Properties

Label 731.2.p.a.16.4
Level 731
Weight 2
Character 731.16
Analytic conductor 5.837
Analytic rank 0
Dimension 384
CM no
Inner twists 4

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Newspace parameters

Level: \( N \) = \( 731 = 17 \cdot 43 \)
Weight: \( k \) = \( 2 \)
Character orbit: \([\chi]\) = 731.p (of order \(14\), degree \(6\), minimal)

Newform invariants

Self dual: no
Analytic conductor: \(5.83706438776\)
Analytic rank: \(0\)
Dimension: \(384\)
Relative dimension: \(64\) over \(\Q(\zeta_{14})\)
Coefficient ring index: multiple of None
Twist minimal: yes
Sato-Tate group: $\mathrm{SU}(2)[C_{14}]$

Embedding invariants

Embedding label 16.4
Character \(\chi\) = 731.16
Dual form 731.2.p.a.594.4

$q$-expansion

\(f(q)\) \(=\) \(q+(-0.594326 - 2.60391i) q^{2} +(2.90090 + 0.662112i) q^{3} +(-4.62520 + 2.22738i) q^{4} +(1.09262 - 0.871338i) q^{5} -7.94720i q^{6} +2.92823i q^{7} +(5.21824 + 6.54347i) q^{8} +(5.27392 + 2.53979i) q^{9} +O(q^{10})\) \(q+(-0.594326 - 2.60391i) q^{2} +(2.90090 + 0.662112i) q^{3} +(-4.62520 + 2.22738i) q^{4} +(1.09262 - 0.871338i) q^{5} -7.94720i q^{6} +2.92823i q^{7} +(5.21824 + 6.54347i) q^{8} +(5.27392 + 2.53979i) q^{9} +(-2.91826 - 2.32724i) q^{10} +(-2.10177 + 4.36437i) q^{11} +(-14.8920 + 3.39900i) q^{12} +(3.19001 + 4.00014i) q^{13} +(7.62484 - 1.74032i) q^{14} +(3.74651 - 1.80423i) q^{15} +(7.53581 - 9.44960i) q^{16} +(-0.988446 - 4.00287i) q^{17} +(3.47895 - 15.2423i) q^{18} +(0.341983 - 0.164690i) q^{19} +(-3.11280 + 6.46379i) q^{20} +(-1.93881 + 8.49449i) q^{21} +(12.6136 + 2.87897i) q^{22} +(2.67410 - 5.55284i) q^{23} +(10.8051 + 22.4370i) q^{24} +(-0.678009 + 2.97055i) q^{25} +(8.52012 - 10.6839i) q^{26} +(6.63848 + 5.29401i) q^{27} +(-6.52226 - 13.5436i) q^{28} +(1.64734 - 0.375994i) q^{29} +(-6.92470 - 8.68329i) q^{30} +(-6.07677 + 1.38698i) q^{31} +(-14.0035 - 6.74374i) q^{32} +(-8.98673 + 11.2690i) q^{33} +(-9.83566 + 4.95284i) q^{34} +(2.55147 + 3.19945i) q^{35} -30.0500 q^{36} -2.44803i q^{37} +(-0.632088 - 0.792613i) q^{38} +(6.60535 + 13.7162i) q^{39} +(11.4031 + 2.60269i) q^{40} +(0.131657 - 0.0300498i) q^{41} +23.2712 q^{42} +(2.45227 - 6.08164i) q^{43} -24.8675i q^{44} +(7.97543 - 1.82034i) q^{45} +(-16.0484 - 3.66294i) q^{46} +(-7.04152 + 3.39102i) q^{47} +(28.1173 - 22.4228i) q^{48} -1.57451 q^{49} +8.13801 q^{50} +(-0.217037 - 12.2664i) q^{51} +(-23.6642 - 11.3961i) q^{52} +(6.70095 - 8.40273i) q^{53} +(9.83972 - 20.4324i) q^{54} +(1.50640 + 6.59997i) q^{55} +(-19.1608 + 15.2802i) q^{56} +(1.10110 - 0.251319i) q^{57} +(-1.95811 - 4.06606i) q^{58} +(9.15809 - 11.4839i) q^{59} +(-13.3097 + 16.6898i) q^{60} +(-9.83701 - 2.24523i) q^{61} +(7.22317 + 14.9991i) q^{62} +(-7.43707 + 15.4432i) q^{63} +(-3.85845 + 16.9050i) q^{64} +(6.97095 + 1.59107i) q^{65} +(34.6845 + 16.7032i) q^{66} +(-7.30824 + 3.51946i) q^{67} +(13.4877 + 16.3124i) q^{68} +(11.4339 - 14.3377i) q^{69} +(6.81467 - 8.54533i) q^{70} +(1.50380 + 3.12267i) q^{71} +(10.9016 + 47.7630i) q^{72} +(-0.644586 + 0.514040i) q^{73} +(-6.37446 + 1.45493i) q^{74} +(-3.93367 + 8.16835i) q^{75} +(-1.21491 + 1.52345i) q^{76} +(-12.7799 - 6.15446i) q^{77} +(31.7899 - 25.3516i) q^{78} -7.39600i q^{79} -16.8911i q^{80} +(4.80333 + 6.02319i) q^{81} +(-0.156494 - 0.324964i) q^{82} +(-1.12585 + 4.93268i) q^{83} +(-9.95305 - 43.6072i) q^{84} +(-4.56785 - 3.51236i) q^{85} +(-17.2935 - 2.77100i) q^{86} +5.02771 q^{87} +(-39.5257 + 9.02148i) q^{88} +(0.0415505 - 0.182045i) q^{89} +(-9.48000 - 19.6854i) q^{90} +(-11.7133 + 9.34106i) q^{91} +31.6392i q^{92} -18.5465 q^{93} +(13.0149 + 16.3201i) q^{94} +(0.230157 - 0.477927i) q^{95} +(-36.1577 - 28.8348i) q^{96} +(3.93850 - 8.17838i) q^{97} +(0.935770 + 4.09987i) q^{98} +(-22.1692 + 17.6793i) q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 384q - 12q^{2} - 72q^{4} - 8q^{8} + 62q^{9} + O(q^{10}) \) \( 384q - 12q^{2} - 72q^{4} - 8q^{8} + 62q^{9} - 18q^{13} - 12q^{15} - 20q^{16} - 14q^{17} + 30q^{18} + 8q^{19} + 20q^{21} + 46q^{25} + 2q^{26} - 30q^{30} + 50q^{32} - 90q^{33} + 8q^{34} + 52q^{35} - 328q^{36} - 46q^{38} + 184q^{42} + 60q^{43} - 2q^{47} - 340q^{49} - 172q^{50} - 68q^{51} + 38q^{52} - 8q^{53} - 28q^{55} + 10q^{59} + 58q^{60} - 44q^{64} + 90q^{66} - 104q^{67} + 60q^{68} - 2q^{69} + 40q^{70} - 164q^{72} - 72q^{76} + 94q^{77} + 120q^{81} - 66q^{83} + 112q^{84} - 96q^{85} - 136q^{86} + 72q^{87} - 6q^{89} - 220q^{93} - 142q^{94} + 124q^{98} + O(q^{100}) \)

Character values

We give the values of \(\chi\) on generators for \(\left(\mathbb{Z}/731\mathbb{Z}\right)^\times\).

\(n\) \(173\) \(562\)
\(\chi(n)\) \(-1\) \(e\left(\frac{4}{7}\right)\)

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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −0.594326 2.60391i −0.420252 1.84124i −0.530968 0.847392i \(-0.678172\pi\)
0.110716 0.993852i \(-0.464686\pi\)
\(3\) 2.90090 + 0.662112i 1.67484 + 0.382270i 0.951360 0.308080i \(-0.0996865\pi\)
0.723475 + 0.690350i \(0.242544\pi\)
\(4\) −4.62520 + 2.22738i −2.31260 + 1.11369i
\(5\) 1.09262 0.871338i 0.488636 0.389674i −0.347947 0.937514i \(-0.613121\pi\)
0.836583 + 0.547840i \(0.184550\pi\)
\(6\) 7.94720i 3.24443i
\(7\) 2.92823i 1.10677i 0.832927 + 0.553383i \(0.186663\pi\)
−0.832927 + 0.553383i \(0.813337\pi\)
\(8\) 5.21824 + 6.54347i 1.84493 + 2.31347i
\(9\) 5.27392 + 2.53979i 1.75797 + 0.846596i
\(10\) −2.91826 2.32724i −0.922835 0.735937i
\(11\) −2.10177 + 4.36437i −0.633708 + 1.31591i 0.298647 + 0.954364i \(0.403465\pi\)
−0.932355 + 0.361544i \(0.882250\pi\)
\(12\) −14.8920 + 3.39900i −4.29895 + 0.981208i
\(13\) 3.19001 + 4.00014i 0.884749 + 1.10944i 0.993325 + 0.115352i \(0.0367996\pi\)
−0.108576 + 0.994088i \(0.534629\pi\)
\(14\) 7.62484 1.74032i 2.03782 0.465120i
\(15\) 3.74651 1.80423i 0.967346 0.465849i
\(16\) 7.53581 9.44960i 1.88395 2.36240i
\(17\) −0.988446 4.00287i −0.239733 0.970839i
\(18\) 3.47895 15.2423i 0.819997 3.59264i
\(19\) 0.341983 0.164690i 0.0784562 0.0377825i −0.394244 0.919006i \(-0.628994\pi\)
0.472700 + 0.881223i \(0.343279\pi\)
\(20\) −3.11280 + 6.46379i −0.696043 + 1.44535i
\(21\) −1.93881 + 8.49449i −0.423083 + 1.85365i
\(22\) 12.6136 + 2.87897i 2.68922 + 0.613798i
\(23\) 2.67410 5.55284i 0.557589 1.15785i −0.411562 0.911382i \(-0.635017\pi\)
0.969152 0.246465i \(-0.0792689\pi\)
\(24\) 10.8051 + 22.4370i 2.20558 + 4.57993i
\(25\) −0.678009 + 2.97055i −0.135602 + 0.594110i
\(26\) 8.52012 10.6839i 1.67093 2.09528i
\(27\) 6.63848 + 5.29401i 1.27758 + 1.01883i
\(28\) −6.52226 13.5436i −1.23259 2.55950i
\(29\) 1.64734 0.375994i 0.305903 0.0698203i −0.0668141 0.997765i \(-0.521283\pi\)
0.372717 + 0.927945i \(0.378426\pi\)
\(30\) −6.92470 8.68329i −1.26427 1.58535i
\(31\) −6.07677 + 1.38698i −1.09142 + 0.249110i −0.730106 0.683334i \(-0.760529\pi\)
−0.361315 + 0.932444i \(0.617672\pi\)
\(32\) −14.0035 6.74374i −2.47549 1.19214i
\(33\) −8.98673 + 11.2690i −1.56439 + 1.96168i
\(34\) −9.83566 + 4.95284i −1.68680 + 0.849405i
\(35\) 2.55147 + 3.19945i 0.431278 + 0.540805i
\(36\) −30.0500 −5.00833
\(37\) 2.44803i 0.402454i −0.979545 0.201227i \(-0.935507\pi\)
0.979545 0.201227i \(-0.0644929\pi\)
\(38\) −0.632088 0.792613i −0.102538 0.128579i
\(39\) 6.60535 + 13.7162i 1.05770 + 2.19634i
\(40\) 11.4031 + 2.60269i 1.80300 + 0.411522i
\(41\) 0.131657 0.0300498i 0.0205614 0.00469300i −0.212228 0.977220i \(-0.568072\pi\)
0.232789 + 0.972527i \(0.425215\pi\)
\(42\) 23.2712 3.59082
\(43\) 2.45227 6.08164i 0.373967 0.927442i
\(44\) 24.8675i 3.74892i
\(45\) 7.97543 1.82034i 1.18891 0.271360i
\(46\) −16.0484 3.66294i −2.36621 0.540071i
\(47\) −7.04152 + 3.39102i −1.02711 + 0.494631i −0.870053 0.492958i \(-0.835915\pi\)
−0.157059 + 0.987589i \(0.550201\pi\)
\(48\) 28.1173 22.4228i 4.05839 3.23645i
\(49\) −1.57451 −0.224929
\(50\) 8.13801 1.15089
\(51\) −0.217037 12.2664i −0.0303912 1.71764i
\(52\) −23.6642 11.3961i −3.28164 1.58035i
\(53\) 6.70095 8.40273i 0.920447 1.15420i −0.0672364 0.997737i \(-0.521418\pi\)
0.987683 0.156467i \(-0.0500104\pi\)
\(54\) 9.83972 20.4324i 1.33902 2.78050i
\(55\) 1.50640 + 6.59997i 0.203123 + 0.889940i
\(56\) −19.1608 + 15.2802i −2.56046 + 2.04190i
\(57\) 1.10110 0.251319i 0.145844 0.0332880i
\(58\) −1.95811 4.06606i −0.257112 0.533899i
\(59\) 9.15809 11.4839i 1.19228 1.49507i 0.367124 0.930172i \(-0.380343\pi\)
0.825158 0.564902i \(-0.191086\pi\)
\(60\) −13.3097 + 16.6898i −1.71827 + 2.15464i
\(61\) −9.83701 2.24523i −1.25950 0.287473i −0.459881 0.887980i \(-0.652108\pi\)
−0.799619 + 0.600508i \(0.794965\pi\)
\(62\) 7.22317 + 14.9991i 0.917343 + 1.90488i
\(63\) −7.43707 + 15.4432i −0.936983 + 1.94567i
\(64\) −3.85845 + 16.9050i −0.482306 + 2.11312i
\(65\) 6.97095 + 1.59107i 0.864641 + 0.197349i
\(66\) 34.6845 + 16.7032i 4.26937 + 2.05602i
\(67\) −7.30824 + 3.51946i −0.892843 + 0.429971i −0.823299 0.567608i \(-0.807869\pi\)
−0.0695445 + 0.997579i \(0.522155\pi\)
\(68\) 13.4877 + 16.3124i 1.63562 + 1.97817i
\(69\) 11.4339 14.3377i 1.37648 1.72605i
\(70\) 6.81467 8.54533i 0.814509 1.02136i
\(71\) 1.50380 + 3.12267i 0.178468 + 0.370593i 0.970943 0.239312i \(-0.0769219\pi\)
−0.792475 + 0.609905i \(0.791208\pi\)
\(72\) 10.9016 + 47.7630i 1.28476 + 5.62892i
\(73\) −0.644586 + 0.514040i −0.0754431 + 0.0601638i −0.660485 0.750839i \(-0.729649\pi\)
0.585042 + 0.811003i \(0.301078\pi\)
\(74\) −6.37446 + 1.45493i −0.741016 + 0.169132i
\(75\) −3.93367 + 8.16835i −0.454221 + 0.943200i
\(76\) −1.21491 + 1.52345i −0.139360 + 0.174752i
\(77\) −12.7799 6.15446i −1.45640 0.701366i
\(78\) 31.7899 25.3516i 3.59950 2.87051i
\(79\) 7.39600i 0.832115i −0.909338 0.416058i \(-0.863411\pi\)
0.909338 0.416058i \(-0.136589\pi\)
\(80\) 16.8911i 1.88848i
\(81\) 4.80333 + 6.02319i 0.533704 + 0.669243i
\(82\) −0.156494 0.324964i −0.0172819 0.0358862i
\(83\) −1.12585 + 4.93268i −0.123578 + 0.541431i 0.874799 + 0.484486i \(0.160993\pi\)
−0.998377 + 0.0569456i \(0.981864\pi\)
\(84\) −9.95305 43.6072i −1.08597 4.75793i
\(85\) −4.56785 3.51236i −0.495453 0.380969i
\(86\) −17.2935 2.77100i −1.86481 0.298805i
\(87\) 5.02771 0.539027
\(88\) −39.5257 + 9.02148i −4.21345 + 0.961693i
\(89\) 0.0415505 0.182045i 0.00440434 0.0192967i −0.972678 0.232158i \(-0.925421\pi\)
0.977082 + 0.212862i \(0.0682784\pi\)
\(90\) −9.48000 19.6854i −0.999280 2.07503i
\(91\) −11.7133 + 9.34106i −1.22789 + 0.979210i
\(92\) 31.6392i 3.29861i
\(93\) −18.5465 −1.92318
\(94\) 13.0149 + 16.3201i 1.34238 + 1.68329i
\(95\) 0.230157 0.477927i 0.0236136 0.0490342i
\(96\) −36.1577 28.8348i −3.69033 2.94294i
\(97\) 3.93850 8.17838i 0.399894 0.830389i −0.599652 0.800261i \(-0.704694\pi\)
0.999546 0.0301277i \(-0.00959139\pi\)
\(98\) 0.935770 + 4.09987i 0.0945270 + 0.414150i
\(99\) −22.1692 + 17.6793i −2.22808 + 1.77684i
\(100\) −3.48061 15.2496i −0.348061 1.52496i
\(101\) 15.4319 7.43159i 1.53553 0.739471i 0.540716 0.841205i \(-0.318153\pi\)
0.994812 + 0.101734i \(0.0324392\pi\)
\(102\) −31.8116 + 7.85538i −3.14982 + 0.777798i
\(103\) −1.25636 + 1.57543i −0.123793 + 0.155231i −0.839866 0.542794i \(-0.817366\pi\)
0.716073 + 0.698026i \(0.245938\pi\)
\(104\) −9.52858 + 41.7474i −0.934354 + 4.09367i
\(105\) 5.28318 + 10.9706i 0.515586 + 1.07062i
\(106\) −25.8625 12.4547i −2.51199 1.20971i
\(107\) −15.5975 3.56003i −1.50787 0.344161i −0.612852 0.790198i \(-0.709978\pi\)
−0.895015 + 0.446037i \(0.852835\pi\)
\(108\) −42.4960 9.69944i −4.08918 0.933329i
\(109\) 3.28302 6.81726i 0.314456 0.652975i −0.682504 0.730881i \(-0.739109\pi\)
0.996961 + 0.0779063i \(0.0248235\pi\)
\(110\) 16.2904 7.84507i 1.55323 0.747998i
\(111\) 1.62087 7.10150i 0.153846 0.674045i
\(112\) 27.6706 + 22.0665i 2.61462 + 2.08509i
\(113\) 1.81334 + 1.44609i 0.170584 + 0.136036i 0.705061 0.709147i \(-0.250920\pi\)
−0.534476 + 0.845183i \(0.679491\pi\)
\(114\) −1.30883 2.71780i −0.122583 0.254546i
\(115\) −1.91661 8.39721i −0.178725 0.783044i
\(116\) −6.78178 + 5.40829i −0.629672 + 0.502147i
\(117\) 6.66434 + 29.1984i 0.616119 + 2.69939i
\(118\) −35.3459 17.0217i −3.25385 1.56697i
\(119\) 11.7213 2.89439i 1.07449 0.265329i
\(120\) 31.3561 + 15.1003i 2.86241 + 1.37846i
\(121\) −7.77192 9.74568i −0.706538 0.885971i
\(122\) 26.9491i 2.43986i
\(123\) 0.401820 0.0362309
\(124\) 25.0169 19.9503i 2.24659 1.79159i
\(125\) 4.87935 + 10.1321i 0.436422 + 0.906240i
\(126\) 44.6329 + 10.1872i 3.97621 + 0.907545i
\(127\) 3.08127 + 13.4999i 0.273418 + 1.19792i 0.905948 + 0.423388i \(0.139159\pi\)
−0.632530 + 0.774536i \(0.717984\pi\)
\(128\) 15.2268 1.34587
\(129\) 11.1405 16.0186i 0.980867 1.41036i
\(130\) 19.0974i 1.67495i
\(131\) 2.38615 0.544624i 0.208479 0.0475840i −0.117006 0.993131i \(-0.537330\pi\)
0.325485 + 0.945547i \(0.394472\pi\)
\(132\) 16.4651 72.1382i 1.43310 6.27883i
\(133\) 0.482250 + 1.00140i 0.0418164 + 0.0868326i
\(134\) 13.5078 + 16.9383i 1.16690 + 1.46325i
\(135\) 11.8662 1.02128
\(136\) 21.0347 27.3558i 1.80371 2.34574i
\(137\) −9.46601 11.8700i −0.808736 1.01412i −0.999472 0.0324810i \(-0.989659\pi\)
0.190737 0.981641i \(-0.438912\pi\)
\(138\) −44.1295 21.2516i −3.75655 1.80906i
\(139\) 10.3607 + 8.26242i 0.878787 + 0.700809i 0.955103 0.296275i \(-0.0957444\pi\)
−0.0763161 + 0.997084i \(0.524316\pi\)
\(140\) −18.9275 9.11498i −1.59966 0.770356i
\(141\) −22.6720 + 5.17473i −1.90933 + 0.435791i
\(142\) 7.23742 5.77165i 0.607350 0.484346i
\(143\) −24.1628 + 5.51500i −2.02059 + 0.461187i
\(144\) 63.7433 30.6971i 5.31194 2.55809i
\(145\) 1.47230 1.84621i 0.122268 0.153319i
\(146\) 1.72161 + 1.37294i 0.142481 + 0.113625i
\(147\) −4.56748 1.04250i −0.376720 0.0859838i
\(148\) 5.45270 + 11.3226i 0.448209 + 0.930715i
\(149\) 10.6624 + 5.13472i 0.873494 + 0.420653i 0.816244 0.577707i \(-0.196052\pi\)
0.0572502 + 0.998360i \(0.481767\pi\)
\(150\) 23.6076 + 5.38827i 1.92755 + 0.439951i
\(151\) 0.458757 2.00995i 0.0373331 0.163567i −0.952825 0.303520i \(-0.901838\pi\)
0.990158 + 0.139953i \(0.0446952\pi\)
\(152\) 2.86219 + 1.37836i 0.232154 + 0.111800i
\(153\) 4.95345 23.6213i 0.400463 1.90967i
\(154\) −8.43027 + 36.9354i −0.679330 + 2.97634i
\(155\) −5.43109 + 6.81037i −0.436236 + 0.547022i
\(156\) −61.1021 48.7273i −4.89209 3.90131i
\(157\) 7.51557 3.61931i 0.599808 0.288852i −0.109237 0.994016i \(-0.534841\pi\)
0.709045 + 0.705164i \(0.249126\pi\)
\(158\) −19.2585 + 4.39564i −1.53213 + 0.349698i
\(159\) 25.0023 19.9387i 1.98281 1.58124i
\(160\) −21.1766 + 4.83343i −1.67416 + 0.382116i
\(161\) 16.2600 + 7.83038i 1.28146 + 0.617121i
\(162\) 12.8291 16.0872i 1.00795 1.26393i
\(163\) −0.797999 + 1.65706i −0.0625041 + 0.129791i −0.929881 0.367861i \(-0.880090\pi\)
0.867377 + 0.497652i \(0.165804\pi\)
\(164\) −0.542007 + 0.432236i −0.0423236 + 0.0337520i
\(165\) 20.1433i 1.56815i
\(166\) 13.5134 1.04884
\(167\) −0.473369 + 0.377499i −0.0366304 + 0.0292118i −0.641634 0.767011i \(-0.721743\pi\)
0.605004 + 0.796223i \(0.293172\pi\)
\(168\) −65.7006 + 31.6397i −5.06891 + 2.44106i
\(169\) −2.93223 + 12.8469i −0.225556 + 0.988225i
\(170\) −6.43108 + 13.9818i −0.493241 + 1.07235i
\(171\) 2.22187 0.169910
\(172\) 2.20391 + 33.5909i 0.168046 + 2.56128i
\(173\) 21.7023i 1.64999i 0.565138 + 0.824996i \(0.308823\pi\)
−0.565138 + 0.824996i \(0.691177\pi\)
\(174\) −2.98810 13.0917i −0.226527 0.992480i
\(175\) −8.69844 1.98536i −0.657541 0.150079i
\(176\) 25.4031 + 52.7500i 1.91483 + 3.97618i
\(177\) 34.1703 27.2499i 2.56840 2.04823i
\(178\) −0.498723 −0.0373809
\(179\) −21.4572 −1.60378 −0.801892 0.597469i \(-0.796173\pi\)
−0.801892 + 0.597469i \(0.796173\pi\)
\(180\) −32.8333 + 26.1837i −2.44725 + 1.95162i
\(181\) −4.40983 + 9.15711i −0.327780 + 0.680642i −0.998112 0.0614190i \(-0.980437\pi\)
0.670332 + 0.742061i \(0.266152\pi\)
\(182\) 31.2848 + 24.9488i 2.31899 + 1.84933i
\(183\) −27.0496 13.0264i −1.99956 0.962939i
\(184\) 50.2889 11.4781i 3.70735 0.846178i
\(185\) −2.13306 2.67478i −0.156826 0.196654i
\(186\) 11.0226 + 48.2933i 0.808219 + 3.54104i
\(187\) 19.5475 + 4.09917i 1.42946 + 0.299761i
\(188\) 25.0154 31.3683i 1.82443 2.28777i
\(189\) −15.5021 + 19.4390i −1.12761 + 1.41398i
\(190\) −1.38127 0.315265i −0.100208 0.0228718i
\(191\) 16.9707 8.17267i 1.22796 0.591354i 0.296441 0.955051i \(-0.404200\pi\)
0.931517 + 0.363697i \(0.118486\pi\)
\(192\) −22.3859 + 46.4849i −1.61557 + 3.35476i
\(193\) 17.9848 + 4.10492i 1.29458 + 0.295479i 0.813688 0.581303i \(-0.197457\pi\)
0.480889 + 0.876781i \(0.340314\pi\)
\(194\) −23.6365 5.39488i −1.69700 0.387330i
\(195\) 19.1686 + 9.23110i 1.37269 + 0.661053i
\(196\) 7.28240 3.50702i 0.520171 0.250501i
\(197\) −8.41080 1.91971i −0.599244 0.136774i −0.0878705 0.996132i \(-0.528006\pi\)
−0.511374 + 0.859358i \(0.670863\pi\)
\(198\) 59.2111 + 47.2193i 4.20795 + 3.35573i
\(199\) 5.89851 + 4.70391i 0.418134 + 0.333451i 0.809852 0.586635i \(-0.199547\pi\)
−0.391717 + 0.920086i \(0.628119\pi\)
\(200\) −22.9757 + 11.0645i −1.62463 + 0.782380i
\(201\) −23.5307 + 5.37074i −1.65973 + 0.378823i
\(202\) −28.5228 35.7664i −2.00685 2.51652i
\(203\) 1.10099 + 4.82377i 0.0772747 + 0.338563i
\(204\) 28.3257 + 56.2511i 1.98320 + 3.93836i
\(205\) 0.117668 0.147551i 0.00821828 0.0103054i
\(206\) 4.84896 + 2.33514i 0.337843 + 0.162697i
\(207\) 28.2060 22.4936i 1.96046 1.56341i
\(208\) 61.8391 4.28777
\(209\) 1.83868i 0.127184i
\(210\) 25.4266 20.2771i 1.75461 1.39925i
\(211\) −6.75383 14.0245i −0.464953 0.965484i −0.993203 0.116396i \(-0.962866\pi\)
0.528250 0.849089i \(-0.322848\pi\)
\(212\) −12.2772 + 53.7898i −0.843200 + 3.69430i
\(213\) 2.29482 + 10.0542i 0.157238 + 0.688905i
\(214\) 42.7303i 2.92098i
\(215\) −2.61977 8.78170i −0.178667 0.598907i
\(216\) 71.0641i 4.83530i
\(217\) −4.06140 17.7942i −0.275706 1.20795i
\(218\) −19.7027 4.49702i −1.33444 0.304577i
\(219\) −2.21023 + 1.06439i −0.149354 + 0.0719249i
\(220\) −21.6680 27.1708i −1.46086 1.83186i
\(221\) 12.8589 16.7231i 0.864984 1.12492i
\(222\) −19.4550 −1.30573
\(223\) −3.10791 3.89720i −0.208121 0.260975i 0.666805 0.745232i \(-0.267661\pi\)
−0.874926 + 0.484257i \(0.839090\pi\)
\(224\) 19.7472 41.0054i 1.31941 2.73979i
\(225\) −11.1203 + 13.9445i −0.741356 + 0.929631i
\(226\) 2.68777 5.58121i 0.178788 0.371257i
\(227\) −24.3325 + 5.55373i −1.61500 + 0.368614i −0.932188 0.361976i \(-0.882102\pi\)
−0.682817 + 0.730590i \(0.739245\pi\)
\(228\) −4.53303 + 3.61497i −0.300207 + 0.239407i
\(229\) −3.15524 13.8240i −0.208504 0.913517i −0.965563 0.260170i \(-0.916221\pi\)
0.757059 0.653347i \(-0.226636\pi\)
\(230\) −20.7265 + 9.98136i −1.36666 + 0.658151i
\(231\) −32.9982 26.3152i −2.17112 1.73141i
\(232\) 11.0565 + 8.81727i 0.725895 + 0.578882i
\(233\) 21.5643 + 4.92192i 1.41273 + 0.322446i 0.859735 0.510741i \(-0.170629\pi\)
0.552992 + 0.833186i \(0.313486\pi\)
\(234\) 72.0693 34.7067i 4.71132 2.26885i
\(235\) −4.73901 + 9.84065i −0.309139 + 0.641933i
\(236\) −16.7790 + 73.5137i −1.09222 + 4.78534i
\(237\) 4.89698 21.4551i 0.318093 1.39366i
\(238\) −14.5030 28.8010i −0.940091 1.86689i
\(239\) 20.6020 9.92138i 1.33263 0.641761i 0.374269 0.927320i \(-0.377894\pi\)
0.958361 + 0.285560i \(0.0921795\pi\)
\(240\) 11.1838 48.9994i 0.721910 3.16290i
\(241\) 1.51539 + 1.20848i 0.0976147 + 0.0778451i 0.671081 0.741384i \(-0.265830\pi\)
−0.573466 + 0.819229i \(0.694402\pi\)
\(242\) −20.7578 + 26.0295i −1.33437 + 1.67324i
\(243\) −1.10626 2.29718i −0.0709669 0.147364i
\(244\) 50.4991 11.5261i 3.23287 0.737882i
\(245\) −1.72034 + 1.37193i −0.109909 + 0.0876492i
\(246\) −0.238812 1.04630i −0.0152261 0.0667099i
\(247\) 1.74971 + 0.842617i 0.111331 + 0.0536144i
\(248\) −40.7858 32.5256i −2.58990 2.06537i
\(249\) −6.53196 + 13.5638i −0.413946 + 0.859568i
\(250\) 23.4831 18.7271i 1.48520 1.18441i
\(251\) −5.36219 −0.338458 −0.169229 0.985577i \(-0.554128\pi\)
−0.169229 + 0.985577i \(0.554128\pi\)
\(252\) 87.9932i 5.54305i
\(253\) 18.6143 + 23.3416i 1.17027 + 1.46747i
\(254\) 33.3213 16.0467i 2.09077 1.00686i
\(255\) −10.9253 13.2134i −0.684170 0.827457i
\(256\) −1.33276 5.83921i −0.0832977 0.364951i
\(257\) 6.09805 0.380386 0.190193 0.981747i \(-0.439089\pi\)
0.190193 + 0.981747i \(0.439089\pi\)
\(258\) −48.3320 19.4886i −3.00902 1.21331i
\(259\) 7.16840 0.445422
\(260\) −35.7860 + 8.16791i −2.21935 + 0.506552i
\(261\) 9.64287 + 2.20092i 0.596879 + 0.136234i
\(262\) −2.83630 5.88965i −0.175227 0.363864i
\(263\) 7.25169 + 9.09333i 0.447158 + 0.560719i 0.953414 0.301665i \(-0.0975423\pi\)
−0.506256 + 0.862383i \(0.668971\pi\)
\(264\) −120.633 −7.42447
\(265\) 15.0198i 0.922660i
\(266\) 2.32095 1.85090i 0.142307 0.113486i
\(267\) 0.241068 0.500582i 0.0147531 0.0306351i
\(268\) 25.9629 32.5564i 1.58593 1.98870i
\(269\) −4.28525 + 8.89841i −0.261276 + 0.542545i −0.989798 0.142477i \(-0.954493\pi\)
0.728522 + 0.685022i \(0.240208\pi\)
\(270\) −7.05241 30.8986i −0.429196 1.88043i
\(271\) 4.95266 + 6.21044i 0.300852 + 0.377257i 0.909162 0.416443i \(-0.136723\pi\)
−0.608309 + 0.793700i \(0.708152\pi\)
\(272\) −45.2743 20.8244i −2.74516 1.26267i
\(273\) −40.1640 + 19.3420i −2.43084 + 1.17063i
\(274\) −25.2825 + 31.7033i −1.52737 + 1.91527i
\(275\) −11.5396 9.20250i −0.695863 0.554932i
\(276\) −20.9487 + 91.7822i −1.26096 + 5.52464i
\(277\) −2.78566 5.78449i −0.167374 0.347556i 0.800364 0.599515i \(-0.204640\pi\)
−0.967738 + 0.251958i \(0.918925\pi\)
\(278\) 15.3569 31.8890i 0.921048 1.91258i
\(279\) −35.5711 8.11887i −2.12958 0.486064i
\(280\) −7.62127 + 33.3910i −0.455458 + 1.99549i
\(281\) 13.4194 + 6.46242i 0.800532 + 0.385516i 0.788981 0.614418i \(-0.210609\pi\)
0.0115506 + 0.999933i \(0.496323\pi\)
\(282\) 26.9491 + 55.9604i 1.60480 + 3.33239i
\(283\) −4.51875 1.03138i −0.268612 0.0613089i 0.0860933 0.996287i \(-0.472562\pi\)
−0.354705 + 0.934978i \(0.615419\pi\)
\(284\) −13.9107 11.0934i −0.825451 0.658275i
\(285\) 0.984104 1.23403i 0.0582933 0.0730975i
\(286\) 28.7211 + 59.6401i 1.69832 + 3.52659i
\(287\) 0.0879927 + 0.385521i 0.00519405 + 0.0227566i
\(288\) −56.7258 71.1319i −3.34260 4.19149i
\(289\) −15.0459 + 7.91324i −0.885056 + 0.465485i
\(290\) −5.68239 2.73649i −0.333681 0.160692i
\(291\) 16.8402 21.1169i 0.987190 1.23790i
\(292\) 1.83638 3.81327i 0.107466 0.223155i
\(293\) 2.60899 + 3.27157i 0.152419 + 0.191127i 0.852179 0.523251i \(-0.175281\pi\)
−0.699760 + 0.714378i \(0.746710\pi\)
\(294\) 12.5129i 0.729768i
\(295\) 20.5273i 1.19515i
\(296\) 16.0186 12.7744i 0.931064 0.742499i
\(297\) −37.0576 + 17.8460i −2.15030 + 1.03553i
\(298\) 7.03345 30.8155i 0.407437 1.78510i
\(299\) 30.7426 7.01679i 1.77789 0.405791i
\(300\) 46.5420i 2.68711i
\(301\) 17.8084 + 7.18079i 1.02646 + 0.413894i
\(302\) −5.50638 −0.316856
\(303\) 49.6868 11.3407i 2.85443 0.651506i
\(304\) 1.02086 4.47267i 0.0585503 0.256525i
\(305\) −12.7045 + 6.11817i −0.727458 + 0.350325i
\(306\) −64.4517 + 1.14038i −3.68446 + 0.0651914i
\(307\) −25.0076 −1.42726 −0.713631 0.700522i \(-0.752951\pi\)
−0.713631 + 0.700522i \(0.752951\pi\)
\(308\) 72.8177 4.14918
\(309\) −4.68768 + 3.73830i −0.266673 + 0.212665i
\(310\) 20.9615 + 10.0945i 1.19053 + 0.573329i
\(311\) −14.4408 11.5162i −0.818863 0.653021i 0.121728 0.992563i \(-0.461156\pi\)
−0.940591 + 0.339542i \(0.889728\pi\)
\(312\) −55.2829 + 114.796i −3.12978 + 6.49905i
\(313\) −22.7203 + 5.18575i −1.28422 + 0.293116i −0.809553 0.587047i \(-0.800290\pi\)
−0.474672 + 0.880163i \(0.657433\pi\)
\(314\) −13.8911 17.4188i −0.783918 0.983002i
\(315\) 5.33036 + 23.3538i 0.300332 + 1.31584i
\(316\) 16.4737 + 34.2080i 0.926718 + 1.92435i
\(317\) 4.80663 + 3.83316i 0.269967 + 0.215292i 0.749111 0.662445i \(-0.230481\pi\)
−0.479143 + 0.877737i \(0.659053\pi\)
\(318\) −66.7782 53.2538i −3.74473 2.98633i
\(319\) −1.82135 + 7.97985i −0.101976 + 0.446786i
\(320\) 10.5141 + 21.8328i 0.587756 + 1.22049i
\(321\) −42.8896 20.6546i −2.39387 1.15283i
\(322\) 10.7259 46.9933i 0.597732 2.61883i
\(323\) −0.997265 1.20612i −0.0554893 0.0671106i
\(324\) −35.6323 17.1596i −1.97957 0.953311i
\(325\) −14.0455 + 6.76395i −0.779103 + 0.375196i
\(326\) 4.78911 + 1.09308i 0.265244 + 0.0605403i
\(327\) 14.0375 17.6025i 0.776275 0.973419i
\(328\) 0.883648 + 0.704686i 0.0487913 + 0.0389098i
\(329\) −9.92967 20.6192i −0.547440 1.13677i
\(330\) 52.4513 11.9717i 2.88735 0.659018i
\(331\) 7.83320 + 9.82252i 0.430552 + 0.539895i 0.949026 0.315199i \(-0.102071\pi\)
−0.518474 + 0.855093i \(0.673500\pi\)
\(332\) −5.77965 25.3223i −0.317199 1.38974i
\(333\) 6.21749 12.9107i 0.340716 0.707504i
\(334\) 1.26431 + 1.00825i 0.0691800 + 0.0551692i
\(335\) −4.91851 + 10.2134i −0.268727 + 0.558017i
\(336\) 65.6591 + 82.3339i 3.58200 + 4.49168i
\(337\) 27.3847i 1.49174i −0.666090 0.745871i \(-0.732033\pi\)
0.666090 0.745871i \(-0.267967\pi\)
\(338\) 35.1950 1.91435
\(339\) 4.30283 + 5.39558i 0.233698 + 0.293048i
\(340\) 28.9506 + 6.07102i 1.57007 + 0.329247i
\(341\) 6.71867 29.4364i 0.363837 1.59407i
\(342\) −1.32051 5.78555i −0.0714052 0.312847i
\(343\) 15.8871i 0.857821i
\(344\) 52.5916 15.6892i 2.83555 0.845903i
\(345\) 25.6285i 1.37979i
\(346\) 56.5108 12.8982i 3.03804 0.693413i
\(347\) −6.15960 1.40589i −0.330665 0.0754721i 0.0539655 0.998543i \(-0.482814\pi\)
−0.384630 + 0.923071i \(0.625671\pi\)
\(348\) −23.2541 + 11.1986i −1.24655 + 0.600308i
\(349\) 0.113812 + 0.142716i 0.00609221 + 0.00763940i 0.784868 0.619663i \(-0.212731\pi\)
−0.778776 + 0.627302i \(0.784159\pi\)
\(350\) 23.8299i 1.27376i
\(351\) 43.4428i 2.31881i
\(352\) 58.8644 46.9428i 3.13748 2.50206i
\(353\) −8.01907 3.86178i −0.426812 0.205542i 0.208131 0.978101i \(-0.433262\pi\)
−0.634943 + 0.772559i \(0.718976\pi\)
\(354\) −91.2647 72.7812i −4.85066 3.86828i
\(355\) 4.36399 + 2.10159i 0.231616 + 0.111541i
\(356\) 0.213303 + 0.934541i 0.0113050 + 0.0495306i
\(357\) 35.9188 0.635533i 1.90102 0.0336360i
\(358\) 12.7526 + 55.8726i 0.673994 + 2.95296i
\(359\) −27.7889 + 13.3824i −1.46664 + 0.706297i −0.985394 0.170288i \(-0.945530\pi\)
−0.481247 + 0.876585i \(0.659816\pi\)
\(360\) 53.5290 + 42.6880i 2.82123 + 2.24985i
\(361\) −11.7565 + 14.7422i −0.618762 + 0.775903i
\(362\) 26.4652 + 6.04050i 1.39098 + 0.317482i
\(363\) −16.0928 33.4171i −0.844655 1.75394i
\(364\) 33.3704 69.2943i 1.74908 3.63201i
\(365\) −0.256387 + 1.12330i −0.0134199 + 0.0587964i
\(366\) −17.8433 + 78.1767i −0.932685 + 4.08636i
\(367\) 3.19108 6.62636i 0.166573 0.345893i −0.800927 0.598761i \(-0.795660\pi\)
0.967501 + 0.252869i \(0.0813740\pi\)
\(368\) −32.3206 67.1143i −1.68483 3.49858i
\(369\) 0.770669 + 0.175900i 0.0401194 + 0.00915700i
\(370\) −5.69715 + 7.14400i −0.296181 + 0.371399i
\(371\) 24.6051 + 19.6219i 1.27743 + 1.01872i
\(372\) 85.7810 41.3099i 4.44754 2.14182i
\(373\) 1.85127 + 8.11096i 0.0958553 + 0.419970i 0.999973 0.00731336i \(-0.00232794\pi\)
−0.904118 + 0.427283i \(0.859471\pi\)
\(374\) −0.943711 53.3362i −0.0487982 2.75795i
\(375\) 7.44594 + 32.6228i 0.384507 + 1.68463i
\(376\) −58.9334 28.3808i −3.03926 1.46363i
\(377\) 6.75905 + 5.39016i 0.348109 + 0.277607i
\(378\) 59.8306 + 28.8129i 3.07736 + 1.48198i
\(379\) −12.7869 + 10.1972i −0.656821 + 0.523797i −0.894227 0.447613i \(-0.852274\pi\)
0.237406 + 0.971410i \(0.423703\pi\)
\(380\) 2.72315i 0.139695i
\(381\) 41.2020i 2.11084i
\(382\) −31.3671 39.3330i −1.60488 2.01245i
\(383\) 18.1639 8.74726i 0.928131 0.446964i 0.0921637 0.995744i \(-0.470622\pi\)
0.835967 + 0.548780i \(0.184907\pi\)
\(384\) 44.1713 + 10.0818i 2.25411 + 0.514485i
\(385\) −19.3262 + 4.41108i −0.984954 + 0.224809i
\(386\) 49.2706i 2.50781i
\(387\) 28.3791 25.8459i 1.44259 1.31382i
\(388\) 46.5991i 2.36571i
\(389\) −6.91422 30.2932i −0.350565 1.53592i −0.775881 0.630880i \(-0.782694\pi\)
0.425316 0.905045i \(-0.360163\pi\)
\(390\) 12.6446 55.3996i 0.640284 2.80527i
\(391\) −24.8705 5.21542i −1.25775 0.263755i
\(392\) −8.21615 10.3027i −0.414978 0.520366i
\(393\) 7.28259 0.367358
\(394\) 23.0419i 1.16083i
\(395\) −6.44442 8.08105i −0.324254 0.406602i
\(396\) 63.1582 131.149i 3.17382 6.59051i
\(397\) −6.48586 5.17230i −0.325516 0.259590i 0.447072 0.894498i \(-0.352467\pi\)
−0.772588 + 0.634908i \(0.781038\pi\)
\(398\) 8.74292 18.1549i 0.438243 0.910021i
\(399\) 0.735919 + 3.22427i 0.0368420 + 0.161415i
\(400\) 22.9612 + 28.7924i 1.14806 + 1.43962i
\(401\) −15.4021 + 3.51544i −0.769146 + 0.175553i −0.589050 0.808096i \(-0.700498\pi\)
−0.180096 + 0.983649i \(0.557641\pi\)
\(402\) 27.9699 + 58.0800i 1.39501 + 2.89677i
\(403\) −24.9331 19.8835i −1.24201 0.990467i
\(404\) −54.8224 + 68.7452i −2.72752 + 3.42020i
\(405\) 10.4965 + 2.39575i 0.521574 + 0.119046i
\(406\) 11.9063 5.73379i 0.590901 0.284563i
\(407\) 10.6841 + 5.14521i 0.529593 + 0.255038i
\(408\) 79.1322 65.4292i 3.91763 3.23923i
\(409\) 4.86907 21.3328i 0.240760 1.05484i −0.699567 0.714567i \(-0.746624\pi\)
0.940327 0.340272i \(-0.110519\pi\)
\(410\) −0.454143 0.218704i −0.0224285 0.0108010i
\(411\) −19.6007 40.7012i −0.966830 2.00764i
\(412\) 2.30185 10.0850i 0.113404 0.496855i
\(413\) 33.6274 + 26.8170i 1.65470 + 1.31958i
\(414\) −75.3349 60.0776i −3.70251 2.95265i
\(415\) 3.06790 + 6.37055i 0.150597 + 0.312718i
\(416\) −17.6954 77.5286i −0.867589 3.80115i
\(417\) 24.5848 + 30.8284i 1.20392 + 1.50967i
\(418\) 4.78776 1.09278i 0.234177 0.0534494i
\(419\) −6.95699 + 14.4463i −0.339871 + 0.705750i −0.998925 0.0463453i \(-0.985243\pi\)
0.659054 + 0.752096i \(0.270957\pi\)
\(420\) −48.8715 38.9737i −2.38469 1.90172i
\(421\) −14.9037 7.17726i −0.726363 0.349798i 0.0338895 0.999426i \(-0.489211\pi\)
−0.760253 + 0.649628i \(0.774925\pi\)
\(422\) −32.5045 + 25.9215i −1.58230 + 1.26184i
\(423\) −45.7489 −2.22439
\(424\) 89.9502 4.36837
\(425\) 12.5609 0.222248i 0.609294 0.0107806i
\(426\) 24.8165 11.9510i 1.20236 0.579028i
\(427\) 6.57455 28.8050i 0.318165 1.39397i
\(428\) 80.0710 18.2757i 3.87038 0.883389i
\(429\) −73.7454 −3.56046
\(430\) −21.3098 + 12.0408i −1.02765 + 0.580660i
\(431\) 35.5933i 1.71447i 0.514926 + 0.857234i \(0.327819\pi\)
−0.514926 + 0.857234i \(0.672181\pi\)
\(432\) 100.053 22.8364i 4.81378 1.09871i
\(433\) 4.19249 18.3685i 0.201478 0.882733i −0.768560 0.639778i \(-0.779026\pi\)
0.970038 0.242955i \(-0.0781167\pi\)
\(434\) −43.9206 + 21.1511i −2.10826 + 1.01528i
\(435\) 5.49339 4.38083i 0.263388 0.210045i
\(436\) 38.8437i 1.86028i
\(437\) 2.33937i 0.111907i
\(438\) 4.08518 + 5.12265i 0.195197 + 0.244770i
\(439\) −8.61452 + 17.8882i −0.411149 + 0.853759i 0.587848 + 0.808972i \(0.299975\pi\)
−0.998997 + 0.0447875i \(0.985739\pi\)
\(440\) −35.3259 + 44.2973i −1.68410 + 2.11179i
\(441\) −8.30382 3.99891i −0.395420 0.190424i
\(442\) −51.1879 23.5445i −2.43476 1.11990i
\(443\) −24.4343 30.6396i −1.16091 1.45573i −0.865886 0.500241i \(-0.833245\pi\)
−0.295021 0.955491i \(-0.595327\pi\)
\(444\) 8.32088 + 36.4561i 0.394891 + 1.73013i
\(445\) −0.113223 0.235111i −0.00536730 0.0111453i
\(446\) −8.30084 + 10.4089i −0.393056 + 0.492877i
\(447\) 27.5307 + 21.9550i 1.30216 + 1.03843i
\(448\) −49.5015 11.2984i −2.33873 0.533799i
\(449\) −4.31587 8.96200i −0.203679 0.422943i 0.773960 0.633234i \(-0.218273\pi\)
−0.977639 + 0.210291i \(0.932559\pi\)
\(450\) 42.9193 + 20.6688i 2.02323 + 0.974338i
\(451\) −0.145564 + 0.637758i −0.00685435 + 0.0300309i
\(452\) −11.6080 2.64945i −0.545995 0.124620i
\(453\) 2.66162 5.52691i 0.125054 0.259677i
\(454\) 28.9229 + 60.0589i 1.35742 + 2.81871i
\(455\) −4.65903 + 20.4125i −0.218419 + 0.956954i
\(456\) 7.39031 + 5.89357i 0.346083 + 0.275992i
\(457\) −4.53770 + 5.69010i −0.212265 + 0.266172i −0.876553 0.481305i \(-0.840163\pi\)
0.664289 + 0.747476i \(0.268735\pi\)
\(458\) −34.1213 + 16.4319i −1.59438 + 0.767814i
\(459\) 14.6295 31.8058i 0.682845 1.48457i
\(460\) 27.5684 + 34.5697i 1.28539 + 1.61182i
\(461\) 6.05212 + 26.5161i 0.281875 + 1.23498i 0.895386 + 0.445291i \(0.146900\pi\)
−0.613511 + 0.789686i \(0.710243\pi\)
\(462\) −48.9107 + 101.564i −2.27553 + 4.72519i
\(463\) −5.25726 + 6.59240i −0.244326 + 0.306375i −0.888840 0.458217i \(-0.848488\pi\)
0.644514 + 0.764592i \(0.277060\pi\)
\(464\) 8.86102 18.4001i 0.411363 0.854203i
\(465\) −20.2643 + 16.1602i −0.939734 + 0.749413i
\(466\) 59.0769i 2.73668i
\(467\) −36.0171 −1.66667 −0.833337 0.552765i \(-0.813573\pi\)
−0.833337 + 0.552765i \(0.813573\pi\)
\(468\) −95.8598 120.204i −4.43112 5.55645i
\(469\) −10.3058 21.4002i −0.475877 0.988168i
\(470\) 28.4407 + 6.49141i 1.31187 + 0.299426i
\(471\) 24.1983 5.52311i 1.11500 0.254491i
\(472\) 122.934 5.65847
\(473\) 21.3885 + 23.4848i 0.983443 + 1.07983i
\(474\) −58.7775 −2.69974
\(475\) 0.257353 + 1.12754i 0.0118082 + 0.0517350i
\(476\) −47.7665 + 39.4949i −2.18937 + 1.81025i
\(477\) 56.6815 27.2964i 2.59527 1.24981i
\(478\) −38.0787 47.7491i −1.74168 2.18400i
\(479\) 27.0075i 1.23401i 0.786961 + 0.617003i \(0.211653\pi\)
−0.786961 + 0.617003i \(0.788347\pi\)
\(480\) −64.6316 −2.95001
\(481\) 9.79249 7.80925i 0.446499 0.356071i
\(482\) 2.24614 4.66417i 0.102309 0.212447i
\(483\) 41.9839 + 33.4811i 1.91033 + 1.52344i
\(484\) 57.6540 + 27.7647i 2.62064 + 1.26203i
\(485\) −2.82284 12.3677i −0.128178 0.561586i
\(486\) −5.32418 + 4.24589i −0.241510 + 0.192598i
\(487\) −9.41598 + 2.14914i −0.426679 + 0.0973866i −0.430467 0.902606i \(-0.641651\pi\)
0.00378857 + 0.999993i \(0.498794\pi\)
\(488\) −36.6403 76.0844i −1.65863 3.44418i
\(489\) −3.41207 + 4.27861i −0.154299 + 0.193485i
\(490\) 4.59482 + 3.66425i 0.207573 + 0.165534i
\(491\) 2.52815 11.0765i 0.114094 0.499877i −0.885299 0.465023i \(-0.846046\pi\)
0.999392 0.0348541i \(-0.0110967\pi\)
\(492\) −1.85850 + 0.895005i −0.0837875 + 0.0403499i
\(493\) −3.13336 6.22243i −0.141119 0.280244i
\(494\) 1.15420 5.05688i 0.0519300 0.227520i
\(495\) −8.81788 + 38.6337i −0.396334 + 1.73645i
\(496\) −32.6869 + 67.8751i −1.46769 + 3.04768i
\(497\) −9.14389 + 4.40346i −0.410159 + 0.197522i
\(498\) 39.2010 + 8.94736i 1.75664 + 0.400941i
\(499\) −13.5493 10.8052i −0.606550 0.483707i 0.271396 0.962468i \(-0.412515\pi\)
−0.877946 + 0.478761i \(0.841086\pi\)
\(500\) −45.1359 35.9947i −2.01854 1.60973i
\(501\) −1.62314 + 0.781664i −0.0725167 + 0.0349222i
\(502\) 3.18689 + 13.9627i 0.142238 + 0.623185i
\(503\) 15.1709 12.0984i 0.676438 0.539441i −0.223911 0.974610i \(-0.571883\pi\)
0.900349 + 0.435168i \(0.143311\pi\)
\(504\) −139.861 + 31.9223i −6.22989 + 1.42193i
\(505\) 10.3858 21.5663i 0.462161 0.959688i
\(506\) 49.7165 62.3425i 2.21017 2.77146i
\(507\) −17.0122 + 35.3262i −0.755538 + 1.56889i
\(508\) −44.3209 55.5766i −1.96642 2.46581i
\(509\) −6.67205 −0.295733 −0.147867 0.989007i \(-0.547241\pi\)
−0.147867 + 0.989007i \(0.547241\pi\)
\(510\) −27.9134 + 36.3016i −1.23603 + 1.60746i
\(511\) −1.50523 1.88749i −0.0665872 0.0834978i
\(512\) 13.0250 6.27249i 0.575627 0.277208i
\(513\) 3.14212 + 0.717167i 0.138728 + 0.0316637i
\(514\) −3.62423 15.8788i −0.159858 0.700384i
\(515\) 2.81606i 0.124091i
\(516\) −15.8476 + 98.9032i −0.697653 + 4.35397i
\(517\) 37.8590i 1.66504i
\(518\) −4.26036 18.6659i −0.187190 0.820131i
\(519\) −14.3693 + 62.9561i −0.630743 + 2.76347i
\(520\) 25.9650 + 53.9168i 1.13864 + 2.36441i
\(521\) −19.5468 + 15.5881i −0.856362 + 0.682926i −0.949854 0.312694i \(-0.898768\pi\)
0.0934922 + 0.995620i \(0.470197\pi\)
\(522\) 26.4173i 1.15625i
\(523\) 36.7190 1.60561 0.802806 0.596241i \(-0.203340\pi\)
0.802806 + 0.596241i \(0.203340\pi\)
\(524\) −9.82334 + 7.83385i −0.429135 + 0.342223i
\(525\) −23.9188 11.5187i −1.04390 0.502716i
\(526\) 19.3684 24.2872i 0.844501 1.05897i
\(527\) 11.5585 + 22.9536i 0.503495 + 0.999874i
\(528\) 38.7654 + 169.842i 1.68705 + 7.39143i
\(529\) −9.34288 11.7156i −0.406212 0.509374i
\(530\) −39.1103 + 8.92667i −1.69884 + 0.387750i
\(531\) 77.4657 37.3055i 3.36172 1.61892i
\(532\) −4.46100 3.55753i −0.193409 0.154238i
\(533\) 0.540191 + 0.430788i 0.0233982 + 0.0186595i
\(534\) −1.44675 0.330210i −0.0626068 0.0142896i
\(535\) −20.1442 + 9.70092i −0.870909 + 0.419407i
\(536\) −61.1656 29.4558i −2.64195 1.27230i
\(537\) −62.2451 14.2070i −2.68608 0.613079i
\(538\) 25.7175 + 5.86985i 1.10876 + 0.253067i
\(539\) 3.30925 6.87173i 0.142540 0.295986i
\(540\) −54.8836 + 26.4306i −2.36182 + 1.13739i
\(541\) 11.9500 + 2.72751i 0.513771 + 0.117265i 0.471543 0.881843i \(-0.343697\pi\)
0.0422282 + 0.999108i \(0.486554\pi\)
\(542\) 13.2279 16.5873i 0.568188 0.712486i
\(543\) −18.8555 + 23.6441i −0.809167 + 1.01466i
\(544\) −13.1526 + 62.7201i −0.563912 + 2.68910i
\(545\) −2.35303 10.3093i −0.100793 0.441603i
\(546\) 74.2353 + 93.0881i 3.17698 + 3.98380i
\(547\) −6.23292 + 1.42262i −0.266500 + 0.0608270i −0.353683 0.935365i \(-0.615071\pi\)
0.0871825 + 0.996192i \(0.472214\pi\)
\(548\) 70.2211 + 33.8167i 2.99970 + 1.44458i
\(549\) −46.1772 36.8251i −1.97080 1.57166i
\(550\) −17.1042 + 35.5173i −0.729327 + 1.51446i
\(551\) 0.501438 0.399883i 0.0213620 0.0170356i
\(552\) 153.483 6.53267
\(553\) 21.6572 0.920956
\(554\) −13.4067 + 10.6915i −0.569597 + 0.454238i
\(555\) −4.41681 9.17159i −0.187483 0.389312i
\(556\) −66.3240 15.1380i −2.81276 0.641995i
\(557\) −2.43896 10.6858i −0.103342 0.452772i −0.999951 0.00994735i \(-0.996834\pi\)
0.896608 0.442825i \(-0.146024\pi\)
\(558\) 97.4492i 4.12535i
\(559\) 32.1502 9.59108i 1.35981 0.405660i
\(560\) 49.4609 2.09011
\(561\) 53.9913 + 24.8339i 2.27951 + 1.04849i
\(562\) 8.85210 38.7836i 0.373403 1.63599i
\(563\) −12.6538 + 6.09377i −0.533296 + 0.256822i −0.681094 0.732196i \(-0.738496\pi\)
0.147799 + 0.989017i \(0.452781\pi\)
\(564\) 93.3363 74.4332i 3.93017 3.13420i
\(565\) 3.24132 0.136363
\(566\) 12.3794i 0.520345i
\(567\) −17.6373 + 14.0652i −0.740695 + 0.590685i
\(568\) −12.5859 + 26.1349i −0.528093 + 1.09660i
\(569\) 0.939021 1.17750i 0.0393658 0.0493632i −0.761759 0.647861i \(-0.775664\pi\)
0.801125 + 0.598497i \(0.204235\pi\)
\(570\) −3.79818 1.82911i −0.159088 0.0766128i
\(571\) 16.5529 3.77810i 0.692719 0.158108i 0.138355 0.990383i \(-0.455819\pi\)
0.554364 + 0.832274i \(0.312962\pi\)
\(572\) 99.4737 79.3276i 4.15920 3.31685i
\(573\) 54.6416 12.4716i 2.28269 0.521008i
\(574\) 0.951567 0.458251i 0.0397176 0.0191270i
\(575\) 14.6819 + 11.7084i 0.612278 + 0.488276i
\(576\) −63.2842 + 79.3558i −2.63684 + 3.30649i
\(577\) −2.91156 + 12.7564i −0.121210 + 0.531055i 0.877467 + 0.479637i \(0.159231\pi\)
−0.998677 + 0.0514189i \(0.983626\pi\)
\(578\) 29.5476 + 34.4753i 1.22902 + 1.43398i
\(579\) 49.4543 + 23.8159i 2.05525 + 0.989757i
\(580\) −2.69748 + 11.8184i −0.112007 + 0.490734i
\(581\) −14.4440 3.29675i −0.599238 0.136772i
\(582\) −64.9952 31.3000i −2.69414 1.29743i
\(583\) 22.5888 + 46.9061i 0.935532 + 1.94265i
\(584\) −6.72721 1.53544i −0.278374 0.0635370i
\(585\) 32.7233 + 26.0960i 1.35294 + 1.07893i
\(586\) 6.96830 8.73797i 0.287858 0.360962i
\(587\) −15.4129 + 7.42244i −0.636157 + 0.306357i −0.724024 0.689775i \(-0.757709\pi\)
0.0878668 + 0.996132i \(0.471995\pi\)
\(588\) 23.4475 5.35175i 0.966961 0.220702i
\(589\) −1.84973 + 1.47511i −0.0762167 + 0.0607808i
\(590\) −53.4514 + 12.1999i −2.20056 + 0.502263i
\(591\) −23.1278 11.1378i −0.951351 0.458147i
\(592\) −23.1330 18.4479i −0.950758 0.758205i
\(593\) −24.5207 11.8085i −1.00694 0.484918i −0.143654 0.989628i \(-0.545885\pi\)
−0.863289 + 0.504710i \(0.831599\pi\)
\(594\) 68.4937 + 85.8884i 2.81033 + 3.52404i
\(595\) 10.2850 13.3757i 0.421643 0.548350i
\(596\) −60.7525 −2.48852
\(597\) 13.9965 + 17.5510i 0.572838 + 0.718316i
\(598\) −36.5422 75.8807i −1.49432 3.10299i
\(599\) 1.61092 7.05788i 0.0658202 0.288377i −0.931296 0.364262i \(-0.881321\pi\)
0.997117 + 0.0758852i \(0.0241782\pi\)
\(600\) −73.9762 + 16.8846i −3.02007 + 0.689311i
\(601\) 37.1574i 1.51568i −0.652439 0.757841i \(-0.726254\pi\)
0.652439 0.757841i \(-0.273746\pi\)
\(602\) 8.11413 50.6393i 0.330707 2.06390i
\(603\) −47.4818 −1.93361
\(604\) 2.35507 + 10.3182i 0.0958264 + 0.419843i
\(605\) −16.9836 3.87639i −0.690480 0.157598i
\(606\) −59.0603 122.640i −2.39916 4.98191i
\(607\) −15.3773 + 12.2630i −0.624147 + 0.497741i −0.883740 0.467977i \(-0.844983\pi\)
0.259593 + 0.965718i \(0.416411\pi\)
\(608\) −5.89958 −0.239260
\(609\) 14.7223i 0.596576i
\(610\) 23.4818 + 29.4452i 0.950750 + 1.19220i
\(611\) −36.0271 17.3497i −1.45750 0.701895i
\(612\) 29.7028 + 120.286i 1.20066 + 4.86228i
\(613\) 7.71231 + 3.71405i 0.311497 + 0.150009i 0.583100 0.812400i \(-0.301839\pi\)
−0.271603 + 0.962409i \(0.587554\pi\)
\(614\) 14.8627 + 65.1177i 0.599809 + 2.62794i
\(615\) 0.439038 0.350121i 0.0177037 0.0141182i
\(616\) −26.4169 115.740i −1.06437 4.66330i
\(617\) −8.10221 16.8244i −0.326183 0.677325i 0.671805 0.740728i \(-0.265519\pi\)
−0.997988 + 0.0634025i \(0.979805\pi\)
\(618\) 12.5202 + 9.98455i 0.503637 + 0.401637i
\(619\) 0.311240 + 0.248206i 0.0125098 + 0.00997623i 0.629725 0.776818i \(-0.283168\pi\)
−0.617215 + 0.786795i \(0.711739\pi\)
\(620\) 9.95060 43.5964i 0.399626 1.75087i
\(621\) 47.1488 22.7056i 1.89201 0.911146i
\(622\) −21.4045 + 44.4469i −0.858243 + 1.78216i
\(623\) 0.533068 + 0.121669i 0.0213569 + 0.00487458i
\(624\) 179.389 + 40.9444i 7.18131 + 1.63909i
\(625\) 0.433734 + 0.208875i 0.0173493 + 0.00835500i
\(626\) 27.0065 + 56.0795i 1.07940 + 2.24139i
\(627\) −1.21741 + 5.33383i −0.0486187 + 0.213013i
\(628\) −26.6994 + 33.4800i −1.06542 + 1.33600i
\(629\) −9.79916 + 2.41975i −0.390718 + 0.0964817i
\(630\) 57.6434 27.7596i 2.29657 1.10597i
\(631\) 1.33321 + 5.84115i 0.0530741 + 0.232533i 0.994507 0.104667i \(-0.0333775\pi\)
−0.941433 + 0.337199i \(0.890520\pi\)
\(632\) 48.3955 38.5941i 1.92507 1.53519i
\(633\) −10.3064 45.1554i −0.409643 1.79477i
\(634\) 7.12450 14.7942i 0.282950 0.587552i
\(635\) 15.1297 + 12.0655i 0.600402 + 0.478805i
\(636\) −71.2297 + 147.910i −2.82444 + 5.86502i
\(637\) −5.02269 6.29825i −0.199006 0.249546i
\(638\) 21.8613 0.865497
\(639\) 20.2881i 0.802583i
\(640\) 16.6371 13.2677i 0.657639 0.524450i
\(641\) −5.11079 10.6127i −0.201864 0.419175i 0.775320 0.631568i \(-0.217589\pi\)
−0.977184 + 0.212393i \(0.931874\pi\)
\(642\) −28.2922 + 123.956i −1.11661 + 4.89217i
\(643\) −16.0194 + 3.65632i −0.631743 + 0.144191i −0.526389 0.850244i \(-0.676455\pi\)
−0.105354 + 0.994435i \(0.533597\pi\)
\(644\) −92.6467 −3.65079
\(645\) −1.78521 27.2094i −0.0702928 1.07137i
\(646\) −2.54794 + 3.31362i −0.100247 + 0.130373i
\(647\) 8.05692 + 35.2997i 0.316750 + 1.38777i 0.843215 + 0.537576i \(0.180660\pi\)
−0.526465 + 0.850197i \(0.676483\pi\)
\(648\) −14.3476 + 62.8609i −0.563627 + 2.46941i
\(649\) 30.8717 + 64.1058i 1.21182 + 2.51637i
\(650\) 25.9603 + 32.5532i 1.01825 + 1.27684i
\(651\) 54.3082i 2.12851i
\(652\) 9.44168i 0.369765i
\(653\) −17.3633 + 13.8468i −0.679478 + 0.541865i −0.901286 0.433225i \(-0.857376\pi\)
0.221808 + 0.975090i \(0.428804\pi\)
\(654\) −54.1781 26.0908i −2.11853 1.02023i
\(655\) 2.13261 2.67421i 0.0833281 0.104490i
\(656\) 0.708182 1.47056i 0.0276499 0.0574156i
\(657\) −4.70505 + 1.07390i −0.183561 + 0.0418967i
\(658\) −47.7890 + 38.1105i −1.86301 + 1.48570i
\(659\) −1.44149 6.31557i −0.0561524 0.246020i 0.939060 0.343752i \(-0.111698\pi\)
−0.995213 + 0.0977327i \(0.968841\pi\)
\(660\) −44.8666 93.1665i −1.74643 3.62650i
\(661\) 14.7389 18.4820i 0.573277 0.718867i −0.407673 0.913128i \(-0.633660\pi\)
0.980950 + 0.194261i \(0.0622310\pi\)
\(662\) 20.9215 26.2347i 0.813137 1.01964i
\(663\) 48.3750 39.9981i 1.87873 1.55340i
\(664\) −38.1518 + 18.3729i −1.48058 + 0.713008i
\(665\) 1.39948 + 0.673953i 0.0542694 + 0.0261348i
\(666\) −37.3137 8.51660i −1.44587 0.330011i
\(667\) 2.31732 10.1528i 0.0897269 0.393119i
\(668\) 1.34859 2.80038i 0.0521786 0.108350i
\(669\) −6.43536 13.3632i −0.248805 0.516649i
\(670\) 29.5180 + 6.73728i 1.14038 + 0.260284i
\(671\) 30.4742 38.2134i 1.17644 1.47521i
\(672\) 84.4348 105.878i 3.25714 4.08433i
\(673\) −11.4714 23.8206i −0.442189 0.918215i −0.996314 0.0857816i \(-0.972661\pi\)
0.554125 0.832434i \(-0.313053\pi\)
\(674\) −71.3075 + 16.2755i −2.74666 + 0.626908i
\(675\) −20.2271 + 16.1306i −0.778540 + 0.620865i
\(676\) −15.0528 65.9507i −0.578955 2.53657i
\(677\) 21.5497 44.7484i 0.828222 1.71982i 0.145228 0.989398i \(-0.453609\pi\)
0.682995 0.730423i \(-0.260677\pi\)
\(678\) 11.4923 14.4109i 0.441361 0.553449i
\(679\) 23.9481 + 11.5328i 0.919045 + 0.442589i
\(680\) −0.853150 48.2179i −0.0327168 1.84907i
\(681\) −74.2633 −2.84578
\(682\) −80.6430 −3.08798
\(683\) 33.2167 26.4894i 1.27100 1.01359i 0.272321 0.962206i \(-0.412209\pi\)
0.998679 0.0513827i \(-0.0163628\pi\)
\(684\) −10.2766 + 4.94894i −0.392935 + 0.189227i
\(685\) −20.6856 4.72134i −0.790355 0.180393i
\(686\) 41.3685 9.44210i 1.57946 0.360501i
\(687\) 42.1912i 1.60970i
\(688\) −38.9893 69.0030i −1.48645 2.63072i
\(689\) 54.9882 2.09488
\(690\) −66.7343 + 15.2317i −2.54053 + 0.579860i
\(691\) 11.3808 + 2.59759i 0.432945 + 0.0988168i 0.433439 0.901183i \(-0.357300\pi\)
−0.000493946 1.00000i \(0.500157\pi\)
\(692\) −48.3391 100.377i −1.83758 3.81577i
\(693\) −51.7690 64.9163i −1.96654 2.46597i
\(694\) 16.8746i 0.640552i
\(695\) 18.5197 0.702494
\(696\) 26.2358 + 32.8987i 0.994466 + 1.24702i
\(697\) −0.250421 0.497303i −0.00948539 0.0188367i
\(698\) 0.303978 0.381176i 0.0115057 0.0144277i
\(699\) 59.2971 + 28.5560i 2.24282 + 1.08009i
\(700\) 44.6542 10.1920i 1.68777 0.385222i
\(701\) 16.5439 + 20.7454i 0.624855 + 0.783544i 0.989019 0.147791i \(-0.0472164\pi\)
−0.364163 + 0.931335i \(0.618645\pi\)
\(702\) 113.121 25.8192i 4.26949 0.974482i
\(703\) −0.403167 0.837185i −0.0152057 0.0315750i
\(704\) −65.6700 52.3701i −2.47503 1.97377i
\(705\) −20.2630 + 25.4090i −0.763149 + 0.956958i
\(706\) −5.28980 + 23.1761i −0.199084 + 0.872245i
\(707\) 21.7614 + 45.1880i 0.818421 + 1.69947i
\(708\) −97.3486 + 202.146i −3.65858 + 7.59713i
\(709\) −0.291932 0.0666315i −0.0109637 0.00250240i 0.217036 0.976164i \(-0.430361\pi\)
−0.227999 + 0.973661i \(0.573218\pi\)
\(710\) 2.87871 12.6125i 0.108036 0.473338i
\(711\) 18.7843 39.0060i 0.704465 1.46284i
\(712\) 1.40802 0.678069i 0.0527679 0.0254117i
\(713\) −8.54824 + 37.4523i −0.320134 + 1.40260i
\(714\) −23.0023 93.1516i −0.860840 3.48611i
\(715\) −21.5954 + 27.0798i −0.807622 + 1.01273i
\(716\) 99.2437 47.7932i 3.70891 1.78612i
\(717\) 66.3333 15.1401i 2.47726 0.565419i
\(718\) 51.3623 + 64.4063i 1.91682 + 2.40362i
\(719\) 29.3508 6.69913i 1.09460 0.249835i 0.363150 0.931731i \(-0.381701\pi\)
0.731450 + 0.681895i \(0.238844\pi\)
\(720\) 42.8998 89.0823i 1.59878 3.31990i
\(721\) −4.61320 3.67891i −0.171805 0.137010i
\(722\) 45.3745 + 21.8512i 1.68866 + 0.813217i
\(723\) 3.59584 + 4.50904i 0.133731 + 0.167693i
\(724\) 52.1758i 1.93910i
\(725\) 5.14843i 0.191208i
\(726\) −77.4509 + 61.7650i −2.87447 + 2.29232i
\(727\) 33.7819 16.2685i 1.25290 0.603366i 0.314614 0.949220i \(-0.398125\pi\)
0.938288 + 0.345854i \(0.112411\pi\)
\(728\) −122.246 27.9018i −4.53074 1.03411i
\(729\) −6.83104 29.9288i −0.253002 1.10847i
\(730\) 3.07736 0.113898
\(731\) −26.7680 3.80472i −0.990049 0.140723i
\(732\) 154.124 5.69660
\(733\) 1.35105 + 5.91933i 0.0499021 + 0.218636i 0.993731 0.111800i \(-0.0356616\pi\)
−0.943829 + 0.330435i \(0.892804\pi\)
\(734\) −19.1510 4.37109i −0.706876 0.161340i
\(735\) −5.89891 + 2.84076i −0.217584 + 0.104783i
\(736\) −74.8937 + 59.7257i −2.76062 + 2.20152i
\(737\) 39.2930i 1.44738i
\(738\) 2.11130i 0.0777179i
\(739\) 17.9414 + 22.4978i 0.659984 + 0.827593i 0.993341 0.115207i \(-0.0367532\pi\)
−0.333358 + 0.942800i \(0.608182\pi\)
\(740\) 15.8236 + 7.62024i 0.581687 + 0.280126i
\(741\) 4.51783 + 3.60285i 0.165967 + 0.132354i
\(742\) 36.4703 75.7313i 1.33887 2.78018i
\(743\) 15.2146 3.47263i 0.558169 0.127398i 0.0658756 0.997828i \(-0.479016\pi\)
0.492293 + 0.870429i \(0.336159\pi\)
\(744\) −96.7799 121.358i −3.54812 4.44920i
\(745\) 16.1240 3.68020i 0.590738 0.134832i
\(746\) 20.0200 9.64111i 0.732983 0.352986i
\(747\) −18.4656 + 23.1551i −0.675621 + 0.847202i
\(748\) −99.5415 + 24.5802i −3.63960 + 0.898742i
\(749\) 10.4246 45.6730i 0.380905 1.66885i
\(750\) 80.5216 38.7771i 2.94023 1.41594i
\(751\) 2.51059 5.21329i 0.0916127 0.190236i −0.850128 0.526577i \(-0.823475\pi\)
0.941740 + 0.336341i \(0.109190\pi\)
\(752\) −21.0198 + 92.0937i −0.766513 + 3.35831i
\(753\) −15.5552 3.55037i −0.566862 0.129383i
\(754\) 10.0184 20.8035i 0.364850 0.757618i
\(755\) −1.25009 2.59585i −0.0454956 0.0944726i
\(756\) 28.4022 124.438i 1.03298 4.52577i