Properties

Label 260.2.p.d.207.10
Level $260$
Weight $2$
Character 260.207
Analytic conductor $2.076$
Analytic rank $0$
Dimension $64$
CM no
Inner twists $8$

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Newspace parameters

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

Newform invariants

Self dual: no
Analytic conductor: \(2.07611045255\)
Analytic rank: \(0\)
Dimension: \(64\)
Relative dimension: \(32\) over \(\Q(i)\)
Twist minimal: yes
Sato-Tate group: $\mathrm{SU}(2)[C_{4}]$

Embedding invariants

Embedding label 207.10
Character \(\chi\) \(=\) 260.207
Dual form 260.2.p.d.103.10

$q$-expansion

\(f(q)\) \(=\) \(q+(-0.702829 + 1.22720i) q^{2} +(1.63423 + 1.63423i) q^{3} +(-1.01206 - 1.72503i) q^{4} +(-1.85457 + 1.24923i) q^{5} +(-3.15411 + 0.856948i) q^{6} +(1.80181 + 1.80181i) q^{7} +(2.82827 - 0.0296052i) q^{8} +2.34139i q^{9} +O(q^{10})\) \(q+(-0.702829 + 1.22720i) q^{2} +(1.63423 + 1.63423i) q^{3} +(-1.01206 - 1.72503i) q^{4} +(-1.85457 + 1.24923i) q^{5} +(-3.15411 + 0.856948i) q^{6} +(1.80181 + 1.80181i) q^{7} +(2.82827 - 0.0296052i) q^{8} +2.34139i q^{9} +(-0.229622 - 3.15393i) q^{10} -2.86823 q^{11} +(1.16515 - 4.47303i) q^{12} +(-1.91593 + 3.05438i) q^{13} +(-3.47755 + 0.944824i) q^{14} +(-5.07231 - 0.989250i) q^{15} +(-1.95146 + 3.49168i) q^{16} +(3.05008 + 3.05008i) q^{17} +(-2.87337 - 1.64560i) q^{18} -5.05926i q^{19} +(4.03190 + 1.93488i) q^{20} +5.88913i q^{21} +(2.01587 - 3.51990i) q^{22} +(-2.42763 - 2.42763i) q^{23} +(4.67042 + 4.57366i) q^{24} +(1.87883 - 4.63357i) q^{25} +(-2.40178 - 4.49794i) q^{26} +(1.07631 - 1.07631i) q^{27} +(1.28463 - 4.93172i) q^{28} +6.79589i q^{29} +(4.77898 - 5.52949i) q^{30} +7.49990 q^{31} +(-2.91346 - 4.84889i) q^{32} +(-4.68733 - 4.68733i) q^{33} +(-5.88676 + 1.59939i) q^{34} +(-5.59245 - 1.09069i) q^{35} +(4.03898 - 2.36964i) q^{36} +(2.43344 - 2.43344i) q^{37} +(6.20875 + 3.55580i) q^{38} +(-8.12261 + 1.86048i) q^{39} +(-5.20823 + 3.58808i) q^{40} +3.73755i q^{41} +(-7.22717 - 4.13905i) q^{42} +(-1.36253 - 1.36253i) q^{43} +(2.90282 + 4.94778i) q^{44} +(-2.92495 - 4.34227i) q^{45} +(4.68541 - 1.27299i) q^{46} +(7.11272 + 7.11272i) q^{47} +(-8.89532 + 2.51706i) q^{48} -0.506970i q^{49} +(4.36585 + 5.56232i) q^{50} +9.96906i q^{51} +(7.20793 + 0.213815i) q^{52} +(-2.33561 + 2.33561i) q^{53} +(0.564390 + 2.07732i) q^{54} +(5.31931 - 3.58309i) q^{55} +(5.14935 + 5.04266i) q^{56} +(8.26798 - 8.26798i) q^{57} +(-8.33995 - 4.77635i) q^{58} -4.71586i q^{59} +(3.42701 + 9.75108i) q^{60} +9.15507 q^{61} +(-5.27115 + 9.20391i) q^{62} +(-4.21875 + 4.21875i) q^{63} +(7.99825 - 0.167463i) q^{64} +(-0.262417 - 8.05799i) q^{65} +(9.04671 - 2.45792i) q^{66} +(-1.42067 - 1.42067i) q^{67} +(2.17461 - 8.34836i) q^{68} -7.93459i q^{69} +(5.26904 - 6.09651i) q^{70} -2.80652 q^{71} +(0.0693174 + 6.62210i) q^{72} +(5.53872 + 5.53872i) q^{73} +(1.27604 + 4.69662i) q^{74} +(10.6427 - 4.50188i) q^{75} +(-8.72738 + 5.12029i) q^{76} +(-5.16800 - 5.16800i) q^{77} +(3.42561 - 11.2757i) q^{78} +16.7129 q^{79} +(-0.742807 - 8.91337i) q^{80} +10.5421 q^{81} +(-4.58674 - 2.62686i) q^{82} +(3.28900 - 3.28900i) q^{83} +(10.1589 - 5.96016i) q^{84} +(-9.46685 - 1.84631i) q^{85} +(2.62974 - 0.714479i) q^{86} +(-11.1060 + 11.1060i) q^{87} +(-8.11213 + 0.0849143i) q^{88} -0.690019 q^{89} +(7.38460 - 0.537637i) q^{90} +(-8.95554 + 2.05127i) q^{91} +(-1.73082 + 6.64464i) q^{92} +(12.2565 + 12.2565i) q^{93} +(-13.7278 + 3.72974i) q^{94} +(6.32020 + 9.38273i) q^{95} +(3.16294 - 12.6854i) q^{96} +(0.611740 - 0.611740i) q^{97} +(0.622156 + 0.356314i) q^{98} -6.71565i q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 64 q+O(q^{10}) \) Copy content Toggle raw display \( 64 q - 24 q^{12} - 4 q^{16} - 40 q^{17} - 36 q^{22} + 44 q^{26} + 24 q^{30} + 28 q^{36} + 16 q^{38} - 44 q^{40} + 8 q^{42} - 44 q^{48} + 56 q^{52} - 48 q^{53} - 64 q^{56} + 80 q^{61} + 20 q^{62} - 72 q^{65} - 24 q^{66} - 76 q^{68} - 112 q^{77} - 20 q^{78} + 80 q^{81} + 52 q^{82} - 152 q^{88} - 64 q^{90} + 56 q^{92}+O(q^{100}) \) Copy content Toggle raw display

Character values

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

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

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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −0.702829 + 1.22720i −0.496975 + 0.867765i
\(3\) 1.63423 + 1.63423i 0.943521 + 0.943521i 0.998488 0.0549669i \(-0.0175053\pi\)
−0.0549669 + 0.998488i \(0.517505\pi\)
\(4\) −1.01206 1.72503i −0.506031 0.862515i
\(5\) −1.85457 + 1.24923i −0.829387 + 0.558674i
\(6\) −3.15411 + 0.856948i −1.28766 + 0.349848i
\(7\) 1.80181 + 1.80181i 0.681020 + 0.681020i 0.960230 0.279210i \(-0.0900727\pi\)
−0.279210 + 0.960230i \(0.590073\pi\)
\(8\) 2.82827 0.0296052i 0.999945 0.0104670i
\(9\) 2.34139i 0.780465i
\(10\) −0.229622 3.15393i −0.0726130 0.997360i
\(11\) −2.86823 −0.864803 −0.432401 0.901681i \(-0.642334\pi\)
−0.432401 + 0.901681i \(0.642334\pi\)
\(12\) 1.16515 4.47303i 0.336351 1.29125i
\(13\) −1.91593 + 3.05438i −0.531383 + 0.847132i
\(14\) −3.47755 + 0.944824i −0.929415 + 0.252515i
\(15\) −5.07231 0.989250i −1.30967 0.255423i
\(16\) −1.95146 + 3.49168i −0.487865 + 0.872919i
\(17\) 3.05008 + 3.05008i 0.739754 + 0.739754i 0.972530 0.232776i \(-0.0747810\pi\)
−0.232776 + 0.972530i \(0.574781\pi\)
\(18\) −2.87337 1.64560i −0.677260 0.387872i
\(19\) 5.05926i 1.16067i −0.814376 0.580337i \(-0.802921\pi\)
0.814376 0.580337i \(-0.197079\pi\)
\(20\) 4.03190 + 1.93488i 0.901561 + 0.432652i
\(21\) 5.88913i 1.28511i
\(22\) 2.01587 3.51990i 0.429786 0.750445i
\(23\) −2.42763 2.42763i −0.506196 0.506196i 0.407161 0.913356i \(-0.366519\pi\)
−0.913356 + 0.407161i \(0.866519\pi\)
\(24\) 4.67042 + 4.57366i 0.953345 + 0.933594i
\(25\) 1.87883 4.63357i 0.375766 0.926715i
\(26\) −2.40178 4.49794i −0.471027 0.882119i
\(27\) 1.07631 1.07631i 0.207136 0.207136i
\(28\) 1.28463 4.93172i 0.242773 0.932007i
\(29\) 6.79589i 1.26197i 0.775797 + 0.630983i \(0.217348\pi\)
−0.775797 + 0.630983i \(0.782652\pi\)
\(30\) 4.77898 5.52949i 0.872519 1.00954i
\(31\) 7.49990 1.34702 0.673511 0.739178i \(-0.264786\pi\)
0.673511 + 0.739178i \(0.264786\pi\)
\(32\) −2.91346 4.84889i −0.515031 0.857171i
\(33\) −4.68733 4.68733i −0.815960 0.815960i
\(34\) −5.88676 + 1.59939i −1.00957 + 0.274293i
\(35\) −5.59245 1.09069i −0.945297 0.184361i
\(36\) 4.03898 2.36964i 0.673163 0.394939i
\(37\) 2.43344 2.43344i 0.400055 0.400055i −0.478197 0.878253i \(-0.658710\pi\)
0.878253 + 0.478197i \(0.158710\pi\)
\(38\) 6.20875 + 3.55580i 1.00719 + 0.576826i
\(39\) −8.12261 + 1.86048i −1.30066 + 0.297916i
\(40\) −5.20823 + 3.58808i −0.823494 + 0.567325i
\(41\) 3.73755i 0.583708i 0.956463 + 0.291854i \(0.0942721\pi\)
−0.956463 + 0.291854i \(0.905728\pi\)
\(42\) −7.22717 4.13905i −1.11518 0.638670i
\(43\) −1.36253 1.36253i −0.207785 0.207785i 0.595541 0.803325i \(-0.296938\pi\)
−0.803325 + 0.595541i \(0.796938\pi\)
\(44\) 2.90282 + 4.94778i 0.437617 + 0.745906i
\(45\) −2.92495 4.34227i −0.436026 0.647308i
\(46\) 4.68541 1.27299i 0.690825 0.187692i
\(47\) 7.11272 + 7.11272i 1.03750 + 1.03750i 0.999269 + 0.0382282i \(0.0121714\pi\)
0.0382282 + 0.999269i \(0.487829\pi\)
\(48\) −8.89532 + 2.51706i −1.28393 + 0.363306i
\(49\) 0.506970i 0.0724243i
\(50\) 4.36585 + 5.56232i 0.617424 + 0.786631i
\(51\) 9.96906i 1.39595i
\(52\) 7.20793 + 0.213815i 0.999560 + 0.0296509i
\(53\) −2.33561 + 2.33561i −0.320820 + 0.320820i −0.849082 0.528262i \(-0.822844\pi\)
0.528262 + 0.849082i \(0.322844\pi\)
\(54\) 0.564390 + 2.07732i 0.0768038 + 0.282687i
\(55\) 5.31931 3.58309i 0.717256 0.483143i
\(56\) 5.14935 + 5.04266i 0.688111 + 0.673854i
\(57\) 8.26798 8.26798i 1.09512 1.09512i
\(58\) −8.33995 4.77635i −1.09509 0.627166i
\(59\) 4.71586i 0.613953i −0.951717 0.306976i \(-0.900683\pi\)
0.951717 0.306976i \(-0.0993172\pi\)
\(60\) 3.42701 + 9.75108i 0.442425 + 1.25886i
\(61\) 9.15507 1.17219 0.586093 0.810244i \(-0.300665\pi\)
0.586093 + 0.810244i \(0.300665\pi\)
\(62\) −5.27115 + 9.20391i −0.669436 + 1.16890i
\(63\) −4.21875 + 4.21875i −0.531512 + 0.531512i
\(64\) 7.99825 0.167463i 0.999781 0.0209329i
\(65\) −0.262417 8.05799i −0.0325488 0.999470i
\(66\) 9.04671 2.45792i 1.11357 0.302549i
\(67\) −1.42067 1.42067i −0.173562 0.173562i 0.614980 0.788542i \(-0.289164\pi\)
−0.788542 + 0.614980i \(0.789164\pi\)
\(68\) 2.17461 8.34836i 0.263711 1.01239i
\(69\) 7.93459i 0.955213i
\(70\) 5.26904 6.09651i 0.629771 0.728673i
\(71\) −2.80652 −0.333073 −0.166536 0.986035i \(-0.553258\pi\)
−0.166536 + 0.986035i \(0.553258\pi\)
\(72\) 0.0693174 + 6.62210i 0.00816913 + 0.780422i
\(73\) 5.53872 + 5.53872i 0.648258 + 0.648258i 0.952572 0.304314i \(-0.0984272\pi\)
−0.304314 + 0.952572i \(0.598427\pi\)
\(74\) 1.27604 + 4.69662i 0.148336 + 0.545972i
\(75\) 10.6427 4.50188i 1.22892 0.519832i
\(76\) −8.72738 + 5.12029i −1.00110 + 0.587337i
\(77\) −5.16800 5.16800i −0.588948 0.588948i
\(78\) 3.42561 11.2757i 0.387874 1.27672i
\(79\) 16.7129 1.88034 0.940172 0.340700i \(-0.110664\pi\)
0.940172 + 0.340700i \(0.110664\pi\)
\(80\) −0.742807 8.91337i −0.0830484 0.996546i
\(81\) 10.5421 1.17134
\(82\) −4.58674 2.62686i −0.506521 0.290088i
\(83\) 3.28900 3.28900i 0.361014 0.361014i −0.503172 0.864186i \(-0.667834\pi\)
0.864186 + 0.503172i \(0.167834\pi\)
\(84\) 10.1589 5.96016i 1.10843 0.650307i
\(85\) −9.46685 1.84631i −1.02682 0.200261i
\(86\) 2.62974 0.714479i 0.283572 0.0770443i
\(87\) −11.1060 + 11.1060i −1.19069 + 1.19069i
\(88\) −8.11213 + 0.0849143i −0.864755 + 0.00905189i
\(89\) −0.690019 −0.0731419 −0.0365709 0.999331i \(-0.511643\pi\)
−0.0365709 + 0.999331i \(0.511643\pi\)
\(90\) 7.38460 0.537637i 0.778405 0.0566719i
\(91\) −8.95554 + 2.05127i −0.938796 + 0.215031i
\(92\) −1.73082 + 6.64464i −0.180451 + 0.692752i
\(93\) 12.2565 + 12.2565i 1.27094 + 1.27094i
\(94\) −13.7278 + 3.72974i −1.41591 + 0.384693i
\(95\) 6.32020 + 9.38273i 0.648439 + 0.962648i
\(96\) 3.16294 12.6854i 0.322817 1.29470i
\(97\) 0.611740 0.611740i 0.0621128 0.0621128i −0.675368 0.737481i \(-0.736015\pi\)
0.737481 + 0.675368i \(0.236015\pi\)
\(98\) 0.622156 + 0.356314i 0.0628473 + 0.0359931i
\(99\) 6.71565i 0.674948i
\(100\) −9.89455 + 1.44843i −0.989455 + 0.144843i
\(101\) −19.5821 −1.94849 −0.974247 0.225482i \(-0.927604\pi\)
−0.974247 + 0.225482i \(0.927604\pi\)
\(102\) −12.2341 7.00654i −1.21135 0.693751i
\(103\) −7.42027 7.42027i −0.731141 0.731141i 0.239705 0.970846i \(-0.422949\pi\)
−0.970846 + 0.239705i \(0.922949\pi\)
\(104\) −5.32834 + 8.69533i −0.522487 + 0.852647i
\(105\) −7.35690 10.9218i −0.717960 1.06586i
\(106\) −1.22473 4.50780i −0.118957 0.437836i
\(107\) 11.7984 11.7984i 1.14060 1.14060i 0.152258 0.988341i \(-0.451346\pi\)
0.988341 0.152258i \(-0.0486545\pi\)
\(108\) −2.94596 0.767375i −0.283475 0.0738407i
\(109\) −17.0037 −1.62866 −0.814329 0.580403i \(-0.802895\pi\)
−0.814329 + 0.580403i \(0.802895\pi\)
\(110\) 0.658609 + 9.04619i 0.0627959 + 0.862520i
\(111\) 7.95359 0.754922
\(112\) −9.80749 + 2.77517i −0.926721 + 0.262229i
\(113\) −4.57244 + 4.57244i −0.430139 + 0.430139i −0.888675 0.458537i \(-0.848374\pi\)
0.458537 + 0.888675i \(0.348374\pi\)
\(114\) 4.33552 + 15.9575i 0.406059 + 1.49456i
\(115\) 7.53487 + 1.46952i 0.702631 + 0.137034i
\(116\) 11.7231 6.87786i 1.08846 0.638593i
\(117\) −7.15150 4.48594i −0.661157 0.414726i
\(118\) 5.78732 + 3.31444i 0.532766 + 0.305119i
\(119\) 10.9913i 1.00757i
\(120\) −14.3752 2.64770i −1.31227 0.241701i
\(121\) −2.77328 −0.252116
\(122\) −6.43445 + 11.2351i −0.582548 + 1.01718i
\(123\) −6.10801 + 6.10801i −0.550741 + 0.550741i
\(124\) −7.59036 12.9376i −0.681634 1.16183i
\(125\) 2.30400 + 10.9404i 0.206076 + 0.978536i
\(126\) −2.21221 8.14232i −0.197079 0.725376i
\(127\) −2.16928 + 2.16928i −0.192492 + 0.192492i −0.796772 0.604280i \(-0.793461\pi\)
0.604280 + 0.796772i \(0.293461\pi\)
\(128\) −5.41589 + 9.93318i −0.478702 + 0.877978i
\(129\) 4.45338i 0.392098i
\(130\) 10.0732 + 5.34135i 0.883481 + 0.468467i
\(131\) 20.1665i 1.76196i −0.473156 0.880979i \(-0.656885\pi\)
0.473156 0.880979i \(-0.343115\pi\)
\(132\) −3.34192 + 12.8297i −0.290877 + 1.11668i
\(133\) 9.11582 9.11582i 0.790442 0.790442i
\(134\) 2.74193 0.744962i 0.236867 0.0643550i
\(135\) −0.651525 + 3.34065i −0.0560743 + 0.287517i
\(136\) 8.71676 + 8.53617i 0.747456 + 0.731970i
\(137\) 10.1264 10.1264i 0.865160 0.865160i −0.126771 0.991932i \(-0.540461\pi\)
0.991932 + 0.126771i \(0.0404615\pi\)
\(138\) 9.73737 + 5.57666i 0.828900 + 0.474717i
\(139\) −6.95427 −0.589854 −0.294927 0.955520i \(-0.595295\pi\)
−0.294927 + 0.955520i \(0.595295\pi\)
\(140\) 3.77843 + 10.7510i 0.319336 + 0.908626i
\(141\) 23.2476i 1.95780i
\(142\) 1.97250 3.44417i 0.165529 0.289029i
\(143\) 5.49532 8.76065i 0.459541 0.732602i
\(144\) −8.17539 4.56914i −0.681283 0.380762i
\(145\) −8.48966 12.6034i −0.705028 1.04666i
\(146\) −10.6899 + 2.90437i −0.884703 + 0.240367i
\(147\) 0.828504 0.828504i 0.0683339 0.0683339i
\(148\) −6.66056 1.73497i −0.547494 0.142613i
\(149\) 4.62642 0.379011 0.189506 0.981880i \(-0.439311\pi\)
0.189506 + 0.981880i \(0.439311\pi\)
\(150\) −1.95531 + 16.2249i −0.159650 + 1.32476i
\(151\) −21.8510 −1.77821 −0.889106 0.457701i \(-0.848673\pi\)
−0.889106 + 0.457701i \(0.848673\pi\)
\(152\) −0.149780 14.3090i −0.0121488 1.16061i
\(153\) −7.14145 + 7.14145i −0.577352 + 0.577352i
\(154\) 9.97441 2.70997i 0.803761 0.218376i
\(155\) −13.9091 + 9.36913i −1.11720 + 0.752546i
\(156\) 11.4300 + 12.1288i 0.915130 + 0.971083i
\(157\) −3.55608 3.55608i −0.283806 0.283806i 0.550819 0.834625i \(-0.314315\pi\)
−0.834625 + 0.550819i \(0.814315\pi\)
\(158\) −11.7463 + 20.5101i −0.934485 + 1.63170i
\(159\) −7.63382 −0.605401
\(160\) 11.4606 + 5.35300i 0.906040 + 0.423192i
\(161\) 8.74824i 0.689458i
\(162\) −7.40926 + 12.9373i −0.582127 + 1.01645i
\(163\) −2.47561 + 2.47561i −0.193905 + 0.193905i −0.797381 0.603476i \(-0.793782\pi\)
0.603476 + 0.797381i \(0.293782\pi\)
\(164\) 6.44740 3.78264i 0.503457 0.295374i
\(165\) 14.5485 + 2.83739i 1.13260 + 0.220891i
\(166\) 1.72467 + 6.34788i 0.133860 + 0.492691i
\(167\) −15.2453 15.2453i −1.17971 1.17971i −0.979817 0.199896i \(-0.935940\pi\)
−0.199896 0.979817i \(-0.564060\pi\)
\(168\) 0.174349 + 16.6561i 0.0134513 + 1.28504i
\(169\) −5.65844 11.7039i −0.435265 0.900303i
\(170\) 8.91938 10.3201i 0.684085 0.791517i
\(171\) 11.8457 0.905865
\(172\) −0.971444 + 3.72938i −0.0740719 + 0.284363i
\(173\) 7.94933 7.94933i 0.604376 0.604376i −0.337095 0.941471i \(-0.609444\pi\)
0.941471 + 0.337095i \(0.109444\pi\)
\(174\) −5.82373 21.4350i −0.441495 1.62498i
\(175\) 11.7341 4.96352i 0.887015 0.375207i
\(176\) 5.59723 10.0149i 0.421907 0.754903i
\(177\) 7.70678 7.70678i 0.579277 0.579277i
\(178\) 0.484966 0.846795i 0.0363497 0.0634699i
\(179\) −4.23086 −0.316230 −0.158115 0.987421i \(-0.550542\pi\)
−0.158115 + 0.987421i \(0.550542\pi\)
\(180\) −4.53032 + 9.44028i −0.337670 + 0.703637i
\(181\) 4.89410 0.363776 0.181888 0.983319i \(-0.441779\pi\)
0.181888 + 0.983319i \(0.441779\pi\)
\(182\) 3.77689 12.4320i 0.279962 0.921519i
\(183\) 14.9615 + 14.9615i 1.10598 + 1.10598i
\(184\) −6.93786 6.79412i −0.511466 0.500869i
\(185\) −1.47304 + 7.55292i −0.108300 + 0.555301i
\(186\) −23.6555 + 6.42702i −1.73451 + 0.471252i
\(187\) −8.74833 8.74833i −0.639741 0.639741i
\(188\) 5.07115 19.4682i 0.369851 1.41986i
\(189\) 3.87861 0.282127
\(190\) −15.9566 + 1.16172i −1.15761 + 0.0842800i
\(191\) 9.65925i 0.698919i −0.936951 0.349460i \(-0.886365\pi\)
0.936951 0.349460i \(-0.113635\pi\)
\(192\) 13.3446 + 12.7973i 0.963065 + 0.923564i
\(193\) 8.33730 + 8.33730i 0.600132 + 0.600132i 0.940347 0.340216i \(-0.110500\pi\)
−0.340216 + 0.940347i \(0.610500\pi\)
\(194\) 0.320781 + 1.18068i 0.0230308 + 0.0847678i
\(195\) 12.7397 13.5974i 0.912311 0.973732i
\(196\) −0.874539 + 0.513085i −0.0624671 + 0.0366490i
\(197\) −5.18463 + 5.18463i −0.369390 + 0.369390i −0.867255 0.497865i \(-0.834118\pi\)
0.497865 + 0.867255i \(0.334118\pi\)
\(198\) 8.24148 + 4.71996i 0.585696 + 0.335433i
\(199\) 2.05260 0.145505 0.0727526 0.997350i \(-0.476822\pi\)
0.0727526 + 0.997350i \(0.476822\pi\)
\(200\) 5.17666 13.1606i 0.366045 0.930597i
\(201\) 4.64338i 0.327519i
\(202\) 13.7629 24.0313i 0.968354 1.69083i
\(203\) −12.2449 + 12.2449i −0.859423 + 0.859423i
\(204\) 17.1969 10.0893i 1.20403 0.706393i
\(205\) −4.66908 6.93154i −0.326103 0.484120i
\(206\) 14.3214 3.89100i 0.997817 0.271099i
\(207\) 5.68404 5.68404i 0.395068 0.395068i
\(208\) −6.92604 12.6503i −0.480234 0.877140i
\(209\) 14.5111i 1.00375i
\(210\) 18.5739 1.35228i 1.28172 0.0933159i
\(211\) 21.8754i 1.50596i 0.658041 + 0.752982i \(0.271385\pi\)
−0.658041 + 0.752982i \(0.728615\pi\)
\(212\) 6.39277 + 1.66521i 0.439057 + 0.114367i
\(213\) −4.58649 4.58649i −0.314261 0.314261i
\(214\) 6.18681 + 22.7714i 0.422922 + 1.55662i
\(215\) 4.22903 + 0.824786i 0.288418 + 0.0562499i
\(216\) 3.01223 3.07596i 0.204957 0.209293i
\(217\) 13.5134 + 13.5134i 0.917348 + 0.917348i
\(218\) 11.9507 20.8670i 0.809403 1.41329i
\(219\) 18.1030i 1.22329i
\(220\) −11.5644 5.54968i −0.779672 0.374159i
\(221\) −15.1598 + 3.47236i −1.01976 + 0.233577i
\(222\) −5.59002 + 9.76068i −0.375177 + 0.655094i
\(223\) 8.75815 8.75815i 0.586489 0.586489i −0.350190 0.936679i \(-0.613883\pi\)
0.936679 + 0.350190i \(0.113883\pi\)
\(224\) 3.48729 13.9863i 0.233004 0.934497i
\(225\) 10.8490 + 4.39908i 0.723268 + 0.293272i
\(226\) −2.39767 8.82496i −0.159491 0.587028i
\(227\) 10.4904 + 10.4904i 0.696275 + 0.696275i 0.963605 0.267330i \(-0.0861414\pi\)
−0.267330 + 0.963605i \(0.586141\pi\)
\(228\) −22.6302 5.89481i −1.49872 0.390393i
\(229\) −16.8561 −1.11389 −0.556943 0.830551i \(-0.688026\pi\)
−0.556943 + 0.830551i \(0.688026\pi\)
\(230\) −7.09913 + 8.21401i −0.468103 + 0.541616i
\(231\) 16.8914i 1.11137i
\(232\) 0.201193 + 19.2206i 0.0132090 + 1.26190i
\(233\) −5.97980 + 5.97980i −0.391750 + 0.391750i −0.875311 0.483561i \(-0.839343\pi\)
0.483561 + 0.875311i \(0.339343\pi\)
\(234\) 10.5315 5.62350i 0.688463 0.367620i
\(235\) −22.0765 4.30556i −1.44011 0.280864i
\(236\) −8.13500 + 4.77274i −0.529543 + 0.310679i
\(237\) 27.3126 + 27.3126i 1.77414 + 1.77414i
\(238\) −13.4886 7.72503i −0.874337 0.500739i
\(239\) 2.54185i 0.164419i 0.996615 + 0.0822094i \(0.0261976\pi\)
−0.996615 + 0.0822094i \(0.973802\pi\)
\(240\) 13.3526 15.7804i 0.861904 1.01862i
\(241\) 0.873299i 0.0562542i −0.999604 0.0281271i \(-0.991046\pi\)
0.999604 0.0281271i \(-0.00895431\pi\)
\(242\) 1.94914 3.40338i 0.125295 0.218777i
\(243\) 13.9992 + 13.9992i 0.898048 + 0.898048i
\(244\) −9.26550 15.7928i −0.593163 1.01103i
\(245\) 0.633324 + 0.940210i 0.0404616 + 0.0600678i
\(246\) −3.20289 11.7887i −0.204209 0.751618i
\(247\) 15.4529 + 9.69318i 0.983244 + 0.616762i
\(248\) 21.2117 0.222036i 1.34695 0.0140993i
\(249\) 10.7499 0.681249
\(250\) −15.0454 4.86172i −0.951554 0.307482i
\(251\) 14.0071i 0.884120i 0.896985 + 0.442060i \(0.145752\pi\)
−0.896985 + 0.442060i \(0.854248\pi\)
\(252\) 11.5471 + 3.00783i 0.727399 + 0.189476i
\(253\) 6.96299 + 6.96299i 0.437759 + 0.437759i
\(254\) −1.13752 4.18678i −0.0713741 0.262702i
\(255\) −12.4537 18.4883i −0.779880 1.15778i
\(256\) −8.38360 13.6277i −0.523975 0.851734i
\(257\) −8.14242 8.14242i −0.507910 0.507910i 0.405974 0.913885i \(-0.366932\pi\)
−0.913885 + 0.405974i \(0.866932\pi\)
\(258\) 5.46521 + 3.12997i 0.340249 + 0.194863i
\(259\) 8.76919 0.544891
\(260\) −13.6347 + 8.60786i −0.845588 + 0.533837i
\(261\) −15.9119 −0.984920
\(262\) 24.7485 + 14.1736i 1.52896 + 0.875650i
\(263\) 7.73352 + 7.73352i 0.476869 + 0.476869i 0.904129 0.427260i \(-0.140521\pi\)
−0.427260 + 0.904129i \(0.640521\pi\)
\(264\) −13.3958 13.1183i −0.824456 0.807375i
\(265\) 1.41382 7.24925i 0.0868501 0.445318i
\(266\) 4.78011 + 17.5938i 0.293087 + 1.07875i
\(267\) −1.12765 1.12765i −0.0690109 0.0690109i
\(268\) −1.01289 + 3.88850i −0.0618721 + 0.237528i
\(269\) 0.0681509i 0.00415523i 0.999998 + 0.00207762i \(0.000661326\pi\)
−0.999998 + 0.00207762i \(0.999339\pi\)
\(270\) −3.64175 3.14746i −0.221630 0.191548i
\(271\) −4.89920 −0.297605 −0.148803 0.988867i \(-0.547542\pi\)
−0.148803 + 0.988867i \(0.547542\pi\)
\(272\) −16.6020 + 4.69778i −1.00665 + 0.284845i
\(273\) −17.9876 11.2831i −1.08866 0.682887i
\(274\) 5.31006 + 19.5444i 0.320792 + 1.18072i
\(275\) −5.38891 + 13.2901i −0.324963 + 0.801425i
\(276\) −13.6874 + 8.03030i −0.823885 + 0.483367i
\(277\) 12.5034 + 12.5034i 0.751255 + 0.751255i 0.974713 0.223459i \(-0.0717348\pi\)
−0.223459 + 0.974713i \(0.571735\pi\)
\(278\) 4.88767 8.53432i 0.293143 0.511854i
\(279\) 17.5602i 1.05130i
\(280\) −15.8493 2.91921i −0.947175 0.174456i
\(281\) 22.0270i 1.31402i −0.753881 0.657012i \(-0.771820\pi\)
0.753881 0.657012i \(-0.228180\pi\)
\(282\) −28.5296 16.3391i −1.69891 0.972979i
\(283\) 5.03687 + 5.03687i 0.299411 + 0.299411i 0.840783 0.541372i \(-0.182095\pi\)
−0.541372 + 0.840783i \(0.682095\pi\)
\(284\) 2.84037 + 4.84133i 0.168545 + 0.287280i
\(285\) −5.00487 + 25.6622i −0.296463 + 1.52009i
\(286\) 6.88884 + 12.9011i 0.407345 + 0.762859i
\(287\) −6.73436 + 6.73436i −0.397517 + 0.397517i
\(288\) 11.3532 6.82155i 0.668992 0.401964i
\(289\) 1.60602i 0.0944717i
\(290\) 21.4338 1.56049i 1.25863 0.0916350i
\(291\) 1.99944 0.117209
\(292\) 3.94893 15.1600i 0.231094 0.887171i
\(293\) 4.29024 + 4.29024i 0.250638 + 0.250638i 0.821232 0.570594i \(-0.193287\pi\)
−0.570594 + 0.821232i \(0.693287\pi\)
\(294\) 0.434447 + 1.59904i 0.0253375 + 0.0932580i
\(295\) 5.89121 + 8.74587i 0.343000 + 0.509204i
\(296\) 6.81039 6.95448i 0.395846 0.404221i
\(297\) −3.08710 + 3.08710i −0.179132 + 0.179132i
\(298\) −3.25158 + 5.67756i −0.188359 + 0.328892i
\(299\) 12.0661 2.76373i 0.697798 0.159831i
\(300\) −18.5370 13.8029i −1.07023 0.796910i
\(301\) 4.91005i 0.283011i
\(302\) 15.3576 26.8157i 0.883728 1.54307i
\(303\) −32.0016 32.0016i −1.83845 1.83845i
\(304\) 17.6653 + 9.87295i 1.01317 + 0.566252i
\(305\) −16.9787 + 11.4368i −0.972197 + 0.654871i
\(306\) −3.74480 13.7832i −0.214076 0.787935i
\(307\) 16.3306 + 16.3306i 0.932037 + 0.932037i 0.997833 0.0657965i \(-0.0209588\pi\)
−0.0657965 + 0.997833i \(0.520959\pi\)
\(308\) −3.68462 + 14.1453i −0.209951 + 0.806002i
\(309\) 24.2528i 1.37969i
\(310\) −1.72214 23.6541i −0.0978112 1.34347i
\(311\) 8.57004i 0.485962i −0.970031 0.242981i \(-0.921875\pi\)
0.970031 0.242981i \(-0.0781253\pi\)
\(312\) −22.9179 + 5.50243i −1.29747 + 0.311514i
\(313\) 3.62652 3.62652i 0.204983 0.204983i −0.597148 0.802131i \(-0.703700\pi\)
0.802131 + 0.597148i \(0.203700\pi\)
\(314\) 6.86335 1.86472i 0.387321 0.105232i
\(315\) 2.55374 13.0941i 0.143887 0.737771i
\(316\) −16.9145 28.8302i −0.951512 1.62183i
\(317\) 10.8367 10.8367i 0.608652 0.608652i −0.333942 0.942594i \(-0.608379\pi\)
0.942594 + 0.333942i \(0.108379\pi\)
\(318\) 5.36527 9.36826i 0.300870 0.525346i
\(319\) 19.4922i 1.09135i
\(320\) −14.6241 + 10.3023i −0.817511 + 0.575913i
\(321\) 38.5627 2.15236
\(322\) 10.7359 + 6.14852i 0.598288 + 0.342644i
\(323\) 15.4312 15.4312i 0.858613 0.858613i
\(324\) −10.6692 18.1854i −0.592734 1.01030i
\(325\) 10.5530 + 14.6162i 0.585374 + 0.810763i
\(326\) −1.29815 4.77802i −0.0718979 0.264630i
\(327\) −27.7879 27.7879i −1.53667 1.53667i
\(328\) 0.110651 + 10.5708i 0.00610967 + 0.583676i
\(329\) 25.6315i 1.41311i
\(330\) −13.7072 + 15.8598i −0.754557 + 0.873055i
\(331\) −9.27419 −0.509756 −0.254878 0.966973i \(-0.582035\pi\)
−0.254878 + 0.966973i \(0.582035\pi\)
\(332\) −9.00229 2.34495i −0.494065 0.128696i
\(333\) 5.69765 + 5.69765i 0.312229 + 0.312229i
\(334\) 29.4239 7.99423i 1.61000 0.437425i
\(335\) 4.40946 + 0.859975i 0.240915 + 0.0469854i
\(336\) −20.5629 11.4924i −1.12180 0.626962i
\(337\) −5.07755 5.07755i −0.276592 0.276592i 0.555155 0.831747i \(-0.312659\pi\)
−0.831747 + 0.555155i \(0.812659\pi\)
\(338\) 18.3400 + 1.28180i 0.997567 + 0.0697210i
\(339\) −14.9448 −0.811690
\(340\) 6.39609 + 18.1992i 0.346877 + 0.986989i
\(341\) −21.5114 −1.16491
\(342\) −8.32552 + 14.5371i −0.450193 + 0.786078i
\(343\) 13.5261 13.5261i 0.730342 0.730342i
\(344\) −3.89396 3.81328i −0.209948 0.205598i
\(345\) 9.91216 + 14.7152i 0.533653 + 0.792241i
\(346\) 4.16843 + 15.3425i 0.224096 + 0.824816i
\(347\) −3.16853 + 3.16853i −0.170096 + 0.170096i −0.787021 0.616926i \(-0.788378\pi\)
0.616926 + 0.787021i \(0.288378\pi\)
\(348\) 30.3982 + 7.91825i 1.62952 + 0.424463i
\(349\) 16.3474 0.875059 0.437529 0.899204i \(-0.355854\pi\)
0.437529 + 0.899204i \(0.355854\pi\)
\(350\) −2.15581 + 17.8887i −0.115233 + 0.956189i
\(351\) 1.22532 + 5.34959i 0.0654030 + 0.285540i
\(352\) 8.35645 + 13.9077i 0.445400 + 0.741284i
\(353\) −14.3438 14.3438i −0.763442 0.763442i 0.213501 0.976943i \(-0.431513\pi\)
−0.976943 + 0.213501i \(0.931513\pi\)
\(354\) 4.04125 + 14.8744i 0.214790 + 0.790563i
\(355\) 5.20488 3.50600i 0.276246 0.186079i
\(356\) 0.698342 + 1.19030i 0.0370121 + 0.0630860i
\(357\) −17.9623 + 17.9623i −0.950668 + 0.950668i
\(358\) 2.97357 5.19214i 0.157158 0.274413i
\(359\) 23.3016i 1.22981i −0.788600 0.614906i \(-0.789194\pi\)
0.788600 0.614906i \(-0.210806\pi\)
\(360\) −8.40111 12.1945i −0.442777 0.642708i
\(361\) −6.59612 −0.347164
\(362\) −3.43972 + 6.00607i −0.180788 + 0.315672i
\(363\) −4.53216 4.53216i −0.237877 0.237877i
\(364\) 12.6021 + 13.3726i 0.660527 + 0.700913i
\(365\) −17.1911 3.35276i −0.899821 0.175492i
\(366\) −28.8761 + 7.84542i −1.50938 + 0.410087i
\(367\) −25.8727 + 25.8727i −1.35054 + 1.35054i −0.465491 + 0.885052i \(0.654122\pi\)
−0.885052 + 0.465491i \(0.845878\pi\)
\(368\) 13.2139 3.73907i 0.688823 0.194912i
\(369\) −8.75109 −0.455564
\(370\) −8.23368 7.11613i −0.428048 0.369950i
\(371\) −8.41663 −0.436970
\(372\) 8.73852 33.5473i 0.453071 1.73934i
\(373\) 7.06704 7.06704i 0.365917 0.365917i −0.500069 0.865986i \(-0.666692\pi\)
0.865986 + 0.500069i \(0.166692\pi\)
\(374\) 16.8846 4.58741i 0.873080 0.237209i
\(375\) −14.1138 + 21.6443i −0.728832 + 1.11771i
\(376\) 20.3273 + 19.9061i 1.04830 + 1.02658i
\(377\) −20.7572 13.0204i −1.06905 0.670587i
\(378\) −2.72600 + 4.75985i −0.140210 + 0.244820i
\(379\) 10.3135i 0.529767i 0.964280 + 0.264884i \(0.0853335\pi\)
−0.964280 + 0.264884i \(0.914666\pi\)
\(380\) 9.78907 20.3984i 0.502168 1.04642i
\(381\) −7.09019 −0.363241
\(382\) 11.8539 + 6.78881i 0.606497 + 0.347346i
\(383\) 5.79036 5.79036i 0.295873 0.295873i −0.543522 0.839395i \(-0.682909\pi\)
0.839395 + 0.543522i \(0.182909\pi\)
\(384\) −25.0839 + 7.38228i −1.28006 + 0.376725i
\(385\) 16.0404 + 3.12835i 0.817496 + 0.159436i
\(386\) −16.0913 + 4.37187i −0.819024 + 0.222522i
\(387\) 3.19023 3.19023i 0.162169 0.162169i
\(388\) −1.67439 0.436151i −0.0850042 0.0221422i
\(389\) 10.5068i 0.532715i −0.963874 0.266357i \(-0.914180\pi\)
0.963874 0.266357i \(-0.0858201\pi\)
\(390\) 7.73297 + 25.1909i 0.391574 + 1.27559i
\(391\) 14.8089i 0.748920i
\(392\) −0.0150089 1.43385i −0.000758066 0.0724204i
\(393\) 32.9567 32.9567i 1.66244 1.66244i
\(394\) −2.71869 10.0065i −0.136966 0.504121i
\(395\) −30.9951 + 20.8783i −1.55953 + 1.05050i
\(396\) −11.5847 + 6.79666i −0.582153 + 0.341545i
\(397\) −18.0247 + 18.0247i −0.904635 + 0.904635i −0.995833 0.0911976i \(-0.970930\pi\)
0.0911976 + 0.995833i \(0.470930\pi\)
\(398\) −1.44263 + 2.51896i −0.0723125 + 0.126264i
\(399\) 29.7946 1.49160
\(400\) 12.5125 + 15.6025i 0.625624 + 0.780125i
\(401\) 28.9089i 1.44364i 0.692080 + 0.721820i \(0.256694\pi\)
−0.692080 + 0.721820i \(0.743306\pi\)
\(402\) 5.69838 + 3.26351i 0.284209 + 0.162769i
\(403\) −14.3693 + 22.9075i −0.715784 + 1.14110i
\(404\) 19.8183 + 33.7798i 0.985999 + 1.68061i
\(405\) −19.5509 + 13.1695i −0.971494 + 0.654397i
\(406\) −6.42092 23.6331i −0.318665 1.17289i
\(407\) −6.97966 + 6.97966i −0.345969 + 0.345969i
\(408\) 0.295135 + 28.1952i 0.0146114 + 1.39587i
\(409\) 33.8248 1.67253 0.836266 0.548325i \(-0.184734\pi\)
0.836266 + 0.548325i \(0.184734\pi\)
\(410\) 11.7880 0.858226i 0.582167 0.0423848i
\(411\) 33.0978 1.63259
\(412\) −5.29042 + 20.3100i −0.260640 + 1.00060i
\(413\) 8.49708 8.49708i 0.418114 0.418114i
\(414\) 2.98057 + 10.9704i 0.146487 + 0.539165i
\(415\) −1.99093 + 10.2084i −0.0977312 + 0.501110i
\(416\) 20.3923 + 0.391336i 0.999816 + 0.0191868i
\(417\) −11.3649 11.3649i −0.556540 0.556540i
\(418\) −17.8081 10.1988i −0.871022 0.498841i
\(419\) −29.8088 −1.45626 −0.728128 0.685441i \(-0.759609\pi\)
−0.728128 + 0.685441i \(0.759609\pi\)
\(420\) −11.3948 + 23.7444i −0.556007 + 1.15861i
\(421\) 22.2675i 1.08525i 0.839974 + 0.542626i \(0.182570\pi\)
−0.839974 + 0.542626i \(0.817430\pi\)
\(422\) −26.8456 15.3747i −1.30682 0.748427i
\(423\) −16.6537 + 16.6537i −0.809730 + 0.809730i
\(424\) −6.53658 + 6.67488i −0.317445 + 0.324161i
\(425\) 19.8634 8.40220i 0.963515 0.407567i
\(426\) 8.85208 2.40504i 0.428885 0.116525i
\(427\) 16.4957 + 16.4957i 0.798282 + 0.798282i
\(428\) −32.2934 8.41192i −1.56096 0.406606i
\(429\) 23.2975 5.33629i 1.12481 0.257638i
\(430\) −3.98447 + 4.61021i −0.192148 + 0.222324i
\(431\) 16.6731 0.803116 0.401558 0.915834i \(-0.368469\pi\)
0.401558 + 0.915834i \(0.368469\pi\)
\(432\) 1.65775 + 5.85850i 0.0797585 + 0.281867i
\(433\) −14.3063 + 14.3063i −0.687515 + 0.687515i −0.961682 0.274167i \(-0.911598\pi\)
0.274167 + 0.961682i \(0.411598\pi\)
\(434\) −26.0813 + 7.08608i −1.25194 + 0.340143i
\(435\) 6.72283 34.4709i 0.322335 1.65275i
\(436\) 17.2088 + 29.3319i 0.824152 + 1.40474i
\(437\) −12.2820 + 12.2820i −0.587528 + 0.587528i
\(438\) −22.2161 12.7233i −1.06153 0.607945i
\(439\) 1.27466 0.0608361 0.0304181 0.999537i \(-0.490316\pi\)
0.0304181 + 0.999537i \(0.490316\pi\)
\(440\) 14.9384 10.2914i 0.712160 0.490624i
\(441\) 1.18702 0.0565246
\(442\) 6.39348 21.0447i 0.304107 1.00099i
\(443\) −4.65182 4.65182i −0.221015 0.221015i 0.587911 0.808926i \(-0.299951\pi\)
−0.808926 + 0.587911i \(0.799951\pi\)
\(444\) −8.04953 13.7202i −0.382014 0.651131i
\(445\) 1.27969 0.861995i 0.0606629 0.0408625i
\(446\) 4.59256 + 16.9035i 0.217464 + 0.800405i
\(447\) 7.56062 + 7.56062i 0.357605 + 0.357605i
\(448\) 14.7130 + 14.1096i 0.695126 + 0.666615i
\(449\) −4.97674 −0.234867 −0.117434 0.993081i \(-0.537467\pi\)
−0.117434 + 0.993081i \(0.537467\pi\)
\(450\) −13.0236 + 10.2222i −0.613938 + 0.481878i
\(451\) 10.7202i 0.504792i
\(452\) 12.5152 + 3.26000i 0.588665 + 0.153338i
\(453\) −35.7096 35.7096i −1.67778 1.67778i
\(454\) −20.2469 + 5.50093i −0.950234 + 0.258171i
\(455\) 14.0461 14.9918i 0.658493 0.702825i
\(456\) 23.1393 23.6289i 1.08360 1.10652i
\(457\) 9.07097 9.07097i 0.424322 0.424322i −0.462367 0.886689i \(-0.653000\pi\)
0.886689 + 0.462367i \(0.153000\pi\)
\(458\) 11.8470 20.6859i 0.553574 0.966591i
\(459\) 6.56567 0.306459
\(460\) −5.09079 14.4851i −0.237359 0.675373i
\(461\) 29.0770i 1.35425i −0.735867 0.677126i \(-0.763225\pi\)
0.735867 0.677126i \(-0.236775\pi\)
\(462\) 20.7291 + 11.8717i 0.964407 + 0.552323i
\(463\) −16.7239 + 16.7239i −0.777227 + 0.777227i −0.979358 0.202132i \(-0.935213\pi\)
0.202132 + 0.979358i \(0.435213\pi\)
\(464\) −23.7290 13.2619i −1.10159 0.615669i
\(465\) −38.0418 7.41927i −1.76415 0.344060i
\(466\) −3.13566 11.5412i −0.145257 0.534637i
\(467\) 23.0476 23.0476i 1.06652 1.06652i 0.0688934 0.997624i \(-0.478053\pi\)
0.997624 0.0688934i \(-0.0219468\pi\)
\(468\) −0.500626 + 16.8766i −0.0231415 + 0.780122i
\(469\) 5.11954i 0.236398i
\(470\) 20.7998 24.0663i 0.959423 1.11009i
\(471\) 11.6229i 0.535554i
\(472\) −0.139614 13.3377i −0.00642624 0.613919i
\(473\) 3.90806 + 3.90806i 0.179693 + 0.179693i
\(474\) −52.7143 + 14.3221i −2.42125 + 0.657834i
\(475\) −23.4425 9.50549i −1.07561 0.436142i
\(476\) 18.9604 11.1239i 0.869048 0.509864i
\(477\) −5.46858 5.46858i −0.250389 0.250389i
\(478\) −3.11937 1.78649i −0.142677 0.0817121i
\(479\) 17.6387i 0.805934i −0.915215 0.402967i \(-0.867979\pi\)
0.915215 0.402967i \(-0.132021\pi\)
\(480\) 9.98120 + 27.4772i 0.455577 + 1.25416i
\(481\) 2.77035 + 12.0949i 0.126317 + 0.551482i
\(482\) 1.07172 + 0.613780i 0.0488154 + 0.0279569i
\(483\) 14.2966 14.2966i 0.650519 0.650519i
\(484\) 2.80673 + 4.78399i 0.127579 + 0.217454i
\(485\) −0.370306 + 1.89872i −0.0168147 + 0.0862163i
\(486\) −27.0189 + 7.34082i −1.22560 + 0.332986i
\(487\) −16.4050 16.4050i −0.743380 0.743380i 0.229847 0.973227i \(-0.426177\pi\)
−0.973227 + 0.229847i \(0.926177\pi\)
\(488\) 25.8930 0.271037i 1.17212 0.0122693i
\(489\) −8.09142 −0.365907
\(490\) −1.59895 + 0.116412i −0.0722331 + 0.00525895i
\(491\) 18.4831i 0.834130i 0.908877 + 0.417065i \(0.136941\pi\)
−0.908877 + 0.417065i \(0.863059\pi\)
\(492\) 16.7182 + 4.35482i 0.753714 + 0.196330i
\(493\) −20.7280 + 20.7280i −0.933544 + 0.933544i
\(494\) −22.7563 + 12.1512i −1.02385 + 0.546709i
\(495\) 8.38942 + 12.4546i 0.377076 + 0.559793i
\(496\) −14.6358 + 26.1872i −0.657165 + 1.17584i
\(497\) −5.05681 5.05681i −0.226829 0.226829i
\(498\) −7.55537 + 13.1924i −0.338564 + 0.591164i
\(499\) 13.1530i 0.588810i −0.955681 0.294405i \(-0.904878\pi\)
0.955681 0.294405i \(-0.0951215\pi\)
\(500\) 16.5407 15.0468i 0.739721 0.672914i
\(501\) 49.8284i 2.22617i
\(502\) −17.1896 9.84460i −0.767208 0.439386i
\(503\) 2.48957 + 2.48957i 0.111005 + 0.111005i 0.760427 0.649423i \(-0.224989\pi\)
−0.649423 + 0.760427i \(0.724989\pi\)
\(504\) −11.8069 + 12.0567i −0.525920 + 0.537046i
\(505\) 36.3163 24.4627i 1.61606 1.08857i
\(506\) −13.4388 + 3.65122i −0.597428 + 0.162316i
\(507\) 9.87971 28.3741i 0.438773 1.26014i
\(508\) 5.93752 + 1.54663i 0.263435 + 0.0686205i
\(509\) 5.04310 0.223532 0.111766 0.993735i \(-0.464349\pi\)
0.111766 + 0.993735i \(0.464349\pi\)
\(510\) 31.4417 2.28912i 1.39226 0.101364i
\(511\) 19.9594i 0.882952i
\(512\) 22.6163 0.710420i 0.999507 0.0313964i
\(513\) −5.44533 5.44533i −0.240417 0.240417i
\(514\) 15.7152 4.26969i 0.693166 0.188328i
\(515\) 23.0310 + 4.49172i 1.01487 + 0.197929i
\(516\) −7.68222 + 4.50710i −0.338191 + 0.198414i
\(517\) −20.4009 20.4009i −0.897231 0.897231i
\(518\) −6.16325 + 10.7616i −0.270797 + 0.472837i
\(519\) 25.9820 1.14048
\(520\) −0.980744 22.7824i −0.0430085 0.999075i
\(521\) −8.86981 −0.388593 −0.194297 0.980943i \(-0.562242\pi\)
−0.194297 + 0.980943i \(0.562242\pi\)
\(522\) 11.1833 19.5271i 0.489481 0.854678i
\(523\) −0.908020 0.908020i −0.0397050 0.0397050i 0.686976 0.726681i \(-0.258938\pi\)
−0.726681 + 0.686976i \(0.758938\pi\)
\(524\) −34.7879 + 20.4098i −1.51972 + 0.891605i
\(525\) 27.2877 + 11.0647i 1.19093 + 0.482902i
\(526\) −14.9259 + 4.05526i −0.650802 + 0.176818i
\(527\) 22.8753 + 22.8753i 0.996464 + 0.996464i
\(528\) 25.5138 7.21950i 1.11035 0.314188i
\(529\) 11.2132i 0.487532i
\(530\) 7.90265 + 6.83003i 0.343269 + 0.296678i
\(531\) 11.0417 0.479168
\(532\) −24.9508 6.49929i −1.08176 0.281780i
\(533\) −11.4159 7.16088i −0.494478 0.310172i
\(534\) 2.17640 0.591311i 0.0941820 0.0255885i
\(535\) −7.14198 + 36.6200i −0.308775 + 1.58322i
\(536\) −4.06009 3.97597i −0.175369 0.171736i
\(537\) −6.91419 6.91419i −0.298369 0.298369i
\(538\) −0.0836351 0.0478984i −0.00360576 0.00206505i
\(539\) 1.45411i 0.0626328i
\(540\) 6.42211 2.25705i 0.276364 0.0971278i
\(541\) 6.14081i 0.264014i −0.991249 0.132007i \(-0.957858\pi\)
0.991249 0.132007i \(-0.0421421\pi\)
\(542\) 3.44330 6.01232i 0.147903 0.258251i
\(543\) 7.99808 + 7.99808i 0.343230 + 0.343230i
\(544\) 5.90324 23.6758i 0.253100 1.01509i
\(545\) 31.5345 21.2416i 1.35079 0.909890i
\(546\) 26.4890 14.1444i 1.13362 0.605323i
\(547\) −5.80253 + 5.80253i −0.248098 + 0.248098i −0.820190 0.572091i \(-0.806132\pi\)
0.572091 + 0.820190i \(0.306132\pi\)
\(548\) −27.7170 7.21984i −1.18401 0.308416i
\(549\) 21.4356i 0.914851i
\(550\) −12.5222 15.9540i −0.533950 0.680280i
\(551\) 34.3822 1.46473
\(552\) −0.234905 22.4412i −0.00999821 0.955160i
\(553\) 30.1134 + 30.1134i 1.28055 + 1.28055i
\(554\) −24.1319 + 6.55646i −1.02527 + 0.278557i
\(555\) −14.7505 + 9.93590i −0.626122 + 0.421755i
\(556\) 7.03816 + 11.9963i 0.298484 + 0.508758i
\(557\) 8.73598 8.73598i 0.370155 0.370155i −0.497378 0.867534i \(-0.665704\pi\)
0.867534 + 0.497378i \(0.165704\pi\)
\(558\) −21.5500 12.3418i −0.912283 0.522472i
\(559\) 6.77221 1.55118i 0.286434 0.0656078i
\(560\) 14.7218 17.3986i 0.622110 0.735225i
\(561\) 28.5935i 1.20722i
\(562\) 27.0317 + 15.4812i 1.14026 + 0.653037i
\(563\) 22.9152 + 22.9152i 0.965762 + 0.965762i 0.999433 0.0336711i \(-0.0107199\pi\)
−0.0336711 + 0.999433i \(0.510720\pi\)
\(564\) 40.1028 23.5280i 1.68863 0.990708i
\(565\) 2.76784 14.1919i 0.116444 0.597059i
\(566\) −9.72134 + 2.64121i −0.408618 + 0.111018i
\(567\) 18.9948 + 18.9948i 0.797705 + 0.797705i
\(568\) −7.93760 + 0.0830875i −0.333054 + 0.00348627i
\(569\) 37.0883i 1.55482i 0.628993 + 0.777411i \(0.283467\pi\)
−0.628993 + 0.777411i \(0.716533\pi\)
\(570\) −27.9751 24.1781i −1.17175 1.01271i
\(571\) 19.8776i 0.831850i −0.909399 0.415925i \(-0.863458\pi\)
0.909399 0.415925i \(-0.136542\pi\)
\(572\) −20.6740 0.613271i −0.864423 0.0256421i
\(573\) 15.7854 15.7854i 0.659445 0.659445i
\(574\) −3.53133 12.9975i −0.147395 0.542507i
\(575\) −15.8097 + 6.68750i −0.659310 + 0.278888i
\(576\) 0.392097 + 18.7271i 0.0163374 + 0.780294i
\(577\) −20.9677 + 20.9677i −0.872898 + 0.872898i −0.992787 0.119889i \(-0.961746\pi\)
0.119889 + 0.992787i \(0.461746\pi\)
\(578\) −1.97091 1.12876i −0.0819792 0.0469501i
\(579\) 27.2501i 1.13247i
\(580\) −13.1492 + 27.4004i −0.545992 + 1.13774i
\(581\) 11.8523 0.491716
\(582\) −1.40527 + 2.45373i −0.0582502 + 0.101710i
\(583\) 6.69905 6.69905i 0.277446 0.277446i
\(584\) 15.8290 + 15.5010i 0.655007 + 0.641437i
\(585\) 18.8669 0.614421i 0.780051 0.0254032i
\(586\) −8.28031 + 2.24970i −0.342056 + 0.0929341i
\(587\) −18.2145 18.2145i −0.751793 0.751793i 0.223021 0.974814i \(-0.428408\pi\)
−0.974814 + 0.223021i \(0.928408\pi\)
\(588\) −2.26769 0.590698i −0.0935181 0.0243600i
\(589\) 37.9439i 1.56345i
\(590\) −14.8735 + 1.08287i −0.612332 + 0.0445809i
\(591\) −16.9457 −0.697054
\(592\) 3.74802 + 13.2456i 0.154043 + 0.544389i
\(593\) −24.5024 24.5024i −1.00619 1.00619i −0.999981 0.00621080i \(-0.998023\pi\)
−0.00621080 0.999981i \(-0.501977\pi\)
\(594\) −1.61880 5.95821i −0.0664202 0.244468i
\(595\) −13.7307 20.3842i −0.562906 0.835669i
\(596\) −4.68222 7.98072i −0.191791 0.326903i
\(597\) 3.35442 + 3.35442i 0.137287 + 0.137287i
\(598\) −5.08871 + 16.7499i −0.208093 + 0.684956i
\(599\) −35.5348 −1.45191 −0.725955 0.687742i \(-0.758602\pi\)
−0.725955 + 0.687742i \(0.758602\pi\)
\(600\) 29.9673 13.0476i 1.22341 0.532667i
\(601\) 29.2793 1.19433 0.597165 0.802119i \(-0.296294\pi\)
0.597165 + 0.802119i \(0.296294\pi\)
\(602\) 6.02564 + 3.45093i 0.245587 + 0.140649i
\(603\) 3.32634 3.32634i 0.135459 0.135459i
\(604\) 22.1146 + 37.6937i 0.899831 + 1.53374i
\(605\) 5.14323 3.46447i 0.209102 0.140851i
\(606\) 61.7642 16.7809i 2.50900 0.681676i
\(607\) 29.5098 29.5098i 1.19777 1.19777i 0.222933 0.974834i \(-0.428437\pi\)
0.974834 0.222933i \(-0.0715632\pi\)
\(608\) −24.5318 + 14.7399i −0.994897 + 0.597783i
\(609\) −40.0219 −1.62177
\(610\) −2.10221 28.8745i −0.0851160 1.16909i
\(611\) −35.3524 + 8.09747i −1.43021 + 0.327589i
\(612\) 19.5468 + 5.09163i 0.790133 + 0.205817i
\(613\) 25.7721 + 25.7721i 1.04093 + 1.04093i 0.999126 + 0.0417992i \(0.0133090\pi\)
0.0417992 + 0.999126i \(0.486691\pi\)
\(614\) −31.5186 + 8.56336i −1.27199 + 0.345589i
\(615\) 3.69737 18.9580i 0.149093 0.764462i
\(616\) −14.7695 14.4635i −0.595080 0.582751i
\(617\) −22.8970 + 22.8970i −0.921800 + 0.921800i −0.997157 0.0753568i \(-0.975990\pi\)
0.0753568 + 0.997157i \(0.475990\pi\)
\(618\) 29.7631 + 17.0456i 1.19725 + 0.685674i
\(619\) 24.6592i 0.991136i −0.868569 0.495568i \(-0.834960\pi\)
0.868569 0.495568i \(-0.165040\pi\)
\(620\) 30.2389 + 14.5114i 1.21442 + 0.582792i
\(621\) −5.22576 −0.209703
\(622\) 10.5172 + 6.02327i 0.421701 + 0.241511i
\(623\) −1.24328 1.24328i −0.0498111 0.0498111i
\(624\) 9.35474 31.9922i 0.374489 1.28071i
\(625\) −17.9400 17.4114i −0.717600 0.696455i
\(626\) 1.90166 + 6.99930i 0.0760054 + 0.279748i
\(627\) −23.7144 + 23.7144i −0.947063 + 0.947063i
\(628\) −2.53537 + 9.73331i −0.101172 + 0.388401i
\(629\) 14.8444 0.591885
\(630\) 14.2743 + 12.3369i 0.568704 + 0.491514i
\(631\) 23.6013 0.939553 0.469777 0.882785i \(-0.344334\pi\)
0.469777 + 0.882785i \(0.344334\pi\)
\(632\) 47.2685 0.494787i 1.88024 0.0196816i
\(633\) −35.7494 + 35.7494i −1.42091 + 1.42091i
\(634\) 5.68252 + 20.9153i 0.225682 + 0.830652i
\(635\) 1.31313 6.73301i 0.0521101 0.267191i
\(636\) 7.72590 + 13.1686i 0.306352 + 0.522168i
\(637\) 1.54848 + 0.971319i 0.0613529 + 0.0384850i
\(638\) 23.9209 + 13.6997i 0.947036 + 0.542375i
\(639\) 6.57117i 0.259952i
\(640\) −2.36474 25.1875i −0.0934747 0.995622i
\(641\) 36.2451 1.43160 0.715798 0.698307i \(-0.246063\pi\)
0.715798 + 0.698307i \(0.246063\pi\)
\(642\) −27.1030 + 47.3243i −1.06967 + 1.86774i
\(643\) −16.7752 + 16.7752i −0.661550 + 0.661550i −0.955745 0.294195i \(-0.904948\pi\)
0.294195 + 0.955745i \(0.404948\pi\)
\(644\) −15.0910 + 8.85377i −0.594668 + 0.348887i
\(645\) 5.56331 + 8.25909i 0.219055 + 0.325201i
\(646\) 8.09172 + 29.7827i 0.318365 + 1.17178i
\(647\) −13.2465 + 13.2465i −0.520773 + 0.520773i −0.917805 0.397032i \(-0.870040\pi\)
0.397032 + 0.917805i \(0.370040\pi\)
\(648\) 29.8158 0.312099i 1.17128 0.0122604i
\(649\) 13.5262i 0.530948i
\(650\) −25.3541 + 2.67794i −0.994468 + 0.105037i
\(651\) 44.1679i 1.73107i
\(652\) 6.77598 + 1.76503i 0.265368 + 0.0691241i
\(653\) −4.44968 + 4.44968i −0.174129 + 0.174129i −0.788791 0.614662i \(-0.789293\pi\)
0.614662 + 0.788791i \(0.289293\pi\)
\(654\) 53.6316 14.5713i 2.09716 0.569782i
\(655\) 25.1927 + 37.4002i 0.984361 + 1.46134i
\(656\) −13.0503 7.29369i −0.509530 0.284771i
\(657\) −12.9683 + 12.9683i −0.505942 + 0.505942i
\(658\) −31.4551 18.0146i −1.22625 0.702282i
\(659\) 5.67561 0.221090 0.110545 0.993871i \(-0.464740\pi\)
0.110545 + 0.993871i \(0.464740\pi\)
\(660\) −9.82944 27.9683i −0.382610 1.08866i
\(661\) 49.0755i 1.90882i −0.298506 0.954408i \(-0.596488\pi\)
0.298506 0.954408i \(-0.403512\pi\)
\(662\) 6.51817 11.3813i 0.253336 0.442348i
\(663\) −30.4493 19.1000i −1.18255 0.741782i
\(664\) 9.20481 9.39955i 0.357216 0.364773i
\(665\) −5.51810 + 28.2937i −0.213983 + 1.09718i
\(666\) −10.9967 + 2.98771i −0.426112 + 0.115771i
\(667\) 16.4979 16.4979i 0.638801 0.638801i
\(668\) −10.8694 + 41.7277i −0.420549 + 1.61449i
\(669\) 28.6256 1.10673
\(670\) −4.15447 + 4.80690i −0.160501 + 0.185707i
\(671\) −26.2588 −1.01371
\(672\) 28.5558 17.1577i 1.10156 0.661873i
\(673\) 2.37388 2.37388i 0.0915062 0.0915062i −0.659872 0.751378i \(-0.729389\pi\)
0.751378 + 0.659872i \(0.229389\pi\)
\(674\) 9.79984 2.66254i 0.377476 0.102557i
\(675\) −2.96496 7.00937i −0.114121 0.269791i
\(676\) −14.4630 + 21.6061i −0.556267 + 0.831003i
\(677\) 15.4186 + 15.4186i 0.592585 + 0.592585i 0.938329 0.345744i \(-0.112373\pi\)
−0.345744 + 0.938329i \(0.612373\pi\)
\(678\) 10.5036 18.3403i 0.403390 0.704356i
\(679\) 2.20448 0.0846000
\(680\) −26.8295 4.94161i −1.02886 0.189502i
\(681\) 34.2875i 1.31390i
\(682\) 15.1188 26.3989i 0.578930 1.01087i
\(683\) 25.1139 25.1139i 0.960957 0.960957i −0.0383091 0.999266i \(-0.512197\pi\)
0.999266 + 0.0383091i \(0.0121971\pi\)
\(684\) −11.9886 20.4342i −0.458396 0.781323i
\(685\) −6.12986 + 31.4305i −0.234210 + 1.20090i
\(686\) 7.09277 + 26.1059i 0.270803 + 0.996727i
\(687\) −27.5468 27.5468i −1.05097 1.05097i
\(688\) 7.41646 2.09860i 0.282750 0.0800082i
\(689\) −2.65897 11.6087i −0.101299 0.442255i
\(690\) −25.0251 + 1.82196i −0.952691 + 0.0693608i
\(691\) 13.9179 0.529461 0.264730 0.964322i \(-0.414717\pi\)
0.264730 + 0.964322i \(0.414717\pi\)
\(692\) −21.7580 5.66762i −0.827117 0.215451i
\(693\) 12.1003 12.1003i 0.459653 0.459653i
\(694\) −1.66150 6.11537i −0.0630697 0.232136i
\(695\) 12.8972 8.68752i 0.489217 0.329536i
\(696\) −31.0821 + 31.7397i −1.17816 + 1.20309i
\(697\) −11.3999 + 11.3999i −0.431800 + 0.431800i
\(698\) −11.4895 + 20.0617i −0.434883 + 0.759345i
\(699\) −19.5447 −0.739249
\(700\) −20.4379 15.2183i −0.772479 0.575198i
\(701\) 16.3609 0.617941 0.308971 0.951072i \(-0.400016\pi\)
0.308971 + 0.951072i \(0.400016\pi\)
\(702\) −7.42624 2.25612i −0.280285 0.0851520i
\(703\) −12.3114 12.3114i −0.464334 0.464334i
\(704\) −22.9408 + 0.480321i −0.864613 + 0.0181028i
\(705\) −29.0417 43.1142i −1.09377 1.62378i
\(706\) 27.6840 7.52152i 1.04190 0.283076i
\(707\) −35.2833 35.2833i −1.32696 1.32696i
\(708\) −21.0942 5.49469i −0.792768 0.206503i
\(709\) −43.9222 −1.64953 −0.824766 0.565474i \(-0.808693\pi\)
−0.824766 + 0.565474i \(0.808693\pi\)
\(710\) 0.644440 + 8.85157i 0.0241854 + 0.332193i
\(711\) 39.1314i 1.46754i
\(712\) −1.95156 + 0.0204281i −0.0731379 + 0.000765576i
\(713\) −18.2070 18.2070i −0.681856 0.681856i
\(714\) −9.41900 34.6679i −0.352497 1.29741i
\(715\) 0.752671 + 23.1121i 0.0281483 + 0.864345i
\(716\) 4.28190 + 7.29837i 0.160022 + 0.272753i
\(717\) −4.15396 + 4.15396i −0.155133 + 0.155133i
\(718\) 28.5958 + 16.3771i 1.06719 + 0.611186i
\(719\) −31.4906 −1.17440 −0.587200 0.809442i \(-0.699770\pi\)
−0.587200 + 0.809442i \(0.699770\pi\)
\(720\) 20.8697 1.73920i 0.777769 0.0648163i
\(721\) 26.7398i 0.995842i
\(722\) 4.63595 8.09479i 0.172532 0.301257i
\(723\) 1.42717 1.42717i 0.0530770 0.0530770i
\(724\) −4.95314 8.44248i −0.184082 0.313762i
\(725\) 31.4893 + 12.7683i 1.16948 + 0.474203i
\(726\) 8.74723 2.37655i 0.324640 0.0882022i
\(727\) −8.98640 + 8.98640i −0.333287 + 0.333287i −0.853833 0.520546i \(-0.825728\pi\)
0.520546 + 0.853833i \(0.325728\pi\)
\(728\) −25.2680 + 6.06667i −0.936493 + 0.224846i
\(729\) 14.1295i 0.523315i
\(730\) 16.1969 18.7405i 0.599474 0.693618i
\(731\) 8.31169i 0.307419i
\(732\) 10.6671 40.9509i 0.394266 1.51359i
\(733\) −4.04919 4.04919i −0.149560 0.149560i 0.628361 0.777922i \(-0.283726\pi\)
−0.777922 + 0.628361i \(0.783726\pi\)
\(734\) −13.5670 49.9352i −0.500767 1.84314i
\(735\) −0.501520 + 2.57151i −0.0184989 + 0.0948516i
\(736\) −4.69852 + 18.8441i −0.173190 + 0.694603i
\(737\) 4.07479 + 4.07479i 0.150097 + 0.150097i
\(738\) 6.15052 10.7394i 0.226404 0.395322i
\(739\) 8.88137i 0.326707i 0.986568 + 0.163353i \(0.0522310\pi\)
−0.986568 + 0.163353i \(0.947769\pi\)
\(740\) 14.5198 5.10298i 0.533759 0.187589i
\(741\) 9.41267 + 41.0944i 0.345783 + 1.50964i
\(742\) 5.91546 10.3289i 0.217163 0.379187i
\(743\) −10.7934 + 10.7934i −0.395972 + 0.395972i −0.876810 0.480837i \(-0.840333\pi\)
0.480837 + 0.876810i \(0.340333\pi\)
\(744\) 35.0277 + 34.3020i 1.28418 + 1.25757i
\(745\) −8.58000 + 5.77948i −0.314347 + 0.211744i
\(746\) 3.70578 + 13.6396i 0.135678 + 0.499382i
\(747\) 7.70084 + 7.70084i 0.281759 + 0.281759i
\(748\) −6.23728 + 23.9450i −0.228058 + 0.875516i
\(749\) 42.5171 1.55354
\(750\) −16.6424 32.5327i −0.607695 1.18793i
\(751\) 14.6670i 0.535208i −0.963529 0.267604i \(-0.913768\pi\)
0.963529 0.267604i \(-0.0862319\pi\)
\(752\) −38.7155 + 10.9551i −1.41181 + 0.399492i
\(753\) −22.8908 + 22.8908i −0.834186 + 0.834186i
\(754\) 30.5675 16.3222i 1.11320 0.594419i
\(755\) 40.5242 27.2971i 1.47483 0.993442i
\(756\) −3.92539 6.69072i −0.142765 0.243339i
\(757\) 13.5345 + 13.5345i 0.491920 + 0.491920i 0.908911 0.416991i \(-0.136915\pi\)
−0.416991 + 0.908911i \(0.636915\pi\)
\(758\) −12.6567 7.24861i −0.459713 0.263281i
\(759\) 22.7582i 0.826071i
\(760\) 18.1530 + 26.3498i 0.658479 + 0.955808i
\(761\) 26.1550i 0.948120i 0.880493 + 0.474060i \(0.157212\pi\)
−0.880493 + 0.474060i \(0.842788\pi\)
\(762\) 4.98319 8.70111i 0.180522 0.315208i
\(763\) −30.6374 30.6374i −1.10915 1.10915i
\(764\) −16.6625 + 9.77576i −0.602828 + 0.353675i
\(765\) 4.32295 22.1656i 0.156297 0.801400i
\(766\) 3.03632 + 11.1756i 0.109707 + 0.403790i
\(767\) 14.4040 + 9.03525i 0.520099 + 0.326244i
\(768\) 8.57011 35.9715i 0.309247 1.29801i
\(769\) −1.57519 −0.0568028 −0.0284014 0.999597i \(-0.509042\pi\)
−0.0284014 + 0.999597i \(0.509042\pi\)
\(770\) −15.1128 + 17.4862i −0.544628 + 0.630158i
\(771\) 26.6131i 0.958449i
\(772\) 5.94423 22.8200i 0.213938 0.821308i
\(773\) 7.11384 + 7.11384i 0.255867 + 0.255867i 0.823371 0.567504i \(-0.192091\pi\)
−0.567504 + 0.823371i \(0.692091\pi\)
\(774\) 1.67288 + 6.15725i 0.0601304 + 0.221318i
\(775\) 14.0910 34.7513i 0.506165