1 E2 
+396720ds: c=1; optimal curve is E1
+396720dt: c=1; 3 possible optimal curves: E1 E2 E3 
+396720du: c=1; 2 possible optimal curves: E1 E2 
+396720dv: c=1; 2 possible optimal curves: E1 E2 
+396720dw: c=1; 3 possible optimal curves: E1 E2 E3 
+396720dx: c=1; 3 possible optimal curves: E1 E2 E3 
+396720dy: c=1; 2 possible optimal curves: E1 E2 
+396720dz: c=1; 2 possible optimal curves: E1 E2 
+396720ea: c=1; 2 possible optimal curves: E1 E2 
+396720ec: c=1; optimal curve is E1
+396720ed: c=1; 2 possible optimal curves: E1 E2 
+396720eg: c=1; optimal curve is E1
+396720ei: c=1; optimal curve is E1
+396720ek: c=1; 2 possible optimal curves: E1 E2 
+396720el: c=1; 2 possible optimal curves: E1 E2 
+396720em: c=1; optimal curve is E1
+396720en: c=1; 2 possible optimal curves: E1 E2 
+396720eu: c=1; 2 possible optimal curves: E1 E2 
+396720ew: c=1; optimal curve is E1
+396720ex: c=1; 2 possible optimal curves: E1 E2 
+396720ez: c=1; 2 possible optimal curves: E1 E2 
+396720fa: c=1; 2 possible optimal curves: E1 E2 
+396726c: c=1; optimal curve is E1
+396727a: c=1; 2 possible optimal curves: E1 E2 
+396729b: c=1; 2 possible optimal curves: E1 E2 
+396732c: c=1; optimal curve is E1
+396732d: c=1; 2 possible optimal curves: E1 E2 
+396735b: c=1; optimal curve is E1
+396735c: c=1; 2 possible optimal curves: E1 E2 
+396736e: c=1; 2 possible optimal curves: E1 E2 
+396736u: c=1; 2 possible optimal curves: E1 E2 
+396743b: c=1; 2 possible optimal curves: E1 E2 
+396744c: c=1; 3 possible optimal curves: E1 E2 E3 
+396746a: c=1; optimal curve is E1
+396748b: c=1; optimal curve is E1
+396752a: c=1; 2 possible optimal curves: E1 E2 
+396752c: c=1; 2 possible optimal curves: E1 E2 
+396753a: c=1; 2 possible optimal curves: E1 E2 
+396757a: c=1; 2 possible optimal curves: E1 E2 
+396759a: c=1; 2 possible optimal curves: E1 E2 
+396760g: c=1; optimal curve is E1
+396760h: c=1; 3 possible optimal curves: E1 E2 E3 
+396774b: c=1; 2 possible optimal curves: E1 E2 
+396774c: c=1; 2 possible optimal curves: E1 E2 
+396774d: c=1; 2 possible optimal curves: E1 E2 
+396774g: c=1; 3 possible optimal curves: E1 E2 E3 
+396774h: c=1; 2 possible optimal curves: E1 E2 
+396774i: c=1; 2 possible optimal curves: E1 E2 
+396774j: c=1; 2 possible optimal curves: E1 E2 
+396774m: c=1; 2 possible optimal curves: E1 E2 
+396777a: c=1; 2 possible optimal curves: E1 E2 
+396780f: c=1; optimal curve is E1
+396780h: c=1; optimal curve is E1
+396780i: c=1; optimal curve is E1
+396780k: c=1; optimal curve is E1
+396780l: c=1; optimal curve is E1
+396780m: c=1; optimal curve is E1
+396780p: c=1; optimal curve is E1
+396780r: c=1; optimal curve is E1
+396781a: c=1; optimal curve is E1
+396781b: c=1; 2 possible optimal curves: E1 E2 
+396786h: c=1; 2 possible optimal curves: E1 E2 
+396795d: c=1; optimal curve is E1
+396798a: c=1; 2 possible optimal curves: E1 E2 
+396802b: c=1; 2 possible optimal curves: E1 E2 
+396802g: c=1; optimal curve is E1
+396802h: c=1; 2 possible optimal curves: E1 E2 
+396805a: c=1; optimal curve is E1
+396810b: c=1; optimal curve is E1
+396810c: c=1; optimal curve is E1
+396810e: c=1; optimal curve is E1
+396810g: c=1; 2 possible optimal curves: E1 E2 
+396814d: c=1; optimal curve is E1
+396816a: c=1; 2 possible optimal curves: E1 E2 
+396825c: c=1; optimal curve is E1
+396825d: c=1; 2 possible optimal curves: E1 E2 
+396825e: c=1; 2 possible optimal curves: E1 E2 
+396825f: c=1; optimal curve is E1
+396825g: c=1; optimal curve is E1
+396825k: c=1; optimal curve is E1
+396825l: c=1; 3 possible optimal curves: E1 E2 E3 
+396825m: c=1; optimal curve is E1
+396825n: c=1; optimal curve is E1
+396825o: c=1; optimal curve is E1
+396830d: c=1; 2 possible optimal curves: E1 E2 
+396830e: c=1; optimal curve is E1
+396834a: c=1; optimal curve is E1
+396834e: c=1; 2 possible optimal curves: E1 E2 
+396834g: c=1; 3 possible optimal curves: E1 E2 E3 
+396834j: c=1; optimal curve is E1
+396834k: c=1; optimal curve is E1
+396834l: c=1; 2 possible optimal curves: E1 E3 
+396834m: c=1; 2 possible optimal curves: E1 E2 
+396834n: c=1; optimal curve is E1
+396834p: c=1; optimal curve is E1
+396834r: c=1; optimal curve is E1
+396834s: c=1; optimal curve is E1
+396834t: c=1; optimal curve is E1
+396834x: c=1; optimal curve is E1
+396834y: c=1; optimal curve is E1
+396834z: c=1; 2 possible optimal curves: E1 E2 
+396837b: c=1; 2 possible optimal curves: E1 E2 
+396838b: c=1; optimal curve is E1
+396840c: c=1; optimal curve is E1
+396840e: c=1; optimal curve is E1
+396848b: c=1; 2 possible optimal curves: E1 E2 
+396850b: c=1; 2 possible optimal curves: E1 E2 
+396855b: c=1; 2 possible optimal curves: E1 E2 
+396856a: c=1; 2 possible optimal curves: E1 E2 
+396856b: c=1; 2 possible optimal curves: E1 E2 
+396858a: c=1; 2 possible optimal curves: E1 E2 
+396858b: c=1; optimal curve is E1
+396858j: c=1; optimal curve is E1
+396858k: c=1; 2 possible optimal curves: E1 E2 
+396858o: c=1; optimal curve is E1
+396858v: c=1; 2 possible optimal curves: E1 E2 
+396858w: c=1; optimal curve is E1
+396858z: c=1; optimal curve is E1
+396858bd: c=1; optimal curve is E1
+396862b: c=1; optimal curve is E1
+396862c: c=1; 2 possible optimal curves: E1 E2 
+396864a: c=1; optimal curve is E1
+396864d: c=1; 2 possible optimal curves: E1 E2 
+396864g: c=1; 2 possible optimal curves: E1 E2 
+396864h: c=1; optimal curve is E1
+396864k: c=1; 2 possible optimal curves: E1 E2 
+396864m: c=1; optimal curve is E1
+396864n: c=1; 2 possible optimal curves: E1 E2 
+396864o: c=1; 2 possible optimal curves: E1 E2 
+396864p: c=1; optimal curve is E1
+396864q: c=1; optimal curve is E1
+396864s: c=1; optimal curve is E1
+396864x: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+396864y: c=1; 2 possible optimal curves: E1 E2 
+396864z: c=1; 2 possible optimal curves: E1 E2 
+396864ba: c=1; 2 possible optimal curves: E1 E2 
+396864bb: c=1; 2 possible optimal curves: E1 E2 
+396864bc: c=1; optimal curve is E1
+396864bh: c=1; 2 possible optimal curves: E1 E2 
+396864bj: c=1; optimal curve is E1
+396864bk: c=1; optimal curve is E1
+396864bl: c=1; optimal curve is E1
+396864bm: c=1; optimal curve is E1
+396864bn: c=1; optimal curve is E1
+396864bp: c=1; 2 possible optimal curves: E1 E2 
+396864bw: c=1; 2 possible optimal curves: E1 E2 
+396864bx: c=1; 2 possible optimal curves: E1 E2 
+396864by: c=1; 2 possible optimal curves: E1 E2 
+396864bz: c=1; 2 possible optimal curves: E1 E2 
+396864ca: c=1; optimal curve is E1
+396864cb: c=1; optimal curve is E1
+396864cc: c=1; 2 possible optimal curves: E1 E2 
+396864ce: c=1; optimal curve is E1
+396864cf: c=1; optimal curve is E1
+396864ch: c=1; optimal curve is E1
+396864ci: c=1; 2 possible optimal curves: E1 E2 
+396864cj: c=1; optimal curve is E1
+396864ck: c=1; 2 possible optimal curves: E1 E2 
+396864cl: c=1; optimal curve is E1
+396864cm: c=1; optimal curve is E1
+396864cn: c=1; 2 possible optimal curves: E1 E2 
+396864cu: c=1; 3 possible optimal curves: E1 E2 E3 
+396864cv: c=1; 2 possible optimal curves: E1 E2 
+396864cw: c=1; 2 possible optimal curves: E1 E2 
+396864cx: c=1; optimal curve is E1
+396864da: c=1; optimal curve is E1
+396864dg: c=1; optimal curve is E1
+396864dh: c=1; 2 possible optimal curves: E1 E2 
+396864di: c=1; 2 possible optimal curves: E1 E2 
+396864dj: c=1; 2 possible optimal curves: E1 E2 
+396864dk: c=1; 2 possible optimal curves: E1 E2 
+396864dl: c=1; 3 possible optimal curves: E1 E2 E3 
+396864dr: c=1; 2 possible optimal curves: E1 E2 
+396864du: c=1; 3 possible optimal curves: E1 E2 E3 
+396864dv: c=1; 2 possible optimal curves: E1 E2 
+396864dw: c=1; 2 possible optimal curves: E1 E2 
+396864dx: c=1; optimal curve is E1
+396865b: c=1; optimal curve is E1
+396865c: c=1; 2 possible optimal curves: E1 E2 
+396865e: c=1; optimal curve is E1
+396865f: c=1; optimal curve is E1
+396865h: c=1; 2 possible optimal curves: E1 E2 
+396865i: c=1; 2 possible optimal curves: E1 E2 
+396870b: c=1; optimal curve is E1
+396872a: c=1; 2 possible optimal curves: E1 E2 
+396872d: c=1; 3 possible optimal curves: E1 E2 E3 
+396879a: c=1; 2 possible optimal curves: E1 E2 
+396879b: c=1; 3 possible optimal curves: E1 E2 E3 
+396880a: c=1; optimal curve is E1
+396880b: c=1; optimal curve is E1
+396880c: c=1; 2 possible optimal curves: E1 E2 
+396880f: c=1; 2 possible optimal curves: E1 E2 
+396880g: c=1; 2 possible optimal curves: E1 E2 
+396880h: c=1; 2 possible optimal curves: E1 E2 
+396880i: c=1; optimal curve is E1
+396880j: c=1; optimal curve is E1
+396880k: c=1; 2 possible optimal curves: E1 E2 
+396880l: c=1; optimal curve is E1
+396880s: c=1; optimal curve is E1
+396880t: c=1; 2 possible optimal curves: E1 E2 
+396880bb: c=1; optimal curve is E1
+396880bc: c=1; optimal curve is E1
+396880be: c=1; 2 possible optimal curves: E1 E2 
+396880bg: c=1; optimal curve is E1
+396880bi: c=1; optimal curve is E1
+396880bj: c=1; optimal curve is E1
+396880bk: c=1; 2 possible optimal curves: E1 E2 
+396880bm: c=1; optimal curve is E1
+396880bn: c=1; optimal curve is E1
+396880bs: c=1; optimal curve is E1
+396880bu: c=1; optimal curve is E1
+396880bv: c=1; 2 possible optimal curves: E1 E2 
+396880by: c=1; 2 possible optimal curves: E1 E2 
+396880bz: c=1; 2 possible optimal curves: E1 E2 
+396880ca: c=1; 2 possible optimal curves: E1 E2 
+396880cb: c=1; optimal curve is E1
+396880cc: c=1; 2 possible optimal curves: E1 E2 
+396880cd: c=1; 2 possible optimal curves: E1 E2 
+396882f: c=1; optimal curve is E1
+396882i: c=1; optimal curve is E1
+396886c: c=1; optimal curve is E1
+396888b: c=1; 2 possible optimal curves: E1 E2 
+396888c: c=1; 2 possible optimal curves: E1 E2 
+396888d: c=1; 2 possible optimal curves: E1 E2 
+396888e: c=1; optimal curve is E1
+396891g: c=1; 3 possible optimal curves: E1 E2 E3 
+396891h: c=1; 3 possible optimal curves: E1 E2 E3 
+396893a: c=1; optimal curve is E1
+396893b: c=1; 2 possible optimal curves: E1 E2 
+396896a: c=1; 2 possible optimal curves: E1 E2 
+396896b: c=1; 2 possible optimal curves: E1 E2 
+396898c: c=1; 2 possible optimal curves: E1 E2 
+396900a: c=1; 2 possible optimal curves: E1 E2 
+396900f: c=1; optimal curve is E1
+396900g: c=1; 2 possible optimal curves: E1 E2 
+396900y: c=1; 2 possible optimal curves: E1 E2 
+396900z: c=1; 2 possible optimal curves: E1 E2 
+396900ba: c=1; 2 possible optimal curves: E1 E2 
+396900bb: c=1; 2 possible optimal curves: E1 E2 
+396900bc: c=1; 2 possible optimal curves: E1 E2 
+396900bd: c=1; 2 possible optimal curves: E1 E2 
+396900be: c=1; 2 possible optimal curves: E1 E2 
+396900bf: c=1; 2 possible optimal curves: E1 E2 
+396900bv: c=1; optimal curve is E1
+396900bw: c=1; optimal curve is E1
+396900bx: c=1; 2 possible optimal curves: E1 E2 
+396900by: c=1; 2 possible optimal curves: E1 E2 
+396900bz: c=1; 2 possible optimal curves: E1 E2 
+396900ca: c=1; 2 possible optimal curves: E1 E2 
+396900cb: c=1; 2 possible optimal curves: E1 E2 
+396900cc: c=1; 2 possible optimal curves: E1 E2 
+396900cd: c=1; 2 possible optimal curves: E1 E2 
+396900ce: c=1; 2 possible optimal curves: E1 E2 
+396900cf: c=1; 2 possible optimal curves: E1 E2 
+396900cg: c=1; 2 possible optimal curves: E1 E2 
+396900ch: c=1; 2 possible optimal curves: E1 E2 
+396900ci: c=1; 2 possible optimal curves: E1 E2 
+396900cj: c=1; 2 possible optimal curves: E1 E2 
+396900ck: c=1; 2 possible optimal curves: E1 E2 
+396900da: c=1; 2 possible optimal curves: E1 E2 
+396900db: c=1; 2 possible optimal curves: E1 E2 
+396900dc: c=1; 2 possible optimal curves: E1 E2 
+396900dd: c=1; 2 possible optimal curves: E1 E2 
+396900de: c=1; 2 possible optimal curves: E1 E2 
+396900df: c=1; 2 possible optimal curves: E1 E2 
+396900dg: c=1; 2 possible optimal curves: E1 E2 
+396900dh: c=1; 2 possible optimal curves: E1 E2 
+396900dz: c=1; 2 possible optimal curves: E1 E2 
+396900ee: c=1; optimal curve is E1
+396900ef: c=1; 2 possible optimal curves: E1 E2 
+396912d: c=1; optimal curve is E1
+396914a: c=1; optimal curve is E1
+396916a: c=1; optimal curve is E1
+396921c: c=1; optimal curve is E1
+396924a: c=1; 2 possible optimal curves: E1 E2 
+396924b: c=1; 2 possible optimal curves: E1 E2 
+396924c: c=1; 2 possible optimal curves: E1 E2 
+396924d: c=1; 2 possible optimal curves: E1 E2 
+396924e: c=1; 2 possible optimal curves: E1 E2 
+396930b: c=1; 2 possible optimal curves: E1 E2 
+396930f: c=1; optimal curve is E1
+396930m: c=1; optimal curve is E1
+396930n: c=1; 3 possible optimal curves: E1 E2 E3 
+396933a: c=1; 2 possible optimal curves: E1 E2 
+396934b: c=1; optimal curve is E1
+396935c: c=1; 2 possible optimal curves: E1 E2 
+396936d: c=1; 3 possible optimal curves: E1 E2 E3 
+396942e: c=1; optimal curve is E1
+396942g: c=1; 2 possible optimal curves: E1 E2 
+396942j: c=1; 3 possible optimal curves: E1 E2 E3 
+396950b: c=1; optimal curve is E1
+396950j: c=1; optimal curve is E1
+396950m: c=1; optimal curve is E1
+396950p: c=1; optimal curve is E1
+396955d: c=1; optimal curve is E1
+396957c: c=1; 3 possible optimal curves: E1 E2 E3 
+396960a: c=1; 2 possible optimal curves: E1 E2 
+396960b: c=1; optimal curve is E1
+396960c: c=1; optimal curve is E1
+396960d: c=1; optimal curve is E1
+396960e: c=1; 2 possible optimal curves: E1 E2 
+396960f: c=1; 2 possible optimal curves: E1 E2 
+396963b: c=1; 2 possible optimal curves: E1 E2 
+396970c: c=1; 3 possible optimal curves: E1 E2 E3 
+396970d: c=1; optimal curve is E1
+396970g: c=1; 2 possible optimal curves: E1 E2 
+396974a: c=1; 2 possible optimal curves: E1 E2 
+396984b: c=1; 3 possible optimal curves: E1 E2 E3 
+396984c: c=1; optimal curve is E1
+396984f: c=1; optimal curve is E1
+396984g: c=1; 2 possible optimal curves: E1 E2 
+396984h: c=1; 3 possible optimal curves: E1 E2 E3 
+396984i: c=1; optimal curve is E1
+396984j: c=1; 2 possible optimal curves: E1 E2 
+396984l: c=1; optimal curve is E1
+396984n: c=1; 2 possible optimal curves: E1 E2 
+396984p: c=1; optimal curve is E1
+396986a: c=1; optimal curve is E1
+396989a: c=1; 2 possible optimal curves: E1 E2 
+396990a: c=1; 2 possible optimal curves: E1 E2 
+396990b: c=1; 2 possible optimal curves: E1 E2 
+396990c: c=1; optimal curve is E1
+396990d: c=1; optimal curve is E1
+396990e: c=1; optimal curve is E1
+396990j: c=1; optimal curve is E1
+396990l: c=1; 2 possible optimal curves: E1 E2 
+396990n: c=1; 2 possible optimal curves: E1 E2 
+396990o: c=1; 2 possible optimal curves: E1 E2 
+396990p: c=1; 2 possible optimal curves: E1 E2 
+396990w: c=1; 2 possible optimal curves: E1 E2 
+396990x: c=1; optimal curve is E1
+396990bd: c=1; 2 possible optimal curves: E1 E2 
+396990be: c=1; optimal curve is E1
+396990bf: c=1; 2 possible optimal curves: E1 E2 
+396990bg: c=1; 2 possible optimal curves: E1 E2 
+396990bh: c=1; optimal curve is E1
+396990bj: c=1; 2 possible optimal curves: E1 E2 
+396990bo: c=1; 2 possible optimal curves: E1 E2 
+396998a: c=1; 2 possible optimal curves: E1 E2 
+396998c: c=1; optimal curve is E1
+397001c: c=1; 3 possible optimal curves: E1 E2 E3 
+397005c: c=1; 3 possible optimal curves: E1 E2 E3 
+397005d: c=1; 3 possible optimal curves: E1 E2 E3 
+397005h: c=1; 2 possible optimal curves: E1 E2 
+397005i: c=1; 3 possible optimal curves: E1 E2 E3 
+397005j: c=1; 2 possible optimal curves: E1 E2 
+397008c: c=1; optimal curve is E1
+397008d: c=1; 2 possible optimal curves: E1 E2 
+397010a: c=1; optimal curve is E1
+397010b: c=1; optimal curve is E1
+397010e: c=1; optimal curve is E1
+397010f: c=1; optimal curve is E1
+397010g: c=1; optimal curve is E1
+397010i: c=1; 2 possible optimal curves: E1 E2 
+397010j: c=1; optimal curve is E1
+397010k: c=1; optimal curve is E1
+397010l: c=1; optimal curve is E1
+397012b: c=1; optimal curve is E1
+397014a: c=1; optimal curve is E1
+397015a: c=1; optimal curve is E1
+397017b: c=1; optimal curve is E1
+397020c: c=1; optimal curve is E1
+397020f: c=1; optimal curve is E1
+397026q: c=1; optimal curve is E1
+397026u: c=1; 2 possible optimal curves: E1 E2 
+397026w: c=1; optimal curve is E1
+397026x: c=1; 2 possible optimal curves: E1 E2 
+397026bc: c=1; optimal curve is E1
+397026bg: c=1; optimal curve is E1
+397026bm: c=1; optimal curve is E1
+397032a: c=1; optimal curve is E1
+397034c: c=1; optimal curve is E1
+397040e: c=1; optimal curve is E1
+397040g: c=1; optimal curve is E1
+397040h: c=1; 2 possible optimal curves: E1 E2 
+397040n: c=1; 2 possible optimal curves: E1 E2 
+397044a: c=1; optimal curve is E1
+397047a: c=1; 3 possible optimal curves: E1 E2 E3 
+397047b: c=1; 2 possible optimal curves: E1 E2 
+397047c: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+397047d: c=1; optimal curve is E1
+397047e: c=1; 2 possible optimal curves: E1 E2 
+397047f: c=1; 2 possible optimal curves: E1 E2 
+397047h: c=1; optimal curve is E1
+397050f: c=1; optimal curve is E1
+397050i: c=1; optimal curve is E1
+397054a: c=1; 2 possible optimal curves: E1 E2 
+397054b: c=1; optimal curve is E1
+397056c: c=1; optimal curve is E1
+397056d: c=1; 2 possible optimal curves: E1 E2 
+397056g: c=1; optimal curve is E1
+397056i: c=1; 2 possible optimal curves: E1 E2 
+397056l: c=1; optimal curve is E1
+397056n: c=1; optimal curve is E1
+397056q: c=1; 2 possible optimal curves: E1 E2 
+397056r: c=1; 2 possible optimal curves: E1 E2 
+397062e: c=1; 2 possible optimal curves: E1 E2 
+397062p: c=1; 2 possible optimal curves: E1 E2 
+397070a: c=1; 2 possible optimal curves: E1 E2 
+397072e: c=1; 2 possible optimal curves: E1 E2 
+397072g: c=1; 2 possible optimal curves: E1 E2 
+397072i: c=1; 2 possible optimal curves: E1 E2 
+397072j: c=1; 2 possible optimal curves: E1 E2 
+397074a: c=1; optimal curve is E1
+397078b: c=1; optimal curve is E1
+397080c: c=1; optimal curve is E1
+397080f: c=1; optimal curve is E1
+397080j: c=1; optimal curve is E1
+397080k: c=1; 2 possible optimal curves: E1 E2 
+397080m: c=1; 2 possible optimal curves: E1 E2 
+397082a: c=1; optimal curve is E1
+397085b: c=1; optimal curve is E1
+397086a: c=1; optimal curve is E1
+397086c: c=1; optimal curve is E1
+397086d: c=1; optimal curve is E1
+397086e: c=1; 3 possible optimal curves: E1 E2 E3 
+397086g: c=1; optimal curve is E1
+397086k: c=1; optimal curve is E1
+397090c: c=1; optimal curve is E1
+397095b: c=1; 2 possible optimal curves: E1 E2 
+397095c: c=1; 2 possible optimal curves: E1 E2 
+397098e: c=1; 3 possible optimal curves: E1 E2 E3 
+397098q: c=1; optimal curve is E1
+397100c: c=1; 2 possible optimal curves: E1 E2 
+397100d: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+397100g: c=1; optimal curve is E1
+397100h: c=1; 2 possible optimal curves: E1 E2 
+397100i: c=1; optimal curve is E1
+397100j: c=1; optimal curve is E1
+397100k: c=1; 2 possible optimal curves: E1 E2 
+397100n: c=1; 2 possible optimal curves: E1 E2 
+397100p: c=1; optimal curve is E1
+397100q: c=1; optimal curve is E1
+397100r: c=1; 2 possible optimal curves: E1 E2 
+397100s: c=1; optimal curve is E1
+397100t: c=1; optimal curve is E1
+397103b: c=1; optimal curve is E1
+397103c: c=1; 2 possible optimal curves: E1 E2 
+397104a: c=1; 2 possible optimal curves: E1 E2 
+397104d: c=1; 3 possible optimal curves: E1 E2 E3 
+397110a: c=1; 2 possible optimal curves: E1 E2 
+397110b: c=1; 3 possible optimal curves: E1 E2 E3 
+397110c: c=1; 3 possible optimal curves: E1 E2 E3 
+397110e: c=1; 2 possible optimal curves: E1 E2 
+397110f: c=1; 2 possible optimal curves: E1 E2 
+397110g: c=1; 3 possible optimal curves: E1 E2 E3 
+397110j: c=1; 2 possible optimal curves: E1 E2 
+397110k: c=1; optimal curve is E1
+397110l: c=1; 2 possible optimal curves: E1 E2 
+397110n: c=1; 3 possible optimal curves: E1 E2 E3 
+397110v: c=1; 3 possible optimal curves: E1 E2 E3 
+397110w: c=1; 3 possible optimal curves: E1 E2 E4 
+397110x: c=1; optimal curve is E1
+397110z: c=1; optimal curve is E1
+397110bb: c=1; 3 possible optimal curves: E1 E2 E3 
+397110bd: c=1; 2 possible optimal curves: E1 E2 
+397110be: c=1; optimal curve is E1
+397110bf: c=1; optimal curve is E1
+397110bg: c=1; 2 possible optimal curves: E1 E2 
+397110bh: c=1; optimal curve is E1
+397110bi: c=1; optimal curve is E1
+397110bj: c=1; optimal curve is E1
+397110bk: c=1; optimal curve is E1
+397110bo: c=1; 2 possible optimal curves: E1 E2 
+397110bq: c=1; 3 possible optimal curves: E1 E2 E3 
+397110br: c=1; 2 possible optimal curves: E1 E2 
+397110bt: c=1; optimal curve is E1
+397110bw: c=1; 3 possible optimal curves: E1 E2 E3 
+397110by: c=1; optimal curve is E1
+397110cc: c=1; 3 possible optimal curves: E1 E2 E3 
+397110cd: c=1; 2 possible optimal curves: E1 E2 
+397110ce: c=1; 2 possible optimal curves: E1 E2 
+397110cf: c=1; optimal curve is E1
+397110ci: c=1; optimal curve is E1
+397110cj: c=1; optimal curve is E1
+397118a: c=1; optimal curve is E1
+397120g: c=1; optimal curve is E1
+397120h: c=1; optimal curve is E1
+397120i: c=1; optimal curve is E1
+397120j: c=1; 2 possible optimal curves: E1 E2 
+397120k: c=1; 2 possible optimal curves: E1 E2 
+397120l: c=1; 2 possible optimal curves: E1 E2 
+397120m: c=1; optimal curve is E1
+397120n: c=1; optimal curve is E1
+397120o: c=1; optimal curve is E1
+397120ba: c=1; optimal curve is E1
+397120bk: c=1; optimal curve is E1
+397120bm: c=1; optimal curve is E1
+397120bn: c=1; optimal curve is E1
+397120bp: c=1; optimal curve is E1
+397120bq: c=1; optimal curve is E1
+397120br: c=1; 3 possible optimal curves: E1 E2 E3 
+397120cc: c=1; 2 possible optimal curves: E1 E2 
+397120cd: c=1; 2 possible optimal curves: E1 E2 
+397120cn: c=1; 2 possible optimal curves: E1 E2 
+397120cp: c=1; 2 possible optimal curves: E1 E2 
+397120cq: c=1; optimal curve is E1
+397120cr: c=1; 2 possible optimal curves: E1 E2 
+397120cs: c=1; optimal curve is E1
+397120ct: c=1; optimal curve is E1
+397120cu: c=1; optimal curve is E1
+397120cv: c=1; optimal curve is E1
+397122b: c=1; 3 possible optimal curves: E1 E2 E3 
+397122o: c=1; optimal curve is E1
+397122t: c=1; optimal curve is E1
+397122y: c=1; 2 possible optimal curves: E1 E2 
+397136a: c=1; 2 possible optimal curves: E1 E2 
+397137c: c=1; 2 possible optimal curves: E1 E2 
+397137d: c=1; 2 possible optimal curves: E1 E2 
+397137h: c=1; 3 possible optimal curves: E1 E2 E3 
+397150c: c=1; optimal curve is E1
+397150g: c=1; 2 possible optimal curves: E1 E2 
+397150h: c=1; optimal curve is E1
+397150k: c=1; optimal curve is E1
+397150p: c=1; optimal curve is E1
+397150s: c=1; optimal curve is E1
+397150t: c=1; optimal curve is E1
+397150u: c=1; optimal curve is E1
+397150v: c=1; optimal curve is E1
+397150z: c=1; optimal curve is E1
+397150bd: c=1; optimal curve is E1
+397150bf: c=1; optimal curve is E1
+397150bh: c=1; optimal curve is E1
+397150bk: c=1; optimal curve is E1
+397150bm: c=1; 2 possible optimal curves: E1 E2 
+397150bn: c=1; optimal curve is E1
+397150bq: c=1; 2 possible optimal curves: E1 E2 
+397150bt: c=1; optimal curve is E1
+397150bu: c=1; optimal curve is E1
+397152i: c=1; optimal curve is E1
+397152j: c=1; 2 possible optimal curves: E1 E2 
+397152n: c=1; 2 possible optimal curves: E1 E2 
+397152o: c=1; 2 possible optimal curves: E1 E2 
+397154a: c=1; optimal curve is E1
+397155b: c=1; 2 possible optimal curves: E1 E2 
+397155c: c=1; 2 possible optimal curves: E1 E2 
+397155f: c=1; optimal curve is E1
+397158b: c=1; optimal curve is E1
+397160a: c=1; optimal curve is E1
+397160b: c=1; optimal curve is E1
+397167a: c=1; 2 possible optimal curves: E1 E2 
+397168a: c=1; optimal curve is E1
+397173c: c=1; optimal curve is E1
+397176a: c=1; optimal curve is E1
+397176c: c=1; 2 possible optimal curves: E1 E2 
+397176d: c=1; optimal curve is E1
+397176g: c=1; 2 possible optimal curves: E1 E2 
+397176h: c=1; 2 possible optimal curves: E1 E2 
+397176i: c=1; optimal curve is E1
+397176k: c=1; 3 possible optimal curves: E1 E2 E3 
+397176l: c=1; 3 possible optimal curves: E1 E2 E3 
+397176o: c=1; 2 possible optimal curves: E1 E2 
+397182d: c=1; optimal curve is E1
+397182f: c=1; optimal curve is E1
+397184c: c=1; 2 possible optimal curves: E1 E2 
+397184d: c=1; optimal curve is E1
+397184i: c=1; 2 possible optimal curves: E1 E2 
+397184j: c=1; optimal curve is E1
+397186a: c=1; optimal curve is E1
+397188b: c=1; 2 possible optimal curves: E1 E2 
+397188c: c=1; 2 possible optimal curves: E1 E2 
+397188d: c=1; 2 possible optimal curves: E1 E2 
+397195b: c=1; 2 possible optimal curves: E1 E2 
+397200d: c=1; 2 possible optimal curves: E1 E2 
+397200h: c=1; optimal curve is E1
+397200o: c=1; 2 possible optimal curves: E1 E2 
+397200q: c=1; 3 possible optimal curves: E1 E2 E3 
+397200r: c=1; 2 possible optimal curves: E1 E2 
+397200bh: c=1; 2 possible optimal curves: E1 E2 
+397200bi: c=1; 2 possible optimal curves: E1 E2 
+397200bl: c=1; optimal curve is E1
+397200ca: c=1; 2 possible optimal curves: E1 E2 
+397200cg: c=1; 2 possible optimal curves: E1 E2 
+397200cj: c=1; 2 possible optimal curves: E1 E2 
+397200cn: c=1; 2 possible optimal curves: E1 E2 
+397200cr: c=1; 2 possible optimal curves: E1 E2 
+397200ct: c=1; 2 possible optimal curves: E1 E2 
+397200cv: c=1; optimal curve is E1
+397200db: c=1; optimal curve is E1
+397200dc: c=1; 2 possible optimal curves: E1 E2 
+397200de: c=1; 2 possible optimal curves: E1 E2 
+397200dh: c=1; 2 possible optimal curves: E1 E2 
+397200di: c=1; 2 possible optimal curves: E1 E2 
+397200dk: c=1; 2 possible optimal curves: E1 E2 
+397203b: c=1; 2 possible optimal curves: E1 E2 
+397205a: c=1; optimal curve is E1
+397206a: c=1; 2 possible optimal curves: E1 E2 
+397210a: c=1; optimal curve is E1
+397210c: c=1; optimal curve is E1
+397210h: c=1; optimal curve is E1
+397210k: c=1; optimal curve is E1
+397210l: c=1; optimal curve is E1
+397210n: c=1; optimal curve is E1
+397215i: c=1; optimal curve is E1
+397215j: c=1; 2 possible optimal curves: E1 E2 
+397215k: c=1; 3 possible optimal curves: E1 E2 E3 
+397215l: c=1; optimal curve is E1
+397215m: c=1; 2 possible optimal curves: E1 E2 
+397215n: c=1; optimal curve is E1
+397215o: c=1; optimal curve is E1
+397215p: c=1; 2 possible optimal curves: E1 E2 
+397215q: c=1; 2 possible optimal curves: E1 E2 
+397215r: c=1; 3 possible optimal curves: E1 E2 E3 
+397215w: c=1; 2 possible optimal curves: E1 E2 
+397215x: c=1; 2 possible optimal curves: E1 E2 
+397215y: c=1; 3 possible optimal curves: E1 E2 E3 
+397215ba: c=1; 3 possible optimal curves: E1 E2 E3 
+397215bb: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+397215bc: c=1; 3 possible optimal curves: E1 E2 E3 
+397215bd: c=1; 2 possible optimal curves: E1 E2 
+397215be: c=1; 2 possible optimal curves: E1 E2 
+397215bf: c=1; 3 possible optimal curves: E1 E2 E3 
+397215bg: c=1; optimal curve is E1
+397215bh: c=1; optimal curve is E1
+397218b: c=1; optimal curve is E1
+397222a: c=1; optimal curve is E1
+397230c: c=1; optimal curve is E1
+397230d: c=1; optimal curve is E1
+397232e: c=1; 2 possible optimal curves: E1 E2 
+397242g: c=1; optimal curve is E1
+397243f: c=1; 2 possible optimal curves: E1 E2 
+397243i: c=1; optimal curve is E1
+397243j: c=1; 3 possible optimal curves: E1 E2 E3 
+397245b: c=1; 3 possible optimal curves: E1 E2 E3 
+397245c: c=1; optimal curve is E1
+397245f: c=1; 2 possible optimal curves: E1 E2 
+397245g: c=1; 2 possible optimal curves: E1 E2 
+397248c: c=1; optimal curve is E1
+397248g: c=1; 2 possible optimal curves: E1 E2 
+397256a: c=1; optimal curve is E1
+397260d: c=1; optimal curve is E1
+397266f: c=1; optimal curve is E1
+397271b: c=1; 2 possible optimal curves: E1 E2 
+397280a: c=1; optimal curve is E1
+397280b: c=1; optimal curve is E1
+397280c: c=1; 2 possible optimal curves: E1 E2 
+397280d: c=1; optimal curve is E1
+397280e: c=1; optimal curve is E1
+397280f: c=1; 2 possible optimal curves: E1 E2 
+397290h: c=1; 3 possible optimal curves: E1 E2 E3 
+397290i: c=1; 3 possible optimal curves: E1 E2 E3 
+397290k: c=1; optimal curve is E1
+397290m: c=1; optimal curve is E1
+397290o: c=1; optimal curve is E1
+397290r: c=1; 2 possible optimal curves: E1 E2 
+397290s: c=1; 3 possible optimal curves: E1 E2 E3 
+397290t: c=1; 3 possible optimal curves: E1 E2 E3 
+397290x: c=1; optimal curve is E1
+397290y: c=1; 3 possible optimal curves: E1 E2 E3 
+397290ba: c=1; optimal curve is E1
+397290bc: c=1; optimal curve is E1
+397290bf: c=1; optimal curve is E1
+397290bg: c=1; 2 possible optimal curves: E1 E2 
+397290bi: c=1; 3 possible optimal curves: E1 E2 E3 
+397290bj: c=1; optimal curve is E1
+397290bm: c=1; 3 possible optimal curves: E1 E2 E3 
+397292b: c=1; 2 possible optimal curves: E1 E2 
+397293e: c=1; 2 possible optimal curves: E1 E2 
+397296g: c=1; optimal curve is E1
+397296ba: c=1; optimal curve is E1
+397296bd: c=1; optimal curve is E1
+397296bu: c=1; 2 possible optimal curves: E1 E2 
+397296ca: c=1; optimal curve is E1
+397296cc: c=1; 2 possible optimal curves: E1 E2 
+397300c: c=1; optimal curve is E1
+397300f: c=1; optimal curve is E1
+397300g: c=1; optimal curve is E1
+397302a: c=1; optimal curve is E1
+397302c: c=1; 2 possible optimal curves: E1 E2 
+397302k: c=1; 2 possible optimal curves: E1 E2 
+397306a: c=1; optimal curve is E1
+397306c: c=1; 2 possible optimal curves: E1 E2 
+397310a: c=1; optimal curve is E1
+397314a: c=1; 2 possible optimal curves: E1 E2 
+397320a: c=1; 3 possible optimal curves: E1 E2 E3 
+397320b: c=1; 2 possible optimal curves: E1 E2 
+397320c: c=1; 3 possible optimal curves: E1 E2 E3 
+397320d: c=1; optimal curve is E1
+397320e: c=1; 2 possible optimal curves: E1 E2 
+397320f: c=1; 2 possible optimal curves: E1 E2 
+397320g: c=1; 2 possible optimal curves: E1 E2 
+397320j: c=1; 2 possible optimal curves: E1 E2 
+397320k: c=1; optimal curve is E1
+397320m: c=1; 2 possible optimal curves: E1 E2 
+397320n: c=1; optimal curve is E1
+397320p: c=1; optimal curve is E1
+397320q: c=1; 3 possible optimal curves: E1 E2 E3 
+397320r: c=1; optimal curve is E1
+397320s: c=1; 3 possible optimal curves: E1 E2 E3 
+397320t: c=1; 2 possible optimal curves: E1 E2 
+397320u: c=1; optimal curve is E1
+397320v: c=1; 2 possible optimal curves: E1 E2 
+397320w: c=1; 3 possible optimal curves: E1 E2 E3 
+397320x: c=1; 2 possible optimal curves: E1 E2 
+397320y: c=1; optimal curve is E1
+397320z: c=1; 3 possible optimal curves: E1 E2 E3 
+397320ba: c=1; optimal curve is E1
+397320bb: c=1; 2 possible optimal curves: E1 E2 
+397320bc: c=1; 2 possible optimal curves: E1 E2 
+397320bd: c=1; 2 possible optimal curves: E1 E2 
+397320be: c=1; 2 possible optimal curves: E1 E2 
+397320bf: c=1; optimal curve is E1
+397320bg: c=1; optimal curve is E1
+397320bi: c=1; 2 possible optimal curves: E1 E2 
+397320bj: c=1; 2 possible optimal curves: E1 E2 
+397320bk: c=1; 3 possible optimal curves: E1 E2 E3 
+397320bl: c=1; 3 possible optimal curves: E1 E2 E3 
+397320bm: c=1; 2 possible optimal curves: E1 E2 
+397320bn: c=1; optimal curve is E1
+397320bo: c=1; optimal curve is E1
+397320bp: c=1; optimal curve is E1
+397320bq: c=1; 3 possible optimal curves: E1 E2 E3 
+397320bs: c=1; optimal curve is E1
+397320bt: c=1; optimal curve is E1
+397320bu: c=1; 2 possible optimal curves: E1 E2 
+397320bv: c=1; optimal curve is E1
+397320bw: c=1; 3 possible optimal curves: E1 E2 E3 
+397320bx: c=1; 2 possible optimal curves: E1 E2 
+397320by: c=1; 2 possible optimal curves: E1 E2 
+397320bz: c=1; 3 possible optimal curves: E1 E2 E3 
+397320ca: c=1; 2 possible optimal curves: E1 E2 
+397320cb: c=1; 3 possible optimal curves: E1 E2 E3 
+397320cc: c=1; 3 possible optimal curves: E1 E2 E3 
+397320ce: c=1; 2 possible optimal curves: E1 E2 
+397320cf: c=1; optimal curve is E1
+397320cg: c=1; 3 possible optimal curves: E1 E2 E3 
+397320ci: c=1; optimal curve is E1
+397320cj: c=1; optimal curve is E1
+397320ck: c=1; optimal curve is E1
+397320cl: c=1; 3 possible optimal curves: E1 E2 E3 
+397320cm: c=1; 2 possible optimal curves: E1 E2 
+397320co: c=1; 2 possible optimal curves: E1 E2 
+397320cp: c=1; 2 possible optimal curves: E1 E2 
+397320cq: c=1; 2 possible optimal curves: E1 E2 
+397320cr: c=1; 2 possible optimal curves: E1 E2 
+397320cs: c=1; optimal curve is E1
+397320ct: c=1; 3 possible optimal curves: E1 E2 E3 
+397320cu: c=1; 2 possible optimal curves: E1 E2 
+397320cw: c=1; optimal curve is E1
+397320cx: c=1; 2 possible optimal curves: E1 E2 
+397320cy: c=1; optimal curve is E1
+397320cz: c=1; 3 possible optimal curves: E1 E2 E3 
+397320da: c=1; 3 possible optimal curves: E1 E2 E3 
+397320db: c=1; 2 possible optimal curves: E1 E2 
+397320dd: c=1; optimal curve is E1
+397320de: c=1; 3 possible optimal curves: E1 E2 E3 
+397320df: c=1; 2 possible optimal curves: E1 E2 
+397320dg: c=1; 2 possible optimal curves: E1 E2 
+397320dh: c=1; 2 possible optimal curves: E1 E2 
+397320di: c=1; 2 possible optimal curves: E1 E2 
+397320dj: c=1; optimal curve is E1
+397325c: c=1; optimal curve is E1
+397328a: c=1; optimal curve is E1
+397334a: c=1; optimal curve is E1
+397334b: c=1; 2 possible optimal curves: E1 E2 
+397341f: c=1; optimal curve is E1
+397341i: c=1; 2 possible optimal curves: E1 E2 
+397341k: c=1; optimal curve is E1
+397341p: c=1; optimal curve is E1
+397341q: c=1; optimal curve is E1
+397341u: c=1; optimal curve is E1
+397341w: c=1; 3 possible optimal curves: E1 E2 E3 
+397341y: c=1; optimal curve is E1
+397341ba: c=1; optimal curve is E1
+397341bd: c=1; optimal curve is E1
+397341bf: c=1; optimal curve is E1
+397350c: c=1; optimal curve is E1
+397350e: c=1; optimal curve is E1
+397350h: c=1; 2 possible optimal curves: E1 E2 
+397350o: c=1; 2 possible optimal curves: E1 E2 
+397350q: c=1; 2 possible optimal curves: E1 E2 
+397350w: c=1; optimal curve is E1
+397350y: c=1; optimal curve is E1
+397350bd: c=1; 2 possible optimal curves: E1 E2 
+397350bi: c=1; optimal curve is E1
+397350br: c=1; 2 possible optimal curves: E1 E2 
+397350bt: c=1; 2 possible optimal curves: E1 E2 
+397350bz: c=1; optimal curve is E1
+397350ca: c=1; 2 possible optimal curves: E1 E2 
+397362d: c=1; 2 possible optimal curves: E1 E2 
+397365c: c=1; optimal curve is E1
+397366a: c=1; optimal curve is E1
+397371a: c=1; 3 possible optimal curves: E1 E2 E3 
+397371b: c=1; 2 possible optimal curves: E1 E2 
+397376b: c=1; 2 possible optimal curves: E1 E2 
+397376h: c=1; 2 possible optimal curves: E1 E2 
+397376i: c=1; 2 possible optimal curves: E1 E2 
+397376n: c=1; optimal curve is E1
+397380h: c=1; optimal curve is E1
+397380i: c=1; optimal curve is E1
+397383a: c=1; optimal curve is E1
+397390c: c=1; optimal curve is E1
+397390d: c=1; optimal curve is E1
+397390f: c=1; optimal curve is E1
+397392e: c=1; 2 possible optimal curves: E1 E2 
+397392j: c=1; 2 possible optimal curves: E1 E2 
+397392o: c=1; 2 possible optimal curves: E1 E2 
+397404a: c=1; 2 possible optimal curves: E1 E2 
+397404f: c=1; 2 possible optimal curves: E1 E2 
+397404l: c=1; 2 possible optimal curves: E1 E2 
+397404n: c=1; 2 possible optimal curves: E1 E2 
+397404q: c=1; 2 possible optimal curves: E1 E2 
+397410h: c=1; 2 possible optimal curves: E1 E2 
+397410i: c=1; 2 possible optimal curves: E1 E2 
+397410o: c=1; 3 possible optimal curves: E1 E2 E3 
+397417a: c=1; optimal curve is E1
+397417b: c=1; optimal curve is E1
+397420a: c=1; optimal curve is E1
+397422a: c=1; 2 possible optimal curves: E1 E2 
+397425c: c=1; 3 possible optimal curves: E1 E2 E3 
+397425l: c=1; 2 possible optimal curves: E1 E2 
+397426a: c=1; optimal curve is E1
+397430b: c=1; optimal curve is E1
+397430c: c=1; 2 possible optimal curves: E1 E2 
+397445a: c=1; optimal curve is E1
+397446c: c=1; 2 possible optimal curves: E1 E2 
+397446u: c=1; optimal curve is E1
+397449a: c=1; 2 possible optimal curves: E1 E2 
+397449b: c=1; optimal curve is E1
+397449c: c=1; 2 possible optimal curves: E1 E2 
+397449d: c=1; optimal curve is E1
+397449e: c=1; 2 possible optimal curves: E1 E2 
+397449f: c=1; 3 possible optimal curves: E1 E2 E3 
+397454a: c=1; optimal curve is E1
+397454c: c=1; 2 possible optimal curves: E1 E2 
+397458h: c=1; optimal curve is E1
+397458l: c=1; 2 possible optimal curves: E1 E2 
+397458m: c=1; 2 possible optimal curves: E1 E2 
+397461d: c=1; 2 possible optimal curves: E1 E2 
+397464a: c=1; optimal curve is E1
+397464c: c=1; 2 possible optimal curves: E1 E2 
+397470b: c=1; optimal curve is E1
+397470c: c=1; optimal curve is E1
+397470f: c=1; optimal curve is E1
+397470g: c=1; 2 possible optimal curves: E1 E2 
+397470h: c=1; 2 possible optimal curves: E1 E2 
+397470i: c=1; optimal curve is E1
+397474b: c=1; optimal curve is E1
+397474d: c=1; 2 possible optimal curves: E1 E2 
+397474e: c=1; optimal curve is E1
+397480c: c=1; 2 possible optimal curves: E1 E2 
+397482b: c=1; optimal curve is E1
+397485c: c=1; 2 possible optimal curves: E1 E2 
+397485d: c=1; optimal curve is E1
+397485l: c=1; optimal curve is E1
+397485q: c=1; optimal curve is E1
+397485v: c=1; optimal curve is E1
+397488c: c=1; optimal curve is E1
+397488o: c=1; 2 possible optimal curves: E1 E2 
+397488p: c=1; 2 possible optimal curves: E1 E2 
+397488y: c=1; 2 possible optimal curves: E1 E2 
+397488z: c=1; 3 possible optimal curves: E1 E2 E3 
+397488ba: c=1; optimal curve is E1
+397488bb: c=1; 3 possible optimal curves: E1 E2 E3 
+397488bh: c=1; 2 possible optimal curves: E1 E2 
+397488bi: c=1; optimal curve is E1
+397488bo: c=1; 2 possible optimal curves: E1 E2 
+397488bp: c=1; 2 possible optimal curves: E1 E2 
+397488bt: c=1; 3 possible optimal curves: E1 E2 E3 
+397488bx: c=1; optimal curve is E1
+397488cg: c=1; 2 possible optimal curves: E1 E2 
+397488cj: c=1; optimal curve is E1
+397488ck: c=1; 2 possible optimal curves: E1 E2 
+397488cl: c=1; optimal curve is E1
+397488cm: c=1; 2 possible optimal curves: E1 E2 
+397488cn: c=1; optimal curve is E1
+397488co: c=1; optimal curve is E1
+397488cq: c=1; 2 possible optimal curves: E1 E2 
+397488cs: c=1; optimal curve is E1
+397488ct: c=1; optimal curve is E1
+397488cu: c=1; 2 possible optimal curves: E1 E2 
+397488cv: c=1; optimal curve is E1
+397488cw: c=1; optimal curve is E1
+397488cx: c=1; 2 possible optimal curves: E1 E2 
+397488di: c=1; optimal curve is E1
+397488dn: c=1; optimal curve is E1
+397488dp: c=1; optimal curve is E1
+397488dq: c=1; optimal curve is E1
+397488dr: c=1; 3 possible optimal curves: E1 E2 E3 
+397488dv: c=1; 2 possible optimal curves: E1 E2 
+397488dw: c=1; 2 possible optimal curves: E1 E2 
+397488dz: c=1; 3 possible optimal curves: E1 E2 E3 
+397488eb: c=1; 3 possible optimal curves: E1 E2 E3 
+397488eg: c=1; 2 possible optimal curves: E1 E2 
+397488eh: c=1; 3 possible optimal curves: E1 E2 E3 
+397488ei: c=1; optimal curve is E1
+397488ew: c=1; 2 possible optimal curves: E1 E2 
+397488ey: c=1; optimal curve is E1
+397488fc: c=1; 2 possible optimal curves: E1 E2 
+397488ff: c=1; optimal curve is E1
+397488fg: c=1; 2 possible optimal curves: E1 E2 
+397488fh: c=1; 2 possible optimal curves: E1 E2 
+397488fk: c=1; optimal curve is E1
+397488fm: c=1; 2 possible optimal curves: E1 E2 
+397488fp: c=1; optimal curve is E1
+397488fw: c=1; 2 possible optimal curves: E1 E2 
+397488ga: c=1; 2 possible optimal curves: E1 E2 
+397488gb: c=1; optimal curve is E1
+397488ge: c=1; optimal curve is E1
+397488gf: c=1; optimal curve is E1
+397488gg: c=1; 3 possible optimal curves: E1 E2 E3 
+397488gh: c=1; optimal curve is E1
+397488gj: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+397488gk: c=1; 2 possible optimal curves: E1 E3 
+397488gl: c=1; 2 possible optimal curves: E1 E2 
+397488gq: c=1; optimal curve is E1
+397488gr: c=1; 3 possible optimal curves: E1 E2 E3 
+397488gs: c=1; 2 possible optimal curves: E1 E2 
+397488gt: c=1; optimal curve is E1
+397488hg: c=1; 2 possible optimal curves: E1 E2 
+397488hi: c=1; optimal curve is E1
+397488hk: c=1; 2 possible optimal curves: E1 E2 
+397488hl: c=1; optimal curve is E1
+397488hm: c=1; optimal curve is E1
+397488ho: c=1; optimal curve is E1
+397488hp: c=1; optimal curve is E1
+397488hq: c=1; optimal curve is E1
+397488hr: c=1; optimal curve is E1
+397488hs: c=1; 2 possible optimal curves: E1 E2 
+397488ht: c=1; 2 possible optimal curves: E1 E2 
+397488hu: c=1; 2 possible optimal curves: E1 E2 
+397488hv: c=1; 2 possible optimal curves: E1 E2 
+397488hw: c=1; 2 possible optimal curves: E1 E2 
+397488hx: c=1; optimal curve is E1
+397488hy: c=1; 2 possible optimal curves: E1 E2 
+397488hz: c=1; optimal curve is E1
+397488ia: c=1; optimal curve is E1
+397488ib: c=1; optimal curve is E1
+397488ic: c=1; optimal curve is E1
+397488ie: c=1; 2 possible optimal curves: E1 E2 
+397488if: c=1; optimal curve is E1
+397488ir: c=1; 3 possible optimal curves: E1 E2 E3 
+397488is: c=1; optimal curve is E1
+397488it: c=1; optimal curve is E1
+397488iu: c=1; 2 possible optimal curves: E1 E2 
+397488ja: c=1; 3 possible optimal curves: E1 E2 E3 
+397488jb: c=1; 2 possible optimal curves: E1 E3 
+397488jc: c=1; optimal curve is E1
+397488jd: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+397488je: c=1; optimal curve is E1
+397488jj: c=1; 3 possible optimal curves: E1 E2 E3 
+397488jk: c=1; optimal curve is E1
+397488jl: c=1; 2 possible optimal curves: E1 E2 
+397488jp: c=1; 2 possible optimal curves: E1 E2 
+397488js: c=1; optimal curve is E1
+397488jt: c=1; optimal curve is E1
+397488ju: c=1; optimal curve is E1
+397488ka: c=1; optimal curve is E1
+397488ke: c=1; 2 possible optimal curves: E1 E2 
+397488kg: c=1; optimal curve is E1
+397495f: c=1; optimal curve is E1
+397506d: c=1; optimal curve is E1
+397510a: c=1; 2 possible optimal curves: E1 E2 
+397512b: c=1; optimal curve is E1
+397512j: c=1; 2 possible optimal curves: E1 E2 
+397512k: c=1; 2 possible optimal curves: E1 E2 
+397515a: c=1; optimal curve is E1
+397518a: c=1; 2 possible optimal curves: E1 E2 
+397518c: c=1; 2 possible optimal curves: E1 E2 
+397518t: c=1; 3 possible optimal curves: E1 E2 E3 
+397520a: c=1; optimal curve is E1
+397520b: c=1; optimal curve is E1
+397520c: c=1; 2 possible optimal curves: E1 E2 
+397522a: c=1; optimal curve is E1
+397524c: c=1; 2 possible optimal curves: E1 E2 
+397530d: c=1; optimal curve is E1
+397530f: c=1; optimal curve is E1
+397530g: c=1; 2 possible optimal curves: E1 E3 
+397530h: c=1; optimal curve is E1
+397530p: c=1; optimal curve is E1
+397530q: c=1; 2 possible optimal curves: E1 E2 
+397530t: c=1; 2 possible optimal curves: E1 E2 
+397530u: c=1; optimal curve is E1
+397530v: c=1; optimal curve is E1
+397530x: c=1; optimal curve is E1
+397530z: c=1; optimal curve is E1
+397530ba: c=1; 2 possible optimal curves: E1 E2 
+397530bd: c=1; optimal curve is E1
+397530be: c=1; 2 possible optimal curves: E1 E2 
+397536e: c=1; 2 possible optimal curves: E1 E2 
+397536f: c=1; 2 possible optimal curves: E1 E2 
+397536k: c=1; 2 possible optimal curves: E1 E2 
+397536l: c=1; 2 possible optimal curves: E1 E2 
+397540b: c=1; optimal curve is E1
+397540c: c=1; 2 possible optimal curves: E1 E2 
+397540d: c=1; 2 possible optimal curves: E1 E2 
+397540f: c=1; optimal curve is E1
+397540i: c=1; 2 possible optimal curves: E1 E2 
+397552a: c=1; 2 possible optimal curves: E1 E2 
+397554b: c=1; 2 possible optimal curves: E1 E2 
+397560c: c=1; optimal curve is E1
+397560d: c=1; 2 possible optimal curves: E1 E2 
+397562b: c=1; 2 possible optimal curves: E1 E2 
+397562c: c=1; 2 possible optimal curves: E1 E2 
+397566c: c=1; optimal curve is E1
+397570d: c=1; 2 possible optimal curves: E1 E2 
+397570e: c=1; 3 possible optimal curves: E1 E2 E3 
+397574b: c=1; 2 possible optimal curves: E1 E2 
+397576a: c=1; 2 possible optimal curves: E1 E2 
+397577a: c=1; 2 possible optimal curves: E1 E2 
+397578a: c=1; 2 possible optimal curves: E1 E2 
+397578e: c=1; 2 possible optimal curves: E1 E2 
+397578f: c=1; optimal curve is E1
+397578g: c=1; 2 possible optimal curves: E1 E2 
+397578j: c=1; 3 possible optimal curves: E1 E2 E3 
+397578q: c=1; 2 possible optimal curves: E1 E2 
+397578r: c=1; optimal curve is E1
+397578s: c=1; 2 possible optimal curves: E1 E2 
+397582a: c=1; optimal curve is E1
+397584a: c=1; optimal curve is E1
+397584g: c=1; 2 possible optimal curves: E1 E2 
+397584h: c=1; optimal curve is E1
+397584i: c=1; optimal curve is E1
+397584j: c=1; optimal curve is E1
+397584k: c=1; optimal curve is E1
+397584l: c=1; optimal curve is E1
+397584o: c=1; optimal curve is E1
+397584p: c=1; optimal curve is E1
+397584s: c=1; optimal curve is E1
+397584t: c=1; optimal curve is E1
+397584u: c=1; optimal curve is E1
+397584v: c=1; optimal curve is E1
+397584x: c=1; optimal curve is E1
+397584bb: c=1; 2 possible optimal curves: E1 E2 
+397584bc: c=1; optimal curve is E1
+397584bd: c=1; optimal curve is E1
+397584bk: c=1; optimal curve is E1
+397584bl: c=1; optimal curve is E1
+397584bm: c=1; optimal curve is E1
+397584bn: c=1; optimal curve is E1
+397584bo: c=1; 3 possible optimal curves: E1 E2 E3 
+397584bp: c=1; 2 possible optimal curves: E1 E2 
+397584bq: c=1; optimal curve is E1
+397584br: c=1; 2 possible optimal curves: E1 E2 
+397584bs: c=1; optimal curve is E1
+397584bv: c=1; optimal curve is E1
+397584bx: c=1; optimal curve is E1
+397586b: c=1; optimal curve is E1
+397590b: c=1; 2 possible optimal curves: E1 E2 
+397590c: c=1; optimal curve is E1
+397590e: c=1; 2 possible optimal curves: E1 E2 
+397590f: c=1; optimal curve is E1
+397590g: c=1; optimal curve is E1
+397590h: c=1; optimal curve is E1
+397590i: c=1; optimal curve is E1
+397590k: c=1; optimal curve is E1
+397590l: c=1; optimal curve is E1
+397590m: c=1; optimal curve is E1
+397590o: c=1; optimal curve is E1
+397590p: c=1; optimal curve is E1
+397590r: c=1; 2 possible optimal curves: E1 E2 
+397592a: c=1; 2 possible optimal curves: E1 E2 
+397596d: c=1; optimal curve is E1
+397600e: c=1; 2 possible optimal curves: E1 E2 
+397600r: c=1; 2 possible optimal curves: E1 E2 
+397600u: c=1; 2 possible optimal curves: E1 E2 
+397600v: c=1; 2 possible optimal curves: E1 E2 
+397600w: c=1; 2 possible optimal curves: E1 E2 
+397600x: c=1; 2 possible optimal curves: E1 E2 
+397600y: c=1; 2 possible optimal curves: E1 E2 
+397600z: c=1; 2 possible optimal curves: E1 E2 
+397600bc: c=1; 2 possible optimal curves: E1 E2 
+397600bp: c=1; 2 possible optimal curves: E1 E2 
+397602c: c=1; optimal curve is E1
+397602g: c=1; optimal curve is E1
+397602h: c=1; 2 possible optimal curves: E1 E2 
+397602l: c=1; optimal curve is E1
+397605b: c=1; 3 possible optimal curves: E1 E2 E3 
+397606f: c=1; optimal curve is E1
+397606q: c=1; 2 possible optimal curves: E1 E2 
+397610b: c=1; optimal curve is E1
+397610d: c=1; optimal curve is E1
+397614f: c=1; 2 possible optimal curves: E1 E2 
+397614h: c=1; 2 possible optimal curves: E1 E2 
+397615c: c=1; optimal curve is E1
+397617a: c=1; 2 possible optimal curves: E1 E2 
+397620g: c=1; optimal curve is E1
+397620h: c=1; optimal curve is E1
+397620j: c=1; 2 possible optimal curves: E1 E2 
+397620l: c=1; 2 possible optimal curves: E1 E2 
+397620m: c=1; optimal curve is E1
+397620t: c=1; optimal curve is E1
+397620u: c=1; optimal curve is E1
+397620w: c=1; optimal curve is E1
+397630b: c=1; 2 possible optimal curves: E1 E2 
+397632n: c=1; optimal curve is E1
+397632bf: c=1; 2 possible optimal curves: E1 E2 
+397632cg: c=1; 2 possible optimal curves: E1 E2 
+397632cq: c=1; 2 possible optimal curves: E1 E2 
+397635a: c=1; 3 possible optimal curves: E1 E2 E3 
+397635c: c=1; 2 possible optimal curves: E1 E2 
+397635d: c=1; 2 possible optimal curves: E1 E2 
+397635k: c=1; 2 possible optimal curves: E1 E2 
+397635l: c=1; optimal curve is E1
+397635n: c=1; 3 possible optimal curves: E1 E2 E3 
+397635o: c=1; optimal curve is E1
+397638a: c=1; optimal curve is E1
+397647f: c=1; 2 possible optimal curves: E1 E2 
+397648a: c=1; optimal curve is E1
+397648d: c=1; 3 possible optimal curves: E1 E2 E3 
+397650c: c=1; optimal curve is E1
+397650h: c=1; optimal curve is E1
+397650k: c=1; optimal curve is E1
+397650l: c=1; 2 possible optimal curves: E1 E2 
+397650n: c=1; optimal curve is E1
+397650o: c=1; optimal curve is E1
+397650p: c=1; optimal curve is E1
+397650q: c=1; 2 possible optimal curves: E1 E2 
+397650s: c=1; optimal curve is E1
+397650bd: c=1; 2 possible optimal curves: E1 E2 
+397650bi: c=1; optimal curve is E1
+397650bj: c=1; 2 possible optimal curves: E1 E2 
+397650bm: c=1; optimal curve is E1
+397650bs: c=1; optimal curve is E1
+397650bt: c=1; optimal curve is E1
+397650bu: c=1; optimal curve is E1
+397650bv: c=1; optimal curve is E1
+397650bx: c=1; 2 possible optimal curves: E1 E2 
+397650ca: c=1; 2 possible optimal curves: E1 E2 
+397650cb: c=1; optimal curve is E1
+397650cf: c=1; optimal curve is E1
+397650ci: c=1; optimal curve is E1
+397650cm: c=1; optimal curve is E1
+397650cn: c=1; 2 possible optimal curves: E1 E2 
+397662c: c=1; 2 possible optimal curves: E1 E2 
+397662d: c=1; 2 possible optimal curves: E1 E2 
+397662e: c=1; 2 possible optimal curves: E1 E2 
+397664a: c=1; 2 possible optimal curves: E1 E2 
+397664d: c=1; optimal curve is E1
+397664e: c=1; 2 possible optimal curves: E1 E2 
+397664h: c=1; optimal curve is E1
+397666e: c=1; 2 possible optimal curves: E1 E2 
+397670a: c=1; 2 possible optimal curves: E1 E2 
+397670b: c=1; 2 possible optimal curves: E1 E2 
+397670c: c=1; optimal curve is E1
+397670d: c=1; optimal curve is E1
+397670e: c=1; optimal curve is E1
+397670f: c=1; 3 possible optimal curves: E1 E2 E3 
+397670g: c=1; optimal curve is E1
+397670h: c=1; optimal curve is E1
+397670i: c=1; optimal curve is E1
+397670j: c=1; optimal curve is E1
+397670k: c=1; optimal curve is E1
+397670l: c=1; optimal curve is E1
+397670n: c=1; optimal curve is E1
+397670o: c=1; 2 possible optimal curves: E1 E2 
+397670p: c=1; optimal curve is E1
+397670q: c=1; optimal curve is E1
+397670r: c=1; 2 possible optimal curves: E1 E2 
+397670s: c=1; optimal curve is E1
+397670t: c=1; optimal curve is E1
+397670u: c=1; 3 possible optimal curves: E1 E2 E3 
+397670v: c=1; optimal curve is E1
+397670w: c=1; 3 possible optimal curves: E1 E2 E3 
+397670x: c=1; optimal curve is E1
+397670y: c=1; optimal curve is E1
+397670ba: c=1; optimal curve is E1
+397670bb: c=1; optimal curve is E1
+397670bc: c=1; optimal curve is E1
+397670bd: c=1; optimal curve is E1
+397670be: c=1; optimal curve is E1
+397670bf: c=1; optimal curve is E1
+397677e: c=1; 2 possible optimal curves: E1 E2 
+397677f: c=1; optimal curve is E1
+397677g: c=1; 2 possible optimal curves: E1 E2 
+397680a: c=1; optimal curve is E1
+397680g: c=1; optimal curve is E1
+397683f: c=1; 2 possible optimal curves: E1 E2 
+397683g: c=1; optimal curve is E1
+397684a: c=1; optimal curve is E1
+397686f: c=1; 3 possible optimal curves: E1 E2 E3 
+397689a: c=1; optimal curve is E1
+397696a: c=1; 2 possible optimal curves: E1 E2 
+397696b: c=1; optimal curve is E1
+397696c: c=1; 2 possible optimal curves: E1 E2 
+397696d: c=1; optimal curve is E1
+397698c: c=1; 2 possible optimal curves: E1 E2 
+397698f: c=1; optimal curve is E1
+397698g: c=1; optimal curve is E1
+397698h: c=1; 2 possible optimal curves: E1 E2 
+397698p: c=1; 2 possible optimal curves: E1 E2 
+397698t: c=1; optimal curve is E1
+397700a: c=1; optimal curve is E1
+397700e: c=1; optimal curve is E1
+397700h: c=1; optimal curve is E1
+397704a: c=1; optimal curve is E1
+397704b: c=1; 2 possible optimal curves: E1 E2 
+397704c: c=1; 2 possible optimal curves: E1 E2 
+397704e: c=1; 3 possible optimal curves: E1 E2 E3 
+397704g: c=1; optimal curve is E1
+397706a: c=1; 2 possible optimal curves: E1 E2 
+397707b: c=1; optimal curve is E1
+397710c: c=1; optimal curve is E1
+397710m: c=1; optimal curve is E1
+397712o: c=1; 2 possible optimal curves: E1 E2 
+397716a: c=1; 2 possible optimal curves: E1 E2 
+397720c: c=1; optimal curve is E1
+397720d: c=1; 2 possible optimal curves: E1 E2 
+397722i: c=1; 2 possible optimal curves: E1 E2 
+397722l: c=1; optimal curve is E1
+397722n: c=1; 2 possible optimal curves: E1 E2 
+397730b: c=1; 2 possible optimal curves: E1 E2 
+397733b: c=1; 2 possible optimal curves: E1 E2 
+397734a: c=1; 3 possible optimal curves: E1 E2 E3 
+397734b: c=1; optimal curve is E1
+397735b: c=1; 2 possible optimal curves: E1 E2 
+397736b: c=1; 2 possible optimal curves: E1 E2 
+397749f: c=1; optimal curve is E1
+397749g: c=1; 3 possible optimal curves: E1 E2 E3 
+397752a: c=1; 2 possible optimal curves: E1 E2 
+397760f: c=1; 2 possible optimal curves: E1 E2 
+397760g: c=1; optimal curve is E1
+397760h: c=1; 2 possible optimal curves: E1 E2 
+397760i: c=1; 2 possible optimal curves: E1 E2 
+397760k: c=1; 2 possible optimal curves: E1 E2 
+397760l: c=1; optimal curve is E1
+397760n: c=1; optimal curve is E1
+397760q: c=1; 2 possible optimal curves: E1 E2 
+397760r: c=1; optimal curve is E1
+397760t: c=1; optimal curve is E1
+397760u: c=1; optimal curve is E1
+397760w: c=1; optimal curve is E1
+397760x: c=1; optimal curve is E1
+397760z: c=1; optimal curve is E1
+397760bb: c=1; optimal curve is E1
+397760bc: c=1; 3 possible optimal curves: E1 E2 E3 
+397760be: c=1; optimal curve is E1
+397760bg: c=1; 2 possible optimal curves: E1 E2 
+397760bj: c=1; 2 possible optimal curves: E1 E2 
+397760bl: c=1; 2 possible optimal curves: E1 E2 
+397760bm: c=1; optimal curve is E1
+397760bp: c=1; 2 possible optimal curves: E1 E2 
+397760br: c=1; optimal curve is E1
+397760bs: c=1; optimal curve is E1
+397761b: c=1; 3 possible optimal curves: E1 E2 E3 
+397761e: c=1; optimal curve is E1
+397761f: c=1; optimal curve is E1
+397782a: c=1; optimal curve is E1
+397782b: c=1; optimal curve is E1
+397782d: c=1; optimal curve is E1
+397782l: c=1; optimal curve is E1
+397782n: c=1; optimal curve is E1
+397782p: c=1; optimal curve is E1
+397782bb: c=1; optimal curve is E1
+397782bc: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+397782bi: c=1; optimal curve is E1
+397782bv: c=1; optimal curve is E1
+397782bw: c=1; 2 possible optimal curves: E1 E2 
+397782ca: c=1; optimal curve is E1
+397782ce: c=1; optimal curve is E1
+397782cj: c=1; optimal curve is E1
+397782ck: c=1; optimal curve is E1
+397782cq: c=1; optimal curve is E1
+397782cw: c=1; 3 possible optimal curves: E1 E2 E3 
+397782cx: c=1; optimal curve is E1
+397782cy: c=1; 2 possible optimal curves: E1 E2 
+397782dk: c=1; 2 possible optimal curves: E1 E2 
+397782dm: c=1; optimal curve is E1
+397782dq: c=1; 2 possible optimal curves: E1 E2 
+397782ds: c=1; 2 possible optimal curves: E1 E2 
+397782dt: c=1; optimal curve is E1
+397782du: c=1; 2 possible optimal curves: E1 E2 
+397782dv: c=1; optimal curve is E1
+397782dw: c=1; optimal curve is E1
+397782dx: c=1; 2 possible optimal curves: E1 E3 
+397782dz: c=1; optimal curve is E1
+397782eb: c=1; 2 possible optimal curves: E1 E2 
+397782ec: c=1; 2 possible optimal curves: E1 E2 
+397782ek: c=1; optimal curve is E1
+397782em: c=1; 3 possible optimal curves: E1 E2 E3 
+397782en: c=1; 3 possible optimal curves: E1 E2 E3 
+397782eq: c=1; 2 possible optimal curves: E1 E2 
+397782er: c=1; optimal curve is E1
+397782eu: c=1; 2 possible optimal curves: E1 E2 
+397789a: c=1; optimal curve is E1
+397793b: c=1; 2 possible optimal curves: E1 E2 
+397793e: c=1; 2 possible optimal curves: E1 E2 
+397794f: c=1; 3 possible optimal curves: E1 E2 E3 
+397800d: c=1; optimal curve is E1
+397800e: c=1; 3 possible optimal curves: E1 E2 E3 
+397800f: c=1; 3 possible optimal curves: E1 E2 E3 
+397800i: c=1; optimal curve is E1
+397800j: c=1; 3 possible optimal curves: E1 E2 E3 
+397800k: c=1; 2 possible optimal curves: E1 E2 
+397800l: c=1; 2 possible optimal curves: E1 E2 
+397800o: c=1; optimal curve is E1
+397800v: c=1; optimal curve is E1
+397800w: c=1; 2 possible optimal curves: E1 E2 
+397800x: c=1; optimal curve is E1
+397800z: c=1; 2 possible optimal curves: E1 E2 
+397800bc: c=1; optimal curve is E1
+397800bd: c=1; 2 possible optimal curves: E1 E2 
+397800bg: c=1; 2 possible optimal curves: E1 E2 
+397800bh: c=1; 2 possible optimal curves: E1 E2 
+397800bj: c=1; optimal curve is E1
+397800bk: c=1; optimal curve is E1
+397800bl: c=1; optimal curve is E1
+397800bm: c=1; optimal curve is E1
+397800bn: c=1; optimal curve is E1
+397800bp: c=1; optimal curve is E1
+397800bq: c=1; 2 possible optimal curves: E1 E2 
+397800bu: c=1; optimal curve is E1
+397800bz: c=1; 2 possible optimal curves: E1 E2 
+397800ca: c=1; 3 possible optimal curves: E1 E2 E3 
+397800cb: c=1; 3 possible optimal curves: E1 E2 E3 
+397800cc: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+397800cd: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+397800ce: c=1; 3 possible optimal curves: E1 E2 E3 
+397800cf: c=1; 3 possible optimal curves: E1 E2 E3 
+397800cg: c=1; optimal curve is E1
+397800ch: c=1; 2 possible optimal curves: E1 E2 
+397800ci: c=1; 2 possible optimal curves: E1 E2 
+397800cj: c=1; 2 possible optimal curves: E1 E2 
+397800cr: c=1; optimal curve is E1
+397800ct: c=1; optimal curve is E1
+397800cu: c=1; optimal curve is E1
+397800cv: c=1; 2 possible optimal curves: E1 E2 
+397800cx: c=1; optimal curve is E1
+397800cy: c=1; optimal curve is E1
+397800cz: c=1; optimal curve is E1
+397800dc: c=1; 2 possible optimal curves: E1 E2 
+397800dd: c=1; 2 possible optimal curves: E1 E2 
+397800df: c=1; 2 possible optimal curves: E1 E2 
+397800dg: c=1; optimal curve is E1
+397800dh: c=1; optimal curve is E1
+397800di: c=1; optimal curve is E1
+397800dt: c=1; 3 possible optimal curves: E1 E2 E3 
+397800dv: c=1; optimal curve is E1
+397800dx: c=1; 3 possible optimal curves: E1 E2 E3 
+397800dy: c=1; 3 possible optimal curves: E1 E2 E3 
+397800dz: c=1; optimal curve is E1
+397800ed: c=1; 2 possible optimal curves: E1 E2 
+397800ee: c=1; 3 possible optimal curves: E1 E2 E3 
+397800ef: c=1; 3 possible optimal curves: E1 E2 E3 
+397803b: c=1; 2 possible optimal curves: E1 E2 
+397808c: c=1; 2 possible optimal curves: E1 E2 
+397808d: c=1; 2 possible optimal curves: E1 E2 
+397815a: c=1; optimal curve is E1
+397815b: c=1; 2 possible optimal curves: E1 E2 
+397815d: c=1; optimal curve is E1
+397831a: c=1; 2 possible optimal curves: E1 E2 
+397836c: c=1; 2 possible optimal curves: E1 E2 
+397839d: c=1; optimal curve is E1
+397839e: c=1; 3 possible optimal curves: E1 E2 E3 
+397839f: c=1; 2 possible optimal curves: E1 E2 
+397848g: c=1; optimal curve is E1
+397848m: c=1; optimal curve is E1
+397848n: c=1; 2 possible optimal curves: E1 E2 
+397848o: c=1; optimal curve is E1
+397848bd: c=1; optimal curve is E1
+397848bh: c=1; 2 possible optimal curves: E1 E2 
+397848bn: c=1; optimal curve is E1
+397850k: c=1; optimal curve is E1
+397850n: c=1; optimal curve is E1
+397851b: c=1; 3 possible optimal curves: E1 E2 E3 
+397854a: c=1; optimal curve is E1
+397854b: c=1; 2 possible optimal curves: E1 E2 
+397854e: c=1; 2 possible optimal curves: E1 E2 
+397854h: c=1; 3 possible optimal curves: E1 E2 E3 
+397854s: c=1; 3 possible optimal curves: E1 E2 E3 
+397854v: c=1; 2 possible optimal curves: E1 E2 
+397854w: c=1; 2 possible optimal curves: E1 E2 
+397854z: c=1; optimal curve is E1
+397854ba: c=1; 2 possible optimal curves: E1 E2 
+397854bf: c=1; 2 possible optimal curves: E1 E2 
+397854bg: c=1; 2 possible optimal curves: E1 E2 
+397854bi: c=1; optimal curve is E1
+397854bj: c=1; 2 possible optimal curves: E1 E2 
+397854bk: c=1; 2 possible optimal curves: E1 E2 
+397854bl: c=1; optimal curve is E1
+397854bq: c=1; optimal curve is E1
+397854br: c=1; optimal curve is E1
+397854bs: c=1; 2 possible optimal curves: E1 E2 
+397854bt: c=1; optimal curve is E1
+397854bw: c=1; 2 possible optimal curves: E1 E2 
+397854bx: c=1; 2 possible optimal curves: E1 E2 
+397854by: c=1; 2 possible optimal curves: E1 E2 
+397854bz: c=1; 2 possible optimal curves: E1 E2 
+397854ca: c=1; 2 possible optimal curves: E1 E2 
+397854cd: c=1; 2 possible optimal curves: E1 E2 
+397854ck: c=1; 2 possible optimal curves: E1 E2 
+397854cl: c=1; 2 possible optimal curves: E1 E2 
+397860a: c=1; 2 possible optimal curves: E1 E2 
+397860b: c=1; optimal curve is E1
+397860c: c=1; 2 possible optimal curves: E1 E2 
+397860d: c=1; 2 possible optimal curves: E1 E2 
+397860e: c=1; 2 possible optimal curves: E1 E2 
+397860f: c=1; optimal curve is E1
+397860g: c=1; optimal curve is E1
+397860k: c=1; 2 possible optimal curves: E1 E2 
+397860l: c=1; 2 possible optimal curves: E1 E2 
+397860m: c=1; 2 possible optimal curves: E1 E2 
+397860n: c=1; optimal curve is E1
+397870a: c=1; optimal curve is E1
+397873a: c=1; optimal curve is E1
+397878b: c=1; 2 possible optimal curves: E1 E2 
+397878e: c=1; optimal curve is E1
+397878f: c=1; optimal curve is E1
+397884a: c=1; 2 possible optimal curves: E1 E2 
+397890g: c=1; optimal curve is E1
+397890h: c=1; optimal curve is E1
+397890k: c=1; optimal curve is E1
+397896d: c=1; optimal curve is E1
+397900a: c=1; optimal curve is E1
+397900i: c=1; optimal curve is E1
+397902d: c=1; optimal curve is E1
+397902e: c=1; 2 possible optimal curves: E1 E2 
+397902g: c=1; optimal curve is E1
+397902i: c=1; optimal curve is E1
+397902k: c=1; 2 possible optimal curves: E1 E2 
+397902l: c=1; 2 possible optimal curves: E1 E2 
+397902m: c=1; 2 possible optimal curves: E1 E2 
+397902q: c=1; 2 possible optimal curves: E1 E2 
+397902r: c=1; optimal curve is E1
+397908c: c=1; 2 possible optimal curves: E1 E2 
+397910c: c=1; 2 possible optimal curves: E1 E2 
+397914c: c=1; optimal curve is E1
+397915b: c=1; optimal curve is E1
+397915d: c=1; optimal curve is E1
+397915e: c=1; 2 possible optimal curves: E1 E2 
+397917b: c=1; optimal curve is E1
+397917c: c=1; optimal curve is E1
+397917d: c=1; optimal curve is E1
+397917i: c=1; 2 possible optimal curves: E1 E2 
+397919a: c=1; 2 possible optimal curves: E1 E2 
+397919b: c=1; 2 possible optimal curves: E1 E2 
+397920b: c=1; optimal curve is E1
+397920d: c=1; optimal curve is E1
+397920n: c=1; optimal curve is E1
+397920p: c=1; 2 possible optimal curves: E1 E2 
+397922b: c=1; 2 possible optimal curves: E1 E2 
+397923a: c=1; 2 possible optimal curves: E1 E2 
+397923b: c=1; optimal curve is E1
+397923c: c=1; optimal curve is E1
+397923d: c=1; optimal curve is E1
+397923e: c=1; 2 possible optimal curves: E1 E2 
+397923g: c=1; optimal curve is E1
+397930b: c=1; optimal curve is E1
+397930d: c=1; optimal curve is E1
+397930e: c=1; optimal curve is E1
+397930g: c=1; optimal curve is E1
+397935d: c=1; optimal curve is E1
+397935e: c=1; 3 possible optimal curves: E1 E2 E3 
+397935p: c=1; 2 possible optimal curves: E1 E2 
+397936f: c=1; optimal curve is E1
+397936i: c=1; optimal curve is E1
+397936o: c=1; 2 possible optimal curves: E1 E2 
+397936p: c=1; optimal curve is E1
+397936r: c=1; 2 possible optimal curves: E1 E2 
+397936t: c=1; 2 possible optimal curves: E1 E2 
+397936ba: c=1; 3 possible optimal curves: E1 E2 E3 
+397936bb: c=1; 3 possible optimal curves: E1 E2 E3 
+397936be: c=1; 3 possible optimal curves: E1 E2 E3 
+397936bf: c=1; optimal curve is E1
+397936bs: c=1; 2 possible optimal curves: E1 E3 
+397936bt: c=1; 2 possible optimal curves: E1 E2 
+397936bu: c=1; 2 possible optimal curves: E1 E2 
+397936bv: c=1; 2 possible optimal curves: E1 E2 
+397936by: c=1; optimal curve is E1
+397936bz: c=1; 2 possible optimal curves: E1 E2 
+397936cb: c=1; 2 possible optimal curves: E1 E2 
+397938b: c=1; 2 possible optimal curves: E1 E2 
+397938e: c=1; 2 possible optimal curves: E1 E2 
+397940b: c=1; optimal curve is E1
+397947d: c=1; optimal curve is E1
+397950a: c=1; 2 possible optimal curves: E1 E2 
+397950d: c=1; optimal curve is E1
+397950e: c=1; optimal curve is E1
+397950f: c=1; optimal curve is E1
+397950h: c=1; 3 possible optimal curves: E1 E2 E3 
+397950i: c=1; 2 possible optimal curves: E1 E2 
+397950k: c=1; 2 possible optimal curves: E1 E2 
+397950o: c=1; 2 possible optimal curves: E1 E2 
+397950q: c=1; 2 possible optimal curves: E1 E2 
+397950r: c=1; 2 possible optimal curves: E1 E2 
+397950s: c=1; optimal curve is E1
+397950x: c=1; 2 possible optimal curves: E1 E2 
+397950be: c=1; 3 possible optimal curves: E1 E2 E3 
+397950bg: c=1; optimal curve is E1
+397950bi: c=1; optimal curve is E1
+397950bm: c=1; 2 possible optimal curves: E1 E2 
+397950bn: c=1; 2 possible optimal curves: E1 E2 
+397950bq: c=1; 2 possible optimal curves: E1 E2 
+397950br: c=1; 2 possible optimal curves: E1 E2 
+397950bw: c=1; 2 possible optimal curves: E1 E2 
+397950bx: c=1; 3 possible optimal curves: E1 E2 E3 
+397950by: c=1; optimal curve is E1
+397950bz: c=1; 2 possible optimal curves: E1 E2 
+397950ce: c=1; 2 possible optimal curves: E1 E2 
+397950ck: c=1; 2 possible optimal curves: E1 E2 
+397955a: c=1; 2 possible optimal curves: E1 E2 
+397955b: c=1; 2 possible optimal curves: E1 E2 
+397958a: c=1; optimal curve is E1
+397960b: c=1; optimal curve is E1
+397964b: c=1; optimal curve is E1
+397968a: c=1; optimal curve is E1
+397974b: c=1; optimal curve is E1
+397974d: c=1; optimal curve is E1
+397974h: c=1; optimal curve is E1
+397980e: c=1; optimal curve is E1
+397980k: c=1; 2 possible optimal curves: E1 E2 
+397992a: c=1; 2 possible optimal curves: E1 E2 
+397992b: c=1; 2 possible optimal curves: E1 E2 
+397992c: c=1; optimal curve is E1
+397992g: c=1; 2 possible optimal curves: E1 E2 
+397992k: c=1; optimal curve is E1
+397992l: c=1; 2 possible optimal curves: E1 E2 
+397992n: c=1; 2 possible optimal curves: E1 E2 
+397992q: c=1; 2 possible optimal curves: E1 E2 
+397992r: c=1; 2 possible optimal curves: E1 E2 
+397992s: c=1; 3 possible optimal curves: E1 E2 E3 
+397992t: c=1; optimal curve is E1
+397995b: c=1; 2 possible optimal curves: E1 E2 
+397995d: c=1; 3 possible optimal curves: E1 E2 E3 
+397995f: c=1; 3 possible optimal curves: E1 E2 E3 
+397995h: c=1; optimal curve is E1
+397995i: c=1; optimal curve is E1
+397995n: c=1; optimal curve is E1
+397995p: c=1; 2 possible optimal curves: E1 E2 
+397995r: c=1; optimal curve is E1
+397995s: c=1; 2 possible optimal curves: E1 E2 
+397995u: c=1; optimal curve is E1
+397996a: c=1; optimal curve is E1
+398004e: c=1; 2 possible optimal curves: E1 E2 
+398005a: c=1; optimal curve is E1
+398010b: c=1; optimal curve is E1
+398010d: c=1; 2 possible optimal curves: E1 E2 
+398010f: c=1; 2 possible optimal curves: E1 E2 
+398016a: c=1; optimal curve is E1
+398016b: c=1; optimal curve is E1
+398016c: c=1; optimal curve is E1
+398016d: c=1; optimal curve is E1
+398016m: c=1; optimal curve is E1
+398016n: c=1; optimal curve is E1
+398019a: c=1; optimal curve is E1
+398019b: c=1; 2 possible optimal curves: E1 E2 
+398020b: c=1; optimal curve is E1
+398022c: c=1; 2 possible optimal curves: E1 E2 
+398022e: c=1; optimal curve is E1
+398025i: c=1; optimal curve is E1
+398025k: c=1; 3 possible optimal curves: E1 E2 E3 
+398025l: c=1; optimal curve is E1
+398025m: c=1; optimal curve is E1
+398025n: c=1; optimal curve is E1
+398040a: c=1; 2 possible optimal curves: E1 E2 
+398040d: c=1; 3 possible optimal curves: E1 E2 E3 
+398040e: c=1; 2 possible optimal curves: E1 E2 
+398040f: c=1; 2 possible optimal curves: E1 E2 
+398040g: c=1; 2 possible optimal curves: E1 E2 
+398040i: c=1; 3 possible optimal curves: E1 E2 E3 
+398040j: c=1; 2 possible optimal curves: E1 E2 
+398043b: c=1; 2 possible optimal curves: E1 E2 
+398046a: c=1; optimal curve is E1
+398046e: c=1; optimal curve is E1
+398046f: c=1; optimal curve is E1
+398046n: c=1; optimal curve is E1
+398046o: c=1; optimal curve is E1
+398050b: c=1; optimal curve is E1
+398050l: c=1; optimal curve is E1
+398052a: c=1; 2 possible optimal curves: E1 E2 
+398064a: c=1; optimal curve is E1
+398064b: c=1; optimal curve is E1
+398073a: c=1; optimal curve is E1
+398076a: c=1; 2 possible optimal curves: E1 E2 
+398083a: c=1; optimal curve is E1
+398090d: c=1; optimal curve is E1
+398090e: c=1; optimal curve is E1
+398090f: c=1; optimal curve is E1
+398090k: c=1; optimal curve is E1
+398090l: c=1; 3 possible optimal curves: E1 E2 E3 
+398090m: c=1; optimal curve is E1
+398090o: c=1; 2 possible optimal curves: E1 E2 
+398090p: c=1; 3 possible optimal curves: E1 E2 E3 
+398090q: c=1; 3 possible optimal curves: E1 E2 E3 
+398090t: c=1; 2 possible optimal curves: E1 E2 
+398090u: c=1; 2 possible optimal curves: E1 E2 
+398090w: c=1; optimal curve is E1
+398090z: c=1; 2 possible optimal curves: E1 E2 
+398090bf: c=1; optimal curve is E1
+398090bg: c=1; 2 possible optimal curves: E1 E2 
+398090bi: c=1; optimal curve is E1
+398090bj: c=1; 2 possible optimal curves: E1 E3 
+398090bk: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+398090bm: c=1; optimal curve is E1
+398090bq: c=1; optimal curve is E1
+398090bs: c=1; optimal curve is E1
+398090bt: c=1; optimal curve is E1
+398090bu: c=1; 2 possible optimal curves: E1 E2 
+398090bv: c=1; 2 possible optimal curves: E1 E2 
+398090bx: c=1; optimal curve is E1
+398090cc: c=1; optimal curve is E1
+398090cg: c=1; optimal curve is E1
+398090ch: c=1; 2 possible optimal curves: E1 E2 
+398097a: c=1; optimal curve is E1
+398098a: c=1; optimal curve is E1
+398100b: c=1; optimal curve is E1
+398104a: c=1; 2 possible optimal curves: E1 E2 
+398106a: c=1; 2 possible optimal curves: E1 E2 
+398112c: c=1; 2 possible optimal curves: E1 E2 
+398112e: c=1; optimal curve is E1
+398112g: c=1; 2 possible optimal curves: E1 E2 
+398112h: c=1; 2 possible optimal curves: E1 E2 
+398112i: c=1; 2 possible optimal curves: E1 E2 
+398112j: c=1; 2 possible optimal curves: E1 E2 
+398112k: c=1; optimal curve is E1
+398112o: c=1; optimal curve is E1
+398112p: c=1; optimal curve is E1
+398112t: c=1; 2 possible optimal curves: E1 E2 
+398112u: c=1; optimal curve is E1
+398112w: c=1; 2 possible optimal curves: E1 E2 
+398112z: c=1; optimal curve is E1
+398112ba: c=1; 2 possible optimal curves: E1 E2 
+398112bb: c=1; 2 possible optimal curves: E1 E2 
+398112bc: c=1; 2 possible optimal curves: E1 E2 
+398112bd: c=1; 2 possible optimal curves: E1 E2 
+398112bf: c=1; optimal curve is E1
+398112bh: c=1; 2 possible optimal curves: E1 E2 
+398112bl: c=1; 2 possible optimal curves: E1 E2 
+398112bm: c=1; 2 possible optimal curves: E1 E2 
+398112bq: c=1; optimal curve is E1
+398112br: c=1; 2 possible optimal curves: E1 E2 
+398112bt: c=1; optimal curve is E1
+398120b: c=1; 2 possible optimal curves: E1 E2 
+398120c: c=1; 2 possible optimal curves: E1 E2 
+398120i: c=1; optimal curve is E1
+398120o: c=1; 2 possible optimal curves: E1 E2 
+398130b: c=1; 2 possible optimal curves: E1 E2 
+398130c: c=1; 2 possible optimal curves: E1 E2 
+398130d: c=1; optimal curve is E1
+398130f: c=1; optimal curve is E1
+398130g: c=1; 2 possible optimal curves: E1 E2 
+398130h: c=1; 2 possible optimal curves: E1 E2 
+398130i: c=1; 2 possible optimal curves: E1 E2 
+398130j: c=1; 2 possible optimal curves: E1 E2 
+398130k: c=1; optimal curve is E1
+398130n: c=1; 2 possible optimal curves: E1 E2 
+398130s: c=1; optimal curve is E1
+398130v: c=1; 3 possible optimal curves: E1 E2 E3 
+398130y: c=1; 3 possible optimal curves: E1 E2 E3 
+398136b: c=1; optimal curve is E1
+398138d: c=1; optimal curve is E1
+398145a: c=1; optimal curve is E1
+398145b: c=1; 2 possible optimal curves: E1 E2 
+398145c: c=1; 2 possible optimal curves: E1 E2 
+398145f: c=1; optimal curve is E1
+398145i: c=1; 2 possible optimal curves: E1 E2 
+398150b: c=1; optimal curve is E1
+398151g: c=1; 3 possible optimal curves: E1 E2 E3 
+398151h: c=1; 3 possible optimal curves: E1 E2 E3 
+398157c: c=1; optimal curve is E1
+398160a: c=1; 2 possible optimal curves: E1 E2 
+398160d: c=1; optimal curve is E1
+398160h: c=1; optimal curve is E1
+398160i: c=1; optimal curve is E1
+398160j: c=1; optimal curve is E1
+398160k: c=1; 3 possible optimal curves: E1 E2 E3 
+398160l: c=1; optimal curve is E1
+398160o: c=1; optimal curve is E1
+398160s: c=1; optimal curve is E1
+398160t: c=1; 2 possible optimal curves: E1 E2 
+398160u: c=1; optimal curve is E1
+398160v: c=1; 2 possible optimal curves: E1 E2 
+398160w: c=1; 2 possible optimal curves: E1 E2 
+398160x: c=1; 3 possible optimal curves: E1 E2 E3 
+398160y: c=1; 3 possible optimal curves: E1 E2 E3 
+398160z: c=1; 2 possible optimal curves: E1 E2 
+398160ba: c=1; 2 possible optimal curves: E1 E2 
+398160bb: c=1; 2 possible optimal curves: E1 E2 
+398160bc: c=1; 3 possible optimal curves: E1 E2 E3 
+398160bd: c=1; optimal curve is E1
+398160be: c=1; optimal curve is E1
+398160bj: c=1; optimal curve is E1
+398160bk: c=1; 3 possible optimal curves: E1 E2 E3 
+398160bl: c=1; optimal curve is E1
+398160bm: c=1; 2 possible optimal curves: E1 E2 
+398160bn: c=1; optimal curve is E1
+398160bq: c=1; 3 possible optimal curves: E1 E2 E3 
+398160br: c=1; 3 possible optimal curves: E1 E2 E3 
+398160bt: c=1; 3 possible optimal curves: E1 E2 E3 
+398160bu: c=1; 2 possible optimal curves: E1 E2 
+398160bx: c=1; optimal curve is E1
+398160by: c=1; 2 possible optimal curves: E1 E2 
+398160bz: c=1; optimal curve is E1
+398160ca: c=1; optimal curve is E1
+398160cd: c=1; optimal curve is E1
+398160ce: c=1; 2 possible optimal curves: E1 E2 
+398160cf: c=1; optimal curve is E1
+398160ch: c=1; optimal curve is E1
+398160ci: c=1; 2 possible optimal curves: E1 E2 
+398160cj: c=1; 2 possible optimal curves: E1 E2 
+398160ck: c=1; optimal curve is E1
+398160cl: c=1; optimal curve is E1
+398160cm: c=1; 2 possible optimal curves: E1 E2 
+398160cp: c=1; 3 possible optimal curves: E1 E2 E3 
+398160cq: c=1; optimal curve is E1
+398160cr: c=1; 2 possible optimal curves: E1 E2 
+398160ct: c=1; 2 possible optimal curves: E1 E2 
+398160cu: c=1; 2 possible optimal curves: E1 E2 
+398160cv: c=1; 2 possible optimal curves: E1 E2 
+398160cw: c=1; optimal curve is E1
+398160cx: c=1; 2 possible optimal curves: E1 E2 
+398160cy: c=1; 2 possible optimal curves: E1 E2 
+398160cz: c=1; 2 possible optimal curves: E1 E2 
+398160da: c=1; 2 possible optimal curves: E1 E2 
+398160db: c=1; optimal curve is E1
+398160dc: c=1; optimal curve is E1
+398160dg: c=1; optimal curve is E1
+398160dh: c=1; optimal curve is E1
+398160di: c=1; 2 possible optimal curves: E1 E2 
+398160dj: c=1; 2 possible optimal curves: E1 E2 
+398160dk: c=1; 2 possible optimal curves: E1 E2 
+398160dl: c=1; 3 possible optimal curves: E1 E2 E3 
+398160dm: c=1; optimal curve is E1
+398160dn: c=1; optimal curve is E1
+398160do: c=1; optimal curve is E1
+398160dp: c=1; optimal curve is E1
+398160dq: c=1; optimal curve is E1
+398160dv: c=1; optimal curve is E1
+398160dw: c=1; 3 possible optimal curves: E1 E2 E3 
+398160dx: c=1; 2 possible optimal curves: E1 E2 
+398160dy: c=1; optimal curve is E1
+398160dz: c=1; 3 possible optimal curves: E1 E2 E3 
+398160ed: c=1; 2 possible optimal curves: E1 E2 
+398160ee: c=1; 2 possible optimal curves: E1 E2 
+398160ef: c=1; optimal curve is E1
+398160eh: c=1; optimal curve is E1
+398160ei: c=1; optimal curve is E1
+398160ej: c=1; 2 possible optimal curves: E1 E2 
+398160ek: c=1; 2 possible optimal curves: E1 E2 
+398160el: c=1; optimal curve is E1
+398160eo: c=1; 2 possible optimal curves: E1 E2 
+398160ep: c=1; 2 possible optimal curves: E1 E2 
+398160et: c=1; 2 possible optimal curves: E1 E2 
+398160eu: c=1; 3 possible optimal curves: E1 E2 E3 
+398160ez: c=1; optimal curve is E1
+398160fa: c=1; optimal curve is E1
+398160fb: c=1; optimal curve is E1
+398160fc: c=1; optimal curve is E1
+398160fd: c=1; 2 possible optimal curves: E1 E2 
+398160fh: c=1; optimal curve is E1
+398160fi: c=1; 2 possible optimal curves: E1 E2 
+398160fj: c=1; 3 possible optimal curves: E1 E2 E3 
+398160fk: c=1; 2 possible optimal curves: E1 E2 
+398160fn: c=1; optimal curve is E1
+398160fo: c=1; 2 possible optimal curves: E1 E2 
+398166c: c=1; optimal curve is E1
+398174c: c=1; 2 possible optimal curves: E1 E2 
+398174f: c=1; optimal curve is E1
+398174l: c=1; 2 possible optimal curves: E1 E2 
+398174m: c=1; 2 possible optimal curves: E1 E2 
+398174n: c=1; 2 possible optimal curves: E1 E2 
+398174o: c=1; optimal curve is E1
+398174q: c=1; 3 possible optimal curves: E1 E2 E3 
+398174r: c=1; 2 possible optimal curves: E1 E2 
+398174s: c=1; 2 possible optimal curves: E1 E2 
+398174t: c=1; 2 possible optimal curves: E1 E2 
+398174v: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+398175a: c=1; optimal curve is E1
+398175c: c=1; optimal curve is E1
+398178b: c=1; 2 possible optimal curves: E1 E2 
+398178e: c=1; 2 possible optimal curves: E1 E2 
+398178g: c=1; 2 possible optimal curves: E1 E2 
+398178i: c=1; 2 possible optimal curves: E1 E2 
+398178s: c=1; optimal curve is E1
+398178u: c=1; optimal curve is E1
+398178v: c=1; 2 possible optimal curves: E1 E2 
+398178x: c=1; optimal curve is E1
+398184f: c=1; optimal curve is E1
+398190b: c=1; optimal curve is E1
+398190h: c=1; optimal curve is E1
+398190n: c=1; optimal curve is E1
+398192a: c=1; 2 possible optimal curves: E1 E2 
+398192b: c=1; 2 possible optimal curves: E1 E2 
+398197a: c=1; optimal curve is E1
+398199a: c=1; 2 possible optimal curves: E1 E2 
+398200b: c=1; 2 possible optimal curves: E1 E2 
+398200c: c=1; optimal curve is E1
+398200d: c=1; optimal curve is E1
+398200e: c=1; 2 possible optimal curves: E1 E2 
+398200h: c=1; 2 possible optimal curves: E1 E2 
+398200i: c=1; 2 possible optimal curves: E1 E2 
+398200j: c=1; optimal curve is E1
+398200k: c=1; optimal curve is E1
+398200l: c=1; optimal curve is E1
+398200m: c=1; 2 possible optimal curves: E1 E2 
+398200o: c=1; optimal curve is E1
+398200p: c=1; 2 possible optimal curves: E1 E2 
+398202b: c=1; optimal curve is E1
+398202e: c=1; optimal curve is E1
+398202f: c=1; 2 possible optimal curves: E1 E2 
+398202g: c=1; 2 possible optimal curves: E1 E2 
+398205f: c=1; 2 possible optimal curves: E1 E2 
+398208b: c=1; 2 possible optimal curves: E1 E2 
+398208c: c=1; optimal curve is E1
+398208d: c=1; 2 possible optimal curves: E1 E2 
+398208e: c=1; optimal curve is E1
+398208f: c=1; 2 possible optimal curves: E1 E2 
+398208g: c=1; optimal curve is E1
+398208i: c=1; 2 possible optimal curves: E1 E2 
+398208j: c=1; optimal curve is E1
+398208l: c=1; optimal curve is E1
+398208m: c=1; 2 possible optimal curves: E1 E2 
+398208o: c=1; 2 possible optimal curves: E1 E2 
+398208p: c=1; optimal curve is E1
+398210a: c=1; optimal curve is E1
+398211b: c=1; 2 possible optimal curves: E1 E2 
+398211e: c=1; optimal curve is E1
+398216d: c=1; 2 possible optimal curves: E1 E2 
+398216e: c=1; 3 possible optimal curves: E1 E2 E3 
+398225a: c=1; optimal curve is E1
+398225c: c=1; optimal curve is E1
+398226a: c=1; 2 possible optimal curves: E1 E2 
+398226c: c=1; optimal curve is E1
+398226f: c=1; 2 possible optimal curves: E1 E2 
+398229b: c=1; 2 possible optimal curves: E1 E2 
+398230a: c=1; optimal curve is E1
+398230b: c=1; 2 possible optimal curves: E1 E2 
+398230c: c=1; optimal curve is E1
+398232c: c=1; optimal curve is E1
+398232d: c=1; 2 possible optimal curves: E1 E2 
+398240a: c=1; optimal curve is E1
+398240c: c=1; optimal curve is E1
+398240h: c=1; 2 possible optimal curves: E1 E2 
+398240i: c=1; 2 possible optimal curves: E1 E2 
+398240o: c=1; optimal curve is E1
+398240p: c=1; 2 possible optimal curves: E1 E2 
+398242a: c=1; optimal curve is E1
+398242b: c=1; 2 possible optimal curves: E1 E2 
+398242c: c=1; 2 possible optimal curves: E1 E2 
+398242g: c=1; 2 possible optimal curves: E1 E2 
+398242h: c=1; optimal curve is E1
+398242k: c=1; optimal curve is E1
+398242l: c=1; optimal curve is E1
+398242m: c=1; optimal curve is E1
+398242o: c=1; optimal curve is E1
+398242p: c=1; 2 possible optimal curves: E1 E2 
+398242q: c=1; optimal curve is E1
+398242r: c=1; optimal curve is E1
+398244e: c=1; optimal curve is E1
+398244f: c=1; optimal curve is E1
+398244g: c=1; optimal curve is E1
+398255d: c=1; optimal curve is E1
+398258b: c=1; 2 possible optimal curves: E1 E2 
+398258e: c=1; 2 possible optimal curves: E1 E2 
+398259c: c=1; optimal curve is E1
+398268b: c=1; optimal curve is E1
+398268d: c=1; 2 possible optimal curves: E1 E2 
+398268h: c=1; 2 possible optimal curves: E1 E2 
+398272c: c=1; 2 possible optimal curves: E1 E2 
+398272d: c=1; 3 possible optimal curves: E1 E2 E3 
+398272e: c=1; 2 possible optimal curves: E1 E2 
+398272g: c=1; 2 possible optimal curves: E1 E2 
+398272k: c=1; 2 possible optimal curves: E1 E2 
+398272l: c=1; 2 possible optimal curves: E1 E2 
+398272o: c=1; optimal curve is E1
+398272p: c=1; optimal curve is E1
+398272s: c=1; optimal curve is E1
+398272t: c=1; optimal curve is E1
+398272u: c=1; optimal curve is E1
+398272v: c=1; optimal curve is E1
+398272w: c=1; optimal curve is E1
+398272x: c=1; 3 possible optimal curves: E1 E2 E3 
+398272y: c=1; optimal curve is E1
+398272z: c=1; optimal curve is E1
+398272ba: c=1; 3 possible optimal curves: E1 E2 E3 
+398272bb: c=1; 2 possible optimal curves: E1 E2 
+398272be: c=1; 2 possible optimal curves: E1 E2 
+398272bf: c=1; optimal curve is E1
+398272bg: c=1; 2 possible optimal curves: E1 E2 
+398272bi: c=1; 2 possible optimal curves: E1 E2 
+398274c: c=1; 3 possible optimal curves: E1 E2 E3 
+398274d: c=1; optimal curve is E1
+398275a: c=1; 2 possible optimal curves: E1 E2 
+398278b: c=1; 2 possible optimal curves: E1 E2 
+398278h: c=1; 3 possible optimal curves: E1 E2 E3 
+398280c: c=1; 2 possible optimal curves: E1 E2 
+398286a: c=1; 2 possible optimal curves: E1 E2 
+398286b: c=1; optimal curve is E1
+398286d: c=1; optimal curve is E1
+398286e: c=1; 2 possible optimal curves: E1 E2 
+398286h: c=1; 2 possible optimal curves: E1 E2 
+398286i: c=1; optimal curve is E1
+398286s: c=1; 2 possible optimal curves: E1 E2 
+398286u: c=1; 3 possible optimal curves: E1 E2 E3 
+398286v: c=1; optimal curve is E1
+398286w: c=1; 3 possible optimal curves: E1 E2 E3 
+398288b: c=1; optimal curve is E1
+398288f: c=1; 2 possible optimal curves: E1 E2 
+398293a: c=1; optimal curve is E1
+398295f: c=1; 2 possible optimal curves: E1 E2 
+398295h: c=1; 3 possible optimal curves: E1 E2 E3 
+398300c: c=1; optimal curve is E1
+398300j: c=1; optimal curve is E1
+398307a: c=1; 2 possible optimal curves: E1 E2 
+398307c: c=1; optimal curve is E1
+398307d: c=1; 2 possible optimal curves: E1 E2 
+398307e: c=1; 3 possible optimal curves: E1 E2 E3 
+398310i: c=1; 2 possible optimal curves: E1 E2 
+398310j: c=1; optimal curve is E1
+398310l: c=1; optimal curve is E1
+398310m: c=1; 2 possible optimal curves: E1 E2 
+398310q: c=1; optimal curve is E1
+398310r: c=1; 2 possible optimal curves: E1 E2 
+398310t: c=1; optimal curve is E1
+398310x: c=1; 3 possible optimal curves: E1 E2 E3 
+398310bb: c=1; optimal curve is E1
+398310bc: c=1; 3 possible optimal curves: E1 E2 E3 
+398310bg: c=1; optimal curve is E1
+398310bi: c=1; 3 possible optimal curves: E1 E2 E3 
+398310bl: c=1; optimal curve is E1
+398310bm: c=1; 2 possible optimal curves: E1 E2 
+398310bn: c=1; optimal curve is E1
+398310bo: c=1; 2 possible optimal curves: E1 E2 
+398310bq: c=1; 3 possible optimal curves: E1 E2 E3 
+398310bu: c=1; optimal curve is E1
+398310bx: c=1; 3 possible optimal curves: E1 E2 E3 
+398310by: c=1; 3 possible optimal curves: E1 E2 E3 
+398310bz: c=1; optimal curve is E1
+398310cc: c=1; optimal curve is E1
+398313b: c=1; optimal curve is E1
+398320c: c=1; optimal curve is E1
+398320e: c=1; 2 possible optimal curves: E1 E2 
+398322e: c=1; optimal curve is E1
+398325e: c=1; 2 possible optimal curves: E1 E2 
+398325j: c=1; optimal curve is E1
+398325r: c=1; 2 possible optimal curves: E1 E2 
+398325s: c=1; 2 possible optimal curves: E1 E2 
+398328a: c=1; optimal curve is E1
+398328d: c=1; optimal curve is E1
+398328e: c=1; optimal curve is E1
+398328f: c=1; optimal curve is E1
+398337b: c=1; 2 possible optimal curves: E1 E2 
+398342a: c=1; optimal curve is E1
+398348a: c=1; 2 possible optimal curves: E1 E2 
+398350b: c=1; 2 possible optimal curves: E1 E2 
+398350c: c=1; 2 possible optimal curves: E1 E2 
+398350d: c=1; optimal curve is E1
+398350h: c=1; 2 possible optimal curves: E1 E2 
+398350k: c=1; 2 possible optimal curves: E1 E2 
+398350l: c=1; optimal curve is E1
+398352b: c=1; 2 possible optimal curves: E1 E2 
+398352g: c=1; optimal curve is E1
+398352h: c=1; 2 possible optimal curves: E1 E2 
+398352i: c=1; optimal curve is E1
+398352o: c=1; 3 possible optimal curves: E1 E2 E3 
+398352s: c=1; 3 possible optimal curves: E1 E2 E3 
+398352t: c=1; optimal curve is E1
+398352w: c=1; optimal curve is E1
+398352x: c=1; optimal curve is E1
+398352bb: c=1; optimal curve is E1
+398352bd: c=1; 2 possible optimal curves: E1 E2 
+398352be: c=1; optimal curve is E1
+398370b: c=1; 2 possible optimal curves: E1 E2 
+398370d: c=1; 2 possible optimal curves: E1 E2 
+398370h: c=1; optimal curve is E1
+398370k: c=1; 2 possible optimal curves: E1 E2 
+398370l: c=1; 2 possible optimal curves: E1 E2 
+398370q: c=1; optimal curve is E1
+398370s: c=1; 3 possible optimal curves: E1 E2 E3 
+398370z: c=1; optimal curve is E1
+398370bd: c=1; 2 possible optimal curves: E1 E2 
+398370bf: c=1; optimal curve is E1
+398370bj: c=1; 2 possible optimal curves: E1 E2 
+398370bl: c=1; optimal curve is E1
+398370bq: c=1; 2 possible optimal curves: E1 E2 
+398370br: c=1; optimal curve is E1
+398370bs: c=1; optimal curve is E1
+398370bt: c=1; 2 possible optimal curves: E1 E2 
+398370cb: c=1; optimal curve is E1
+398370cc: c=1; optimal curve is E1
+398370cf: c=1; optimal curve is E1
+398370cg: c=1; 2 possible optimal curves: E1 E2 
+398370cj: c=1; 2 possible optimal curves: E1 E2 
+398370cp: c=1; 3 possible optimal curves: E1 E2 E3 
+398373a: c=1; optimal curve is E1
+398373b: c=1; optimal curve is E1
+398376a: c=1; 2 possible optimal curves: E1 E2 
+398376c: c=1; 2 possible optimal curves: E1 E2 
+398376d: c=1; optimal curve is E1
+398376h: c=1; 2 possible optimal curves: E1 E2 
+398376i: c=1; 2 possible optimal curves: E1 E2 
+398376j: c=1; optimal curve is E1
+398376k: c=1; optimal curve is E1
+398379b: c=1; optimal curve is E1
+398379c: c=1; optimal curve is E1
+398386b: c=1; optimal curve is E1
+398398a: c=1; 2 possible optimal curves: E1 E2 
+398398e: c=1; 3 possible optimal curves: E1 E2 E3 
+398398g: c=1; optimal curve is E1
+398398h: c=1; 2 possible optimal curves: E1 E2 
+398398l: c=1; 2 possible optimal curves: E1 E2 
+398400a: c=1; optimal curve is E1
+398400c: c=1; optimal curve is E1
+398400d: c=1; 2 possible optimal curves: E1 E2 
+398400e: c=1; 3 possible optimal curves: E1 E2 E3 
+398400f: c=1; 3 possible optimal curves: E1 E2 E3 
+398400g: c=1; 2 possible optimal curves: E1 E2 
+398400h: c=1; optimal curve is E1
+398400i: c=1; optimal curve is E1
+398400j: c=1; optimal curve is E1
+398400l: c=1; 3 possible optimal curves: E1 E2 E3 
+398400bg: c=1; 2 possible optimal curves: E1 E2 
+398400bl: c=1; optimal curve is E1
+398400bm: c=1; optimal curve is E1
+398400bp: c=1; 2 possible optimal curves: E1 E2 
+398400bq: c=1; 2 possible optimal curves: E1 E2 
+398400bu: c=1; 2 possible optimal curves: E1 E2 
+398400bv: c=1; optimal curve is E1
+398400bw: c=1; 2 possible optimal curves: E1 E2 
+398400bx: c=1; optimal curve is E1
+398400by: c=1; optimal curve is E1
+398400bz: c=1; 3 possible optimal curves: E1 E2 E3 
+398400ca: c=1; 3 possible optimal curves: E1 E2 E3 
+398400cb: c=1; 3 possible optimal curves: E1 E2 E3 
+398400cc: c=1; optimal curve is E1
+398400cd: c=1; 2 possible optimal curves: E1 E2 
+398400cf: c=1; 3 possible optimal curves: E1 E2 E3 
+398400cg: c=1; optimal curve is E1
+398400ch: c=1; 3 possible optimal curves: E1 E2 E3 
+398400ci: c=1; 3 possible optimal curves: E1 E2 E3 
+398400cj: c=1; optimal curve is E1
+398400ck: c=1; optimal curve is E1
+398400cl: c=1; 2 possible optimal curves: E1 E2 
+398400cm: c=1; 2 possible optimal curves: E1 E2 
+398400cn: c=1; optimal curve is E1
+398400dl: c=1; 2 possible optimal curves: E1 E2 
+398400dp: c=1; 2 possible optimal curves: E1 E2 
+398400dq: c=1; 2 possible optimal curves: E1 E2 
+398400dt: c=1; 2 possible optimal curves: E1 E2 
+398400ec: c=1; optimal curve is E1
+398400ed: c=1; 2 possible optimal curves: E1 E2 
+398400ee: c=1; optimal curve is E1
+398400ef: c=1; optimal curve is E1
+398400eg: c=1; 2 possible optimal curves: E1 E2 
+398400eh: c=1; 2 possible optimal curves: E1 E2 
+398400fa: c=1; 2 possible optimal curves: E1 E2 
+398400fb: c=1; optimal curve is E1
+398400fc: c=1; optimal curve is E1
+398400fd: c=1; optimal curve is E1
+398400fe: c=1; 2 possible optimal curves: E1 E2 
+398400ff: c=1; 2 possible optimal curves: E1 E2 
+398400fo: c=1; 2 possible optimal curves: E1 E2 
+398400fr: c=1; 2 possible optimal curves: E1 E2 
+398400fs: c=1; 2 possible optimal curves: E1 E2 
+398400fv: c=1; optimal curve is E1
+398400gu: c=1; optimal curve is E1
+398400gv: c=1; 2 possible optimal curves: E1 E2 
+398400gw: c=1; 2 possible optimal curves: E1 E2 
+398400gx: c=1; 2 possible optimal curves: E1 E2 
+398400gy: c=1; optimal curve is E1
+398400gz: c=1; optimal curve is E1
+398400ha: c=1; 3 possible optimal curves: E1 E2 E3 
+398400hb: c=1; optimal curve is E1
+398400hc: c=1; optimal curve is E1
+398400he: c=1; optimal curve is E1
+398400hf: c=1; optimal curve is E1
+398400hg: c=1; 3 possible optimal curves: E1 E2 E3 
+398400hh: c=1; optimal curve is E1
+398400hi: c=1; optimal curve is E1
+398400hj: c=1; 2 possible optimal curves: E1 E2 
+398400hk: c=1; optimal curve is E1
+398400hl: c=1; optimal curve is E1
+398400hm: c=1; 2 possible optimal curves: E1 E2 
+398400hn: c=1; optimal curve is E1
+398400hq: c=1; optimal curve is E1
+398400hr: c=1; optimal curve is E1
+398400hw: c=1; 2 possible optimal curves: E1 E2 
+398400hx: c=1; 2 possible optimal curves: E1 E2 
+398400ib: c=1; 2 possible optimal curves: E1 E2 
+398400iw: c=1; 3 possible optimal curves: E1 E2 E3 
+398400iy: c=1; optimal curve is E1
+398400iz: c=1; optimal curve is E1
+398400ja: c=1; optimal curve is E1
+398400jb: c=1; optimal curve is E1
+398400jc: c=1; optimal curve is E1
+398400jd: c=1; 2 possible optimal curves: E1 E2 
+398400je: c=1; 3 possible optimal curves: E1 E2 E3 
+398400jf: c=1; optimal curve is E1
+398400jh: c=1; 2 possible optimal curves: E1 E2 
+398406b: c=1; 3 possible optimal curves: E1 E2 E3 
+398412c: c=1; optimal curve is E1
+398412e: c=1; optimal curve is E1
+398412p: c=1; optimal curve is E1
+398412r: c=1; optimal curve is E1
+398415a: c=1; optimal curve is E1
+398416a: c=1; optimal curve is E1
+398416b: c=1; optimal curve is E1
+398419b: c=1; 2 possible optimal curves: E1 E2 
+398424a: c=1; optimal curve is E1
+398426a: c=1; 2 possible optimal curves: E1 E2 
+398426b: c=1; optimal curve is E1
+398430a: c=1; optimal curve is E1
+398430d: c=1; 2 possible optimal curves: E1 E2 
+398430e: c=1; optimal curve is E1
+398430h: c=1; optimal curve is E1
+398430i: c=1; 3 possible optimal curves: E1 E2 E3 
+398430j: c=1; optimal curve is E1
+398430k: c=1; 2 possible optimal curves: E1 E2 
+398430m: c=1; optimal curve is E1
+398430p: c=1; 2 possible optimal curves: E1 E2 
+398430q: c=1; 3 possible optimal curves: E1 E2 E3 
+398430r: c=1; 2 possible optimal curves: E1 E2 
+398430s: c=1; 2 possible optimal curves: E1 E2 
+398430ba: c=1; optimal curve is E1
+398430bb: c=1; 2 possible optimal curves: E1 E2 
+398440e: c=1; optimal curve is E1
+398442b: c=1; optimal curve is E1
+398445c: c=1; optimal curve is E1
+398445e: c=1; 2 possible optimal curves: E1 E2 
+398447a: c=1; optimal curve is E1
+398450e: c=1; optimal curve is E1
+398450h: c=1; optimal curve is E1
+398450n: c=1; 2 possible optimal curves: E1 E2 
+398450o: c=1; 2 possible optimal curves: E1 E2 
+398450q: c=1; 2 possible optimal curves: E1 E2 
+398453d: c=1; optimal curve is E1
+398454a: c=1; 2 possible optimal curves: E1 E2 
+398454b: c=1; optimal curve is E1
+398454f: c=1; 2 possible optimal curves: E1 E2 
+398454g: c=1; 2 possible optimal curves: E1 E2 
+398454h: c=1; 2 possible optimal curves: E1 E2 
+398454i: c=1; 3 possible optimal curves: E1 E2 E3 
+398454k: c=1; optimal curve is E1
+398454n: c=1; 2 possible optimal curves: E1 E2 
+398454o: c=1; 2 possible optimal curves: E1 E2 
+398454p: c=1; 2 possible optimal curves: E1 E2 
+398454t: c=1; 2 possible optimal curves: E1 E2 
+398454u: c=1; 2 possible optimal curves: E1 E2 
+398454v: c=1; optimal curve is E1
+398460a: c=1; optimal curve is E1
+398460b: c=1; optimal curve is E1
+398460e: c=1; optimal curve is E1
+398460k: c=1; optimal curve is E1
+398463a: c=1; 2 possible optimal curves: E1 E2 
+398475n: c=1; 2 possible optimal curves: E1 E2 
+398475o: c=1; optimal curve is E1
+398475p: c=1; 3 possible optimal curves: E1 E2 E3 
+398475q: c=1; 2 possible optimal curves: E1 E2 
+398475s: c=1; optimal curve is E1
+398475t: c=1; 2 possible optimal curves: E1 E2 
+398475u: c=1; 2 possible optimal curves: E1 E2 
+398475v: c=1; 3 possible optimal curves: E1 E2 E3 
+398475y: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+398475z: c=1; optimal curve is E1
+398475bb: c=1; 2 possible optimal curves: E1 E2 
+398475bc: c=1; optimal curve is E1
+398475bd: c=1; 2 possible optimal curves: E1 E2 
+398475be: c=1; 2 possible optimal curves: E1 E2 
+398475bg: c=1; 2 possible optimal curves: E1 E2 
+398475bh: c=1; optimal curve is E1
+398475bi: c=1; 4 possible optimal curves: E1 E2 E3 E5 
+398475bj: c=1; optimal curve is E1
+398475bl: c=1; optimal curve is E1
+398475bp: c=1; 2 possible optimal curves: E1 E2 
+398475bt: c=1; 2 possible optimal curves: E1 E2 
+398475bu: c=1; 2 possible optimal curves: E1 E2 
+398475bx: c=1; 2 possible optimal curves: E1 E2 
+398475by: c=1; 2 possible optimal curves: E1 E2 
+398475cc: c=1; 2 possible optimal curves: E1 E2 
+398475ch: c=1; 2 possible optimal curves: E1 E2 
+398475ck: c=1; 2 possible optimal curves: E1 E2 
+398475cl: c=1; optimal curve is E1
+398475cm: c=1; 3 possible optimal curves: E1 E2 E3 
+398475cn: c=1; 2 possible optimal curves: E1 E2 
+398475co: c=1; 2 possible optimal curves: E1 E2 
+398475cp: c=1; 2 possible optimal curves: E1 E2 
+398475cr: c=1; optimal curve is E1
+398475ct: c=1; optimal curve is E1
+398475cw: c=1; optimal curve is E1
+398475cx: c=1; optimal curve is E1
+398475cz: c=1; 3 possible optimal curves: E1 E2 E3 
+398475da: c=1; 3 possible optimal curves: E1 E2 E3 
+398475db: c=1; 2 possible optimal curves: E1 E2 
+398475dc: c=1; optimal curve is E1
+398475dd: c=1; 2 possible optimal curves: E1 E2 
+398475de: c=1; optimal curve is E1
+398480a: c=1; 2 possible optimal curves: E1 E2 
+398480f: c=1; optimal curve is E1
+398480h: c=1; optimal curve is E1
+398489a: c=1; optimal curve is E1
+398490a: c=1; optimal curve is E1
+398490c: c=1; 3 possible optimal curves: E1 E2 E3 
+398490d: c=1; 2 possible optimal curves: E1 E2 
+398490e: c=1; optimal curve is E1
+398490f: c=1; optimal curve is E1
+398490g: c=1; 2 possible optimal curves: E1 E2 
+398490h: c=1; 2 possible optimal curves: E1 E2 
+398490i: c=1; 2 possible optimal curves: E1 E2 
+398490j: c=1; 2 possible optimal curves: E1 E2 
+398490k: c=1; 3 possible optimal curves: E1 E2 E3 
+398490l: c=1; 2 possible optimal curves: E1 E2 
+398490m: c=1; 2 possible optimal curves: E1 E2 
+398490n: c=1; 2 possible optimal curves: E1 E2 
+398490o: c=1; optimal curve is E1
+398496j: c=1; 2 possible optimal curves: E1 E2 
+398496t: c=1; 2 possible optimal curves: E1 E2 
+398498a: c=1; 2 possible optimal curves: E1 E2 
+398502a: c=1; 2 possible optimal curves: E1 E2 
+398502e: c=1; 2 possible optimal curves: E1 E2 
+398502i: c=1; 2 possible optimal curves: E1 E2 
+398502j: c=1; optimal curve is E1
+398502k: c=1; optimal curve is E1
+398502l: c=1; 2 possible optimal curves: E1 E2 
+398502m: c=1; 2 possible optimal curves: E1 E2 
+398502t: c=1; optimal curve is E1
+398502u: c=1; optimal curve is E1
+398502z: c=1; 2 possible optimal curves: E1 E2 
+398502bb: c=1; 2 possible optimal curves: E1 E2 
+398502bf: c=1; optimal curve is E1
+398502bg: c=1; optimal curve is E1
+398502bm: c=1; optimal curve is E1
+398502bp: c=1; 2 possible optimal curves: E1 E3 
+398502bq: c=1; 2 possible optimal curves: E1 E2 
+398502br: c=1; 2 possible optimal curves: E1 E2 
+398502bt: c=1; optimal curve is E1
+398506d: c=1; 2 possible optimal curves: E1 E2 
+398506e: c=1; 2 possible optimal curves: E1 E2 
+398514f: c=1; optimal curve is E1
+398528l: c=1; optimal curve is E1
+398528w: c=1; 2 possible optimal curves: E1 E2 
+398530g: c=1; optimal curve is E1
+398531c: c=1; optimal curve is E1
+398531d: c=1; optimal curve is E1
+398535c: c=1; optimal curve is E1
+398535d: c=1; optimal curve is E1
+398535i: c=1; 5 possible optimal curves: E1 E2 E3 E5 E7 
+398538b: c=1; optimal curve is E1
+398538f: c=1; optimal curve is E1
+398538i: c=1; 2 possible optimal curves: E1 E2 
+398544g: c=1; 2 possible optimal curves: E1 E2 
+398544h: c=1; 2 possible optimal curves: E1 E2 
+398544i: c=1; optimal curve is E1
+398544j: c=1; 2 possible optimal curves: E1 E2 
+398544l: c=1; 2 possible optimal curves: E1 E2 
+398544s: c=1; 2 possible optimal curves: E1 E2 
+398544t: c=1; optimal curve is E1
+398544w: c=1; 2 possible optimal curves: E1 E2 
+398544x: c=1; 2 possible optimal curves: E1 E2 
+398544bf: c=1; 3 possible optimal curves: E1 E2 E3 
+398544bg: c=1; 3 possible optimal curves: E1 E2 E3 
+398544bj: c=1; 2 possible optimal curves: E1 E2 
+398544bl: c=1; 2 possible optimal curves: E1 E2 
+398544bt: c=1; 3 possible optimal curves: E1 E2 E3 
+398544bv: c=1; 3 possible optimal curves: E1 E2 E3 
+398544bz: c=1; optimal curve is E1
+398544ca: c=1; 2 possible optimal curves: E1 E2 
+398544cb: c=1; optimal curve is E1
+398544ce: c=1; 2 possible optimal curves: E1 E2 
+398544cf: c=1; optimal curve is E1
+398544co: c=1; optimal curve is E1
+398550a: c=1; optimal curve is E1
+398574b: c=1; 2 possible optimal curves: E1 E2 
+398574d: c=1; 2 possible optimal curves: E1 E2 
+398574q: c=1; 3 possible optimal curves: E1 E2 E3 
+398574r: c=1; optimal curve is E1
+398574s: c=1; optimal curve is E1
+398574bg: c=1; 2 possible optimal curves: E1 E2 
+398574bj: c=1; optimal curve is E1
+398574bk: c=1; optimal curve is E1
+398574bn: c=1; optimal curve is E1
+398574cb: c=1; 2 possible optimal curves: E1 E2 
+398574cc: c=1; 2 possible optimal curves: E1 E2 
+398574cd: c=1; 2 possible optimal curves: E1 E2 
+398574cq: c=1; 2 possible optimal curves: E1 E2 
+398574cs: c=1; optimal curve is E1
+398580a: c=1; 2 possible optimal curves: E1 E2 
+398580b: c=1; optimal curve is E1
+398580c: c=1; optimal curve is E1
+398580d: c=1; 2 possible optimal curves: E1 E2 
+398580g: c=1; 2 possible optimal curves: E1 E2 
+398580h: c=1; 2 possible optimal curves: E1 E2 
+398580i: c=1; 2 possible optimal curves: E1 E2 
+398580k: c=1; optimal curve is E1
+398580l: c=1; optimal curve is E1
+398580m: c=1; optimal curve is E1
+398580n: c=1; 2 possible optimal curves: E1 E2 
+398580o: c=1; 2 possible optimal curves: E1 E2 
+398580q: c=1; optimal curve is E1
+398580s: c=1; optimal curve is E1
+398580w: c=1; optimal curve is E1
+398580y: c=1; optimal curve is E1
+398580z: c=1; optimal curve is E1
+398580ba: c=1; 2 possible optimal curves: E1 E2 
+398580bc: c=1; 2 possible optimal curves: E1 E2 
+398580bh: c=1; 2 possible optimal curves: E1 E2 
+398580bi: c=1; optimal curve is E1
+398580bj: c=1; 2 possible optimal curves: E1 E2 
+398580bk: c=1; optimal curve is E1
+398582a: c=1; optimal curve is E1
+398582b: c=1; optimal curve is E1
+398582d: c=1; optimal curve is E1
+398582g: c=1; optimal curve is E1
+398586a: c=1; 2 possible optimal curves: E1 E2 
+398592e: c=1; 2 possible optimal curves: E1 E2 
+398592j: c=1; optimal curve is E1
+398592q: c=1; optimal curve is E1
+398592r: c=1; 2 possible optimal curves: E1 E2 
+398594a: c=1; 2 possible optimal curves: E1 E2 
+398594b: c=1; 2 possible optimal curves: E1 E2 
+398594f: c=1; 2 possible optimal curves: E1 E2 
+398594g: c=1; 2 possible optimal curves: E1 E2 
+398598a: c=1; 2 possible optimal curves: E1 E2 
+398598d: c=1; optimal curve is E1
+398598e: c=1; optimal curve is E1
+398598h: c=1; optimal curve is E1
+398598i: c=1; 3 possible optimal curves: E1 E2 E3 
+398599a: c=1; optimal curve is E1
+398600a: c=1; optimal curve is E1
+398604b: c=1; 2 possible optimal curves: E1 E2 
+398608b: c=1; 2 possible optimal curves: E1 E2 
+398610b: c=1; 3 possible optimal curves: E1 E2 E3 
+398610h: c=1; 2 possible optimal curves: E1 E2 
+398610i: c=1; 2 possible optimal curves: E1 E2 
+398610r: c=1; optimal curve is E1
+398610s: c=1; 3 possible optimal curves: E1 E2 E3 
+398610v: c=1; 2 possible optimal curves: E1 E2 
+398610w: c=1; optimal curve is E1
+398610x: c=1; 2 possible optimal curves: E1 E2 
+398610ba: c=1; optimal curve is E1
+398610bb: c=1; optimal curve is E1
+398610bi: c=1; optimal curve is E1
+398610bl: c=1; optimal curve is E1
+398610bv: c=1; optimal curve is E1
+398610bw: c=1; optimal curve is E1
+398610bz: c=1; optimal curve is E1
+398610cg: c=1; optimal curve is E1
+398610ci: c=1; 2 possible optimal curves: E1 E2 
+398610cl: c=1; optimal curve is E1
+398613d: c=1; optimal curve is E1
+398613e: c=1; 2 possible optimal curves: E1 E2 
+398616d: c=1; optimal curve is E1
+398619a: c=1; 2 possible optimal curves: E1 E2 
+398622a: c=1; optimal curve is E1
+398622b: c=1; optimal curve is E1
+398634bh: c=1; 3 possible optimal curves: E1 E2 E3 
+398636c: c=1; 2 possible optimal curves: E1 E2 
+398640c: c=1; 2 possible optimal curves: E1 E3 
+398640d: c=1; optimal curve is E1
+398640e: c=1; optimal curve is E1
+398640g: c=1; 3 possible optimal curves: E1 E2 E3 
+398640h: c=1; 2 possible optimal curves: E1 E2 
+398640j: c=1; 2 possible optimal curves: E1 E2 
+398640k: c=1; 2 possible optimal curves: E1 E2 
+398640m: c=1; optimal curve is E1
+398640o: c=1; optimal curve is E1
+398640p: c=1; optimal curve is E1
+398640q: c=1; 2 possible optimal curves: E1 E2 
+398640r: c=1; 2 possible optimal curves: E1 E2 
+398640t: c=1; 2 possible optimal curves: E1 E2 
+398640w: c=1; optimal curve is E1
+398640z: c=1; 3 possible optimal curves: E1 E2 E3 
+398640ba: c=1; 2 possible optimal curves: E1 E2 
+398640bb: c=1; optimal curve is E1
+398640bc: c=1; 3 possible optimal curves: E1 E2 E3 
+398640bf: c=1; 2 possible optimal curves: E1 E2 
+398640bh: c=1; 3 possible optimal curves: E1 E2 E3 
+398643c: c=1; optimal curve is E1
+398650g: c=1; 2 possible optimal curves: E1 E2 
+398650j: c=1; 2 possible optimal curves: E1 E2 
+398650k: c=1; 2 possible optimal curves: E1 E2 
+398650m: c=1; 2 possible optimal curves: E1 E2 
+398650q: c=1; optimal curve is E1
+398650r: c=1; 2 possible optimal curves: E1 E2 
+398650s: c=1; 2 possible optimal curves: E1 E2 
+398650x: c=1; 2 possible optimal curves: E1 E2 
+398650z: c=1; optimal curve is E1
+398650ba: c=1; 2 possible optimal curves: E1 E2 
+398650bb: c=1; optimal curve is E1
+398650bc: c=1; 2 possible optimal curves: E1 E2 
+398650bf: c=1; optimal curve is E1
+398650bk: c=1; 2 possible optimal curves: E1 E2 
+398650bl: c=1; 2 possible optimal curves: E1 E2 
+398650bn: c=1; 2 possible optimal curves: E1 E2 
+398650bq: c=1; 2 possible optimal curves: E1 E2 
+398650br: c=1; optimal curve is E1
+398658e: c=1; optimal curve is E1
+398664a: c=1; 2 possible optimal curves: E1 E2 
+398664f: c=1; 2 possible optimal curves: E1 E2 
+398664g: c=1; optimal curve is E1
+398664h: c=1; 3 possible optimal curves: E1 E2 E3 
+398664i: c=1; 2 possible optimal curves: E1 E2 
+398664p: c=1; optimal curve is E1
+398664q: c=1; optimal curve is E1
+398664r: c=1; optimal curve is E1
+398664s: c=1; optimal curve is E1
+398664ba: c=1; 2 possible optimal curves: E1 E2 
+398664bb: c=1; 2 possible optimal curves: E1 E2 
+398664bc: c=1; 2 possible optimal curves: E1 E2 
+398666c: c=1; optimal curve is E1
+398670i: c=1; optimal curve is E1
+398670l: c=1; optimal curve is E1
+398671a: c=1; 2 possible optimal curves: E1 E2 
+398678a: c=1; 2 possible optimal curves: E1 E2 
+398682c: c=1; optimal curve is E1
+398682d: c=1; optimal curve is E1
+398684h: c=1; optimal curve is E1
+398684k: c=1; optimal curve is E1
+398685e: c=1; optimal curve is E1
+398688a: c=1; optimal curve is E1
+398688b: c=1; optimal curve is E1
+398688d: c=1; 2 possible optimal curves: E1 E2 
+398688e: c=1; optimal curve is E1
+398694a: c=1; optimal curve is E1
+398695b: c=1; 2 possible optimal curves: E1 E2 
+398695c: c=1; optimal curve is E1
+398700a: c=1; 2 possible optimal curves: E1 E2 
+398700f: c=1; 2 possible optimal curves: E1 E2 
+398700m: c=1; 2 possible optimal curves: E1 E2 
+398700x: c=1; 2 possible optimal curves: E1 E2 
+398706m: c=1; 3 possible optimal curves: E1 E2 E3 
+398706q: c=1; 2 possible optimal curves: E1 E2 
+398706w: c=1; optimal curve is E1
+398706z: c=1; optimal curve is E1
+398710a: c=1; 2 possible optimal curves: E1 E2 
+398713a: c=1; 2 possible optimal curves: E1 E2 
+398715b: c=1; 2 possible optimal curves: E1 E2 
+398715e: c=1; optimal curve is E1
+398718k: c=1; 2 possible optimal curves: E1 E2 
+398718r: c=1; 3 possible optimal curves: E1 E2 E3 
+398720c: c=1; 2 possible optimal curves: E1 E2 
+398720d: c=1; 2 possible optimal curves: E1 E2 
+398720e: c=1; optimal curve is E1
+398720f: c=1; optimal curve is E1
+398720i: c=1; 2 possible optimal curves: E1 E2 
+398720j: c=1; 2 possible optimal curves: E1 E2 
+398720k: c=1; 2 possible optimal curves: E1 E2 
+398720l: c=1; 2 possible optimal curves: E1 E2 
+398720m: c=1; optimal curve is E1
+398720n: c=1; optimal curve is E1
+398720o: c=1; optimal curve is E1
+398720p: c=1; optimal curve is E1
+398720s: c=1; 2 possible optimal curves: E1 E2 
+398720t: c=1; 2 possible optimal curves: E1 E2 
+398720u: c=1; optimal curve is E1
+398720v: c=1; optimal curve is E1
+398722a: c=1; 2 possible optimal curves: E1 E2 
+398722b: c=1; optimal curve is E1
+398725a: c=1; optimal curve is E1
+398725c: c=1; optimal curve is E1
+398730c: c=1; 2 possible optimal curves: E1 E2 
+398730g: c=1; optimal curve is E1
+398734a: c=1; 2 possible optimal curves: E1 E2 
+398742a: c=1; optimal curve is E1
+398742b: c=1; optimal curve is E1
+398745f: c=1; 2 possible optimal curves: E1 E2 
+398748b: c=1; optimal curve is E1
+398754d: c=1; optimal curve is E1
+398760a: c=1; 2 possible optimal curves: E1 E2 
+398762e: c=1; optimal curve is E1
+398766a: c=1; 2 possible optimal curves: E1 E2 
+398769f: c=1; 3 possible optimal curves: E1 E2 E3 
+398770b: c=1; optimal curve is E1
+398772d: c=1; optimal curve is E1
+398772e: c=1; 2 possible optimal curves: E1 E2 
+398772o: c=1; 2 possible optimal curves: E1 E2 
+398772p: c=1; optimal curve is E1
+398772q: c=1; 2 possible optimal curves: E1 E2 
+398775d: c=1; optimal curve is E1
+398775k: c=1; optimal curve is E1
+398775o: c=1; optimal curve is E1
+398775q: c=1; optimal curve is E1
+398775r: c=1; optimal curve is E1
+398776c: c=1; 2 possible optimal curves: E1 E2 
+398781a: c=1; 2 possible optimal curves: E1 E2 
+398784e: c=1; 2 possible optimal curves: E1 E2 
+398784l: c=1; 2 possible optimal curves: E1 E2 
+398784m: c=1; optimal curve is E1
+398784s: c=1; optimal curve is E1
+398784w: c=1; optimal curve is E1
+398784bc: c=1; 2 possible optimal curves: E1 E2 
+398784bh: c=1; 2 possible optimal curves: E1 E2 
+398784bi: c=1; 2 possible optimal curves: E1 E2 
+398784bp: c=1; 3 possible optimal curves: E1 E2 E3 
+398784bu: c=1; 2 possible optimal curves: E1 E2 
+398786f: c=1; optimal curve is E1
+398786g: c=1; optimal curve is E1
+398790g: c=1; 2 possible optimal curves: E1 E2 
+398790p: c=1; optimal curve is E1
+398790v: c=1; optimal curve is E1
+398790bf: c=1; optimal curve is E1
+398792a: c=1; 3 possible optimal curves: E1 E2 E3 
+398794b: c=1; 3 possible optimal curves: E1 E2 E3 
+398796a: c=1; optimal curve is E1
+398800e: c=1; optimal curve is E1
+398800h: c=1; optimal curve is E1
+398800j: c=1; 2 possible optimal curves: E1 E2 
+398800k: c=1; optimal curve is E1
+398800l: c=1; optimal curve is E1
+398808b: c=1; optimal curve is E1
+398808h: c=1; 2 possible optimal curves: E1 E2 
+398808m: c=1; 2 possible optimal curves: E1 E2 
+398808q: c=1; optimal curve is E1
+398810a: c=1; optimal curve is E1
+398811e: c=1; optimal curve is E1
+398814b: c=1; 2 possible optimal curves: E1 E2 
+398814c: c=1; 2 possible optimal curves: E1 E2 
+398814d: c=1; optimal curve is E1
+398814e: c=1; optimal curve is E1
+398814g: c=1; optimal curve is E1
+398814h: c=1; optimal curve is E1
+398818i: c=1; optimal curve is E1
+398820e: c=1; optimal curve is E1
+398820f: c=1; 2 possible optimal curves: E1 E2 
+398820g: c=1; 2 possible optimal curves: E1 E2 
+398820k: c=1; optimal curve is E1
+398820l: c=1; 2 possible optimal curves: E1 E2 
+398820m: c=1; 2 possible optimal curves: E1 E2 
+398820n: c=1; optimal curve is E1
+398820q: c=1; 2 possible optimal curves: E1 E2 
+398820r: c=1; optimal curve is E1
+398820t: c=1; optimal curve is E1
+398820v: c=1; 2 possible optimal curves: E1 E2 
+398820z: c=1; optimal curve is E1
+398820ba: c=1; 2 possible optimal curves: E1 E2 
+398820bb: c=1; optimal curve is E1
+398820bc: c=1; 2 possible optimal curves: E1 E2 
+398820bd: c=1; optimal curve is E1
+398820bf: c=1; 2 possible optimal curves: E1 E2 
+398820bh: c=1; optimal curve is E1
+398825c: c=1; 2 possible optimal curves: E1 E2 
+398825j: c=1; 2 possible optimal curves: E1 E2 
+398825k: c=1; 2 possible optimal curves: E1 E2 
+398832h: c=1; 2 possible optimal curves: E1 E2 
+398838d: c=1; optimal curve is E1
+398838e: c=1; optimal curve is E1
+398838g: c=1; optimal curve is E1
+398838h: c=1; optimal curve is E1
+398840c: c=1; 2 possible optimal curves: E1 E2 
+398840f: c=1; 2 possible optimal curves: E1 E2 
+398845a: c=1; 2 possible optimal curves: E1 E2 
+398850a: c=1; optimal curve is E1
+398850c: c=1; 2 possible optimal curves: E1 E2 
+398850i: c=1; 2 possible optimal curves: E1 E2 
+398850s: c=1; optimal curve is E1
+398850u: c=1; optimal curve is E1
+398850w: c=1; optimal curve is E1
+398850z: c=1; optimal curve is E1
+398853d: c=1; 3 possible optimal curves: E1 E2 E3 
+398853h: c=1; optimal curve is E1
+398860b: c=1; 2 possible optimal curves: E1 E2 
+398860c: c=1; optimal curve is E1
+398860l: c=1; 2 possible optimal curves: E1 E2 
+398860m: c=1; optimal curve is E1
+398860n: c=1; optimal curve is E1
+398860o: c=1; 2 possible optimal curves: E1 E2 
+398860q: c=1; 2 possible optimal curves: E1 E2 
+398860r: c=1; optimal curve is E1
+398860s: c=1; optimal curve is E1
+398860ba: c=1; 2 possible optimal curves: E1 E2 
+398860bc: c=1; optimal curve is E1
+398860bd: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+398860be: c=1; 2 possible optimal curves: E1 E2 
+398862d: c=1; 2 possible optimal curves: E1 E2 
+398862g: c=1; 2 possible optimal curves: E1 E2 
+398866a: c=1; optimal curve is E1
+398866b: c=1; optimal curve is E1
+398866c: c=1; 2 possible optimal curves: E1 E2 
+398866f: c=1; 2 possible optimal curves: E1 E2 
+398874f: c=1; 2 possible optimal curves: E1 E2 
+398878b: c=1; optimal curve is E1
+398878o: c=1; optimal curve is E1
+398878p: c=1; 2 possible optimal curves: E1 E2 
+398880p: c=1; 2 possible optimal curves: E1 E2 
+398880q: c=1; 2 possible optimal curves: E1 E2 
+398880bh: c=1; 2 possible optimal curves: E1 E2 
+398880bi: c=1; 2 possible optimal curves: E1 E2 
+398883a: c=1; 2 possible optimal curves: E1 E2 
+398886b: c=1; optimal curve is E1
+398886c: c=1; 2 possible optimal curves: E1 E2 
+398889a: c=1; 2 possible optimal curves: E1 E2 
+398889b: c=1; 2 possible optimal curves: E1 E2 
+398889c: c=1; 2 possible optimal curves: E1 E2 
+398890e: c=1; optimal curve is E1
+398892a: c=1; optimal curve is E1
+398895e: c=1; 3 possible optimal curves: E1 E2 E3 
+398895g: c=1; 3 possible optimal curves: E1 E2 E3 
+398895h: c=1; 2 possible optimal curves: E1 E2 
+398900b: c=1; optimal curve is E1
+398904c: c=1; optimal curve is E1
+398905c: c=1; 2 possible optimal curves: E1 E2 
+398905d: c=1; optimal curve is E1
+398905g: c=1; 2 possible optimal curves: E1 E2 
+398905h: c=1; optimal curve is E1
+398905i: c=1; 3 possible optimal curves: E1 E2 E3 
+398912b: c=1; 2 possible optimal curves: E1 E2 
+398912c: c=1; 2 possible optimal curves: E1 E2 
+398912h: c=1; 2 possible optimal curves: E1 E2 
+398912i: c=1; 2 possible optimal curves: E1 E2 
+398912j: c=1; 2 possible optimal curves: E1 E2 
+398912k: c=1; 2 possible optimal curves: E1 E2 
+398912p: c=1; optimal curve is E1
+398912q: c=1; optimal curve is E1
+398918b: c=1; 2 possible optimal curves: E1 E2 
+398922a: c=1; 2 possible optimal curves: E1 E2 
+398925g: c=1; optimal curve is E1
+398925h: c=1; optimal curve is E1
+398925i: c=1; optimal curve is E1
+398925j: c=1; optimal curve is E1
+398930a: c=1; optimal curve is E1
+398930c: c=1; 2 possible optimal curves: E1 E2 
+398930d: c=1; optimal curve is E1
+398930g: c=1; optimal curve is E1
+398930j: c=1; optimal curve is E1
+398934n: c=1; 2 possible optimal curves: E1 E2 
+398934u: c=1; 2 possible optimal curves: E1 E2 
+398934v: c=1; 2 possible optimal curves: E1 E2 
+398937b: c=1; 2 possible optimal curves: E1 E2 
+398937c: c=1; optimal curve is E1
+398937e: c=1; 2 possible optimal curves: E1 E2 
+398937f: c=1; optimal curve is E1
+398940b: c=1; 2 possible optimal curves: E1 E2 
+398940c: c=1; optimal curve is E1
+398940d: c=1; optimal curve is E1
+398940e: c=1; optimal curve is E1
+398940f: c=1; optimal curve is E1
+398940g: c=1; optimal curve is E1
+398944a: c=1; optimal curve is E1
+398944b: c=1; optimal curve is E1
+398944f: c=1; 2 possible optimal curves: E1 E2 
+398944g: c=1; 2 possible optimal curves: E1 E2 
+398944i: c=1; optimal curve is E1
+398944j: c=1; 2 possible optimal curves: E1 E2 
+398950a: c=1; 2 possible optimal curves: E1 E2 
+398950l: c=1; 2 possible optimal curves: E1 E2 
+398958f: c=1; 2 possible optimal curves: E1 E2 
+398958h: c=1; 2 possible optimal curves: E1 E2 
+398958i: c=1; 2 possible optimal curves: E1 E2 
+398958l: c=1; 2 possible optimal curves: E1 E2 
+398958m: c=1; 2 possible optimal curves: E1 E2 
+398958n: c=1; 2 possible optimal curves: E1 E2 
+398958o: c=1; 2 possible optimal curves: E1 E2 
+398958q: c=1; 2 possible optimal curves: E1 E2 
+398958s: c=1; optimal curve is E1
+398958t: c=1; 2 possible optimal curves: E1 E2 
+398958u: c=1; 2 possible optimal curves: E1 E2 
+398958y: c=1; 2 possible optimal curves: E1 E2 
+398958z: c=1; 2 possible optimal curves: E1 E2 
+398958bb: c=1; 2 possible optimal curves: E1 E2 
+398958bd: c=1; 2 possible optimal curves: E1 E2 
+398958be: c=1; 2 possible optimal curves: E1 E2 
+398958bf: c=1; optimal curve is E1
+398958bg: c=1; 3 possible optimal curves: E1 E2 E3 
+398958bo: c=1; optimal curve is E1
+398958bp: c=1; 3 possible optimal curves: E1 E2 E3 
+398958br: c=1; optimal curve is E1
+398958bu: c=1; 2 possible optimal curves: E1 E3 
+398958bw: c=1; 2 possible optimal curves: E1 E2 
+398958bx: c=1; 2 possible optimal curves: E1 E2 
+398958by: c=1; optimal curve is E1
+398958ca: c=1; optimal curve is E1
+398958cb: c=1; 2 possible optimal curves: E1 E2 
+398958ch: c=1; 2 possible optimal curves: E1 E2 
+398958ci: c=1; 2 possible optimal curves: E1 E2 
+398958cj: c=1; 2 possible optimal curves: E1 E2 
+398958co: c=1; optimal curve is E1
+398958cp: c=1; optimal curve is E1
+398958cq: c=1; optimal curve is E1
+398958db: c=1; optimal curve is E1
+398958dc: c=1; optimal curve is E1
+398961a: c=1; optimal curve is E1
+398970b: c=1; optimal curve is E1
+398970c: c=1; 3 possible optimal curves: E1 E2 E3 
+398970d: c=1; 2 possible optimal curves: E1 E2 
+398970e: c=1; optimal curve is E1
+398970f: c=1; optimal curve is E1
+398970g: c=1; optimal curve is E1
+398970h: c=1; optimal curve is E1
+398970j: c=1; 3 possible optimal curves: E1 E2 E3 
+398970k: c=1; optimal curve is E1
+398970l: c=1; 3 possible optimal curves: E1 E2 E3 
+398970m: c=1; optimal curve is E1
+398970n: c=1; 3 possible optimal curves: E1 E2 E3 
+398970p: c=1; 2 possible optimal curves: E1 E2 
+398970r: c=1; 3 possible optimal curves: E1 E2 E3 
+398970t: c=1; optimal curve is E1
+398970u: c=1; 3 possible optimal curves: E1 E2 E3 
+398970v: c=1; 2 possible optimal curves: E1 E2 
+398970w: c=1; optimal curve is E1
+398970y: c=1; 2 possible optimal curves: E1 E2 
+398970ba: c=1; 2 possible optimal curves: E1 E2 
+398970bc: c=1; optimal curve is E1
+398970bd: c=1; optimal curve is E1
+398970be: c=1; 2 possible optimal curves: E1 E2 
+398970bf: c=1; optimal curve is E1
+398970bh: c=1; 2 possible optimal curves: E1 E2 
+398970bi: c=1; optimal curve is E1
+398970bk: c=1; optimal curve is E1
+398970bl: c=1; 2 possible optimal curves: E1 E2 
+398970bm: c=1; 2 possible optimal curves: E1 E2 
+398970bn: c=1; 2 possible optimal curves: E1 E2 
+398970bo: c=1; 2 possible optimal curves: E1 E2 
+398970bp: c=1; 2 possible optimal curves: E1 E2 
+398970bq: c=1; optimal curve is E1
+398970bs: c=1; 2 possible optimal curves: E1 E2 
+398970bu: c=1; 2 possible optimal curves: E1 E2 
+398970bv: c=1; optimal curve is E1
+398970bw: c=1; 3 possible optimal curves: E1 E2 E3 
+398970bx: c=1; 2 possible optimal curves: E1 E2 
+398970by: c=1; 3 possible optimal curves: E1 E2 E3 
+398970ca: c=1; optimal curve is E1
+398970cb: c=1; 2 possible optimal curves: E1 E2 
+398970cc: c=1; 2 possible optimal curves: E1 E2 
+398970cd: c=1; 2 possible optimal curves: E1 E2 
+398970ce: c=1; 2 possible optimal curves: E1 E2 
+398970cf: c=1; 2 possible optimal curves: E1 E2 
+398970ch: c=1; optimal curve is E1
+398970ci: c=1; optimal curve is E1
+398970cj: c=1; 2 possible optimal curves: E1 E2 
+398970ck: c=1; optimal curve is E1
+398970cl: c=1; optimal curve is E1
+398970co: c=1; optimal curve is E1
+398970cp: c=1; 3 possible optimal curves: E1 E2 E3 
+398970cq: c=1; 2 possible optimal curves: E1 E2 
+398970cr: c=1; 2 possible optimal curves: E1 E2 
+398970cs: c=1; optimal curve is E1
+398970ct: c=1; 3 possible optimal curves: E1 E2 E3 
+398970cu: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+398970cv: c=1; 2 possible optimal curves: E1 E2 
+398970cw: c=1; optimal curve is E1
+398970cx: c=1; 2 possible optimal curves: E1 E2 
+398970cy: c=1; 2 possible optimal curves: E1 E2 
+398970cz: c=1; 3 possible optimal curves: E1 E2 E3 
+398975a: c=1; 2 possible optimal curves: E1 E2 
+398976a: c=1; 2 possible optimal curves: E1 E2 
+398976b: c=1; 2 possible optimal curves: E1 E2 
+398976c: c=1; optimal curve is E1
+398976d: c=1; optimal curve is E1
+398985e: c=1; 3 possible optimal curves: E1 E2 E3 
+398986a: c=1; 2 possible optimal curves: E1 E2 
+398988d: c=1; 2 possible optimal curves: E1 E2 
+398992b: c=1; 2 possible optimal curves: E1 E2 
+398997d: c=1; 2 possible optimal curves: E1 E2 
+399014a: c=1; 2 possible optimal curves: E1 E2 
+399014b: c=1; 2 possible optimal curves: E1 E2 
+399015b: c=1; optimal curve is E1
+399015i: c=1; optimal curve is E1
+399018a: c=1; 2 possible optimal curves: E1 E2 
+399018b: c=1; 2 possible optimal curves: E1 E2 
+399018c: c=1; 2 possible optimal curves: E1 E2 
+399018d: c=1; optimal curve is E1
+399018e: c=1; 2 possible optimal curves: E1 E2 
+399018f: c=1; 2 possible optimal curves: E1 E2 
+399018g: c=1; 2 possible optimal curves: E1 E2 
+399024e: c=1; optimal curve is E1
+399024h: c=1; optimal curve is E1
+399024k: c=1; optimal curve is E1
+399024l: c=1; 2 possible optimal curves: E1 E2 
+399024q: c=1; 2 possible optimal curves: E1 E2 
+399024s: c=1; 3 possible optimal curves: E1 E2 E3 
+399024u: c=1; optimal curve is E1
+399024w: c=1; optimal curve is E1
+399024y: c=1; optimal curve is E1
+399024bg: c=1; optimal curve is E1
+399024bh: c=1; optimal curve is E1
+399024bi: c=1; 2 possible optimal curves: E1 E2 
+399024bn: c=1; optimal curve is E1
+399030b: c=1; optimal curve is E1
+399030c: c=1; optimal curve is E1
+399030d: c=1; optimal curve is E1
+399030e: c=1; 2 possible optimal curves: E1 E2 
+399030i: c=1; 2 possible optimal curves: E1 E2 
+399030j: c=1; 2 possible optimal curves: E1 E2 
+399030l: c=1; 2 possible optimal curves: E1 E2 
+399030m: c=1; 2 possible optimal curves: E1 E2 
+399030n: c=1; 2 possible optimal curves: E1 E2 
+399030o: c=1; 2 possible optimal curves: E1 E2 
+399030p: c=1; 2 possible optimal curves: E1 E2 
+399030q: c=1; optimal curve is E1
+399032a: c=1; 2 possible optimal curves: E1 E2 
+399035b: c=1; optimal curve is E1
+399036a: c=1; optimal curve is E1
+399036b: c=1; 2 possible optimal curves: E1 E2 
+399040i: c=1; optimal curve is E1
+399040k: c=1; optimal curve is E1
+399040n: c=1; 2 possible optimal curves: E1 E2 
+399040q: c=1; optimal curve is E1
+399040r: c=1; optimal curve is E1
+399040s: c=1; 2 possible optimal curves: E1 E2 
+399040t: c=1; 2 possible optimal curves: E1 E2 
+399040w: c=1; 2 possible optimal curves: E1 E2 
+399040z: c=1; 2 possible optimal curves: E1 E2 
+399040bb: c=1; 2 possible optimal curves: E1 E2 
+399040bc: c=1; 2 possible optimal curves: E1 E2 
+399040bj: c=1; optimal curve is E1
+399040bk: c=1; optimal curve is E1
+399040bo: c=1; 2 possible optimal curves: E1 E2 
+399042d: c=1; 2 possible optimal curves: E1 E2 
+399042h: c=1; 2 possible optimal curves: E1 E2 
+399042j: c=1; 2 possible optimal curves: E1 E2 
+399042k: c=1; 2 possible optimal curves: E1 E2 
+399042l: c=1; 2 possible optimal curves: E1 E2 
+399042m: c=1; 2 possible optimal curves: E1 E2 
+399045b: c=1; 2 possible optimal curves: E1 E2 
+399048h: c=1; 2 possible optimal curves: E1 E2 
+399050i: c=1; 2 possible optimal curves: E1 E2 
+399058a: c=1; optimal curve is E1
+399058f: c=1; optimal curve is E1
+399058i: c=1; optimal curve is E1
+399061b: c=1; optimal curve is E1
+399063c: c=1; optimal curve is E1
+399069c: c=1; optimal curve is E1
+399069d: c=1; optimal curve is E1
+399070c: c=1; optimal curve is E1
+399070d: c=1; optimal curve is E1
+399078a: c=1; optimal curve is E1
+399082c: c=1; optimal curve is E1
+399084a: c=1; optimal curve is E1
+399090b: c=1; 2 possible optimal curves: E1 E2 
+399090d: c=1; 2 possible optimal curves: E1 E2 
+399090g: c=1; optimal curve is E1
+399090i: c=1; 2 possible optimal curves: E1 E2 
+399090j: c=1; optimal curve is E1
+399096e: c=1; 2 possible optimal curves: E1 E2 
+399099a: c=1; optimal curve is E1
+399102a: c=1; 2 possible optimal curves: E1 E2 
+399105c: c=1; optimal curve is E1
+399105g: c=1; 2 possible optimal curves: E1 E2 
+399105h: c=1; optimal curve is E1
+399105j: c=1; optimal curve is E1
+399105k: c=1; 2 possible optimal curves: E1 E2 
+399105m: c=1; optimal curve is E1
+399105o: c=1; optimal curve is E1
+399105p: c=1; optimal curve is E1
+399105s: c=1; optimal curve is E1
+399105t: c=1; 2 possible optimal curves: E1 E2 
+399105v: c=1; 2 possible optimal curves: E1 E2 
+399105bd: c=1; 2 possible optimal curves: E1 E2 
+399105bk: c=1; optimal curve is E1
+399106a: c=1; 2 possible optimal curves: E1 E2 
+399106b: c=1; 3 possible optimal curves: E1 E2 E3 
+399106c: c=1; optimal curve is E1
+399113a: c=1; 2 possible optimal curves: E1 E2 
+399119a: c=1; 3 possible optimal curves: E1 E2 E3 
+399120f: c=1; 2 possible optimal curves: E1 E2 
+399120l: c=1; optimal curve is E1
+399126a: c=1; optimal curve is E1
+399126b: c=1; 3 possible optimal curves: E1 E2 E3 
+399126c: c=1; 2 possible optimal curves: E1 E2 
+399126d: c=1; optimal curve is E1
+399126e: c=1; 3 possible optimal curves: E1 E2 E3 
+399126g: c=1; 2 possible optimal curves: E1 E2 
+399126h: c=1; 2 possible optimal curves: E1 E2 
+399126j: c=1; 3 possible optimal curves: E1 E2 E3 
+399126k: c=1; 2 possible optimal curves: E1 E2 
+399126n: c=1; 2 possible optimal curves: E1 E2 
+399126q: c=1; optimal curve is E1
+399126r: c=1; optimal curve is E1
+399126s: c=1; 3 possible optimal curves: E1 E2 E3 
+399126t: c=1; 3 possible optimal curves: E1 E2 E3 
+399126u: c=1; optimal curve is E1
+399126v: c=1; 2 possible optimal curves: E1 E2 
+399126w: c=1; optimal curve is E1
+399126z: c=1; optimal curve is E1
+399126ba: c=1; 2 possible optimal curves: E1 E2 
+399126bb: c=1; optimal curve is E1
+399126bd: c=1; 3 possible optimal curves: E1 E2 E3 
+399126bf: c=1; 2 possible optimal curves: E1 E2 
+399126bg: c=1; 3 possible optimal curves: E1 E2 E3 
+399126bh: c=1; optimal curve is E1
+399126bk: c=1; 2 possible optimal curves: E1 E2 
+399126bl: c=1; optimal curve is E1
+399126bm: c=1; 2 possible optimal curves: E1 E2 
+399126bp: c=1; 2 possible optimal curves: E1 E2 
+399126bq: c=1; 2 possible optimal curves: E1 E2 
+399126br: c=1; 2 possible optimal curves: E1 E2 
+399126bs: c=1; optimal curve is E1
+399126bu: c=1; 2 possible optimal curves: E1 E2 
+399126bv: c=1; optimal curve is E1
+399126bw: c=1; optimal curve is E1
+399126by: c=1; 2 possible optimal curves: E1 E2 
+399126ca: c=1; 3 possible optimal curves: E1 E2 E3 
+399126cb: c=1; optimal curve is E1
+399126cd: c=1; 2 possible optimal curves: E1 E2 
+399126ce: c=1; optimal curve is E1
+399126cf: c=1; 3 possible optimal curves: E1 E2 E3 
+399126cg: c=1; optimal curve is E1
+399126ch: c=1; 2 possible optimal curves: E1 E2 
+399126cl: c=1; optimal curve is E1
+399126cm: c=1; 2 possible optimal curves: E1 E2 
+399126cq: c=1; optimal curve is E1
+399135c: c=1; 2 possible optimal curves: E1 E2 
+399135d: c=1; 3 possible optimal curves: E1 E2 E3 
+399135e: c=1; 3 possible optimal curves: E1 E2 E3 
+399140a: c=1; optimal curve is E1
+399150i: c=1; optimal curve is E1
+399150j: c=1; 2 possible optimal curves: E1 E2 
+399150k: c=1; 2 possible optimal curves: E1 E2 
+399150l: c=1; 2 possible optimal curves: E1 E2 
+399150p: c=1; 2 possible optimal curves: E1 E2 
+399150q: c=1; 2 possible optimal curves: E1 E2 
+399150w: c=1; optimal curve is E1
+399150bk: c=1; 2 possible optimal curves: E1 E2 
+399150bm: c=1; optimal curve is E1
+399150bn: c=1; optimal curve is E1
+399150bu: c=1; 2 possible optimal curves: E1 E2 
+399150by: c=1; 2 possible optimal curves: E1 E2 
+399150bz: c=1; optimal curve is E1
+399150cd: c=1; 2 possible optimal curves: E1 E2 
+399150cf: c=1; optimal curve is E1
+399152a: c=1; optimal curve is E1
+399152b: c=1; 2 possible optimal curves: E1 E2 
+399152d: c=1; 2 possible optimal curves: E1 E2 
+399152k: c=1; 2 possible optimal curves: E1 E2 
+399154c: c=1; optimal curve is E1
+399161a: c=1; optimal curve is E1
+399162b: c=1; 2 possible optimal curves: E1 E2 
+399165a: c=1; optimal curve is E1
+399165b: c=1; 2 possible optimal curves: E1 E2 
+399165c: c=1; 3 possible optimal curves: E1 E2 E3 
+399165e: c=1; 3 possible optimal curves: E1 E2 E3 
+399165f: c=1; optimal curve is E1
+399165g: c=1; optimal curve is E1
+399165h: c=1; 3 possible optimal curves: E1 E2 E3 
+399165i: c=1; optimal curve is E1
+399168p: c=1; 2 possible optimal curves: E1 E2 
+399168q: c=1; 2 possible optimal curves: E1 E2 
+399168bc: c=1; optimal curve is E1
+399168bd: c=1; optimal curve is E1
+399168de: c=1; 2 possible optimal curves: E1 E2 
+399168dg: c=1; 2 possible optimal curves: E1 E2 
+399168di: c=1; 2 possible optimal curves: E1 E2 
+399168dk: c=1; 2 possible optimal curves: E1 E2 
+399168dm: c=1; 2 possible optimal curves: E1 E2 
+399168dp: c=1; 2 possible optimal curves: E1 E2 
+399168dr: c=1; 2 possible optimal curves: E1 E2 
+399168dt: c=1; 2 possible optimal curves: E1 E2 
+399168dv: c=1; 2 possible optimal curves: E1 E2 
+399168dx: c=1; 2 possible optimal curves: E1 E2 
+399168ea: c=1; optimal curve is E1
+399168ec: c=1; optimal curve is E1
+399168ee: c=1; optimal curve is E1
+399168eg: c=1; optimal curve is E1
+399168ei: c=1; optimal curve is E1
+399168el: c=1; optimal curve is E1
+399168en: c=1; optimal curve is E1
+399168ep: c=1; optimal curve is E1
+399168er: c=1; optimal curve is E1
+399168et: c=1; optimal curve is E1
+399168hd: c=1; 2 possible optimal curves: E1 E2 
+399168he: c=1; 2 possible optimal curves: E1 E2 
+399168hi: c=1; optimal curve is E1
+399168hj: c=1; optimal curve is E1
+399170a: c=1; 2 possible optimal curves: E1 E2 
+399171c: c=1; 3 possible optimal curves: E1 E2 E3 
+399174e: c=1; optimal curve is E1
+399174h: c=1; 2 possible optimal curves: E1 E2 
+399177d: c=1; optimal curve is E1
+399178d: c=1; optimal curve is E1
+399178f: c=1; optimal curve is E1
+399182a: c=1; 2 possible optimal curves: E1 E2 
+399186a: c=1; optimal curve is E1
+399186d: c=1; 2 possible optimal curves: E1 E2 
+399186k: c=1; optimal curve is E1
+399190a: c=1; optimal curve is E1
+399190e: c=1; 2 possible optimal curves: E1 E2 
+399190f: c=1; optimal curve is E1
+399190h: c=1; optimal curve is E1
+399190i: c=1; optimal curve is E1
+399190j: c=1; optimal curve is E1
+399194b: c=1; 2 possible optimal curves: E1 E2 
+399196b: c=1; optimal curve is E1
+399199a: c=1; optimal curve is E1
+399200g: c=1; 2 possible optimal curves: E1 E2 
+399200h: c=1; optimal curve is E1
+399200i: c=1; 2 possible optimal curves: E1 E2 
+399200j: c=1; optimal curve is E1
+399205a: c=1; optimal curve is E1
+399210b: c=1; 3 possible optimal curves: E1 E2 E3 
+399210d: c=1; optimal curve is E1
+399210i: c=1; optimal curve is E1
+399210n: c=1; optimal curve is E1
+399210s: c=1; optimal curve is E1
+399210t: c=1; optimal curve is E1
+399210v: c=1; optimal curve is E1
+399210x: c=1; optimal curve is E1
+399210y: c=1; optimal curve is E1
+399216b: c=1; 2 possible optimal curves: E1 E2 
+399216c: c=1; optimal curve is E1
+399218b: c=1; 2 possible optimal curves: E1 E2 
+399228p: c=1; optimal curve is E1
+399228q: c=1; optimal curve is E1
+399228s: c=1; optimal curve is E1
+399230b: c=1; optimal curve is E1
+399230d: c=1; optimal curve is E1
+399230g: c=1; optimal curve is E1
+399230h: c=1; optimal curve is E1
+399230i: c=1; 2 possible optimal curves: E1 E2 
+399230k: c=1; 2 possible optimal curves: E1 E2 
+399230n: c=1; optimal curve is E1
+399231a: c=1; 2 possible optimal curves: E1 E2 
+399234a: c=1; 2 possible optimal curves: E1 E2 
+399234c: c=1; 2 possible optimal curves: E1 E2 
+399234d: c=1; optimal curve is E1
+399234f: c=1; 2 possible optimal curves: E1 E2 
+399234g: c=1; 2 possible optimal curves: E1 E2 
+399234h: c=1; 2 possible optimal curves: E1 E2 
+399234j: c=1; 2 possible optimal curves: E1 E2 
+399234l: c=1; 2 possible optimal curves: E1 E2 
+399237a: c=1; 2 possible optimal curves: E1 E2 
+399245a: c=1; optimal curve is E1
+399245d: c=1; optimal curve is E1
+399245e: c=1; 2 possible optimal curves: E1 E2 
+399245f: c=1; 2 possible optimal curves: E1 E2 
+399245g: c=1; 2 possible optimal curves: E1 E2 
+399248b: c=1; optimal curve is E1
+399255b: c=1; 2 possible optimal curves: E1 E2 
+399255c: c=1; 2 possible optimal curves: E1 E2 
+399255d: c=1; 2 possible optimal curves: E1 E2 
+399256c: c=1; optimal curve is E1
+399256f: c=1; 2 possible optimal curves: E1 E2 
+399256h: c=1; 2 possible optimal curves: E1 E2 
+399266d: c=1; 3 possible optimal curves: E1 E2 E3 
+399266f: c=1; 2 possible optimal curves: E1 E2 
+399266g: c=1; 3 possible optimal curves: E1 E2 E3 
+399266p: c=1; 2 possible optimal curves: E1 E2 
+399266r: c=1; optimal curve is E1
+399266s: c=1; optimal curve is E1
+399266u: c=1; 2 possible optimal curves: E1 E2 
+399266z: c=1; 2 possible optimal curves: E1 E2 
+399267c: c=1; 2 possible optimal curves: E1 E2 
+399267g: c=1; 2 possible optimal curves: E1 E2 
+399270e: c=1; 2 possible optimal curves: E1 E2 
+399280f: c=1; 2 possible optimal curves: E1 E2 
+399280g: c=1; 2 possible optimal curves: E1 E2 
+399280i: c=1; 2 possible optimal curves: E1 E2 
+399280j: c=1; 2 possible optimal curves: E1 E2 
+399280l: c=1; 2 possible optimal curves: E1 E2 
+399280p: c=1; 2 possible optimal curves: E1 E2 
+399280v: c=1; 3 possible optimal curves: E1 E2 E3 
+399280w: c=1; 3 possible optimal curves: E1 E2 E3 
+399280ba: c=1; 2 possible optimal curves: E1 E2 
+399280bd: c=1; 3 possible optimal curves: E1 E2 E3 
+399280be: c=1; 2 possible optimal curves: E1 E2 
+399280bf: c=1; 2 possible optimal curves: E1 E2 
+399280bg: c=1; 3 possible optimal curves: E1 E2 E3 
+399280bj: c=1; 2 possible optimal curves: E1 E2 
+399280bt: c=1; 2 possible optimal curves: E1 E2 
+399280bv: c=1; optimal curve is E1
+399280bw: c=1; 2 possible optimal curves: E1 E2 
+399280bx: c=1; 2 possible optimal curves: E1 E2 
+399290a: c=1; 2 possible optimal curves: E1 E2 
+399293a: c=1; 2 possible optimal curves: E1 E2 
+399294i: c=1; optimal curve is E1
+399294m: c=1; optimal curve is E1
+399294n: c=1; 3 possible optimal curves: E1 E2 E3 
+399298a: c=1; optimal curve is E1
+399301d: c=1; optimal curve is E1
+399301e: c=1; 2 possible optimal curves: E1 E2 
+399301f: c=1; 2 possible optimal curves: E1 E2 
+399301j: c=1; 2 possible optimal curves: E1 E2 
+399302a: c=1; 2 possible optimal curves: E1 E2 
+399306a: c=1; 3 possible optimal curves: E1 E2 E3 
+399306b: c=1; 2 possible optimal curves: E1 E2 
+399312a: c=1; 2 possible optimal curves: E1 E2 
+399312e: c=1; 3 possible optimal curves: E1 E2 E3 
+399312g: c=1; 2 possible optimal curves: E1 E2 
+399312h: c=1; 2 possible optimal curves: E1 E2 
+399312j: c=1; 2 possible optimal curves: E1 E2 
+399312k: c=1; 2 possible optimal curves: E1 E2 
+399312l: c=1; optimal curve is E1
+399312p: c=1; 2 possible optimal curves: E1 E2 
+399312q: c=1; 2 possible optimal curves: E1 E2 
+399312u: c=1; optimal curve is E1
+399312v: c=1; 2 possible optimal curves: E1 E2 
+399312y: c=1; optimal curve is E1
+399312z: c=1; optimal curve is E1
+399312ba: c=1; 2 possible optimal curves: E1 E2 
+399315a: c=1; optimal curve is E1
+399318a: c=1; optimal curve is E1
+399318c: c=1; 2 possible optimal curves: E1 E2 
+399324c: c=1; optimal curve is E1
+399330l: c=1; optimal curve is E1
+399330o: c=1; optimal curve is E1
+399330y: c=1; optimal curve is E1
+399330bt: c=1; optimal curve is E1
+399336a: c=1; optimal curve is E1
+399336b: c=1; optimal curve is E1
+399336d: c=1; optimal curve is E1
+399336e: c=1; optimal curve is E1
+399336f: c=1; 2 possible optimal curves: E1 E2 
+399336g: c=1; 2 possible optimal curves: E1 E2 
+399336h: c=1; optimal curve is E1
+399336i: c=1; optimal curve is E1
+399342e: c=1; 2 possible optimal curves: E1 E2 
+399342h: c=1; optimal curve is E1
+399342t: c=1; optimal curve is E1
+399343a: c=1; 2 possible optimal curves: E1 E2 
+399345a: c=1; 2 possible optimal curves: E1 E2 
+399350f: c=1; 2 possible optimal curves: E1 E2 
+399350l: c=1; optimal curve is E1
+399350u: c=1; 2 possible optimal curves: E1 E2 
+399350bi: c=1; 2 possible optimal curves: E1 E2 
+399350bk: c=1; optimal curve is E1
+399350bn: c=1; 2 possible optimal curves: E1 E2 
+399350bp: c=1; optimal curve is E1
+399350cc: c=1; 2 possible optimal curves: E1 E2 
+399350ce: c=1; 3 possible optimal curves: E1 E2 E3 
+399350cg: c=1; optimal curve is E1
+399350cm: c=1; optimal curve is E1
+399350cv: c=1; optimal curve is E1
+399350cw: c=1; 2 possible optimal curves: E1 E2 
+399350db: c=1; 2 possible optimal curves: E1 E2 
+399350dm: c=1; optimal curve is E1
+399355a: c=1; optimal curve is E1
+399355b: c=1; optimal curve is E1
+399362b: c=1; 2 possible optimal curves: E1 E2 
+399366c: c=1; optimal curve is E1
+399366e: c=1; 2 possible optimal curves: E1 E2 
+399366f: c=1; optimal curve is E1
+399366g: c=1; optimal curve is E1
+399366h: c=1; optimal curve is E1
+399366i: c=1; optimal curve is E1
+399366j: c=1; optimal curve is E1
+399366l: c=1; optimal curve is E1
+399366p: c=1; optimal curve is E1
+399366r: c=1; optimal curve is E1
+399376e: c=1; 2 possible optimal curves: E1 E2 
+399378a: c=1; 2 possible optimal curves: E1 E2 
+399378b: c=1; 3 possible optimal curves: E1 E2 E3 
+399378c: c=1; 2 possible optimal curves: E1 E2 
+399380a: c=1; 2 possible optimal curves: E1 E2 
+399380b: c=1; 2 possible optimal curves: E1 E2 
+399390l: c=1; 2 possible optimal curves: E1 E2 
+399390m: c=1; optimal curve is E1
+399392a: c=1; 2 possible optimal curves: E1 E2 
+399392b: c=1; 2 possible optimal curves: E1 E2 
+399395g: c=1; 2 possible optimal curves: E1 E2 
+399399i: c=1; 2 possible optimal curves: E1 E2 
+399399j: c=1; 2 possible optimal curves: E1 E2 
+399399k: c=1; 3 possible optimal curves: E1 E2 E3 
+399399l: c=1; 2 possible optimal curves: E1 E2 
+399399m: c=1; 2 possible optimal curves: E1 E2 
+399399n: c=1; 2 possible optimal curves: E1 E2 
+399399o: c=1; optimal curve is E1
+399399p: c=1; optimal curve is E1
+399399r: c=1; 2 possible optimal curves: E1 E2 
+399399s: c=1; optimal curve is E1
+399399t: c=1; optimal curve is E1
+399399x: c=1; 3 possible optimal curves: E1 E2 E3 
+399399bb: c=1; 2 possible optimal curves: E1 E2 
+399399bc: c=1; optimal curve is E1
+399399bd: c=1; 2 possible optimal curves: E1 E2 
+399399be: c=1; 2 possible optimal curves: E1 E2 
+399399bf: c=1; 2 possible optimal curves: E1 E2 
+399399bg: c=1; optimal curve is E1
+399399bh: c=1; 3 possible optimal curves: E1 E2 E3 
+399399bi: c=1; 2 possible optimal curves: E1 E2 
+399399bj: c=1; optimal curve is E1
+399399bk: c=1; optimal curve is E1
+399399bl: c=1; 2 possible optimal curves: E1 E2 
+399399bm: c=1; 2 possible optimal curves: E1 E2 
+399399bn: c=1; 2 possible optimal curves: E1 E2 
+399399bo: c=1; optimal curve is E1
+399399bp: c=1; 3 possible optimal curves: E1 E2 E3 
+399399bq: c=1; optimal curve is E1
+399406b: c=1; 2 possible optimal curves: E1 E2 
+399406c: c=1; 2 possible optimal curves: E1 E2 
+399406e: c=1; 3 possible optimal curves: E1 E2 E3 
+399408b: c=1; 2 possible optimal curves: E1 E2 
+399408d: c=1; 2 possible optimal curves: E1 E2 
+399418a: c=1; optimal curve is E1
+399420a: c=1; 2 possible optimal curves: E1 E2 
+399420e: c=1; 2 possible optimal curves: E1 E2 
+399420j: c=1; 2 possible optimal curves: E1 E2 
+399422a: c=1; 2 possible optimal curves: E1 E2 
+399424e: c=1; 2 possible optimal curves: E1 E2 
+399424f: c=1; optimal curve is E1
+399424h: c=1; 2 possible optimal curves: E1 E2 
+399424v: c=1; optimal curve is E1
+399424w: c=1; optimal curve is E1
+399424x: c=1; 2 possible optimal curves: E1 E2 
+399424y: c=1; 2 possible optimal curves: E1 E2 
+399424z: c=1; 3 possible optimal curves: E1 E2 E3 
+399424ba: c=1; optimal curve is E1
+399424bb: c=1; optimal curve is E1
+399424bc: c=1; 3 possible optimal curves: E1 E2 E3 
+399424be: c=1; optimal curve is E1
+399424bo: c=1; 2 possible optimal curves: E1 E2 
+399426b: c=1; optimal curve is E1
+399432c: c=1; optimal curve is E1
+399432f: c=1; optimal curve is E1
+399432g: c=1; optimal curve is E1
+399432j: c=1; 2 possible optimal curves: E1 E2 
+399432k: c=1; optimal curve is E1
+399432m: c=1; optimal curve is E1
+399432n: c=1; optimal curve is E1
+399432r: c=1; 2 possible optimal curves: E1 E2 
+399432t: c=1; 2 possible optimal curves: E1 E2 
+399432u: c=1; optimal curve is E1
+399434c: c=1; 3 possible optimal curves: E1 E2 E3 
+399435a: c=1; 2 possible optimal curves: E1 E2 
+399438d: c=1; optimal curve is E1
+399438v: c=1; 2 possible optimal curves: E1 E2 
+399450b: c=1; optimal curve is E1
+399450s: c=1; 2 possible optimal curves: E1 E2 
+399450ba: c=1; 2 possible optimal curves: E1 E2 
+399450bf: c=1; 2 possible optimal curves: E1 E2 
+399450bj: c=1; 2 possible optimal curves: E1 E2 
+399450bm: c=1; 2 possible optimal curves: E1 E2 
+399454h: c=1; 2 possible optimal curves: E1 E2 
+399456a: c=1; optimal curve is E1
+399456b: c=1; 2 possible optimal curves: E1 E2 
+399456c: c=1; 2 possible optimal curves: E1 E2 
+399456f: c=1; optimal curve is E1
+399456g: c=1; optimal curve is E1
+399456h: c=1; 2 possible optimal curves: E1 E2 
+399456j: c=1; optimal curve is E1
+399456k: c=1; optimal curve is E1
+399456m: c=1; optimal curve is E1
+399456n: c=1; optimal curve is E1
+399456p: c=1; 2 possible optimal curves: E1 E2 
+399456q: c=1; optimal curve is E1
+399456s: c=1; 2 possible optimal curves: E1 E2 
+399456t: c=1; optimal curve is E1
+399456u: c=1; 2 possible optimal curves: E1 E2 
+399456v: c=1; 2 possible optimal curves: E1 E2 
+399456w: c=1; 2 possible optimal curves: E1 E2 
+399456x: c=1; optimal curve is E1
+399456z: c=1; optimal curve is E1
+399456ba: c=1; optimal curve is E1
+399456bb: c=1; 2 possible optimal curves: E1 E2 
+399456bc: c=1; optimal curve is E1
+399456bd: c=1; optimal curve is E1
+399456be: c=1; optimal curve is E1
+399462d: c=1; optimal curve is E1
+399462h: c=1; 2 possible optimal curves: E1 E2 
+399465d: c=1; 2 possible optimal curves: E1 E2 
+399465f: c=1; optimal curve is E1
+399470d: c=1; optimal curve is E1
+399470h: c=1; optimal curve is E1
+399475g: c=1; 2 possible optimal curves: E1 E2 
+399475h: c=1; 2 possible optimal curves: E1 E2 
+399475n: c=1; optimal curve is E1
+399475x: c=1; 2 possible optimal curves: E1 E2 
+399483d: c=1; 3 possible optimal curves: E1 E2 E3 
+399483e: c=1; optimal curve is E1
+399483f: c=1; 2 possible optimal curves: E1 E2 
+399483g: c=1; optimal curve is E1
+399486a: c=1; 2 possible optimal curves: E1 E2 
+399488a: c=1; 2 possible optimal curves: E1 E2 
+399488b: c=1; optimal curve is E1
+399488c: c=1; 2 possible optimal curves: E1 E2 
+399488d: c=1; optimal curve is E1
+399489a: c=1; 3 possible optimal curves: E1 E2 E3 
+399489b: c=1; 2 possible optimal curves: E1 E2 
+399489c: c=1; 2 possible optimal curves: E1 E2 
+399490a: c=1; 2 possible optimal curves: E1 E2 
+399490b: c=1; 2 possible optimal curves: E1 E2 
+399490c: c=1; 2 possible optimal curves: E1 E2 
+399490e: c=1; optimal curve is E1
+399490f: c=1; 2 possible optimal curves: E1 E2 
+399490j: c=1; 2 possible optimal curves: E1 E2 
+399490k: c=1; 2 possible optimal curves: E1 E2 
+399490l: c=1; 2 possible optimal curves: E1 E2 
+399490m: c=1; 2 possible optimal curves: E1 E2 
+399490n: c=1; 3 possible optimal curves: E1 E2 E3 
+399490o: c=1; optimal curve is E1
+399490p: c=1; 2 possible optimal curves: E1 E2 
+399503a: c=1; optimal curve is E1
+399504e: c=1; 2 possible optimal curves: E1 E2 
+399504g: c=1; 2 possible optimal curves: E1 E2 
+399504j: c=1; 2 possible optimal curves: E1 E2 
+399504k: c=1; 2 possible optimal curves: E1 E2 
+399504l: c=1; 2 possible optimal curves: E1 E2 
+399504q: c=1; 2 possible optimal curves: E1 E2 
+399504t: c=1; 2 possible optimal curves: E1 E2 
+399504u: c=1; optimal curve is E1
+399504be: c=1; 3 possible optimal curves: E1 E2 E3 
+399504bf: c=1; 2 possible optimal curves: E1 E2 
+399504bi: c=1; 2 possible optimal curves: E1 E2 
+399504bj: c=1; 2 possible optimal curves: E1 E2 
+399504bn: c=1; optimal curve is E1
+399504bv: c=1; 2 possible optimal curves: E1 E2 
+399510a: c=1; optimal curve is E1
+399510b: c=1; 2 possible optimal curves: E1 E2 
+399510d: c=1; 3 possible optimal curves: E1 E2 E3 
+399510e: c=1; 2 possible optimal curves: E1 E2 
+399510g: c=1; 2 possible optimal curves: E1 E2 
+399510h: c=1; optimal curve is E1
+399510i: c=1; 3 possible optimal curves: E1 E2 E3 
+399510l: c=1; optimal curve is E1
+399510m: c=1; 2 possible optimal curves: E1 E2 
+399510o: c=1; 2 possible optimal curves: E1 E2 
+399510q: c=1; 2 possible optimal curves: E1 E2 
+399510r: c=1; 2 possible optimal curves: E1 E2 
+399510s: c=1; optimal curve is E1
+399510t: c=1; 2 possible optimal curves: E1 E2 
+399510u: c=1; optimal curve is E1
+399510v: c=1; optimal curve is E1
+399510w: c=1; 2 possible optimal curves: E1 E2 
+399510x: c=1; 2 possible optimal curves: E1 E2 
+399510z: c=1; 2 possible optimal curves: E1 E2 
+399510bb: c=1; 2 possible optimal curves: E1 E2 
+399510be: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+399513a: c=1; 2 possible optimal curves: E1 E2 
+399513b: c=1; 2 possible optimal curves: E1 E2 
+399516e: c=1; optimal curve is E1
+399520c: c=1; 2 possible optimal curves: E1 E2 
+399520f: c=1; 2 possible optimal curves: E1 E2 
+399520g: c=1; 2 possible optimal curves: E1 E2 
+399520j: c=1; 2 possible optimal curves: E1 E2 
+399521a: c=1; optimal curve is E1
+399525d: c=1; optimal curve is E1
+399526c: c=1; optimal curve is E1
+399528a: c=1; 2 possible optimal curves: E1 E2 
+399528d: c=1; 2 possible optimal curves: E1 E2 
+399528j: c=1; optimal curve is E1
+399528k: c=1; optimal curve is E1
+399528o: c=1; optimal curve is E1
+399540a: c=1; 2 possible optimal curves: E1 E2 
+399542e: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+399542f: c=1; 2 possible optimal curves: E1 E2 
+399546g: c=1; 2 possible optimal curves: E1 E2 
+399546m: c=1; optimal curve is E1
+399546n: c=1; 2 possible optimal curves: E1 E2 
+399546t: c=1; 2 possible optimal curves: E1 E2 
+399546bg: c=1; optimal curve is E1
+399546bm: c=1; 2 possible optimal curves: E1 E2 
+399546bn: c=1; optimal curve is E1
+399546bu: c=1; optimal curve is E1
+399550c: c=1; 2 possible optimal curves: E1 E2 
+399550d: c=1; 2 possible optimal curves: E1 E2 
+399550f: c=1; 2 possible optimal curves: E1 E2 
+399550g: c=1; 2 possible optimal curves: E1 E2 
+399550j: c=1; optimal curve is E1
+399552p: c=1; optimal curve is E1
+399552bt: c=1; 2 possible optimal curves: E1 E2 
+399562a: c=1; 2 possible optimal curves: E1 E2 
+399562d: c=1; 2 possible optimal curves: E1 E2 
+399562e: c=1; 2 possible optimal curves: E1 E2 
+399562l: c=1; optimal curve is E1
+399562m: c=1; 2 possible optimal curves: E1 E2 
+399568a: c=1; 2 possible optimal curves: E1 E2 
+399568b: c=1; 2 possible optimal curves: E1 E2 
+399568c: c=1; optimal curve is E1
+399568e: c=1; 3 possible optimal curves: E1 E2 E3 
+399568f: c=1; optimal curve is E1
+399568g: c=1; optimal curve is E1
+399568i: c=1; optimal curve is E1
+399568k: c=1; optimal curve is E1
+399568l: c=1; optimal curve is E1
+399568m: c=1; optimal curve is E1
+399570a: c=1; 2 possible optimal curves: E1 E2 
+399570b: c=1; 2 possible optimal curves: E1 E2 
+399570c: c=1; 2 possible optimal curves: E1 E2 
+399570e: c=1; 2 possible optimal curves: E1 E2 
+399570g: c=1; 2 possible optimal curves: E1 E2 
+399570h: c=1; optimal curve is E1
+399570i: c=1; 2 possible optimal curves: E1 E2 
+399570j: c=1; optimal curve is E1
+399570l: c=1; 2 possible optimal curves: E1 E2 
+399570m: c=1; 2 possible optimal curves: E1 E2 
+399570n: c=1; 2 possible optimal curves: E1 E2 
+399570p: c=1; optimal curve is E1
+399570r: c=1; optimal curve is E1
+399570s: c=1; 2 possible optimal curves: E1 E2 
+399570t: c=1; 2 possible optimal curves: E1 E2 
+399570u: c=1; 2 possible optimal curves: E1 E2 
+399570v: c=1; 2 possible optimal curves: E1 E2 
+399575a: c=1; 2 possible optimal curves: E1 E2 
+399575b: c=1; optimal curve is E1
+399578a: c=1; optimal curve is E1
+399579a: c=1; 2 possible optimal curves: E1 E2 
+399581b: c=1; 2 possible optimal curves: E1 E2 
+399582b: c=1; 3 possible optimal curves: E1 E2 E3 
+399582e: c=1; 2 possible optimal curves: E1 E2 
+399582f: c=1; 2 possible optimal curves: E1 E2 
+399585a: c=1; 3 possible optimal curves: E1 E2 E3 
+399588a: c=1; 2 possible optimal curves: E1 E2 
+399588d: c=1; optimal curve is E1
+399588g: c=1; optimal curve is E1
+399590a: c=1; optimal curve is E1
+399590b: c=1; optimal curve is E1
+399590d: c=1; 2 possible optimal curves: E1 E2 
+399594e: c=1; 2 possible optimal curves: E1 E2 
+399594f: c=1; 2 possible optimal curves: E1 E2 
+399594g: c=1; optimal curve is E1
+399594i: c=1; optimal curve is E1
+399594n: c=1; optimal curve is E1
+399594p: c=1; optimal curve is E1
+399594s: c=1; optimal curve is E1
+399594t: c=1; 2 possible optimal curves: E1 E2 
+399594v: c=1; optimal curve is E1
+399594w: c=1; optimal curve is E1
+399600a: c=1; 2 possible optimal curves: E1 E2 
+399600d: c=1; 2 possible optimal curves: E1 E2 
+399600e: c=1; 2 possible optimal curves: E1 E2 
+399600f: c=1; 2 possible optimal curves: E1 E2 
+399600k: c=1; optimal curve is E1
+399600l: c=1; 2 possible optimal curves: E1 E2 
+399600m: c=1; optimal curve is E1
+399600p: c=1; 2 possible optimal curves: E1 E2 
+399600cg: c=1; 2 possible optimal curves: E1 E2 
+399600ch: c=1; 2 possible optimal curves: E1 E2 
+399600cl: c=1; optimal curve is E1
+399600cm: c=1; 2 possible optimal curves: E1 E2 
+399600cp: c=1; 3 possible optimal curves: E1 E2 E3 
+399600cq: c=1; 2 possible optimal curves: E1 E2 
+399600cs: c=1; 2 possible optimal curves: E1 E2 
+399600ct: c=1; optimal curve is E1
+399600dh: c=1; 2 possible optimal curves: E1 E2 
+399600dm: c=1; 2 possible optimal curves: E1 E2 
+399600dp: c=1; optimal curve is E1
+399600dv: c=1; 2 possible optimal curves: E1 E2 
+399600dy: c=1; 2 possible optimal curves: E1 E2 
+399600dz: c=1; optimal curve is E1
+399600ef: c=1; 2 possible optimal curves: E1 E2 
+399600el: c=1; 2 possible optimal curves: E1 E2 
+399600fh: c=1; 2 possible optimal curves: E1 E2 
+399600fp: c=1; optimal curve is E1
+399600fs: c=1; optimal curve is E1
+399600ft: c=1; 2 possible optimal curves: E1 E2 
+399602b: c=1; 2 possible optimal curves: E1 E2 
+399602d: c=1; 2 possible optimal curves: E1 E2 
+399602e: c=1; 2 possible optimal curves: E1 E2 
+399602h: c=1; optimal curve is E1
+399602i: c=1; optimal curve is E1
+399602j: c=1; 2 possible optimal curves: E1 E2 
+399603a: c=1; optimal curve is E1
+399606a: c=1; 2 possible optimal curves: E1 E2 
+399606c: c=1; optimal curve is E1
+399607a: c=1; optimal curve is E1
+399610a: c=1; 2 possible optimal curves: E1 E2 
+399610b: c=1; optimal curve is E1
+399610c: c=1; optimal curve is E1
+399610e: c=1; optimal curve is E1
+399610f: c=1; optimal curve is E1
+399610g: c=1; optimal curve is E1
+399610h: c=1; optimal curve is E1
+399610i: c=1; optimal curve is E1
+399610j: c=1; optimal curve is E1
+399615a: c=1; optimal curve is E1
+399616a: c=1; 2 possible optimal curves: E1 E2 
+399616b: c=1; 2 possible optimal curves: E1 E2 
+399616c: c=1; optimal curve is E1
+399616d: c=1; optimal curve is E1
+399618a: c=1; 2 possible optimal curves: E1 E2 
+399618l: c=1; 2 possible optimal curves: E1 E2 
+399618n: c=1; optimal curve is E1
+399618p: c=1; optimal curve is E1
+399618r: c=1; optimal curve is E1
+399618u: c=1; 2 possible optimal curves: E1 E2 
+399618bg: c=1; optimal curve is E1
+399620a: c=1; optimal curve is E1
+399620b: c=1; optimal curve is E1
+399620c: c=1; optimal curve is E1
+399620d: c=1; optimal curve is E1
+399620e: c=1; optimal curve is E1
+399621c: c=1; 2 possible optimal curves: E1 E2 
+399627b: c=1; 2 possible optimal curves: E1 E2 
+399627c: c=1; optimal curve is E1
+399630a: c=1; optimal curve is E1
+399630c: c=1; 2 possible optimal curves: E1 E2 
+399630d: c=1; optimal curve is E1
+399630e: c=1; optimal curve is E1
+399630f: c=1; 3 possible optimal curves: E1 E2 E3 
+399630h: c=1; optimal curve is E1
+399630m: c=1; optimal curve is E1
+399630n: c=1; 3 possible optimal curves: E1 E2 E3 
+399630p: c=1; optimal curve is E1
+399630q: c=1; optimal curve is E1
+399630r: c=1; 3 possible optimal curves: E1 E2 E3 
+399630x: c=1; optimal curve is E1
+399630y: c=1; 2 possible optimal curves: E1 E2 
+399630z: c=1; 3 possible optimal curves: E1 E2 E3 
+399630bc: c=1; optimal curve is E1
+399630be: c=1; 2 possible optimal curves: E1 E2 
+399630bg: c=1; 2 possible optimal curves: E1 E2 
+399630bh: c=1; optimal curve is E1
+399630bj: c=1; optimal curve is E1
+399630bk: c=1; optimal curve is E1
+399630bl: c=1; 2 possible optimal curves: E1 E2 
+399630bq: c=1; optimal curve is E1
+399630br: c=1; optimal curve is E1
+399630bs: c=1; optimal curve is E1
+399630by: c=1; optimal curve is E1
+399630bz: c=1; 3 possible optimal curves: E1 E2 E3 
+399630cb: c=1; optimal curve is E1
+399630cc: c=1; optimal curve is E1
+399630ch: c=1; optimal curve is E1
+399630cj: c=1; 3 possible optimal curves: E1 E2 E3 
+399630ck: c=1; 3 possible optimal curves: E1 E2 E3 
+399630cl: c=1; optimal curve is E1
+399630cm: c=1; optimal curve is E1
+399630cs: c=1; optimal curve is E1
+399630ct: c=1; optimal curve is E1
+399630cu: c=1; optimal curve is E1
+399630cx: c=1; 3 possible optimal curves: E1 E2 E3 
+399630cy: c=1; optimal curve is E1
+399630cz: c=1; optimal curve is E1
+399630da: c=1; optimal curve is E1
+399630db: c=1; optimal curve is E1
+399633a: c=1; 2 possible optimal curves: E1 E2 
+399640b: c=1; 2 possible optimal curves: E1 E2 
+399640d: c=1; 3 possible optimal curves: E1 E2 E3 
+399642b: c=1; optimal curve is E1
+399642g: c=1; 2 possible optimal curves: E1 E2 
+399645a: c=1; optimal curve is E1
+399645b: c=1; optimal curve is E1
+399645c: c=1; 2 possible optimal curves: E1 E2 
+399645e: c=1; 2 possible optimal curves: E1 E2 
+399645f: c=1; optimal curve is E1
+399645g: c=1; optimal curve is E1
+399645h: c=1; optimal curve is E1
+399655a: c=1; optimal curve is E1
+399660c: c=1; optimal curve is E1
+399660d: c=1; 2 possible optimal curves: E1 E2 
+399663b: c=1; optimal curve is E1
+399665d: c=1; optimal curve is E1
+399665e: c=1; optimal curve is E1
+399672c: c=1; 3 possible optimal curves: E1 E2 E3 
+399672d: c=1; optimal curve is E1
+399672e: c=1; 2 possible optimal curves: E1 E2 
+399672f: c=1; 2 possible optimal curves: E1 E2 
+399672g: c=1; optimal curve is E1
+399672i: c=1; optimal curve is E1
+399672j: c=1; optimal curve is E1
+399672k: c=1; 2 possible optimal curves: E1 E2 
+399672o: c=1; optimal curve is E1
+399672p: c=1; optimal curve is E1
+399672q: c=1; 2 possible optimal curves: E1 E2 
+399672s: c=1; optimal curve is E1
+399672t: c=1; optimal curve is E1
+399672u: c=1; optimal curve is E1
+399672v: c=1; optimal curve is E1
+399672w: c=1; optimal curve is E1
+399672x: c=1; optimal curve is E1
+399672y: c=1; optimal curve is E1
+399672z: c=1; optimal curve is E1
+399672bb: c=1; 3 possible optimal curves: E1 E2 E3 
+399672bc: c=1; 3 possible optimal curves: E1 E2 E3 
+399672bd: c=1; optimal curve is E1
+399672be: c=1; optimal curve is E1
+399672bg: c=1; optimal curve is E1
+399672bh: c=1; 2 possible optimal curves: E1 E2 
+399675b: c=1; optimal curve is E1
+399675d: c=1; optimal curve is E1
+399675f: c=1; optimal curve is E1
+399675k: c=1; optimal curve is E1
+399675l: c=1; optimal curve is E1
+399675m: c=1; optimal curve is E1
+399675n: c=1; optimal curve is E1
+399675o: c=1; optimal curve is E1
+399675p: c=1; 3 possible optimal curves: E1 E2 E3 
+399675q: c=1; 2 possible optimal curves: E1 E2 
+399680a: c=1; optimal curve is E1
+399680b: c=1; 3 possible optimal curves: E1 E2 E3 
+399680c: c=1; 3 possible optimal curves: E1 E2 E3 
+399680d: c=1; optimal curve is E1
+399680e: c=1; optimal curve is E1
+399680f: c=1; 2 possible optimal curves: E1 E2 
+399680g: c=1; optimal curve is E1
+399680h: c=1; optimal curve is E1
+399682a: c=1; optimal curve is E1
+399682b: c=1; optimal curve is E1
+399684b: c=1; 2 possible optimal curves: E1 E2 
+399685d: c=1; 2 possible optimal curves: E1 E2 
+399685g: c=1; optimal curve is E1
+399687a: c=1; optimal curve is E1
+399688a: c=1; 2 possible optimal curves: E1 E2 
+399690a: c=1; optimal curve is E1
+399690b: c=1; 2 possible optimal curves: E1 E2 
+399690c: c=1; optimal curve is E1
+399690f: c=1; 2 possible optimal curves: E1 E2 
+399690j: c=1; optimal curve is E1
+399690k: c=1; optimal curve is E1
+399690l: c=1; 2 possible optimal curves: E1 E2 
+399690n: c=1; 2 possible optimal curves: E1 E2 
+399690o: c=1; 2 possible optimal curves: E1 E2 
+399690p: c=1; optimal curve is E1
+399690r: c=1; optimal curve is E1
+399690s: c=1; 2 possible optimal curves: E1 E2 
+399693d: c=1; optimal curve is E1
+399693e: c=1; optimal curve is E1
+399693f: c=1; optimal curve is E1
+399696a: c=1; 2 possible optimal curves: E1 E2 
+399696b: c=1; optimal curve is E1
+399696c: c=1; 2 possible optimal curves: E1 E2 
+399696d: c=1; optimal curve is E1
+399696e: c=1; 3 possible optimal curves: E1 E2 E3 
+399696f: c=1; 2 possible optimal curves: E1 E2 
+399696h: c=1; optimal curve is E1
+399696j: c=1; 2 possible optimal curves: E1 E2 
+399696k: c=1; 2 possible optimal curves: E1 E2 
+399696l: c=1; optimal curve is E1
+399702a: c=1; optimal curve is E1
+399707a: c=1; 2 possible optimal curves: E1 E2 
+399707g: c=1; optimal curve is E1
+399714a: c=1; optimal curve is E1
+399714c: c=1; optimal curve is E1
+399714d: c=1; 2 possible optimal curves: E1 E2 
+399714j: c=1; optimal curve is E1
+399726d: c=1; 2 possible optimal curves: E1 E2 
+399726f: c=1; 2 possible optimal curves: E1 E2 
+399726k: c=1; optimal curve is E1
+399728c: c=1; 2 possible optimal curves: E1 E2 
+399728l: c=1; 2 possible optimal curves: E1 E2 
+399734b: c=1; 2 possible optimal curves: E1 E2 
+399738c: c=1; 2 possible optimal curves: E1 E2 
+399740b: c=1; 2 possible optimal curves: E1 E2 
+399740c: c=1; optimal curve is E1
+399740d: c=1; optimal curve is E1
+399742b: c=1; 2 possible optimal curves: E1 E2 
+399742c: c=1; optimal curve is E1
+399742d: c=1; 2 possible optimal curves: E1 E2 
+399763a: c=1; 2 possible optimal curves: E1 E2 
+399765a: c=1; 2 possible optimal curves: E1 E2 
+399768a: c=1; optimal curve is E1
+399770c: c=1; 2 possible optimal curves: E1 E2 
+399773a: c=1; 2 possible optimal curves: E1 E2 
+399780b: c=1; 2 possible optimal curves: E1 E2 
+399784d: c=1; 2 possible optimal curves: E1 E2 
+399792c: c=1; optimal curve is E1
+399792i: c=1; optimal curve is E1
+399794a: c=1; optimal curve is E1
+399794d: c=1; optimal curve is E1
+399795c: c=1; optimal curve is E1
+399798a: c=1; 2 possible optimal curves: E1 E2 
+399798b: c=1; 2 possible optimal curves: E1 E2 
+399798d: c=1; optimal curve is E1
+399798e: c=1; 3 possible optimal curves: E1 E2 E3 
+399798f: c=1; 2 possible optimal curves: E1 E2 
+399798g: c=1; 3 possible optimal curves: E1 E2 E3 
+399798h: c=1; optimal curve is E1
+399798j: c=1; 2 possible optimal curves: E1 E2 
+399798l: c=1; 2 possible optimal curves: E1 E2 
+399798m: c=1; 2 possible optimal curves: E1 E2 
+399798n: c=1; 2 possible optimal curves: E1 E2 
+399798o: c=1; 2 possible optimal curves: E1 E2 
+399798p: c=1; 2 possible optimal curves: E1 E2 
+399798q: c=1; 2 possible optimal curves: E1 E2 
+399798r: c=1; optimal curve is E1
+399798x: c=1; 2 possible optimal curves: E1 E2 
+399798y: c=1; 2 possible optimal curves: E1 E2 
+399798z: c=1; 2 possible optimal curves: E1 E2 
+399798ba: c=1; 2 possible optimal curves: E1 E2 
+399798bd: c=1; 4 possible optimal curves: E1 E2 E3 E4 
+399798bf: c=1; 2 possible optimal curves: E1 E2 
+399798bg: c=1; 2 possible optimal curves: E1 E2 
+399798bh: c=1; 2 possible optimal curves: E1 E2 
+399798bj: c=1; optimal curve is E1
+399798bk: c=1; optimal curve is E1
+399800f: c=1; 2 possible optimal curves: E1 E2 
+399810n: c=1; optimal curve is E1
+399820a: c=1; 2 possible optimal curves: E1 E2 
+399822d: c=1; 2 possible optimal curves: E1 E2 
+399822e: c=1; optimal curve is E1
+399825a: c=1; optimal curve is E1
+399826b: c=1; 2 possible optimal curves: E1 E2 
+399828b: c=1; optimal curve is E1
+399828c: c=1; optimal curve is E1
+399828f: c=1; optimal curve is E1
+399828g: c=1; optimal curve is E1
+399834b: c=1; 2 possible optimal curves: E1 E2 
+399834e: c=1; optimal curve is E1
+399840a: c=1; 2 possible optimal curves: E1 E2 
+399840b: c=1; 2 possible optimal curves: E1 E2 
+399840c: c=1; 2 possible optimal curves: E1 E2 
+399840d: c=1; 2 possible optimal curves: E1 E2 
+399840e: c=1; 2 possible optimal curves: E1 E2 
+399840f: c=1; 2 possible optimal curves: E1 E2 
+399840h: c=1; 2 possible optimal curves: E1 E2 
+399840n: c=1; 2 possible optimal curves: E1 E2 
+399840p: c=1; optimal curve is E1
+399840r: c=1; 2 possible optimal curves: E1 E2 
+399840s: c=1; 2 possible optimal curves: E1 E2 
+399840t: c=1; 2 possible optimal curves: E1 E2 
+399840v: c=1; 2 possible optimal curves: E1 E2 
+399840w: c=1; optimal curve is E1
+399840x: c=1; 2 possible optimal curves: E1 E2 
+399840ba: c=1; 2 possible optimal curves: E1 E2 
+399840bb: c=1; 2 possible optimal curves: E1 E2 
+399840bc: c=1; 2 possible optimal curves: E1 E2 
+399840bd: c=1; 2 possible optimal curves: E1 E2 
+399840be: c=1; 2 possible optimal curves: E1 E2 
+399840bf: c=1; 2 possible optimal curves: E1 E2 
+399840bg: c=1; optimal curve is E1
+399840bh: c=1; optimal curve is E1
+399840bi: c=1; 2 possible optimal curves: E1 E2 
+399840bj: c=1; 2 possible optimal curves: E1 E2 
+399840bk: c=1; optimal curve is E1
+399840bl: c=1; 2 possible optimal curves: E1 E2 
+399840bm: c=1; 2 possible optimal curves: E1 E2 
+399840bn: c=1; optimal curve is E1
+399840bo: c=1; 2 possible optimal curves: E1 E2 
+399840bp: c=1; 2 possible optimal curves: E1 E2 
+399840bq: c=1; 2 possible optimal curves: E1 E2 
+399840br: c=1; 2 possible optimal curves: E1 E2 
+399840bs: c=1; 2 possible optimal curves: E1 E2 
+399840bt: c=1; optimal curve is E1
+399840bu: c=1; 2 possible optimal curves: E1 E2 
+399840bv: c=1; 2 possible optimal curves: E1 E2 
+399840bw: c=1; 2 possible optimal curves: E1 E2 
+399840bz: c=1; 2 possible optimal curves: E1 E2 
+399840cc: c=1; 2 possible optimal curves: E1 E2 
+399840cd: c=1; 2 possible optimal curves: E1 E2 
+399840ce: c=1; optimal curve is E1
+399840cf: c=1; 2 possible optimal curves: E1 E2 
+399840cg: c=1; 2 possible optimal curves: E1 E2 
+399840ci: c=1; 2 possible optimal curves: E1 E2 
+399840cj: c=1; optimal curve is E1
+399840ck: c=1; 2 possible optimal curves: E1 E2 
+399840cm: c=1; optimal curve is E1
+399840cn: c=1; 2 possible optimal curves: E1 E2 
+399840co: c=1; 2 possible optimal curves: E1 E2 
+399840cs: c=1; 2 possible optimal curves: E1 E2 
+399840ct: c=1; 2 possible optimal curves: E1 E2 
+399840cu: c=1; 2 possible optimal curves: E1 E2 
+399840cv: c=1; optimal curve is E1
+399840cw: c=1; 2 possible optimal curves: E1 E2 
+399840cx: c=1; 2 possible optimal curves: E1 E2 
+399840cy: c=1; 2 possible optimal curves: E1 E2 
+399840cz: c=1; 2 possible optimal curves: E1 E2 
+399840da: c=1; optimal curve is E1
+399840db: c=1; 2 possible optimal curves: E1 E2 
+399840dc: c=1; 2 possible optimal curves: E1 E2 
+399840dd: c=1; 2 possible optimal curves: E1 E2 
+399840de: c=1; 2 possible optimal curves: E1 E2 
+399840df: c=1; 2 possible optimal curves: E1 E2 
+399840dg: c=1; optimal curve is E1
+399840dh: c=1; 2 possible optimal curves: E1 E2 
+399840dj: c=1; optimal curve is E1
+399840dk: c=1; 2 possible optimal curves: E1 E2 
+399840dl: c=1; optimal curve is E1
+399840do: c=1; 2 possible optimal curves: E1 E2 
+399840dp: c=1; 2 possible optimal curves: E1 E2 
+399840dr: c=1; 2 possible optimal curves: E1 E2 
+399840dt: c=1; optimal curve is E1
+399840dv: c=1; 2 possible optimal curves: E1 E2 
+399840dw: c=1; 2 possible optimal curves: E1 E2 
+399840dx: c=1; 2 possible optimal curves: E1 E2 
+399840ec: c=1; 2 possible optimal curves: E1 E2 
+399840ed: c=1; 2 possible optimal curves: E1 E2 
+399840ee: c=1; 2 possible optimal curves: E1 E2 
+399840ef: c=1; 2 possible optimal curves: E1 E2 
+399840eg: c=1; 2 possible optimal curves: E1 E2 
+399840ei: c=1; 2 possible optimal curves: E1 E2 
+399840ej: c=1; 2 possible optimal curves: E1 E2 
+399840ek: c=1; 2 possible optimal curves: E1 E2 
+399840el: c=1; 2 possible optimal curves: E1 E2 
+399840em: c=1; optimal curve is E1
+399840en: c=1; 2 possible optimal curves: E1 E2 
+399840eo: c=1; 2 possible optimal curves: E1 E2 
+399840ep: c=1; 2 possible optimal curves: E1 E2 
+399840eq: c=1; 2 possible optimal curves: E1 E2 
+399840et: c=1; 2 possible optimal curves: E1 E2 
+399840eu: c=1; optimal curve is E1
+399840ev: c=1; 2 possible optimal curves: E1 E2 
+399840ez: c=1; 2 possible optimal curves: E1 E2 
+399840fa: c=1; 2 possible optimal curves: E1 E2 
+399840fb: c=1; 2 possible optimal curves: E1 E2 
+399840fc: c=1; optimal curve is E1
+399840fd: c=1; 2 possible optimal curves: E1 E2 
+399840ff: c=1; 2 possible optimal curves: E1 E2 
+399840fg: c=1; 2 possible optimal curves: E1 E2 
+399840fh: c=1; optimal curve is E1
+399840fi: c=1; 2 possible optimal curves: E1 E2 
+399840fl: c=1; optimal curve is E1
+399840fn: c=1; 2 possible optimal curves: E1 E2 
+399840fo: c=1; 2 possible optimal curves: E1 E2 
+399840fp: c=1; 2 possible optimal curves: E1 E2 
+399840fq: c=1; 2 possible optimal curves: E1 E2 
+399840fr: c=1; 2 possible optimal curves: E1 E2 
+399840fs: c=1; 2 possible optimal curves: E1 E2 
+399840ft: c=1; 2 possible optimal curves: E1 E2 
+399840fu: c=1; 2 possible optimal curves: E1 E2 
+399840fv: c=1; 2 possible optimal curves: E1 E2 
+399840fw: c=1; 2 possible optimal curves: E1 E2 
+399840fx: c=1; optimal curve is E1
+399848b: c=1; 2 possible optimal curves: E1 E2 
+399852b: c=1; 2 possible optimal curves: E1 E2 
+399855d: c=1; 2 possible optimal curves: E1 E2 
+399855g: c=1; optimal curve is E1
+399855i: c=1; 2 possible optimal curves: E1 E2 
+399861b: c=1; 3 possible optimal curves: E1 E2 E3 
+399861c: c=1; optimal curve is E1
+399861d: c=1; 2 possible optimal curves: E1 E2 
+399874a: c=1; optimal curve is E1
+399874c: c=1; optimal curve is E1
+399876a: c=1; optimal curve is E1
+399879a: c=1; 2 possible optimal curves: E1 E2 
+399882a: c=1; 2 possible optimal curves: E1 E2 
+399882c: c=1; optimal curve is E1
+399882d: c=1; 2 possible optimal curves: E1 E2 
+399882e: c=1; optimal curve is E1
+399885a: c=1; 2 possible optimal curves: E1 E2 
+399888f: c=1; optimal curve is E1
+399888i: c=1; optimal curve is E1
+399888k: c=1; optimal curve is E1
+399888u: c=1; optimal curve is E1
+399893a: c=1; optimal curve is E1
+399894e: c=1; optimal curve is E1
+399894g: c=1; 3 possible optimal curves: E1 E2 E3 
+399894i: c=1; optimal curve is E1
+399894k: c=1; optimal curve is E1
+399894l: c=1; optimal curve is E1
+399894n: c=1; optimal curve is E1
+399894o: c=1; optimal curve is E1
+399894r: c=1; optimal curve is E1
+399894s: c=1; optimal curve is E1
+399894u: c=1; optimal curve is E1
+399894v: c=1; optimal curve is E1
+399894z: c=1; optimal curve is E1
+399894bb: c=1; optimal curve is E1
+399900o: c=1; 2 possible optimal curves: E1 E2 
+399900u: c=1; optimal curve is E1
+399903a: c=1; 2 possible optimal curves: E1 E2 
+399905a: c=1; optimal curve is E1
+399905b: c=1; 2 possible optimal curves: E1 E2 
+399910a: c=1; 2 possible optimal curves: E1 E2 
+399910c: c=1; optimal curve is E1
+399910d: c=1; 2 possible optimal curves: E1 E2 
+399910e: c=1; 2 possible optimal curves: E1 E2 
+399910f: c=1; 2 possible optimal curves: E1 E2 
+399910k: c=1; 2 possible optimal curves: E1 E2 
+399920f: c=1; 3 possible optimal curves: E1 E2 E3 
+399920g: c=1; 2 possible optimal curves: E1 E2 
+399920i: c=1; 2 possible optimal curves: E1 E2 
+399923a: c=1; optimal curve is E1
+399924e: c=1; optimal curve is E1
+399924g: c=1; 2 possible optimal curves: E1 E2 
+399924i: c=1; optimal curve is E1
+399924s: c=1; 2 possible optimal curves: E1 E2 
+399924t: c=1; 2 possible optimal curves: E1 E2 
+399924bb: c=1; 2 possible optimal curves: E1 E2 
+399924bd: c=1; optimal curve is E1
+399924bf: c=1; 2 possible optimal curves: E1 E2 
+399926a: c=1; optimal curve is E1
+399927b: c=1; 2 possible optimal curves: E1 E2 
+399930c: c=1; optimal curve is E1
+399930f: c=1; optimal curve is E1
+399936a: c=1; optimal curve is E1
+399936e: c=1; optimal curve is E1
+399942b: c=1; optimal curve is E1
+399942d: c=1; optimal curve is E1
+399942e: c=1; optimal curve is E1
+399942j: c=1; optimal curve is E1
+399942m: c=1; optimal curve is E1
+399943a: c=1; optimal curve is E1
+399943c: c=1; 2 possible optimal curves: E1 E2 
+399945b: c=1; 2 possible optimal curves: E1 E2 
+399945c: c=1; optimal curve is E1
+399945d: c=1; optimal curve is E1
+399945g: c=1; optimal curve is E1
+399945h: c=1; optimal curve is E1
+399945i: c=1; optimal curve is E1
+399945j: c=1; optimal curve is E1
+399945k: c=1; 2 possible optimal curves: E1 E2 
+399945m: c=1; optimal curve is E1
+399945n: c=1; optimal curve is E1
+399945o: c=1; optimal curve is E1
+399945p: c=1; 2 possible optimal curves: E1 E2 
+399950b: c=1; optimal curve is E1
+399950g: c=1; 3 possible optimal curves: E1 E2 E3 
+399950k: c=1; optimal curve is E1
+399950t: c=1; optimal curve is E1
+399960a: c=1; 3 possible optimal curves: E1 E2 E3 
+399960b: c=1; optimal curve is E1
+399960c: c=1; 2 possible optimal curves: E1 E2 
+399960d: c=1; 3 possible optimal curves: E1 E2 E3 
+399960e: c=1; optimal curve is E1
+399960j: c=1; 2 possible optimal curves: E1 E2 
+399960k: c=1; 2 possible optimal curves: E1 E2 
+399966b: c=1; 2 possible optimal curves: E1 E2 
+399966c: c=1; 3 possible optimal curves: E1 E2 E3 
+399966g: c=1; optimal curve is E1
+399966h: c=1; 2 possible optimal curves: E1 E2 
+399971c: c=1; optimal curve is E1
+399975a: c=1; 2 possible optimal curves: E1 E2 
+399975b: c=1; 2 possible optimal curves: E1 E2 
+399984j: c=1; 2 possible optimal curves: E1 E2 
+399984l: c=1; optimal curve is E1
+399987a: c=1; 2 possible optimal curves: E1 E2 
+399987d: c=1; 2 possible optimal curves: E1 E2 
+399988b: c=1; 2 possible optimal curves: E1 E2 
+399988d: c=1; optimal curve is E1
+399988g: c=1; 2 possible optimal curves: E1 E2 
+399990a: c=1; 2 possible optimal curves: E1 E2 
+399990b: c=1; 2 possible optimal curves: E1 E2 
+399990c: c=1; optimal curve is E1
+399990d: c=1; optimal curve is E1
+399990e: c=1; 2 possible optimal curves: E1 E2 
+399990f: c=1; 2 possible optimal curves: E1 E2 
+399990h: c=1; 2 possible optimal curves: E1 E2 
+399990j: c=1; optimal curve is E1
+399990m: c=1; 2 possible optimal curves: E1 E2 
+399990n: c=1; 2 possible optimal curves: E1 E2 
+399990p: c=1; 3 possible optimal curves: E1 E2 E3 
+399990s: c=1; optimal curve is E1
+399990t: c=1; 2 possible optimal curves: E1 E2 
+399993a: c=1; 2 possible optimal curves: E1 E2 
+399993b: c=1; optimal curve is E1
+399993c: c=1; 3 possible optimal curves: E1 E2 E3 
+399993d: c=1; optimal curve is E1
+399993e: c=1; 2 possible optimal curves: E1 E2 
+399993f: c=1; optimal curve is E1
+399993g: c=1; 2 possible optimal curves: E1 E2 
+399996c: c=1; 2 possible optimal curves: E1 E2 
diff --git a/paricurves/paricurves.390000-399999 b/paricurves/paricurves.390000-399999
new file mode 100644
index 0000000..9ec2875
--- /dev/null
+++ b/paricurves/paricurves.390000-399999
@@ -0,0 +1,58170 @@
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