Properties

Label 483.2.bf.a.388.28
Level $483$
Weight $2$
Character 483.388
Analytic conductor $3.857$
Analytic rank $0$
Dimension $640$
CM no
Inner twists $4$

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Newspace parameters

Level: \( N \) \(=\) \( 483 = 3 \cdot 7 \cdot 23 \)
Weight: \( k \) \(=\) \( 2 \)
Character orbit: \([\chi]\) \(=\) 483.bf (of order \(66\), degree \(20\), minimal)

Newform invariants

Self dual: no
Analytic conductor: \(3.85677441763\)
Analytic rank: \(0\)
Dimension: \(640\)
Relative dimension: \(32\) over \(\Q(\zeta_{66})\)
Twist minimal: yes
Sato-Tate group: $\mathrm{SU}(2)[C_{66}]$

Embedding invariants

Embedding label 388.28
Character \(\chi\) \(=\) 483.388
Dual form 483.2.bf.a.61.28

$q$-expansion

\(f(q)\) \(=\) \(q+(1.66500 - 1.30937i) q^{2} +(-0.814576 + 0.580057i) q^{3} +(0.586254 - 2.41657i) q^{4} +(2.07093 + 0.399138i) q^{5} +(-0.596759 + 2.03237i) q^{6} +(-0.0453823 + 2.64536i) q^{7} +(-0.428227 - 0.937687i) q^{8} +(0.327068 - 0.945001i) q^{9} +O(q^{10})\) \(q+(1.66500 - 1.30937i) q^{2} +(-0.814576 + 0.580057i) q^{3} +(0.586254 - 2.41657i) q^{4} +(2.07093 + 0.399138i) q^{5} +(-0.596759 + 2.03237i) q^{6} +(-0.0453823 + 2.64536i) q^{7} +(-0.428227 - 0.937687i) q^{8} +(0.327068 - 0.945001i) q^{9} +(3.97071 - 2.04704i) q^{10} +(2.42156 - 3.07926i) q^{11} +(0.924200 + 2.30854i) q^{12} +(-0.763770 + 1.18845i) q^{13} +(3.38819 + 4.46394i) q^{14} +(-1.91845 + 0.876126i) q^{15} +(2.47970 + 1.27837i) q^{16} +(-0.200736 + 0.191401i) q^{17} +(-0.692787 - 2.00168i) q^{18} +(0.417351 + 0.397943i) q^{19} +(2.17863 - 4.77054i) q^{20} +(-1.49749 - 2.18117i) q^{21} -8.29768i q^{22} +(2.38671 - 4.15976i) q^{23} +(0.892736 + 0.515421i) q^{24} +(-0.512420 - 0.205142i) q^{25} +(0.284443 + 2.97882i) q^{26} +(0.281733 + 0.959493i) q^{27} +(6.36610 + 1.66052i) q^{28} +(-5.20891 - 1.52947i) q^{29} +(-2.04704 + 3.97071i) q^{30} +(-0.233410 + 2.44438i) q^{31} +(7.82698 - 1.50853i) q^{32} +(-0.186396 + 3.91294i) q^{33} +(-0.0836100 + 0.581520i) q^{34} +(-1.14985 + 5.46023i) q^{35} +(-2.09192 - 1.34439i) q^{36} +(-3.04978 - 1.05554i) q^{37} +(1.21594 + 0.116108i) q^{38} +(-0.0672196 - 1.41111i) q^{39} +(-0.512560 - 2.11280i) q^{40} +(-4.70721 - 4.07882i) q^{41} +(-5.34928 - 1.67088i) q^{42} +(-3.42515 - 1.56421i) q^{43} +(-6.02161 - 7.65710i) q^{44} +(1.05452 - 1.82648i) q^{45} +(-1.47280 - 10.0511i) q^{46} +(1.68269 - 0.971502i) q^{47} +(-2.76143 + 0.397034i) q^{48} +(-6.99588 - 0.240105i) q^{49} +(-1.12179 + 0.329386i) q^{50} +(0.0524910 - 0.272349i) q^{51} +(2.42421 + 2.54244i) q^{52} +(-3.34927 + 0.159545i) q^{53} +(1.72541 + 1.22866i) q^{54} +(6.24392 - 5.41039i) q^{55} +(2.49996 - 1.09026i) q^{56} +(-0.570793 - 0.0820677i) q^{57} +(-10.6755 + 4.27381i) q^{58} +(3.02164 + 5.86116i) q^{59} +(0.992523 + 5.14970i) q^{60} +(-4.91704 + 6.90501i) q^{61} +(2.81197 + 4.37552i) q^{62} +(2.48503 + 0.908099i) q^{63} +(7.40279 - 8.54327i) q^{64} +(-2.05607 + 2.15634i) q^{65} +(4.81313 + 6.75909i) q^{66} +(3.71654 - 9.28346i) q^{67} +(0.344852 + 0.597302i) q^{68} +(0.468744 + 4.77287i) q^{69} +(5.23496 + 10.5969i) q^{70} +(1.43885 + 10.0074i) q^{71} +(-1.02617 + 0.0979878i) q^{72} +(2.40651 + 0.583814i) q^{73} +(-6.45996 + 2.23581i) q^{74} +(0.536399 - 0.130129i) q^{75} +(1.20633 - 0.775262i) q^{76} +(8.03587 + 6.54564i) q^{77} +(-1.95959 - 2.26148i) q^{78} +(-9.79682 - 0.466680i) q^{79} +(4.62502 + 3.63715i) q^{80} +(-0.786053 - 0.618159i) q^{81} +(-13.1782 - 0.627753i) q^{82} +(8.30677 + 9.58652i) q^{83} +(-6.14887 + 2.34008i) q^{84} +(-0.492104 + 0.316256i) q^{85} +(-7.75099 + 1.88037i) q^{86} +(5.13023 - 1.77559i) q^{87} +(-3.92436 - 0.952040i) q^{88} +(-12.8616 + 1.22813i) q^{89} +(-0.635765 - 4.42184i) q^{90} +(-3.10922 - 2.07438i) q^{91} +(-8.65314 - 8.20632i) q^{92} +(-1.22775 - 2.12653i) q^{93} +(1.52962 - 3.82081i) q^{94} +(0.705468 + 0.990691i) q^{95} +(-5.50064 + 5.76890i) q^{96} +(11.3221 - 13.0664i) q^{97} +(-11.9625 + 8.76041i) q^{98} +(-2.11789 - 3.29550i) q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 640q - 4q^{2} + 36q^{4} + 24q^{8} - 32q^{9} + O(q^{10}) \) \( 640q - 4q^{2} + 36q^{4} + 24q^{8} - 32q^{9} + 4q^{18} - 28q^{23} + 56q^{25} - 84q^{26} - 176q^{28} - 24q^{29} + 12q^{31} + 36q^{32} - 76q^{35} + 28q^{36} + 44q^{37} - 110q^{42} - 88q^{43} + 154q^{44} + 8q^{46} + 12q^{47} - 8q^{49} - 212q^{50} + 44q^{51} + 108q^{52} - 110q^{56} - 88q^{57} + 2q^{58} - 36q^{59} - 168q^{64} - 48q^{70} + 16q^{71} + 12q^{72} - 48q^{73} - 22q^{74} + 48q^{75} + 32q^{78} - 44q^{79} - 594q^{80} + 32q^{81} + 24q^{82} + 352q^{85} - 36q^{87} - 330q^{88} + 244q^{92} - 24q^{93} - 486q^{94} - 154q^{95} - 60q^{96} - 24q^{98} - 44q^{99} + O(q^{100}) \)

Character values

We give the values of \(\chi\) on generators for \(\left(\mathbb{Z}/483\mathbb{Z}\right)^\times\).

\(n\) \(323\) \(346\) \(442\)
\(\chi(n)\) \(1\) \(e\left(\frac{1}{6}\right)\) \(e\left(\frac{5}{22}\right)\)

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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) 1.66500 1.30937i 1.17733 0.925864i 0.179014 0.983847i \(-0.442709\pi\)
0.998318 + 0.0579829i \(0.0184669\pi\)
\(3\) −0.814576 + 0.580057i −0.470296 + 0.334896i
\(4\) 0.586254 2.41657i 0.293127 1.20829i
\(5\) 2.07093 + 0.399138i 0.926146 + 0.178500i 0.629958 0.776630i \(-0.283072\pi\)
0.296188 + 0.955130i \(0.404284\pi\)
\(6\) −0.596759 + 2.03237i −0.243626 + 0.829713i
\(7\) −0.0453823 + 2.64536i −0.0171529 + 0.999853i
\(8\) −0.428227 0.937687i −0.151401 0.331522i
\(9\) 0.327068 0.945001i 0.109023 0.315000i
\(10\) 3.97071 2.04704i 1.25565 0.647331i
\(11\) 2.42156 3.07926i 0.730128 0.928433i −0.269273 0.963064i \(-0.586783\pi\)
0.999400 + 0.0346313i \(0.0110257\pi\)
\(12\) 0.924200 + 2.30854i 0.266794 + 0.666418i
\(13\) −0.763770 + 1.18845i −0.211832 + 0.329617i −0.930868 0.365356i \(-0.880947\pi\)
0.719036 + 0.694973i \(0.244584\pi\)
\(14\) 3.38819 + 4.46394i 0.905533 + 1.19304i
\(15\) −1.91845 + 0.876126i −0.495341 + 0.226215i
\(16\) 2.47970 + 1.27837i 0.619924 + 0.319593i
\(17\) −0.200736 + 0.191401i −0.0486856 + 0.0464216i −0.714031 0.700114i \(-0.753133\pi\)
0.665346 + 0.746535i \(0.268284\pi\)
\(18\) −0.692787 2.00168i −0.163292 0.471800i
\(19\) 0.417351 + 0.397943i 0.0957468 + 0.0912944i 0.736441 0.676502i \(-0.236505\pi\)
−0.640694 + 0.767796i \(0.721353\pi\)
\(20\) 2.17863 4.77054i 0.487157 1.06673i
\(21\) −1.49749 2.18117i −0.326780 0.475971i
\(22\) 8.29768i 1.76907i
\(23\) 2.38671 4.15976i 0.497663 0.867370i
\(24\) 0.892736 + 0.515421i 0.182229 + 0.105210i
\(25\) −0.512420 0.205142i −0.102484 0.0410284i
\(26\) 0.284443 + 2.97882i 0.0557839 + 0.584195i
\(27\) 0.281733 + 0.959493i 0.0542195 + 0.184655i
\(28\) 6.36610 + 1.66052i 1.20308 + 0.313809i
\(29\) −5.20891 1.52947i −0.967270 0.284016i −0.240310 0.970696i \(-0.577249\pi\)
−0.726960 + 0.686680i \(0.759067\pi\)
\(30\) −2.04704 + 3.97071i −0.373737 + 0.724948i
\(31\) −0.233410 + 2.44438i −0.0419217 + 0.439024i 0.950007 + 0.312228i \(0.101075\pi\)
−0.991929 + 0.126796i \(0.959531\pi\)
\(32\) 7.82698 1.50853i 1.38363 0.266672i
\(33\) −0.186396 + 3.91294i −0.0324474 + 0.681155i
\(34\) −0.0836100 + 0.581520i −0.0143390 + 0.0997299i
\(35\) −1.14985 + 5.46023i −0.194360 + 0.922948i
\(36\) −2.09192 1.34439i −0.348653 0.224065i
\(37\) −3.04978 1.05554i −0.501380 0.173529i 0.0646594 0.997907i \(-0.479404\pi\)
−0.566040 + 0.824378i \(0.691525\pi\)
\(38\) 1.21594 + 0.116108i 0.197252 + 0.0188353i
\(39\) −0.0672196 1.41111i −0.0107637 0.225959i
\(40\) −0.512560 2.11280i −0.0810429 0.334063i
\(41\) −4.70721 4.07882i −0.735142 0.637004i 0.204617 0.978842i \(-0.434405\pi\)
−0.939759 + 0.341838i \(0.888951\pi\)
\(42\) −5.34928 1.67088i −0.825412 0.257822i
\(43\) −3.42515 1.56421i −0.522330 0.238540i 0.136760 0.990604i \(-0.456331\pi\)
−0.659090 + 0.752064i \(0.729058\pi\)
\(44\) −6.02161 7.65710i −0.907791 1.15435i
\(45\) 1.05452 1.82648i 0.157198 0.272276i
\(46\) −1.47280 10.0511i −0.217152 1.48195i
\(47\) 1.68269 0.971502i 0.245446 0.141708i −0.372231 0.928140i \(-0.621407\pi\)
0.617677 + 0.786432i \(0.288074\pi\)
\(48\) −2.76143 + 0.397034i −0.398578 + 0.0573069i
\(49\) −6.99588 0.240105i −0.999412 0.0343007i
\(50\) −1.12179 + 0.329386i −0.158644 + 0.0465822i
\(51\) 0.0524910 0.272349i 0.00735021 0.0381365i
\(52\) 2.42421 + 2.54244i 0.336177 + 0.352573i
\(53\) −3.34927 + 0.159545i −0.460057 + 0.0219152i −0.276332 0.961062i \(-0.589119\pi\)
−0.183726 + 0.982978i \(0.558816\pi\)
\(54\) 1.72541 + 1.22866i 0.234799 + 0.167200i
\(55\) 6.24392 5.41039i 0.841930 0.729536i
\(56\) 2.49996 1.09026i 0.334071 0.145692i
\(57\) −0.570793 0.0820677i −0.0756034 0.0108701i
\(58\) −10.6755 + 4.27381i −1.40176 + 0.561179i
\(59\) 3.02164 + 5.86116i 0.393384 + 0.763058i 0.999477 0.0323355i \(-0.0102945\pi\)
−0.606093 + 0.795394i \(0.707264\pi\)
\(60\) 0.992523 + 5.14970i 0.128134 + 0.664823i
\(61\) −4.91704 + 6.90501i −0.629562 + 0.884096i −0.998979 0.0451674i \(-0.985618\pi\)
0.369417 + 0.929264i \(0.379557\pi\)
\(62\) 2.81197 + 4.37552i 0.357121 + 0.555691i
\(63\) 2.48503 + 0.908099i 0.313084 + 0.114410i
\(64\) 7.40279 8.54327i 0.925349 1.06791i
\(65\) −2.05607 + 2.15634i −0.255024 + 0.267461i
\(66\) 4.81313 + 6.75909i 0.592455 + 0.831987i
\(67\) 3.71654 9.28346i 0.454047 1.13416i −0.508020 0.861345i \(-0.669623\pi\)
0.962068 0.272810i \(-0.0879532\pi\)
\(68\) 0.344852 + 0.597302i 0.0418195 + 0.0724335i
\(69\) 0.468744 + 4.77287i 0.0564302 + 0.574586i
\(70\) 5.23496 + 10.5969i 0.625698 + 1.26657i
\(71\) 1.43885 + 10.0074i 0.170760 + 1.18766i 0.877284 + 0.479971i \(0.159353\pi\)
−0.706524 + 0.707689i \(0.749738\pi\)
\(72\) −1.02617 + 0.0979878i −0.120936 + 0.0115480i
\(73\) 2.40651 + 0.583814i 0.281661 + 0.0683302i 0.374101 0.927388i \(-0.377951\pi\)
−0.0924397 + 0.995718i \(0.529467\pi\)
\(74\) −6.45996 + 2.23581i −0.750955 + 0.259908i
\(75\) 0.536399 0.130129i 0.0619381 0.0150260i
\(76\) 1.20633 0.775262i 0.138376 0.0889286i
\(77\) 8.03587 + 6.54564i 0.915772 + 0.745945i
\(78\) −1.95959 2.26148i −0.221880 0.256063i
\(79\) −9.79682 0.466680i −1.10223 0.0525056i −0.511430 0.859325i \(-0.670884\pi\)
−0.590798 + 0.806819i \(0.701187\pi\)
\(80\) 4.62502 + 3.63715i 0.517093 + 0.406646i
\(81\) −0.786053 0.618159i −0.0873392 0.0686843i
\(82\) −13.1782 0.627753i −1.45528 0.0693238i
\(83\) 8.30677 + 9.58652i 0.911787 + 1.05226i 0.998430 + 0.0560184i \(0.0178405\pi\)
−0.0866432 + 0.996239i \(0.527614\pi\)
\(84\) −6.14887 + 2.34008i −0.670896 + 0.255323i
\(85\) −0.492104 + 0.316256i −0.0533762 + 0.0343028i
\(86\) −7.75099 + 1.88037i −0.835811 + 0.202766i
\(87\) 5.13023 1.77559i 0.550019 0.190363i
\(88\) −3.92436 0.952040i −0.418338 0.101488i
\(89\) −12.8616 + 1.22813i −1.36333 + 0.130182i −0.750937 0.660374i \(-0.770398\pi\)
−0.612390 + 0.790556i \(0.709792\pi\)
\(90\) −0.635765 4.42184i −0.0670155 0.466103i
\(91\) −3.10922 2.07438i −0.325935 0.217454i
\(92\) −8.65314 8.20632i −0.902152 0.855568i
\(93\) −1.22775 2.12653i −0.127312 0.220511i
\(94\) 1.52962 3.82081i 0.157768 0.394087i
\(95\) 0.705468 + 0.990691i 0.0723795 + 0.101643i
\(96\) −5.50064 + 5.76890i −0.561406 + 0.588786i
\(97\) 11.3221 13.0664i 1.14959 1.32669i 0.212676 0.977123i \(-0.431782\pi\)
0.936910 0.349570i \(-0.113672\pi\)
\(98\) −11.9625 + 8.76041i −1.20840 + 0.884936i
\(99\) −2.11789 3.29550i −0.212856 0.331211i
\(100\) −0.796148 + 1.11803i −0.0796148 + 0.111803i
\(101\) −0.967141 5.01800i −0.0962341 0.499310i −0.997778 0.0666228i \(-0.978778\pi\)
0.901544 0.432687i \(-0.142435\pi\)
\(102\) −0.269208 0.522191i −0.0266556 0.0517046i
\(103\) −13.1540 + 5.26606i −1.29610 + 0.518880i −0.914178 0.405314i \(-0.867162\pi\)
−0.381923 + 0.924194i \(0.624738\pi\)
\(104\) 1.44146 + 0.207251i 0.141347 + 0.0203226i
\(105\) −2.23061 5.11475i −0.217685 0.499149i
\(106\) −5.36762 + 4.65107i −0.521350 + 0.451752i
\(107\) 13.8613 + 9.87061i 1.34002 + 0.954227i 0.999904 + 0.0138456i \(0.00440734\pi\)
0.340121 + 0.940382i \(0.389532\pi\)
\(108\) 2.48385 0.118320i 0.239008 0.0113854i
\(109\) −11.1030 11.6445i −1.06347 1.11534i −0.993035 0.117822i \(-0.962409\pi\)
−0.0704382 0.997516i \(-0.522440\pi\)
\(110\) 3.31192 17.1839i 0.315779 1.63842i
\(111\) 3.09655 0.909228i 0.293911 0.0863001i
\(112\) −3.49429 + 6.50168i −0.330180 + 0.614351i
\(113\) −10.9479 + 1.57408i −1.02990 + 0.148077i −0.636487 0.771287i \(-0.719613\pi\)
−0.393409 + 0.919364i \(0.628704\pi\)
\(114\) −1.05783 + 0.610737i −0.0990746 + 0.0572007i
\(115\) 6.60301 7.66193i 0.615734 0.714479i
\(116\) −6.74982 + 11.6910i −0.626705 + 1.08548i
\(117\) 0.873281 + 1.11047i 0.0807349 + 0.102663i
\(118\) 12.7054 + 5.80238i 1.16963 + 0.534152i
\(119\) −0.497216 0.539705i −0.0455797 0.0494747i
\(120\) 1.64306 + 1.42372i 0.149991 + 0.129968i
\(121\) −1.02456 4.22331i −0.0931421 0.383937i
\(122\) 0.854352 + 17.9350i 0.0773494 + 1.62376i
\(123\) 6.20032 + 0.592059i 0.559064 + 0.0533842i
\(124\) 5.77019 + 1.99708i 0.518178 + 0.179343i
\(125\) −9.85048 6.33052i −0.881054 0.566219i
\(126\) 5.32660 1.74183i 0.474531 0.155175i
\(127\) 1.20892 8.40823i 0.107274 0.746109i −0.863193 0.504875i \(-0.831539\pi\)
0.970467 0.241234i \(-0.0775523\pi\)
\(128\) 0.380779 7.99353i 0.0336564 0.706535i
\(129\) 3.69737 0.712610i 0.325536 0.0627418i
\(130\) −0.599901 + 6.28245i −0.0526148 + 0.551007i
\(131\) 5.65846 10.9759i 0.494382 0.958967i −0.501224 0.865318i \(-0.667117\pi\)
0.995605 0.0936489i \(-0.0298531\pi\)
\(132\) 9.34661 + 2.74441i 0.813518 + 0.238870i
\(133\) −1.07164 + 1.08598i −0.0929233 + 0.0941668i
\(134\) −5.96745 20.3233i −0.515509 1.75566i
\(135\) 0.200477 + 2.09949i 0.0172543 + 0.180695i
\(136\) 0.265435 + 0.106264i 0.0227609 + 0.00911208i
\(137\) 0.850903 + 0.491269i 0.0726976 + 0.0419720i 0.535908 0.844276i \(-0.319969\pi\)
−0.463211 + 0.886248i \(0.653303\pi\)
\(138\) 7.02990 + 7.33306i 0.598425 + 0.624231i
\(139\) 0.454081i 0.0385147i −0.999815 0.0192573i \(-0.993870\pi\)
0.999815 0.0192573i \(-0.00613018\pi\)
\(140\) 12.5209 + 5.97977i 1.05821 + 0.505383i
\(141\) −0.807153 + 1.76742i −0.0679745 + 0.148843i
\(142\) 15.4991 + 14.7783i 1.30065 + 1.24017i
\(143\) 1.81003 + 5.22975i 0.151363 + 0.437334i
\(144\) 2.01909 1.92520i 0.168258 0.160433i
\(145\) −10.1768 5.24650i −0.845136 0.435698i
\(146\) 4.77127 2.17897i 0.394873 0.180332i
\(147\) 5.83795 3.86243i 0.481506 0.318567i
\(148\) −4.33873 + 6.75119i −0.356641 + 0.554944i
\(149\) 0.886191 + 2.21360i 0.0725996 + 0.181345i 0.960229 0.279213i \(-0.0900736\pi\)
−0.887630 + 0.460558i \(0.847649\pi\)
\(150\) 0.722717 0.919009i 0.0590096 0.0750368i
\(151\) 8.70909 4.48985i 0.708736 0.365379i −0.0658656 0.997829i \(-0.520981\pi\)
0.774601 + 0.632450i \(0.217951\pi\)
\(152\) 0.194425 0.561754i 0.0157700 0.0455643i
\(153\) 0.115220 + 0.252297i 0.00931499 + 0.0203970i
\(154\) 21.9504 + 0.376567i 1.76881 + 0.0303447i
\(155\) −1.45902 + 4.96897i −0.117191 + 0.399118i
\(156\) −3.44946 0.664829i −0.276178 0.0532289i
\(157\) 3.33805 13.7596i 0.266405 1.09814i −0.668634 0.743592i \(-0.733121\pi\)
0.935039 0.354545i \(-0.115364\pi\)
\(158\) −16.9227 + 12.0506i −1.34630 + 0.958696i
\(159\) 2.63569 2.07273i 0.209024 0.164378i
\(160\) 16.8112 1.32904
\(161\) 10.8958 + 6.50249i 0.858707 + 0.512468i
\(162\) −2.11817 −0.166420
\(163\) 4.74847 3.73423i 0.371929 0.292488i −0.414646 0.909983i \(-0.636095\pi\)
0.786575 + 0.617495i \(0.211852\pi\)
\(164\) −12.6164 + 8.98407i −0.985173 + 0.701538i
\(165\) −1.94781 + 8.02900i −0.151637 + 0.625057i
\(166\) 26.3831 + 5.08492i 2.04772 + 0.394666i
\(167\) −2.07723 + 7.07440i −0.160741 + 0.547434i 0.839252 + 0.543742i \(0.182993\pi\)
−0.999993 + 0.00369129i \(0.998825\pi\)
\(168\) −1.40399 + 2.33822i −0.108320 + 0.180397i
\(169\) 4.57133 + 10.0098i 0.351641 + 0.769985i
\(170\) −0.405257 + 1.17091i −0.0310818 + 0.0898049i
\(171\) 0.512559 0.264242i 0.0391963 0.0202071i
\(172\) −5.78803 + 7.36008i −0.441333 + 0.561201i
\(173\) −3.48149 8.69635i −0.264693 0.661171i 0.735167 0.677886i \(-0.237104\pi\)
−0.999860 + 0.0167145i \(0.994679\pi\)
\(174\) 6.21692 9.67372i 0.471304 0.733363i
\(175\) 0.565930 1.34623i 0.0427803 0.101765i
\(176\) 9.94118 4.53998i 0.749344 0.342214i
\(177\) −5.86116 3.02164i −0.440552 0.227120i
\(178\) −19.8065 + 18.8854i −1.48456 + 1.41552i
\(179\) −7.60775 21.9811i −0.568630 1.64295i −0.751441 0.659800i \(-0.770641\pi\)
0.182812 0.983148i \(-0.441480\pi\)
\(180\) −3.79560 3.61910i −0.282908 0.269752i
\(181\) −5.23877 + 11.4713i −0.389395 + 0.852656i 0.608842 + 0.793292i \(0.291634\pi\)
−0.998236 + 0.0593638i \(0.981093\pi\)
\(182\) −7.89297 + 0.617269i −0.585066 + 0.0457550i
\(183\) 8.47682i 0.626624i
\(184\) −4.92261 0.456661i −0.362900 0.0336655i
\(185\) −5.89456 3.40322i −0.433376 0.250210i
\(186\) −4.82861 1.93309i −0.354051 0.141741i
\(187\) 0.103281 + 1.08161i 0.00755266 + 0.0790950i
\(188\) −1.36122 4.63589i −0.0992771 0.338107i
\(189\) −2.55099 + 0.701741i −0.185557 + 0.0510441i
\(190\) 2.47178 + 0.725781i 0.179322 + 0.0526537i
\(191\) −7.67818 + 14.8936i −0.555573 + 1.07766i 0.429101 + 0.903257i \(0.358831\pi\)
−0.984674 + 0.174405i \(0.944200\pi\)
\(192\) −1.07455 + 11.2532i −0.0775489 + 0.812129i
\(193\) 17.2450 3.32371i 1.24132 0.239246i 0.474011 0.880519i \(-0.342806\pi\)
0.767313 + 0.641273i \(0.221594\pi\)
\(194\) 1.74254 36.5804i 0.125107 2.62632i
\(195\) 0.424022 2.94914i 0.0303649 0.211192i
\(196\) −4.68159 + 16.7653i −0.334399 + 1.19752i
\(197\) 10.8385 + 6.96546i 0.772208 + 0.496268i 0.866439 0.499282i \(-0.166403\pi\)
−0.0942311 + 0.995550i \(0.530039\pi\)
\(198\) −7.84132 2.71391i −0.557258 0.192869i
\(199\) 3.08525 + 0.294606i 0.218708 + 0.0208841i 0.203835 0.979005i \(-0.434660\pi\)
0.0148731 + 0.999889i \(0.495266\pi\)
\(200\) 0.0270732 + 0.568337i 0.00191437 + 0.0401875i
\(201\) 2.35753 + 9.71789i 0.166288 + 0.685447i
\(202\) −8.18071 7.08862i −0.575592 0.498754i
\(203\) 4.28240 13.7100i 0.300566 0.962256i
\(204\) −0.627378 0.286514i −0.0439252 0.0200600i
\(205\) −8.12026 10.3258i −0.567144 0.721182i
\(206\) −15.0061 + 25.9914i −1.04553 + 1.81091i
\(207\) −3.15036 3.61597i −0.218965 0.251327i
\(208\) −3.41320 + 1.97061i −0.236663 + 0.136637i
\(209\) 2.23601 0.321490i 0.154668 0.0222379i
\(210\) −10.4111 5.59536i −0.718431 0.386117i
\(211\) 17.5173 5.14354i 1.20594 0.354096i 0.383819 0.923408i \(-0.374609\pi\)
0.822121 + 0.569312i \(0.192790\pi\)
\(212\) −1.57797 + 8.18728i −0.108375 + 0.562305i
\(213\) −6.97691 7.31717i −0.478050 0.501365i
\(214\) 36.0033 1.71505i 2.46114 0.117238i
\(215\) −6.46888 4.60647i −0.441174 0.314159i
\(216\) 0.779059 0.675058i 0.0530082 0.0459319i
\(217\) −6.45569 0.728387i −0.438241 0.0494461i
\(218\) −33.7334 4.85012i −2.28471 0.328492i
\(219\) −2.29893 + 0.920354i −0.155348 + 0.0621918i
\(220\) −9.41406 18.2607i −0.634696 1.23114i
\(221\) −0.0741547 0.384751i −0.00498818 0.0258812i
\(222\) 3.96523 5.56839i 0.266129 0.373726i
\(223\) −9.29489 14.4631i −0.622432 0.968523i −0.999110 0.0421786i \(-0.986570\pi\)
0.376678 0.926344i \(-0.377066\pi\)
\(224\) 3.63539 + 20.7737i 0.242900 + 1.38800i
\(225\) −0.361456 + 0.417142i −0.0240970 + 0.0278095i
\(226\) −16.1673 + 16.9557i −1.07543 + 1.12788i
\(227\) 11.3274 + 15.9071i 0.751824 + 1.05579i 0.996284 + 0.0861296i \(0.0274499\pi\)
−0.244460 + 0.969659i \(0.578611\pi\)
\(228\) −0.532952 + 1.33125i −0.0352956 + 0.0881642i
\(229\) −0.707167 1.22485i −0.0467309 0.0809403i 0.841714 0.539924i \(-0.181547\pi\)
−0.888445 + 0.458984i \(0.848214\pi\)
\(230\) 0.961710 21.4029i 0.0634133 1.41126i
\(231\) −10.3427 0.670663i −0.680498 0.0441264i
\(232\) 0.796429 + 5.53929i 0.0522881 + 0.363672i
\(233\) 22.4391 2.14268i 1.47004 0.140371i 0.670912 0.741537i \(-0.265903\pi\)
0.799125 + 0.601166i \(0.205297\pi\)
\(234\) 2.90802 + 0.705479i 0.190103 + 0.0461186i
\(235\) 3.87249 1.34028i 0.252613 0.0874303i
\(236\) 15.9354 3.86587i 1.03730 0.251647i
\(237\) 8.25095 5.30256i 0.535957 0.344439i
\(238\) −1.53454 0.247569i −0.0994692 0.0160475i
\(239\) 3.56704 + 4.11658i 0.230733 + 0.266280i 0.859296 0.511479i \(-0.170902\pi\)
−0.628563 + 0.777758i \(0.716357\pi\)
\(240\) −5.87719 0.279965i −0.379371 0.0180717i
\(241\) −8.84391 6.95492i −0.569686 0.448006i 0.291302 0.956631i \(-0.405912\pi\)
−0.860988 + 0.508625i \(0.830154\pi\)
\(242\) −7.23576 5.69027i −0.465132 0.365784i
\(243\) 0.998867 + 0.0475819i 0.0640774 + 0.00305238i
\(244\) 13.8038 + 15.9305i 0.883699 + 1.01984i
\(245\) −14.3921 3.28956i −0.919478 0.210162i
\(246\) 11.0987 7.13273i 0.707630 0.454766i
\(247\) −0.791695 + 0.192063i −0.0503744 + 0.0122207i
\(248\) 2.39202 0.827886i 0.151893 0.0525708i
\(249\) −12.3272 2.99055i −0.781206 0.189519i
\(250\) −24.6900 + 2.35761i −1.56153 + 0.149108i
\(251\) 1.79308 + 12.4711i 0.113178 + 0.787172i 0.964794 + 0.263006i \(0.0847138\pi\)
−0.851616 + 0.524166i \(0.824377\pi\)
\(252\) 3.65134 5.47286i 0.230013 0.344758i
\(253\) −7.02945 17.4224i −0.441938 1.09534i
\(254\) −8.99662 15.5826i −0.564498 0.977739i
\(255\) 0.217410 0.543063i 0.0136147 0.0340079i
\(256\) 3.28188 + 4.60876i 0.205118 + 0.288047i
\(257\) 4.47179 4.68988i 0.278943 0.292547i −0.569327 0.822111i \(-0.692796\pi\)
0.848270 + 0.529564i \(0.177645\pi\)
\(258\) 5.22305 6.02772i 0.325173 0.375269i
\(259\) 2.93069 8.01986i 0.182104 0.498330i
\(260\) 4.00557 + 6.23279i 0.248415 + 0.386541i
\(261\) −3.14902 + 4.42218i −0.194919 + 0.273726i
\(262\) −4.95015 25.6838i −0.305821 1.58675i
\(263\) −7.80090 15.1316i −0.481024 0.933057i −0.997070 0.0764958i \(-0.975627\pi\)
0.516046 0.856561i \(-0.327403\pi\)
\(264\) 3.74893 1.50084i 0.230731 0.0923706i
\(265\) −6.99977 1.00641i −0.429992 0.0618235i
\(266\) −0.362331 + 3.21134i −0.0222159 + 0.196900i
\(267\) 9.76436 8.46087i 0.597569 0.517797i
\(268\) −20.2553 14.4237i −1.23729 0.881070i
\(269\) −25.3916 + 1.20955i −1.54815 + 0.0737476i −0.804149 0.594427i \(-0.797379\pi\)
−0.744004 + 0.668175i \(0.767076\pi\)
\(270\) 3.08280 + 3.23315i 0.187613 + 0.196763i
\(271\) 3.14628 16.3245i 0.191123 0.991641i −0.751992 0.659173i \(-0.770907\pi\)
0.943115 0.332468i \(-0.107881\pi\)
\(272\) −0.742446 + 0.218002i −0.0450174 + 0.0132183i
\(273\) 3.73595 0.113781i 0.226110 0.00688632i
\(274\) 2.06001 0.296184i 0.124449 0.0178931i
\(275\) −1.87254 + 1.08111i −0.112919 + 0.0651936i
\(276\) 11.8088 + 1.66536i 0.710805 + 0.100243i
\(277\) −11.1850 + 19.3730i −0.672042 + 1.16401i 0.305282 + 0.952262i \(0.401249\pi\)
−0.977324 + 0.211749i \(0.932084\pi\)
\(278\) −0.594560 0.756044i −0.0356593 0.0453445i
\(279\) 2.23360 + 1.02005i 0.133722 + 0.0610690i
\(280\) 5.61239 1.26002i 0.335404 0.0753008i
\(281\) 15.1935 + 13.1652i 0.906367 + 0.785371i 0.977245 0.212114i \(-0.0680348\pi\)
−0.0708784 + 0.997485i \(0.522580\pi\)
\(282\) 0.970295 + 3.99961i 0.0577802 + 0.238173i
\(283\) −0.0146524 0.307591i −0.000870994 0.0182844i 0.998390 0.0567221i \(-0.0180649\pi\)
−0.999261 + 0.0384377i \(0.987762\pi\)
\(284\) 25.0271 + 2.38980i 1.48509 + 0.141809i
\(285\) −1.14931 0.397781i −0.0680795 0.0235625i
\(286\) 9.86137 + 6.33752i 0.583115 + 0.374745i
\(287\) 11.0036 12.2672i 0.649520 0.724107i
\(288\) 1.13440 7.88989i 0.0668449 0.464916i
\(289\) −0.805232 + 16.9039i −0.0473666 + 0.994347i
\(290\) −23.8139 + 4.58976i −1.39840 + 0.269520i
\(291\) −1.64346 + 17.2111i −0.0963411 + 1.00893i
\(292\) 2.82165 5.47325i 0.165125 0.320297i
\(293\) 12.3859 + 3.63681i 0.723589 + 0.212465i 0.622731 0.782436i \(-0.286023\pi\)
0.100858 + 0.994901i \(0.467841\pi\)
\(294\) 4.66284 14.0750i 0.271942 0.820868i
\(295\) 3.91817 + 13.3441i 0.228125 + 0.776922i
\(296\) 0.316234 + 3.31175i 0.0183807 + 0.192491i
\(297\) 3.63676 + 1.45594i 0.211026 + 0.0844822i
\(298\) 4.37392 + 2.52529i 0.253375 + 0.146286i
\(299\) 3.12077 + 6.01358i 0.180479 + 0.347775i
\(300\) 1.37254i 0.0792433i
\(301\) 4.29335 8.98976i 0.247464 0.518161i
\(302\) 8.62175 18.8790i 0.496126 1.08636i
\(303\) 3.69854 + 3.52655i 0.212475 + 0.202595i
\(304\) 0.526184 + 1.52031i 0.0301787 + 0.0871956i
\(305\) −12.9389 + 12.3372i −0.740877 + 0.706425i
\(306\) 0.522191 + 0.269208i 0.0298517 + 0.0153896i
\(307\) −30.3413 + 13.8564i −1.73167 + 0.790828i −0.738487 + 0.674268i \(0.764459\pi\)
−0.993184 + 0.116560i \(0.962813\pi\)
\(308\) 20.5291 15.5818i 1.16975 0.887857i
\(309\) 7.66030 11.9197i 0.435779 0.678086i
\(310\) 4.07695 + 10.1837i 0.231555 + 0.578397i
\(311\) 13.1892 16.7714i 0.747891 0.951021i −0.251969 0.967735i \(-0.581078\pi\)
0.999860 + 0.0167146i \(0.00532067\pi\)
\(312\) −1.29440 + 0.667308i −0.0732808 + 0.0377789i
\(313\) −10.7648 + 31.1027i −0.608460 + 1.75803i 0.0426998 + 0.999088i \(0.486404\pi\)
−0.651160 + 0.758941i \(0.725717\pi\)
\(314\) −12.4586 27.2805i −0.703078 1.53953i
\(315\) 4.78385 + 2.87247i 0.269539 + 0.161846i
\(316\) −6.87118 + 23.4011i −0.386534 + 1.31641i
\(317\) 20.5297 + 3.95677i 1.15306 + 0.222234i 0.729727 0.683739i \(-0.239647\pi\)
0.423335 + 0.905973i \(0.360859\pi\)
\(318\) 1.67445 6.90218i 0.0938985 0.387055i
\(319\) −17.3233 + 12.3359i −0.969920 + 0.690677i
\(320\) 18.7406 14.7377i 1.04763 0.823865i
\(321\) −17.0166 −0.949775
\(322\) 26.6556 3.43995i 1.48546 0.191701i
\(323\) −0.159944 −0.00889953
\(324\) −1.95465 + 1.53715i −0.108592 + 0.0853975i
\(325\) 0.635172 0.452304i 0.0352330 0.0250893i
\(326\) 3.01669 12.4350i 0.167079 0.688710i
\(327\) 15.7987 + 3.04495i 0.873669 + 0.168386i
\(328\) −1.80890 + 6.16055i −0.0998798 + 0.340159i
\(329\) 2.49361 + 4.49541i 0.137477 + 0.247840i
\(330\) 7.26981 + 15.9187i 0.400190 + 0.876294i
\(331\) −5.46345 + 15.7856i −0.300298 + 0.867655i 0.689386 + 0.724394i \(0.257880\pi\)
−0.989685 + 0.143262i \(0.954241\pi\)
\(332\) 28.0364 14.4538i 1.53870 0.793253i
\(333\) −1.99497 + 2.53681i −0.109324 + 0.139016i
\(334\) 5.80442 + 14.4987i 0.317604 + 0.793335i
\(335\) 11.4021 17.7419i 0.622961 0.969346i
\(336\) −0.924978 7.32300i −0.0504617 0.399502i
\(337\) 21.4921 9.81513i 1.17075 0.534664i 0.267408 0.963583i \(-0.413833\pi\)
0.903343 + 0.428919i \(0.141106\pi\)
\(338\) 20.7178 + 10.6808i 1.12690 + 0.580957i
\(339\) 8.00488 7.63264i 0.434765 0.414548i
\(340\) 0.475758 + 1.37461i 0.0258016 + 0.0745488i
\(341\) 6.96168 + 6.63795i 0.376996 + 0.359465i
\(342\) 0.507418 1.11109i 0.0274380 0.0600809i
\(343\) 0.952653 18.4957i 0.0514385 0.998676i
\(344\) 3.88155i 0.209279i
\(345\) −0.934300 + 10.0713i −0.0503010 + 0.542223i
\(346\) −17.1834 9.92085i −0.923786 0.533348i
\(347\) 27.4712 + 10.9978i 1.47473 + 0.590392i 0.963179 0.268861i \(-0.0866473\pi\)
0.511550 + 0.859254i \(0.329072\pi\)
\(348\) −1.28322 13.4385i −0.0687879 0.720380i
\(349\) 8.97855 + 30.5781i 0.480611 + 1.63681i 0.741145 + 0.671345i \(0.234283\pi\)
−0.260534 + 0.965465i \(0.583899\pi\)
\(350\) −0.820436 2.98248i −0.0438541 0.159420i
\(351\) −1.35549 0.398007i −0.0723506 0.0212441i
\(352\) 14.3083 27.7543i 0.762637 1.47931i
\(353\) 2.92053 30.5852i 0.155444 1.62789i −0.495392 0.868669i \(-0.664976\pi\)
0.650837 0.759218i \(-0.274418\pi\)
\(354\) −13.7153 + 2.64340i −0.728958 + 0.140495i
\(355\) −1.01459 + 21.2989i −0.0538489 + 1.13043i
\(356\) −4.57229 + 31.8009i −0.242331 + 1.68545i
\(357\) 0.718080 + 0.151217i 0.0380048 + 0.00800328i
\(358\) −41.4483 26.6372i −2.19061 1.40782i
\(359\) 22.5633 + 7.80922i 1.19084 + 0.412155i 0.849401 0.527748i \(-0.176963\pi\)
0.341442 + 0.939903i \(0.389085\pi\)
\(360\) −2.16424 0.206660i −0.114066 0.0108919i
\(361\) −0.888233 18.6463i −0.0467491 0.981385i
\(362\) 6.29763 + 25.9592i 0.330996 + 1.36438i
\(363\) 3.28434 + 2.84590i 0.172383 + 0.149371i
\(364\) −6.83568 + 6.29753i −0.358287 + 0.330080i
\(365\) 4.75069 + 2.16957i 0.248662 + 0.113560i
\(366\) −11.0993 14.1139i −0.580169 0.737745i
\(367\) −17.5964 + 30.4779i −0.918525 + 1.59093i −0.116868 + 0.993147i \(0.537285\pi\)
−0.801657 + 0.597784i \(0.796048\pi\)
\(368\) 11.2360 7.26385i 0.585719 0.378654i
\(369\) −5.39406 + 3.11426i −0.280804 + 0.162122i
\(370\) −14.2705 + 2.05179i −0.741888 + 0.106667i
\(371\) −0.270058 8.86727i −0.0140207 0.460366i
\(372\) −5.85868 + 1.72026i −0.303758 + 0.0891915i
\(373\) −0.874541 + 4.53755i −0.0452820 + 0.234945i −0.997517 0.0704194i \(-0.977566\pi\)
0.952235 + 0.305365i \(0.0987784\pi\)
\(374\) 1.58819 + 1.66564i 0.0821232 + 0.0861283i
\(375\) 11.6960 0.557151i 0.603980 0.0287711i
\(376\) −1.63154 1.16181i −0.0841402 0.0599160i
\(377\) 5.79611 5.02236i 0.298515 0.258665i
\(378\) −3.32856 + 4.50859i −0.171203 + 0.231897i
\(379\) −11.1670 1.60557i −0.573608 0.0824723i −0.150594 0.988596i \(-0.548119\pi\)
−0.423014 + 0.906123i \(0.639028\pi\)
\(380\) 2.80766 1.12402i 0.144030 0.0576608i
\(381\) 3.89249 + 7.55038i 0.199418 + 0.386818i
\(382\) 6.71705 + 34.8514i 0.343674 + 1.78315i
\(383\) −7.34052 + 10.3083i −0.375083 + 0.526731i −0.958368 0.285537i \(-0.907828\pi\)
0.583284 + 0.812268i \(0.301767\pi\)
\(384\) 4.32653 + 6.73221i 0.220787 + 0.343552i
\(385\) 14.0291 + 16.7630i 0.714987 + 0.854320i
\(386\) 24.3610 28.1141i 1.23994 1.43097i
\(387\) −2.59844 + 2.72516i −0.132086 + 0.138528i
\(388\) −24.9383 35.0209i −1.26605 1.77792i
\(389\) −9.59647 + 23.9708i −0.486561 + 1.21537i 0.458565 + 0.888661i \(0.348364\pi\)
−0.945125 + 0.326708i \(0.894060\pi\)
\(390\) −3.15551 5.46551i −0.159786 0.276757i
\(391\) 0.317086 + 1.29183i 0.0160357 + 0.0653308i
\(392\) 2.77068 + 6.66277i 0.139941 + 0.336521i
\(393\) 1.75739 + 12.2229i 0.0886486 + 0.616564i
\(394\) 27.1664 2.59407i 1.36862 0.130688i
\(395\) −20.1022 4.87674i −1.01145 0.245375i
\(396\) −9.20544 + 3.18603i −0.462591 + 0.160104i
\(397\) 16.0945 3.90448i 0.807759 0.195960i 0.189445 0.981891i \(-0.439331\pi\)
0.618314 + 0.785931i \(0.287816\pi\)
\(398\) 5.52269 3.54922i 0.276827 0.177906i
\(399\) 0.243003 1.50623i 0.0121654 0.0754059i
\(400\) −1.00840 1.16375i −0.0504199 0.0581877i
\(401\) 13.0338 + 0.620875i 0.650875 + 0.0310050i 0.370423 0.928863i \(-0.379213\pi\)
0.280452 + 0.959868i \(0.409516\pi\)
\(402\) 16.6496 + 13.0934i 0.830406 + 0.653039i
\(403\) −2.72676 2.14434i −0.135829 0.106817i
\(404\) −12.6933 0.604659i −0.631518 0.0300829i
\(405\) −1.38113 1.59390i −0.0686287 0.0792018i
\(406\) −10.8213 28.4344i −0.537052 1.41118i
\(407\) −10.6355 + 6.83502i −0.527182 + 0.338799i
\(408\) −0.277856 + 0.0674072i −0.0137559 + 0.00333715i
\(409\) 7.00085 2.42302i 0.346170 0.119810i −0.148450 0.988920i \(-0.547429\pi\)
0.494620 + 0.869109i \(0.335307\pi\)
\(410\) −27.0404 6.55994i −1.33543 0.323972i
\(411\) −0.978090 + 0.0933962i −0.0482456 + 0.00460690i
\(412\) 5.01423 + 34.8748i 0.247034 + 1.71816i
\(413\) −15.6420 + 7.72733i −0.769693 + 0.380237i
\(414\) −9.97998 1.89559i −0.490489 0.0931631i
\(415\) 13.3764 + 23.1685i 0.656619 + 1.13730i
\(416\) −4.18520 + 10.4541i −0.205197 + 0.512556i
\(417\) 0.263393 + 0.369884i 0.0128984 + 0.0181133i
\(418\) 3.30200 3.46304i 0.161506 0.169383i
\(419\) −5.97952 + 6.90074i −0.292119 + 0.337123i −0.882771 0.469803i \(-0.844325\pi\)
0.590653 + 0.806926i \(0.298870\pi\)
\(420\) −13.6679 + 2.39188i −0.666923 + 0.116712i
\(421\) 3.23688 + 5.03668i 0.157756 + 0.245473i 0.911130 0.412119i \(-0.135211\pi\)
−0.753374 + 0.657592i \(0.771575\pi\)
\(422\) 22.4315 31.5006i 1.09195 1.53342i
\(423\) −0.367716 1.90789i −0.0178790 0.0927648i
\(424\) 1.58385 + 3.07224i 0.0769187 + 0.149201i
\(425\) 0.142126 0.0568985i 0.00689410 0.00275998i
\(426\) −21.1974 3.04773i −1.02702 0.147663i
\(427\) −18.0431 13.3207i −0.873167 0.644634i
\(428\) 31.9793 27.7102i 1.54578 1.33942i
\(429\) −4.50796 3.21011i −0.217646 0.154985i
\(430\) −16.8022 + 0.800390i −0.810276 + 0.0385982i
\(431\) −16.2466 17.0390i −0.782573 0.820739i 0.204858 0.978792i \(-0.434327\pi\)
−0.987431 + 0.158053i \(0.949478\pi\)
\(432\) −0.527978 + 2.73941i −0.0254024 + 0.131800i
\(433\) −24.7655 + 7.27181i −1.19015 + 0.349461i −0.816080 0.577938i \(-0.803857\pi\)
−0.374073 + 0.927399i \(0.622039\pi\)
\(434\) −11.7024 + 7.24012i −0.561735 + 0.347537i
\(435\) 11.3330 1.62944i 0.543377 0.0781259i
\(436\) −34.6488 + 20.0045i −1.65938 + 0.958043i
\(437\) 2.65144 0.786306i 0.126836 0.0376141i
\(438\) −2.62264 + 4.54254i −0.125314 + 0.217051i
\(439\) 12.3639 + 15.7219i 0.590095 + 0.750367i 0.985784 0.168018i \(-0.0537366\pi\)
−0.395689 + 0.918385i \(0.629494\pi\)
\(440\) −7.74707 3.53797i −0.369327 0.168666i
\(441\) −2.51503 + 6.53258i −0.119763 + 0.311075i
\(442\) −0.627248 0.543514i −0.0298352 0.0258523i
\(443\) 2.90171 + 11.9610i 0.137864 + 0.568285i 0.998277 + 0.0586858i \(0.0186910\pi\)
−0.860412 + 0.509599i \(0.829794\pi\)
\(444\) −0.381852 8.01606i −0.0181219 0.380426i
\(445\) −27.1256 2.59018i −1.28588 0.122786i
\(446\) −34.4135 11.9106i −1.62953 0.563985i
\(447\) −2.00588 1.28910i −0.0948750 0.0609725i
\(448\) 22.2641 + 19.9708i 1.05188 + 0.943530i
\(449\) −2.19615 + 15.2746i −0.103643 + 0.720852i 0.870046 + 0.492971i \(0.164089\pi\)
−0.973689 + 0.227882i \(0.926820\pi\)
\(450\) −0.0556301 + 1.16782i −0.00262243 + 0.0550515i
\(451\) −23.9585 + 4.61763i −1.12816 + 0.217436i
\(452\) −2.61440 + 27.3793i −0.122971 + 1.28781i
\(453\) −4.48985 + 8.70909i −0.210951 + 0.409189i
\(454\) 39.6883 + 11.6535i 1.86266 + 0.546927i
\(455\) −5.61099 5.53690i −0.263047 0.259574i
\(456\) 0.167476 + 0.570369i 0.00784276 + 0.0267100i
\(457\) −1.51618 15.8781i −0.0709237 0.742747i −0.959067 0.283180i \(-0.908611\pi\)
0.888143 0.459567i \(-0.151995\pi\)
\(458\) −2.78121 1.11343i −0.129957 0.0520271i
\(459\) −0.240202 0.138681i −0.0112117 0.00647306i
\(460\) −14.6446 20.4485i −0.682806 0.953415i
\(461\) 16.2567i 0.757150i −0.925571 0.378575i \(-0.876414\pi\)
0.925571 0.378575i \(-0.123586\pi\)
\(462\) −18.0987 + 12.4257i −0.842027 + 0.578097i
\(463\) 0.486289 1.06483i 0.0225998 0.0494866i −0.897996 0.440005i \(-0.854977\pi\)
0.920595 + 0.390518i \(0.127704\pi\)
\(464\) −10.9613 10.4516i −0.508864 0.485201i
\(465\) −1.69380 4.89392i −0.0785482 0.226950i
\(466\) 34.5556 32.9487i 1.60076 1.52632i
\(467\) −14.1641 7.30212i −0.655438 0.337902i 0.0982237 0.995164i \(-0.468684\pi\)
−0.753662 + 0.657263i \(0.771714\pi\)
\(468\) 3.19549 1.45933i 0.147711 0.0674575i
\(469\) 24.3895 + 10.2529i 1.12620 + 0.473435i
\(470\) 4.69276 7.30208i 0.216461 0.336820i
\(471\) 5.26227 + 13.1445i 0.242472 + 0.605667i
\(472\) 4.20199 5.34326i 0.193412 0.245943i
\(473\) −13.1108 + 6.75909i −0.602836 + 0.310783i
\(474\) 6.79480 19.6323i 0.312096 0.901741i
\(475\) −0.132224 0.289530i −0.00606686 0.0132846i
\(476\) −1.59573 + 0.885153i −0.0731402 + 0.0405709i
\(477\) −0.944668 + 3.21724i −0.0432534 + 0.147307i
\(478\) 11.3292 + 2.18353i 0.518187 + 0.0998724i
\(479\) 5.56659 22.9458i 0.254344 1.04842i −0.691132 0.722728i \(-0.742888\pi\)
0.945476 0.325691i \(-0.105597\pi\)
\(480\) −13.6940 + 9.75145i −0.625043 + 0.445091i
\(481\) 3.58378 2.81832i 0.163406 0.128504i
\(482\) −23.8316 −1.08550
\(483\) −12.6472 + 1.02339i −0.575469 + 0.0465661i
\(484\) −10.8066 −0.491208
\(485\) 28.6625 22.5405i 1.30150 1.02351i
\(486\) 1.72541 1.22866i 0.0782664 0.0557332i
\(487\) 3.53055 14.5531i 0.159985 0.659466i −0.834171 0.551506i \(-0.814053\pi\)
0.994155 0.107959i \(-0.0344316\pi\)
\(488\) 8.58035 + 1.65373i 0.388414 + 0.0748607i
\(489\) −1.70192 + 5.79620i −0.0769634 + 0.262113i
\(490\) −28.2701 + 13.3675i −1.27711 + 0.603881i
\(491\) 14.8948 + 32.6151i 0.672194 + 1.47190i 0.870707 + 0.491802i \(0.163662\pi\)
−0.198513 + 0.980098i \(0.563611\pi\)
\(492\) 5.06571 14.6364i 0.228380 0.659861i
\(493\) 1.33836 0.689971i 0.0602766 0.0310747i
\(494\) −1.06669 + 1.35641i −0.0479926 + 0.0610276i
\(495\) −3.07063 7.67007i −0.138015 0.344744i
\(496\) −3.70362 + 5.76295i −0.166297 + 0.258764i
\(497\) −26.5385 + 3.35211i −1.19041 + 0.150363i
\(498\) −24.4405 + 11.1616i −1.09521 + 0.500164i
\(499\) 14.7595 + 7.60904i 0.660725 + 0.340628i 0.755762 0.654846i \(-0.227267\pi\)
−0.0950369 + 0.995474i \(0.530297\pi\)
\(500\) −21.0730 + 20.0931i −0.942414 + 0.898590i
\(501\) −2.41149 6.96755i −0.107738 0.311287i
\(502\) 19.3148 + 18.4166i 0.862062 + 0.821974i
\(503\) 8.83879 19.3543i 0.394102 0.862963i −0.603732 0.797187i \(-0.706320\pi\)
0.997834 0.0657762i \(-0.0209523\pi\)
\(504\) −0.212643 2.71905i −0.00947187 0.121116i
\(505\) 10.7779i 0.479612i
\(506\) −34.5164 19.8041i −1.53444 0.880401i
\(507\) −9.52995 5.50212i −0.423240 0.244358i
\(508\) −19.6103 7.85079i −0.870068 0.348323i
\(509\) 3.65791 + 38.3073i 0.162134 + 1.69794i 0.600887 + 0.799334i \(0.294814\pi\)
−0.438753 + 0.898608i \(0.644580\pi\)
\(510\) −0.349083 1.18887i −0.0154577 0.0526440i
\(511\) −1.65361 + 6.33961i −0.0731515 + 0.280448i
\(512\) 26.8557 + 7.88556i 1.18687 + 0.348496i
\(513\) −0.264242 + 0.512559i −0.0116666 + 0.0226300i
\(514\) 1.30474 13.6639i 0.0575497 0.602687i
\(515\) −29.3428 + 5.65536i −1.29300 + 0.249205i
\(516\) 0.445526 9.35273i 0.0196132 0.411731i
\(517\) 1.08323 7.53400i 0.0476402 0.331345i
\(518\) −5.62137 17.1904i −0.246989 0.755303i
\(519\) 7.88032 + 5.06437i 0.345908 + 0.222301i
\(520\) 2.90244 + 1.00454i 0.127280 + 0.0440521i
\(521\) −8.87614 0.847568i −0.388871 0.0371326i −0.101210 0.994865i \(-0.532271\pi\)
−0.287661 + 0.957732i \(0.592877\pi\)
\(522\) 0.547153 + 11.4861i 0.0239482 + 0.502735i
\(523\) −2.56873 10.5885i −0.112323 0.463001i −0.999997 0.00252859i \(-0.999195\pi\)
0.887674 0.460473i \(-0.152320\pi\)
\(524\) −23.2067 20.1087i −1.01379 0.878453i
\(525\) 0.319895 + 1.42488i 0.0139614 + 0.0621867i
\(526\) −32.8014 14.9799i −1.43021 0.653154i
\(527\) −0.421004 0.535351i −0.0183392 0.0233202i
\(528\) −5.46439 + 9.46461i −0.237807 + 0.411894i
\(529\) −11.6072 19.8563i −0.504663 0.863316i
\(530\) −12.9724 + 7.48960i −0.563483 + 0.325327i
\(531\) 6.52708 0.938453i 0.283251 0.0407254i
\(532\) 1.99610 + 3.22636i 0.0865420 + 0.139881i
\(533\) 8.44269 2.47900i 0.365694 0.107377i
\(534\) 5.17924 26.8725i 0.224128 1.16289i
\(535\) 24.7660 + 25.9739i 1.07073 + 1.12295i
\(536\) −10.2965 + 0.490483i −0.444741 + 0.0211856i
\(537\) 18.9474 + 13.4924i 0.817641 + 0.582239i
\(538\) −40.6932 + 35.2609i −1.75441 + 1.52020i
\(539\) −17.6803 + 20.9607i −0.761544 + 0.902842i
\(540\) 5.19109 + 0.746366i 0.223389 + 0.0321185i
\(541\) −18.8734 + 7.55577i −0.811431 + 0.324848i −0.740008 0.672598i \(-0.765178\pi\)
−0.0714233 + 0.997446i \(0.522754\pi\)
\(542\) −16.1362 31.2998i −0.693109 1.34444i
\(543\) −2.38663 12.3830i −0.102420 0.531407i
\(544\) −1.28242 + 1.80091i −0.0549834 + 0.0772133i
\(545\) −18.3457 28.5465i −0.785843 1.22280i
\(546\) 6.07138 5.08119i 0.259831 0.217455i
\(547\) 2.44006 2.81598i 0.104330 0.120403i −0.701183 0.712981i \(-0.747345\pi\)
0.805513 + 0.592578i \(0.201890\pi\)
\(548\) 1.68603 1.76826i 0.0720237 0.0755363i
\(549\) 4.91704 + 6.90501i 0.209854 + 0.294699i
\(550\) −1.70220 + 4.25190i −0.0725822 + 0.181302i
\(551\) −1.56530 2.71117i −0.0666839 0.115500i
\(552\) 4.27473 2.48341i 0.181945 0.105701i
\(553\) 1.67914 25.8949i 0.0714042 1.10117i
\(554\) 6.74339 + 46.9013i 0.286499 + 1.99265i
\(555\) 6.77563 0.646994i 0.287609 0.0274634i
\(556\) −1.09732 0.266207i −0.0465367 0.0112897i
\(557\) −6.87425 + 2.37920i −0.291271 + 0.100810i −0.468796 0.883306i \(-0.655312\pi\)
0.177525 + 0.984116i \(0.443191\pi\)
\(558\) 5.05457 1.22623i 0.213977 0.0519103i
\(559\) 4.47501 2.87591i 0.189273 0.121638i
\(560\) −9.83149 + 12.0698i −0.415456 + 0.510042i
\(561\) −0.711524 0.821143i −0.0300406 0.0346687i
\(562\) 42.5352 + 2.02620i 1.79424 + 0.0854702i
\(563\) 27.2489 + 21.4287i 1.14840 + 0.903114i 0.996359 0.0852602i \(-0.0271721\pi\)
0.152044 + 0.988374i \(0.451415\pi\)
\(564\) 3.79789 + 2.98670i 0.159920 + 0.125763i
\(565\) −23.3006 1.10995i −0.980266 0.0466958i
\(566\) −0.427147 0.492954i −0.0179543 0.0207204i
\(567\) 1.67093 2.05134i 0.0701723 0.0861482i
\(568\) 8.76766 5.63463i 0.367883 0.236424i
\(569\) −29.8002 + 7.22944i −1.24929 + 0.303074i −0.805251 0.592934i \(-0.797969\pi\)
−0.444037 + 0.896008i \(0.646454\pi\)
\(570\) −2.43445 + 0.842571i −0.101968 + 0.0352914i
\(571\) 8.37623 + 2.03205i 0.350534 + 0.0850387i 0.407160 0.913357i \(-0.366519\pi\)
−0.0566259 + 0.998395i \(0.518034\pi\)
\(572\) 13.6992 1.30811i 0.572792 0.0546950i
\(573\) −2.38467 16.5857i −0.0996210 0.692879i
\(574\) 2.25869 34.8325i 0.0942759 1.45388i
\(575\) −2.07634 + 1.64193i −0.0865894 + 0.0684733i
\(576\) −5.65219 9.78987i −0.235508 0.407911i
\(577\) 3.43211 8.57300i 0.142881 0.356899i −0.839616 0.543181i \(-0.817220\pi\)
0.982496 + 0.186282i \(0.0596439\pi\)
\(578\) 20.7927 + 29.1993i 0.864864 + 1.21453i
\(579\) −12.1194 + 12.7105i −0.503667 + 0.528230i
\(580\) −18.6447 + 21.5171i −0.774179 + 0.893450i
\(581\) −25.7368 + 21.5394i −1.06774 + 0.893603i
\(582\) 19.7993 + 30.8083i 0.820706 + 1.27704i
\(583\) −7.61917 + 10.6996i −0.315554 + 0.443133i
\(584\) −0.483100 2.50656i −0.0199908 0.103722i
\(585\) 1.36527 + 2.64825i 0.0564470 + 0.109492i
\(586\) 25.3844 10.1624i 1.04862 0.419803i
\(587\) 11.2714 + 1.62058i 0.465220 + 0.0668885i 0.370939 0.928657i \(-0.379036\pi\)
0.0942806 + 0.995546i \(0.469945\pi\)
\(588\) −5.91130 16.3722i −0.243778 0.675177i
\(589\) −1.07014 + 0.927281i −0.0440943 + 0.0382080i
\(590\) 23.9961 + 17.0875i 0.987902 + 0.703482i
\(591\) −12.8691 + 0.613031i −0.529364 + 0.0252167i
\(592\) −6.21315 6.51617i −0.255359 0.267813i
\(593\) 6.47825 33.6123i 0.266030 1.38029i −0.565470 0.824769i \(-0.691305\pi\)
0.831500 0.555525i \(-0.187483\pi\)
\(594\) 7.96157 2.33773i 0.326667 0.0959181i
\(595\) −0.814280 1.31615i −0.0333822 0.0539568i
\(596\) 5.86885 0.843813i 0.240397 0.0345639i
\(597\) −2.68406 + 1.54964i −0.109851 + 0.0634227i
\(598\) 13.0701 + 5.92636i 0.534475 + 0.242347i
\(599\) −8.38148 + 14.5171i −0.342458 + 0.593154i −0.984889 0.173189i \(-0.944593\pi\)
0.642431 + 0.766344i \(0.277926\pi\)
\(600\) −0.351721 0.447250i −0.0143590 0.0182589i
\(601\) 17.7660 + 8.11347i 0.724691 + 0.330955i 0.743379 0.668870i \(-0.233222\pi\)
−0.0186883 + 0.999825i \(0.505949\pi\)
\(602\) −4.62250 20.5895i −0.188399 0.839166i
\(603\) −7.55732 6.54845i −0.307758 0.266674i
\(604\) −5.74430 23.6783i −0.233732 0.963457i
\(605\) −0.436111 9.15509i −0.0177304 0.372208i
\(606\) 10.7756 + 1.02895i 0.437729 + 0.0417981i
\(607\) 26.8993 + 9.30993i 1.09181 + 0.377878i 0.812879 0.582433i \(-0.197899\pi\)
0.278929 + 0.960312i \(0.410020\pi\)
\(608\) 3.86690 + 2.48511i 0.156824 + 0.100784i
\(609\) 4.46426 + 13.6519i 0.180901 + 0.553203i
\(610\) −5.38926 + 37.4831i −0.218205 + 1.51765i
\(611\) −0.130608 + 2.74180i −0.00528383 + 0.110921i
\(612\) 0.677241 0.130528i 0.0273758 0.00527626i
\(613\) −3.63322 + 38.0488i −0.146744 + 1.53677i 0.559514 + 0.828821i \(0.310988\pi\)
−0.706258 + 0.707954i \(0.749618\pi\)
\(614\) −32.3751 + 62.7989i −1.30655 + 2.53436i
\(615\) 12.6041 + 3.70090i 0.508246 + 0.149234i
\(616\) 2.69659 10.3382i 0.108649 0.416536i
\(617\) 5.99789 + 20.4269i 0.241466 + 0.822357i 0.987658 + 0.156627i \(0.0500619\pi\)
−0.746192 + 0.665731i \(0.768120\pi\)
\(618\) −2.85285 29.8764i −0.114758 1.20180i
\(619\) −0.699884 0.280191i −0.0281307 0.0112618i 0.357554 0.933892i \(-0.383611\pi\)
−0.385685 + 0.922630i \(0.626035\pi\)
\(620\) 11.1525 + 6.43891i 0.447896 + 0.258593i
\(621\) 4.66368 + 1.11809i 0.187147 + 0.0448674i
\(622\) 45.1939i 1.81211i
\(623\) −2.66517 34.0793i −0.106778 1.36536i
\(624\) 1.63724 3.58506i 0.0655422 0.143517i
\(625\) −15.8755 15.1373i −0.635020 0.605491i
\(626\) 22.8016 + 65.8810i 0.911336 + 2.63313i
\(627\) −1.63492 + 1.55889i −0.0652923 + 0.0622561i
\(628\) −31.2941 16.1332i −1.24877 0.643787i
\(629\) 0.814231 0.371847i 0.0324655 0.0148265i
\(630\) 11.7262 1.48115i 0.467184 0.0590106i
\(631\) −4.84584 + 7.54027i −0.192910 + 0.300173i −0.924212 0.381880i \(-0.875277\pi\)
0.731302 + 0.682054i \(0.238913\pi\)
\(632\) 3.75766 + 9.38619i 0.149472 + 0.373363i
\(633\) −11.2856 + 14.3508i −0.448563 + 0.570394i
\(634\) 39.3628 20.2929i 1.56329 0.805934i
\(635\) 5.85963 16.9303i 0.232532 0.671858i
\(636\) −3.46371 7.58447i −0.137345 0.300744i
\(637\) 5.62860 8.13087i 0.223013 0.322157i
\(638\) −12.6911 + 43.2218i −0.502445 + 1.71117i
\(639\) 9.92760 + 1.91339i 0.392730 + 0.0756925i
\(640\) 3.97908 16.4020i 0.157287 0.648346i
\(641\) 30.7372 21.8879i 1.21405 0.864519i 0.220219 0.975450i \(-0.429323\pi\)
0.993828 + 0.110931i \(0.0353833\pi\)
\(642\) −28.3326 + 22.2810i −1.11820 + 0.879362i
\(643\) 7.32877 0.289018 0.144509 0.989503i \(-0.453840\pi\)
0.144509 + 0.989503i \(0.453840\pi\)
\(644\) 22.1014 22.5183i 0.870917 0.887344i
\(645\) 7.94141 0.312693
\(646\) −0.266307 + 0.209426i −0.0104777 + 0.00823975i
\(647\) 35.3864 25.1985i 1.39118 0.990656i 0.393736 0.919224i \(-0.371183\pi\)
0.997445 0.0714319i \(-0.0227569\pi\)
\(648\) −0.243030 + 1.00178i −0.00954713 + 0.0393538i
\(649\) 25.3651 + 4.88873i 0.995668 + 0.191899i
\(650\) 0.465328 1.58476i 0.0182517 0.0621594i
\(651\) 5.68115 3.15134i 0.222662 0.123511i
\(652\) −6.24023 13.6642i −0.244386 0.535132i
\(653\) −11.7194 + 33.8611i −0.458617 + 1.32509i 0.444533 + 0.895762i \(0.353370\pi\)
−0.903150 + 0.429325i \(0.858752\pi\)
\(654\) 30.2917 15.6165i 1.18450 0.610652i
\(655\) 16.0991 20.4717i 0.629045 0.799896i
\(656\) −6.45820 16.1318i −0.252150 0.629841i
\(657\) 1.33880 2.08321i 0.0522315 0.0812738i
\(658\) 10.0380 + 4.21980i 0.391322 + 0.164505i
\(659\) −18.4296 + 8.41650i −0.717914 + 0.327860i −0.740659 0.671881i \(-0.765487\pi\)
0.0227453 + 0.999741i \(0.492759\pi\)
\(660\) 18.2607 + 9.41406i 0.710798 + 0.366442i
\(661\) 26.9461 25.6930i 1.04808 0.999343i 0.0480811 0.998843i \(-0.484689\pi\)
1.00000 0.000499804i \(-0.000159093\pi\)
\(662\) 11.5725 + 33.4367i 0.449780 + 1.29955i
\(663\) 0.283582 + 0.270395i 0.0110134 + 0.0105013i
\(664\) 5.43197 11.8944i 0.210801 0.461591i
\(665\) −2.65275 + 1.82126i −0.102869 + 0.0706254i
\(666\) 6.83593i 0.264887i
\(667\) −18.7944 + 18.0174i −0.727721 + 0.697637i
\(668\) 15.8780 + 9.16717i 0.614338 + 0.354688i
\(669\) 15.9608 + 6.38975i 0.617081 + 0.247042i
\(670\) −4.24635 44.4698i −0.164051 1.71802i
\(671\) 9.35545 + 31.8617i 0.361163 + 1.23001i
\(672\) −15.0112 14.8130i −0.579070 0.571423i
\(673\) 2.40383 + 0.705828i 0.0926608 + 0.0272077i 0.327734 0.944770i \(-0.393715\pi\)
−0.235074 + 0.971978i \(0.575533\pi\)
\(674\) 22.9327 44.4833i 0.883336 1.71343i
\(675\) 0.0524670 0.549459i 0.00201945 0.0211487i
\(676\) 26.8694 5.17865i 1.03344 0.199179i
\(677\) 0.356604 7.48605i 0.0137054 0.287712i −0.981601 0.190942i \(-0.938846\pi\)
0.995307 0.0967702i \(-0.0308512\pi\)
\(678\) 3.33417 23.1897i 0.128048 0.890594i
\(679\) 34.0516 + 30.5441i 1.30678 + 1.17217i
\(680\) 0.507282 + 0.326010i 0.0194534 + 0.0125019i
\(681\) −18.4540 6.38699i −0.707159 0.244750i
\(682\) 20.2827 + 1.93676i 0.776665 + 0.0741626i
\(683\) −1.24254 26.0842i −0.0475446 0.998084i −0.889043 0.457824i \(-0.848629\pi\)
0.841498 0.540260i \(-0.181674\pi\)
\(684\) −0.338071 1.39355i −0.0129265 0.0532836i
\(685\) 1.56607 + 1.35701i 0.0598366 + 0.0518487i
\(686\) −22.6316 32.0427i −0.864078 1.22340i
\(687\) 1.28652 + 0.587536i 0.0490839 + 0.0224159i
\(688\) −6.49368 8.25738i −0.247569 0.314810i
\(689\) 2.36846 4.10229i 0.0902311 0.156285i
\(690\) 11.6315 + 17.9921i 0.442804 + 0.684948i
\(691\) −11.1861 + 6.45832i −0.425541 + 0.245686i −0.697445 0.716638i \(-0.745680\pi\)
0.271904 + 0.962324i \(0.412347\pi\)
\(692\) −23.0564 + 3.31501i −0.876472 + 0.126018i
\(693\) 8.81391 5.45303i 0.334813 0.207144i
\(694\) 60.1396 17.6586i 2.28287 0.670310i
\(695\) 0.181241 0.940368i 0.00687487 0.0356702i
\(696\) −3.86185 4.05020i −0.146383 0.153522i
\(697\) 1.72560 0.0822003i 0.0653616 0.00311356i
\(698\) 54.9873 + 39.1563i 2.08130 + 1.48209i
\(699\) −17.0355 + 14.7613i −0.644342 + 0.558325i
\(700\) −2.92147 2.15684i −0.110421 0.0815209i
\(701\) −25.2643 3.63246i −0.954221 0.137196i −0.352420 0.935842i \(-0.614641\pi\)
−0.601801 + 0.798646i \(0.705550\pi\)
\(702\) −2.77802 + 1.11215i −0.104850 + 0.0419755i
\(703\) −0.852783 1.65417i −0.0321633 0.0623881i
\(704\) −8.38070 43.4832i −0.315859 1.63883i
\(705\) −2.37700 + 3.33803i −0.0895229 + 0.125717i
\(706\) −35.1847 54.7484i −1.32419 2.06048i
\(707\) 13.3183 2.33071i 0.500887 0.0876554i
\(708\) −10.7381 + 12.3925i −0.403563 + 0.465737i
\(709\) 30.2601 31.7359i 1.13644 1.19187i 0.157544 0.987512i \(-0.449642\pi\)
0.978897 0.204353i \(-0.0655090\pi\)
\(710\) 26.1988 + 36.7911i 0.983223 + 1.38074i
\(711\) −3.64524 + 9.10536i −0.136707 + 0.341478i
\(712\) 6.65929 + 11.5342i 0.249568 + 0.432264i
\(713\) 9.61098 + 6.80496i 0.359934 + 0.254848i
\(714\) 1.39360 0.688455i 0.0521542 0.0257648i
\(715\) 1.66105 + 11.5529i 0.0621198 + 0.432053i
\(716\) −57.5790 + 5.49813i −2.15183 + 0.205475i
\(717\) −5.29348 1.28418i −0.197688 0.0479587i
\(718\) 47.7929 16.5413i 1.78362 0.617315i
\(719\) −5.51933 + 1.33897i −0.205836 + 0.0499353i −0.337351 0.941379i \(-0.609531\pi\)
0.131515 + 0.991314i \(0.458016\pi\)
\(720\) 4.94981 3.18105i 0.184469 0.118551i
\(721\) −13.3337 35.0360i −0.496572 1.30481i
\(722\) −25.8938 29.8831i −0.963668 1.11213i
\(723\) 11.2383 + 0.535345i 0.417956 + 0.0199097i
\(724\) 24.6500 + 19.3850i 0.916109 + 0.720436i
\(725\) 2.35539 + 1.85230i 0.0874770 + 0.0687927i
\(726\) 9.19476 + 0.438000i 0.341249 + 0.0162557i
\(727\) 14.1393 + 16.3176i 0.524397 + 0.605187i 0.954726 0.297485i \(-0.0961480\pi\)
−0.430329 + 0.902672i \(0.641603\pi\)
\(728\) −0.613670 + 3.80378i −0.0227441 + 0.140977i
\(729\) −0.841254 + 0.540641i −0.0311575 + 0.0200237i
\(730\) 10.7506 2.60808i 0.397899 0.0965293i
\(731\) 0.986942 0.341584i 0.0365034 0.0126339i
\(732\) −20.4848 4.96956i −0.757141 0.183680i
\(733\) −1.33711 + 0.127678i −0.0493871 + 0.00471590i −0.119720 0.992808i \(-0.538200\pi\)
0.0703332 + 0.997524i \(0.477594\pi\)
\(734\) 10.6088 + 73.7858i 0.391578 + 2.72348i
\(735\) 13.6316 5.66864i 0.502809 0.209091i
\(736\) 12.4056 36.1588i 0.457276 1.33283i
\(737\) −19.5864 33.9246i −0.721474 1.24963i
\(738\) −4.90338 + 12.2481i −0.180496 + 0.450857i
\(739\) −16.9022 23.7358i −0.621756 0.873134i 0.376831 0.926282i \(-0.377014\pi\)
−0.998587 + 0.0531479i \(0.983075\pi\)
\(740\) −11.6798 + 12.2495i −0.429359 + 0.450299i
\(741\) 0.533488 0.615678i 0.0195982 0.0226175i
\(742\) −12.0602 14.4104i −0.442743 0.529022i
\(743\) −24.6057 38.2872i −0.902694 1.40462i −0.914454 0.404689i \(-0.867380\pi\)
0.0117598 0.999931i \(-0.496257\pi\)
\(744\) −1.46826 + 2.06188i −0.0538291 + 0.0755923i
\(745\) 0.951704 + 4.93791i 0.0348677 + 0.180911i
\(746\) 4.48522 + 8.70011i 0.164215 + 0.318533i
\(747\) 11.7762 4.71446i 0.430867 0.172493i
\(748\) 2.67433 + 0.384511i 0.0977832 + 0.0140591i
\(749\) −26.7404 + 36.2203i −0.977072 + 1.32346i
\(750\) 18.7443 16.2421i 0.684447 0.593077i
\(751\) −18.5100 13.1809i −0.675440 0.480979i 0.190135 0.981758i \(-0.439108\pi\)
−0.865575 + 0.500779i \(0.833047\pi\)
\(752\) 5.41450 0.257925i 0.197447 0.00940554i
\(753\) −8.69457 9.11861i −0.316848 0.332301i
\(754\) 3.07439 15.9515i 0.111963 0.580918i
\(755\) 19.8279 5.82201i 0.721613 0.211885i
\(756\) 0.200277 + 6.57605i 0.00728402 + 0.239169i
\(757\) −28.9993 + 4.16947i −1.05400 + 0.151542i −0.647465 0.762095i \(-0.724171\pi\)
−0.406531 + 0.913637i \(0.633262\pi\)
\(758\) −20.6952 + 11.9484i −0.751685 + 0.433985i
\(759\) 15.8320 + 10.1144i 0.574666 + 0.367129i
\(760\) 0.626857 1.08575i 0.0227385 0.0393843i
\(761\) −29.6447 37.6963i −1.07462 1.36649i −0.925969 0.377599i \(-0.876750\pi\)
−0.148650 0.988890i \(-0.547493\pi\)
\(762\) 16.3672 + 7.47466i 0.592922 + 0.270778i
\(763\) 31.3077 28.8430i 1.13342 1.04419i
\(764\) 31.4900 + 27.2863i 1.13927 + 0.987183i
\(765\) 0.137911 + 0.568476i 0.00498618 + 0.0205533i
\(766\) 1.27544 + 26.7748i 0.0460835 + 0.967412i
\(767\) −9.27353 0.885515i −0.334848 0.0319741i
\(768\) −5.34668 1.85050i −0.192932 0.0667743i
\(769\) −5.61407 3.60794i −0.202449 0.130106i 0.435489 0.900194i \(-0.356576\pi\)
−0.637937 + 0.770089i \(0.720212\pi\)
\(770\) 45.3073 + 9.54107i 1.63276 + 0.343836i
\(771\) −0.922217 + 6.41416i −0.0332128 + 0.231000i
\(772\) 2.07799 43.6223i 0.0747884 1.57000i
\(773\) −17.6779 + 3.40713i