Properties

Label 483.2.bf.a.10.12
Level $483$
Weight $2$
Character 483.10
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 10.12
Character \(\chi\) \(=\) 483.10
Dual form 483.2.bf.a.145.12

$q$-expansion

\(f(q)\) \(=\) \(q+(-0.311023 + 0.898642i) q^{2} +(-0.458227 - 0.888835i) q^{3} +(0.861285 + 0.677322i) q^{4} +(-1.14736 + 0.109560i) q^{5} +(0.941264 - 0.135333i) q^{6} +(-2.64155 - 0.149090i) q^{7} +(-2.47652 + 1.59156i) q^{8} +(-0.580057 + 0.814576i) q^{9} +O(q^{10})\) \(q+(-0.311023 + 0.898642i) q^{2} +(-0.458227 - 0.888835i) q^{3} +(0.861285 + 0.677322i) q^{4} +(-1.14736 + 0.109560i) q^{5} +(0.941264 - 0.135333i) q^{6} +(-2.64155 - 0.149090i) q^{7} +(-2.47652 + 1.59156i) q^{8} +(-0.580057 + 0.814576i) q^{9} +(0.258401 - 1.06514i) q^{10} +(-0.332927 + 0.115227i) q^{11} +(0.207364 - 1.07591i) q^{12} +(-1.47038 - 5.00764i) q^{13} +(0.955560 - 2.32743i) q^{14} +(0.623132 + 0.969612i) q^{15} +(-0.143343 - 0.590870i) q^{16} +(-4.33265 - 1.73453i) q^{17} +(-0.551601 - 0.774615i) q^{18} +(4.87882 - 1.95319i) q^{19} +(-1.06241 - 0.682771i) q^{20} +(1.07791 + 2.41622i) q^{21} -0.335021i q^{22} +(-4.70533 - 0.927294i) q^{23} +(2.54944 + 1.47192i) q^{24} +(-3.60521 + 0.694847i) q^{25} +(4.95739 + 0.236150i) q^{26} +(0.989821 + 0.142315i) q^{27} +(-2.17414 - 1.91759i) q^{28} +(0.605988 + 4.21474i) q^{29} +(-1.06514 + 0.258401i) q^{30} +(-6.47943 + 0.308653i) q^{31} +(-5.28546 - 0.504700i) q^{32} +(0.254974 + 0.243117i) q^{33} +(2.90627 - 3.35402i) q^{34} +(3.04714 - 0.118347i) q^{35} +(-1.05132 + 0.308697i) q^{36} +(-0.503884 - 0.358814i) q^{37} +(0.237789 + 4.99180i) q^{38} +(-3.77720 + 3.60156i) q^{39} +(2.66709 - 2.09742i) q^{40} +(1.88734 + 0.861921i) q^{41} +(-2.50657 + 0.217156i) q^{42} +(4.99271 - 7.76882i) q^{43} +(-0.364791 - 0.126255i) q^{44} +(0.576290 - 0.998164i) q^{45} +(2.29677 - 3.94000i) q^{46} +(-6.00020 + 3.46422i) q^{47} +(-0.459502 + 0.398161i) q^{48} +(6.95554 + 0.787657i) q^{49} +(0.496884 - 3.45590i) q^{50} +(0.443622 + 4.64582i) q^{51} +(2.12537 - 5.30892i) q^{52} +(-2.51303 - 2.63559i) q^{53} +(-0.435747 + 0.845232i) q^{54} +(0.369364 - 0.168683i) q^{55} +(6.77912 - 3.83496i) q^{56} +(-3.97167 - 3.44147i) q^{57} +(-3.97602 - 0.766314i) q^{58} +(-4.75245 - 1.15293i) q^{59} +(-0.120045 + 1.25717i) q^{60} +(-0.315494 - 0.162648i) q^{61} +(1.73788 - 5.91869i) q^{62} +(1.65369 - 2.06526i) q^{63} +(2.60260 - 5.69889i) q^{64} +(2.23569 + 5.58448i) q^{65} +(-0.297778 + 0.153515i) q^{66} +(2.40342 + 12.4701i) q^{67} +(-2.55681 - 4.42852i) q^{68} +(1.33189 + 4.60717i) q^{69} +(-0.841380 + 2.77510i) q^{70} +(-3.13232 - 3.61489i) q^{71} +(0.140074 - 2.94051i) q^{72} +(1.30073 - 1.65402i) q^{73} +(0.479164 - 0.341211i) q^{74} +(2.26961 + 2.88604i) q^{75} +(5.52499 + 1.62228i) q^{76} +(0.896623 - 0.254742i) q^{77} +(-2.06171 - 4.51452i) q^{78} +(-6.08123 + 6.37781i) q^{79} +(0.229202 + 0.662237i) q^{80} +(-0.327068 - 0.945001i) q^{81} +(-1.36157 + 1.42797i) q^{82} +(6.77118 + 14.8268i) q^{83} +(-0.708169 + 2.81114i) q^{84} +(5.16115 + 1.51545i) q^{85} +(5.42853 + 6.90294i) q^{86} +(3.46853 - 2.46993i) q^{87} +(0.641109 - 0.815237i) q^{88} +(0.398295 - 8.36125i) q^{89} +(0.717752 + 0.828330i) q^{90} +(3.13748 + 13.4471i) q^{91} +(-3.42455 - 3.98569i) q^{92} +(3.24339 + 5.61771i) q^{93} +(-1.24689 - 6.46949i) q^{94} +(-5.38378 + 2.77553i) q^{95} +(1.97334 + 4.92917i) q^{96} +(2.69409 - 5.89923i) q^{97} +(-2.87116 + 6.00556i) q^{98} +(0.0992555 - 0.338033i) 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 \(\left(\mathbb{Z}/483\mathbb{Z}\right)^\times\).

\(n\) \(323\) \(346\) \(442\)
\(\chi(n)\) \(1\) \(e\left(\frac{1}{6}\right)\) \(e\left(\frac{3}{22}\right)\)

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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −0.311023 + 0.898642i −0.219926 + 0.635436i 0.780027 + 0.625746i \(0.215205\pi\)
−0.999953 + 0.00968933i \(0.996916\pi\)
\(3\) −0.458227 0.888835i −0.264557 0.513169i
\(4\) 0.861285 + 0.677322i 0.430642 + 0.338661i
\(5\) −1.14736 + 0.109560i −0.513116 + 0.0489966i −0.348403 0.937345i \(-0.613276\pi\)
−0.164713 + 0.986342i \(0.552670\pi\)
\(6\) 0.941264 0.135333i 0.384269 0.0552496i
\(7\) −2.64155 0.149090i −0.998411 0.0563508i
\(8\) −2.47652 + 1.59156i −0.875581 + 0.562702i
\(9\) −0.580057 + 0.814576i −0.193352 + 0.271525i
\(10\) 0.258401 1.06514i 0.0817135 0.336828i
\(11\) −0.332927 + 0.115227i −0.100381 + 0.0347423i −0.376797 0.926296i \(-0.622975\pi\)
0.276416 + 0.961038i \(0.410853\pi\)
\(12\) 0.207364 1.07591i 0.0598609 0.310588i
\(13\) −1.47038 5.00764i −0.407809 1.38887i −0.866013 0.500022i \(-0.833325\pi\)
0.458204 0.888847i \(-0.348493\pi\)
\(14\) 0.955560 2.32743i 0.255384 0.622033i
\(15\) 0.623132 + 0.969612i 0.160892 + 0.250353i
\(16\) −0.143343 0.590870i −0.0358359 0.147717i
\(17\) −4.33265 1.73453i −1.05082 0.420685i −0.218998 0.975725i \(-0.570279\pi\)
−0.831824 + 0.555040i \(0.812703\pi\)
\(18\) −0.551601 0.774615i −0.130014 0.182579i
\(19\) 4.87882 1.95319i 1.11928 0.448091i 0.263098 0.964769i \(-0.415256\pi\)
0.856180 + 0.516678i \(0.172831\pi\)
\(20\) −1.06241 0.682771i −0.237563 0.152672i
\(21\) 1.07791 + 2.41622i 0.235219 + 0.527262i
\(22\) 0.335021i 0.0714267i
\(23\) −4.70533 0.927294i −0.981129 0.193354i
\(24\) 2.54944 + 1.47192i 0.520402 + 0.300455i
\(25\) −3.60521 + 0.694847i −0.721042 + 0.138969i
\(26\) 4.95739 + 0.236150i 0.972225 + 0.0463128i
\(27\) 0.989821 + 0.142315i 0.190491 + 0.0273885i
\(28\) −2.17414 1.91759i −0.410874 0.362390i
\(29\) 0.605988 + 4.21474i 0.112529 + 0.782657i 0.965445 + 0.260608i \(0.0839231\pi\)
−0.852915 + 0.522049i \(0.825168\pi\)
\(30\) −1.06514 + 0.258401i −0.194468 + 0.0471773i
\(31\) −6.47943 + 0.308653i −1.16374 + 0.0554358i −0.620545 0.784171i \(-0.713089\pi\)
−0.543195 + 0.839607i \(0.682786\pi\)
\(32\) −5.28546 0.504700i −0.934346 0.0892192i
\(33\) 0.254974 + 0.243117i 0.0443853 + 0.0423213i
\(34\) 2.90627 3.35402i 0.498422 0.575210i
\(35\) 3.04714 0.118347i 0.515061 0.0200043i
\(36\) −1.05132 + 0.308697i −0.175221 + 0.0514494i
\(37\) −0.503884 0.358814i −0.0828379 0.0589886i 0.537888 0.843017i \(-0.319222\pi\)
−0.620726 + 0.784028i \(0.713162\pi\)
\(38\) 0.237789 + 4.99180i 0.0385744 + 0.809776i
\(39\) −3.77720 + 3.60156i −0.604836 + 0.576710i
\(40\) 2.66709 2.09742i 0.421704 0.331632i
\(41\) 1.88734 + 0.861921i 0.294754 + 0.134610i 0.557303 0.830309i \(-0.311836\pi\)
−0.262550 + 0.964918i \(0.584563\pi\)
\(42\) −2.50657 + 0.217156i −0.386772 + 0.0335079i
\(43\) 4.99271 7.76882i 0.761382 1.18473i −0.216644 0.976251i \(-0.569511\pi\)
0.978026 0.208483i \(-0.0668525\pi\)
\(44\) −0.364791 0.126255i −0.0549943 0.0190337i
\(45\) 0.576290 0.998164i 0.0859083 0.148798i
\(46\) 2.29677 3.94000i 0.338640 0.580921i
\(47\) −6.00020 + 3.46422i −0.875220 + 0.505308i −0.869079 0.494673i \(-0.835288\pi\)
−0.00614043 + 0.999981i \(0.501955\pi\)
\(48\) −0.459502 + 0.398161i −0.0663234 + 0.0574696i
\(49\) 6.95554 + 0.787657i 0.993649 + 0.112522i
\(50\) 0.496884 3.45590i 0.0702700 0.488739i
\(51\) 0.443622 + 4.64582i 0.0621195 + 0.650545i
\(52\) 2.12537 5.30892i 0.294736 0.736215i
\(53\) −2.51303 2.63559i −0.345191 0.362026i 0.528136 0.849160i \(-0.322891\pi\)
−0.873328 + 0.487133i \(0.838043\pi\)
\(54\) −0.435747 + 0.845232i −0.0592977 + 0.115021i
\(55\) 0.369364 0.168683i 0.0498050 0.0227452i
\(56\) 6.77912 3.83496i 0.905898 0.512468i
\(57\) −3.97167 3.44147i −0.526060 0.455834i
\(58\) −3.97602 0.766314i −0.522076 0.100622i
\(59\) −4.75245 1.15293i −0.618716 0.150099i −0.0858633 0.996307i \(-0.527365\pi\)
−0.532853 + 0.846208i \(0.678880\pi\)
\(60\) −0.120045 + 1.25717i −0.0154978 + 0.162300i
\(61\) −0.315494 0.162648i −0.0403948 0.0208250i 0.437911 0.899018i \(-0.355719\pi\)
−0.478306 + 0.878193i \(0.658749\pi\)
\(62\) 1.73788 5.91869i 0.220711 0.751674i
\(63\) 1.65369 2.06526i 0.208346 0.260198i
\(64\) 2.60260 5.69889i 0.325324 0.712361i
\(65\) 2.23569 + 5.58448i 0.277303 + 0.692669i
\(66\) −0.297778 + 0.153515i −0.0366540 + 0.0188964i
\(67\) 2.40342 + 12.4701i 0.293624 + 1.52347i 0.766445 + 0.642310i \(0.222024\pi\)
−0.472821 + 0.881159i \(0.656764\pi\)
\(68\) −2.55681 4.42852i −0.310058 0.537037i
\(69\) 1.33189 + 4.60717i 0.160341 + 0.554639i
\(70\) −0.841380 + 2.77510i −0.100564 + 0.331688i
\(71\) −3.13232 3.61489i −0.371738 0.429008i 0.538800 0.842434i \(-0.318878\pi\)
−0.910538 + 0.413425i \(0.864332\pi\)
\(72\) 0.140074 2.94051i 0.0165078 0.346542i
\(73\) 1.30073 1.65402i 0.152239 0.193588i −0.703951 0.710248i \(-0.748583\pi\)
0.856190 + 0.516660i \(0.172825\pi\)
\(74\) 0.479164 0.341211i 0.0557017 0.0396650i
\(75\) 2.26961 + 2.88604i 0.262072 + 0.333251i
\(76\) 5.52499 + 1.62228i 0.633760 + 0.186089i
\(77\) 0.896623 0.254742i 0.102180 0.0290306i
\(78\) −2.06171 4.51452i −0.233443 0.511168i
\(79\) −6.08123 + 6.37781i −0.684191 + 0.717559i −0.970640 0.240536i \(-0.922677\pi\)
0.286449 + 0.958096i \(0.407525\pi\)
\(80\) 0.229202 + 0.662237i 0.0256256 + 0.0740403i
\(81\) −0.327068 0.945001i −0.0363409 0.105000i
\(82\) −1.36157 + 1.42797i −0.150360 + 0.157693i
\(83\) 6.77118 + 14.8268i 0.743234 + 1.62745i 0.778161 + 0.628065i \(0.216153\pi\)
−0.0349273 + 0.999390i \(0.511120\pi\)
\(84\) −0.708169 + 2.81114i −0.0772676 + 0.306721i
\(85\) 5.16115 + 1.51545i 0.559805 + 0.164374i
\(86\) 5.42853 + 6.90294i 0.585374 + 0.744363i
\(87\) 3.46853 2.46993i 0.371865 0.264804i
\(88\) 0.641109 0.815237i 0.0683425 0.0869045i
\(89\) 0.398295 8.36125i 0.0422192 0.886291i −0.874076 0.485788i \(-0.838533\pi\)
0.916296 0.400502i \(-0.131164\pi\)
\(90\) 0.717752 + 0.828330i 0.0756577 + 0.0873137i
\(91\) 3.13748 + 13.4471i 0.328897 + 1.40964i
\(92\) −3.42455 3.98569i −0.357034 0.415536i
\(93\) 3.24339 + 5.61771i 0.336324 + 0.582530i
\(94\) −1.24689 6.46949i −0.128607 0.667276i
\(95\) −5.38378 + 2.77553i −0.552364 + 0.284764i
\(96\) 1.97334 + 4.92917i 0.201403 + 0.503081i
\(97\) 2.69409 5.89923i 0.273543 0.598976i −0.722145 0.691742i \(-0.756844\pi\)
0.995688 + 0.0927659i \(0.0295708\pi\)
\(98\) −2.87116 + 6.00556i −0.290030 + 0.606653i
\(99\) 0.0992555 0.338033i 0.00997555 0.0339736i
\(100\) −3.57575 1.84342i −0.357575 0.184342i
\(101\) −0.737683 + 7.72537i −0.0734022 + 0.768703i 0.881579 + 0.472037i \(0.156481\pi\)
−0.954981 + 0.296666i \(0.904125\pi\)
\(102\) −4.31290 1.04630i −0.427041 0.103599i
\(103\) 10.2492 + 1.97537i 1.00988 + 0.194639i 0.667252 0.744832i \(-0.267470\pi\)
0.342629 + 0.939471i \(0.388682\pi\)
\(104\) 11.6114 + 10.0613i 1.13859 + 0.986593i
\(105\) −1.50147 2.65418i −0.146529 0.259021i
\(106\) 3.15006 1.43858i 0.305961 0.139728i
\(107\) −4.32136 + 8.38226i −0.417761 + 0.810344i −0.999996 0.00267658i \(-0.999148\pi\)
0.582235 + 0.813020i \(0.302178\pi\)
\(108\) 0.756125 + 0.793001i 0.0727582 + 0.0763066i
\(109\) 3.57441 8.92844i 0.342366 0.855190i −0.652849 0.757488i \(-0.726427\pi\)
0.995216 0.0977020i \(-0.0311492\pi\)
\(110\) 0.0367048 + 0.384390i 0.00349966 + 0.0366501i
\(111\) −0.0880337 + 0.612288i −0.00835579 + 0.0581158i
\(112\) 0.290556 + 1.58218i 0.0274549 + 0.149502i
\(113\) 7.77333 6.73563i 0.731253 0.633634i −0.207496 0.978236i \(-0.566531\pi\)
0.938749 + 0.344601i \(0.111986\pi\)
\(114\) 4.32793 2.49873i 0.405347 0.234027i
\(115\) 5.50031 + 0.548427i 0.512906 + 0.0511411i
\(116\) −2.33281 + 4.04054i −0.216596 + 0.375155i
\(117\) 4.93200 + 1.70698i 0.455964 + 0.157811i
\(118\) 2.51419 3.91216i 0.231450 0.360143i
\(119\) 11.1863 + 5.22780i 1.02545 + 0.479232i
\(120\) −3.08639 1.40951i −0.281748 0.128670i
\(121\) −8.54902 + 6.72302i −0.777184 + 0.611184i
\(122\) 0.244288 0.232929i 0.0221168 0.0210884i
\(123\) −0.0987251 2.07249i −0.00890174 0.186871i
\(124\) −5.78969 4.12282i −0.519930 0.370240i
\(125\) 9.58981 2.81582i 0.857739 0.251855i
\(126\) 1.34159 + 2.12842i 0.119519 + 0.189615i
\(127\) −6.86400 + 7.92147i −0.609081 + 0.702917i −0.973595 0.228281i \(-0.926690\pi\)
0.364514 + 0.931198i \(0.381235\pi\)
\(128\) −3.37354 3.21666i −0.298182 0.284316i
\(129\) −9.19299 0.877824i −0.809398 0.0772881i
\(130\) −5.71380 + 0.272182i −0.501133 + 0.0238719i
\(131\) −4.94763 + 1.20028i −0.432277 + 0.104869i −0.445992 0.895037i \(-0.647149\pi\)
0.0137157 + 0.999906i \(0.495634\pi\)
\(132\) 0.0549367 + 0.382093i 0.00478162 + 0.0332569i
\(133\) −13.1788 + 4.43205i −1.14275 + 0.384307i
\(134\) −11.9537 1.71868i −1.03264 0.148471i
\(135\) −1.15128 0.0548420i −0.0990860 0.00472005i
\(136\) 13.4905 2.60008i 1.15680 0.222955i
\(137\) 4.50442 + 2.60063i 0.384839 + 0.222187i 0.679922 0.733285i \(-0.262014\pi\)
−0.295083 + 0.955472i \(0.595347\pi\)
\(138\) −4.55445 0.236040i −0.387700 0.0200931i
\(139\) 1.95686i 0.165979i −0.996550 0.0829895i \(-0.973553\pi\)
0.996550 0.0829895i \(-0.0264468\pi\)
\(140\) 2.70462 + 1.96197i 0.228582 + 0.165816i
\(141\) 5.82857 + 3.74580i 0.490854 + 0.315453i
\(142\) 4.22271 1.69052i 0.354362 0.141865i
\(143\) 1.06655 + 1.49775i 0.0891890 + 0.125248i
\(144\) 0.564456 + 0.225974i 0.0470380 + 0.0188312i
\(145\) −1.15705 4.76944i −0.0960880 0.396080i
\(146\) 1.08181 + 1.68333i 0.0895312 + 0.139313i
\(147\) −2.48712 6.54326i −0.205134 0.539679i
\(148\) −0.190955 0.650332i −0.0156964 0.0534570i
\(149\) 0.430600 2.23417i 0.0352761 0.183030i −0.960017 0.279943i \(-0.909685\pi\)
0.995293 + 0.0969125i \(0.0308967\pi\)
\(150\) −3.29942 + 1.14194i −0.269396 + 0.0932389i
\(151\) −3.75046 + 15.4596i −0.305208 + 1.25809i 0.588154 + 0.808749i \(0.299855\pi\)
−0.893362 + 0.449337i \(0.851660\pi\)
\(152\) −8.97387 + 12.6020i −0.727877 + 1.02216i
\(153\) 3.92609 2.52314i 0.317406 0.203984i
\(154\) −0.0499483 + 0.884973i −0.00402495 + 0.0713132i
\(155\) 7.40043 1.06402i 0.594417 0.0854643i
\(156\) −5.69266 + 0.543583i −0.455777 + 0.0435215i
\(157\) −7.52926 5.92108i −0.600901 0.472554i 0.270771 0.962644i \(-0.412721\pi\)
−0.871672 + 0.490090i \(0.836964\pi\)
\(158\) −3.83996 7.44849i −0.305491 0.592570i
\(159\) −1.19107 + 3.44137i −0.0944579 + 0.272918i
\(160\) 6.11963 0.483799
\(161\) 12.2911 + 3.15101i 0.968674 + 0.248334i
\(162\) 0.950943 0.0747131
\(163\) −6.24767 + 18.0514i −0.489355 + 1.41390i 0.382419 + 0.923989i \(0.375091\pi\)
−0.871774 + 0.489909i \(0.837030\pi\)
\(164\) 1.04174 + 2.02070i 0.0813464 + 0.157790i
\(165\) −0.319184 0.251009i −0.0248484 0.0195410i
\(166\) −15.4300 + 1.47339i −1.19760 + 0.114357i
\(167\) 5.83186 0.838495i 0.451283 0.0648847i 0.0870738 0.996202i \(-0.472248\pi\)
0.364209 + 0.931317i \(0.381339\pi\)
\(168\) −6.51502 4.26824i −0.502645 0.329302i
\(169\) −11.9782 + 7.69789i −0.921396 + 0.592145i
\(170\) −2.96708 + 4.16668i −0.227565 + 0.319570i
\(171\) −1.23898 + 5.10713i −0.0947469 + 0.390552i
\(172\) 9.56213 3.30949i 0.729106 0.252346i
\(173\) 3.37325 17.5021i 0.256464 1.33066i −0.593932 0.804515i \(-0.702425\pi\)
0.850396 0.526144i \(-0.176363\pi\)
\(174\) 1.14079 + 3.88517i 0.0864830 + 0.294534i
\(175\) 9.62692 1.29797i 0.727727 0.0981173i
\(176\) 0.115807 + 0.180200i 0.00872930 + 0.0135831i
\(177\) 1.15293 + 4.75245i 0.0866596 + 0.357216i
\(178\) 7.38989 + 2.95847i 0.553896 + 0.221746i
\(179\) −8.97826 12.6082i −0.671067 0.942381i 0.328931 0.944354i \(-0.393312\pi\)
−0.999998 + 0.00197251i \(0.999372\pi\)
\(180\) 1.17243 0.469369i 0.0873876 0.0349847i
\(181\) −20.4743 13.1580i −1.52184 0.978027i −0.991481 0.130254i \(-0.958421\pi\)
−0.530359 0.847773i \(-0.677943\pi\)
\(182\) −13.0600 1.36290i −0.968070 0.101025i
\(183\) 0.354952i 0.0262388i
\(184\) 13.1287 5.19236i 0.967858 0.382786i
\(185\) 0.617448 + 0.356484i 0.0453957 + 0.0262092i
\(186\) −6.05708 + 1.16741i −0.444127 + 0.0855984i
\(187\) 1.64232 + 0.0782335i 0.120099 + 0.00572100i
\(188\) −7.51427 1.08039i −0.548035 0.0787955i
\(189\) −2.59344 0.523504i −0.188645 0.0380793i
\(190\) −0.819730 5.70134i −0.0594694 0.413619i
\(191\) 19.6084 4.75696i 1.41882 0.344201i 0.548276 0.836297i \(-0.315284\pi\)
0.870541 + 0.492096i \(0.163769\pi\)
\(192\) −6.25795 + 0.298103i −0.451629 + 0.0215137i
\(193\) −4.36238 0.416556i −0.314011 0.0299844i −0.0631391 0.998005i \(-0.520111\pi\)
−0.250872 + 0.968020i \(0.580717\pi\)
\(194\) 4.46337 + 4.25582i 0.320451 + 0.305550i
\(195\) 3.93923 4.54612i 0.282094 0.325554i
\(196\) 5.45721 + 5.38954i 0.389800 + 0.384967i
\(197\) 8.20505 2.40922i 0.584586 0.171650i 0.0239512 0.999713i \(-0.492375\pi\)
0.560635 + 0.828063i \(0.310557\pi\)
\(198\) 0.272900 + 0.194331i 0.0193942 + 0.0138105i
\(199\) −0.224339 4.70946i −0.0159030 0.333845i −0.992773 0.120009i \(-0.961708\pi\)
0.976870 0.213835i \(-0.0685955\pi\)
\(200\) 7.82247 7.45871i 0.553132 0.527410i
\(201\) 9.98258 7.85039i 0.704117 0.553724i
\(202\) −6.71290 3.06568i −0.472318 0.215701i
\(203\) −0.972370 11.2238i −0.0682470 0.787755i
\(204\) −2.76463 + 4.30185i −0.193563 + 0.301190i
\(205\) −2.25990 0.782159i −0.157838 0.0546283i
\(206\) −4.96288 + 8.59595i −0.345780 + 0.598908i
\(207\) 3.48471 3.29496i 0.242204 0.229016i
\(208\) −2.74809 + 1.58661i −0.190546 + 0.110012i
\(209\) −1.39923 + 1.21244i −0.0967870 + 0.0838664i
\(210\) 2.85215 0.523776i 0.196817 0.0361440i
\(211\) 3.78949 26.3565i 0.260879 1.81446i −0.265394 0.964140i \(-0.585502\pi\)
0.526273 0.850316i \(-0.323589\pi\)
\(212\) −0.379292 3.97212i −0.0260499 0.272807i
\(213\) −1.77773 + 4.44055i −0.121808 + 0.304262i
\(214\) −6.18861 6.49043i −0.423045 0.443676i
\(215\) −4.87730 + 9.46064i −0.332629 + 0.645210i
\(216\) −2.67781 + 1.22292i −0.182202 + 0.0832089i
\(217\) 17.1617 + 0.150697i 1.16501 + 0.0102300i
\(218\) 6.91175 + 5.98906i 0.468123 + 0.405631i
\(219\) −2.06618 0.398223i −0.139619 0.0269094i
\(220\) 0.432380 + 0.104894i 0.0291510 + 0.00707197i
\(221\) −2.31528 + 24.2467i −0.155743 + 1.63101i
\(222\) −0.522847 0.269546i −0.0350912 0.0180908i
\(223\) −1.14863 + 3.91188i −0.0769180 + 0.261959i −0.988970 0.148116i \(-0.952679\pi\)
0.912052 + 0.410075i \(0.134497\pi\)
\(224\) 13.8865 + 2.12120i 0.927834 + 0.141729i
\(225\) 1.52522 3.33977i 0.101681 0.222651i
\(226\) 3.63523 + 9.08037i 0.241812 + 0.604017i
\(227\) −19.9325 + 10.2759i −1.32297 + 0.682038i −0.967553 0.252670i \(-0.918691\pi\)
−0.355417 + 0.934708i \(0.615661\pi\)
\(228\) −1.08975 5.65418i −0.0721707 0.374457i
\(229\) −7.09973 12.2971i −0.469163 0.812615i 0.530215 0.847863i \(-0.322111\pi\)
−0.999379 + 0.0352483i \(0.988778\pi\)
\(230\) −2.20356 + 4.77223i −0.145299 + 0.314672i
\(231\) −0.637280 0.680221i −0.0419300 0.0447552i
\(232\) −8.20875 9.47340i −0.538931 0.621959i
\(233\) 1.10523 23.2016i 0.0724060 1.51999i −0.611982 0.790871i \(-0.709628\pi\)
0.684388 0.729118i \(-0.260069\pi\)
\(234\) −3.06793 + 3.90119i −0.200557 + 0.255029i
\(235\) 6.50486 4.63209i 0.424331 0.302164i
\(236\) −3.31230 4.21194i −0.215613 0.274174i
\(237\) 8.45540 + 2.48273i 0.549237 + 0.161271i
\(238\) −8.17711 + 8.42650i −0.530043 + 0.546209i
\(239\) −8.43039 18.4600i −0.545317 1.19408i −0.958935 0.283627i \(-0.908462\pi\)
0.413618 0.910451i \(-0.364265\pi\)
\(240\) 0.483593 0.507177i 0.0312158 0.0327382i
\(241\) −0.603449 1.74355i −0.0388716 0.112312i 0.923895 0.382646i \(-0.124987\pi\)
−0.962767 + 0.270334i \(0.912866\pi\)
\(242\) −3.38265 9.77352i −0.217445 0.628266i
\(243\) −0.690079 + 0.723734i −0.0442686 + 0.0464276i
\(244\) −0.161565 0.353777i −0.0103431 0.0226483i
\(245\) −8.06682 0.141680i −0.515370 0.00905159i
\(246\) 1.89314 + 0.555875i 0.120702 + 0.0354413i
\(247\) −16.9545 21.5595i −1.07879 1.37180i
\(248\) 15.5552 11.0768i 0.987755 0.703377i
\(249\) 10.0759 12.8125i 0.638532 0.811960i
\(250\) −0.452236 + 9.49359i −0.0286019 + 0.600428i
\(251\) −16.5115 19.0553i −1.04220 1.20276i −0.978810 0.204770i \(-0.934355\pi\)
−0.0633868 0.997989i \(-0.520190\pi\)
\(252\) 2.82315 0.658695i 0.177841 0.0414939i
\(253\) 1.67338 0.233461i 0.105205 0.0146776i
\(254\) −4.98371 8.63203i −0.312706 0.541622i
\(255\) −1.01799 5.28183i −0.0637490 0.330761i
\(256\) 15.0771 7.77277i 0.942317 0.485798i
\(257\) −11.5796 28.9245i −0.722318 1.80426i −0.580307 0.814398i \(-0.697067\pi\)
−0.142011 0.989865i \(-0.545357\pi\)
\(258\) 3.64808 7.98818i 0.227120 0.497323i
\(259\) 1.27754 + 1.02295i 0.0793823 + 0.0635629i
\(260\) −1.85692 + 6.32411i −0.115162 + 0.392204i
\(261\) −3.78473 1.95117i −0.234269 0.120774i
\(262\) 0.460203 4.81947i 0.0284314 0.297748i
\(263\) 11.8739 + 2.88058i 0.732177 + 0.177624i 0.584480 0.811408i \(-0.301299\pi\)
0.147698 + 0.989033i \(0.452814\pi\)
\(264\) −1.01838 0.196277i −0.0626772 0.0120800i
\(265\) 3.17211 + 2.74865i 0.194861 + 0.168848i
\(266\) 0.116098 13.2215i 0.00711841 0.810663i
\(267\) −7.61429 + 3.47733i −0.465987 + 0.212809i
\(268\) −6.37626 + 12.3682i −0.389492 + 0.755509i
\(269\) 17.6322 + 18.4921i 1.07505 + 1.12748i 0.991384 + 0.130988i \(0.0418148\pi\)
0.0836672 + 0.996494i \(0.473337\pi\)
\(270\) 0.407356 1.01753i 0.0247909 0.0619247i
\(271\) 1.67159 + 17.5056i 0.101542 + 1.06339i 0.892355 + 0.451335i \(0.149052\pi\)
−0.790813 + 0.612058i \(0.790342\pi\)
\(272\) −0.403825 + 2.80866i −0.0244855 + 0.170300i
\(273\) 10.5146 8.95053i 0.636373 0.541711i
\(274\) −3.73801 + 3.23901i −0.225822 + 0.195676i
\(275\) 1.12021 0.646752i 0.0675510 0.0390006i
\(276\) −1.97340 + 4.87021i −0.118785 + 0.293152i
\(277\) −15.6206 + 27.0556i −0.938549 + 1.62561i −0.170369 + 0.985380i \(0.554496\pi\)
−0.768180 + 0.640234i \(0.778837\pi\)
\(278\) 1.75852 + 0.608630i 0.105469 + 0.0365032i
\(279\) 3.50702 5.45703i 0.209960 0.326704i
\(280\) −7.35795 + 5.14280i −0.439721 + 0.307341i
\(281\) 24.3655 + 11.1274i 1.45352 + 0.663802i 0.976585 0.215133i \(-0.0690186\pi\)
0.476940 + 0.878936i \(0.341746\pi\)
\(282\) −5.17895 + 4.07277i −0.308402 + 0.242530i
\(283\) 4.49170 4.28283i 0.267004 0.254588i −0.544735 0.838608i \(-0.683370\pi\)
0.811739 + 0.584020i \(0.198521\pi\)
\(284\) −0.249375 5.23504i −0.0147977 0.310642i
\(285\) 4.93398 + 3.51347i 0.292264 + 0.208120i
\(286\) −1.67766 + 0.492606i −0.0992023 + 0.0291284i
\(287\) −4.85701 2.55819i −0.286700 0.151005i
\(288\) 3.47698 4.01265i 0.204883 0.236448i
\(289\) 3.45976 + 3.29888i 0.203515 + 0.194052i
\(290\) 4.64589 + 0.443628i 0.272816 + 0.0260507i
\(291\) −6.47795 + 0.308583i −0.379744 + 0.0180894i
\(292\) 2.24060 0.543564i 0.131121 0.0318097i
\(293\) −2.82623 19.6569i −0.165110 1.14837i −0.888818 0.458260i \(-0.848473\pi\)
0.723708 0.690106i \(-0.242436\pi\)
\(294\) 6.65360 0.199924i 0.388046 0.0116598i
\(295\) 5.57909 + 0.802152i 0.324827 + 0.0467031i
\(296\) 1.81895 + 0.0866473i 0.105724 + 0.00503627i
\(297\) −0.345937 + 0.0666739i −0.0200733 + 0.00386881i
\(298\) 1.87379 + 1.08183i 0.108546 + 0.0626688i
\(299\) 2.27505 + 24.9261i 0.131569 + 1.44151i
\(300\) 4.02296i 0.232265i
\(301\) −14.3467 + 19.7773i −0.826933 + 1.13995i
\(302\) −12.7262 8.17862i −0.732310 0.470627i
\(303\) 7.20461 2.88429i 0.413894 0.165698i
\(304\) −1.85342 2.60277i −0.106301 0.149279i
\(305\) 0.379805 + 0.152051i 0.0217476 + 0.00870642i
\(306\) 1.04630 + 4.31290i 0.0598129 + 0.246552i
\(307\) 11.6984 + 18.2030i 0.667660 + 1.03890i 0.995555 + 0.0941855i \(0.0300247\pi\)
−0.327894 + 0.944714i \(0.606339\pi\)
\(308\) 0.944790 + 0.387897i 0.0538344 + 0.0221025i
\(309\) −2.94067 10.0150i −0.167289 0.569733i
\(310\) −1.34553 + 6.98127i −0.0764210 + 0.396510i
\(311\) −0.861870 + 0.298296i −0.0488722 + 0.0169148i −0.351395 0.936227i \(-0.614292\pi\)
0.302523 + 0.953142i \(0.402171\pi\)
\(312\) 3.62221 14.9310i 0.205067 0.845299i
\(313\) −1.93355 + 2.71529i −0.109291 + 0.153477i −0.865599 0.500739i \(-0.833062\pi\)
0.756308 + 0.654216i \(0.227001\pi\)
\(314\) 7.66270 4.92452i 0.432431 0.277907i
\(315\) −1.67111 + 2.55078i −0.0941566 + 0.143720i
\(316\) −9.55749 + 1.37416i −0.537651 + 0.0773025i
\(317\) −18.0065 + 1.71941i −1.01135 + 0.0965719i −0.587552 0.809186i \(-0.699908\pi\)
−0.423795 + 0.905758i \(0.639302\pi\)
\(318\) −2.72211 2.14069i −0.152648 0.120044i
\(319\) −0.687403 1.33338i −0.0384872 0.0746547i
\(320\) −2.36175 + 6.82383i −0.132026 + 0.381463i
\(321\) 9.43061 0.526365
\(322\) −6.65444 + 10.0653i −0.370838 + 0.560915i
\(323\) −24.5261 −1.36467
\(324\) 0.358371 1.03544i 0.0199095 0.0575247i
\(325\) 8.78055 + 17.0319i 0.487057 + 0.944760i
\(326\) −14.2786 11.2288i −0.790819 0.621907i
\(327\) −9.57381 + 0.914188i −0.529433 + 0.0505547i
\(328\) −6.04584 + 0.869261i −0.333826 + 0.0479969i
\(329\) 16.3663 8.25633i 0.902304 0.455186i
\(330\) 0.324840 0.208762i 0.0178819 0.0114920i
\(331\) −5.31660 + 7.46612i −0.292227 + 0.410375i −0.934423 0.356165i \(-0.884084\pi\)
0.642196 + 0.766540i \(0.278023\pi\)
\(332\) −4.21061 + 17.3564i −0.231087 + 0.952555i
\(333\) 0.584562 0.202319i 0.0320338 0.0110870i
\(334\) −1.06034 + 5.50154i −0.0580190 + 0.301031i
\(335\) −4.12382 14.0444i −0.225308 0.767329i
\(336\) 1.27316 0.983254i 0.0694565 0.0536409i
\(337\) 2.29486 + 3.57087i 0.125009 + 0.194517i 0.898117 0.439757i \(-0.144935\pi\)
−0.773108 + 0.634274i \(0.781299\pi\)
\(338\) −3.19217 13.1583i −0.173631 0.715716i
\(339\) −9.54881 3.82277i −0.518620 0.207624i
\(340\) 3.41877 + 4.80099i 0.185409 + 0.260370i
\(341\) 2.12162 0.849367i 0.114892 0.0459958i
\(342\) −4.20413 2.70183i −0.227333 0.146098i
\(343\) −18.2560 3.11764i −0.985730 0.168337i
\(344\) 27.1858i 1.46576i
\(345\) −2.03293 5.14017i −0.109449 0.276738i
\(346\) 14.6789 + 8.47489i 0.789145 + 0.455613i
\(347\) −5.47327 + 1.05489i −0.293821 + 0.0566293i −0.334032 0.942562i \(-0.608409\pi\)
0.0402107 + 0.999191i \(0.487197\pi\)
\(348\) 4.66033 + 0.221999i 0.249820 + 0.0119004i
\(349\) −10.1192 1.45492i −0.541666 0.0778798i −0.133949 0.990988i \(-0.542766\pi\)
−0.407717 + 0.913108i \(0.633675\pi\)
\(350\) −1.82778 + 9.05485i −0.0976991 + 0.484002i
\(351\) −0.742748 5.16593i −0.0396450 0.275737i
\(352\) 1.81783 0.441001i 0.0968906 0.0235054i
\(353\) −12.9177 + 0.615344i −0.687538 + 0.0327515i −0.388444 0.921472i \(-0.626987\pi\)
−0.299094 + 0.954224i \(0.596684\pi\)
\(354\) −4.62934 0.442048i −0.246046 0.0234946i
\(355\) 3.98995 + 3.80441i 0.211764 + 0.201917i
\(356\) 6.00630 6.93164i 0.318333 0.367376i
\(357\) −0.479203 12.3383i −0.0253621 0.653012i
\(358\) 14.1227 4.14680i 0.746408 0.219165i
\(359\) −9.05560 6.44846i −0.477936 0.340337i 0.315567 0.948903i \(-0.397805\pi\)
−0.793503 + 0.608567i \(0.791745\pi\)
\(360\) 0.161446 + 3.38917i 0.00850896 + 0.178625i
\(361\) 6.23701 5.94698i 0.328264 0.312999i
\(362\) 18.1923 14.3066i 0.956166 0.751937i
\(363\) 9.89305 + 4.51800i 0.519250 + 0.237134i
\(364\) −6.40578 + 13.7069i −0.335754 + 0.718436i
\(365\) −1.31120 + 2.04026i −0.0686312 + 0.106792i
\(366\) −0.318975 0.110398i −0.0166731 0.00577060i
\(367\) −5.68032 + 9.83861i −0.296511 + 0.513571i −0.975335 0.220729i \(-0.929156\pi\)
0.678825 + 0.734300i \(0.262490\pi\)
\(368\) 0.126568 + 2.91316i 0.00659782 + 0.151859i
\(369\) −1.79687 + 1.03742i −0.0935412 + 0.0540060i
\(370\) −0.512392 + 0.443990i −0.0266380 + 0.0230819i
\(371\) 6.24535 + 7.33671i 0.324242 + 0.380903i
\(372\) −1.01152 + 7.03527i −0.0524448 + 0.364762i
\(373\) −0.526982 5.51881i −0.0272861 0.285753i −0.998808 0.0488046i \(-0.984459\pi\)
0.971522 0.236948i \(-0.0761472\pi\)
\(374\) −0.581104 + 1.45153i −0.0300482 + 0.0750567i
\(375\) −6.89711 7.23348i −0.356165 0.373535i
\(376\) 9.34609 18.1289i 0.481988 0.934926i
\(377\) 20.2149 9.23182i 1.04112 0.475463i
\(378\) 1.27706 2.16775i 0.0656850 0.111497i
\(379\) −13.0291 11.2898i −0.669260 0.579917i 0.252539 0.967587i \(-0.418735\pi\)
−0.921798 + 0.387670i \(0.873280\pi\)
\(380\) −6.51690 1.25603i −0.334310 0.0644329i
\(381\) 10.1862 + 2.47113i 0.521852 + 0.126600i
\(382\) −1.82388 + 19.1005i −0.0933176 + 0.977266i
\(383\) −24.2767 12.5155i −1.24048 0.639514i −0.292023 0.956411i \(-0.594329\pi\)
−0.948460 + 0.316898i \(0.897359\pi\)
\(384\) −1.31324 + 4.47248i −0.0670160 + 0.228235i
\(385\) −1.00084 + 0.390515i −0.0510076 + 0.0199025i
\(386\) 1.73113 3.79066i 0.0881124 0.192939i
\(387\) 3.43223 + 8.57330i 0.174470 + 0.435805i
\(388\) 6.31605 3.25615i 0.320649 0.165306i
\(389\) −5.91633 30.6968i −0.299970 1.55639i −0.748813 0.662781i \(-0.769376\pi\)
0.448843 0.893610i \(-0.351836\pi\)
\(390\) 2.86014 + 4.95390i 0.144829 + 0.250851i
\(391\) 18.7781 + 12.1792i 0.949650 + 0.615927i
\(392\) −18.4791 + 9.11952i −0.933337 + 0.460606i
\(393\) 3.33399 + 3.84763i 0.168178 + 0.194087i
\(394\) −0.386933 + 8.12273i −0.0194934 + 0.409217i
\(395\) 6.27862 7.98391i 0.315911 0.401714i
\(396\) 0.314444 0.223915i 0.0158014 0.0112521i
\(397\) −20.7667 26.4070i −1.04225 1.32533i −0.943919 0.330178i \(-0.892891\pi\)
−0.0983338 0.995153i \(-0.531351\pi\)
\(398\) 4.30189 + 1.26315i 0.215634 + 0.0633159i
\(399\) 9.97825 + 9.68294i 0.499537 + 0.484753i
\(400\) 0.927347 + 2.03061i 0.0463673 + 0.101530i
\(401\) 0.358197 0.375666i 0.0178875 0.0187599i −0.714730 0.699401i \(-0.753450\pi\)
0.732617 + 0.680641i \(0.238299\pi\)
\(402\) 3.94987 + 11.4124i 0.197002 + 0.569199i
\(403\) 11.0728 + 31.9928i 0.551577 + 1.59368i
\(404\) −5.86792 + 6.15409i −0.291940 + 0.306178i
\(405\) 0.478799 + 1.04842i 0.0237917 + 0.0520966i
\(406\) 10.3886 + 2.61704i 0.515577 + 0.129882i
\(407\) 0.209102 + 0.0613978i 0.0103648 + 0.00304338i
\(408\) −8.49274 10.7994i −0.420453 0.534650i
\(409\) 5.83796 4.15719i 0.288668 0.205560i −0.426544 0.904467i \(-0.640269\pi\)
0.715213 + 0.698907i \(0.246330\pi\)
\(410\) 1.40576 1.78757i 0.0694256 0.0882818i
\(411\) 0.247486 5.19537i 0.0122076 0.256269i
\(412\) 7.48950 + 8.64334i 0.368981 + 0.425827i
\(413\) 12.3819 + 3.75407i 0.609275 + 0.184725i
\(414\) 1.87717 + 4.15632i 0.0922578 + 0.204272i
\(415\) −9.39342 16.2699i −0.461105 0.798657i
\(416\) 5.24425 + 27.2098i 0.257121 + 1.33407i
\(417\) −1.73933 + 0.896687i −0.0851754 + 0.0439110i
\(418\) −0.654358 1.63451i −0.0320057 0.0799463i
\(419\) −13.6598 + 29.9108i −0.667324 + 1.46124i 0.208212 + 0.978084i \(0.433236\pi\)
−0.875536 + 0.483153i \(0.839492\pi\)
\(420\) 0.504538 3.30298i 0.0246189 0.161169i
\(421\) 1.38779 4.72639i 0.0676369 0.230350i −0.918737 0.394871i \(-0.870789\pi\)
0.986374 + 0.164520i \(0.0526076\pi\)
\(422\) 22.5064 + 11.6029i 1.09560 + 0.564819i
\(423\) 0.658590 6.89707i 0.0320217 0.335347i
\(424\) 10.4183 + 2.52744i 0.505956 + 0.122744i
\(425\) 16.8253 + 3.24282i 0.816148 + 0.157300i
\(426\) −3.43755 2.97866i −0.166550 0.144316i
\(427\) 0.809143 + 0.476680i 0.0391572 + 0.0230682i
\(428\) −9.39941 + 4.29256i −0.454337 + 0.207489i
\(429\) 0.842537 1.63429i 0.0406781 0.0789044i
\(430\) −6.98477 7.32542i −0.336836 0.353263i
\(431\) −7.50900 + 18.7566i −0.361696 + 0.903472i 0.630202 + 0.776431i \(0.282972\pi\)
−0.991897 + 0.127041i \(0.959452\pi\)
\(432\) −0.0577949 0.605255i −0.00278066 0.0291204i
\(433\) −1.43946 + 10.0116i −0.0691758 + 0.481129i 0.925555 + 0.378612i \(0.123599\pi\)
−0.994731 + 0.102517i \(0.967311\pi\)
\(434\) −5.47312 + 15.3754i −0.262718 + 0.738042i
\(435\) −3.70905 + 3.21391i −0.177835 + 0.154095i
\(436\) 9.12601 5.26891i 0.437057 0.252335i
\(437\) −24.7676 + 4.66628i −1.18480 + 0.223218i
\(438\) 1.00049 1.73290i 0.0478052 0.0828010i
\(439\) −29.8159 10.3194i −1.42303 0.492517i −0.496272 0.868167i \(-0.665298\pi\)
−0.926761 + 0.375651i \(0.877419\pi\)
\(440\) −0.646267 + 1.00561i −0.0308096 + 0.0479406i
\(441\) −4.67622 + 5.20893i −0.222677 + 0.248044i
\(442\) −21.0690 9.62191i −1.00215 0.457667i
\(443\) 21.9019 17.2238i 1.04059 0.818330i 0.0569331 0.998378i \(-0.481868\pi\)
0.983658 + 0.180048i \(0.0576254\pi\)
\(444\) −0.490538 + 0.467727i −0.0232799 + 0.0221973i
\(445\) 0.459068 + 9.63701i 0.0217619 + 0.456838i
\(446\) −3.15812 2.24889i −0.149542 0.106488i
\(447\) −2.18312 + 0.641021i −0.103258 + 0.0303193i
\(448\) −7.72453 + 14.6659i −0.364950 + 0.692897i
\(449\) 11.8321 13.6550i 0.558392 0.644419i −0.404425 0.914571i \(-0.632528\pi\)
0.962818 + 0.270152i \(0.0870739\pi\)
\(450\) 2.52688 + 2.40937i 0.119118 + 0.113579i
\(451\) −0.727666 0.0694837i −0.0342644 0.00327186i
\(452\) 11.2572 0.536248i 0.529496 0.0252230i
\(453\) 15.4596 3.75046i 0.726357 0.176212i
\(454\) −3.03491 21.1083i −0.142435 0.990660i
\(455\) −5.07309 15.0850i −0.237830 0.707195i
\(456\) 15.3132 + 2.20171i 0.717106 + 0.103104i
\(457\) 20.5636 + 0.979563i 0.961923 + 0.0458220i 0.522664 0.852539i \(-0.324938\pi\)
0.439259 + 0.898361i \(0.355241\pi\)
\(458\) 13.2589 2.55544i 0.619546 0.119408i
\(459\) −4.04170 2.33348i −0.188650 0.108917i
\(460\) 4.36587 + 4.19783i 0.203560 + 0.195725i
\(461\) 22.1346i 1.03091i 0.856916 + 0.515457i \(0.172378\pi\)
−0.856916 + 0.515457i \(0.827622\pi\)
\(462\) 0.809483 0.361122i 0.0376606 0.0168009i
\(463\) 29.4771 + 18.9438i 1.36992 + 0.880392i 0.998837 0.0482092i \(-0.0153514\pi\)
0.371079 + 0.928601i \(0.378988\pi\)
\(464\) 2.40350 0.962215i 0.111580 0.0446697i
\(465\) −4.33682 6.09021i −0.201115 0.282427i
\(466\) 20.5062 + 8.20944i 0.949931 + 0.380295i
\(467\) 3.58405 + 14.7737i 0.165850 + 0.683643i 0.992637 + 0.121128i \(0.0386511\pi\)
−0.826787 + 0.562515i \(0.809834\pi\)
\(468\) 3.09168 + 4.81075i 0.142913 + 0.222377i
\(469\) −4.48957 33.2988i −0.207309 1.53759i
\(470\) 2.13943 + 7.28623i 0.0986845 + 0.336089i
\(471\) −1.81276 + 9.40547i −0.0835274 + 0.433381i
\(472\) 13.6045 4.70855i 0.626197 0.216729i
\(473\) −0.767032 + 3.16175i −0.0352682 + 0.145377i
\(474\) −4.86091 + 6.82619i −0.223269 + 0.313537i
\(475\) −16.2320 + 10.4317i −0.744775 + 0.478638i
\(476\) 6.09368 + 12.0793i 0.279303 + 0.553656i
\(477\) 3.60459 0.518262i 0.165043 0.0237296i
\(478\) 19.2110 1.83442i 0.878689 0.0839046i
\(479\) −3.43410 2.70061i −0.156908 0.123394i 0.536618 0.843825i \(-0.319702\pi\)
−0.693526 + 0.720431i \(0.743944\pi\)
\(480\) −2.80418 5.43934i −0.127993 0.248271i
\(481\) −1.05591 + 3.05086i −0.0481455 + 0.139107i
\(482\) 1.75452 0.0799160
\(483\) −2.83138 12.3686i −0.128832 0.562793i
\(484\) −11.9168 −0.541672
\(485\) −2.44478 + 7.06371i −0.111012 + 0.320747i
\(486\) −0.435747 0.845232i −0.0197659 0.0383405i
\(487\) 21.4361 + 16.8575i 0.971363 + 0.763888i 0.971726 0.236112i \(-0.0758732\pi\)
−0.000363133 1.00000i \(0.500116\pi\)
\(488\) 1.04019 0.0993261i 0.0470872 0.00449628i
\(489\) 18.9076 2.71850i 0.855032 0.122935i
\(490\) 2.63629 7.20511i 0.119095 0.325494i
\(491\) −6.72368 + 4.32105i −0.303435 + 0.195006i −0.683494 0.729956i \(-0.739540\pi\)
0.380058 + 0.924963i \(0.375904\pi\)
\(492\) 1.31871 1.85188i 0.0594523 0.0834890i
\(493\) 4.68506 19.3121i 0.211005 0.869773i
\(494\) 24.6475 8.53058i 1.10894 0.383809i
\(495\) −0.0768471 + 0.398721i −0.00345402 + 0.0179212i
\(496\) 1.11116 + 3.78426i 0.0498925 + 0.169918i
\(497\) 7.73522 + 10.0159i 0.346972 + 0.449274i
\(498\) 8.38003 + 13.0396i 0.375518 + 0.584317i
\(499\) 5.14262 + 21.1982i 0.230215 + 0.948961i 0.963215 + 0.268732i \(0.0866045\pi\)
−0.733000 + 0.680229i \(0.761880\pi\)
\(500\) 10.1668 + 4.07016i 0.454672 + 0.182023i
\(501\) −3.41760 4.79934i −0.152687 0.214419i
\(502\) 22.2593 8.91129i 0.993483 0.397730i
\(503\) 9.56170 + 6.14493i 0.426335 + 0.273989i 0.736164 0.676803i \(-0.236635\pi\)
−0.309829 + 0.950792i \(0.600272\pi\)
\(504\) −0.808411 + 7.74660i −0.0360095 + 0.345061i
\(505\) 8.94461i 0.398030i
\(506\) −0.310663 + 1.57638i −0.0138106 + 0.0700788i
\(507\) 12.3309 + 7.11923i 0.547633 + 0.316176i
\(508\) −11.2772 + 2.17351i −0.500347 + 0.0964339i
\(509\) 28.0500 + 1.33619i 1.24329 + 0.0592254i 0.658891 0.752239i \(-0.271026\pi\)
0.584403 + 0.811464i \(0.301329\pi\)
\(510\) 5.06309 + 0.727963i 0.224197 + 0.0322347i
\(511\) −3.68254 + 4.17523i −0.162906 + 0.184701i
\(512\) 0.968877 + 6.73869i 0.0428187 + 0.297811i
\(513\) 5.10713 1.23898i 0.225485 0.0547021i
\(514\) 29.5943 1.40975i 1.30535 0.0621815i
\(515\) −11.9759 1.14356i −0.527723 0.0503914i
\(516\) −7.32321 6.98267i −0.322386 0.307395i
\(517\) 1.59846 1.84472i 0.0703002 0.0811307i
\(518\) −1.31661 + 0.829887i −0.0578484 + 0.0364632i
\(519\) −17.1022 + 5.02166i −0.750703 + 0.220426i
\(520\) −14.4248 10.2718i −0.632567 0.450449i
\(521\) −1.24595 26.1558i −0.0545862 1.14591i −0.845499 0.533977i \(-0.820697\pi\)
0.790913 0.611928i \(-0.209606\pi\)
\(522\) 2.93054 2.79426i 0.128266 0.122301i
\(523\) 30.3921 23.9006i 1.32895 1.04510i 0.334230 0.942491i \(-0.391524\pi\)
0.994722 0.102608i \(-0.0327188\pi\)
\(524\) −5.07430 2.31735i −0.221672 0.101234i
\(525\) −5.56499 7.96199i −0.242876 0.347490i
\(526\) −6.28167 + 9.77448i −0.273894 + 0.426187i
\(527\) 28.6085 + 9.90148i 1.24620 + 0.431315i
\(528\) 0.107102 0.185506i 0.00466101 0.00807311i
\(529\) 21.2803 + 8.72645i 0.925228 + 0.379411i
\(530\) −3.45665 + 1.99570i −0.150147 + 0.0866875i
\(531\) 3.69584 3.20246i 0.160386 0.138975i
\(532\) −14.3527 5.10906i −0.622266 0.221506i
\(533\) 1.54109 10.7185i 0.0667519 0.464269i
\(534\) −0.756654 7.92404i −0.0327436 0.342907i
\(535\) 4.03980 10.0909i 0.174656 0.436269i
\(536\) −25.7991 27.0573i −1.11435 1.16870i
\(537\) −7.09254 + 13.7576i −0.306066 + 0.593685i
\(538\) −22.1017 + 10.0935i −0.952874 + 0.435163i
\(539\) −2.40645 + 0.539236i −0.103653 + 0.0232265i
\(540\) −0.954430 0.827018i −0.0410721 0.0355892i
\(541\) −17.5952 3.39120i −0.756477 0.145799i −0.203591 0.979056i \(-0.565261\pi\)
−0.552886 + 0.833257i \(0.686474\pi\)
\(542\) −16.2512 3.94250i −0.698049 0.169345i
\(543\) −2.31346 + 24.2276i −0.0992799 + 1.03971i
\(544\) 22.0246 + 11.3545i 0.944298 + 0.486819i
\(545\) −3.12294 + 10.6358i −0.133772 + 0.455586i
\(546\) 4.77304 + 12.2327i 0.204267 + 0.523511i
\(547\) 3.77617 8.26866i 0.161457 0.353542i −0.811562 0.584267i \(-0.801382\pi\)
0.973019 + 0.230724i \(0.0741095\pi\)
\(548\) 2.11813 + 5.29083i 0.0904819 + 0.226013i
\(549\) 0.315494 0.162648i 0.0134649 0.00694166i
\(550\) 0.232788 + 1.20782i 0.00992612 + 0.0515016i
\(551\) 11.1887 + 19.3793i 0.476653 + 0.825588i
\(552\) −10.6311 9.28995i −0.452488 0.395407i
\(553\) 17.0147 15.9406i 0.723539 0.677864i
\(554\) −19.4550 22.4522i −0.826562 0.953903i
\(555\) 0.0339244 0.712160i 0.00144001 0.0302295i
\(556\) 1.32543 1.68542i 0.0562106 0.0714776i
\(557\) −7.04938 + 5.01984i −0.298692 + 0.212698i −0.719570 0.694419i \(-0.755661\pi\)
0.420879 + 0.907117i \(0.361722\pi\)
\(558\) 3.81315 + 4.84881i 0.161423 + 0.205267i
\(559\) −46.2446 13.5786i −1.95594 0.574315i
\(560\) −0.506716 1.78350i −0.0214126 0.0753667i
\(561\) −0.683019 1.49560i −0.0288371 0.0631444i
\(562\) −17.5777 + 18.4350i −0.741472 + 0.777634i
\(563\) −6.66811 19.2662i −0.281027 0.811975i −0.993860 0.110641i \(-0.964710\pi\)
0.712833 0.701334i \(-0.247412\pi\)
\(564\) 2.48295 + 7.17402i 0.104551 + 0.302081i
\(565\) −8.18086 + 8.57984i −0.344172 + 0.360957i
\(566\) 2.45171 + 5.36849i 0.103053 + 0.225655i
\(567\) 0.723075 + 2.54503i 0.0303663 + 0.106881i
\(568\) 13.5106 + 3.96706i 0.566890 + 0.166454i
\(569\) −20.5406 26.1195i −0.861107 1.09499i −0.994584 0.103934i \(-0.966857\pi\)
0.133478 0.991052i \(-0.457386\pi\)
\(570\) −4.69194 + 3.34111i −0.196524 + 0.139944i
\(571\) 18.4189 23.4215i 0.770805 0.980159i −0.229172 0.973386i \(-0.573602\pi\)
0.999977 0.00677257i \(-0.00215579\pi\)
\(572\) −0.0958618 + 2.01239i −0.00400818 + 0.0841421i
\(573\) −13.2133 15.2489i −0.551992 0.637033i
\(574\) 3.80954 3.56905i 0.159007 0.148969i
\(575\) 17.6080 + 0.0736043i 0.734305 + 0.00306951i
\(576\) 3.13252 + 5.42569i 0.130522 + 0.226070i
\(577\) −5.16389 26.7928i −0.214975 1.11540i −0.915668 0.401935i \(-0.868338\pi\)
0.700693 0.713463i \(-0.252874\pi\)
\(578\) −4.04057 + 2.08306i −0.168066 + 0.0866439i
\(579\) 1.62871 + 4.06831i 0.0676867 + 0.169073i
\(580\) 2.23389 4.89154i 0.0927573 0.203110i
\(581\) −15.6759 40.1753i −0.650344 1.66675i
\(582\) 1.73748 5.91733i 0.0720211 0.245281i
\(583\) 1.14035 + 0.587891i 0.0472284 + 0.0243479i
\(584\) −0.588819 + 6.16639i −0.0243655 + 0.255167i
\(585\) −5.84581 1.41818i −0.241694 0.0586344i
\(586\) 18.5435 + 3.57396i 0.766024 + 0.147639i
\(587\) 1.88225 + 1.63098i 0.0776889 + 0.0673178i 0.692840 0.721092i \(-0.256359\pi\)
−0.615151 + 0.788410i \(0.710905\pi\)
\(588\) 2.28978 7.32019i 0.0944288 0.301879i
\(589\) −31.0091 + 14.1614i −1.27771 + 0.583510i
\(590\) −2.45607 + 4.76412i −0.101115 + 0.196136i
\(591\) −5.90118 6.18897i −0.242742 0.254580i
\(592\) −0.139784 + 0.349163i −0.00574508 + 0.0143505i
\(593\) 4.17258 + 43.6972i 0.171347 + 1.79443i 0.516916 + 0.856036i \(0.327080\pi\)
−0.345569 + 0.938393i \(0.612314\pi\)
\(594\) 0.0476784 0.331611i 0.00195627 0.0136062i
\(595\) −13.4075 4.77261i −0.549653 0.195658i
\(596\) 1.88412 1.63260i 0.0771765 0.0668738i
\(597\) −4.08313 + 2.35740i −0.167112 + 0.0964819i
\(598\) −23.1072 5.70812i −0.944923 0.233423i
\(599\) 6.48494 11.2322i 0.264968 0.458937i −0.702588 0.711597i \(-0.747972\pi\)
0.967555 + 0.252660i \(0.0813054\pi\)
\(600\) −10.2140 3.53511i −0.416986 0.144320i
\(601\) −10.4817 + 16.3098i −0.427557 + 0.665291i −0.986471 0.163934i \(-0.947582\pi\)
0.558915 + 0.829225i \(0.311218\pi\)
\(602\) −13.3106 19.0438i −0.542498 0.776167i
\(603\) −11.5520 5.27561i −0.470433 0.214840i
\(604\) −13.7014 + 10.7749i −0.557500 + 0.438423i
\(605\) 9.07225 8.65037i 0.368839 0.351687i
\(606\) 0.351145 + 7.37144i 0.0142643 + 0.299444i
\(607\) −34.1978 24.3521i −1.38804 0.988422i −0.997702 0.0677519i \(-0.978417\pi\)
−0.390342 0.920670i \(-0.627643\pi\)
\(608\) −26.7726 + 7.86114i −1.08577 + 0.318811i
\(609\) −9.53053 + 6.00731i −0.386196 + 0.243428i
\(610\) −0.254768 + 0.294017i −0.0103152 + 0.0119044i
\(611\) 26.1701 + 24.9532i 1.05873 + 1.00950i
\(612\) 5.09046 + 0.486080i 0.205770 + 0.0196486i
\(613\) 22.6919 1.08095i 0.916519 0.0436592i 0.415980 0.909374i \(-0.363438\pi\)
0.500538 + 0.865714i \(0.333135\pi\)
\(614\) −19.9964 + 4.85108i −0.806990 + 0.195774i
\(615\) 0.340335 + 2.36708i 0.0137236 + 0.0954500i
\(616\) −1.81506 + 2.05790i −0.0731310 + 0.0829153i
\(617\) −1.23717 0.177878i −0.0498064 0.00716108i 0.117367 0.993089i \(-0.462555\pi\)
−0.167173 + 0.985928i \(0.553464\pi\)
\(618\) 9.91451 + 0.472286i 0.398820 + 0.0189981i
\(619\) 3.03686 0.585307i 0.122062 0.0235255i −0.127854 0.991793i \(-0.540809\pi\)
0.249916 + 0.968267i \(0.419597\pi\)
\(620\) 7.09456 + 4.09605i 0.284925 + 0.164501i
\(621\) −4.52547 1.58749i −0.181601 0.0637039i
\(622\) 0.867289i 0.0347751i
\(623\) −2.29870 + 22.0273i −0.0920953 + 0.882503i
\(624\) 2.66949 + 1.71558i 0.106865 + 0.0686780i
\(625\) 6.34830 2.54148i 0.253932 0.101659i
\(626\) −1.83869 2.58208i −0.0734889 0.103201i
\(627\) 1.71883 + 0.688115i 0.0686434 + 0.0274807i
\(628\) −2.47436 10.1995i −0.0987379 0.407003i
\(629\) 1.56078 + 2.42862i 0.0622322 + 0.0968352i
\(630\) −1.77248 2.29508i −0.0706173 0.0914383i
\(631\) 5.83930 + 19.8868i 0.232459 + 0.791682i 0.990264 + 0.139201i \(0.0444536\pi\)
−0.757805 + 0.652481i \(0.773728\pi\)
\(632\) 4.90959 25.4734i 0.195293 1.01328i
\(633\) −25.1630 + 8.70901i −1.00014 + 0.346152i
\(634\) 4.05530 16.7162i 0.161057 0.663885i
\(635\) 7.00761 9.84081i 0.278089 0.390521i
\(636\) −3.35676 + 2.15726i −0.133104 + 0.0855409i
\(637\) −6.28296 35.9890i −0.248940 1.42594i
\(638\) 1.41203 0.203019i 0.0559026 0.00803758i
\(639\) 4.76152 0.454670i 0.188363 0.0179865i
\(640\) 4.22309 + 3.32107i 0.166932 + 0.131277i
\(641\) 11.0299 + 21.3950i 0.435655 + 0.845053i 0.999812 + 0.0193857i \(0.00617103\pi\)
−0.564157 + 0.825668i \(0.690799\pi\)
\(642\) −2.93314 + 8.47474i −0.115762 + 0.334471i
\(643\) −32.8091 −1.29386 −0.646932 0.762548i \(-0.723948\pi\)
−0.646932 + 0.762548i \(0.723948\pi\)
\(644\) 8.45189 + 11.0389i 0.333051 + 0.434995i
\(645\) 10.6439 0.419102
\(646\) 7.62817 22.0402i 0.300126 0.867158i
\(647\) −13.3885 25.9701i −0.526356 1.02099i −0.990793 0.135382i \(-0.956774\pi\)
0.464438 0.885606i \(-0.346257\pi\)
\(648\) 2.31402 + 1.81976i 0.0909031 + 0.0714870i
\(649\) 1.71507 0.163769i 0.0673224 0.00642851i
\(650\) −18.0365 + 2.59326i −0.707451 + 0.101716i
\(651\) −7.73002 15.3230i −0.302963 0.600556i
\(652\) −17.6077 + 11.3158i −0.689569 + 0.443159i
\(653\) −13.5674 + 19.0527i −0.530932 + 0.745590i −0.989730 0.142951i \(-0.954341\pi\)
0.458797 + 0.888541i \(0.348280\pi\)
\(654\) 2.15615 8.88775i 0.0843120 0.347539i
\(655\) 5.54522 1.91922i 0.216670 0.0749901i
\(656\) 0.238745 1.23873i 0.00932142 0.0483641i
\(657\) 0.592823 + 2.01897i 0.0231282 + 0.0787675i
\(658\) 2.32919 + 17.2753i 0.0908011 + 0.673463i
\(659\) 15.6130 + 24.2943i 0.608195 + 0.946370i 0.999657 + 0.0261761i \(0.00833306\pi\)
−0.391462 + 0.920194i \(0.628031\pi\)
\(660\) −0.104894 0.432380i −0.00408300 0.0168304i
\(661\) 18.6587 + 7.46982i 0.725739 + 0.290542i 0.704965 0.709242i \(-0.250963\pi\)
0.0207742 + 0.999784i \(0.493387\pi\)
\(662\) −5.05579 7.09986i −0.196499 0.275944i
\(663\) 22.6123 9.05260i 0.878189 0.351574i
\(664\) −40.3667 25.9421i −1.56653 1.00675i
\(665\) 14.6353 6.52903i 0.567533 0.253185i
\(666\) 0.588238i 0.0227938i
\(667\) 1.05693 20.3937i 0.0409245 0.789646i
\(668\) 5.59082 + 3.22786i 0.216315 + 0.124890i
\(669\) 4.00335 0.771582i 0.154778 0.0298311i
\(670\) 13.9035 + 0.662306i 0.537139 + 0.0255871i
\(671\) 0.123778 + 0.0177966i 0.00477840 + 0.000687030i
\(672\) −4.47779 13.3148i −0.172734 0.513631i
\(673\) 5.14474 + 35.7824i 0.198315 + 1.37931i 0.809173 + 0.587571i \(0.199916\pi\)
−0.610858 + 0.791740i \(0.709175\pi\)
\(674\) −3.92268 + 0.951632i −0.151096 + 0.0366555i
\(675\) −3.66740 + 0.174700i −0.141158 + 0.00672420i
\(676\) −15.5305 1.48299i −0.597329 0.0570380i
\(677\) −8.22738 7.84479i −0.316204 0.301500i 0.515310 0.857004i \(-0.327677\pi\)
−0.831514 + 0.555504i \(0.812525\pi\)
\(678\) 6.40520 7.39199i 0.245990 0.283888i
\(679\) −7.99608 + 15.1814i −0.306861 + 0.582610i
\(680\) −15.1936 + 4.46124i −0.582648 + 0.171081i
\(681\) 18.2672 + 13.0080i 0.700002 + 0.498469i
\(682\) 0.103405 + 2.17074i 0.00395959 + 0.0831221i
\(683\) 6.14879 5.86286i 0.235277 0.224336i −0.563263 0.826277i \(-0.690454\pi\)
0.798540 + 0.601941i \(0.205606\pi\)
\(684\) −4.52628 + 3.55951i −0.173067 + 0.136101i
\(685\) −5.45313 2.49036i −0.208353 0.0951518i
\(686\) 8.47966 15.4359i 0.323755 0.589346i
\(687\) −7.67681 + 11.9453i −0.292889 + 0.455743i
\(688\) −5.30603 1.83643i −0.202291 0.0700134i
\(689\) −9.50299 + 16.4597i −0.362035 + 0.627063i
\(690\) 5.25146 0.228161i 0.199920 0.00868592i
\(691\) 17.5677 10.1427i 0.668307 0.385847i −0.127128 0.991886i \(-0.540576\pi\)
0.795435 + 0.606039i \(0.207242\pi\)
\(692\) 14.7599 12.7895i 0.561086 0.486184i
\(693\) −0.312585 + 0.878132i −0.0118741 + 0.0333575i
\(694\) 0.754348 5.24661i 0.0286347 0.199158i
\(695\) 0.214394 + 2.24523i 0.00813241 + 0.0851665i
\(696\) −4.65883 + 11.6372i −0.176592 + 0.441107i
\(697\) −6.68217 7.00806i −0.253105 0.265449i
\(698\) 4.45474 8.64098i 0.168614 0.327066i
\(699\) −21.1289 + 9.64923i −0.799167 + 0.364968i
\(700\) 9.17066 + 5.40260i 0.346618 + 0.204199i
\(701\) 38.8760 + 33.6863i 1.46833 + 1.27231i 0.889559 + 0.456820i \(0.151012\pi\)
0.578768 + 0.815493i \(0.303534\pi\)
\(702\) 4.87333 + 0.939257i 0.183932 + 0.0354500i
\(703\) −3.15919 0.766411i −0.119151 0.0289057i
\(704\) −0.209808 + 2.19721i −0.00790743 + 0.0828103i
\(705\) −7.09787 3.65921i −0.267321 0.137814i
\(706\) 3.46472 11.7997i 0.130396 0.444089i
\(707\) 3.10040 20.2970i 0.116603 0.763345i
\(708\) −2.22593 + 4.87411i −0.0836557 + 0.183180i
\(709\) −1.37304 3.42969i −0.0515656 0.128805i 0.900349 0.435169i \(-0.143312\pi\)
−0.951914 + 0.306365i \(0.900887\pi\)
\(710\) −4.65977 + 2.40228i −0.174878 + 0.0901558i
\(711\) −1.66775 8.65311i −0.0625455 0.324517i
\(712\) 12.3211 + 21.3407i 0.461751 + 0.799776i
\(713\) 30.7741 + 4.55602i 1.15250 + 0.170624i
\(714\) 11.2367 + 3.40686i 0.420525 + 0.127499i
\(715\) −1.38781 1.60161i −0.0519010 0.0598970i
\(716\) 0.806972 16.9404i 0.0301579 0.633093i
\(717\) −12.5449 + 15.9521i −0.468496 + 0.595742i
\(718\) 8.61136 6.13212i 0.321373 0.228849i
\(719\) −5.74936 7.31090i −0.214415 0.272651i 0.666934 0.745117i \(-0.267606\pi\)
−0.881349 + 0.472466i \(0.843364\pi\)
\(720\) −0.672392 0.197432i −0.0250586 0.00735786i
\(721\) −26.7792 6.74608i −0.997309 0.251237i
\(722\) 3.40435 + 7.45449i 0.126697 + 0.277427i
\(723\) −1.27321 + 1.33531i −0.0473514 + 0.0496607i
\(724\) −8.72196 25.2005i −0.324149 0.936568i
\(725\) −5.11331 14.7739i −0.189904 0.548690i
\(726\) −7.13703 + 7.48510i −0.264880 + 0.277798i
\(727\) −16.5739 36.2919i −0.614694 1.34599i −0.919317 0.393519i \(-0.871258\pi\)
0.304623 0.952473i \(-0.401470\pi\)
\(728\) −29.1719 28.3086i −1.08118 1.04919i
\(729\) 0.959493 + 0.281733i 0.0355368 + 0.0104345i
\(730\) −1.42565 1.81286i −0.0527657 0.0670971i
\(731\) −35.1069 + 24.9995i −1.29848 + 0.924641i
\(732\) −0.240417 + 0.305715i −0.00888605 + 0.0112995i
\(733\) −1.01779 + 21.3661i −0.0375930 + 0.789175i 0.898829 + 0.438299i \(0.144419\pi\)
−0.936422 + 0.350876i \(0.885884\pi\)
\(734\) −7.07468 8.16461i −0.261131 0.301361i
\(735\) 3.57050 + 7.23500i 0.131700 + 0.266867i
\(736\) 24.4018 + 7.27595i 0.899463 + 0.268195i
\(737\) −2.23706 3.87471i −0.0824033 0.142727i
\(738\) −0.373404 1.93740i −0.0137452 0.0713168i
\(739\) −16.6699 + 8.59391i −0.613211 + 0.316132i −0.736706 0.676213i \(-0.763620\pi\)
0.123495 + 0.992345i \(0.460590\pi\)
\(740\) 0.290344 + 0.725245i 0.0106733 + 0.0266605i
\(741\) −11.3938 + 24.9489i −0.418561 + 0.916521i
\(742\) −8.53552 + 3.33045i −0.313349 + 0.122265i
\(743\) −5.06126 + 17.2371i −0.185680 + 0.632367i 0.813060 + 0.582180i \(0.197800\pi\)
−0.998740 + 0.0501872i \(0.984018\pi\)
\(744\) −16.9732 8.75031i −0.622269 0.320802i
\(745\) −0.249279 + 2.61057i −0.00913289 + 0.0956440i
\(746\) 5.12333 + 1.24291i 0.187579 + 0.0455061i
\(747\) −16.0052 3.08476i −0.585601 0.112865i
\(748\) 1.36152 + 1.17976i 0.0497820 + 0.0431364i
\(749\) 12.6648 21.4979i 0.462761 0.785515i
\(750\) 8.64547 3.94825i 0.315688 0.144170i
\(751\) 15.5315 30.1269i 0.566752 1.09935i −0.415114 0.909770i \(-0.636258\pi\)
0.981866 0.189577i \(-0.0607115\pi\)
\(752\) 2.90699 + 3.04877i 0.106007 + 0.111177i
\(753\) −9.37101 + 23.4076i −0.341499 + 0.853022i
\(754\) 2.00881 + 21.0372i 0.0731566 + 0.766131i
\(755\) 2.60939 18.1487i 0.0949653 0.660498i
\(756\) −1.87911 2.20748i −0.0683426 0.0802853i
\(757\) −11.2205 + 9.72266i −0.407818 + 0.353376i −0.834483 0.551033i \(-0.814234\pi\)
0.426665 + 0.904410i \(0.359688\pi\)
\(758\) 14.1978 8.19711i 0.515688 0.297732i
\(759\) −0.974297 1.38038i −0.0353647 0.0501048i
\(760\) 8.91560 15.4423i 0.323403 0.560150i
\(761\) 10.2734 + 3.55566i 0.372411 + 0.128893i 0.506861 0.862028i \(-0.330806\pi\)
−0.134450 + 0.990920i \(0.542927\pi\)
\(762\) −5.38879 + 8.38512i −0.195215 + 0.303761i
\(763\) −10.7731 + 23.0520i −0.390013 + 0.834538i
\(764\) 20.1104 + 9.18413i 0.727570 + 0.332270i
\(765\) −4.22821 + 3.32510i −0.152871 + 0.120219i
\(766\) 18.7976 17.9235i 0.679185 0.647601i
\(767\) 1.21442 + 25.4938i 0.0438501 + 0.920527i
\(768\) −13.8174 9.83935i −0.498593 0.355047i
\(769\) 25.6075 7.51905i 0.923431 0.271144i 0.214747 0.976670i \(-0.431107\pi\)
0.708684 + 0.705526i \(0.249289\pi\)
\(770\) −0.0396487 1.02086i −0.00142884 0.0367891i
\(771\) −20.4031 + 23.5464i −0.734798 + 0.848002i
\(772\) −3.47511 3.31351i −0.125072 0.119256i
\(773\) −32.8454