Properties

Label 731.2.k.a.35.1
Level 731
Weight 2
Character 731.35
Analytic conductor 5.837
Analytic rank 0
Dimension 180
CM no
Inner twists 2

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Newspace parameters

Level: \( N \) = \( 731 = 17 \cdot 43 \)
Weight: \( k \) = \( 2 \)
Character orbit: \([\chi]\) = 731.k (of order \(7\), degree \(6\), minimal)

Newform invariants

Self dual: no
Analytic conductor: \(5.83706438776\)
Analytic rank: \(0\)
Dimension: \(180\)
Relative dimension: \(30\) over \(\Q(\zeta_{7})\)
Coefficient ring index: multiple of None
Twist minimal: yes
Sato-Tate group: $\mathrm{SU}(2)[C_{7}]$

Embedding invariants

Embedding label 35.1
Character \(\chi\) = 731.35
Dual form 731.2.k.a.188.1

$q$-expansion

\(f(q)\) \(=\) \(q+(-0.598997 + 2.62438i) q^{2} +(-0.0443239 - 0.194196i) q^{3} +(-4.72662 - 2.27622i) q^{4} +(2.45202 - 3.07473i) q^{5} +0.536193 q^{6} -2.50591 q^{7} +(5.44818 - 6.83180i) q^{8} +(2.66716 - 1.28444i) q^{9} +O(q^{10})\) \(q+(-0.598997 + 2.62438i) q^{2} +(-0.0443239 - 0.194196i) q^{3} +(-4.72662 - 2.27622i) q^{4} +(2.45202 - 3.07473i) q^{5} +0.536193 q^{6} -2.50591 q^{7} +(5.44818 - 6.83180i) q^{8} +(2.66716 - 1.28444i) q^{9} +(6.60051 + 8.27677i) q^{10} +(-5.75244 + 2.77023i) q^{11} +(-0.232530 + 1.01878i) q^{12} +(-3.10721 + 3.89632i) q^{13} +(1.50103 - 6.57646i) q^{14} +(-0.705783 - 0.339887i) q^{15} +(8.12394 + 10.1871i) q^{16} +(0.623490 + 0.781831i) q^{17} +(1.77322 + 7.76900i) q^{18} +(-1.45869 - 0.702470i) q^{19} +(-18.5885 + 8.95175i) q^{20} +(0.111072 + 0.486638i) q^{21} +(-3.82443 - 16.7559i) q^{22} +(-7.11180 + 3.42486i) q^{23} +(-1.56819 - 0.755201i) q^{24} +(-2.32899 - 10.2040i) q^{25} +(-8.36420 - 10.4884i) q^{26} +(-0.740230 - 0.928219i) q^{27} +(11.8445 + 5.70401i) q^{28} +(-1.48269 + 6.49609i) q^{29} +(1.31475 - 1.64865i) q^{30} +(0.976715 - 4.27927i) q^{31} +(-15.8553 + 7.63550i) q^{32} +(0.792937 + 0.994312i) q^{33} +(-2.42529 + 1.16796i) q^{34} +(-6.14455 + 7.70502i) q^{35} -15.5303 q^{36} -1.02802 q^{37} +(2.71730 - 3.40738i) q^{38} +(0.894373 + 0.430707i) q^{39} +(-7.64693 - 33.5034i) q^{40} +(-0.218033 + 0.955265i) q^{41} -1.34365 q^{42} +(-1.66860 + 6.34159i) q^{43} +33.4952 q^{44} +(2.59062 - 11.3503i) q^{45} +(-4.72818 - 20.7155i) q^{46} +(-1.53917 - 0.741226i) q^{47} +(1.61821 - 2.02917i) q^{48} -0.720394 q^{49} +28.1741 q^{50} +(0.124193 - 0.155733i) q^{51} +(23.5555 - 11.3437i) q^{52} +(-4.35221 - 5.45750i) q^{53} +(2.87939 - 1.38664i) q^{54} +(-5.58737 + 24.4799i) q^{55} +(-13.6527 + 17.1199i) q^{56} +(-0.0717616 + 0.314408i) q^{57} +(-16.1601 - 7.78228i) q^{58} +(-0.00131688 - 0.00165131i) q^{59} +(2.56231 + 3.21303i) q^{60} +(0.788995 + 3.45681i) q^{61} +(10.6454 + 5.12654i) q^{62} +(-6.68367 + 3.21869i) q^{63} +(-4.74237 - 20.7777i) q^{64} +(4.36121 + 19.1077i) q^{65} +(-3.08442 + 1.48538i) q^{66} +(-0.151579 - 0.0729968i) q^{67} +(-1.16738 - 5.11462i) q^{68} +(0.980316 + 1.22928i) q^{69} +(-16.5403 - 20.7409i) q^{70} +(4.06911 + 1.95958i) q^{71} +(5.75615 - 25.2193i) q^{72} +(-1.65665 + 2.07737i) q^{73} +(0.615782 - 2.69792i) q^{74} +(-1.87834 + 0.904559i) q^{75} +(5.29571 + 6.64061i) q^{76} +(14.4151 - 6.94195i) q^{77} +(-1.66606 + 2.08918i) q^{78} -1.65076 q^{79} +51.2426 q^{80} +(5.38975 - 6.75853i) q^{81} +(-2.37637 - 1.14440i) q^{82} +(-0.921566 - 4.03764i) q^{83} +(0.582700 - 2.55298i) q^{84} +3.93273 q^{85} +(-15.6432 - 8.17763i) q^{86} +1.32723 q^{87} +(-12.4147 + 54.3922i) q^{88} +(-0.964016 - 4.22363i) q^{89} +(28.2356 + 13.5975i) q^{90} +(7.78641 - 9.76385i) q^{91} +41.4105 q^{92} -0.874308 q^{93} +(2.86722 - 3.59537i) q^{94} +(-5.73665 + 2.76262i) q^{95} +(2.18555 + 2.74059i) q^{96} +(-4.93769 + 2.37787i) q^{97} +(0.431514 - 1.89059i) q^{98} +(-11.7845 + 14.7773i) q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 180q - 4q^{2} - 6q^{3} - 34q^{4} - 6q^{5} - 14q^{6} + 66q^{7} + 2q^{8} - 26q^{9} + O(q^{10}) \) \( 180q - 4q^{2} - 6q^{3} - 34q^{4} - 6q^{5} - 14q^{6} + 66q^{7} + 2q^{8} - 26q^{9} - 8q^{10} - 12q^{11} - 24q^{12} - 5q^{13} - 8q^{14} - q^{15} - 58q^{16} - 30q^{17} + 36q^{18} - 24q^{19} - 36q^{20} - 28q^{21} + 5q^{22} + 27q^{23} - 46q^{24} - 38q^{25} + 6q^{26} - 36q^{27} - 54q^{28} + 28q^{29} - 21q^{30} + 36q^{31} + 11q^{32} + 5q^{33} - 4q^{34} + 6q^{35} + 192q^{36} + 164q^{37} + 32q^{38} - 34q^{39} + 2q^{40} + 42q^{41} - 2q^{42} - 22q^{43} + 14q^{44} + 58q^{45} - 53q^{46} + 21q^{47} - 20q^{48} + 166q^{49} + 18q^{50} - 6q^{51} + 54q^{52} + 8q^{53} - 154q^{54} - 5q^{55} - 35q^{56} + 8q^{57} + 9q^{58} - 13q^{59} - 88q^{60} - 34q^{61} - 36q^{62} - 31q^{63} - 18q^{64} + 9q^{65} + 222q^{66} - 48q^{67} - 27q^{68} + 2q^{69} - 64q^{70} - 42q^{71} + 77q^{72} - 44q^{73} - 35q^{74} - 21q^{75} + 44q^{76} - 32q^{77} + 124q^{78} - 96q^{79} + 490q^{80} - 12q^{81} - 130q^{82} - 8q^{83} + 170q^{84} + 22q^{85} - 12q^{86} - 90q^{87} - 122q^{88} - 81q^{89} + 49q^{90} - 27q^{91} - 116q^{92} + 18q^{93} - 124q^{94} + 117q^{95} + 52q^{96} - 79q^{97} - 54q^{98} - 39q^{99} + O(q^{100}) \)

Character values

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

\(n\) \(173\) \(562\)
\(\chi(n)\) \(1\) \(e\left(\frac{3}{7}\right)\)

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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −0.598997 + 2.62438i −0.423555 + 1.85571i 0.0874976 + 0.996165i \(0.472113\pi\)
−0.511052 + 0.859550i \(0.670744\pi\)
\(3\) −0.0443239 0.194196i −0.0255904 0.112119i 0.960520 0.278212i \(-0.0897419\pi\)
−0.986110 + 0.166093i \(0.946885\pi\)
\(4\) −4.72662 2.27622i −2.36331 1.13811i
\(5\) 2.45202 3.07473i 1.09658 1.37506i 0.176049 0.984381i \(-0.443668\pi\)
0.920526 0.390681i \(-0.127760\pi\)
\(6\) 0.536193 0.218900
\(7\) −2.50591 −0.947147 −0.473573 0.880754i \(-0.657036\pi\)
−0.473573 + 0.880754i \(0.657036\pi\)
\(8\) 5.44818 6.83180i 1.92622 2.41541i
\(9\) 2.66716 1.28444i 0.889053 0.428145i
\(10\) 6.60051 + 8.27677i 2.08726 + 2.61734i
\(11\) −5.75244 + 2.77023i −1.73443 + 0.835255i −0.749560 + 0.661937i \(0.769735\pi\)
−0.984866 + 0.173319i \(0.944551\pi\)
\(12\) −0.232530 + 1.01878i −0.0671256 + 0.294096i
\(13\) −3.10721 + 3.89632i −0.861786 + 1.08065i 0.134184 + 0.990956i \(0.457159\pi\)
−0.995970 + 0.0896886i \(0.971413\pi\)
\(14\) 1.50103 6.57646i 0.401168 1.75763i
\(15\) −0.705783 0.339887i −0.182232 0.0877585i
\(16\) 8.12394 + 10.1871i 2.03098 + 2.54677i
\(17\) 0.623490 + 0.781831i 0.151218 + 0.189622i
\(18\) 1.77322 + 7.76900i 0.417953 + 1.83117i
\(19\) −1.45869 0.702470i −0.334647 0.161158i 0.259012 0.965874i \(-0.416603\pi\)
−0.593659 + 0.804716i \(0.702317\pi\)
\(20\) −18.5885 + 8.95175i −4.15652 + 2.00167i
\(21\) 0.111072 + 0.486638i 0.0242379 + 0.106193i
\(22\) −3.82443 16.7559i −0.815371 3.57237i
\(23\) −7.11180 + 3.42486i −1.48291 + 0.714133i −0.987949 0.154781i \(-0.950533\pi\)
−0.494963 + 0.868914i \(0.664818\pi\)
\(24\) −1.56819 0.755201i −0.320106 0.154155i
\(25\) −2.32899 10.2040i −0.465797 2.04079i
\(26\) −8.36420 10.4884i −1.64036 2.05694i
\(27\) −0.740230 0.928219i −0.142457 0.178636i
\(28\) 11.8445 + 5.70401i 2.23840 + 1.07796i
\(29\) −1.48269 + 6.49609i −0.275329 + 1.20629i 0.628298 + 0.777973i \(0.283752\pi\)
−0.903627 + 0.428321i \(0.859105\pi\)
\(30\) 1.31475 1.64865i 0.240040 0.301001i
\(31\) 0.976715 4.27927i 0.175423 0.768579i −0.808283 0.588795i \(-0.799603\pi\)
0.983706 0.179785i \(-0.0575402\pi\)
\(32\) −15.8553 + 7.63550i −2.80284 + 1.34978i
\(33\) 0.792937 + 0.994312i 0.138033 + 0.173087i
\(34\) −2.42529 + 1.16796i −0.415934 + 0.200303i
\(35\) −6.14455 + 7.70502i −1.03862 + 1.30239i
\(36\) −15.5303 −2.58838
\(37\) −1.02802 −0.169006 −0.0845029 0.996423i \(-0.526930\pi\)
−0.0845029 + 0.996423i \(0.526930\pi\)
\(38\) 2.71730 3.40738i 0.440804 0.552750i
\(39\) 0.894373 + 0.430707i 0.143214 + 0.0689684i
\(40\) −7.64693 33.5034i −1.20909 5.29735i
\(41\) −0.218033 + 0.955265i −0.0340510 + 0.149187i −0.989096 0.147275i \(-0.952950\pi\)
0.955045 + 0.296462i \(0.0958069\pi\)
\(42\) −1.34365 −0.207330
\(43\) −1.66860 + 6.34159i −0.254459 + 0.967083i
\(44\) 33.4952 5.04959
\(45\) 2.59062 11.3503i 0.386187 1.69200i
\(46\) −4.72818 20.7155i −0.697132 3.05434i
\(47\) −1.53917 0.741226i −0.224511 0.108119i 0.318247 0.948008i \(-0.396906\pi\)
−0.542758 + 0.839889i \(0.682620\pi\)
\(48\) 1.61821 2.02917i 0.233568 0.292885i
\(49\) −0.720394 −0.102913
\(50\) 28.1741 3.98442
\(51\) 0.124193 0.155733i 0.0173905 0.0218070i
\(52\) 23.5555 11.3437i 3.26656 1.57309i
\(53\) −4.35221 5.45750i −0.597823 0.749646i 0.387214 0.921990i \(-0.373437\pi\)
−0.985037 + 0.172344i \(0.944866\pi\)
\(54\) 2.87939 1.38664i 0.391835 0.188698i
\(55\) −5.58737 + 24.4799i −0.753401 + 3.30086i
\(56\) −13.6527 + 17.1199i −1.82441 + 2.28774i
\(57\) −0.0717616 + 0.314408i −0.00950506 + 0.0416444i
\(58\) −16.1601 7.78228i −2.12192 1.02186i
\(59\) −0.00131688 0.00165131i −0.000171443 0.000214982i 0.781746 0.623597i \(-0.214329\pi\)
−0.781917 + 0.623382i \(0.785758\pi\)
\(60\) 2.56231 + 3.21303i 0.330793 + 0.414801i
\(61\) 0.788995 + 3.45681i 0.101020 + 0.442599i 0.999989 + 0.00458725i \(0.00146017\pi\)
−0.898969 + 0.438012i \(0.855683\pi\)
\(62\) 10.6454 + 5.12654i 1.35196 + 0.651071i
\(63\) −6.68367 + 3.21869i −0.842064 + 0.405516i
\(64\) −4.74237 20.7777i −0.592796 2.59721i
\(65\) 4.36121 + 19.1077i 0.540941 + 2.37002i
\(66\) −3.08442 + 1.48538i −0.379665 + 0.182837i
\(67\) −0.151579 0.0729968i −0.0185184 0.00891797i 0.424602 0.905380i \(-0.360414\pi\)
−0.443120 + 0.896462i \(0.646128\pi\)
\(68\) −1.16738 5.11462i −0.141565 0.620238i
\(69\) 0.980316 + 1.22928i 0.118016 + 0.147988i
\(70\) −16.5403 20.7409i −1.97694 2.47901i
\(71\) 4.06911 + 1.95958i 0.482914 + 0.232559i 0.659469 0.751732i \(-0.270781\pi\)
−0.176555 + 0.984291i \(0.556495\pi\)
\(72\) 5.75615 25.2193i 0.678369 2.97213i
\(73\) −1.65665 + 2.07737i −0.193896 + 0.243138i −0.869270 0.494337i \(-0.835411\pi\)
0.675374 + 0.737475i \(0.263982\pi\)
\(74\) 0.615782 2.69792i 0.0715832 0.313627i
\(75\) −1.87834 + 0.904559i −0.216891 + 0.104449i
\(76\) 5.29571 + 6.64061i 0.607459 + 0.761730i
\(77\) 14.4151 6.94195i 1.64276 0.791109i
\(78\) −1.66606 + 2.08918i −0.188645 + 0.236553i
\(79\) −1.65076 −0.185726 −0.0928628 0.995679i \(-0.529602\pi\)
−0.0928628 + 0.995679i \(0.529602\pi\)
\(80\) 51.2426 5.72910
\(81\) 5.38975 6.75853i 0.598861 0.750948i
\(82\) −2.37637 1.14440i −0.262427 0.126378i
\(83\) −0.921566 4.03764i −0.101155 0.443189i −0.999988 0.00489773i \(-0.998441\pi\)
0.898833 0.438291i \(-0.144416\pi\)
\(84\) 0.582700 2.55298i 0.0635778 0.278552i
\(85\) 3.93273 0.426565
\(86\) −15.6432 8.17763i −1.68685 0.881817i
\(87\) 1.32723 0.142294
\(88\) −12.4147 + 54.3922i −1.32341 + 5.79823i
\(89\) −0.964016 4.22363i −0.102186 0.447704i −0.999974 0.00727620i \(-0.997684\pi\)
0.897788 0.440428i \(-0.145173\pi\)
\(90\) 28.2356 + 13.5975i 2.97629 + 1.43331i
\(91\) 7.78641 9.76385i 0.816237 1.02353i
\(92\) 41.4105 4.31734
\(93\) −0.874308 −0.0906615
\(94\) 2.86722 3.59537i 0.295731 0.370835i
\(95\) −5.73665 + 2.76262i −0.588568 + 0.283439i
\(96\) 2.18555 + 2.74059i 0.223062 + 0.279711i
\(97\) −4.93769 + 2.37787i −0.501347 + 0.241436i −0.667425 0.744677i \(-0.732604\pi\)
0.166079 + 0.986112i \(0.446889\pi\)
\(98\) 0.431514 1.89059i 0.0435895 0.190978i
\(99\) −11.7845 + 14.7773i −1.18439 + 1.48517i
\(100\) −12.2182 + 53.5315i −1.22182 + 5.35315i
\(101\) −7.86868 3.78936i −0.782963 0.377055i −0.000697239 1.00000i \(-0.500222\pi\)
−0.782266 + 0.622945i \(0.785936\pi\)
\(102\) 0.334311 + 0.419212i 0.0331017 + 0.0415082i
\(103\) 0.623537 + 0.781891i 0.0614389 + 0.0770420i 0.811601 0.584212i \(-0.198596\pi\)
−0.750162 + 0.661254i \(0.770025\pi\)
\(104\) 9.69024 + 42.4557i 0.950206 + 4.16313i
\(105\) 1.76863 + 0.851728i 0.172601 + 0.0831202i
\(106\) 16.9295 8.15282i 1.64434 0.791872i
\(107\) −2.29462 10.0534i −0.221829 0.971897i −0.956100 0.293041i \(-0.905333\pi\)
0.734271 0.678857i \(-0.237524\pi\)
\(108\) 1.38595 + 6.07226i 0.133363 + 0.584303i
\(109\) 10.6446 5.12616i 1.01957 0.490997i 0.152033 0.988375i \(-0.451418\pi\)
0.867534 + 0.497378i \(0.165704\pi\)
\(110\) −60.8975 29.3267i −5.80635 2.79619i
\(111\) 0.0455660 + 0.199638i 0.00432493 + 0.0189488i
\(112\) −20.3579 25.5280i −1.92364 2.41217i
\(113\) 7.79047 + 9.76894i 0.732865 + 0.918984i 0.998989 0.0449548i \(-0.0143144\pi\)
−0.266124 + 0.963939i \(0.585743\pi\)
\(114\) −0.782141 0.376659i −0.0732542 0.0352774i
\(115\) −6.90772 + 30.2647i −0.644148 + 2.82220i
\(116\) 21.7946 27.3296i 2.02358 2.53749i
\(117\) −3.28285 + 14.3831i −0.303500 + 1.32972i
\(118\) 0.00512247 0.00246685i 0.000471561 0.000227092i
\(119\) −1.56241 1.95920i −0.143226 0.179600i
\(120\) −6.16728 + 2.97000i −0.562993 + 0.271123i
\(121\) 18.5580 23.2710i 1.68709 2.11554i
\(122\) −9.54458 −0.864126
\(123\) 0.195173 0.0175981
\(124\) −14.3571 + 18.0032i −1.28931 + 1.61674i
\(125\) −19.3688 9.32753i −1.73240 0.834279i
\(126\) −4.44355 19.4685i −0.395863 1.73439i
\(127\) 1.43485 6.28651i 0.127323 0.557838i −0.870517 0.492139i \(-0.836215\pi\)
0.997840 0.0656987i \(-0.0209276\pi\)
\(128\) 22.1730 1.95984
\(129\) 1.30547 + 0.0429512i 0.114940 + 0.00378165i
\(130\) −52.7581 −4.62719
\(131\) 1.94756 8.53282i 0.170159 0.745516i −0.815773 0.578372i \(-0.803688\pi\)
0.985932 0.167144i \(-0.0534545\pi\)
\(132\) −1.48464 6.50463i −0.129221 0.566155i
\(133\) 3.65536 + 1.76033i 0.316960 + 0.152640i
\(134\) 0.282366 0.354076i 0.0243927 0.0305875i
\(135\) −4.66908 −0.401850
\(136\) 8.73820 0.749295
\(137\) −0.141344 + 0.177239i −0.0120758 + 0.0151426i −0.787833 0.615889i \(-0.788797\pi\)
0.775757 + 0.631032i \(0.217368\pi\)
\(138\) −3.81329 + 1.83639i −0.324609 + 0.156323i
\(139\) −6.17305 7.74076i −0.523592 0.656563i 0.447776 0.894146i \(-0.352216\pi\)
−0.971367 + 0.237583i \(0.923645\pi\)
\(140\) 46.5812 22.4323i 3.93683 1.89588i
\(141\) −0.0757209 + 0.331755i −0.00637685 + 0.0279388i
\(142\) −7.58006 + 9.50509i −0.636104 + 0.797649i
\(143\) 7.08035 31.0210i 0.592089 2.59411i
\(144\) 34.7525 + 16.7359i 2.89604 + 1.39466i
\(145\) 16.3382 + 20.4874i 1.35681 + 1.70139i
\(146\) −4.45948 5.59201i −0.369069 0.462798i
\(147\) 0.0319307 + 0.139898i 0.00263360 + 0.0115386i
\(148\) 4.85907 + 2.34000i 0.399413 + 0.192347i
\(149\) 11.9270 5.74375i 0.977099 0.470546i 0.123993 0.992283i \(-0.460430\pi\)
0.853106 + 0.521737i \(0.174716\pi\)
\(150\) −1.24879 5.47129i −0.101963 0.446729i
\(151\) −0.212932 0.932916i −0.0173282 0.0759196i 0.965525 0.260312i \(-0.0838254\pi\)
−0.982853 + 0.184392i \(0.940968\pi\)
\(152\) −12.7464 + 6.13832i −1.03387 + 0.497884i
\(153\) 2.66716 + 1.28444i 0.215627 + 0.103841i
\(154\) 9.58369 + 41.9889i 0.772276 + 3.38356i
\(155\) −10.7627 13.4960i −0.864480 1.08402i
\(156\) −3.24697 4.07158i −0.259966 0.325987i
\(157\) −18.1820 8.75599i −1.45108 0.698804i −0.468299 0.883570i \(-0.655133\pi\)
−0.982783 + 0.184766i \(0.940847\pi\)
\(158\) 0.988803 4.33223i 0.0786649 0.344654i
\(159\) −0.866917 + 1.08708i −0.0687510 + 0.0862110i
\(160\) −15.4003 + 67.4731i −1.21750 + 5.33422i
\(161\) 17.8215 8.58241i 1.40453 0.676388i
\(162\) 14.5085 + 18.1931i 1.13989 + 1.42938i
\(163\) −12.2421 + 5.89549i −0.958876 + 0.461770i −0.846789 0.531928i \(-0.821468\pi\)
−0.112086 + 0.993698i \(0.535753\pi\)
\(164\) 3.20495 4.01888i 0.250265 0.313822i
\(165\) 5.00154 0.389369
\(166\) 11.1483 0.865277
\(167\) −1.74783 + 2.19171i −0.135251 + 0.169600i −0.844845 0.535012i \(-0.820307\pi\)
0.709593 + 0.704611i \(0.248879\pi\)
\(168\) 3.92975 + 1.89247i 0.303187 + 0.146007i
\(169\) −2.63378 11.5393i −0.202598 0.887641i
\(170\) −2.35569 + 10.3210i −0.180673 + 0.791582i
\(171\) −4.79284 −0.366518
\(172\) 22.3217 26.1762i 1.70201 1.99591i
\(173\) −15.1275 −1.15012 −0.575062 0.818110i \(-0.695022\pi\)
−0.575062 + 0.818110i \(0.695022\pi\)
\(174\) −0.795008 + 3.48316i −0.0602694 + 0.264057i
\(175\) 5.83624 + 25.5702i 0.441178 + 1.93293i
\(176\) −74.9530 36.0955i −5.64980 2.72080i
\(177\) −0.000262309 0 0.000328925i −1.97163e−5 0 2.47235e-5i
\(178\) 11.6618 0.874092
\(179\) 12.3633 0.924079 0.462040 0.886859i \(-0.347118\pi\)
0.462040 + 0.886859i \(0.347118\pi\)
\(180\) −38.0806 + 47.7515i −2.83836 + 3.55919i
\(181\) −14.7314 + 7.09427i −1.09498 + 0.527313i −0.892076 0.451886i \(-0.850751\pi\)
−0.202901 + 0.979199i \(0.565037\pi\)
\(182\) 20.9600 + 26.2830i 1.55366 + 1.94822i
\(183\) 0.636327 0.306439i 0.0470386 0.0226526i
\(184\) −15.3484 + 67.2456i −1.13150 + 4.95741i
\(185\) −2.52073 + 3.16089i −0.185328 + 0.232394i
\(186\) 0.523708 2.29451i 0.0384001 0.168242i
\(187\) −5.75244 2.77023i −0.420660 0.202579i
\(188\) 5.58788 + 7.00698i 0.407538 + 0.511037i
\(189\) 1.85495 + 2.32604i 0.134928 + 0.169194i
\(190\) −3.81393 16.7099i −0.276692 1.21227i
\(191\) 8.01179 + 3.85828i 0.579713 + 0.279175i 0.700673 0.713482i \(-0.252883\pi\)
−0.120960 + 0.992657i \(0.538597\pi\)
\(192\) −3.82474 + 1.84190i −0.276027 + 0.132927i
\(193\) 3.12590 + 13.6955i 0.225008 + 0.985822i 0.953648 + 0.300926i \(0.0972956\pi\)
−0.728640 + 0.684897i \(0.759847\pi\)
\(194\) −3.28276 14.3827i −0.235688 1.03262i
\(195\) 3.51733 1.69386i 0.251881 0.121300i
\(196\) 3.40503 + 1.63977i 0.243216 + 0.117127i
\(197\) −0.661944 2.90017i −0.0471616 0.206628i 0.945858 0.324582i \(-0.105224\pi\)
−0.993019 + 0.117954i \(0.962367\pi\)
\(198\) −31.7223 39.7785i −2.25440 2.82693i
\(199\) −1.87770 2.35456i −0.133107 0.166910i 0.710811 0.703383i \(-0.248328\pi\)
−0.843918 + 0.536472i \(0.819757\pi\)
\(200\) −82.4001 39.6818i −5.82657 2.80593i
\(201\) −0.00745707 + 0.0326716i −0.000525981 + 0.00230447i
\(202\) 14.6580 18.3806i 1.03133 1.29325i
\(203\) 3.71549 16.2786i 0.260777 1.14254i
\(204\) −0.941494 + 0.453400i −0.0659178 + 0.0317443i
\(205\) 2.40256 + 3.01272i 0.167802 + 0.210417i
\(206\) −2.42547 + 1.16805i −0.168991 + 0.0813816i
\(207\) −14.5693 + 18.2693i −1.01263 + 1.26980i
\(208\) −64.9350 −4.50243
\(209\) 10.3370 0.715028
\(210\) −3.29466 + 4.13137i −0.227353 + 0.285092i
\(211\) −19.9999 9.63143i −1.37685 0.663055i −0.408523 0.912748i \(-0.633956\pi\)
−0.968325 + 0.249693i \(0.919670\pi\)
\(212\) 8.14878 + 35.7021i 0.559660 + 2.45203i
\(213\) 0.200183 0.877060i 0.0137163 0.0600952i
\(214\) 27.7583 1.89752
\(215\) 15.4073 + 20.6802i 1.05077 + 1.41038i
\(216\) −10.3743 −0.705882
\(217\) −2.44756 + 10.7235i −0.166152 + 0.727957i
\(218\) 7.07691 + 31.0060i 0.479309 + 2.09999i
\(219\) 0.476846 + 0.229637i 0.0322223 + 0.0155174i
\(220\) 82.1309 102.989i 5.53726 6.94351i
\(221\) −4.98358 −0.335232
\(222\) −0.551218 −0.0369954
\(223\) −4.92752 + 6.17891i −0.329971 + 0.413770i −0.918948 0.394380i \(-0.870960\pi\)
0.588977 + 0.808150i \(0.299531\pi\)
\(224\) 39.7320 19.1339i 2.65470 1.27844i
\(225\) −19.3181 24.2241i −1.28787 1.61494i
\(226\) −30.3038 + 14.5936i −2.01578 + 0.970749i
\(227\) −0.0889886 + 0.389885i −0.00590638 + 0.0258775i −0.977795 0.209563i \(-0.932796\pi\)
0.971889 + 0.235440i \(0.0756532\pi\)
\(228\) 1.05485 1.32274i 0.0698593 0.0876007i
\(229\) −3.95604 + 17.3326i −0.261423 + 1.14537i 0.658286 + 0.752768i \(0.271282\pi\)
−0.919709 + 0.392600i \(0.871576\pi\)
\(230\) −75.2882 36.2569i −4.96436 2.39071i
\(231\) −1.98703 2.49166i −0.130737 0.163939i
\(232\) 36.3020 + 45.5213i 2.38335 + 2.98862i
\(233\) 4.03271 + 17.6684i 0.264191 + 1.15750i 0.916655 + 0.399678i \(0.130878\pi\)
−0.652464 + 0.757820i \(0.726265\pi\)
\(234\) −35.7803 17.2309i −2.33903 1.12642i
\(235\) −6.05315 + 2.91504i −0.394864 + 0.190156i
\(236\) 0.00246563 + 0.0108026i 0.000160499 + 0.000703190i
\(237\) 0.0731684 + 0.320572i 0.00475280 + 0.0208234i
\(238\) 6.07756 2.92680i 0.393950 0.189716i
\(239\) 26.5076 + 12.7654i 1.71463 + 0.825723i 0.990734 + 0.135817i \(0.0433658\pi\)
0.723898 + 0.689907i \(0.242348\pi\)
\(240\) −2.27127 9.95110i −0.146610 0.642341i
\(241\) −13.8766 17.4007i −0.893872 1.12088i −0.992067 0.125713i \(-0.959878\pi\)
0.0981948 0.995167i \(-0.468693\pi\)
\(242\) 49.9557 + 62.6424i 3.21127 + 4.02681i
\(243\) −4.76036 2.29247i −0.305377 0.147062i
\(244\) 4.13918 18.1349i 0.264984 1.16097i
\(245\) −1.76642 + 2.21502i −0.112852 + 0.141512i
\(246\) −0.116908 + 0.512206i −0.00745376 + 0.0326571i
\(247\) 7.26952 3.50081i 0.462548 0.222751i
\(248\) −23.9138 29.9870i −1.51853 1.90417i
\(249\) −0.743246 + 0.357928i −0.0471013 + 0.0226828i
\(250\) 36.0808 45.2439i 2.28195 2.86147i
\(251\) 23.7062 1.49632 0.748162 0.663516i \(-0.230936\pi\)
0.748162 + 0.663516i \(0.230936\pi\)
\(252\) 38.9176 2.45158
\(253\) 31.4225 39.4026i 1.97552 2.47722i
\(254\) 15.6387 + 7.53120i 0.981259 + 0.472549i
\(255\) −0.174314 0.763720i −0.0109160 0.0478260i
\(256\) −3.79684 + 16.6350i −0.237302 + 1.03969i
\(257\) −4.36067 −0.272011 −0.136006 0.990708i \(-0.543427\pi\)
−0.136006 + 0.990708i \(0.543427\pi\)
\(258\) −0.894692 + 3.40031i −0.0557011 + 0.211694i
\(259\) 2.57614 0.160073
\(260\) 22.8795 100.242i 1.41893 6.21673i
\(261\) 4.38924 + 19.2305i 0.271687 + 1.19034i
\(262\) 21.2267 + 10.2223i 1.31139 + 0.631533i
\(263\) 2.74472 3.44177i 0.169247 0.212229i −0.689973 0.723835i \(-0.742378\pi\)
0.859220 + 0.511606i \(0.170949\pi\)
\(264\) 11.1130 0.683958
\(265\) −27.4521 −1.68637
\(266\) −6.80931 + 8.53861i −0.417506 + 0.523536i
\(267\) −0.777483 + 0.374416i −0.0475812 + 0.0229139i
\(268\) 0.550301 + 0.690055i 0.0336150 + 0.0421518i
\(269\) −24.7757 + 11.9314i −1.51060 + 0.727467i −0.991844 0.127454i \(-0.959319\pi\)
−0.518757 + 0.854922i \(0.673605\pi\)
\(270\) 2.79676 12.2534i 0.170206 0.745720i
\(271\) −12.1016 + 15.1749i −0.735121 + 0.921813i −0.999087 0.0427194i \(-0.986398\pi\)
0.263966 + 0.964532i \(0.414969\pi\)
\(272\) −2.89940 + 12.7031i −0.175802 + 0.770238i
\(273\) −2.24122 1.07932i −0.135645 0.0653232i
\(274\) −0.380478 0.477105i −0.0229855 0.0288229i
\(275\) 41.6646 + 52.2458i 2.51247 + 3.15054i
\(276\) −1.83547 8.04174i −0.110483 0.484056i
\(277\) 19.1592 + 9.22659i 1.15117 + 0.554372i 0.909384 0.415958i \(-0.136554\pi\)
0.241782 + 0.970331i \(0.422268\pi\)
\(278\) 24.0123 11.5637i 1.44016 0.693546i
\(279\) −2.89139 12.6680i −0.173103 0.758415i
\(280\) 19.1626 + 83.9566i 1.14518 + 5.01737i
\(281\) 21.9350 10.5633i 1.30853 0.630156i 0.355969 0.934498i \(-0.384151\pi\)
0.952563 + 0.304342i \(0.0984364\pi\)
\(282\) −0.825293 0.397440i −0.0491455 0.0236672i
\(283\) 4.17304 + 18.2833i 0.248062 + 1.08683i 0.933466 + 0.358666i \(0.116768\pi\)
−0.685404 + 0.728163i \(0.740374\pi\)
\(284\) −14.7727 18.5244i −0.876598 1.09922i
\(285\) 0.790761 + 0.991582i 0.0468406 + 0.0587363i
\(286\) 77.1698 + 37.1630i 4.56314 + 2.19749i
\(287\) 0.546372 2.39381i 0.0322513 0.141302i
\(288\) −32.4812 + 40.7302i −1.91398 + 2.40005i
\(289\) −0.222521 + 0.974928i −0.0130895 + 0.0573487i
\(290\) −63.5532 + 30.6056i −3.73197 + 1.79722i
\(291\) 0.680630 + 0.853483i 0.0398992 + 0.0500320i
\(292\) 12.5589 6.04805i 0.734954 0.353935i
\(293\) 8.19333 10.2741i 0.478659 0.600220i −0.482608 0.875836i \(-0.660310\pi\)
0.961268 + 0.275616i \(0.0888819\pi\)
\(294\) −0.386270 −0.0225277
\(295\) −0.00830635 −0.000483614
\(296\) −5.60085 + 7.02325i −0.325543 + 0.408218i
\(297\) 6.82950 + 3.28892i 0.396288 + 0.190842i
\(298\) 7.92951 + 34.7415i 0.459344 + 2.01252i
\(299\) 8.75350 38.3516i 0.506228 2.21793i
\(300\) 10.9371 0.631456
\(301\) 4.18137 15.8915i 0.241010 0.915970i
\(302\) 2.57587 0.148225
\(303\) −0.387107 + 1.69602i −0.0222387 + 0.0974341i
\(304\) −4.69421 20.5667i −0.269231 1.17958i
\(305\) 12.5634 + 6.05021i 0.719378 + 0.346434i
\(306\) −4.96846 + 6.23026i −0.284028 + 0.356160i
\(307\) 0.397862 0.0227072 0.0113536 0.999936i \(-0.496386\pi\)
0.0113536 + 0.999936i \(0.496386\pi\)
\(308\) −83.9361 −4.78271
\(309\) 0.124202 0.155745i 0.00706562 0.00886001i
\(310\) 41.8653 20.1613i 2.37779 1.14508i
\(311\) −20.0196 25.1037i −1.13521 1.42350i −0.891131 0.453746i \(-0.850087\pi\)
−0.244074 0.969757i \(-0.578484\pi\)
\(312\) 7.81521 3.76361i 0.442449 0.213072i
\(313\) −3.29221 + 14.4241i −0.186087 + 0.815300i 0.792567 + 0.609785i \(0.208744\pi\)
−0.978654 + 0.205515i \(0.934113\pi\)
\(314\) 33.8700 42.4716i 1.91139 2.39681i
\(315\) −6.49188 + 28.4428i −0.365776 + 1.60257i
\(316\) 7.80253 + 3.75750i 0.438927 + 0.211376i
\(317\) 0.441288 + 0.553357i 0.0247852 + 0.0310796i 0.794070 0.607827i \(-0.207959\pi\)
−0.769284 + 0.638906i \(0.779387\pi\)
\(318\) −2.33363 2.92627i −0.130863 0.164097i
\(319\) −9.46657 41.4758i −0.530026 2.32220i
\(320\) −75.5142 36.3657i −4.22137 2.03290i
\(321\) −1.85062 + 0.891211i −0.103291 + 0.0497425i
\(322\) 11.8484 + 51.9113i 0.660286 + 2.89290i
\(323\) −0.360267 1.57843i −0.0200458 0.0878265i
\(324\) −40.8592 + 19.6767i −2.26995 + 1.09315i
\(325\) 46.9945 + 22.6314i 2.60679 + 1.25536i
\(326\) −8.13899 35.6593i −0.450777 1.97498i
\(327\) −1.46729 1.83992i −0.0811413 0.101748i
\(328\) 5.33830 + 6.69401i 0.294758 + 0.369615i
\(329\) 3.85703 + 1.85745i 0.212645 + 0.102404i
\(330\) −2.99591 + 13.1259i −0.164919 + 0.722558i
\(331\) 10.0320 12.5797i 0.551407 0.691443i −0.425536 0.904941i \(-0.639914\pi\)
0.976943 + 0.213499i \(0.0684859\pi\)
\(332\) −4.83467 + 21.1821i −0.265337 + 1.16252i
\(333\) −2.74190 + 1.32043i −0.150255 + 0.0723591i
\(334\) −4.70493 5.89980i −0.257443 0.322823i
\(335\) −0.596121 + 0.287077i −0.0325695 + 0.0156847i
\(336\) −4.05508 + 5.08492i −0.221223 + 0.277405i
\(337\) −19.1786 −1.04473 −0.522363 0.852723i \(-0.674949\pi\)
−0.522363 + 0.852723i \(0.674949\pi\)
\(338\) 31.8612 1.73302
\(339\) 1.55178 1.94587i 0.0842812 0.105685i
\(340\) −18.5885 8.95175i −1.00810 0.485477i
\(341\) 6.23606 + 27.3220i 0.337702 + 1.47957i
\(342\) 2.87090 12.5782i 0.155240 0.680153i
\(343\) 19.3466 1.04462
\(344\) 34.2336 + 45.9497i 1.84575 + 2.47744i
\(345\) 6.18345 0.332906
\(346\) 9.06133 39.7003i 0.487140 2.13430i
\(347\) 0.733304 + 3.21281i 0.0393658 + 0.172473i 0.990789 0.135412i \(-0.0432359\pi\)
−0.951424 + 0.307885i \(0.900379\pi\)
\(348\) −6.27332 3.02107i −0.336285 0.161946i
\(349\) −7.69789 + 9.65285i −0.412059 + 0.516705i −0.943942 0.330113i \(-0.892913\pi\)
0.531883 + 0.846818i \(0.321485\pi\)
\(350\) −70.6018 −3.77383
\(351\) 5.91669 0.315809
\(352\) 70.0544 87.8455i 3.73391 4.68218i
\(353\) 0.325448 0.156727i 0.0173218 0.00834176i −0.425203 0.905098i \(-0.639797\pi\)
0.442525 + 0.896756i \(0.354083\pi\)
\(354\) −0.000706100 0 0.000885421i −3.75288e−5 0 4.70596e-5i
\(355\) 16.0027 7.70650i 0.849335 0.409018i
\(356\) −5.05737 + 22.1578i −0.268040 + 1.17436i
\(357\) −0.311217 + 0.390253i −0.0164713 + 0.0206544i
\(358\) −7.40560 + 32.4460i −0.391398 + 1.71483i
\(359\) −6.25576 3.01262i −0.330166 0.159000i 0.261455 0.965216i \(-0.415798\pi\)
−0.591621 + 0.806216i \(0.701512\pi\)
\(360\) −63.4285 79.5369i −3.34298 4.19196i
\(361\) −10.2120 12.8054i −0.537473 0.673970i
\(362\) −9.79397 42.9102i −0.514760 2.25531i
\(363\) −5.34169 2.57242i −0.280366 0.135017i
\(364\) −59.0280 + 28.4264i −3.09391 + 1.48995i
\(365\) 2.32523 + 10.1875i 0.121708 + 0.533239i
\(366\) 0.423053 + 1.85352i 0.0221133 + 0.0968849i
\(367\) 11.0799 5.33579i 0.578365 0.278526i −0.121744 0.992561i \(-0.538849\pi\)
0.700109 + 0.714036i \(0.253135\pi\)
\(368\) −92.6651 44.6252i −4.83050 2.32625i
\(369\) 0.645448 + 2.82789i 0.0336007 + 0.147214i
\(370\) −6.78547 8.50871i −0.352760 0.442347i
\(371\) 10.9063 + 13.6760i 0.566226 + 0.710025i
\(372\) 4.13252 + 1.99012i 0.214261 + 0.103183i
\(373\) −3.06139 + 13.4128i −0.158513 + 0.694489i 0.831735 + 0.555172i \(0.187348\pi\)
−0.990248 + 0.139317i \(0.955509\pi\)
\(374\) 10.7158 13.4372i 0.554102 0.694821i
\(375\) −0.952865 + 4.17477i −0.0492057 + 0.215584i
\(376\) −13.4496 + 6.47698i −0.693610 + 0.334025i
\(377\) −20.7038 25.9618i −1.06630 1.33710i
\(378\) −7.21551 + 3.47480i −0.371126 + 0.178725i
\(379\) −15.2852 + 19.1671i −0.785149 + 0.984546i 0.214820 + 0.976654i \(0.431084\pi\)
−0.999969 + 0.00789193i \(0.997488\pi\)
\(380\) 33.4033 1.71355
\(381\) −1.28441 −0.0658024
\(382\) −14.9246 + 18.7149i −0.763609 + 0.957536i
\(383\) 10.6722 + 5.13945i 0.545323 + 0.262614i 0.686199 0.727414i \(-0.259278\pi\)
−0.140877 + 0.990027i \(0.544992\pi\)
\(384\) −0.982796 4.30591i −0.0501531 0.219735i
\(385\) 14.0015 61.3444i 0.713581 3.12640i
\(386\) −37.8145 −1.92471
\(387\) 3.69494 + 19.0572i 0.187824 + 0.968734i
\(388\) 28.7511 1.45962
\(389\) 2.27202 9.95436i 0.115196 0.504706i −0.884104 0.467290i \(-0.845230\pi\)
0.999300 0.0374157i \(-0.0119126\pi\)
\(390\) 2.33845 + 10.2454i 0.118412 + 0.518796i
\(391\) −7.11180 3.42486i −0.359659 0.173203i
\(392\) −3.92484 + 4.92159i −0.198234 + 0.248578i
\(393\) −1.74336 −0.0879409
\(394\) 8.00763 0.403419
\(395\) −4.04770 + 5.07566i −0.203662 + 0.255384i
\(396\) 89.3371 43.0225i 4.48936 2.16196i
\(397\) 21.2050 + 26.5902i 1.06425 + 1.33452i 0.939582 + 0.342325i \(0.111214\pi\)
0.124666 + 0.992199i \(0.460214\pi\)
\(398\) 7.30399 3.51741i 0.366116 0.176312i
\(399\) 0.179828 0.787880i 0.00900269 0.0394433i
\(400\) 85.0281 106.622i 4.25141 5.33109i
\(401\) −3.00700 + 13.1745i −0.150162 + 0.657905i 0.842674 + 0.538424i \(0.180980\pi\)
−0.992837 + 0.119481i \(0.961877\pi\)
\(402\) −0.0812757 0.0391403i −0.00405367 0.00195214i
\(403\) 13.6385 + 17.1022i 0.679384 + 0.851921i
\(404\) 28.5668 + 35.8217i 1.42125 + 1.78220i
\(405\) −7.56492 33.1441i −0.375904 1.64694i
\(406\) 40.4957 + 19.5017i 2.00977 + 0.967854i
\(407\) 5.91364 2.84786i 0.293128 0.141163i
\(408\) −0.387311 1.69692i −0.0191748 0.0840102i
\(409\) −1.78757 7.83184i −0.0883895 0.387260i 0.911311 0.411718i \(-0.135071\pi\)
−0.999701 + 0.0244582i \(0.992214\pi\)
\(410\) −9.34564 + 4.50062i −0.461548 + 0.222270i
\(411\) 0.0406840 + 0.0195924i 0.00200679 + 0.000966422i
\(412\) −1.16747 5.11501i −0.0575170 0.251998i
\(413\) 0.00329998 + 0.00413805i 0.000162381 + 0.000203620i
\(414\) −39.2186 49.1785i −1.92749 2.41699i
\(415\) −14.6744 7.06680i −0.720336 0.346896i
\(416\) 19.5154 85.5024i 0.956819 4.19210i
\(417\) −1.22961 + 1.54188i −0.0602142 + 0.0755063i
\(418\) −6.19186 + 27.1283i −0.302854 + 1.32689i
\(419\) 35.3085 17.0037i 1.72493 0.830684i 0.736982 0.675912i \(-0.236250\pi\)
0.987950 0.154772i \(-0.0494642\pi\)
\(420\) −6.42093 8.05159i −0.313309 0.392877i
\(421\) −8.29679 + 3.99552i −0.404361 + 0.194730i −0.624998 0.780626i \(-0.714900\pi\)
0.220638 + 0.975356i \(0.429186\pi\)
\(422\) 37.2564 46.7180i 1.81361 2.27420i
\(423\) −5.05727 −0.245893
\(424\) −60.9962 −2.96224
\(425\) 6.52567 8.18294i 0.316542 0.396931i
\(426\) 2.18183 + 1.05071i 0.105710 + 0.0509072i
\(427\) −1.97715 8.66247i −0.0956811 0.419206i
\(428\) −12.0379 + 52.7415i −0.581874 + 2.54936i
\(429\) −6.33798 −0.306001
\(430\) −63.5015 + 28.0471i −3.06231 + 1.35255i
\(431\) −11.0087 −0.530269 −0.265135 0.964211i \(-0.585416\pi\)
−0.265135 + 0.964211i \(0.585416\pi\)
\(432\) 3.44227 15.0816i 0.165616 0.725613i
\(433\) −5.55319 24.3301i −0.266869 1.16923i −0.913633 0.406540i \(-0.866735\pi\)
0.646764 0.762690i \(-0.276122\pi\)
\(434\) −26.6764 12.8467i −1.28051 0.616660i
\(435\) 3.25440 4.08088i 0.156036 0.195663i
\(436\) −61.9811 −2.96836
\(437\) 12.7798 0.611340
\(438\) −0.888283 + 1.11387i −0.0424438 + 0.0532229i
\(439\) −0.911281 + 0.438850i −0.0434930 + 0.0209451i −0.455504 0.890234i \(-0.650541\pi\)
0.412011 + 0.911179i \(0.364827\pi\)
\(440\) 136.801 + 171.542i 6.52171 + 8.17797i
\(441\) −1.92141 + 0.925300i −0.0914955 + 0.0440619i
\(442\) 2.98515 13.0788i 0.141989 0.622095i
\(443\) 12.9883 16.2869i 0.617095 0.773812i −0.370838 0.928698i \(-0.620929\pi\)
0.987932 + 0.154886i \(0.0495009\pi\)
\(444\) 0.239046 1.04733i 0.0113446 0.0497040i
\(445\) −15.3503 7.39233i −0.727675 0.350430i
\(446\) −13.2642 16.6328i −0.628079 0.787586i
\(447\) −1.64406 2.06159i −0.0777615 0.0975099i
\(448\) 11.8840 + 52.0671i 0.561465 + 2.45994i
\(449\) −34.7392 16.7295i −1.63945 0.789515i −0.999782 0.0208601i \(-0.993360\pi\)
−0.639663 0.768655i \(-0.720926\pi\)
\(450\) 75.1447 36.1878i 3.54236 1.70591i
\(451\) −1.39208 6.09910i −0.0655505 0.287196i
\(452\) −14.5863 63.9068i −0.686082 3.00592i
\(453\) −0.171730 + 0.0827010i −0.00806860 + 0.00388563i
\(454\) −0.969900 0.467079i −0.0455197 0.0219211i
\(455\) −10.9288 47.8822i −0.512350 2.24475i
\(456\) 1.75700 + 2.20321i 0.0822793 + 0.103175i
\(457\) −4.41036 5.53042i −0.206308 0.258702i 0.667903 0.744248i \(-0.267192\pi\)
−0.874211 + 0.485546i \(0.838621\pi\)
\(458\) −43.1175 20.7643i −2.01475 0.970252i
\(459\) 0.264185 1.15747i 0.0123311 0.0540261i
\(460\) 101.539 127.326i 4.73429 5.93661i
\(461\) −7.46469 + 32.7049i −0.347665 + 1.52322i 0.434800 + 0.900527i \(0.356819\pi\)
−0.782466 + 0.622694i \(0.786038\pi\)
\(462\) 7.72928 3.72223i 0.359599 0.173174i
\(463\) 17.5914 + 22.0589i 0.817541 + 1.02516i 0.999126 + 0.0417888i \(0.0133056\pi\)
−0.181586 + 0.983375i \(0.558123\pi\)
\(464\) −78.2216 + 37.6695i −3.63134 + 1.74876i
\(465\) −2.14382 + 2.68826i −0.0994172 + 0.124665i
\(466\) −48.7842 −2.25988
\(467\) −23.7935 −1.10103 −0.550516 0.834824i \(-0.685569\pi\)
−0.550516 + 0.834824i \(0.685569\pi\)
\(468\) 48.2559 60.5110i 2.23063 2.79712i
\(469\) 0.379845 + 0.182924i 0.0175396 + 0.00844663i
\(470\) −4.02435 17.6318i −0.185630 0.813296i
\(471\) −0.894479 + 3.91897i −0.0412154 + 0.180577i
\(472\) −0.0184560 −0.000849507
\(473\) −7.96913 41.1020i −0.366421 1.88987i
\(474\) −0.885128 −0.0406553
\(475\) −3.77069 + 16.5205i −0.173011 + 0.758012i
\(476\) 2.92535 + 12.8168i 0.134083 + 0.587457i
\(477\) −18.6179 8.96589i −0.852454 0.410520i
\(478\) −49.3791 + 61.9194i −2.25855 + 2.83213i
\(479\) 35.8365 1.63741 0.818705 0.574215i \(-0.194693\pi\)
0.818705 + 0.574215i \(0.194693\pi\)
\(480\) 13.7856 0.629224
\(481\) 3.19428 4.00551i 0.145647 0.182635i
\(482\) 53.9781 25.9945i 2.45864 1.18402i
\(483\) −2.45659 3.08046i −0.111779 0.140166i
\(484\) −140.686 + 67.7510i −6.39484 + 3.07959i
\(485\) −4.79600 + 21.0127i −0.217775 + 0.954135i
\(486\) 8.86774 11.1198i 0.402249 0.504404i
\(487\) −2.84097 + 12.4471i −0.128737 + 0.564032i 0.868879 + 0.495024i \(0.164841\pi\)
−0.997616 + 0.0690085i \(0.978016\pi\)
\(488\) 27.9148 + 13.4431i 1.26365 + 0.608539i
\(489\) 1.68750 + 2.11605i 0.0763112 + 0.0956913i
\(490\) −4.75497 5.96254i −0.214807 0.269360i
\(491\) −2.80907 12.3073i −0.126772 0.555422i −0.997924 0.0644091i \(-0.979484\pi\)
0.871152 0.491013i \(-0.163373\pi\)
\(492\) −0.922506 0.444255i −0.0415898 0.0200286i
\(493\) −6.00329 + 2.89103i −0.270375 + 0.130206i
\(494\) 4.83304 + 21.1749i 0.217449 + 0.952705i
\(495\) 16.5404 + 72.4683i 0.743436 + 3.25721i
\(496\) 51.5281 24.8146i 2.31368 1.11421i
\(497\) −10.1968 4.91054i −0.457391 0.220268i
\(498\) −0.494137 2.16496i −0.0221428 0.0970140i
\(499\) −9.66326 12.1173i −0.432587 0.542447i 0.516986 0.855994i \(-0.327054\pi\)
−0.949573 + 0.313547i \(0.898483\pi\)
\(500\) 70.3175 + 88.1753i 3.14469 + 3.94332i
\(501\) 0.503092 + 0.242276i 0.0224765 + 0.0108241i
\(502\) −14.2000 + 62.2141i −0.633775 + 2.77675i
\(503\) −25.7059 + 32.2342i −1.14617 + 1.43725i −0.265128 + 0.964213i \(0.585414\pi\)
−0.881042 + 0.473038i \(0.843157\pi\)
\(504\) −14.4244 + 63.1975i −0.642515 + 2.81504i
\(505\) −30.9454 + 14.9025i −1.37705 + 0.663154i
\(506\) 84.5853 + 106.067i 3.76027 + 4.71523i
\(507\) −2.12415 + 1.02294i −0.0943368 + 0.0454302i
\(508\) −21.0915 + 26.4479i −0.935783 + 1.17343i
\(509\) −12.2086 −0.541139 −0.270569 0.962701i \(-0.587212\pi\)
−0.270569 + 0.962701i \(0.587212\pi\)
\(510\) 2.10870 0.0933749
\(511\) 4.15142 5.20572i 0.183648 0.230287i
\(512\) −1.42788 0.687631i −0.0631040 0.0303893i
\(513\) 0.427723 + 1.87397i 0.0188844 + 0.0827380i
\(514\) 2.61203 11.4440i 0.115212 0.504775i
\(515\) 3.93303 0.173310
\(516\) −6.07269 3.17455i −0.267335 0.139752i
\(517\) 10.9074 0.479705
\(518\) −1.54310 + 6.76075i −0.0677998 + 0.297050i
\(519\) 0.670511 + 2.93770i 0.0294322 + 0.128951i
\(520\) 154.301 + 74.3073i 6.76653 + 3.25859i
\(521\) −6.55516 + 8.21991i −0.287187 + 0.360121i −0.904408 0.426669i \(-0.859687\pi\)
0.617221 + 0.786790i \(0.288258\pi\)
\(522\) −53.0973 −2.32401
\(523\) −37.5626 −1.64250 −0.821250 0.570569i \(-0.806723\pi\)
−0.821250 + 0.570569i \(0.806723\pi\)
\(524\) −28.6279 + 35.8983i −1.25062 + 1.56822i
\(525\) 4.70695 2.26675i 0.205428 0.0989289i
\(526\) 7.38842 + 9.26479i 0.322150 + 0.403964i
\(527\) 3.95464 1.90445i 0.172267 0.0829593i
\(528\) −3.68738 + 16.1555i −0.160472 + 0.703076i
\(529\) 24.5077 30.7317i 1.06555 1.33616i
\(530\) 16.4437 72.0446i 0.714269 3.12942i
\(531\) −0.00563332 0.00271287i −0.000244465 0.000117728i
\(532\) −13.2706 16.6408i −0.575353 0.721470i
\(533\) −3.04454 3.81774i −0.131874 0.165365i
\(534\) −0.516899 2.26468i −0.0223684 0.0980023i
\(535\) −36.5379 17.5957i −1.57967 0.760730i
\(536\) −1.32453 + 0.637860i −0.0572110 + 0.0275514i
\(537\) −0.547992 2.40091i −0.0236476 0.103607i
\(538\) −16.4718 72.1676i −0.710149 3.11137i
\(539\) 4.14402 1.99566i 0.178496 0.0859590i
\(540\) 22.0690 + 10.6278i 0.949697 + 0.457350i
\(541\) −0.620742 2.71965i −0.0266878 0.116927i 0.959830 0.280584i \(-0.0905281\pi\)
−0.986517 + 0.163657i \(0.947671\pi\)
\(542\) −32.5759 40.8489i −1.39926 1.75461i
\(543\) 2.03063 + 2.54633i 0.0871427 + 0.109274i
\(544\) −15.8553 7.63550i −0.679790 0.327369i
\(545\) 10.3391 45.2987i 0.442880 1.94038i
\(546\) 4.17502 5.23530i 0.178674 0.224050i
\(547\) 0.331736 1.45343i 0.0141840 0.0621443i −0.967341 0.253480i \(-0.918425\pi\)
0.981525 + 0.191336i \(0.0612819\pi\)
\(548\) 1.07151 0.516013i 0.0457727 0.0220430i
\(549\) 6.54443 + 8.20645i 0.279309 + 0.350243i
\(550\) −162.070 + 78.0486i −6.91067 + 3.32800i
\(551\) 6.72610 8.43426i 0.286541 0.359311i
\(552\) 13.7391 0.584776
\(553\) 4.13667 0.175909
\(554\) −35.6904 + 44.7543i −1.51634 + 1.90143i
\(555\) 0.725561 + 0.349412i 0.0307984 + 0.0148317i
\(556\) 11.5580 + 50.6388i 0.490168 + 2.14757i
\(557\) −8.61218 + 37.7324i −0.364910 + 1.59877i 0.375635 + 0.926768i \(0.377425\pi\)
−0.740545 + 0.672007i \(0.765433\pi\)
\(558\) 34.9776 1.48072
\(559\) −19.5242 26.2061i −0.825785 1.10840i
\(560\) −128.410 −5.42630
\(561\) −0.282996 + 1.23989i −0.0119481 + 0.0523481i
\(562\) 14.5832 + 63.8931i 0.615155 + 2.69517i
\(563\) 36.9720 + 17.8048i 1.55819 + 0.750383i 0.997007 0.0773122i \(-0.0246338\pi\)
0.561179 + 0.827695i \(0.310348\pi\)
\(564\) 1.11305 1.39572i 0.0468678 0.0587704i
\(565\) 49.1392 2.06730
\(566\) −50.4819 −2.12191
\(567\) −13.5062 + 16.9363i −0.567209 + 0.711258i
\(568\) 35.5567 17.1232i 1.49193 0.718473i
\(569\) −20.7203 25.9824i −0.868641 1.08924i −0.995256 0.0972890i \(-0.968983\pi\)
0.126616 0.991952i \(-0.459589\pi\)
\(570\) −3.07595 + 1.48130i −0.128837 + 0.0620448i
\(571\) 2.00830 8.79895i 0.0840449 0.368225i −0.915363 0.402629i \(-0.868096\pi\)
0.999408 + 0.0344046i \(0.0109535\pi\)
\(572\) −104.077 + 130.508i −4.35167 + 5.45682i
\(573\) 0.394147 1.72687i 0.0164657 0.0721410i
\(574\) 5.95499 + 2.86777i 0.248556 + 0.119698i
\(575\) 51.5104 + 64.5920i 2.14813 + 2.69367i
\(576\) −39.3362 49.3261i −1.63901 2.05525i
\(577\) −8.52409 37.3465i −0.354862 1.55475i −0.765793 0.643087i \(-0.777653\pi\)
0.410931 0.911667i \(-0.365204\pi\)
\(578\) −2.42529 1.16796i −0.100879 0.0485806i
\(579\) 2.52105 1.21407i 0.104771 0.0504552i
\(580\) −30.5904 134.025i −1.27020 5.56510i
\(581\) 2.30936 + 10.1180i 0.0958086 + 0.419765i
\(582\) −2.64755 + 1.27500i −0.109745 + 0.0528502i
\(583\) 40.1544 + 19.3373i 1.66302 + 0.800870i
\(584\) 5.16647 + 22.6358i 0.213790 + 0.936676i
\(585\) 36.1746 + 45.3616i 1.49564 + 1.87547i
\(586\) 22.0554 + 27.6565i 0.911098 + 1.14248i
\(587\) −3.60565 1.73639i −0.148821 0.0716686i 0.357991 0.933725i \(-0.383462\pi\)
−0.506812 + 0.862057i \(0.669176\pi\)
\(588\) 0.167513 0.733923i 0.00690813 0.0302665i
\(589\) −4.43078 + 5.55603i −0.182567 + 0.228932i
\(590\) 0.00497548 0.0217990i 0.000204837 0.000897450i
\(591\) −0.533860 + 0.257094i −0.0219601 + 0.0105754i
\(592\) −8.35159 10.4726i −0.343248 0.430420i
\(593\) 3.63446 1.75026i 0.149249 0.0718746i −0.357768 0.933810i \(-0.616462\pi\)
0.507017 + 0.861936i \(0.330748\pi\)
\(594\) −12.7222 + 15.9531i −0.521998 + 0.654565i
\(595\) −9.85509 −0.404019
\(596\) −69.4485 −2.84472
\(597\) −0.374019 + 0.469005i −0.0153076 + 0.0191951i
\(598\) 95.4057 + 45.9450i 3.90143 + 1.87883i
\(599\) −0.302240 1.32420i −0.0123492 0.0541054i 0.968378 0.249488i \(-0.0802623\pi\)
−0.980727 + 0.195383i \(0.937405\pi\)
\(600\) −4.05374 + 17.7606i −0.165493 + 0.725074i
\(601\) −29.6564 −1.20971 −0.604855 0.796335i \(-0.706769\pi\)
−0.604855 + 0.796335i \(0.706769\pi\)
\(602\) 39.2006 + 20.4924i 1.59770 + 0.835210i
\(603\) −0.498046 −0.0202820
\(604\) −1.11707 + 4.89422i −0.0454531 + 0.199143i
\(605\) −26.0475 114.122i −1.05898 4.63971i
\(606\) −4.21913 2.03183i −0.171390 0.0825373i
\(607\) 19.4173 24.3485i 0.788122 0.988274i −0.211818 0.977309i \(-0.567938\pi\)
0.999940 0.0109648i \(-0.00349027\pi\)
\(608\) 28.4917 1.15549
\(609\) −3.32593 −0.134773
\(610\) −23.4035 + 29.3470i −0.947579 + 1.18823i
\(611\) 7.67059 3.69396i 0.310319 0.149442i
\(612\) −9.68298 12.1421i −0.391411 0.490814i
\(613\) 7.13703 3.43701i 0.288262 0.138820i −0.284165 0.958775i \(-0.591716\pi\)
0.572427 + 0.819956i \(0.306002\pi\)
\(614\) −0.238318 + 1.04414i −0.00961774 + 0.0421381i
\(615\) 0.478566 0.600103i 0.0192977 0.0241985i
\(616\) 31.1101 136.302i 1.25346 5.49177i
\(617\) 20.8073 + 10.0202i 0.837669 + 0.403400i 0.802986 0.595998i \(-0.203244\pi\)
0.0346831 + 0.999398i \(0.488958\pi\)
\(618\) 0.334336 + 0.419244i 0.0134490 + 0.0168645i
\(619\) 1.59675 + 2.00226i 0.0641789 + 0.0804778i 0.812885 0.582425i \(-0.197896\pi\)
−0.748706 + 0.662902i \(0.769324\pi\)
\(620\) 20.1513 + 88.2886i 0.809295 + 3.54575i
\(621\) 8.44338 + 4.06612i 0.338821 + 0.163168i
\(622\) 77.8733 37.5018i 3.12244 1.50369i
\(623\) 2.41574 + 10.5841i 0.0967847 + 0.424041i
\(624\) 2.87817 + 12.6101i 0.115219 + 0.504808i
\(625\) −29.0229 + 13.9767i −1.16092 + 0.559069i
\(626\) −35.8823 17.2800i −1.43415 0.690648i
\(627\) −0.458178 2.00741i −0.0182979 0.0801682i
\(628\) 66.0088 + 82.7724i 2.63404 + 3.30298i
\(629\) −0.640962 0.803740i −0.0255568 0.0320472i
\(630\) −70.7559 34.0743i −2.81898 1.35755i
\(631\) −3.89846 + 17.0803i −0.155195 + 0.679955i 0.836131 + 0.548530i \(0.184812\pi\)
−0.991326 + 0.131425i \(0.958045\pi\)
\(632\) −8.99366 + 11.2777i −0.357749 + 0.448603i
\(633\) −0.983910 + 4.31079i −0.0391069 + 0.171339i
\(634\) −1.71655 + 0.826646i −0.0681728 + 0.0328303i
\(635\) −15.8110 19.8264i −0.627442 0.786788i
\(636\) 6.57202 3.16492i 0.260597 0.125497i
\(637\) 2.23842 2.80689i 0.0886893 0.111213i
\(638\) 114.518 4.53383
\(639\) 13.3699 0.528906
\(640\) 54.3687 68.1761i 2.14911 2.69490i
\(641\) 32.2279 + 15.5201i 1.27293 + 0.613009i 0.943562 0.331195i \(-0.107452\pi\)
0.329363 + 0.944203i \(0.393166\pi\)
\(642\) −1.23036 5.39055i −0.0485584 0.212748i
\(643\) −2.52758 + 11.0741i −0.0996781 + 0.436718i 0.900321 + 0.435227i \(0.143332\pi\)
−0.999999 + 0.00149130i \(0.999525\pi\)
\(644\) −103.771 −4.08915
\(645\) 3.33310 3.90865i 0.131241 0.153903i
\(646\) 4.35821 0.171471
\(647\) 8.69790 38.1080i 0.341950 1.49818i −0.453004 0.891509i \(-0.649648\pi\)
0.794953 0.606671i \(-0.207495\pi\)
\(648\) −16.8086 73.6434i −0.660305 2.89298i
\(649\) 0.0121498 + 0.00585102i 0.000476920 + 0.000229673i
\(650\) −87.5428 + 109.775i −3.43371 + 4.30574i
\(651\) 2.19094 0.0858697
\(652\) 71.2831 2.79166
\(653\) −6.03254 + 7.56457i −0.236072 + 0.296024i −0.885729 0.464203i \(-0.846341\pi\)
0.649657 + 0.760227i \(0.274912\pi\)
\(654\) 5.70755 2.74861i 0.223183 0.107479i
\(655\) −21.4607 26.9108i −0.838538 1.05149i
\(656\) −11.5027 + 5.53939i −0.449103 + 0.216277i
\(657\) −1.75030 + 7.66854i −0.0682855 + 0.299178i
\(658\) −7.18500 + 9.00970i −0.280100 + 0.351235i
\(659\) −8.52286 + 37.3411i −0.332003 + 1.45460i 0.483243 + 0.875487i \(0.339459\pi\)
−0.815246 + 0.579115i \(0.803398\pi\)
\(660\) −23.6404 11.3846i −0.920200 0.443145i
\(661\) 8.64059 + 10.8350i 0.336080 + 0.421431i 0.920941 0.389703i \(-0.127422\pi\)
−0.584861 + 0.811134i \(0.698851\pi\)
\(662\) 27.0047 + 33.8629i 1.04957 + 1.31612i
\(663\) 0.220892 + 0.967791i 0.00857873 + 0.0375859i
\(664\) −32.6052 15.7019i −1.26533 0.609350i
\(665\) 14.3755 6.92290i 0.557460 0.268458i
\(666\) −1.82291 7.98671i −0.0706365 0.309479i
\(667\) −11.7036 51.2769i −0.453166 1.98545i
\(668\) 13.2502 6.38094i 0.512664 0.246886i
\(669\) 1.41833 + 0.683030i 0.0548356 + 0.0264074i
\(670\) −0.396323 1.73640i −0.0153113 0.0670831i
\(671\) −14.1148 17.6994i −0.544896 0.683278i
\(672\) −5.47680 6.86769i −0.211272 0.264927i
\(673\) 21.7150 + 10.4574i 0.837051 + 0.403102i 0.802755 0.596309i \(-0.203367\pi\)
0.0342959 + 0.999412i \(0.489081\pi\)
\(674\) 11.4879 50.3319i 0.442499 1.93871i
\(675\) −7.74752 + 9.71508i −0.298202 + 0.373934i
\(676\) −13.8172 + 60.5371i −0.531430 + 2.32835i
\(677\) 16.0156 7.71271i 0.615530 0.296424i −0.100020 0.994985i \(-0.531891\pi\)
0.715550 + 0.698562i \(0.246176\pi\)
\(678\) 4.17719 + 5.23803i 0.160424 + 0.201165i
\(679\) 12.3734 5.95873i 0.474849 0.228675i
\(680\) 21.4262 26.8676i 0.821658 1.03033i
\(681\) 0.0796583 0.00305251
\(682\) −75.4385 −2.88869
\(683\) 10.3041 12.9210i 0.394277 0.494407i −0.544583 0.838707i \(-0.683312\pi\)
0.938860 + 0.344300i \(0.111884\pi\)
\(684\) 22.6539 + 10.9096i 0.866195 + 0.417137i
\(685\) 0.198386 + 0.869188i 0.00757995 + 0.0332100i
\(686\) −11.5886 + 50.7729i −0.442454 + 1.93852i
\(687\) 3.54126 0.135107
\(688\) −78.1580 + 34.5205i −2.97974 + 1.31608i
\(689\) 34.7874 1.32530
\(690\) −3.70387 + 16.2277i −0.141004 + 0.617778i
\(691\) 10.1629 + 44.5266i 0.386615 + 1.69387i 0.676199 + 0.736719i \(0.263626\pi\)
−0.289583 + 0.957153i \(0.593517\pi\)
\(692\) 71.5020 + 34.4335i 2.71810 + 1.30897i
\(693\) 29.5309 37.0306i 1.12179 1.40668i
\(694\) −8.87088 −0.336734
\(695\) −38.9372 −1.47697
\(696\) 7.23100 9.06739i 0.274090 0.343698i
\(697\) −0.882798 + 0.425133i −0.0334383 + 0.0161031i
\(698\) −20.7217 25.9842i −0.784328 0.983517i
\(699\) 3.25239 1.56627i 0.123017 0.0592417i
\(700\) 30.6178 134.145i 1.15724 5.07021i
\(701\) −11.1432 + 13.9732i −0.420873 + 0.527759i −0.946391 0.323024i \(-0.895300\pi\)
0.525517 + 0.850783i \(0.323872\pi\)
\(702\) −3.54408 + 15.5276i −0.133763 + 0.586052i
\(703\) 1.49957 + 0.722155i 0.0565573 + 0.0272366i
\(704\) 84.8391 + 106.385i 3.19749 + 4.00953i
\(705\) 0.834388 + 1.04629i 0.0314249 + 0.0394056i
\(706\) 0.216369 + 0.947976i 0.00814317 + 0.0356776i
\(707\) 19.7182 + 9.49581i 0.741581 + 0.357127i
\(708\) 0.00198854 0.000957629i 7.47338e−5 3.59899e-5i
\(709\) −5.60358 24.5509i −0.210447 0.922027i −0.964264 0.264943i \(-0.914647\pi\)
0.753817 0.657084i \(-0.228210\pi\)
\(710\) 10.6392 + 46.6133i 0.399281 + 1.74937i
\(711\) −4.40285 + 2.12030i −0.165120 + 0.0795175i
\(712\) −34.1071 16.4251i −1.27822 0.615558i
\(713\) 7.70970 + 33.7784i 0.288731 + 1.26501i
\(714\) −0.837754 1.05051i −0.0313522 0.0393144i
\(715\) −78.0202 97.8343i −2.91779 3.65880i
\(716\) −58.4367 28.1417i −2.18388 1.05170i
\(717\) 1.30406 5.71347i 0.0487011 0.213373i
\(718\) 11.6534 14.6129i 0.434902 0.545350i
\(719\) 7.43469 32.5735i 0.277267 1.21479i −0.623966 0.781451i \(-0.714480\pi\)
0.901233 0.433335i \(-0.142663\pi\)
\(720\) 136.672 65.8179i 5.09347 2.45289i
\(721\) −1.56253 1.95935i −0.0581917 0.0729701i
\(722\) 39.7232 19.1297i 1.47834 0.711933i
\(723\) −2.76408 + 3.46605i −0.102797 + 0.128904i
\(724\) 85.7778 3.18791
\(725\) 69.7390 2.59004
\(726\) 9.95066 12.4777i 0.369304 0.463092i
\(727\) −20.3582 9.80397i −0.755042 0.363609i 0.0164359 0.999865i \(-0.494768\pi\)
−0.771478 + 0.636256i \(0.780482\pi\)
\(728\) −24.2829 106.390i −0.899984 3.94309i
\(729\) 5.53655 24.2572i 0.205057 0.898415i
\(730\) −28.1287 −1.04109
\(731\) −5.99841 + 2.64935i −0.221859 + 0.0979898i
\(732\) −3.70520 −0.136948
\(733\) −11.4922 + 50.3506i −0.424474 + 1.85974i 0.0807183 + 0.996737i \(0.474279\pi\)
−0.505193 + 0.863007i \(0.668579\pi\)
\(734\) 7.36631 + 32.2739i 0.271895 + 1.19125i
\(735\) 0.508442 + 0.244853i 0.0187542 + 0.00903153i
\(736\) 86.6090 108.604i 3.19245 4.00321i
\(737\) 1.07417 0.0395675
\(738\) −7.80808 −0.287419
\(739\) −21.8339 + 27.3789i −0.803175 + 1.00715i 0.196471 + 0.980510i \(0.437052\pi\)
−0.999645 + 0.0266393i \(0.991519\pi\)
\(740\) 19.1094 9.20261i 0.702476 0.338295i
\(741\) −1.00206 1.25654i −0.0368115 0.0461601i
\(742\) −42.4239 + 20.4303i −1.55743 + 0.750019i
\(743\) −7.33066 + 32.1177i −0.268936 + 1.17829i 0.642317 + 0.766439i \(0.277973\pi\)
−0.911253 + 0.411847i \(0.864884\pi\)
\(744\) −4.76339 + 5.97310i −0.174634 + 0.218984i
\(745\) 11.5848 50.7562i 0.424433 1.85956i
\(746\) −33.3665 16.0685i −1.22163 0.588308i
\(747\) −7.64406 9.58535i −0.279681 0.350709i
\(748\) 20.8839 + 26.1876i 0.763592 + 0.957514i
\(749\) 5.75012 + 25.1929i 0.210105 + 0.920529i
\(750\) −10.3854 5.00135i −0.379222 0.182624i
\(751\) −48.6674 + 23.4370i −1.77590 + 0.855228i −0.814456 + 0.580225i \(0.802964\pi\)
−0.961443 + 0.275003i \(0.911321\pi\)
\(752\) −4.95319 21.7014i −0.180624 0.791367i
\(753\) −1.05075 4.60365i −0.0382916 0.167766i
\(754\) 80.5350 38.7836i 2.93291 1.41242i
\(755\) −3.39058 1.63282i −0.123396 0.0594243i
\(756\) −3.47308 15.2166i −0.126315 0.553421i
\(757\) 9.04934 + 11.3475i 0.328904 + 0.412432i 0.918597 0.395195i \(-0.129323\pi\)
−0.589694 + 0.807627i \(0.700751\pi\)
\(758\) −41.1458