Properties

Label 260.2.o.a.183.16
Level $260$
Weight $2$
Character 260.183
Analytic conductor $2.076$
Analytic rank $0$
Dimension $72$
CM no
Inner twists $4$

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Newspace parameters

Level: \( N \) \(=\) \( 260 = 2^{2} \cdot 5 \cdot 13 \)
Weight: \( k \) \(=\) \( 2 \)
Character orbit: \([\chi]\) \(=\) 260.o (of order \(4\), degree \(2\), minimal)

Newform invariants

Self dual: no
Analytic conductor: \(2.07611045255\)
Analytic rank: \(0\)
Dimension: \(72\)
Relative dimension: \(36\) over \(\Q(i)\)
Twist minimal: yes
Sato-Tate group: $\mathrm{SU}(2)[C_{4}]$

Embedding invariants

Embedding label 183.16
Character \(\chi\) \(=\) 260.183
Dual form 260.2.o.a.27.16

$q$-expansion

\(f(q)\) \(=\) \(q+(-0.421862 + 1.34983i) q^{2} +(1.90910 - 1.90910i) q^{3} +(-1.64407 - 1.13888i) q^{4} +(-0.987103 + 2.00640i) q^{5} +(1.77158 + 3.38234i) q^{6} +(3.15102 + 3.15102i) q^{7} +(2.23086 - 1.73875i) q^{8} -4.28935i q^{9} +O(q^{10})\) \(q+(-0.421862 + 1.34983i) q^{2} +(1.90910 - 1.90910i) q^{3} +(-1.64407 - 1.13888i) q^{4} +(-0.987103 + 2.00640i) q^{5} +(1.77158 + 3.38234i) q^{6} +(3.15102 + 3.15102i) q^{7} +(2.23086 - 1.73875i) q^{8} -4.28935i q^{9} +(-2.29187 - 2.17884i) q^{10} -1.76842i q^{11} +(-5.31293 + 0.964451i) q^{12} +(0.707107 + 0.707107i) q^{13} +(-5.58262 + 2.92403i) q^{14} +(1.94594 + 5.71490i) q^{15} +(1.40590 + 3.74479i) q^{16} +(2.56615 - 2.56615i) q^{17} +(5.78988 + 1.80951i) q^{18} +1.23388 q^{19} +(3.90791 - 2.17446i) q^{20} +12.0312 q^{21} +(2.38706 + 0.746028i) q^{22} +(-2.73924 + 2.73924i) q^{23} +(0.939480 - 7.57840i) q^{24} +(-3.05126 - 3.96104i) q^{25} +(-1.25277 + 0.656171i) q^{26} +(-2.46150 - 2.46150i) q^{27} +(-1.59185 - 8.76911i) q^{28} -2.75202i q^{29} +(-8.53504 + 0.215781i) q^{30} +4.10776i q^{31} +(-5.64791 + 0.317944i) q^{32} +(-3.37609 - 3.37609i) q^{33} +(2.38130 + 4.54642i) q^{34} +(-9.43256 + 3.21181i) q^{35} +(-4.88506 + 7.05197i) q^{36} +(1.55050 - 1.55050i) q^{37} +(-0.520525 + 1.66552i) q^{38} +2.69988 q^{39} +(1.28654 + 6.19232i) q^{40} -11.6267 q^{41} +(-5.07551 + 16.2401i) q^{42} +(0.431204 - 0.431204i) q^{43} +(-2.01402 + 2.90740i) q^{44} +(8.60614 + 4.23403i) q^{45} +(-2.54192 - 4.85308i) q^{46} +(-8.54523 - 8.54523i) q^{47} +(9.83320 + 4.46517i) q^{48} +12.8578i q^{49} +(6.63393 - 2.44766i) q^{50} -9.79809i q^{51} +(-0.357220 - 1.96784i) q^{52} +(-10.2133 - 10.2133i) q^{53} +(4.36102 - 2.28419i) q^{54} +(3.54815 + 1.74561i) q^{55} +(12.5083 + 1.55063i) q^{56} +(2.35560 - 2.35560i) q^{57} +(3.71474 + 1.16097i) q^{58} +7.03475 q^{59} +(3.30934 - 11.6119i) q^{60} -8.24800 q^{61} +(-5.54476 - 1.73290i) q^{62} +(13.5158 - 13.5158i) q^{63} +(1.95347 - 7.75783i) q^{64} +(-2.11672 + 0.720749i) q^{65} +(5.98138 - 3.13290i) q^{66} +(1.41930 + 1.41930i) q^{67} +(-7.14146 + 1.29638i) q^{68} +10.4590i q^{69} +(-0.356151 - 14.0873i) q^{70} +11.4152i q^{71} +(-7.45813 - 9.56894i) q^{72} +(-5.51442 - 5.51442i) q^{73} +(1.43881 + 2.74699i) q^{74} +(-13.3872 - 1.73687i) q^{75} +(-2.02857 - 1.40524i) q^{76} +(5.57231 - 5.57231i) q^{77} +(-1.13898 + 3.64437i) q^{78} +6.65878 q^{79} +(-8.90130 - 0.875692i) q^{80} +3.46952 q^{81} +(4.90486 - 15.6940i) q^{82} +(3.92562 - 3.92562i) q^{83} +(-19.7801 - 13.7021i) q^{84} +(2.61566 + 7.68177i) q^{85} +(0.400142 + 0.763959i) q^{86} +(-5.25388 - 5.25388i) q^{87} +(-3.07484 - 3.94509i) q^{88} +8.02760i q^{89} +(-9.34581 + 9.83062i) q^{90} +4.45621i q^{91} +(7.62315 - 1.38382i) q^{92} +(7.84213 + 7.84213i) q^{93} +(15.1395 - 7.92968i) q^{94} +(-1.21796 + 2.47564i) q^{95} +(-10.1755 + 11.3894i) q^{96} +(1.20285 - 1.20285i) q^{97} +(-17.3558 - 5.42421i) q^{98} -7.58537 q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 72 q - 8 q^{6} - 12 q^{8}+O(q^{10}) \) Copy content Toggle raw display \( 72 q - 8 q^{6} - 12 q^{8} - 8 q^{10} - 8 q^{12} - 8 q^{16} + 28 q^{18} - 16 q^{21} - 8 q^{22} - 20 q^{28} - 32 q^{30} - 40 q^{32} + 16 q^{33} + 32 q^{36} - 12 q^{38} - 8 q^{40} - 40 q^{42} - 8 q^{46} + 60 q^{48} + 40 q^{50} + 8 q^{52} - 48 q^{53} + 8 q^{56} - 60 q^{58} + 20 q^{60} - 64 q^{61} + 60 q^{62} + 8 q^{66} - 16 q^{68} - 60 q^{70} + 40 q^{72} - 16 q^{73} - 72 q^{76} + 48 q^{77} - 20 q^{80} + 8 q^{81} - 12 q^{82} + 48 q^{85} + 48 q^{86} + 12 q^{88} + 44 q^{90} - 36 q^{92} + 16 q^{93} + 32 q^{96} - 80 q^{97} - 32 q^{98}+O(q^{100}) \) Copy content Toggle raw display

Character values

We give the values of \(\chi\) on generators for \(\left(\mathbb{Z}/260\mathbb{Z}\right)^\times\).

\(n\) \(41\) \(131\) \(157\)
\(\chi(n)\) \(1\) \(-1\) \(e\left(\frac{3}{4}\right)\)

Coefficient data

For each \(n\) we display the coefficients of the \(q\)-expansion \(a_n\), the Satake parameters \(\alpha_p\), and the Satake angles \(\theta_p = \textrm{Arg}(\alpha_p)\).

Display \(a_p\) with \(p\) up to: 50 250 1000 (See \(a_n\) instead) (See \(a_n\) instead) (See \(a_n\) instead) Display \(a_n\) with \(n\) up to: 50 250 1000 (See only \(a_p\)) (See only \(a_p\)) (See only \(a_p\))
Significant digits:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −0.421862 + 1.34983i −0.298301 + 0.954472i
\(3\) 1.90910 1.90910i 1.10222 1.10222i 0.108079 0.994142i \(-0.465530\pi\)
0.994142 0.108079i \(-0.0344700\pi\)
\(4\) −1.64407 1.13888i −0.822033 0.569440i
\(5\) −0.987103 + 2.00640i −0.441446 + 0.897288i
\(6\) 1.77158 + 3.38234i 0.723245 + 1.38083i
\(7\) 3.15102 + 3.15102i 1.19097 + 1.19097i 0.976795 + 0.214177i \(0.0687070\pi\)
0.214177 + 0.976795i \(0.431293\pi\)
\(8\) 2.23086 1.73875i 0.788728 0.614742i
\(9\) 4.28935i 1.42978i
\(10\) −2.29187 2.17884i −0.724752 0.689010i
\(11\) 1.76842i 0.533198i −0.963808 0.266599i \(-0.914100\pi\)
0.963808 0.266599i \(-0.0858999\pi\)
\(12\) −5.31293 + 0.964451i −1.53371 + 0.278413i
\(13\) 0.707107 + 0.707107i 0.196116 + 0.196116i
\(14\) −5.58262 + 2.92403i −1.49202 + 0.781481i
\(15\) 1.94594 + 5.71490i 0.502439 + 1.47558i
\(16\) 1.40590 + 3.74479i 0.351476 + 0.936197i
\(17\) 2.56615 2.56615i 0.622383 0.622383i −0.323757 0.946140i \(-0.604946\pi\)
0.946140 + 0.323757i \(0.104946\pi\)
\(18\) 5.78988 + 1.80951i 1.36469 + 0.426506i
\(19\) 1.23388 0.283071 0.141535 0.989933i \(-0.454796\pi\)
0.141535 + 0.989933i \(0.454796\pi\)
\(20\) 3.90791 2.17446i 0.873835 0.486223i
\(21\) 12.0312 2.62543
\(22\) 2.38706 + 0.746028i 0.508923 + 0.159054i
\(23\) −2.73924 + 2.73924i −0.571171 + 0.571171i −0.932456 0.361285i \(-0.882338\pi\)
0.361285 + 0.932456i \(0.382338\pi\)
\(24\) 0.939480 7.57840i 0.191771 1.54693i
\(25\) −3.05126 3.96104i −0.610251 0.792208i
\(26\) −1.25277 + 0.656171i −0.245689 + 0.128686i
\(27\) −2.46150 2.46150i −0.473717 0.473717i
\(28\) −1.59185 8.76911i −0.300831 1.65721i
\(29\) 2.75202i 0.511036i −0.966804 0.255518i \(-0.917754\pi\)
0.966804 0.255518i \(-0.0822461\pi\)
\(30\) −8.53504 + 0.215781i −1.55828 + 0.0393960i
\(31\) 4.10776i 0.737775i 0.929474 + 0.368887i \(0.120261\pi\)
−0.929474 + 0.368887i \(0.879739\pi\)
\(32\) −5.64791 + 0.317944i −0.998419 + 0.0562051i
\(33\) −3.37609 3.37609i −0.587702 0.587702i
\(34\) 2.38130 + 4.54642i 0.408389 + 0.779704i
\(35\) −9.43256 + 3.21181i −1.59439 + 0.542895i
\(36\) −4.88506 + 7.05197i −0.814176 + 1.17533i
\(37\) 1.55050 1.55050i 0.254900 0.254900i −0.568076 0.822976i \(-0.692312\pi\)
0.822976 + 0.568076i \(0.192312\pi\)
\(38\) −0.520525 + 1.66552i −0.0844403 + 0.270183i
\(39\) 2.69988 0.432327
\(40\) 1.28654 + 6.19232i 0.203420 + 0.979092i
\(41\) −11.6267 −1.81579 −0.907893 0.419203i \(-0.862310\pi\)
−0.907893 + 0.419203i \(0.862310\pi\)
\(42\) −5.07551 + 16.2401i −0.783169 + 2.50590i
\(43\) 0.431204 0.431204i 0.0657580 0.0657580i −0.673463 0.739221i \(-0.735194\pi\)
0.739221 + 0.673463i \(0.235194\pi\)
\(44\) −2.01402 + 2.90740i −0.303624 + 0.438306i
\(45\) 8.60614 + 4.23403i 1.28293 + 0.631172i
\(46\) −2.54192 4.85308i −0.374785 0.715547i
\(47\) −8.54523 8.54523i −1.24645 1.24645i −0.957277 0.289173i \(-0.906620\pi\)
−0.289173 0.957277i \(-0.593380\pi\)
\(48\) 9.83320 + 4.46517i 1.41930 + 0.644492i
\(49\) 12.8578i 1.83683i
\(50\) 6.63393 2.44766i 0.938179 0.346151i
\(51\) 9.79809i 1.37201i
\(52\) −0.357220 1.96784i −0.0495375 0.272890i
\(53\) −10.2133 10.2133i −1.40290 1.40290i −0.790713 0.612187i \(-0.790290\pi\)
−0.612187 0.790713i \(-0.709710\pi\)
\(54\) 4.36102 2.28419i 0.593460 0.310839i
\(55\) 3.54815 + 1.74561i 0.478432 + 0.235378i
\(56\) 12.5083 + 1.55063i 1.67149 + 0.207212i
\(57\) 2.35560 2.35560i 0.312006 0.312006i
\(58\) 3.71474 + 1.16097i 0.487770 + 0.152443i
\(59\) 7.03475 0.915846 0.457923 0.888992i \(-0.348594\pi\)
0.457923 + 0.888992i \(0.348594\pi\)
\(60\) 3.30934 11.6119i 0.427234 1.49908i
\(61\) −8.24800 −1.05605 −0.528024 0.849229i \(-0.677067\pi\)
−0.528024 + 0.849229i \(0.677067\pi\)
\(62\) −5.54476 1.73290i −0.704185 0.220079i
\(63\) 13.5158 13.5158i 1.70283 1.70283i
\(64\) 1.95347 7.75783i 0.244183 0.969729i
\(65\) −2.11672 + 0.720749i −0.262547 + 0.0893980i
\(66\) 5.98138 3.13290i 0.736258 0.385633i
\(67\) 1.41930 + 1.41930i 0.173395 + 0.173395i 0.788469 0.615074i \(-0.210874\pi\)
−0.615074 + 0.788469i \(0.710874\pi\)
\(68\) −7.14146 + 1.29638i −0.866029 + 0.157209i
\(69\) 10.4590i 1.25911i
\(70\) −0.356151 14.0873i −0.0425682 1.68375i
\(71\) 11.4152i 1.35474i 0.735644 + 0.677368i \(0.236880\pi\)
−0.735644 + 0.677368i \(0.763120\pi\)
\(72\) −7.45813 9.56894i −0.878949 1.12771i
\(73\) −5.51442 5.51442i −0.645414 0.645414i 0.306467 0.951881i \(-0.400853\pi\)
−0.951881 + 0.306467i \(0.900853\pi\)
\(74\) 1.43881 + 2.74699i 0.167258 + 0.319332i
\(75\) −13.3872 1.73687i −1.54582 0.200557i
\(76\) −2.02857 1.40524i −0.232693 0.161192i
\(77\) 5.57231 5.57231i 0.635024 0.635024i
\(78\) −1.13898 + 3.64437i −0.128964 + 0.412644i
\(79\) 6.65878 0.749171 0.374586 0.927192i \(-0.377785\pi\)
0.374586 + 0.927192i \(0.377785\pi\)
\(80\) −8.90130 0.875692i −0.995196 0.0979053i
\(81\) 3.46952 0.385502
\(82\) 4.90486 15.6940i 0.541651 1.73312i
\(83\) 3.92562 3.92562i 0.430893 0.430893i −0.458039 0.888932i \(-0.651448\pi\)
0.888932 + 0.458039i \(0.151448\pi\)
\(84\) −19.7801 13.7021i −2.15819 1.49502i
\(85\) 2.61566 + 7.68177i 0.283708 + 0.833205i
\(86\) 0.400142 + 0.763959i 0.0431485 + 0.0823798i
\(87\) −5.25388 5.25388i −0.563275 0.563275i
\(88\) −3.07484 3.94509i −0.327779 0.420548i
\(89\) 8.02760i 0.850924i 0.904976 + 0.425462i \(0.139888\pi\)
−0.904976 + 0.425462i \(0.860112\pi\)
\(90\) −9.34581 + 9.83062i −0.985135 + 1.03624i
\(91\) 4.45621i 0.467138i
\(92\) 7.62315 1.38382i 0.794769 0.144274i
\(93\) 7.84213 + 7.84213i 0.813191 + 0.813191i
\(94\) 15.1395 7.92968i 1.56152 0.817884i
\(95\) −1.21796 + 2.47564i −0.124960 + 0.253996i
\(96\) −10.1755 + 11.3894i −1.03853 + 1.16243i
\(97\) 1.20285 1.20285i 0.122131 0.122131i −0.643400 0.765531i \(-0.722477\pi\)
0.765531 + 0.643400i \(0.222477\pi\)
\(98\) −17.3558 5.42421i −1.75320 0.547928i
\(99\) −7.58537 −0.762358
\(100\) 0.505313 + 9.98722i 0.0505313 + 0.998722i
\(101\) −0.373555 −0.0371701 −0.0185851 0.999827i \(-0.505916\pi\)
−0.0185851 + 0.999827i \(0.505916\pi\)
\(102\) 13.2257 + 4.13344i 1.30954 + 0.409271i
\(103\) −0.262755 + 0.262755i −0.0258900 + 0.0258900i −0.719933 0.694043i \(-0.755828\pi\)
0.694043 + 0.719933i \(0.255828\pi\)
\(104\) 2.80694 + 0.347971i 0.275243 + 0.0341214i
\(105\) −11.8761 + 24.1394i −1.15899 + 2.35577i
\(106\) 18.0947 9.47756i 1.75752 0.920542i
\(107\) 1.30227 + 1.30227i 0.125895 + 0.125895i 0.767247 0.641352i \(-0.221626\pi\)
−0.641352 + 0.767247i \(0.721626\pi\)
\(108\) 1.24352 + 6.85023i 0.119657 + 0.659164i
\(109\) 16.9444i 1.62298i −0.584366 0.811490i \(-0.698657\pi\)
0.584366 0.811490i \(-0.301343\pi\)
\(110\) −3.85310 + 4.05298i −0.367379 + 0.386436i
\(111\) 5.92011i 0.561912i
\(112\) −7.36986 + 16.2299i −0.696386 + 1.53358i
\(113\) 3.61951 + 3.61951i 0.340495 + 0.340495i 0.856553 0.516058i \(-0.172601\pi\)
−0.516058 + 0.856553i \(0.672601\pi\)
\(114\) 2.18591 + 4.17338i 0.204729 + 0.390873i
\(115\) −2.79209 8.19991i −0.260364 0.764646i
\(116\) −3.13422 + 4.52449i −0.291005 + 0.420089i
\(117\) 3.03303 3.03303i 0.280404 0.280404i
\(118\) −2.96769 + 9.49569i −0.273198 + 0.874149i
\(119\) 16.1720 1.48248
\(120\) 14.2779 + 9.36563i 1.30339 + 0.854961i
\(121\) 7.87270 0.715700
\(122\) 3.47951 11.1334i 0.315020 1.00797i
\(123\) −22.1966 + 22.1966i −2.00140 + 2.00140i
\(124\) 4.67824 6.75342i 0.420119 0.606475i
\(125\) 10.9593 2.21207i 0.980232 0.197854i
\(126\) 12.5422 + 23.9458i 1.11735 + 2.13326i
\(127\) 4.78144 + 4.78144i 0.424284 + 0.424284i 0.886676 0.462392i \(-0.153009\pi\)
−0.462392 + 0.886676i \(0.653009\pi\)
\(128\) 9.64764 + 5.90957i 0.852739 + 0.522338i
\(129\) 1.64643i 0.144960i
\(130\) −0.0799225 3.16127i −0.00700966 0.277262i
\(131\) 6.06174i 0.529617i −0.964301 0.264808i \(-0.914691\pi\)
0.964301 0.264808i \(-0.0853087\pi\)
\(132\) 1.70555 + 9.39548i 0.148449 + 0.817772i
\(133\) 3.88796 + 3.88796i 0.337129 + 0.337129i
\(134\) −2.51455 + 1.31706i −0.217224 + 0.113776i
\(135\) 7.36851 2.50900i 0.634181 0.215940i
\(136\) 1.26282 10.1866i 0.108286 0.873496i
\(137\) −12.4596 + 12.4596i −1.06449 + 1.06449i −0.0667216 + 0.997772i \(0.521254\pi\)
−0.997772 + 0.0667216i \(0.978746\pi\)
\(138\) −14.1178 4.41224i −1.20179 0.375595i
\(139\) −11.7642 −0.997824 −0.498912 0.866653i \(-0.666267\pi\)
−0.498912 + 0.866653i \(0.666267\pi\)
\(140\) 19.1656 + 5.46214i 1.61979 + 0.461635i
\(141\) −32.6275 −2.74773
\(142\) −15.4086 4.81564i −1.29306 0.404119i
\(143\) 1.25046 1.25046i 0.104569 0.104569i
\(144\) 16.0627 6.03041i 1.33856 0.502534i
\(145\) 5.52163 + 2.71652i 0.458547 + 0.225595i
\(146\) 9.76984 5.11719i 0.808558 0.423502i
\(147\) 24.5469 + 24.5469i 2.02459 + 2.02459i
\(148\) −4.31494 + 0.783287i −0.354686 + 0.0643858i
\(149\) 7.73718i 0.633854i 0.948450 + 0.316927i \(0.102651\pi\)
−0.948450 + 0.316927i \(0.897349\pi\)
\(150\) 7.99202 17.3377i 0.652546 1.41562i
\(151\) 18.7832i 1.52856i 0.644886 + 0.764279i \(0.276905\pi\)
−0.644886 + 0.764279i \(0.723095\pi\)
\(152\) 2.75260 2.14541i 0.223266 0.174015i
\(153\) −11.0071 11.0071i −0.889873 0.889873i
\(154\) 5.17091 + 9.87240i 0.416684 + 0.795541i
\(155\) −8.24179 4.05478i −0.661996 0.325688i
\(156\) −4.43878 3.07484i −0.355387 0.246184i
\(157\) 3.98679 3.98679i 0.318180 0.318180i −0.529888 0.848068i \(-0.677766\pi\)
0.848068 + 0.529888i \(0.177766\pi\)
\(158\) −2.80908 + 8.98820i −0.223479 + 0.715063i
\(159\) −38.9964 −3.09261
\(160\) 4.93715 11.6458i 0.390316 0.920681i
\(161\) −17.2628 −1.36050
\(162\) −1.46366 + 4.68325i −0.114996 + 0.367951i
\(163\) 6.93048 6.93048i 0.542837 0.542837i −0.381522 0.924360i \(-0.624600\pi\)
0.924360 + 0.381522i \(0.124600\pi\)
\(164\) 19.1151 + 13.2414i 1.49264 + 1.03398i
\(165\) 10.1063 3.44123i 0.786777 0.267899i
\(166\) 3.64284 + 6.95498i 0.282739 + 0.539811i
\(167\) 2.14619 + 2.14619i 0.166078 + 0.166078i 0.785253 0.619175i \(-0.212533\pi\)
−0.619175 + 0.785253i \(0.712533\pi\)
\(168\) 26.8400 20.9193i 2.07075 1.61396i
\(169\) 1.00000i 0.0769231i
\(170\) −11.4725 + 0.290045i −0.879901 + 0.0222455i
\(171\) 5.29253i 0.404730i
\(172\) −1.20002 + 0.217838i −0.0915005 + 0.0166100i
\(173\) 1.40204 + 1.40204i 0.106595 + 0.106595i 0.758393 0.651798i \(-0.225985\pi\)
−0.651798 + 0.758393i \(0.725985\pi\)
\(174\) 9.30824 4.87542i 0.705656 0.369605i
\(175\) 2.86675 22.0959i 0.216706 1.67029i
\(176\) 6.62235 2.48622i 0.499178 0.187406i
\(177\) 13.4301 13.4301i 1.00946 1.00946i
\(178\) −10.8359 3.38654i −0.812183 0.253832i
\(179\) 10.6942 0.799325 0.399662 0.916662i \(-0.369127\pi\)
0.399662 + 0.916662i \(0.369127\pi\)
\(180\) −9.32700 16.7624i −0.695194 1.24939i
\(181\) 13.3815 0.994639 0.497319 0.867568i \(-0.334318\pi\)
0.497319 + 0.867568i \(0.334318\pi\)
\(182\) −6.01511 1.87990i −0.445870 0.139348i
\(183\) −15.7463 + 15.7463i −1.16400 + 1.16400i
\(184\) −1.34799 + 10.8737i −0.0993754 + 0.801621i
\(185\) 1.58041 + 4.64141i 0.116194 + 0.341243i
\(186\) −13.8938 + 7.27723i −1.01874 + 0.533592i
\(187\) −4.53803 4.53803i −0.331853 0.331853i
\(188\) 4.31693 + 23.7809i 0.314844 + 1.73440i
\(189\) 15.5125i 1.12837i
\(190\) −2.82788 2.68842i −0.205156 0.195038i
\(191\) 22.0682i 1.59680i −0.602128 0.798399i \(-0.705680\pi\)
0.602128 0.798399i \(-0.294320\pi\)
\(192\) −11.0811 18.5399i −0.799712 1.33800i
\(193\) −11.0984 11.0984i −0.798884 0.798884i 0.184036 0.982920i \(-0.441084\pi\)
−0.982920 + 0.184036i \(0.941084\pi\)
\(194\) 1.11620 + 2.13108i 0.0801387 + 0.153002i
\(195\) −2.66506 + 5.41703i −0.190849 + 0.387922i
\(196\) 14.6435 21.1391i 1.04596 1.50993i
\(197\) 4.33528 4.33528i 0.308876 0.308876i −0.535598 0.844473i \(-0.679914\pi\)
0.844473 + 0.535598i \(0.179914\pi\)
\(198\) 3.19997 10.2389i 0.227412 0.727649i
\(199\) −19.2499 −1.36459 −0.682295 0.731077i \(-0.739018\pi\)
−0.682295 + 0.731077i \(0.739018\pi\)
\(200\) −13.6942 3.53114i −0.968326 0.249689i
\(201\) 5.41916 0.382238
\(202\) 0.157588 0.504234i 0.0110879 0.0354778i
\(203\) 8.67164 8.67164i 0.608630 0.608630i
\(204\) −11.1589 + 16.1087i −0.781276 + 1.12783i
\(205\) 11.4768 23.3278i 0.801571 1.62928i
\(206\) −0.243827 0.465519i −0.0169882 0.0324343i
\(207\) 11.7496 + 11.7496i 0.816651 + 0.816651i
\(208\) −1.65384 + 3.64209i −0.114673 + 0.252533i
\(209\) 2.18201i 0.150933i
\(210\) −27.5740 26.2141i −1.90279 1.80895i
\(211\) 7.78507i 0.535946i −0.963426 0.267973i \(-0.913646\pi\)
0.963426 0.267973i \(-0.0863539\pi\)
\(212\) 5.15959 + 28.4230i 0.354362 + 1.95210i
\(213\) 21.7928 + 21.7928i 1.49322 + 1.49322i
\(214\) −2.30722 + 1.20846i −0.157718 + 0.0826089i
\(215\) 0.439523 + 1.29081i 0.0299752 + 0.0880324i
\(216\) −9.77122 1.21132i −0.664847 0.0824198i
\(217\) −12.9436 + 12.9436i −0.878669 + 0.878669i
\(218\) 22.8720 + 7.14820i 1.54909 + 0.484137i
\(219\) −21.0552 −1.42278
\(220\) −3.84535 6.91081i −0.259253 0.465927i
\(221\) 3.62908 0.244119
\(222\) 7.99112 + 2.49747i 0.536329 + 0.167619i
\(223\) 9.01350 9.01350i 0.603589 0.603589i −0.337674 0.941263i \(-0.609640\pi\)
0.941263 + 0.337674i \(0.109640\pi\)
\(224\) −18.7985 16.7948i −1.25603 1.12215i
\(225\) −16.9903 + 13.0879i −1.13269 + 0.872527i
\(226\) −6.41265 + 3.35878i −0.426563 + 0.223423i
\(227\) 15.9244 + 15.9244i 1.05694 + 1.05694i 0.998278 + 0.0586582i \(0.0186822\pi\)
0.0586582 + 0.998278i \(0.481318\pi\)
\(228\) −6.55550 + 1.19001i −0.434148 + 0.0788105i
\(229\) 11.1968i 0.739908i 0.929050 + 0.369954i \(0.120627\pi\)
−0.929050 + 0.369954i \(0.879373\pi\)
\(230\) 12.2463 0.309609i 0.807499 0.0204150i
\(231\) 21.2762i 1.39987i
\(232\) −4.78508 6.13936i −0.314156 0.403069i
\(233\) −6.39478 6.39478i −0.418936 0.418936i 0.465901 0.884837i \(-0.345730\pi\)
−0.884837 + 0.465901i \(0.845730\pi\)
\(234\) 2.81455 + 5.37358i 0.183993 + 0.351282i
\(235\) 25.5801 8.71010i 1.66866 0.568184i
\(236\) −11.5656 8.01173i −0.752855 0.521519i
\(237\) 12.7123 12.7123i 0.825752 0.825752i
\(238\) −6.82233 + 21.8293i −0.442226 + 1.41499i
\(239\) 7.21067 0.466419 0.233210 0.972426i \(-0.425077\pi\)
0.233210 + 0.972426i \(0.425077\pi\)
\(240\) −18.6653 + 15.3217i −1.20484 + 0.989013i
\(241\) 12.2443 0.788728 0.394364 0.918954i \(-0.370965\pi\)
0.394364 + 0.918954i \(0.370965\pi\)
\(242\) −3.32119 + 10.6268i −0.213494 + 0.683115i
\(243\) 14.0082 14.0082i 0.898626 0.898626i
\(244\) 13.5603 + 9.39349i 0.868106 + 0.601356i
\(245\) −25.7978 12.6920i −1.64816 0.810860i
\(246\) −20.5976 39.3254i −1.31326 2.50730i
\(247\) 0.872482 + 0.872482i 0.0555147 + 0.0555147i
\(248\) 7.14238 + 9.16383i 0.453541 + 0.581904i
\(249\) 14.9888i 0.949879i
\(250\) −1.63740 + 15.7264i −0.103558 + 0.994623i
\(251\) 2.83819i 0.179145i 0.995980 + 0.0895726i \(0.0285501\pi\)
−0.995980 + 0.0895726i \(0.971450\pi\)
\(252\) −37.6138 + 6.82799i −2.36945 + 0.430123i
\(253\) 4.84412 + 4.84412i 0.304547 + 0.304547i
\(254\) −8.47122 + 4.43701i −0.531532 + 0.278403i
\(255\) 19.6589 + 9.67172i 1.23109 + 0.605667i
\(256\) −12.0469 + 10.5296i −0.752929 + 0.658101i
\(257\) −9.01088 + 9.01088i −0.562084 + 0.562084i −0.929899 0.367815i \(-0.880106\pi\)
0.367815 + 0.929899i \(0.380106\pi\)
\(258\) 2.22239 + 0.694564i 0.138360 + 0.0432417i
\(259\) 9.77127 0.607157
\(260\) 4.30088 + 1.22574i 0.266729 + 0.0760169i
\(261\) −11.8044 −0.730671
\(262\) 8.18230 + 2.55722i 0.505504 + 0.157985i
\(263\) 0.472686 0.472686i 0.0291471 0.0291471i −0.692383 0.721530i \(-0.743439\pi\)
0.721530 + 0.692383i \(0.243439\pi\)
\(264\) −13.4018 1.66139i −0.824823 0.102252i
\(265\) 30.5734 10.4103i 1.87811 0.639501i
\(266\) −6.88826 + 3.60789i −0.422346 + 0.221214i
\(267\) 15.3255 + 15.3255i 0.937906 + 0.937906i
\(268\) −0.717007 3.94982i −0.0437982 0.241274i
\(269\) 6.52851i 0.398050i 0.979994 + 0.199025i \(0.0637775\pi\)
−0.979994 + 0.199025i \(0.936222\pi\)
\(270\) 0.278218 + 11.0047i 0.0169318 + 0.669723i
\(271\) 22.4977i 1.36664i 0.730119 + 0.683320i \(0.239465\pi\)
−0.730119 + 0.683320i \(0.760535\pi\)
\(272\) 13.2174 + 6.00193i 0.801425 + 0.363920i
\(273\) 8.50736 + 8.50736i 0.514889 + 0.514889i
\(274\) −11.5621 22.0745i −0.698489 1.33357i
\(275\) −7.00478 + 5.39589i −0.422404 + 0.325385i
\(276\) 11.9115 17.1952i 0.716990 1.03503i
\(277\) −21.0843 + 21.0843i −1.26683 + 1.26683i −0.319114 + 0.947716i \(0.603385\pi\)
−0.947716 + 0.319114i \(0.896615\pi\)
\(278\) 4.96285 15.8796i 0.297652 0.952395i
\(279\) 17.6196 1.05486
\(280\) −15.4582 + 23.5660i −0.923803 + 1.40834i
\(281\) −3.11270 −0.185688 −0.0928440 0.995681i \(-0.529596\pi\)
−0.0928440 + 0.995681i \(0.529596\pi\)
\(282\) 13.7643 44.0414i 0.819650 2.62263i
\(283\) −1.41066 + 1.41066i −0.0838550 + 0.0838550i −0.747790 0.663935i \(-0.768885\pi\)
0.663935 + 0.747790i \(0.268885\pi\)
\(284\) 13.0006 18.7674i 0.771441 1.11364i
\(285\) 2.40104 + 7.05148i 0.142226 + 0.417693i
\(286\) 1.16038 + 2.21543i 0.0686149 + 0.131001i
\(287\) −36.6359 36.6359i −2.16255 2.16255i
\(288\) 1.36377 + 24.2259i 0.0803611 + 1.42752i
\(289\) 3.82975i 0.225279i
\(290\) −5.99620 + 6.30725i −0.352109 + 0.370375i
\(291\) 4.59273i 0.269231i
\(292\) 2.78581 + 15.3463i 0.163027 + 0.898077i
\(293\) −0.0447969 0.0447969i −0.00261706 0.00261706i 0.705797 0.708414i \(-0.250589\pi\)
−0.708414 + 0.705797i \(0.750589\pi\)
\(294\) −43.4894 + 22.7786i −2.53635 + 1.32848i
\(295\) −6.94402 + 14.1145i −0.404296 + 0.821778i
\(296\) 0.763007 6.15487i 0.0443489 0.357744i
\(297\) −4.35297 + 4.35297i −0.252585 + 0.252585i
\(298\) −10.4438 3.26402i −0.604996 0.189079i
\(299\) −3.87387 −0.224032
\(300\) 20.0313 + 18.1020i 1.15651 + 1.04512i
\(301\) 2.71746 0.156632
\(302\) −25.3541 7.92392i −1.45896 0.455970i
\(303\) −0.713155 + 0.713155i −0.0409697 + 0.0409697i
\(304\) 1.73471 + 4.62060i 0.0994925 + 0.265010i
\(305\) 8.14163 16.5488i 0.466188 0.947579i
\(306\) 19.5012 10.2142i 1.11481 0.583908i
\(307\) 0.114902 + 0.114902i 0.00655779 + 0.00655779i 0.710378 0.703820i \(-0.248524\pi\)
−0.703820 + 0.710378i \(0.748524\pi\)
\(308\) −15.5074 + 2.81505i −0.883619 + 0.160402i
\(309\) 1.00325i 0.0570730i
\(310\) 8.95014 9.41443i 0.508334 0.534704i
\(311\) 21.1090i 1.19698i 0.801129 + 0.598492i \(0.204233\pi\)
−0.801129 + 0.598492i \(0.795767\pi\)
\(312\) 6.02305 4.69443i 0.340988 0.265770i
\(313\) −3.33321 3.33321i −0.188404 0.188404i 0.606602 0.795006i \(-0.292532\pi\)
−0.795006 + 0.606602i \(0.792532\pi\)
\(314\) 3.69960 + 7.06334i 0.208780 + 0.398608i
\(315\) 13.7766 + 40.4596i 0.776222 + 2.27964i
\(316\) −10.9475 7.58355i −0.615843 0.426608i
\(317\) 14.6974 14.6974i 0.825488 0.825488i −0.161401 0.986889i \(-0.551601\pi\)
0.986889 + 0.161401i \(0.0516013\pi\)
\(318\) 16.4511 52.6383i 0.922530 2.95181i
\(319\) −4.86671 −0.272484
\(320\) 13.6370 + 11.5772i 0.762332 + 0.647186i
\(321\) 4.97234 0.277529
\(322\) 7.28250 23.3017i 0.405838 1.29856i
\(323\) 3.16631 3.16631i 0.176178 0.176178i
\(324\) −5.70412 3.95137i −0.316895 0.219520i
\(325\) 0.643315 4.95844i 0.0356847 0.275045i
\(326\) 6.43125 + 12.2787i 0.356194 + 0.680052i
\(327\) −32.3486 32.3486i −1.78888 1.78888i
\(328\) −25.9375 + 20.2160i −1.43216 + 1.11624i
\(329\) 53.8523i 2.96897i
\(330\) 0.381591 + 15.0935i 0.0210059 + 0.830871i
\(331\) 4.25750i 0.234013i 0.993131 + 0.117007i \(0.0373299\pi\)
−0.993131 + 0.117007i \(0.962670\pi\)
\(332\) −10.9248 + 1.98317i −0.599576 + 0.108840i
\(333\) −6.65062 6.65062i −0.364452 0.364452i
\(334\) −3.80239 + 1.99159i −0.208057 + 0.108975i
\(335\) −4.24866 + 1.44668i −0.232129 + 0.0790405i
\(336\) 16.9147 + 45.0544i 0.922775 + 2.45792i
\(337\) 4.55389 4.55389i 0.248066 0.248066i −0.572110 0.820177i \(-0.693875\pi\)
0.820177 + 0.572110i \(0.193875\pi\)
\(338\) −1.34983 0.421862i −0.0734209 0.0229462i
\(339\) 13.8201 0.750602
\(340\) 4.44830 15.6083i 0.241243 0.846477i
\(341\) 7.26423 0.393380
\(342\) 7.14400 + 2.23271i 0.386303 + 0.120731i
\(343\) −18.4580 + 18.4580i −0.996639 + 0.996639i
\(344\) 0.212198 1.71171i 0.0114409 0.0922894i
\(345\) −20.9849 10.3241i −1.12979 0.555830i
\(346\) −2.48397 + 1.30104i −0.133539 + 0.0699445i
\(347\) 20.5579 + 20.5579i 1.10360 + 1.10360i 0.993972 + 0.109633i \(0.0349674\pi\)
0.109633 + 0.993972i \(0.465033\pi\)
\(348\) 2.65418 + 14.6213i 0.142279 + 0.783782i
\(349\) 25.9580i 1.38950i 0.719250 + 0.694751i \(0.244485\pi\)
−0.719250 + 0.694751i \(0.755515\pi\)
\(350\) 28.6162 + 13.1910i 1.52960 + 0.705089i
\(351\) 3.48109i 0.185807i
\(352\) 0.562258 + 9.98787i 0.0299685 + 0.532355i
\(353\) −2.32243 2.32243i −0.123611 0.123611i 0.642595 0.766206i \(-0.277858\pi\)
−0.766206 + 0.642595i \(0.777858\pi\)
\(354\) 12.4626 + 23.7939i 0.662381 + 1.26463i
\(355\) −22.9034 11.2680i −1.21559 0.598043i
\(356\) 9.14247 13.1979i 0.484550 0.699487i
\(357\) 30.8739 30.8739i 1.63402 1.63402i
\(358\) −4.51149 + 14.4354i −0.238439 + 0.762933i
\(359\) −16.7930 −0.886300 −0.443150 0.896448i \(-0.646139\pi\)
−0.443150 + 0.896448i \(0.646139\pi\)
\(360\) 26.5610 5.51843i 1.39989 0.290847i
\(361\) −17.4776 −0.919871
\(362\) −5.64514 + 18.0627i −0.296702 + 0.949355i
\(363\) 15.0298 15.0298i 0.788860 0.788860i
\(364\) 5.07509 7.32630i 0.266007 0.384002i
\(365\) 16.5074 5.62082i 0.864038 0.294207i
\(366\) −14.6120 27.8975i −0.763782 1.45823i
\(367\) −4.33130 4.33130i −0.226092 0.226092i 0.584966 0.811058i \(-0.301108\pi\)
−0.811058 + 0.584966i \(0.801108\pi\)
\(368\) −14.1090 6.40676i −0.735481 0.333976i
\(369\) 49.8710i 2.59618i
\(370\) −6.93181 + 0.175248i −0.360368 + 0.00911073i
\(371\) 64.3643i 3.34163i
\(372\) −3.96173 21.8242i −0.205406 1.13153i
\(373\) −15.0638 15.0638i −0.779976 0.779976i 0.199850 0.979826i \(-0.435954\pi\)
−0.979826 + 0.199850i \(0.935954\pi\)
\(374\) 8.03997 4.21113i 0.415737 0.217752i
\(375\) 16.6994 25.1456i 0.862353 1.29851i
\(376\) −33.9213 4.20515i −1.74936 0.216864i
\(377\) 1.94597 1.94597i 0.100222 0.100222i
\(378\) 20.9392 + 6.54412i 1.07699 + 0.336593i
\(379\) −7.89852 −0.405720 −0.202860 0.979208i \(-0.565024\pi\)
−0.202860 + 0.979208i \(0.565024\pi\)
\(380\) 4.82187 2.68301i 0.247357 0.137635i
\(381\) 18.2565 0.935310
\(382\) 29.7882 + 9.30972i 1.52410 + 0.476327i
\(383\) −5.61005 + 5.61005i −0.286660 + 0.286660i −0.835758 0.549098i \(-0.814971\pi\)
0.549098 + 0.835758i \(0.314971\pi\)
\(384\) 29.7003 7.13635i 1.51564 0.364175i
\(385\) 5.67982 + 16.6807i 0.289471 + 0.850128i
\(386\) 19.6630 10.2990i 1.00082 0.524204i
\(387\) −1.84959 1.84959i −0.0940197 0.0940197i
\(388\) −3.34747 + 0.607662i −0.169942 + 0.0308494i
\(389\) 1.00399i 0.0509041i −0.999676 0.0254520i \(-0.991897\pi\)
0.999676 0.0254520i \(-0.00810251\pi\)
\(390\) −6.18777 5.88261i −0.313330 0.297877i
\(391\) 14.0586i 0.710974i
\(392\) 22.3565 + 28.6839i 1.12918 + 1.44876i
\(393\) −11.5725 11.5725i −0.583755 0.583755i
\(394\) 4.02299 + 7.68076i 0.202675 + 0.386951i
\(395\) −6.57290 + 13.3602i −0.330719 + 0.672222i
\(396\) 12.4708 + 8.63882i 0.626683 + 0.434117i
\(397\) 22.2875 22.2875i 1.11858 1.11858i 0.126630 0.991950i \(-0.459584\pi\)
0.991950 0.126630i \(-0.0404160\pi\)
\(398\) 8.12079 25.9840i 0.407059 1.30246i
\(399\) 14.8450 0.743182
\(400\) 10.5435 16.9951i 0.527174 0.849757i
\(401\) −16.2164 −0.809810 −0.404905 0.914359i \(-0.632695\pi\)
−0.404905 + 0.914359i \(0.632695\pi\)
\(402\) −2.28614 + 7.31493i −0.114022 + 0.364836i
\(403\) −2.90462 + 2.90462i −0.144690 + 0.144690i
\(404\) 0.614149 + 0.425434i 0.0305550 + 0.0211661i
\(405\) −3.42477 + 6.96123i −0.170178 + 0.345906i
\(406\) 8.04698 + 15.3634i 0.399365 + 0.762475i
\(407\) −2.74192 2.74192i −0.135912 0.135912i
\(408\) −17.0365 21.8582i −0.843431 1.08214i
\(409\) 26.1902i 1.29502i 0.762056 + 0.647511i \(0.224190\pi\)
−0.762056 + 0.647511i \(0.775810\pi\)
\(410\) 26.6469 + 25.3327i 1.31599 + 1.25109i
\(411\) 47.5732i 2.34661i
\(412\) 0.731232 0.132740i 0.0360252 0.00653962i
\(413\) 22.1666 + 22.1666i 1.09075 + 1.09075i
\(414\) −20.8166 + 10.9032i −1.02308 + 0.535862i
\(415\) 4.00136 + 11.7513i 0.196419 + 0.576851i
\(416\) −4.21850 3.76886i −0.206829 0.184783i
\(417\) −22.4590 + 22.4590i −1.09982 + 1.09982i
\(418\) 2.94533 + 0.920505i 0.144061 + 0.0450234i
\(419\) 34.7358 1.69696 0.848478 0.529231i \(-0.177520\pi\)
0.848478 + 0.529231i \(0.177520\pi\)
\(420\) 47.0169 26.1614i 2.29419 1.27654i
\(421\) −19.0536 −0.928615 −0.464307 0.885674i \(-0.653697\pi\)
−0.464307 + 0.885674i \(0.653697\pi\)
\(422\) 10.5085 + 3.28422i 0.511546 + 0.159873i
\(423\) −36.6535 + 36.6535i −1.78215 + 1.78215i
\(424\) −40.5427 5.02600i −1.96893 0.244084i
\(425\) −17.9946 2.33465i −0.872866 0.113247i
\(426\) −38.6101 + 20.2230i −1.87066 + 0.979806i
\(427\) −25.9896 25.9896i −1.25772 1.25772i
\(428\) −0.657889 3.62415i −0.0318003 0.175180i
\(429\) 4.77452i 0.230516i
\(430\) −1.92779 + 0.0487379i −0.0929661 + 0.00235035i
\(431\) 26.6616i 1.28425i 0.766602 + 0.642123i \(0.221946\pi\)
−0.766602 + 0.642123i \(0.778054\pi\)
\(432\) 5.75717 12.6784i 0.276992 0.609992i
\(433\) 11.9113 + 11.9113i 0.572419 + 0.572419i 0.932804 0.360384i \(-0.117355\pi\)
−0.360384 + 0.932804i \(0.617355\pi\)
\(434\) −12.0112 22.9320i −0.576557 1.10077i
\(435\) 15.7275 5.35525i 0.754076 0.256764i
\(436\) −19.2977 + 27.8577i −0.924190 + 1.33414i
\(437\) −3.37988 + 3.37988i −0.161682 + 0.161682i
\(438\) 8.88238 28.4209i 0.424417 1.35800i
\(439\) 28.3991 1.35542 0.677708 0.735331i \(-0.262974\pi\)
0.677708 + 0.735331i \(0.262974\pi\)
\(440\) 10.9506 2.27514i 0.522050 0.108463i
\(441\) 55.1516 2.62627
\(442\) −1.53097 + 4.89864i −0.0728209 + 0.233004i
\(443\) −2.27026 + 2.27026i −0.107863 + 0.107863i −0.758979 0.651115i \(-0.774301\pi\)
0.651115 + 0.758979i \(0.274301\pi\)
\(444\) −6.74230 + 9.73305i −0.319975 + 0.461910i
\(445\) −16.1065 7.92407i −0.763523 0.375637i
\(446\) 8.36422 + 15.9691i 0.396057 + 0.756159i
\(447\) 14.7711 + 14.7711i 0.698648 + 0.698648i
\(448\) 30.6005 18.2896i 1.44574 0.864104i
\(449\) 22.6117i 1.06711i −0.845764 0.533557i \(-0.820855\pi\)
0.845764 0.533557i \(-0.179145\pi\)
\(450\) −10.4989 28.4552i −0.494921 1.34139i
\(451\) 20.5609i 0.968173i
\(452\) −1.82852 10.0729i −0.0860066 0.473790i
\(453\) 35.8591 + 35.8591i 1.68481 + 1.68481i
\(454\) −28.2130 + 14.7772i −1.32410 + 0.693531i
\(455\) −8.94092 4.39874i −0.419157 0.206216i
\(456\) 1.15920 9.35081i 0.0542846 0.437892i
\(457\) 6.14197 6.14197i 0.287309 0.287309i −0.548706 0.836015i \(-0.684879\pi\)
0.836015 + 0.548706i \(0.184879\pi\)
\(458\) −15.1138 4.72352i −0.706221 0.220715i
\(459\) −12.6332 −0.589666
\(460\) −4.74834 + 16.6610i −0.221392 + 0.776825i
\(461\) −28.7359 −1.33836 −0.669181 0.743099i \(-0.733355\pi\)
−0.669181 + 0.743099i \(0.733355\pi\)
\(462\) 28.7192 + 8.97563i 1.33614 + 0.417584i
\(463\) 16.3509 16.3509i 0.759890 0.759890i −0.216412 0.976302i \(-0.569435\pi\)
0.976302 + 0.216412i \(0.0694354\pi\)
\(464\) 10.3057 3.86907i 0.478431 0.179617i
\(465\) −23.4754 + 7.99343i −1.08865 + 0.370687i
\(466\) 11.3296 5.93414i 0.524832 0.274894i
\(467\) −4.30118 4.30118i −0.199035 0.199035i 0.600551 0.799586i \(-0.294948\pi\)
−0.799586 + 0.600551i \(0.794948\pi\)
\(468\) −8.44076 + 1.53224i −0.390174 + 0.0708279i
\(469\) 8.94445i 0.413016i
\(470\) 0.965845 + 38.2032i 0.0445511 + 1.76218i
\(471\) 15.2224i 0.701410i
\(472\) 15.6935 12.2317i 0.722353 0.563009i
\(473\) −0.762549 0.762549i −0.0350620 0.0350620i
\(474\) 11.7966 + 22.5222i 0.541834 + 1.03448i
\(475\) −3.76487 4.88743i −0.172744 0.224251i
\(476\) −26.5878 18.4179i −1.21865 0.844184i
\(477\) −43.8083 + 43.8083i −2.00584 + 2.00584i
\(478\) −3.04190 + 9.73315i −0.139133 + 0.445184i
\(479\) 4.08327 0.186569 0.0932847 0.995639i \(-0.470263\pi\)
0.0932847 + 0.995639i \(0.470263\pi\)
\(480\) −12.8075 31.6586i −0.584580 1.44501i
\(481\) 2.19273 0.0999799
\(482\) −5.16542 + 16.5277i −0.235278 + 0.752818i
\(483\) −32.9564 + 32.9564i −1.49957 + 1.49957i
\(484\) −12.9432 8.96606i −0.588329 0.407548i
\(485\) 1.22606 + 3.60073i 0.0556724 + 0.163501i
\(486\) 12.9991 + 24.8181i 0.589652 + 1.12577i
\(487\) −28.6833 28.6833i −1.29976 1.29976i −0.928545 0.371219i \(-0.878940\pi\)
−0.371219 0.928545i \(-0.621060\pi\)
\(488\) −18.4001 + 14.3412i −0.832935 + 0.649198i
\(489\) 26.4620i 1.19665i
\(490\) 28.0151 29.4684i 1.26559 1.33125i
\(491\) 7.08151i 0.319584i −0.987151 0.159792i \(-0.948918\pi\)
0.987151 0.159792i \(-0.0510824\pi\)
\(492\) 61.7719 11.2134i 2.78489 0.505538i
\(493\) −7.06208 7.06208i −0.318060 0.318060i
\(494\) −1.54577 + 0.809633i −0.0695473 + 0.0364271i
\(495\) 7.48754 15.2193i 0.336540 0.684055i
\(496\) −15.3827 + 5.77511i −0.690702 + 0.259310i
\(497\) −35.9695 + 35.9695i −1.61345 + 1.61345i
\(498\) 20.2323 + 6.32321i 0.906632 + 0.283350i
\(499\) −20.2512 −0.906566 −0.453283 0.891367i \(-0.649747\pi\)
−0.453283 + 0.891367i \(0.649747\pi\)
\(500\) −20.5371 8.84456i −0.918448 0.395541i
\(501\) 8.19461 0.366108
\(502\) −3.83107 1.19732i −0.170989 0.0534392i
\(503\) 6.46560 6.46560i 0.288287 0.288287i −0.548116 0.836402i \(-0.684655\pi\)
0.836402 + 0.548116i \(0.184655\pi\)
\(504\) 6.65120 53.6526i 0.296268 2.38987i
\(505\) 0.368737 0.749499i 0.0164086 0.0333523i
\(506\) −8.58227 + 4.49517i −0.381528 + 0.199835i
\(507\) 1.90910 + 1.90910i 0.0847863 + 0.0847863i
\(508\) −2.41551 13.3065i −0.107171 0.590380i
\(509\) 9.49400i 0.420814i 0.977614 + 0.210407i \(0.0674790\pi\)
−0.977614 + 0.210407i \(0.932521\pi\)
\(510\) −21.3485 + 22.4559i −0.945326 + 0.994365i
\(511\) 34.7521i 1.53734i
\(512\) −9.13105 20.7032i −0.403539 0.914962i
\(513\) −3.03719 3.03719i −0.134095 0.134095i
\(514\) −8.36179 15.9645i −0.368823 0.704163i
\(515\) −0.267824 0.786556i −0.0118017 0.0346598i
\(516\) −1.87508 + 2.70683i −0.0825459 + 0.119162i
\(517\) −15.1115 + 15.1115i −0.664605 + 0.664605i
\(518\) −4.12212 + 13.1895i −0.181116 + 0.579514i
\(519\) 5.35327 0.234982
\(520\) −3.46891 + 5.28835i −0.152122 + 0.231910i
\(521\) −9.55223 −0.418491 −0.209245 0.977863i \(-0.567101\pi\)
−0.209245 + 0.977863i \(0.567101\pi\)
\(522\) 4.97981 15.9338i 0.217960 0.697405i
\(523\) 9.29332 9.29332i 0.406368 0.406368i −0.474102 0.880470i \(-0.657227\pi\)
0.880470 + 0.474102i \(0.157227\pi\)
\(524\) −6.90360 + 9.96590i −0.301585 + 0.435362i
\(525\) −36.7103 47.6562i −1.60217 2.07989i
\(526\) 0.438637 + 0.837453i 0.0191255 + 0.0365147i
\(527\) 10.5411 + 10.5411i 0.459178 + 0.459178i
\(528\) 7.89629 17.3892i 0.343642 0.756768i
\(529\) 7.99314i 0.347528i
\(530\) 1.15438 + 45.6605i 0.0501430 + 1.98337i
\(531\) 30.1745i 1.30946i
\(532\) −1.96414 10.8200i −0.0851563 0.469106i
\(533\) −8.22132 8.22132i −0.356105 0.356105i
\(534\) −27.1520 + 14.2215i −1.17498 + 0.615426i
\(535\) −3.89835 + 1.32740i −0.168540 + 0.0573884i
\(536\) 5.63406 + 0.698443i 0.243354 + 0.0301681i
\(537\) 20.4164 20.4164i 0.881033 0.881033i
\(538\) −8.81236 2.75413i −0.379928 0.118739i
\(539\) 22.7380 0.979393
\(540\) −14.9718 4.26690i −0.644282 0.183618i
\(541\) 28.8757 1.24146 0.620732 0.784023i \(-0.286835\pi\)
0.620732 + 0.784023i \(0.286835\pi\)
\(542\) −30.3681 9.49093i −1.30442 0.407670i
\(543\) 25.5467 25.5467i 1.09631 1.09631i
\(544\) −13.6775 + 15.3093i −0.586418 + 0.656380i
\(545\) 33.9972 + 16.7259i 1.45628 + 0.716458i
\(546\) −15.0724 + 7.89454i −0.645039 + 0.337855i
\(547\) −17.8016 17.8016i −0.761139 0.761139i 0.215389 0.976528i \(-0.430898\pi\)
−0.976528 + 0.215389i \(0.930898\pi\)
\(548\) 34.6743 6.29439i 1.48121 0.268883i
\(549\) 35.3786i 1.50992i
\(550\) −4.32848 11.7316i −0.184567 0.500235i
\(551\) 3.39564i 0.144659i
\(552\) 18.1856 + 23.3325i 0.774030 + 0.993098i
\(553\) 20.9819 + 20.9819i 0.892242 + 0.892242i
\(554\) −19.5655 37.3547i −0.831257 1.58705i
\(555\) 11.8781 + 5.84376i 0.504197 + 0.248054i
\(556\) 19.3411 + 13.3980i 0.820244 + 0.568201i
\(557\) 0.213360 0.213360i 0.00904034 0.00904034i −0.702572 0.711613i \(-0.747965\pi\)
0.711613 + 0.702572i \(0.247965\pi\)
\(558\) −7.43304 + 23.7834i −0.314666 + 1.00683i
\(559\) 0.609814 0.0257924
\(560\) −25.2888 30.8075i −1.06865 1.30185i
\(561\) −17.3271 −0.731552
\(562\) 1.31313 4.20160i 0.0553909 0.177234i
\(563\) 7.49585 7.49585i 0.315912 0.315912i −0.531282 0.847195i \(-0.678290\pi\)
0.847195 + 0.531282i \(0.178290\pi\)
\(564\) 53.6417 + 37.1588i 2.25872 + 1.56467i
\(565\) −10.8350 + 3.68935i −0.455832 + 0.155212i
\(566\) −1.30904 2.49925i −0.0550232 0.105051i
\(567\) 10.9325 + 10.9325i 0.459122 + 0.459122i
\(568\) 19.8482 + 25.4657i 0.832814 + 1.06852i
\(569\) 22.3444i 0.936725i −0.883536 0.468362i \(-0.844844\pi\)
0.883536 0.468362i \(-0.155156\pi\)
\(570\) −10.5312 + 0.266247i −0.441103 + 0.0111519i
\(571\) 14.2843i 0.597779i −0.954288 0.298889i \(-0.903384\pi\)
0.954288 0.298889i \(-0.0966161\pi\)
\(572\) −3.47996 + 0.631714i −0.145505 + 0.0264133i
\(573\) −42.1305 42.1305i −1.76003 1.76003i
\(574\) 64.9074 33.9969i 2.70918 1.41900i
\(575\) 19.2084 + 2.49212i 0.801044 + 0.103929i
\(576\) −33.2761 8.37911i −1.38650 0.349130i
\(577\) 2.28756 2.28756i 0.0952324 0.0952324i −0.657886 0.753118i \(-0.728549\pi\)
0.753118 + 0.657886i \(0.228549\pi\)
\(578\) −5.16950 1.61562i −0.215023 0.0672011i
\(579\) −42.3762 −1.76109
\(580\) −5.98413 10.7546i −0.248478 0.446561i
\(581\) 24.7394 1.02636
\(582\) 6.19939 + 1.93750i 0.256973 + 0.0803118i
\(583\) −18.0613 + 18.0613i −0.748024 + 0.748024i
\(584\) −21.8901 2.71368i −0.905820 0.112293i
\(585\) 3.09155 + 9.07937i 0.127820 + 0.375386i
\(586\) 0.0793661 0.0415700i 0.00327858 0.00171724i
\(587\) −12.7907 12.7907i −0.527928 0.527928i 0.392026 0.919954i \(-0.371774\pi\)
−0.919954 + 0.392026i \(0.871774\pi\)
\(588\) −12.4007 68.3126i −0.511397 2.81716i
\(589\) 5.06846i 0.208842i
\(590\) −16.1227 15.3276i −0.663761 0.631027i
\(591\) 16.5530i 0.680899i
\(592\) 7.98612 + 3.62643i 0.328228 + 0.149045i
\(593\) 20.9443 + 20.9443i 0.860077 + 0.860077i 0.991347 0.131269i \(-0.0419053\pi\)
−0.131269 + 0.991347i \(0.541905\pi\)
\(594\) −4.03940 7.71211i −0.165739 0.316432i
\(595\) −15.9634 + 32.4474i −0.654435 + 1.33021i
\(596\) 8.81172 12.7204i 0.360942 0.521049i
\(597\) −36.7500 + 36.7500i −1.50408 + 1.50408i
\(598\) 1.63424 5.22905i 0.0668289 0.213832i
\(599\) 23.1160 0.944492 0.472246 0.881467i \(-0.343443\pi\)
0.472246 + 0.881467i \(0.343443\pi\)
\(600\) −32.8850 + 19.4023i −1.34252 + 0.792096i
\(601\) 10.3817 0.423477 0.211738 0.977326i \(-0.432088\pi\)
0.211738 + 0.977326i \(0.432088\pi\)
\(602\) −1.14639 + 3.66810i −0.0467235 + 0.149501i
\(603\) 6.08786 6.08786i 0.247917 0.247917i
\(604\) 21.3918 30.8809i 0.870422 1.25652i
\(605\) −7.77116 + 15.7958i −0.315943 + 0.642189i
\(606\) −0.661783 1.26349i −0.0268831 0.0513257i
\(607\) −1.83398 1.83398i −0.0744389 0.0744389i 0.668907 0.743346i \(-0.266762\pi\)
−0.743346 + 0.668907i \(0.766762\pi\)
\(608\) −6.96882 + 0.392303i −0.282623 + 0.0159100i
\(609\) 33.1101i 1.34169i
\(610\) 18.9033 + 17.9711i 0.765373 + 0.727627i
\(611\) 12.0848i 0.488898i
\(612\) 5.56063 + 30.6322i 0.224775 + 1.23823i
\(613\) 5.33515 + 5.33515i 0.215485 + 0.215485i 0.806593 0.591108i \(-0.201309\pi\)
−0.591108 + 0.806593i \(0.701309\pi\)
\(614\) −0.203570 + 0.106625i −0.00821542 + 0.00430303i
\(615\) −22.6248 66.4454i −0.912321 2.67934i
\(616\) 2.74216 22.1199i 0.110485 0.891237i
\(617\) 18.8364 18.8364i 0.758323 0.758323i −0.217694 0.976017i \(-0.569853\pi\)
0.976017 + 0.217694i \(0.0698534\pi\)
\(618\) −1.35422 0.423233i −0.0544745 0.0170249i
\(619\) 9.61444 0.386437 0.193219 0.981156i \(-0.438107\pi\)
0.193219 + 0.981156i \(0.438107\pi\)
\(620\) 8.93213 + 16.0527i 0.358723 + 0.644693i
\(621\) 13.4853 0.541146
\(622\) −28.4935 8.90509i −1.14249 0.357061i
\(623\) −25.2951 + 25.2951i −1.01343 + 1.01343i
\(624\) 3.79577 + 10.1105i 0.151952 + 0.404743i
\(625\) −6.37968 + 24.1723i −0.255187 + 0.966892i
\(626\) 5.90541 3.09310i 0.236028 0.123625i
\(627\) −4.16568 4.16568i −0.166361 0.166361i
\(628\) −11.0950 + 2.01407i −0.442739 + 0.0803700i
\(629\) 7.95761i 0.317291i
\(630\) −60.4252 + 1.52766i −2.40740 + 0.0608633i
\(631\) 40.8443i 1.62599i 0.582274 + 0.812993i \(0.302163\pi\)
−0.582274 + 0.812993i \(0.697837\pi\)
\(632\) 14.8548 11.5780i 0.590892 0.460547i
\(633\) −14.8625 14.8625i −0.590731 0.590731i
\(634\) 13.6387 + 26.0392i 0.541661 + 1.03415i
\(635\) −14.3132 + 4.87369i −0.568004 + 0.193407i
\(636\) 64.1126 + 44.4122i 2.54223 + 1.76106i
\(637\) −9.09184 + 9.09184i −0.360232 + 0.360232i
\(638\) 2.05308 6.56922i 0.0812822 0.260078i
\(639\) 48.9638 1.93698
\(640\) −21.3802 + 13.5236i −0.845125 + 0.534568i
\(641\) 18.6486 0.736574 0.368287 0.929712i \(-0.379944\pi\)
0.368287 + 0.929712i \(0.379944\pi\)
\(642\) −2.09764 + 6.71180i −0.0827873 + 0.264894i
\(643\) −16.1537 + 16.1537i −0.637040 + 0.637040i −0.949824 0.312784i \(-0.898738\pi\)
0.312784 + 0.949824i \(0.398738\pi\)
\(644\) 28.3811 + 19.6602i 1.11837 + 0.774721i
\(645\) 3.30338 + 1.62519i 0.130071 + 0.0639919i
\(646\) 2.93823 + 5.60972i 0.115603 + 0.220711i
\(647\) 2.84849 + 2.84849i 0.111986 + 0.111986i 0.760879 0.648893i \(-0.224768\pi\)
−0.648893 + 0.760879i \(0.724768\pi\)
\(648\) 7.74001 6.03264i 0.304056 0.236985i
\(649\) 12.4404i 0.488327i
\(650\) 6.42165 + 2.96014i 0.251878 + 0.116106i
\(651\) 49.4214i 1.93698i
\(652\) −19.2872 + 3.50118i −0.755343 + 0.137117i
\(653\) 21.9792 + 21.9792i 0.860113 + 0.860113i 0.991351 0.131238i \(-0.0418953\pi\)
−0.131238 + 0.991351i \(0.541895\pi\)
\(654\) 57.3117 30.0184i 2.24106 1.17381i
\(655\) 12.1623 + 5.98356i 0.475219 + 0.233797i
\(656\) −16.3460 43.5395i −0.638205 1.69993i
\(657\) −23.6533 + 23.6533i −0.922803 + 0.922803i
\(658\) 72.6913 + 22.7182i 2.83380 + 0.885649i
\(659\) −42.7307 −1.66455 −0.832275 0.554363i \(-0.812962\pi\)
−0.832275 + 0.554363i \(0.812962\pi\)
\(660\) −20.5346 5.85230i −0.799309 0.227800i
\(661\) 16.6982 0.649483 0.324742 0.945803i \(-0.394723\pi\)
0.324742 + 0.945803i \(0.394723\pi\)
\(662\) −5.74689 1.79608i −0.223359 0.0698064i
\(663\) 6.92830 6.92830i 0.269073 0.269073i
\(664\) 1.93182 15.5832i 0.0749691 0.604745i
\(665\) −11.6386 + 3.96297i −0.451326 + 0.153678i
\(666\) 11.7828 6.17154i 0.456575 0.239142i
\(667\) 7.53843 + 7.53843i 0.291889 + 0.291889i
\(668\) −1.08423 5.97274i −0.0419500 0.231092i
\(669\) 34.4154i 1.33058i
\(670\) −0.160419 6.34526i −0.00619754 0.245139i
\(671\) 14.5859i 0.563083i
\(672\) −67.9513 + 3.82526i −2.62128 + 0.147563i
\(673\) −5.23052 5.23052i −0.201622 0.201622i 0.599073 0.800695i \(-0.295536\pi\)
−0.800695 + 0.599073i \(0.795536\pi\)
\(674\) 4.22585 + 8.06808i 0.162774 + 0.310771i
\(675\) −2.23944 + 17.2608i −0.0861961 + 0.664368i
\(676\) 1.13888 1.64407i 0.0438031 0.0632333i
\(677\) −8.44260 + 8.44260i −0.324475 + 0.324475i −0.850481 0.526006i \(-0.823689\pi\)
0.526006 + 0.850481i \(0.323689\pi\)
\(678\) −5.83015 + 18.6547i −0.223906 + 0.716429i
\(679\) 7.58040 0.290909
\(680\) 19.1919 + 12.5890i 0.735975 + 0.482764i
\(681\) 60.8025 2.32996
\(682\) −3.06450 + 9.80545i −0.117346 + 0.375470i
\(683\) 9.22992 9.22992i 0.353173 0.353173i −0.508116 0.861289i \(-0.669658\pi\)
0.861289 + 0.508116i \(0.169658\pi\)
\(684\) −6.02755 + 8.70126i −0.230469 + 0.332701i
\(685\) −12.7000 37.2977i −0.485241 1.42507i
\(686\) −17.1284 32.7018i −0.653965 1.24856i
\(687\) 21.3759 + 21.3759i 0.815542 + 0.815542i
\(688\) 2.22100 + 1.00854i 0.0846748 + 0.0384501i
\(689\) 14.4437i 0.550263i
\(690\) 22.7884 23.9706i 0.867541 0.912545i
\(691\) 11.7811i 0.448175i 0.974569 + 0.224088i \(0.0719402\pi\)
−0.974569 + 0.224088i \(0.928060\pi\)
\(692\) −0.708289 3.90180i −0.0269251 0.148324i
\(693\) −23.9016 23.9016i −0.907947 0.907947i
\(694\) −36.4222 + 19.0770i −1.38257 + 0.724153i
\(695\) 11.6125 23.6036i 0.440485 0.895336i
\(696\) −20.8559 2.58546i −0.790540 0.0980017i
\(697\) −29.8359 + 29.8359i −1.13011 + 1.13011i
\(698\) −35.0389 10.9507i −1.32624 0.414490i
\(699\) −24.4166 −0.923521
\(700\) −29.8777 + 33.0621i −1.12927 + 1.24963i
\(701\) −40.8964 −1.54464 −0.772318 0.635236i \(-0.780903\pi\)
−0.772318 + 0.635236i \(0.780903\pi\)
\(702\) 4.69887 + 1.46854i 0.177348 + 0.0554265i
\(703\) 1.91312 1.91312i 0.0721546 0.0721546i
\(704\) −13.7191 3.45455i −0.517058 0.130198i
\(705\) 32.2067 65.4636i 1.21297 2.46550i
\(706\) 4.11462 2.15514i 0.154856 0.0811096i
\(707\) −1.17708 1.17708i −0.0442685 0.0442685i
\(708\) −37.3751 + 6.78467i −1.40464 + 0.254983i
\(709\) 10.0408i 0.377091i 0.982064 + 0.188546i \(0.0603774\pi\)
−0.982064 + 0.188546i \(0.939623\pi\)
\(710\) 24.8719 26.1621i 0.933426 0.981848i
\(711\) 28.5618i 1.07115i
\(712\) 13.9580 + 17.9084i 0.523099 + 0.671147i
\(713\) −11.2521 11.2521i −0.421395 0.421395i
\(714\) 28.6499 + 54.6990i 1.07220 + 2.04706i
\(715\) 1.27459 + 3.74325i 0.0476668 + 0.139990i
\(716\) −17.5820 12.1795i −0.657071 0.455168i
\(717\) 13.7659 13.7659i 0.514097 0.514097i
\(718\) 7.08431 22.6676i 0.264384 0.845948i
\(719\) 27.5425 1.02716 0.513581 0.858041i \(-0.328319\pi\)
0.513581 + 0.858041i \(0.328319\pi\)
\(720\) −3.75615 + 38.1808i −0.139983 + 1.42291i
\(721\) −1.65589 −0.0616685
\(722\) 7.37311 23.5917i 0.274399 0.877991i
\(723\) 23.3757 23.3757i 0.869352 0.869352i
\(724\) −22.0001 15.2399i −0.817626 0.566387i
\(725\) −10.9008 + 8.39710i −0.404847 + 0.311860i
\(726\) 13.9471 + 26.6281i 0.517626 + 0.988262i
\(727\) 21.2619 + 21.2619i 0.788560 + 0.788560i 0.981258 0.192698i \(-0.0617238\pi\)
−0.192698 + 0.981258i \(0.561724\pi\)
\(728\) 7.74825 + 9.94118i 0.287169 + 0.368444i
\(729\) 43.0776i 1.59547i
\(730\) 0.623281 + 24.6534i 0.0230687 + 0.912462i
\(731\) 2.21307i 0.0818533i
\(732\) 43.8211 7.95479i 1.61967 0.294018i
\(733\) −14.1192 14.1192i −0.521503 0.521503i 0.396522 0.918025i \(-0.370217\pi\)
−0.918025 + 0.396522i \(0.870217\pi\)
\(734\) 7.67372 4.01930i 0.283242 0.148355i
\(735\) −73.4810 + 25.0205i −2.71039 + 0.922894i
\(736\) 14.6001 16.3419i 0.538165 0.602371i
\(737\) 2.50991 2.50991i 0.0924537 0.0924537i
\(738\) −67.3172 21.0387i −2.47798 0.774444i
\(739\) 1.11147 0.0408861 0.0204430 0.999791i \(-0.493492\pi\)
0.0204430 + 0.999791i \(0.493492\pi\)
\(740\) 2.68771 9.43067i 0.0988022 0.346678i
\(741\) 3.33132 0.122379
\(742\) 86.8807 + 27.1528i 3.18949 + 0.996812i
\(743\) −32.4947 + 32.4947i −1.19211 + 1.19211i −0.215642 + 0.976472i \(0.569184\pi\)
−0.976472 + 0.215642i \(0.930816\pi\)
\(744\) 31.1302 + 3.85915i 1.14129 + 0.141483i
\(745\) −15.5238 7.63739i −0.568750 0.279812i
\(746\) 26.6884 13.9787i 0.977133 0.511798i
\(747\) −16.8384 16.8384i −0.616084 0.616084i
\(748\) 2.29254 + 12.6291i 0.0838237 + 0.461765i
\(749\) 8.20696i 0.299876i
\(750\) 26.8973 + 33.1492i 0.982151 + 1.21044i
\(751\) 22.7914i 0.831668i 0.909440 + 0.415834i \(0.136510\pi\)
−0.909440 + 0.415834i \(0.863490\pi\)
\(752\) 19.9863 44.0138i 0.728826 1.60502i
\(753\) 5.41840 + 5.41840i 0.197458 + 0.197458i
\(754\) 1.80579 + 3.44765i 0.0657630 + 0.125556i
\(755\) −37.6866 18.5410i −1.37156 0.674775i
\(756\) −17.6669 + 25.5035i −0.642537 + 0.927554i
\(757\) 20.7548 20.7548i 0.754344 0.754344i −0.220943 0.975287i \(-0.570913\pi\)
0.975287 + 0.220943i \(0.0709133\pi\)
\(758\) 3.33208 10.6616i 0.121027 0.387248i
\(759\) 18.4958 0.671357
\(760\) 1.58743 + 7.64055i 0.0575823 + 0.277152i
\(761\) 40.7964 1.47887 0.739433 0.673230i \(-0.235093\pi\)
0.739433 + 0.673230i \(0.235093\pi\)
\(762\) −7.70173 + 24.6432i −0.279004 + 0.892727i
\(763\) 53.3921 53.3921i 1.93292 1.93292i
\(764\) −25.1330 + 36.2816i −0.909281 + 1.31262i
\(765\) 32.9498 11.2195i 1.19130 0.405641i
\(766\) −5.20593 9.93926i −0.188098 0.359120i
\(767\) 4.97432 + 4.97432i 0.179612 + 0.179612i
\(768\) −2.89659 + 43.1009i −0.104522 + 1.55527i
\(769\) 9.81657i 0.353994i −0.984211 0.176997i \(-0.943362\pi\)
0.984211 0.176997i \(-0.0566384\pi\)
\(770\) −24.9122 + 0.629824i −0.897773 + 0.0226973i
\(771\) 34.4054i 1.23908i
\(772\) 5.60677 + 30.8864i 0.201792 + 1.11163i
\(773\) 32.9413 + 32.9413i 1.18481 + 1.18481i 0.978482 + 0.206333i \(0.0661530\pi\)
0.206333 + 0.978482i \(0.433847\pi\)
\(774\) 3.27689 1.71635i 0.117785 0.0616930i
\(775\) 16.2710 12.5338i 0.584471 0.450228i
\(776\)