Properties

Label 483.2.bf.a.388.10
Level $483$
Weight $2$
Character 483.388
Analytic conductor $3.857$
Analytic rank $0$
Dimension $640$
CM no
Inner twists $4$

Related objects

Downloads

Learn more

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 388.10
Character \(\chi\) \(=\) 483.388
Dual form 483.2.bf.a.61.10

$q$-expansion

\(f(q)\) \(=\) \(q+(-1.23347 + 0.970013i) q^{2} +(0.814576 - 0.580057i) q^{3} +(0.109009 - 0.449342i) q^{4} +(-2.51427 - 0.484586i) q^{5} +(-0.442094 + 1.50563i) q^{6} +(1.06433 + 2.42223i) q^{7} +(-1.00233 - 2.19479i) q^{8} +(0.327068 - 0.945001i) q^{9} +O(q^{10})\) \(q+(-1.23347 + 0.970013i) q^{2} +(0.814576 - 0.580057i) q^{3} +(0.109009 - 0.449342i) q^{4} +(-2.51427 - 0.484586i) q^{5} +(-0.442094 + 1.50563i) q^{6} +(1.06433 + 2.42223i) q^{7} +(-1.00233 - 2.19479i) q^{8} +(0.327068 - 0.945001i) q^{9} +(3.57134 - 1.84115i) q^{10} +(-0.810377 + 1.03048i) q^{11} +(-0.171848 - 0.429255i) q^{12} +(-1.00254 + 1.55998i) q^{13} +(-3.66241 - 1.95534i) q^{14} +(-2.32915 + 1.06369i) q^{15} +(4.18727 + 2.15869i) q^{16} +(-0.643367 + 0.613449i) q^{17} +(0.513234 + 1.48289i) q^{18} +(-6.28289 - 5.99072i) q^{19} +(-0.491824 + 1.07694i) q^{20} +(2.27201 + 1.35572i) q^{21} -2.05714i q^{22} +(-2.08926 - 4.31683i) q^{23} +(-2.08957 - 1.20642i) q^{24} +(1.44490 + 0.578449i) q^{25} +(-0.276597 - 2.89666i) q^{26} +(-0.281733 - 0.959493i) q^{27} +(1.20443 - 0.214203i) q^{28} +(-4.05949 - 1.19197i) q^{29} +(1.84115 - 3.57134i) q^{30} +(-0.653507 + 6.84384i) q^{31} +(-2.52037 + 0.485761i) q^{32} +(-0.0623776 + 1.30947i) q^{33} +(0.198521 - 1.38075i) q^{34} +(-1.50223 - 6.60590i) q^{35} +(-0.388976 - 0.249979i) q^{36} +(-5.43957 - 1.88265i) q^{37} +(13.5608 + 1.29490i) q^{38} +(0.0882334 + 1.85225i) q^{39} +(1.45656 + 6.00401i) q^{40} +(-7.43089 - 6.43891i) q^{41} +(-4.11752 + 0.531637i) q^{42} +(1.54580 + 0.705944i) q^{43} +(0.374699 + 0.476468i) q^{44} +(-1.28027 + 2.21750i) q^{45} +(6.76442 + 3.29807i) q^{46} +(-6.26001 + 3.61422i) q^{47} +(4.66301 - 0.670440i) q^{48} +(-4.73440 + 5.15610i) q^{49} +(-2.34334 + 0.688067i) q^{50} +(-0.168236 + 0.872890i) q^{51} +(0.591678 + 0.620534i) q^{52} +(4.27233 - 0.203516i) q^{53} +(1.27823 + 0.910223i) q^{54} +(2.53686 - 2.19820i) q^{55} +(4.24948 - 4.76385i) q^{56} +(-8.59285 - 1.23547i) q^{57} +(6.16350 - 2.46749i) q^{58} +(3.83353 + 7.43601i) q^{59} +(0.224061 + 1.16254i) q^{60} +(7.74141 - 10.8713i) q^{61} +(-5.83253 - 9.07559i) q^{62} +(2.63712 - 0.213558i) q^{63} +(-3.53244 + 4.07665i) q^{64} +(3.27659 - 3.43639i) q^{65} +(-1.19326 - 1.67570i) q^{66} +(4.64672 - 11.6069i) q^{67} +(0.205516 + 0.355964i) q^{68} +(-4.20587 - 2.30449i) q^{69} +(8.26077 + 6.69101i) q^{70} +(0.712113 + 4.95285i) q^{71} +(-2.40191 + 0.229354i) q^{72} +(-6.78275 - 1.64548i) q^{73} +(8.53576 - 2.95425i) q^{74} +(1.51251 - 0.366931i) q^{75} +(-3.37678 + 2.17012i) q^{76} +(-3.35856 - 0.866151i) q^{77} +(-1.90554 - 2.19911i) q^{78} +(4.64496 + 0.221267i) q^{79} +(-9.48186 - 7.45662i) q^{80} +(-0.786053 - 0.618159i) q^{81} +(15.4116 + 0.734146i) q^{82} +(1.93413 + 2.23210i) q^{83} +(0.856852 - 0.873124i) q^{84} +(1.91487 - 1.23061i) q^{85} +(-2.59148 + 0.628686i) q^{86} +(-3.99818 + 1.38378i) q^{87} +(3.07395 + 0.745731i) q^{88} +(-13.9147 + 1.32869i) q^{89} +(-0.571820 - 3.97710i) q^{90} +(-4.84565 - 0.768044i) q^{91} +(-2.16748 + 0.468219i) q^{92} +(3.43748 + 5.95390i) q^{93} +(4.21570 - 10.5303i) q^{94} +(12.8939 + 18.1069i) q^{95} +(-1.77126 + 1.85765i) q^{96} +(-3.31825 + 3.82947i) q^{97} +(0.838266 - 10.9523i) q^{98} +(0.708754 + 1.10284i) 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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −1.23347 + 0.970013i −0.872196 + 0.685903i −0.950398 0.311035i \(-0.899324\pi\)
0.0782025 + 0.996937i \(0.475082\pi\)
\(3\) 0.814576 0.580057i 0.470296 0.334896i
\(4\) 0.109009 0.449342i 0.0545047 0.224671i
\(5\) −2.51427 0.484586i −1.12442 0.216713i −0.407047 0.913407i \(-0.633442\pi\)
−0.717369 + 0.696694i \(0.754654\pi\)
\(6\) −0.442094 + 1.50563i −0.180484 + 0.614672i
\(7\) 1.06433 + 2.42223i 0.402279 + 0.915517i
\(8\) −1.00233 2.19479i −0.354376 0.775976i
\(9\) 0.327068 0.945001i 0.109023 0.315000i
\(10\) 3.57134 1.84115i 1.12936 0.582223i
\(11\) −0.810377 + 1.03048i −0.244338 + 0.310701i −0.892718 0.450616i \(-0.851204\pi\)
0.648380 + 0.761317i \(0.275447\pi\)
\(12\) −0.171848 0.429255i −0.0496082 0.123915i
\(13\) −1.00254 + 1.55998i −0.278053 + 0.432659i −0.951990 0.306130i \(-0.900966\pi\)
0.673936 + 0.738789i \(0.264602\pi\)
\(14\) −3.66241 1.95534i −0.978822 0.522586i
\(15\) −2.32915 + 1.06369i −0.601385 + 0.274643i
\(16\) 4.18727 + 2.15869i 1.04682 + 0.539672i
\(17\) −0.643367 + 0.613449i −0.156039 + 0.148783i −0.764077 0.645125i \(-0.776805\pi\)
0.608038 + 0.793908i \(0.291957\pi\)
\(18\) 0.513234 + 1.48289i 0.120970 + 0.349521i
\(19\) −6.28289 5.99072i −1.44139 1.37437i −0.783851 0.620949i \(-0.786747\pi\)
−0.657543 0.753417i \(-0.728404\pi\)
\(20\) −0.491824 + 1.07694i −0.109975 + 0.240812i
\(21\) 2.27201 + 1.35572i 0.495793 + 0.295842i
\(22\) 2.05714i 0.438584i
\(23\) −2.08926 4.31683i −0.435641 0.900121i
\(24\) −2.08957 1.20642i −0.426533 0.246259i
\(25\) 1.44490 + 0.578449i 0.288979 + 0.115690i
\(26\) −0.276597 2.89666i −0.0542452 0.568081i
\(27\) −0.281733 0.959493i −0.0542195 0.184655i
\(28\) 1.20443 0.214203i 0.227616 0.0404805i
\(29\) −4.05949 1.19197i −0.753829 0.221344i −0.117830 0.993034i \(-0.537594\pi\)
−0.635999 + 0.771690i \(0.719412\pi\)
\(30\) 1.84115 3.57134i 0.336147 0.652034i
\(31\) −0.653507 + 6.84384i −0.117373 + 1.22919i 0.724408 + 0.689371i \(0.242113\pi\)
−0.841782 + 0.539818i \(0.818493\pi\)
\(32\) −2.52037 + 0.485761i −0.445543 + 0.0858713i
\(33\) −0.0623776 + 1.30947i −0.0108585 + 0.227949i
\(34\) 0.198521 1.38075i 0.0340461 0.236796i
\(35\) −1.50223 6.60590i −0.253924 1.11660i
\(36\) −0.388976 0.249979i −0.0648293 0.0416632i
\(37\) −5.43957 1.88265i −0.894260 0.309507i −0.158990 0.987280i \(-0.550824\pi\)
−0.735271 + 0.677774i \(0.762945\pi\)
\(38\) 13.5608 + 1.29490i 2.19986 + 0.210061i
\(39\) 0.0882334 + 1.85225i 0.0141286 + 0.296597i
\(40\) 1.45656 + 6.00401i 0.230302 + 0.949318i
\(41\) −7.43089 6.43891i −1.16051 1.00559i −0.999827 0.0185824i \(-0.994085\pi\)
−0.160683 0.987006i \(-0.551370\pi\)
\(42\) −4.11752 + 0.531637i −0.635348 + 0.0820333i
\(43\) 1.54580 + 0.705944i 0.235733 + 0.107655i 0.529779 0.848136i \(-0.322275\pi\)
−0.294047 + 0.955791i \(0.595002\pi\)
\(44\) 0.374699 + 0.476468i 0.0564880 + 0.0718303i
\(45\) −1.28027 + 2.21750i −0.190852 + 0.330565i
\(46\) 6.76442 + 3.29807i 0.997359 + 0.486274i
\(47\) −6.26001 + 3.61422i −0.913116 + 0.527188i −0.881432 0.472310i \(-0.843420\pi\)
−0.0316835 + 0.999498i \(0.510087\pi\)
\(48\) 4.66301 0.670440i 0.673047 0.0967696i
\(49\) −4.73440 + 5.15610i −0.676343 + 0.736586i
\(50\) −2.34334 + 0.688067i −0.331399 + 0.0973074i
\(51\) −0.168236 + 0.872890i −0.0235577 + 0.122229i
\(52\) 0.591678 + 0.620534i 0.0820509 + 0.0860525i
\(53\) 4.27233 0.203516i 0.586850 0.0279551i 0.247942 0.968775i \(-0.420246\pi\)
0.338908 + 0.940820i \(0.389943\pi\)
\(54\) 1.27823 + 0.910223i 0.173945 + 0.123866i
\(55\) 2.53686 2.19820i 0.342070 0.296406i
\(56\) 4.24948 4.76385i 0.567861 0.636596i
\(57\) −8.59285 1.23547i −1.13815 0.163641i
\(58\) 6.16350 2.46749i 0.809307 0.323998i
\(59\) 3.83353 + 7.43601i 0.499083 + 0.968086i 0.995015 + 0.0997249i \(0.0317963\pi\)
−0.495932 + 0.868361i \(0.665173\pi\)
\(60\) 0.224061 + 1.16254i 0.0289262 + 0.150083i
\(61\) 7.74141 10.8713i 0.991186 1.39193i 0.0723081 0.997382i \(-0.476964\pi\)
0.918877 0.394543i \(-0.129097\pi\)
\(62\) −5.83253 9.07559i −0.740732 1.15260i
\(63\) 2.63712 0.213558i 0.332246 0.0269058i
\(64\) −3.53244 + 4.07665i −0.441555 + 0.509581i
\(65\) 3.27659 3.43639i 0.406411 0.426231i
\(66\) −1.19326 1.67570i −0.146880 0.206264i
\(67\) 4.64672 11.6069i 0.567687 1.41801i −0.315470 0.948935i \(-0.602162\pi\)
0.883157 0.469077i \(-0.155413\pi\)
\(68\) 0.205516 + 0.355964i 0.0249224 + 0.0431669i
\(69\) −4.20587 2.30449i −0.506327 0.277428i
\(70\) 8.26077 + 6.69101i 0.987351 + 0.799728i
\(71\) 0.712113 + 4.95285i 0.0845122 + 0.587795i 0.987439 + 0.158001i \(0.0505049\pi\)
−0.902927 + 0.429795i \(0.858586\pi\)
\(72\) −2.40191 + 0.229354i −0.283068 + 0.0270297i
\(73\) −6.78275 1.64548i −0.793861 0.192589i −0.181734 0.983348i \(-0.558171\pi\)
−0.612127 + 0.790759i \(0.709686\pi\)
\(74\) 8.53576 2.95425i 0.992262 0.343425i
\(75\) 1.51251 0.366931i 0.174650 0.0423696i
\(76\) −3.37678 + 2.17012i −0.387343 + 0.248930i
\(77\) −3.35856 0.866151i −0.382744 0.0987071i
\(78\) −1.90554 2.19911i −0.215759 0.249000i
\(79\) 4.64496 + 0.221267i 0.522599 + 0.0248944i 0.307224 0.951637i \(-0.400600\pi\)
0.215374 + 0.976532i \(0.430903\pi\)
\(80\) −9.48186 7.45662i −1.06010 0.833675i
\(81\) −0.786053 0.618159i −0.0873392 0.0686843i
\(82\) 15.4116 + 0.734146i 1.70193 + 0.0810728i
\(83\) 1.93413 + 2.23210i 0.212298 + 0.245005i 0.851904 0.523698i \(-0.175448\pi\)
−0.639606 + 0.768703i \(0.720902\pi\)
\(84\) 0.856852 0.873124i 0.0934903 0.0952657i
\(85\) 1.91487 1.23061i 0.207697 0.133478i
\(86\) −2.59148 + 0.628686i −0.279446 + 0.0677929i
\(87\) −3.99818 + 1.38378i −0.428650 + 0.148357i
\(88\) 3.07395 + 0.745731i 0.327684 + 0.0794952i
\(89\) −13.9147 + 1.32869i −1.47495 + 0.140841i −0.801325 0.598230i \(-0.795871\pi\)
−0.673628 + 0.739071i \(0.735265\pi\)
\(90\) −0.571820 3.97710i −0.0602751 0.419223i
\(91\) −4.84565 0.768044i −0.507962 0.0805129i
\(92\) −2.16748 + 0.468219i −0.225976 + 0.0488152i
\(93\) 3.43748 + 5.95390i 0.356450 + 0.617390i
\(94\) 4.21570 10.5303i 0.434817 1.08612i
\(95\) 12.8939 + 18.1069i 1.32288 + 1.85773i
\(96\) −1.77126 + 1.85765i −0.180779 + 0.189595i
\(97\) −3.31825 + 3.82947i −0.336918 + 0.388824i −0.898775 0.438411i \(-0.855542\pi\)
0.561857 + 0.827234i \(0.310087\pi\)
\(98\) 0.838266 10.9523i 0.0846776 1.10635i
\(99\) 0.708754 + 1.10284i 0.0712325 + 0.110840i
\(100\) 0.417429 0.586197i 0.0417429 0.0586197i
\(101\) 2.88511 + 14.9694i 0.287079 + 1.48951i 0.783481 + 0.621416i \(0.213442\pi\)
−0.496401 + 0.868093i \(0.665346\pi\)
\(102\) −0.639201 1.23988i −0.0632903 0.122766i
\(103\) −8.34552 + 3.34104i −0.822309 + 0.329203i −0.744380 0.667756i \(-0.767255\pi\)
−0.0779288 + 0.996959i \(0.524831\pi\)
\(104\) 4.42869 + 0.636749i 0.434269 + 0.0624384i
\(105\) −5.05548 4.50963i −0.493365 0.440095i
\(106\) −5.07239 + 4.39525i −0.492674 + 0.426904i
\(107\) 12.4756 + 8.88386i 1.20606 + 0.858835i 0.992990 0.118201i \(-0.0377127\pi\)
0.213075 + 0.977036i \(0.431652\pi\)
\(108\) −0.461852 + 0.0220007i −0.0444418 + 0.00211702i
\(109\) 9.67633 + 10.1482i 0.926825 + 0.972026i 0.999679 0.0253169i \(-0.00805948\pi\)
−0.0728549 + 0.997343i \(0.523211\pi\)
\(110\) −0.996862 + 5.17221i −0.0950470 + 0.493151i
\(111\) −5.52299 + 1.62170i −0.524219 + 0.153925i
\(112\) −0.772204 + 12.4401i −0.0729664 + 1.17548i
\(113\) −1.81704 + 0.261251i −0.170933 + 0.0245765i −0.227250 0.973836i \(-0.572973\pi\)
0.0563168 + 0.998413i \(0.482064\pi\)
\(114\) 11.7975 6.81126i 1.10493 0.637933i
\(115\) 3.16109 + 11.8661i 0.294773 + 1.10652i
\(116\) −0.978127 + 1.69417i −0.0908169 + 0.157299i
\(117\) 1.14628 + 1.45762i 0.105974 + 0.134757i
\(118\) −11.9416 5.45354i −1.09931 0.502039i
\(119\) −2.17067 0.905471i −0.198985 0.0830044i
\(120\) 4.66915 + 4.04584i 0.426233 + 0.369333i
\(121\) 2.18817 + 9.01978i 0.198925 + 0.819980i
\(122\) 0.996480 + 20.9187i 0.0902170 + 1.89389i
\(123\) −9.78796 0.934637i −0.882551 0.0842734i
\(124\) 3.00399 + 1.03969i 0.269766 + 0.0933670i
\(125\) 7.41778 + 4.76712i 0.663466 + 0.426384i
\(126\) −3.04566 + 2.82146i −0.271329 + 0.251355i
\(127\) 0.558196 3.88234i 0.0495319 0.344502i −0.949952 0.312394i \(-0.898869\pi\)
0.999484 0.0321077i \(-0.0102220\pi\)
\(128\) 0.647021 13.5826i 0.0571891 1.20055i
\(129\) 1.66866 0.321608i 0.146917 0.0283160i
\(130\) −0.708239 + 7.41702i −0.0621167 + 0.650516i
\(131\) −5.04818 + 9.79211i −0.441062 + 0.855541i 0.558597 + 0.829439i \(0.311340\pi\)
−0.999659 + 0.0261017i \(0.991691\pi\)
\(132\) 0.581600 + 0.170773i 0.0506217 + 0.0148639i
\(133\) 7.82385 21.5947i 0.678414 1.87250i
\(134\) 5.52728 + 18.8242i 0.477484 + 1.62616i
\(135\) 0.243395 + 2.54895i 0.0209481 + 0.219379i
\(136\) 1.99126 + 0.797179i 0.170749 + 0.0683575i
\(137\) −9.99716 5.77186i −0.854115 0.493124i 0.00792199 0.999969i \(-0.497478\pi\)
−0.862037 + 0.506845i \(0.830812\pi\)
\(138\) 7.42320 1.23722i 0.631905 0.105319i
\(139\) 5.93738i 0.503602i −0.967779 0.251801i \(-0.918977\pi\)
0.967779 0.251801i \(-0.0810229\pi\)
\(140\) −3.13207 0.0450874i −0.264708 0.00381058i
\(141\) −3.00280 + 6.57521i −0.252881 + 0.553733i
\(142\) −5.68270 5.41844i −0.476882 0.454706i
\(143\) −0.795089 2.29726i −0.0664887 0.192106i
\(144\) 3.40948 3.25094i 0.284124 0.270911i
\(145\) 9.62905 + 4.96412i 0.799649 + 0.412248i
\(146\) 9.96246 4.54971i 0.824499 0.376536i
\(147\) −0.865698 + 6.94626i −0.0714016 + 0.572918i
\(148\) −1.43892 + 2.23900i −0.118279 + 0.184045i
\(149\) 0.423573 + 1.05804i 0.0347005 + 0.0866776i 0.944706 0.327918i \(-0.106347\pi\)
−0.910006 + 0.414596i \(0.863923\pi\)
\(150\) −1.50971 + 1.91975i −0.123267 + 0.156747i
\(151\) −2.56351 + 1.32158i −0.208616 + 0.107549i −0.559368 0.828919i \(-0.688956\pi\)
0.350752 + 0.936468i \(0.385926\pi\)
\(152\) −6.85087 + 19.7943i −0.555679 + 1.60553i
\(153\) 0.369285 + 0.808622i 0.0298549 + 0.0653732i
\(154\) 4.98287 2.18948i 0.401531 0.176433i
\(155\) 4.95952 16.8906i 0.398358 1.35668i
\(156\) 0.841911 + 0.162265i 0.0674069 + 0.0129916i
\(157\) 0.643359 2.65196i 0.0513456 0.211650i −0.940360 0.340182i \(-0.889511\pi\)
0.991705 + 0.128532i \(0.0410266\pi\)
\(158\) −5.94405 + 4.23274i −0.472884 + 0.336739i
\(159\) 3.36209 2.64398i 0.266631 0.209681i
\(160\) 6.57229 0.519585
\(161\) 8.23269 9.65520i 0.648827 0.760936i
\(162\) 1.56920 0.123288
\(163\) 7.94998 6.25193i 0.622690 0.489689i −0.256256 0.966609i \(-0.582489\pi\)
0.878947 + 0.476920i \(0.158247\pi\)
\(164\) −3.70331 + 2.63712i −0.289180 + 0.205924i
\(165\) 0.791384 3.26213i 0.0616091 0.253956i
\(166\) −4.55086 0.877107i −0.353215 0.0680767i
\(167\) −0.790548 + 2.69236i −0.0611745 + 0.208341i −0.984409 0.175897i \(-0.943718\pi\)
0.923234 + 0.384238i \(0.125536\pi\)
\(168\) 0.698223 6.34546i 0.0538691 0.489563i
\(169\) 3.97195 + 8.69735i 0.305534 + 0.669027i
\(170\) −1.16823 + 3.37537i −0.0895989 + 0.258879i
\(171\) −7.71617 + 3.97796i −0.590070 + 0.304202i
\(172\) 0.485717 0.617640i 0.0370356 0.0470946i
\(173\) 3.88536 + 9.70517i 0.295399 + 0.737870i 0.999611 + 0.0278811i \(0.00887598\pi\)
−0.704213 + 0.709989i \(0.748700\pi\)
\(174\) 3.58935 5.58514i 0.272108 0.423408i
\(175\) 0.136709 + 4.11553i 0.0103342 + 0.311105i
\(176\) −5.61775 + 2.56554i −0.423453 + 0.193385i
\(177\) 7.43601 + 3.83353i 0.558925 + 0.288146i
\(178\) 15.8745 15.1363i 1.18984 1.13451i
\(179\) −4.78668 13.8302i −0.357773 1.03372i −0.970015 0.243047i \(-0.921853\pi\)
0.612242 0.790671i \(-0.290268\pi\)
\(180\) 0.856854 + 0.817008i 0.0638661 + 0.0608962i
\(181\) −2.56418 + 5.61476i −0.190594 + 0.417342i −0.980671 0.195666i \(-0.937313\pi\)
0.790077 + 0.613008i \(0.210041\pi\)
\(182\) 6.72198 3.75298i 0.498267 0.278189i
\(183\) 13.3459i 0.986561i
\(184\) −7.38041 + 8.91236i −0.544091 + 0.657028i
\(185\) 12.7643 + 7.36945i 0.938447 + 0.541812i
\(186\) −10.0154 4.00956i −0.734364 0.293995i
\(187\) −0.110776 1.16010i −0.00810076 0.0848349i
\(188\) 0.941622 + 3.20687i 0.0686748 + 0.233885i
\(189\) 2.02426 1.70364i 0.147243 0.123921i
\(190\) −33.4681 9.82713i −2.42803 0.712935i
\(191\) 5.57193 10.8080i 0.403170 0.782042i −0.596620 0.802524i \(-0.703490\pi\)
0.999790 + 0.0204825i \(0.00652023\pi\)
\(192\) −0.512749 + 5.36976i −0.0370045 + 0.387529i
\(193\) 6.96393 1.34219i 0.501275 0.0966128i 0.0676550 0.997709i \(-0.478448\pi\)
0.433620 + 0.901096i \(0.357236\pi\)
\(194\) 0.378338 7.94229i 0.0271631 0.570223i
\(195\) 0.675730 4.69981i 0.0483900 0.336560i
\(196\) 1.80076 + 2.68943i 0.128626 + 0.192102i
\(197\) 12.8102 + 8.23259i 0.912686 + 0.586548i 0.910527 0.413450i \(-0.135676\pi\)
0.00215943 + 0.999998i \(0.499313\pi\)
\(198\) −1.94400 0.672825i −0.138154 0.0478156i
\(199\) −21.0251 2.00766i −1.49043 0.142319i −0.682192 0.731173i \(-0.738973\pi\)
−0.808239 + 0.588854i \(0.799579\pi\)
\(200\) −0.178684 3.75104i −0.0126349 0.265239i
\(201\) −2.94758 12.1501i −0.207906 0.857001i
\(202\) −18.0792 15.6657i −1.27205 1.10224i
\(203\) −1.43340 11.1017i −0.100605 0.779185i
\(204\) 0.373887 + 0.170749i 0.0261774 + 0.0119548i
\(205\) 15.5631 + 19.7901i 1.08697 + 1.38220i
\(206\) 7.05311 12.2163i 0.491414 0.851153i
\(207\) −4.76273 + 0.562456i −0.331033 + 0.0390934i
\(208\) −7.56539 + 4.36788i −0.524565 + 0.302858i
\(209\) 11.2648 1.61964i 0.779204 0.112033i
\(210\) 10.6102 + 0.658615i 0.732173 + 0.0454488i
\(211\) −19.2568 + 5.65430i −1.32569 + 0.389258i −0.866543 0.499102i \(-0.833663\pi\)
−0.459148 + 0.888360i \(0.651845\pi\)
\(212\) 0.374276 1.94193i 0.0257053 0.133372i
\(213\) 3.45301 + 3.62141i 0.236596 + 0.248135i
\(214\) −24.0058 + 1.14354i −1.64100 + 0.0781706i
\(215\) −3.54447 2.52401i −0.241731 0.172136i
\(216\) −1.82350 + 1.58007i −0.124073 + 0.107510i
\(217\) −17.2729 + 5.70115i −1.17256 + 0.387020i
\(218\) −21.7794 3.13141i −1.47509 0.212086i
\(219\) −6.47954 + 2.59402i −0.437847 + 0.175287i
\(220\) −0.711205 1.37954i −0.0479494 0.0930089i
\(221\) −0.311968 1.61864i −0.0209852 0.108882i
\(222\) 5.23939 7.35769i 0.351645 0.493816i
\(223\) −13.8368 21.5305i −0.926582 1.44179i −0.896902 0.442230i \(-0.854188\pi\)
−0.0296797 0.999559i \(-0.509449\pi\)
\(224\) −3.85913 5.58791i −0.257849 0.373358i
\(225\) 1.01921 1.17624i 0.0679476 0.0784157i
\(226\) 1.98785 2.08480i 0.132230 0.138679i
\(227\) −14.6783 20.6127i −0.974231 1.36812i −0.929381 0.369122i \(-0.879658\pi\)
−0.0448502 0.998994i \(-0.514281\pi\)
\(228\) −1.49185 + 3.72646i −0.0988000 + 0.246791i
\(229\) −13.8157 23.9294i −0.912965 1.58130i −0.809854 0.586632i \(-0.800454\pi\)
−0.103111 0.994670i \(-0.532880\pi\)
\(230\) −15.4094 11.5702i −1.01606 0.762916i
\(231\) −3.23822 + 1.24261i −0.213059 + 0.0817579i
\(232\) 1.45281 + 10.1045i 0.0953814 + 0.663392i
\(233\) −19.6446 + 1.87583i −1.28696 + 0.122890i −0.716007 0.698094i \(-0.754032\pi\)
−0.570952 + 0.820983i \(0.693426\pi\)
\(234\) −2.82781 0.686019i −0.184860 0.0448465i
\(235\) 17.4908 6.05361i 1.14097 0.394894i
\(236\) 3.75921 0.911974i 0.244704 0.0593644i
\(237\) 3.91202 2.51410i 0.254113 0.163308i
\(238\) 3.55578 0.988705i 0.230487 0.0640882i
\(239\) 2.70422 + 3.12084i 0.174922 + 0.201870i 0.836440 0.548059i \(-0.184633\pi\)
−0.661518 + 0.749929i \(0.730088\pi\)
\(240\) −12.0490 0.573963i −0.777757 0.0370491i
\(241\) 9.96005 + 7.83267i 0.641583 + 0.504547i 0.885131 0.465342i \(-0.154069\pi\)
−0.243548 + 0.969889i \(0.578311\pi\)
\(242\) −11.4483 9.00308i −0.735928 0.578740i
\(243\) −0.998867 0.0475819i −0.0640774 0.00305238i
\(244\) −4.04104 4.66361i −0.258701 0.298557i
\(245\) 14.4022 10.6696i 0.920120 0.681657i
\(246\) 12.9798 8.34160i 0.827561 0.531841i
\(247\) 15.6442 3.79524i 0.995417 0.241486i
\(248\) 15.6758 5.42545i 0.995415 0.344517i
\(249\) 2.87024 + 0.696313i 0.181894 + 0.0441270i
\(250\) −13.7738 + 1.31524i −0.871130 + 0.0831829i
\(251\) 0.424163 + 2.95012i 0.0267729 + 0.186210i 0.998819 0.0485789i \(-0.0154692\pi\)
−0.972046 + 0.234789i \(0.924560\pi\)
\(252\) 0.191510 1.20825i 0.0120640 0.0761125i
\(253\) 6.14148 + 1.34532i 0.386112 + 0.0845796i
\(254\) 3.07740 + 5.33021i 0.193093 + 0.334447i
\(255\) 0.845981 2.11316i 0.0529774 0.132331i
\(256\) 6.11938 + 8.59347i 0.382461 + 0.537092i
\(257\) 6.28951 6.59625i 0.392329 0.411463i −0.497713 0.867342i \(-0.665827\pi\)
0.890042 + 0.455879i \(0.150675\pi\)
\(258\) −1.74628 + 2.01532i −0.108719 + 0.125468i
\(259\) −1.22928 15.1797i −0.0763835 0.943219i
\(260\) −1.18694 1.84691i −0.0736107 0.114540i
\(261\) −2.45415 + 3.44637i −0.151908 + 0.213325i
\(262\) −3.27168 16.9751i −0.202125 1.04872i
\(263\) 1.74707 + 3.38884i 0.107729 + 0.208965i 0.936538 0.350567i \(-0.114011\pi\)
−0.828809 + 0.559532i \(0.810981\pi\)
\(264\) 2.93653 1.17561i 0.180731 0.0723537i
\(265\) −10.8404 1.55862i −0.665922 0.0957451i
\(266\) 11.2967 + 34.2257i 0.692642 + 2.09851i
\(267\) −10.5638 + 9.15362i −0.646497 + 0.560193i
\(268\) −4.70895 3.35323i −0.287645 0.204831i
\(269\) 17.1971 0.819200i 1.04853 0.0499475i 0.483763 0.875199i \(-0.339270\pi\)
0.564765 + 0.825252i \(0.308967\pi\)
\(270\) −2.77273 2.90796i −0.168743 0.176973i
\(271\) −1.16972 + 6.06906i −0.0710552 + 0.368669i −0.999999 0.00155193i \(-0.999506\pi\)
0.928944 + 0.370221i \(0.120718\pi\)
\(272\) −4.01820 + 1.17985i −0.243639 + 0.0715388i
\(273\) −4.39266 + 2.18512i −0.265856 + 0.132250i
\(274\) 17.9300 2.57794i 1.08319 0.155739i
\(275\) −1.76699 + 1.02017i −0.106553 + 0.0615187i
\(276\) −1.49399 + 1.63866i −0.0899274 + 0.0986359i
\(277\) 6.55366 11.3513i 0.393771 0.682032i −0.599172 0.800620i \(-0.704504\pi\)
0.992944 + 0.118588i \(0.0378368\pi\)
\(278\) 5.75934 + 7.32359i 0.345422 + 0.439240i
\(279\) 6.25369 + 2.85596i 0.374399 + 0.170982i
\(280\) −12.9928 + 9.91837i −0.776471 + 0.592736i
\(281\) 9.14263 + 7.92213i 0.545403 + 0.472595i 0.883444 0.468537i \(-0.155219\pi\)
−0.338041 + 0.941132i \(0.609764\pi\)
\(282\) −2.67417 11.0231i −0.159245 0.656416i
\(283\) −1.06221 22.2985i −0.0631418 1.32551i −0.778894 0.627156i \(-0.784219\pi\)
0.715752 0.698354i \(-0.246084\pi\)
\(284\) 2.30315 + 0.219925i 0.136667 + 0.0130501i
\(285\) 21.0061 + 7.27027i 1.24429 + 0.430654i
\(286\) 3.20909 + 2.06236i 0.189757 + 0.121950i
\(287\) 7.68760 24.8525i 0.453784 1.46699i
\(288\) −0.365287 + 2.54063i −0.0215248 + 0.149708i
\(289\) −0.771291 + 16.1914i −0.0453701 + 0.952435i
\(290\) −16.6924 + 3.21720i −0.980213 + 0.188921i
\(291\) −0.481660 + 5.04417i −0.0282354 + 0.295694i
\(292\) −1.47877 + 2.86841i −0.0865382 + 0.167861i
\(293\) 4.98417 + 1.46349i 0.291179 + 0.0854977i 0.424060 0.905634i \(-0.360605\pi\)
−0.132881 + 0.991132i \(0.542423\pi\)
\(294\) −5.67015 9.40775i −0.330690 0.548671i
\(295\) −6.03515 20.5538i −0.351380 1.19669i
\(296\) 1.32020 + 13.8258i 0.0767351 + 0.803606i
\(297\) 1.21705 + 0.487232i 0.0706202 + 0.0282721i
\(298\) −1.54877 0.894185i −0.0897180 0.0517987i
\(299\) 8.82870 + 1.06858i 0.510577 + 0.0617974i
\(300\) 0.719635i 0.0415481i
\(301\) −0.0647165 + 4.49565i −0.00373020 + 0.259125i
\(302\) 1.88007 4.11677i 0.108186 0.236894i
\(303\) 11.0332 + 10.5202i 0.633843 + 0.604368i
\(304\) −13.3761 38.6476i −0.767169 2.21659i
\(305\) −24.7321 + 23.5820i −1.41615 + 1.35030i
\(306\) −1.23988 0.639201i −0.0708790 0.0365407i
\(307\) −3.57605 + 1.63313i −0.204096 + 0.0932075i −0.514841 0.857286i \(-0.672149\pi\)
0.310745 + 0.950493i \(0.399422\pi\)
\(308\) −0.755313 + 1.41473i −0.0430380 + 0.0806115i
\(309\) −4.86007 + 7.56241i −0.276480 + 0.430211i
\(310\) 10.2666 + 25.6449i 0.583107 + 1.45653i
\(311\) 0.825452 1.04965i 0.0468071 0.0595201i −0.762086 0.647476i \(-0.775825\pi\)
0.808893 + 0.587956i \(0.200067\pi\)
\(312\) 3.97685 2.05021i 0.225145 0.116070i
\(313\) 7.64796 22.0973i 0.432288 1.24901i −0.493093 0.869977i \(-0.664134\pi\)
0.925381 0.379038i \(-0.123745\pi\)
\(314\) 1.77887 + 3.89519i 0.100388 + 0.219818i
\(315\) −6.73392 0.740967i −0.379413 0.0417488i
\(316\) 0.605768 2.06306i 0.0340771 0.116056i
\(317\) −12.2076 2.35281i −0.685645 0.132147i −0.165480 0.986213i \(-0.552917\pi\)
−0.520165 + 0.854066i \(0.674129\pi\)
\(318\) −1.58235 + 6.52254i −0.0887338 + 0.365766i
\(319\) 4.51802 3.21727i 0.252961 0.180133i
\(320\) 10.8570 8.53803i 0.606924 0.477291i
\(321\) 15.3155 0.854827
\(322\) −0.789124 + 19.8952i −0.0439762 + 1.10872i
\(323\) 7.71721 0.429397
\(324\) −0.363452 + 0.285822i −0.0201918 + 0.0158790i
\(325\) −2.35093 + 1.67409i −0.130406 + 0.0928617i
\(326\) −3.74162 + 15.4232i −0.207229 + 0.854210i
\(327\) 13.7687 + 2.65369i 0.761409 + 0.146750i
\(328\) −6.68386 + 22.7631i −0.369055 + 1.25688i
\(329\) −15.4172 11.3165i −0.849977 0.623897i
\(330\) 2.18816 + 4.79139i 0.120454 + 0.263758i
\(331\) −1.00459 + 2.90257i −0.0552172 + 0.159540i −0.969237 0.246131i \(-0.920841\pi\)
0.914019 + 0.405670i \(0.132962\pi\)
\(332\) 1.21382 0.625766i 0.0666169 0.0343434i
\(333\) −3.55822 + 4.52465i −0.194989 + 0.247949i
\(334\) −1.63651 4.08779i −0.0895456 0.223674i
\(335\) −17.3077 + 26.9312i −0.945619 + 1.47141i
\(336\) 6.58694 + 10.5813i 0.359347 + 0.577258i
\(337\) −20.1783 + 9.21514i −1.09918 + 0.501981i −0.880611 0.473840i \(-0.842868\pi\)
−0.218573 + 0.975821i \(0.570140\pi\)
\(338\) −13.3358 6.87510i −0.725373 0.373956i
\(339\) −1.32858 + 1.26680i −0.0721585 + 0.0688030i
\(340\) −0.344227 0.994580i −0.0186683 0.0539386i
\(341\) −6.52284 6.21951i −0.353231 0.336805i
\(342\) 5.65900 12.3915i 0.306004 0.670055i
\(343\) −17.5282 5.98002i −0.946436 0.322891i
\(344\) 4.10030i 0.221073i
\(345\) 9.45796 + 7.83223i 0.509200 + 0.421673i
\(346\) −14.2066 8.20220i −0.763753 0.440953i
\(347\) 9.97678 + 3.99410i 0.535582 + 0.214415i 0.623655 0.781699i \(-0.285647\pi\)
−0.0880736 + 0.996114i \(0.528071\pi\)
\(348\) 0.185954 + 1.94740i 0.00996817 + 0.104391i
\(349\) 1.29752 + 4.41894i 0.0694545 + 0.236540i 0.986903 0.161314i \(-0.0515732\pi\)
−0.917449 + 0.397854i \(0.869755\pi\)
\(350\) −4.16075 4.94378i −0.222401 0.264256i
\(351\) 1.77923 + 0.522430i 0.0949684 + 0.0278852i
\(352\) 1.54188 2.99084i 0.0821826 0.159412i
\(353\) 1.73333 18.1522i 0.0922556 0.966144i −0.824278 0.566186i \(-0.808418\pi\)
0.916533 0.399959i \(-0.130975\pi\)
\(354\) −12.8907 + 2.48448i −0.685132 + 0.132048i
\(355\) 0.609639 12.7979i 0.0323563 0.679242i
\(356\) −0.919792 + 6.39730i −0.0487489 + 0.339056i
\(357\) −2.29340 + 0.521537i −0.121380 + 0.0276027i
\(358\) 19.3197 + 12.4160i 1.02108 + 0.656207i
\(359\) 18.8317 + 6.51773i 0.993901 + 0.343992i 0.775142 0.631787i \(-0.217678\pi\)
0.218758 + 0.975779i \(0.429799\pi\)
\(360\) 6.15019 + 0.587272i 0.324143 + 0.0309519i
\(361\) 2.68188 + 56.2996i 0.141152 + 2.96314i
\(362\) −2.28355 9.41293i −0.120021 0.494733i
\(363\) 7.01442 + 6.07803i 0.368161 + 0.319014i
\(364\) −0.873336 + 2.09363i −0.0457752 + 0.109736i
\(365\) 16.2563 + 7.42400i 0.850894 + 0.388590i
\(366\) 12.9457 + 16.4618i 0.676684 + 0.860474i
\(367\) 12.2659 21.2451i 0.640274 1.10899i −0.345098 0.938567i \(-0.612154\pi\)
0.985372 0.170420i \(-0.0545124\pi\)
\(368\) 0.570386 22.5858i 0.0297334 1.17736i
\(369\) −8.51518 + 4.91624i −0.443283 + 0.255929i
\(370\) −22.8928 + 3.29149i −1.19014 + 0.171116i
\(371\) 5.04013 + 10.1320i 0.261671 + 0.526026i
\(372\) 3.05006 0.895577i 0.158138 0.0464335i
\(373\) 1.89072 9.80999i 0.0978978 0.507942i −0.899567 0.436782i \(-0.856118\pi\)
0.997465 0.0711595i \(-0.0226699\pi\)
\(374\) 1.26195 + 1.32350i 0.0652540 + 0.0684364i
\(375\) 8.80754 0.419555i 0.454820 0.0216657i
\(376\) 14.2070 + 10.1168i 0.732671 + 0.521733i
\(377\) 5.92924 5.13771i 0.305371 0.264606i
\(378\) −0.844313 + 4.06494i −0.0434268 + 0.209078i
\(379\) −18.7341 2.69355i −0.962305 0.138359i −0.356783 0.934187i \(-0.616126\pi\)
−0.605522 + 0.795829i \(0.707036\pi\)
\(380\) 9.54175 3.81994i 0.489482 0.195959i
\(381\) −1.79729 3.48625i −0.0920777 0.178606i
\(382\) 3.61111 + 18.7362i 0.184761 + 0.958629i
\(383\) −3.09540 + 4.34689i −0.158168 + 0.222115i −0.886054 0.463583i \(-0.846564\pi\)
0.727886 + 0.685698i \(0.240503\pi\)
\(384\) −7.35165 11.4394i −0.375162 0.583764i
\(385\) 8.02462 + 3.80525i 0.408972 + 0.193934i
\(386\) −7.28787 + 8.41065i −0.370943 + 0.428091i
\(387\) 1.17270 1.22989i 0.0596117 0.0625189i
\(388\) 1.35902 + 1.90848i 0.0689939 + 0.0968884i
\(389\) 3.60541 9.00588i 0.182801 0.456616i −0.808456 0.588556i \(-0.799696\pi\)
0.991258 + 0.131940i \(0.0421207\pi\)
\(390\) 3.72538 + 6.45254i 0.188642 + 0.326737i
\(391\) 3.99231 + 1.49565i 0.201900 + 0.0756382i
\(392\) 16.0620 + 5.22292i 0.811253 + 0.263797i
\(393\) 1.56785 + 10.9047i 0.0790877 + 0.550067i
\(394\) −23.7867 + 2.27135i −1.19836 + 0.114429i
\(395\) −11.5715 2.80721i −0.582223 0.141246i
\(396\) 0.572815 0.198253i 0.0287850 0.00996260i
\(397\) −27.9930 + 6.79104i −1.40493 + 0.340832i −0.865378 0.501120i \(-0.832922\pi\)
−0.539552 + 0.841952i \(0.681406\pi\)
\(398\) 27.8813 17.9183i 1.39757 0.898161i
\(399\) −6.15305 22.1288i −0.308038 1.10783i
\(400\) 4.80148 + 5.54120i 0.240074 + 0.277060i
\(401\) −34.2565 1.63184i −1.71069 0.0814902i −0.830771 0.556615i \(-0.812100\pi\)
−0.879919 + 0.475125i \(0.842403\pi\)
\(402\) 15.4215 + 12.1276i 0.769154 + 0.604870i
\(403\) −10.0211 7.88065i −0.499184 0.392563i
\(404\) 7.04088 + 0.335399i 0.350297 + 0.0166867i
\(405\) 1.67680 + 1.93513i 0.0833208 + 0.0961574i
\(406\) 12.5368 + 12.3032i 0.622193 + 0.610597i
\(407\) 6.34814 4.07970i 0.314666 0.202223i
\(408\) 2.08444 0.505679i 0.103195 0.0250349i
\(409\) −17.2729 + 5.97821i −0.854090 + 0.295604i −0.718812 0.695204i \(-0.755314\pi\)
−0.135278 + 0.990808i \(0.543193\pi\)
\(410\) −38.3932 9.31410i −1.89611 0.459990i
\(411\) −11.4915 + 1.09730i −0.566832 + 0.0541259i
\(412\) 0.591533 + 4.11420i 0.0291427 + 0.202692i
\(413\) −13.9316 + 17.2001i −0.685529 + 0.846360i
\(414\) 5.32911 5.31369i 0.261911 0.261153i
\(415\) −3.78128 6.54937i −0.185616 0.321496i
\(416\) 1.76898 4.41871i 0.0867316 0.216645i
\(417\) −3.44402 4.83645i −0.168654 0.236842i
\(418\) −12.3238 + 12.9248i −0.602775 + 0.632172i
\(419\) −20.4449 + 23.5947i −0.998800 + 1.15268i −0.0105321 + 0.999945i \(0.503353\pi\)
−0.988268 + 0.152732i \(0.951193\pi\)
\(420\) −2.57746 + 1.78005i −0.125767 + 0.0868577i
\(421\) 18.7753 + 29.2149i 0.915052 + 1.42385i 0.905713 + 0.423892i \(0.139336\pi\)
0.00933935 + 0.999956i \(0.497027\pi\)
\(422\) 18.2679 25.6537i 0.889269 1.24880i
\(423\) 1.36799 + 7.09781i 0.0665139 + 0.345107i
\(424\) −4.72895 9.17288i −0.229658 0.445475i
\(425\) −1.28445 + 0.514215i −0.0623049 + 0.0249431i
\(426\) −7.77200 1.11744i −0.376554 0.0541404i
\(427\) 34.5722 + 7.18084i 1.67306 + 0.347505i
\(428\) 5.35185 4.63741i 0.258692 0.224158i
\(429\) −1.98020 1.41010i −0.0956050 0.0680800i
\(430\) 6.82033 0.324892i 0.328905 0.0156677i
\(431\) −0.793392 0.832086i −0.0382164 0.0400802i 0.704348 0.709854i \(-0.251239\pi\)
−0.742565 + 0.669774i \(0.766391\pi\)
\(432\) 0.891555 4.62583i 0.0428950 0.222560i
\(433\) 9.32933 2.73934i 0.448339 0.131644i −0.0497660 0.998761i \(-0.515848\pi\)
0.498105 + 0.867117i \(0.334029\pi\)
\(434\) 15.7754 23.7871i 0.757245 1.14182i
\(435\) 10.7231 1.54174i 0.514132 0.0739210i
\(436\) 5.61485 3.24173i 0.268902 0.155251i
\(437\) −12.7343 + 39.6383i −0.609165 + 1.89616i
\(438\) 5.47610 9.48488i 0.261658 0.453205i
\(439\) 16.4846 + 20.9619i 0.786769 + 1.00046i 0.999726 + 0.0233962i \(0.00744793\pi\)
−0.212958 + 0.977061i \(0.568310\pi\)
\(440\) −7.36736 3.36456i −0.351225 0.160399i
\(441\) 3.32405 + 6.16041i 0.158288 + 0.293353i
\(442\) 1.95491 + 1.69394i 0.0929854 + 0.0805723i
\(443\) −6.30805 26.0021i −0.299704 1.23540i −0.900096 0.435692i \(-0.856504\pi\)
0.600391 0.799706i \(-0.295012\pi\)
\(444\) 0.126640 + 2.65850i 0.00601006 + 0.126167i
\(445\) 35.6291 + 3.40217i 1.68898 + 0.161278i
\(446\) 37.9522 + 13.1354i 1.79709 + 0.621978i
\(447\) 0.958753 + 0.616153i 0.0453475 + 0.0291431i
\(448\) −13.6343 4.21748i −0.644158 0.199257i
\(449\) 0.0990198 0.688698i 0.00467304 0.0325017i −0.987352 0.158546i \(-0.949319\pi\)
0.992025 + 0.126045i \(0.0402283\pi\)
\(450\) −0.116208 + 2.43950i −0.00547809 + 0.114999i
\(451\) 12.6570 2.43943i 0.595994 0.114868i
\(452\) −0.0806833 + 0.844954i −0.00379502 + 0.0397433i
\(453\) −1.32158 + 2.56351i −0.0620934 + 0.120444i
\(454\) 38.0999 + 11.1871i 1.78811 + 0.525038i
\(455\) 11.8111 + 4.27921i 0.553713 + 0.200612i
\(456\) 5.90126 + 20.0978i 0.276352 + 0.941168i
\(457\) 1.53789 + 16.1055i 0.0719396 + 0.753385i 0.957418 + 0.288705i \(0.0932247\pi\)
−0.885478 + 0.464680i \(0.846169\pi\)
\(458\) 40.2531 + 16.1149i 1.88090 + 0.753000i
\(459\) 0.769858 + 0.444477i 0.0359339 + 0.0207464i
\(460\) 5.67653 0.126898i 0.264670 0.00591663i
\(461\) 13.3919i 0.623723i −0.950128 0.311862i \(-0.899048\pi\)
0.950128 0.311862i \(-0.100952\pi\)
\(462\) 2.78891 4.67384i 0.129752 0.217447i
\(463\) −3.79181 + 8.30291i −0.176220 + 0.385869i −0.977046 0.213029i \(-0.931667\pi\)
0.800825 + 0.598898i \(0.204394\pi\)
\(464\) −14.4251 13.7543i −0.669668 0.638527i
\(465\) −5.75759 16.6355i −0.267002 0.771451i
\(466\) 22.4114 21.3693i 1.03819 0.989912i
\(467\) −4.25442 2.19331i −0.196871 0.101494i 0.356972 0.934115i \(-0.383809\pi\)
−0.553843 + 0.832621i \(0.686839\pi\)
\(468\) 0.779924 0.356179i 0.0360520 0.0164644i
\(469\) 33.0603 1.09819i 1.52658 0.0507096i
\(470\) −15.7023 + 24.4332i −0.724292 + 1.12702i
\(471\) −1.01422 2.53341i −0.0467330 0.116733i
\(472\) 12.4780 15.8671i 0.574348 0.730343i
\(473\) −1.98014 + 1.02083i −0.0910470 + 0.0469380i
\(474\) −2.38665 + 6.89578i −0.109623 + 0.316734i
\(475\) −5.61280 12.2903i −0.257533 0.563918i
\(476\) −0.643490 + 0.876669i −0.0294943 + 0.0401821i
\(477\) 1.20502 4.10392i 0.0551741 0.187906i
\(478\) −6.36283 1.22634i −0.291029 0.0560913i
\(479\) −3.89568 + 16.0582i −0.177998 + 0.733719i 0.810907 + 0.585174i \(0.198974\pi\)
−0.988906 + 0.148544i \(0.952541\pi\)
\(480\) 5.35363 3.81230i 0.244358 0.174007i
\(481\) 8.39026 6.59818i 0.382563 0.300851i
\(482\) −19.8832 −0.905656
\(483\) 1.10559 12.6403i 0.0503060 0.575154i
\(484\) 4.29150 0.195068
\(485\) 10.1987 8.02034i 0.463099 0.364185i
\(486\) 1.27823 0.910223i 0.0579817 0.0412886i
\(487\) 5.13574 21.1698i 0.232723 0.959296i −0.728834 0.684690i \(-0.759938\pi\)
0.961557 0.274606i \(-0.0885473\pi\)
\(488\) −31.6196 6.09418i −1.43135 0.275871i
\(489\) 2.84938 9.70411i 0.128854 0.438835i
\(490\) −7.41498 + 27.1309i −0.334975 + 1.22565i
\(491\) −15.4616 33.8562i −0.697773 1.52791i −0.842651 0.538460i \(-0.819006\pi\)
0.144878 0.989450i \(-0.453721\pi\)
\(492\) −1.48695 + 4.29626i −0.0670369 + 0.193690i
\(493\) 3.34296 1.72342i 0.150559 0.0776187i
\(494\) −15.6152 + 19.8564i −0.702563 + 0.893382i
\(495\) −1.24758 3.11630i −0.0560745 0.140067i
\(496\) −17.5101 + 27.2463i −0.786227 + 1.22339i
\(497\) −11.2390 + 6.99637i −0.504139 + 0.313830i
\(498\) −4.21579 + 1.92529i −0.188914 + 0.0862742i
\(499\) −31.5168 16.2480i −1.41089 0.727362i −0.426681 0.904402i \(-0.640317\pi\)
−0.984204 + 0.177040i \(0.943348\pi\)
\(500\) 2.95068 2.81346i 0.131958 0.125822i
\(501\) 0.917761 + 2.65170i 0.0410025 + 0.118469i
\(502\) −3.38485 3.22744i −0.151073 0.144048i
\(503\) 3.79172 8.30271i 0.169064 0.370199i −0.806068 0.591823i \(-0.798408\pi\)
0.975132 + 0.221624i \(0.0711357\pi\)
\(504\) −3.11197 5.57387i −0.138618 0.248280i
\(505\) 39.0352i 1.73704i
\(506\) −8.88032 + 4.29790i −0.394778 + 0.191065i
\(507\) 8.28041 + 4.78070i 0.367746 + 0.212318i
\(508\) −1.68365 0.674033i −0.0747000 0.0299054i
\(509\) 1.62302 + 16.9971i 0.0719393 + 0.753382i 0.957419 + 0.288703i \(0.0932242\pi\)
−0.885479 + 0.464679i \(0.846170\pi\)
\(510\) 1.00630 + 3.42713i 0.0445596 + 0.151756i
\(511\) −3.23336 18.1807i −0.143035 0.804268i
\(512\) 10.2106 + 2.99810i 0.451248 + 0.132498i
\(513\) −3.97796 + 7.71617i −0.175631 + 0.340677i
\(514\) −1.35949 + 14.2372i −0.0599644 + 0.627975i
\(515\) 22.6019 4.35617i 0.995960 0.191956i
\(516\) 0.0373874 0.784858i 0.00164589 0.0345515i
\(517\) 1.34859 9.37968i 0.0593111 0.412518i
\(518\) 16.2407 + 17.5313i 0.713577 + 0.770280i
\(519\) 8.79447 + 5.65187i 0.386035 + 0.248089i
\(520\) −10.8264 3.74704i −0.474767 0.164319i
\(521\) −9.27202 0.885371i −0.406215 0.0387888i −0.110051 0.993926i \(-0.535101\pi\)
−0.296164 + 0.955137i \(0.595707\pi\)
\(522\) −0.315900 6.63155i −0.0138266 0.290255i
\(523\) −3.59726 14.8281i −0.157297 0.648388i −0.994791 0.101940i \(-0.967495\pi\)
0.837493 0.546448i \(-0.184020\pi\)
\(524\) 3.84971 + 3.33579i 0.168175 + 0.145725i
\(525\) 2.49860 + 3.27312i 0.109048 + 0.142850i
\(526\) −5.44218 2.48536i −0.237290 0.108367i
\(527\) −3.77790 4.80399i −0.164568 0.209265i
\(528\) −3.08792 + 5.34844i −0.134385 + 0.232761i
\(529\) −14.2700 + 18.0379i −0.620434 + 0.784258i
\(530\) 14.8832 8.59284i 0.646486 0.373249i
\(531\) 8.28086 1.19061i 0.359359 0.0516680i
\(532\) −8.85055 5.86961i −0.383720 0.254480i
\(533\) 17.4943 5.13678i 0.757761 0.222499i
\(534\) 4.15107 21.5378i 0.179634 0.932032i
\(535\) −27.0621 28.3819i −1.17000 1.22706i
\(536\) −30.1323 + 1.43538i −1.30152 + 0.0619989i
\(537\) −11.9214 8.48920i −0.514447 0.366336i
\(538\) −20.4175 + 17.6919i −0.880263 + 0.762752i
\(539\) −1.47660 9.05709i −0.0636017 0.390116i
\(540\) 1.17188 + 0.168491i 0.0504298 + 0.00725072i
\(541\) −6.02324 + 2.41134i −0.258959 + 0.103672i −0.497510 0.867459i \(-0.665752\pi\)
0.238550 + 0.971130i \(0.423328\pi\)
\(542\) −4.44426 8.62065i −0.190897 0.370289i
\(543\) 1.16817 + 6.06102i 0.0501308 + 0.260103i
\(544\) 1.32353 1.85864i 0.0567460 0.0796886i
\(545\) −19.4112 30.2045i −0.831486 1.29382i
\(546\) 3.29862 6.95622i 0.141168 0.297699i
\(547\) 4.26571 4.92289i 0.182388 0.210487i −0.657192 0.753724i \(-0.728256\pi\)
0.839580 + 0.543236i \(0.182801\pi\)
\(548\) −3.68333 + 3.86296i −0.157344 + 0.165018i
\(549\) −7.74141 10.8713i −0.330395 0.463975i
\(550\) 1.18995 2.97236i 0.0507397 0.126742i
\(551\) 18.3646 + 31.8083i 0.782357 + 1.35508i
\(552\) −0.842227 + 11.5409i −0.0358476 + 0.491211i
\(553\) 4.40781 + 11.4867i 0.187439 + 0.488463i
\(554\) 2.92713 + 20.3586i 0.124362 + 0.864954i
\(555\) 14.6722 1.40102i 0.622798 0.0594700i
\(556\) −2.66792 0.647230i −0.113145 0.0274487i
\(557\) 40.4218 13.9901i 1.71273 0.592781i 0.718066 0.695975i \(-0.245028\pi\)
0.994661 + 0.103194i \(0.0329063\pi\)
\(558\) −10.4841 + 2.54341i −0.443826 + 0.107671i
\(559\) −2.65098 + 1.70368i −0.112124 + 0.0720580i
\(560\) 7.96982 30.9036i 0.336786 1.30591i
\(561\) −0.763160 0.880733i −0.0322206 0.0371846i
\(562\) −18.9617 0.903259i −0.799852 0.0381017i
\(563\) −21.3094 16.7579i −0.898086 0.706263i 0.0583216 0.998298i \(-0.481425\pi\)
−0.956408 + 0.292035i \(0.905668\pi\)
\(564\) 2.62719 + 2.06604i 0.110625 + 0.0869962i
\(565\) 4.69514 + 0.223657i 0.197526 + 0.00940932i
\(566\) 22.9401 + 26.4742i 0.964243 + 1.11280i
\(567\) 0.660704 2.56193i 0.0277470 0.107591i
\(568\) 10.1567 6.52732i 0.426166 0.273880i
\(569\) −0.927677 + 0.225052i −0.0388902 + 0.00943467i −0.255157 0.966900i \(-0.582127\pi\)
0.216267 + 0.976334i \(0.430612\pi\)
\(570\) −32.9626 + 11.4085i −1.38065 + 0.477849i
\(571\) −3.84383 0.932502i −0.160859 0.0390240i 0.154521 0.987990i \(-0.450617\pi\)
−0.315380 + 0.948966i \(0.602132\pi\)
\(572\) −1.11893 + 0.106845i −0.0467847 + 0.00446740i
\(573\) −1.73051 12.0360i −0.0722933 0.502811i
\(574\) 14.6248 + 38.1119i 0.610426 + 1.59076i
\(575\) −0.521699 7.44590i −0.0217563 0.310515i
\(576\) 2.69709 + 4.67150i 0.112379 + 0.194646i
\(577\) −1.56069 + 3.89841i −0.0649722 + 0.162293i −0.957301 0.289094i \(-0.906646\pi\)
0.892329 + 0.451386i \(0.149070\pi\)
\(578\) −14.7545 20.7198i −0.613706 0.861830i
\(579\) 4.89410 5.13279i 0.203392 0.213311i
\(580\) 3.28025 3.78561i 0.136205 0.157189i
\(581\) −3.34812 + 7.06060i −0.138903 + 0.292923i
\(582\) −4.29879 6.68905i −0.178191 0.277270i
\(583\) −3.25248 + 4.56747i −0.134704 + 0.189165i
\(584\) 3.18706 + 16.5360i 0.131881 + 0.684266i
\(585\) −2.17572 4.22031i −0.0899550 0.174488i
\(586\) −7.56744 + 3.02954i −0.312608 + 0.125149i
\(587\) 40.2840 + 5.79197i 1.66270 + 0.239060i 0.908590 0.417689i \(-0.137160\pi\)
0.754109 + 0.656749i \(0.228069\pi\)
\(588\) 3.02688 + 1.14620i 0.124827 + 0.0472686i
\(589\) 45.1055 39.0841i 1.85854 1.61043i
\(590\) 27.3817 + 19.4984i 1.12728 + 0.802736i
\(591\) 15.2102 0.724552i 0.625665 0.0298041i
\(592\) −18.7129 19.6255i −0.769095 0.806604i
\(593\) −6.00479 + 31.1558i −0.246587 + 1.27942i 0.621661 + 0.783286i \(0.286458\pi\)
−0.868248 + 0.496130i \(0.834754\pi\)
\(594\) −1.97381 + 0.579564i −0.0809865 + 0.0237798i
\(595\) 5.01887 + 3.32848i 0.205754 + 0.136454i
\(596\) 0.521594 0.0749938i 0.0213653 0.00307187i
\(597\) −18.2911 + 10.5604i −0.748606 + 0.432208i
\(598\) −11.9265 + 7.24589i −0.487710 + 0.296307i
\(599\) −20.1128 + 34.8364i −0.821788 + 1.42338i 0.0825617 + 0.996586i \(0.473690\pi\)
−0.904350 + 0.426792i \(0.859643\pi\)
\(600\) −2.32137 2.95186i −0.0947695 0.120509i
\(601\) 37.9192 + 17.3171i 1.54675 + 0.706379i 0.992071 0.125682i \(-0.0401119\pi\)
0.554684 + 0.832061i \(0.312839\pi\)
\(602\) −4.28101 5.60803i −0.174481 0.228566i
\(603\) −9.44877 8.18741i −0.384784 0.333417i
\(604\) 0.314396 + 1.29596i 0.0127926 + 0.0527319i
\(605\) −1.13081 23.7385i −0.0459738 0.965108i
\(606\) −23.8139 2.27395i −0.967373 0.0923729i
\(607\) −6.16810 2.13480i −0.250355 0.0866488i 0.199008 0.979998i \(-0.436228\pi\)
−0.449363 + 0.893349i \(0.648349\pi\)
\(608\) 18.7453 + 12.0469i 0.760221 + 0.488564i
\(609\) −7.60722 8.21171i −0.308260 0.332755i
\(610\) 7.63148 53.0781i 0.308990 2.14907i
\(611\) 0.637789 13.3888i 0.0258022 0.541654i
\(612\) 0.403604 0.0777882i 0.0163147 0.00314440i
\(613\) −1.30947 + 13.7133i −0.0528888 + 0.553877i 0.929730 + 0.368242i \(0.120040\pi\)
−0.982619 + 0.185635i \(0.940566\pi\)
\(614\) 2.82680 5.48323i 0.114080 0.221285i
\(615\) 24.1567 + 7.09304i 0.974091 + 0.286019i
\(616\) 1.46536 + 8.23951i 0.0590410 + 0.331979i
\(617\) 6.13966 + 20.9098i 0.247173 + 0.841795i 0.985835 + 0.167719i \(0.0536401\pi\)
−0.738661 + 0.674077i \(0.764542\pi\)
\(618\) −1.34088 14.0423i −0.0539382 0.564866i
\(619\) 6.87664 + 2.75299i 0.276395 + 0.110652i 0.505719 0.862698i \(-0.331227\pi\)
−0.229324 + 0.973350i \(0.573651\pi\)
\(620\) −7.04902 4.06976i −0.283096 0.163445i
\(621\) −3.55335 + 3.22082i −0.142591 + 0.129247i
\(622\) 2.09541i 0.0840183i
\(623\) −18.0282 32.2904i −0.722285 1.29369i
\(624\) −3.62896 + 7.94632i −0.145275 + 0.318107i
\(625\) −21.9723 20.9505i −0.878891 0.838021i
\(626\) 12.0011 + 34.6750i 0.479662 + 1.38589i
\(627\) 8.23657 7.85355i 0.328937 0.313641i
\(628\) −1.12151 0.578177i −0.0447530 0.0230718i
\(629\) 4.65456 2.12566i 0.185589 0.0847558i
\(630\) 9.02484 5.61802i 0.359558 0.223827i
\(631\) 1.65544 2.57592i 0.0659020 0.102546i −0.806739 0.590909i \(-0.798769\pi\)
0.872641 + 0.488363i \(0.162406\pi\)
\(632\) −4.17013 10.4165i −0.165879 0.414346i
\(633\) −12.4063 + 15.7759i −0.493106 + 0.627035i
\(634\) 17.3399 8.93935i 0.688656 0.355027i
\(635\) −3.28479 + 9.49077i −0.130353 + 0.376630i
\(636\) −0.821552 1.79895i −0.0325766 0.0713329i
\(637\) −3.29699 12.5547i −0.130631 0.497437i
\(638\) −2.45206 + 8.35095i −0.0970780 + 0.330617i
\(639\) 4.91336 + 0.946972i 0.194369 + 0.0374616i
\(640\) −8.20874 + 33.8369i −0.324479 + 1.33752i
\(641\) −26.1467 + 18.6190i −1.03273 + 0.735405i −0.964987 0.262297i \(-0.915520\pi\)
−0.0677451 + 0.997703i \(0.521580\pi\)
\(642\) −18.8912 + 14.8562i −0.745577 + 0.586328i
\(643\) −30.7394 −1.21225 −0.606123 0.795371i \(-0.707276\pi\)
−0.606123 + 0.795371i \(0.707276\pi\)
\(644\) −3.44105 4.75180i −0.135596 0.187247i
\(645\) −4.35131 −0.171333
\(646\) −9.51896 + 7.48579i −0.374518 + 0.294524i
\(647\) −8.45583 + 6.02137i −0.332433 + 0.236725i −0.734069 0.679075i \(-0.762381\pi\)
0.401636 + 0.915799i \(0.368442\pi\)
\(648\) −0.568847 + 2.34482i −0.0223464 + 0.0921132i
\(649\) −10.7693 2.07560i −0.422730 0.0814746i
\(650\) 1.27592 4.34537i 0.0500455 0.170439i
\(651\) −10.7631 + 14.6633i −0.421839 + 0.574700i
\(652\) −1.94264 4.25378i −0.0760795 0.166591i
\(653\) −1.36180 + 3.93468i −0.0532915 + 0.153976i −0.968505 0.248993i \(-0.919900\pi\)
0.915214 + 0.402969i \(0.132022\pi\)
\(654\) −19.5574 + 10.0825i −0.764754 + 0.394258i
\(655\) 17.4376 22.1737i 0.681344 0.866400i
\(656\) −17.2156 43.0024i −0.672155 1.67896i
\(657\) −3.77340 + 5.87152i −0.147214 + 0.229070i
\(658\) 29.9938 0.996324i 1.16928 0.0388408i
\(659\) 42.2892 19.3128i 1.64735 0.752321i 0.647401 0.762150i \(-0.275856\pi\)
0.999952 + 0.00982890i \(0.00312869\pi\)
\(660\) −1.37954 0.711205i −0.0536987 0.0276836i
\(661\) 6.61011 6.30272i 0.257103 0.245147i −0.550554 0.834799i \(-0.685584\pi\)
0.807657 + 0.589652i \(0.200735\pi\)
\(662\) −1.57640 4.55470i −0.0612684 0.177023i
\(663\) −1.19303 1.13755i −0.0463333 0.0441787i
\(664\) 2.96037 6.48230i 0.114885 0.251562i
\(665\) −30.1358 + 50.5036i −1.16862 + 1.95845i
\(666\) 9.03254i 0.350004i
\(667\) 3.33579 + 20.0145i 0.129162 + 0.774964i
\(668\) 1.12361 + 0.648719i 0.0434740 + 0.0250997i
\(669\) −23.7601 9.51209i −0.918617 0.367759i
\(670\) −4.77514 50.0076i −0.184480 1.93196i
\(671\) 4.92916 + 16.7872i 0.190288 + 0.648062i
\(672\) −6.38486 2.31326i −0.246301 0.0892359i
\(673\) 35.5408 + 10.4357i 1.37000 + 0.402267i 0.882276 0.470733i \(-0.156010\pi\)
0.487720 + 0.873000i \(0.337829\pi\)
\(674\) 15.9506 30.9399i 0.614394 1.19176i
\(675\) 0.147944 1.54934i 0.00569435 0.0596340i
\(676\) 4.34107 0.836673i 0.166964 0.0321797i
\(677\) 0.278671 5.85003i 0.0107102 0.224835i −0.987166 0.159697i \(-0.948948\pi\)
0.997876 0.0651378i \(-0.0207487\pi\)
\(678\) 0.409955 2.85130i 0.0157442 0.109503i
\(679\) −12.8076 3.96176i −0.491510 0.152038i
\(680\) −4.62026 2.96926i −0.177179 0.113866i
\(681\) −23.9131 8.27642i −0.916353 0.317153i
\(682\) 14.0787 + 1.34436i 0.539103 + 0.0514781i
\(683\) −0.124806 2.62001i −0.00477559 0.100252i −0.999997 0.00260398i \(-0.999171\pi\)
0.995221 0.0976479i \(-0.0311319\pi\)
\(684\) 0.946333 + 3.90084i 0.0361840 + 0.149152i
\(685\) 22.3386 + 19.3565i 0.853515 + 0.739575i
\(686\) 27.4213 9.62643i 1.04695 0.367539i
\(687\) −25.1343 11.4785i −0.958935 0.437931i
\(688\) 4.94878 + 6.29288i 0.188670 + 0.239914i
\(689\) −3.96568 + 6.86877i −0.151081 + 0.261679i
\(690\) −19.2635 0.486484i −0.733348 0.0185201i
\(691\) −8.93631 + 5.15938i −0.339953 + 0.196272i −0.660251 0.751045i \(-0.729550\pi\)
0.320298 + 0.947317i \(0.396217\pi\)
\(692\) 4.78449 0.687905i 0.181879 0.0261502i
\(693\) −1.91699 + 2.89056i −0.0728205 + 0.109803i
\(694\) −16.1804 + 4.75100i −0.614200 + 0.180345i
\(695\) −2.87717 + 14.9282i −0.109137 + 0.566259i
\(696\) 7.04460 + 7.38816i 0.267025 + 0.280048i
\(697\) 8.73073 0.415896i 0.330700 0.0157532i
\(698\) −5.88688 4.19203i −0.222822 0.158671i
\(699\) −14.9139 + 12.9230i −0.564096 + 0.488792i
\(700\) 1.86419 + 0.387202i 0.0704596 + 0.0146349i
\(701\) −13.3048 1.91295i −0.502517 0.0722510i −0.113605 0.993526i \(-0.536240\pi\)
−0.388912 + 0.921275i \(0.627149\pi\)
\(702\) −2.70140 + 1.08148i −0.101958 + 0.0408177i
\(703\) 22.8978 + 44.4155i 0.863606 + 1.67516i
\(704\) −1.33829 6.94372i −0.0504388 0.261701i
\(705\) 10.7361 15.0768i 0.404345 0.567823i
\(706\) 15.4699 + 24.0716i 0.582216 + 0.905946i
\(707\) −33.1886 + 22.9208i −1.24819 + 0.862024i
\(708\) 2.53316 2.92343i 0.0952021 0.109869i
\(709\) 18.7128 19.6255i 0.702775 0.737050i −0.271493 0.962440i \(-0.587517\pi\)
0.974268 + 0.225391i \(0.0723659\pi\)
\(710\) 11.6621 + 16.3772i 0.437673 + 0.614625i
\(711\) 1.72831 4.31712i 0.0648168 0.161905i
\(712\) 16.8633 + 29.2080i 0.631977 + 1.09462i
\(713\) 30.9090 11.4775i 1.15755 0.429835i
\(714\) 2.32295 2.86793i 0.0869341 0.107330i
\(715\) 0.885850 + 6.16122i 0.0331289 + 0.230417i
\(716\) −6.73629 + 0.643237i −0.251747 + 0.0240389i
\(717\) 4.01306 + 0.973557i 0.149870 + 0.0363582i
\(718\) −29.5507 + 10.2276i −1.10282 + 0.381690i
\(719\) 42.9404 10.4172i 1.60141 0.388497i 0.667100 0.744968i \(-0.267535\pi\)
0.934306 + 0.356472i \(0.116020\pi\)
\(720\) −10.1477 + 6.52154i −0.378183 + 0.243044i
\(721\) −16.9752 16.6588i −0.632188 0.620407i
\(722\) −57.9194 66.8425i −2.15554 2.48762i
\(723\) 12.6566 + 0.602909i 0.470704 + 0.0224224i
\(724\) 2.24343 + 1.76426i 0.0833765 + 0.0655680i
\(725\) −5.17605 4.07049i −0.192234 0.151174i
\(726\) −14.5478 0.692999i −0.539921 0.0257196i
\(727\) −12.2381 14.1235i −0.453886 0.523812i 0.481973 0.876186i \(-0.339920\pi\)
−0.935859 + 0.352373i \(0.885375\pi\)
\(728\) 3.17123 + 11.4050i 0.117534 + 0.422698i
\(729\) −0.841254 + 0.540641i −0.0311575 + 0.0200237i
\(730\) −27.2531 + 6.61152i −1.00868 + 0.244703i
\(731\) −1.42758 + 0.494090i −0.0528009 + 0.0182746i
\(732\) −5.99690 1.45483i −0.221652 0.0537721i
\(733\) 0.323184 0.0308603i 0.0119371 0.00113985i −0.0890858 0.996024i \(-0.528395\pi\)
0.101023 + 0.994884i \(0.467788\pi\)
\(734\) 5.47843 + 38.1033i 0.202212 + 1.40642i
\(735\) 5.54266 17.0453i 0.204444 0.628725i
\(736\) 7.36265 + 9.86512i 0.271391 + 0.363633i
\(737\) 8.19510 + 14.1943i 0.301870 + 0.522855i
\(738\) 5.73441 14.3239i 0.211087 0.527269i
\(739\) 3.14888 + 4.42198i 0.115833 + 0.162665i 0.868422 0.495826i \(-0.165134\pi\)
−0.752589 + 0.658491i \(0.771195\pi\)
\(740\) 4.70283 4.93218i 0.172879 0.181311i
\(741\) 10.5419 12.1660i 0.387268 0.446931i
\(742\) −16.0450 7.60850i −0.589030 0.279317i
\(743\) −3.66067 5.69611i −0.134297 0.208970i 0.767591 0.640940i \(-0.221455\pi\)
−0.901888 + 0.431970i \(0.857819\pi\)
\(744\) 9.62207 13.5123i 0.352762 0.495385i
\(745\) −0.552269 2.86545i −0.0202336 0.104982i
\(746\) 7.18366 + 13.9344i 0.263013 + 0.510173i
\(747\) 2.74193 1.09770i 0.100322 0.0401629i
\(748\) −0.533358 0.0766853i −0.0195015 0.00280389i
\(749\) −8.24057 + 39.6742i −0.301104 + 1.44966i
\(750\) −10.4569 + 9.06094i −0.381831 + 0.330859i
\(751\) −1.32851 0.946026i −0.0484779 0.0345210i 0.555561 0.831476i \(-0.312504\pi\)
−0.604039 + 0.796955i \(0.706443\pi\)
\(752\) −34.0143 + 1.62030i −1.24037 + 0.0590863i
\(753\) 2.05675 + 2.15706i 0.0749522 + 0.0786076i
\(754\) −2.32990 + 12.0887i −0.0848499 + 0.440243i
\(755\) 7.08579 2.08057i 0.257878 0.0757199i
\(756\) −0.544854 1.09530i −0.0198162 0.0398356i
\(757\) −5.77745 + 0.830672i −0.209985 + 0.0301913i −0.246504 0.969142i \(-0.579282\pi\)
0.0365194 + 0.999333i \(0.488373\pi\)
\(758\) 25.7207 14.8499i 0.934219 0.539372i
\(759\) 5.78307 2.46654i 0.209912 0.0895299i
\(760\) 26.8170 46.4484i 0.972754 1.68486i
\(761\) −28.4806 36.2160i −1.03242 1.31283i −0.948645 0.316344i \(-0.897545\pi\)
−0.0837754 0.996485i \(-0.526698\pi\)
\(762\) 5.59860 + 2.55680i 0.202816 + 0.0926230i
\(763\) −14.2826 + 34.2394i −0.517064 + 1.23955i
\(764\) −4.24912 3.68188i −0.153728 0.133206i
\(765\) −0.536636 2.21205i −0.0194021 0.0799767i
\(766\) −0.398443 8.36434i −0.0143963 0.302216i
\(767\) −15.4433 1.47465i −0.557623 0.0532466i
\(768\) 9.96940 + 3.45044i 0.359740 + 0.124507i
\(769\) 10.4314 + 6.70382i 0.376164 + 0.241746i 0.715038 0.699086i \(-0.246410\pi\)
−0.338874 + 0.940832i \(0.610046\pi\)
\(770\) −13.5893 + 3.09031i −0.489724 + 0.111367i
\(771\) 1.29708 9.02142i 0.0467133 0.324898i
\(772\) 0.156031 3.27550i 0.00561569 0.117888i
\(773\) &minu