Properties

Label 483.2.bf.a.61.16
Level $483$
Weight $2$
Character 483.61
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 61.16
Character \(\chi\) \(=\) 483.61
Dual form 483.2.bf.a.388.16

$q$-expansion

\(f(q)\) \(=\) \(q+(-0.159206 - 0.125201i) q^{2} +(0.814576 + 0.580057i) q^{3} +(-0.461847 - 1.90376i) q^{4} +(-3.31997 + 0.639872i) q^{5} +(-0.0570617 - 0.194334i) q^{6} +(1.87991 + 1.86170i) q^{7} +(-0.333099 + 0.729384i) q^{8} +(0.327068 + 0.945001i) q^{9} +O(q^{10})\) \(q+(-0.159206 - 0.125201i) q^{2} +(0.814576 + 0.580057i) q^{3} +(-0.461847 - 1.90376i) q^{4} +(-3.31997 + 0.639872i) q^{5} +(-0.0570617 - 0.194334i) q^{6} +(1.87991 + 1.86170i) q^{7} +(-0.333099 + 0.729384i) q^{8} +(0.327068 + 0.945001i) q^{9} +(0.608672 + 0.313792i) q^{10} +(3.22421 + 4.09991i) q^{11} +(0.728079 - 1.81865i) q^{12} +(-1.15354 - 1.79495i) q^{13} +(-0.0662071 - 0.531761i) q^{14} +(-3.07553 - 1.40455i) q^{15} +(-3.33807 + 1.72089i) q^{16} +(3.59238 + 3.42533i) q^{17} +(0.0662439 - 0.191399i) q^{18} +(2.34903 - 2.23980i) q^{19} +(2.75148 + 6.02490i) q^{20} +(0.451441 + 2.60695i) q^{21} -1.05641i q^{22} +(0.195104 + 4.79186i) q^{23} +(-0.694419 + 0.400923i) q^{24} +(5.97093 - 2.39040i) q^{25} +(-0.0410783 + 0.430191i) q^{26} +(-0.281733 + 0.959493i) q^{27} +(2.67599 - 4.43872i) q^{28} +(5.28754 - 1.55256i) q^{29} +(0.313792 + 0.608672i) q^{30} +(0.552360 + 5.78458i) q^{31} +(2.32161 + 0.447453i) q^{32} +(0.248179 + 5.20992i) q^{33} +(-0.143074 - 0.995103i) q^{34} +(-7.43251 - 4.97788i) q^{35} +(1.64800 - 1.05910i) q^{36} +(9.27830 - 3.21125i) q^{37} +(-0.654406 + 0.0624882i) q^{38} +(0.101524 - 2.13124i) q^{39} +(0.639165 - 2.63467i) q^{40} +(-3.67902 + 3.18789i) q^{41} +(0.254521 - 0.471563i) q^{42} +(-10.7881 + 4.92677i) q^{43} +(6.31615 - 8.03164i) q^{44} +(-1.69054 - 2.92809i) q^{45} +(0.568884 - 0.787320i) q^{46} +(-9.15693 - 5.28676i) q^{47} +(-3.71733 - 0.534471i) q^{48} +(0.0681535 + 6.99967i) q^{49} +(-1.24989 - 0.367000i) q^{50} +(0.939382 + 4.87398i) q^{51} +(-2.88438 + 3.02506i) q^{52} +(0.978821 + 0.0466270i) q^{53} +(0.164983 - 0.117484i) q^{54} +(-13.3277 - 11.5485i) q^{55} +(-1.98409 + 0.751050i) q^{56} +(3.21268 - 0.461913i) q^{57} +(-1.03619 - 0.414828i) q^{58} +(-2.02813 + 3.93401i) q^{59} +(-1.25349 + 6.50375i) q^{60} +(-4.91030 - 6.89554i) q^{61} +(0.636296 - 0.990095i) q^{62} +(-1.14445 + 2.38542i) q^{63} +(4.60513 + 5.31461i) q^{64} +(4.97826 + 5.22105i) q^{65} +(0.612775 - 0.860522i) q^{66} +(-0.244630 - 0.611056i) q^{67} +(4.86187 - 8.42100i) q^{68} +(-2.62063 + 4.01651i) q^{69} +(0.560064 + 1.72307i) q^{70} +(1.59564 - 11.0979i) q^{71} +(-0.798215 - 0.0762203i) q^{72} +(7.21612 - 1.75061i) q^{73} +(-1.87921 - 0.650402i) q^{74} +(6.25034 + 1.51632i) q^{75} +(-5.34893 - 3.43755i) q^{76} +(-1.57157 + 13.7100i) q^{77} +(-0.282997 + 0.326596i) q^{78} +(10.6683 - 0.508194i) q^{79} +(9.98113 - 7.84925i) q^{80} +(-0.786053 + 0.618159i) q^{81} +(0.984849 - 0.0469141i) q^{82} +(-7.36124 + 8.49533i) q^{83} +(4.75451 - 2.06345i) q^{84} +(-14.1184 - 9.07333i) q^{85} +(2.33437 + 0.566312i) q^{86} +(5.20767 + 1.80239i) q^{87} +(-4.06439 + 0.986011i) q^{88} +(-8.61490 - 0.822623i) q^{89} +(-0.0974568 + 0.677827i) q^{90} +(1.17309 - 5.52190i) q^{91} +(9.03243 - 2.58454i) q^{92} +(-2.90544 + 5.03238i) q^{93} +(0.795931 + 1.98814i) q^{94} +(-6.36554 + 8.93915i) q^{95} +(1.63158 + 1.71115i) q^{96} +(-2.77352 - 3.20081i) q^{97} +(0.865515 - 1.12292i) q^{98} +(-2.81989 + 4.38783i) 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 \(\left(\mathbb{Z}/483\mathbb{Z}\right)^\times\).

\(n\) \(323\) \(346\) \(442\)
\(\chi(n)\) \(1\) \(e\left(\frac{5}{6}\right)\) \(e\left(\frac{17}{22}\right)\)

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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −0.159206 0.125201i −0.112576 0.0885305i 0.560284 0.828300i \(-0.310692\pi\)
−0.672860 + 0.739770i \(0.734934\pi\)
\(3\) 0.814576 + 0.580057i 0.470296 + 0.334896i
\(4\) −0.461847 1.90376i −0.230923 0.951879i
\(5\) −3.31997 + 0.639872i −1.48474 + 0.286159i −0.866240 0.499629i \(-0.833470\pi\)
−0.618496 + 0.785788i \(0.712258\pi\)
\(6\) −0.0570617 0.194334i −0.0232953 0.0793366i
\(7\) 1.87991 + 1.86170i 0.710541 + 0.703656i
\(8\) −0.333099 + 0.729384i −0.117768 + 0.257876i
\(9\) 0.327068 + 0.945001i 0.109023 + 0.315000i
\(10\) 0.608672 + 0.313792i 0.192479 + 0.0992298i
\(11\) 3.22421 + 4.09991i 0.972135 + 1.23617i 0.971712 + 0.236171i \(0.0758925\pi\)
0.000423847 1.00000i \(0.499865\pi\)
\(12\) 0.728079 1.81865i 0.210178 0.525000i
\(13\) −1.15354 1.79495i −0.319935 0.497829i 0.643618 0.765347i \(-0.277433\pi\)
−0.963553 + 0.267518i \(0.913796\pi\)
\(14\) −0.0662071 0.531761i −0.0176946 0.142119i
\(15\) −3.07553 1.40455i −0.794098 0.362653i
\(16\) −3.33807 + 1.72089i −0.834517 + 0.430223i
\(17\) 3.59238 + 3.42533i 0.871281 + 0.830765i 0.986700 0.162552i \(-0.0519726\pi\)
−0.115419 + 0.993317i \(0.536821\pi\)
\(18\) 0.0662439 0.191399i 0.0156138 0.0451132i
\(19\) 2.34903 2.23980i 0.538906 0.513845i −0.371016 0.928627i \(-0.620990\pi\)
0.909921 + 0.414781i \(0.136142\pi\)
\(20\) 2.75148 + 6.02490i 0.615249 + 1.34721i
\(21\) 0.451441 + 2.60695i 0.0985126 + 0.568884i
\(22\) 1.05641i 0.225226i
\(23\) 0.195104 + 4.79186i 0.0406819 + 0.999172i
\(24\) −0.694419 + 0.400923i −0.141748 + 0.0818380i
\(25\) 5.97093 2.39040i 1.19419 0.478080i
\(26\) −0.0410783 + 0.430191i −0.00805611 + 0.0843674i
\(27\) −0.281733 + 0.959493i −0.0542195 + 0.184655i
\(28\) 2.67599 4.43872i 0.505715 0.838839i
\(29\) 5.28754 1.55256i 0.981871 0.288303i 0.248874 0.968536i \(-0.419939\pi\)
0.732996 + 0.680232i \(0.238121\pi\)
\(30\) 0.313792 + 0.608672i 0.0572903 + 0.111128i
\(31\) 0.552360 + 5.78458i 0.0992068 + 1.03894i 0.898788 + 0.438383i \(0.144449\pi\)
−0.799582 + 0.600558i \(0.794945\pi\)
\(32\) 2.32161 + 0.447453i 0.410406 + 0.0790993i
\(33\) 0.248179 + 5.20992i 0.0432024 + 0.906930i
\(34\) −0.143074 0.995103i −0.0245370 0.170659i
\(35\) −7.43251 4.97788i −1.25632 0.841416i
\(36\) 1.64800 1.05910i 0.274666 0.176517i
\(37\) 9.27830 3.21125i 1.52534 0.527926i 0.569547 0.821959i \(-0.307119\pi\)
0.955795 + 0.294032i \(0.0949974\pi\)
\(38\) −0.654406 + 0.0624882i −0.106159 + 0.0101369i
\(39\) 0.101524 2.13124i 0.0162568 0.341272i
\(40\) 0.639165 2.63467i 0.101061 0.416579i
\(41\) −3.67902 + 3.18789i −0.574566 + 0.497864i −0.892985 0.450086i \(-0.851393\pi\)
0.318419 + 0.947950i \(0.396848\pi\)
\(42\) 0.254521 0.471563i 0.0392734 0.0727638i
\(43\) −10.7881 + 4.92677i −1.64517 + 0.751325i −0.999920 0.0126442i \(-0.995975\pi\)
−0.645253 + 0.763969i \(0.723248\pi\)
\(44\) 6.31615 8.03164i 0.952196 1.21082i
\(45\) −1.69054 2.92809i −0.252010 0.436494i
\(46\) 0.568884 0.787320i 0.0838774 0.116084i
\(47\) −9.15693 5.28676i −1.33568 0.771153i −0.349513 0.936932i \(-0.613653\pi\)
−0.986163 + 0.165779i \(0.946986\pi\)
\(48\) −3.71733 0.534471i −0.536550 0.0771442i
\(49\) 0.0681535 + 6.99967i 0.00973621 + 0.999953i
\(50\) −1.24989 0.367000i −0.176761 0.0519017i
\(51\) 0.939382 + 4.87398i 0.131540 + 0.682493i
\(52\) −2.88438 + 3.02506i −0.399992 + 0.419500i
\(53\) 0.978821 + 0.0466270i 0.134451 + 0.00640471i 0.114700 0.993400i \(-0.463409\pi\)
0.0197517 + 0.999805i \(0.493712\pi\)
\(54\) 0.164983 0.117484i 0.0224513 0.0159875i
\(55\) −13.3277 11.5485i −1.79711 1.55720i
\(56\) −1.98409 + 0.751050i −0.265135 + 0.100363i
\(57\) 3.21268 0.461913i 0.425530 0.0611819i
\(58\) −1.03619 0.414828i −0.136058 0.0544696i
\(59\) −2.02813 + 3.93401i −0.264039 + 0.512165i −0.983166 0.182714i \(-0.941512\pi\)
0.719127 + 0.694879i \(0.244542\pi\)
\(60\) −1.25349 + 6.50375i −0.161825 + 0.839630i
\(61\) −4.91030 6.89554i −0.628699 0.882884i 0.370240 0.928936i \(-0.379275\pi\)
−0.998939 + 0.0460521i \(0.985336\pi\)
\(62\) 0.636296 0.990095i 0.0808096 0.125742i
\(63\) −1.14445 + 2.38542i −0.144187 + 0.300535i
\(64\) 4.60513 + 5.31461i 0.575642 + 0.664326i
\(65\) 4.97826 + 5.22105i 0.617478 + 0.647592i
\(66\) 0.612775 0.860522i 0.0754274 0.105923i
\(67\) −0.244630 0.611056i −0.0298863 0.0746524i 0.912674 0.408688i \(-0.134014\pi\)
−0.942560 + 0.334036i \(0.891589\pi\)
\(68\) 4.86187 8.42100i 0.589588 1.02120i
\(69\) −2.62063 + 4.01651i −0.315486 + 0.483531i
\(70\) 0.560064 + 1.72307i 0.0669405 + 0.205946i
\(71\) 1.59564 11.0979i 0.189368 1.31708i −0.644282 0.764788i \(-0.722844\pi\)
0.833650 0.552294i \(-0.186247\pi\)
\(72\) −0.798215 0.0762203i −0.0940705 0.00898264i
\(73\) 7.21612 1.75061i 0.844583 0.204894i 0.209955 0.977711i \(-0.432668\pi\)
0.634629 + 0.772817i \(0.281153\pi\)
\(74\) −1.87921 0.650402i −0.218454 0.0756077i
\(75\) 6.25034 + 1.51632i 0.721727 + 0.175089i
\(76\) −5.34893 3.43755i −0.613564 0.394314i
\(77\) −1.57157 + 13.7100i −0.179097 + 1.56240i
\(78\) −0.282997 + 0.326596i −0.0320431 + 0.0369797i
\(79\) 10.6683 0.508194i 1.20028 0.0571763i 0.562103 0.827067i \(-0.309993\pi\)
0.638175 + 0.769891i \(0.279689\pi\)
\(80\) 9.98113 7.84925i 1.11592 0.877573i
\(81\) −0.786053 + 0.618159i −0.0873392 + 0.0686843i
\(82\) 0.984849 0.0469141i 0.108758 0.00518080i
\(83\) −7.36124 + 8.49533i −0.808001 + 0.932483i −0.998792 0.0491474i \(-0.984350\pi\)
0.190790 + 0.981631i \(0.438895\pi\)
\(84\) 4.75451 2.06345i 0.518759 0.225141i
\(85\) −14.1184 9.07333i −1.53135 0.984141i
\(86\) 2.33437 + 0.566312i 0.251722 + 0.0610670i
\(87\) 5.20767 + 1.80239i 0.558321 + 0.193237i
\(88\) −4.06439 + 0.986011i −0.433266 + 0.105109i
\(89\) −8.61490 0.822623i −0.913178 0.0871979i −0.372121 0.928184i \(-0.621369\pi\)
−0.541057 + 0.840986i \(0.681976\pi\)
\(90\) −0.0974568 + 0.677827i −0.0102728 + 0.0714492i
\(91\) 1.17309 5.52190i 0.122973 0.578852i
\(92\) 9.03243 2.58454i 0.941696 0.269456i
\(93\) −2.90544 + 5.03238i −0.301280 + 0.521833i
\(94\) 0.795931 + 1.98814i 0.0820940 + 0.205061i
\(95\) −6.36554 + 8.93915i −0.653091 + 0.917137i
\(96\) 1.63158 + 1.71115i 0.166522 + 0.174643i
\(97\) −2.77352 3.20081i −0.281608 0.324993i 0.597270 0.802041i \(-0.296252\pi\)
−0.878877 + 0.477048i \(0.841707\pi\)
\(98\) 0.865515 1.12292i 0.0874302 0.113432i
\(99\) −2.81989 + 4.38783i −0.283409 + 0.440994i
\(100\) −7.30839 10.2632i −0.730839 1.02632i
\(101\) 1.55155 8.05019i 0.154385 0.801024i −0.819342 0.573305i \(-0.805661\pi\)
0.973727 0.227719i \(-0.0731268\pi\)
\(102\) 0.460672 0.893578i 0.0456133 0.0884774i
\(103\) 2.42045 + 0.969000i 0.238494 + 0.0954784i 0.487830 0.872938i \(-0.337788\pi\)
−0.249337 + 0.968417i \(0.580213\pi\)
\(104\) 1.69345 0.243481i 0.166056 0.0238753i
\(105\) −3.16689 8.36614i −0.309057 0.816452i
\(106\) −0.149996 0.129973i −0.0145689 0.0126241i
\(107\) −6.46566 + 4.60418i −0.625059 + 0.445103i −0.848195 0.529685i \(-0.822310\pi\)
0.223135 + 0.974787i \(0.428371\pi\)
\(108\) 1.95676 + 0.0932119i 0.188289 + 0.00896932i
\(109\) 9.10675 9.55088i 0.872268 0.914809i −0.124733 0.992190i \(-0.539808\pi\)
0.997002 + 0.0773817i \(0.0246560\pi\)
\(110\) 0.675964 + 3.50723i 0.0644506 + 0.334402i
\(111\) 9.42059 + 2.76613i 0.894162 + 0.262550i
\(112\) −9.47907 2.97935i −0.895688 0.281522i
\(113\) 8.04799 + 1.15713i 0.757092 + 0.108853i 0.510042 0.860150i \(-0.329630\pi\)
0.247050 + 0.969003i \(0.420539\pi\)
\(114\) −0.569310 0.328691i −0.0533207 0.0307847i
\(115\) −3.71392 15.7840i −0.346324 1.47187i
\(116\) −5.39773 9.34914i −0.501167 0.868046i
\(117\) 1.31894 1.67717i 0.121936 0.155054i
\(118\) 0.815432 0.372395i 0.0750666 0.0342818i
\(119\) 0.376437 + 13.1273i 0.0345079 + 1.20337i
\(120\) 2.04891 1.77539i 0.187039 0.162070i
\(121\) −3.82043 + 15.7480i −0.347312 + 1.43164i
\(122\) −0.0815805 + 1.71259i −0.00738595 + 0.155050i
\(123\) −4.84600 + 0.462737i −0.436949 + 0.0417236i
\(124\) 10.7573 3.72315i 0.966036 0.334348i
\(125\) −4.07206 + 2.61696i −0.364216 + 0.234068i
\(126\) 0.480860 0.236488i 0.0428384 0.0210680i
\(127\) 0.647650 + 4.50451i 0.0574697 + 0.399710i 0.998170 + 0.0604714i \(0.0192604\pi\)
−0.940700 + 0.339239i \(0.889831\pi\)
\(128\) −0.292770 6.14600i −0.0258775 0.543235i
\(129\) −11.6455 2.24450i −1.02533 0.197617i
\(130\) −0.138889 1.45451i −0.0121813 0.127569i
\(131\) 0.0869913 + 0.168740i 0.00760047 + 0.0147429i 0.892605 0.450839i \(-0.148875\pi\)
−0.885005 + 0.465582i \(0.845845\pi\)
\(132\) 9.80380 2.87865i 0.853311 0.250555i
\(133\) 8.58582 + 0.162564i 0.744485 + 0.0140961i
\(134\) −0.0375583 + 0.127912i −0.00324454 + 0.0110499i
\(135\) 0.321391 3.36576i 0.0276609 0.289679i
\(136\) −3.69500 + 1.47925i −0.316844 + 0.126845i
\(137\) 4.54047 2.62144i 0.387919 0.223965i −0.293339 0.956008i \(-0.594767\pi\)
0.681258 + 0.732043i \(0.261433\pi\)
\(138\) 0.920090 0.311347i 0.0783233 0.0265036i
\(139\) 2.81270i 0.238570i −0.992860 0.119285i \(-0.961940\pi\)
0.992860 0.119285i \(-0.0380602\pi\)
\(140\) −6.04400 + 16.4487i −0.510811 + 1.39017i
\(141\) −4.39240 9.61800i −0.369906 0.809982i
\(142\) −1.64351 + 1.56708i −0.137920 + 0.131506i
\(143\) 3.63987 10.5167i 0.304381 0.879452i
\(144\) −2.71802 2.59163i −0.226502 0.215969i
\(145\) −16.5610 + 8.53780i −1.37532 + 0.709026i
\(146\) −1.36803 0.624758i −0.113219 0.0517053i
\(147\) −4.00469 + 5.74129i −0.330301 + 0.473534i
\(148\) −10.3986 16.1805i −0.854759 1.33003i
\(149\) 6.30164 15.7407i 0.516250 1.28953i −0.409816 0.912168i \(-0.634407\pi\)
0.926066 0.377362i \(-0.123169\pi\)
\(150\) −0.805247 1.02396i −0.0657482 0.0836056i
\(151\) −15.0923 7.78060i −1.22819 0.633177i −0.282820 0.959173i \(-0.591270\pi\)
−0.945371 + 0.325996i \(0.894300\pi\)
\(152\) 0.851215 + 2.45942i 0.0690426 + 0.199486i
\(153\) −2.06199 + 4.51512i −0.166702 + 0.365026i
\(154\) 1.96671 1.98595i 0.158482 0.160032i
\(155\) −5.53521 18.8512i −0.444598 1.51416i
\(156\) −4.10426 + 0.791030i −0.328603 + 0.0633331i
\(157\) −1.71634 7.07483i −0.136978 0.564633i −0.998390 0.0567251i \(-0.981934\pi\)
0.861411 0.507908i \(-0.169581\pi\)
\(158\) −1.76208 1.25477i −0.140184 0.0998245i
\(159\) 0.770278 + 0.605753i 0.0610870 + 0.0480394i
\(160\) −7.99398 −0.631980
\(161\) −8.55423 + 9.37151i −0.674167 + 0.738579i
\(162\) 0.202538 0.0159129
\(163\) 10.0570 + 7.90893i 0.787727 + 0.619475i 0.928824 0.370521i \(-0.120821\pi\)
−0.141098 + 0.989996i \(0.545063\pi\)
\(164\) 7.76811 + 5.53165i 0.606587 + 0.431949i
\(165\) −4.15762 17.1380i −0.323671 1.33419i
\(166\) 2.23558 0.430872i 0.173514 0.0334422i
\(167\) −2.84952 9.70459i −0.220503 0.750964i −0.993224 0.116218i \(-0.962923\pi\)
0.772721 0.634746i \(-0.218895\pi\)
\(168\) −2.05184 0.539098i −0.158303 0.0415923i
\(169\) 3.50922 7.68412i 0.269940 0.591086i
\(170\) 1.11174 + 3.21216i 0.0852666 + 0.246362i
\(171\) 2.88491 + 1.48727i 0.220614 + 0.113735i
\(172\) 14.3618 + 18.2626i 1.09508 + 1.39251i
\(173\) −5.65682 + 14.1300i −0.430080 + 1.07429i 0.542155 + 0.840279i \(0.317609\pi\)
−0.972234 + 0.234009i \(0.924816\pi\)
\(174\) −0.603432 0.938958i −0.0457460 0.0711822i
\(175\) 15.6750 + 6.62232i 1.18492 + 0.500601i
\(176\) −17.8181 8.13727i −1.34309 0.613370i
\(177\) −3.93401 + 2.02813i −0.295699 + 0.152443i
\(178\) 1.26855 + 1.20956i 0.0950819 + 0.0906604i
\(179\) 1.57095 4.53897i 0.117419 0.339259i −0.870942 0.491385i \(-0.836491\pi\)
0.988361 + 0.152126i \(0.0486120\pi\)
\(180\) −4.79361 + 4.57070i −0.357295 + 0.340680i
\(181\) 2.09959 + 4.59746i 0.156061 + 0.341726i 0.971471 0.237157i \(-0.0762157\pi\)
−0.815410 + 0.578884i \(0.803488\pi\)
\(182\) −0.878110 + 0.732247i −0.0650898 + 0.0542777i
\(183\) 8.46520i 0.625765i
\(184\) −3.56010 1.45386i −0.262454 0.107180i
\(185\) −28.7489 + 16.5982i −2.11366 + 1.22032i
\(186\) 1.09262 0.437420i 0.0801150 0.0320732i
\(187\) −2.46097 + 25.7724i −0.179964 + 1.88467i
\(188\) −5.83561 + 19.8742i −0.425605 + 1.44948i
\(189\) −2.31592 + 1.27926i −0.168458 + 0.0930527i
\(190\) 2.13262 0.626195i 0.154717 0.0454289i
\(191\) 0.713241 + 1.38349i 0.0516083 + 0.100106i 0.913229 0.407446i \(-0.133581\pi\)
−0.861621 + 0.507552i \(0.830550\pi\)
\(192\) 0.668456 + 7.00039i 0.0482417 + 0.505210i
\(193\) 9.47742 + 1.82662i 0.682199 + 0.131483i 0.518565 0.855038i \(-0.326466\pi\)
0.163634 + 0.986521i \(0.447678\pi\)
\(194\) 0.0408161 + 0.856835i 0.00293042 + 0.0615171i
\(195\) 1.02667 + 7.14062i 0.0735211 + 0.511350i
\(196\) 13.2942 3.36252i 0.949585 0.240180i
\(197\) −5.54677 + 3.56469i −0.395191 + 0.253974i −0.723111 0.690732i \(-0.757289\pi\)
0.327920 + 0.944705i \(0.393652\pi\)
\(198\) 0.998304 0.345516i 0.0709464 0.0245548i
\(199\) 16.3346 1.55977i 1.15793 0.110569i 0.501641 0.865076i \(-0.332730\pi\)
0.656292 + 0.754507i \(0.272124\pi\)
\(200\) −0.245389 + 5.15134i −0.0173516 + 0.364255i
\(201\) 0.155178 0.639651i 0.0109454 0.0451175i
\(202\) −1.25491 + 1.08738i −0.0882950 + 0.0765081i
\(203\) 12.8305 + 6.92512i 0.900526 + 0.486048i
\(204\) 8.84502 4.03939i 0.619275 0.282814i
\(205\) 10.1744 12.9378i 0.710610 0.903615i
\(206\) −0.264030 0.457313i −0.0183958 0.0318625i
\(207\) −4.46450 + 1.75164i −0.310304 + 0.121747i
\(208\) 6.93952 + 4.00653i 0.481169 + 0.277803i
\(209\) 16.7568 + 2.40926i 1.15909 + 0.166652i
\(210\) −0.543261 + 1.72844i −0.0374886 + 0.119273i
\(211\) 23.1097 + 6.78561i 1.59093 + 0.467140i 0.953005 0.302955i \(-0.0979731\pi\)
0.637929 + 0.770095i \(0.279791\pi\)
\(212\) −0.363299 1.88497i −0.0249515 0.129460i
\(213\) 7.73720 8.11454i 0.530144 0.555999i
\(214\) 1.60582 + 0.0764946i 0.109772 + 0.00522907i
\(215\) 32.6637 23.2597i 2.22765 1.58630i
\(216\) −0.605994 0.525097i −0.0412327 0.0357283i
\(217\) −9.73075 + 11.9028i −0.660566 + 0.808017i
\(218\) −2.64563 + 0.380384i −0.179185 + 0.0257629i
\(219\) 6.89354 + 2.75976i 0.465822 + 0.186487i
\(220\) −15.8302 + 30.7063i −1.06727 + 2.07022i
\(221\) 2.00432 10.3994i 0.134825 0.699540i
\(222\) −1.15349 1.61985i −0.0774173 0.108717i
\(223\) −7.98042 + 12.4178i −0.534409 + 0.831556i −0.998529 0.0542159i \(-0.982734\pi\)
0.464121 + 0.885772i \(0.346370\pi\)
\(224\) 3.53140 + 5.16331i 0.235952 + 0.344988i
\(225\) 4.21183 + 4.86071i 0.280788 + 0.324047i
\(226\) −1.13642 1.19184i −0.0755932 0.0792799i
\(227\) 10.9896 15.4327i 0.729404 1.02430i −0.268728 0.963216i \(-0.586603\pi\)
0.998132 0.0610886i \(-0.0194572\pi\)
\(228\) −2.36314 5.90283i −0.156503 0.390924i
\(229\) 9.64285 16.7019i 0.637217 1.10369i −0.348824 0.937188i \(-0.613419\pi\)
0.986041 0.166504i \(-0.0532479\pi\)
\(230\) −1.38489 + 2.97789i −0.0913172 + 0.196356i
\(231\) −9.23274 + 10.2562i −0.607470 + 0.674810i
\(232\) −0.628858 + 4.37380i −0.0412865 + 0.287154i
\(233\) −1.77185 0.169191i −0.116078 0.0110841i 0.0368555 0.999321i \(-0.488266\pi\)
−0.152933 + 0.988237i \(0.548872\pi\)
\(234\) −0.419966 + 0.101883i −0.0274541 + 0.00666028i
\(235\) 33.7836 + 11.6926i 2.20380 + 0.762742i
\(236\) 8.42609 + 2.04415i 0.548492 + 0.133063i
\(237\) 8.98493 + 5.77426i 0.583634 + 0.375079i
\(238\) 1.58362 2.13707i 0.102651 0.138526i
\(239\) −16.7102 + 19.2847i −1.08090 + 1.24742i −0.113666 + 0.993519i \(0.536259\pi\)
−0.967230 + 0.253902i \(0.918286\pi\)
\(240\) 12.6834 0.604185i 0.818710 0.0390000i
\(241\) −14.1813 + 11.1523i −0.913498 + 0.718383i −0.959842 0.280543i \(-0.909486\pi\)
0.0463434 + 0.998926i \(0.485243\pi\)
\(242\) 2.57990 2.02886i 0.165843 0.130420i
\(243\) −0.998867 + 0.0475819i −0.0640774 + 0.00305238i
\(244\) −10.8596 + 12.5327i −0.695217 + 0.802324i
\(245\) −4.70516 23.1951i −0.300602 1.48188i
\(246\) 0.829447 + 0.533053i 0.0528836 + 0.0339862i
\(247\) −6.73003 1.63269i −0.428222 0.103885i
\(248\) −4.40317 1.52395i −0.279601 0.0967710i
\(249\) −10.9241 + 2.65015i −0.692285 + 0.167946i
\(250\) 0.975942 + 0.0931912i 0.0617240 + 0.00589393i
\(251\) 3.26369 22.6994i 0.206002 1.43278i −0.580033 0.814593i \(-0.696960\pi\)
0.786035 0.618183i \(-0.212131\pi\)
\(252\) 5.06983 + 1.07705i 0.319369 + 0.0678479i
\(253\) −19.0172 + 16.2499i −1.19560 + 1.02162i
\(254\) 0.460859 0.798231i 0.0289169 0.0500855i
\(255\) −6.23744 15.5804i −0.390604 0.975681i
\(256\) 7.43532 10.4414i 0.464707 0.652590i
\(257\) 4.44170 + 4.65832i 0.277065 + 0.290578i 0.847533 0.530742i \(-0.178087\pi\)
−0.570468 + 0.821320i \(0.693238\pi\)
\(258\) 1.57303 + 1.81537i 0.0979325 + 0.113020i
\(259\) 23.4208 + 11.2365i 1.45530 + 0.698204i
\(260\) 7.64042 11.8887i 0.473839 0.737308i
\(261\) 3.19656 + 4.48893i 0.197862 + 0.277858i
\(262\) 0.00727683 0.0377558i 0.000449564 0.00233256i
\(263\) 2.34264 4.54408i 0.144453 0.280200i −0.805498 0.592598i \(-0.798102\pi\)
0.949951 + 0.312398i \(0.101132\pi\)
\(264\) −3.88270 1.55440i −0.238964 0.0956666i
\(265\) −3.27949 + 0.471520i −0.201458 + 0.0289652i
\(266\) −1.34656 1.10083i −0.0825629 0.0674965i
\(267\) −6.54032 5.66722i −0.400261 0.346828i
\(268\) −1.05032 + 0.747930i −0.0641586 + 0.0456871i
\(269\) 13.1121 + 0.624608i 0.799461 + 0.0380830i 0.443336 0.896355i \(-0.353795\pi\)
0.356125 + 0.934438i \(0.384098\pi\)
\(270\) −0.472564 + 0.495611i −0.0287593 + 0.0301619i
\(271\) −0.589108 3.05658i −0.0357858 0.185674i 0.959637 0.281241i \(-0.0907459\pi\)
−0.995423 + 0.0955664i \(0.969534\pi\)
\(272\) −17.8862 5.25188i −1.08451 0.318442i
\(273\) 4.15859 3.81754i 0.251689 0.231048i
\(274\) −1.05108 0.151122i −0.0634979 0.00912962i
\(275\) 29.0519 + 16.7731i 1.75190 + 1.01146i
\(276\) 8.85678 + 3.13403i 0.533116 + 0.188646i
\(277\) −8.42175 14.5869i −0.506014 0.876441i −0.999976 0.00695797i \(-0.997785\pi\)
0.493962 0.869483i \(-0.335548\pi\)
\(278\) −0.352153 + 0.447799i −0.0211207 + 0.0268572i
\(279\) −5.28577 + 2.41393i −0.316451 + 0.144518i
\(280\) 6.10655 3.76303i 0.364936 0.224884i
\(281\) −7.44276 + 6.44919i −0.443998 + 0.384726i −0.847969 0.530045i \(-0.822175\pi\)
0.403972 + 0.914772i \(0.367629\pi\)
\(282\) −0.504888 + 2.08118i −0.0300656 + 0.123932i
\(283\) −1.39607 + 29.3071i −0.0829878 + 1.74213i 0.447364 + 0.894352i \(0.352363\pi\)
−0.530352 + 0.847777i \(0.677940\pi\)
\(284\) −21.8647 + 2.08783i −1.29743 + 0.123890i
\(285\) −10.3704 + 3.58924i −0.614291 + 0.212608i
\(286\) −1.89619 + 1.21861i −0.112124 + 0.0720578i
\(287\) −12.8511 0.856270i −0.758578 0.0505440i
\(288\) 0.336480 + 2.34027i 0.0198273 + 0.137902i
\(289\) 0.363436 + 7.62945i 0.0213786 + 0.448791i
\(290\) 3.70556 + 0.714187i 0.217598 + 0.0419385i
\(291\) −0.402588 4.21610i −0.0236002 0.247152i
\(292\) −6.66548 12.9292i −0.390068 0.756626i
\(293\) 24.2951 7.13368i 1.41933 0.416754i 0.520056 0.854132i \(-0.325911\pi\)
0.899278 + 0.437378i \(0.144093\pi\)
\(294\) 1.35639 0.412657i 0.0791061 0.0240667i
\(295\) 4.21605 14.3586i 0.245468 0.835987i
\(296\) −0.748353 + 7.83711i −0.0434971 + 0.455523i
\(297\) −4.84220 + 1.93853i −0.280973 + 0.112485i
\(298\) −2.97401 + 1.71705i −0.172280 + 0.0994659i
\(299\) 8.37608 5.87782i 0.484401 0.339923i
\(300\) 12.5994i 0.727429i
\(301\) −29.4529 10.8223i −1.69764 0.623789i
\(302\) 1.42864 + 3.12829i 0.0822090 + 0.180013i
\(303\) 5.93342 5.65751i 0.340866 0.325015i
\(304\) −3.98678 + 11.5190i −0.228657 + 0.660662i
\(305\) 20.7143 + 19.7510i 1.18610 + 1.13094i
\(306\) 0.893578 0.460672i 0.0510825 0.0263348i
\(307\) −17.1892 7.85003i −0.981038 0.448025i −0.140679 0.990055i \(-0.544929\pi\)
−0.840359 + 0.542030i \(0.817656\pi\)
\(308\) 26.8263 3.34002i 1.52857 0.190315i
\(309\) 1.40956 + 2.19332i 0.0801872 + 0.124774i
\(310\) −1.47895 + 3.69423i −0.0839986 + 0.209818i
\(311\) −6.31069 8.02470i −0.357847 0.455039i 0.573482 0.819218i \(-0.305592\pi\)
−0.931329 + 0.364179i \(0.881350\pi\)
\(312\) 1.52068 + 0.783963i 0.0860914 + 0.0443832i
\(313\) −0.987152 2.85219i −0.0557971 0.161215i 0.913658 0.406484i \(-0.133245\pi\)
−0.969455 + 0.245268i \(0.921124\pi\)
\(314\) −0.612525 + 1.34124i −0.0345668 + 0.0756907i
\(315\) 2.27317 8.65183i 0.128078 0.487475i
\(316\) −5.89460 20.0752i −0.331597 1.12932i
\(317\) −9.56393 + 1.84330i −0.537164 + 0.103530i −0.450616 0.892718i \(-0.648796\pi\)
−0.0865478 + 0.996248i \(0.527584\pi\)
\(318\) −0.0467920 0.192879i −0.00262396 0.0108161i
\(319\) 23.4135 + 16.6727i 1.31090 + 0.933490i
\(320\) −18.6896 14.6976i −1.04478 0.821623i
\(321\) −7.93746 −0.443026
\(322\) 2.53521 0.421004i 0.141282 0.0234616i
\(323\) 16.1107 0.896423
\(324\) 1.53986 + 1.21096i 0.0855478 + 0.0672756i
\(325\) −11.1784 7.96007i −0.620064 0.441545i
\(326\) −0.610932 2.51830i −0.0338364 0.139476i
\(327\) 12.9582 2.49749i 0.716590 0.138111i
\(328\) −1.09972 3.74530i −0.0607218 0.206800i
\(329\) −7.37189 26.9861i −0.406426 1.48779i
\(330\) −1.48377 + 3.24901i −0.0816789 + 0.178852i
\(331\) −2.85180 8.23974i −0.156749 0.452897i 0.839093 0.543987i \(-0.183086\pi\)
−0.995843 + 0.0910902i \(0.970965\pi\)
\(332\) 19.5728 + 10.0905i 1.07420 + 0.553787i
\(333\) 6.06927 + 7.71770i 0.332594 + 0.422927i
\(334\) −0.761363 + 1.90179i −0.0416599 + 0.104061i
\(335\) 1.20316 + 1.87216i 0.0657357 + 0.102287i
\(336\) −5.99323 7.92530i −0.326957 0.432361i
\(337\) 11.6135 + 5.30369i 0.632626 + 0.288911i 0.705803 0.708408i \(-0.250586\pi\)
−0.0731769 + 0.997319i \(0.523314\pi\)
\(338\) −1.52075 + 0.784000i −0.0827178 + 0.0426440i
\(339\) 5.88450 + 5.61086i 0.319602 + 0.304740i
\(340\) −10.7529 + 31.0685i −0.583158 + 1.68492i
\(341\) −21.9353 + 20.9153i −1.18787 + 1.13263i
\(342\) −0.273086 0.597976i −0.0147668 0.0323348i
\(343\) −12.9032 + 13.2857i −0.696705 + 0.717358i
\(344\) 9.50978i 0.512733i
\(345\) 6.13035 15.0115i 0.330047 0.808194i
\(346\) 2.66969 1.54135i 0.143524 0.0828634i
\(347\) 9.82983 3.93527i 0.527693 0.211256i −0.0924899 0.995714i \(-0.529483\pi\)
0.620183 + 0.784457i \(0.287058\pi\)
\(348\) 1.02617 10.7466i 0.0550087 0.576077i
\(349\) 1.89485 6.45328i 0.101429 0.345436i −0.893105 0.449849i \(-0.851478\pi\)
0.994534 + 0.104412i \(0.0332962\pi\)
\(350\) −1.66644 3.01684i −0.0890748 0.161257i
\(351\) 2.04723 0.601121i 0.109273 0.0320855i
\(352\) 5.65083 + 10.9611i 0.301190 + 0.584227i
\(353\) −1.11724 11.7002i −0.0594645 0.622741i −0.975255 0.221084i \(-0.929041\pi\)
0.915790 0.401657i \(-0.131566\pi\)
\(354\) 0.880242 + 0.169653i 0.0467843 + 0.00901694i
\(355\) 1.80377 + 37.8658i 0.0957342 + 2.00971i
\(356\) 2.41269 + 16.7806i 0.127872 + 0.889371i
\(357\) −7.30792 + 10.9115i −0.386776 + 0.577498i
\(358\) −0.818389 + 0.525947i −0.0432532 + 0.0277972i
\(359\) −19.0171 + 6.58188i −1.00368 + 0.347378i −0.778980 0.627049i \(-0.784263\pi\)
−0.224704 + 0.974427i \(0.572142\pi\)
\(360\) 2.69882 0.257706i 0.142240 0.0135823i
\(361\) −0.402797 + 8.45574i −0.0211998 + 0.445039i
\(362\) 0.241339 0.994814i 0.0126845 0.0522863i
\(363\) −12.2468 + 10.6119i −0.642789 + 0.556980i
\(364\) −11.0541 + 0.316988i −0.579394 + 0.0166147i
\(365\) −22.8371 + 10.4294i −1.19535 + 0.545899i
\(366\) −1.05985 + 1.34771i −0.0553993 + 0.0704459i
\(367\) 13.0823 + 22.6592i 0.682890 + 1.18280i 0.974095 + 0.226140i \(0.0726105\pi\)
−0.291205 + 0.956661i \(0.594056\pi\)
\(368\) −8.89755 15.6598i −0.463817 0.816324i
\(369\) −4.21585 2.43402i −0.219468 0.126710i
\(370\) 6.65510 + 0.956859i 0.345982 + 0.0497447i
\(371\) 1.75329 + 1.90993i 0.0910265 + 0.0991584i
\(372\) 10.9223 + 3.20707i 0.566295 + 0.166279i
\(373\) −3.72704 19.3377i −0.192979 1.00127i −0.941208 0.337828i \(-0.890308\pi\)
0.748229 0.663440i \(-0.230904\pi\)
\(374\) 3.61854 3.79501i 0.187110 0.196235i
\(375\) −4.83499 0.230319i −0.249678 0.0118936i
\(376\) 6.90624 4.91791i 0.356162 0.253622i
\(377\) −8.88616 7.69990i −0.457661 0.396565i
\(378\) 0.528873 + 0.0862891i 0.0272023 + 0.00443823i
\(379\) −12.9554 + 1.86271i −0.665477 + 0.0956811i −0.466771 0.884378i \(-0.654583\pi\)
−0.198706 + 0.980059i \(0.563674\pi\)
\(380\) 19.9579 + 7.98993i 1.02382 + 0.409875i
\(381\) −2.08531 + 4.04494i −0.106834 + 0.207228i
\(382\) 0.0596626 0.309559i 0.00305260 0.0158384i
\(383\) 1.79775 + 2.52458i 0.0918605 + 0.129000i 0.857949 0.513736i \(-0.171739\pi\)
−0.766088 + 0.642736i \(0.777799\pi\)
\(384\) 3.32655 5.17621i 0.169757 0.264147i
\(385\) −3.55506 46.5224i −0.181183 2.37100i
\(386\) −1.28017 1.47739i −0.0651588 0.0751972i
\(387\) −8.18425 8.58339i −0.416029 0.436318i
\(388\) −4.81262 + 6.75838i −0.244324 + 0.343105i
\(389\) −8.24978 20.6069i −0.418280 1.04481i −0.976576 0.215172i \(-0.930969\pi\)
0.558296 0.829642i \(-0.311455\pi\)
\(390\) 0.730561 1.26537i 0.0369934 0.0640745i
\(391\) −15.7128 + 17.8825i −0.794631 + 0.904357i
\(392\) −5.12815 2.28187i −0.259011 0.115252i
\(393\) −0.0270176 + 0.187911i −0.00136286 + 0.00947887i
\(394\) 1.32938 + 0.126941i 0.0669733 + 0.00639517i
\(395\) −35.0933 + 8.51354i −1.76573 + 0.428363i
\(396\) 9.65572 + 3.34188i 0.485218 + 0.167936i
\(397\) −17.5949 4.26847i −0.883062 0.214229i −0.231510 0.972832i \(-0.574367\pi\)
−0.651552 + 0.758604i \(0.725882\pi\)
\(398\) −2.79586 1.79679i −0.140144 0.0900649i
\(399\) 6.89950 + 5.11268i 0.345407 + 0.255954i
\(400\) −15.8177 + 18.2546i −0.790887 + 0.912732i
\(401\) −28.0800 + 1.33761i −1.40225 + 0.0667973i −0.735014 0.678052i \(-0.762824\pi\)
−0.667233 + 0.744849i \(0.732521\pi\)
\(402\) −0.104790 + 0.0824079i −0.00522646 + 0.00411013i
\(403\) 9.74584 7.66421i 0.485475 0.381782i
\(404\) −16.0422 + 0.764184i −0.798129 + 0.0380196i
\(405\) 2.21413 2.55524i 0.110021 0.126971i
\(406\) −1.17566 2.70891i −0.0583472 0.134441i
\(407\) 43.0810 + 27.6865i 2.13545 + 1.37237i
\(408\) −3.86791 0.938345i −0.191490 0.0464550i
\(409\) 14.2977 + 4.94849i 0.706977 + 0.244687i 0.656813 0.754054i \(-0.271904\pi\)
0.0501644 + 0.998741i \(0.484025\pi\)
\(410\) −3.23965 + 0.785930i −0.159995 + 0.0388143i
\(411\) 5.21914 + 0.498368i 0.257441 + 0.0245827i
\(412\) 0.726867 5.05547i 0.0358102 0.249065i
\(413\) −11.1367 + 3.61985i −0.547999 + 0.178121i
\(414\) 0.930082 + 0.280089i 0.0457110 + 0.0137656i
\(415\) 19.0032 32.9145i 0.932830 1.61571i
\(416\) −1.87492 4.68332i −0.0919255 0.229619i
\(417\) 1.63153 2.29116i 0.0798962 0.112199i
\(418\) −2.36614 2.48153i −0.115732 0.121376i
\(419\) −10.1456 11.7087i −0.495647 0.572008i 0.451718 0.892161i \(-0.350811\pi\)
−0.947366 + 0.320153i \(0.896266\pi\)
\(420\) −14.4645 + 9.89286i −0.705795 + 0.482722i
\(421\) 20.2861 31.5658i 0.988686 1.53843i 0.153726 0.988113i \(-0.450873\pi\)
0.834959 0.550312i \(-0.185491\pi\)
\(422\) −2.82963 3.97366i −0.137744 0.193435i
\(423\) 2.00105 10.3824i 0.0972944 0.504811i
\(424\) −0.360053 + 0.698405i −0.0174857 + 0.0339176i
\(425\) 29.6378 + 11.8652i 1.43764 + 0.575545i
\(426\) −2.24776 + 0.323179i −0.108904 + 0.0156581i
\(427\) 3.60650 22.1045i 0.174531 1.06971i
\(428\) 11.7514 + 10.1826i 0.568024 + 0.492196i
\(429\) 9.06524 6.45533i 0.437674 0.311666i
\(430\) −8.11240 0.386441i −0.391215 0.0186359i
\(431\) −18.6052 + 19.5126i −0.896182 + 0.939889i −0.998494 0.0548635i \(-0.982528\pi\)
0.102312 + 0.994752i \(0.467376\pi\)
\(432\) −0.710743 3.68768i −0.0341956 0.177424i
\(433\) 16.6979 + 4.90295i 0.802451 + 0.235621i 0.657143 0.753766i \(-0.271765\pi\)
0.145308 + 0.989386i \(0.453583\pi\)
\(434\) 3.03944 0.676703i 0.145898 0.0324828i
\(435\) −18.4426 2.65165i −0.884256 0.127137i
\(436\) −22.3885 12.9260i −1.07221 0.619043i
\(437\) 11.1911 + 10.8193i 0.535344 + 0.517555i
\(438\) −0.751968 1.30245i −0.0359304 0.0622333i
\(439\) −8.88628 + 11.2998i −0.424119 + 0.539311i −0.950413 0.310992i \(-0.899339\pi\)
0.526293 + 0.850303i \(0.323581\pi\)
\(440\) 12.8627 5.87422i 0.613207 0.280042i
\(441\) −6.59240 + 2.35377i −0.313924 + 0.112084i
\(442\) −1.62112 + 1.40470i −0.0771086 + 0.0668150i
\(443\) 6.32017 26.0521i 0.300280 1.23777i −0.599124 0.800656i \(-0.704484\pi\)
0.899405 0.437117i \(-0.144000\pi\)
\(444\) 0.915182 19.2120i 0.0434326 0.911763i
\(445\) 29.1276 2.78135i 1.38078 0.131849i
\(446\) 2.82525 0.977828i 0.133779 0.0463015i
\(447\) 14.2637 9.16671i 0.674649 0.433570i
\(448\) −1.23694 + 18.5644i −0.0584401 + 0.877085i
\(449\) −4.70183 32.7020i −0.221893 1.54330i −0.730867 0.682520i \(-0.760884\pi\)
0.508974 0.860782i \(-0.330025\pi\)
\(450\) −0.0619828 1.30118i −0.00292190 0.0613382i
\(451\) −24.9320 4.80525i −1.17400 0.226270i
\(452\) −1.51405 15.8558i −0.0712149 0.745796i
\(453\) −7.78060 15.0923i −0.365565 0.709097i
\(454\) −3.68180 + 1.08107i −0.172795 + 0.0507373i
\(455\) −0.361321 + 19.0832i −0.0169390 + 0.894632i
\(456\) −0.733226 + 2.49714i −0.0343365 + 0.116939i
\(457\) −0.988777 + 10.3549i −0.0462530 + 0.484383i 0.942434 + 0.334392i \(0.108531\pi\)
−0.988687 + 0.149992i \(0.952075\pi\)
\(458\) −3.62629 + 1.45175i −0.169446 + 0.0678358i
\(459\) −4.29867 + 2.48184i −0.200645 + 0.115842i
\(460\) −28.3336 + 14.3602i −1.32106 + 0.669547i
\(461\) 7.73506i 0.360258i 0.983643 + 0.180129i \(0.0576515\pi\)
−0.983643 + 0.180129i \(0.942349\pi\)
\(462\) 2.75400 0.476905i 0.128128 0.0221876i
\(463\) 4.88304 + 10.6924i 0.226934 + 0.496917i 0.988509 0.151160i \(-0.0483008\pi\)
−0.761575 + 0.648077i \(0.775574\pi\)
\(464\) −14.9784 + 14.2818i −0.695353 + 0.663018i
\(465\) 6.42591 18.5665i 0.297994 0.860999i
\(466\) 0.260906 + 0.248774i 0.0120862 + 0.0115242i
\(467\) 27.3275 14.0883i 1.26457 0.651929i 0.310228 0.950662i \(-0.399594\pi\)
0.954337 + 0.298733i \(0.0965642\pi\)
\(468\) −3.80207 1.73635i −0.175751 0.0802627i
\(469\) 0.677719 1.60416i 0.0312942 0.0740732i
\(470\) −3.91462 6.09127i −0.180568 0.280969i
\(471\) 2.70572 6.75856i 0.124673 0.311418i
\(472\) −2.19384 2.78970i −0.100980 0.128406i
\(473\) −54.9825 28.3454i −2.52810 1.30332i
\(474\) −0.707511 2.04422i −0.0324971 0.0938941i
\(475\) 8.67190 18.9888i 0.397894 0.871266i
\(476\) 24.8173 6.77943i 1.13750 0.310735i
\(477\) 0.276078 + 0.940237i 0.0126408 + 0.0430505i
\(478\) 5.07483 0.978093i 0.232117 0.0447369i
\(479\) −1.62528 6.69951i −0.0742611 0.306108i 0.922553 0.385871i \(-0.126099\pi\)
−0.996814 + 0.0797625i \(0.974584\pi\)
\(480\) −6.51171 4.63696i −0.297217 0.211648i
\(481\) −16.4669 12.9497i −0.750828 0.590457i
\(482\) 3.65403 0.166436
\(483\) −12.4041 + 2.67187i −0.564405 + 0.121574i
\(484\) 31.7449 1.44295
\(485\) 11.2561 + 8.85189i 0.511113 + 0.401944i
\(486\) 0.164983 + 0.117484i 0.00748378 + 0.00532918i
\(487\) 6.59097 + 27.1684i 0.298665 + 1.23112i 0.901334 + 0.433124i \(0.142589\pi\)
−0.602669 + 0.797992i \(0.705896\pi\)
\(488\) 6.66511 1.28460i 0.301716 0.0581509i
\(489\) 3.60458 + 12.2761i 0.163005 + 0.555143i
\(490\) −2.15496 + 4.28189i −0.0973511 + 0.193436i
\(491\) 5.15413 11.2860i 0.232602 0.509328i −0.756955 0.653467i \(-0.773314\pi\)
0.989558 + 0.144139i \(0.0460411\pi\)
\(492\) 3.11905 + 9.01189i 0.140617 + 0.406287i
\(493\) 24.3129 + 12.5342i 1.09500 + 0.564510i
\(494\) 0.867048 + 1.10254i 0.0390103 + 0.0496057i
\(495\) 6.55429 16.3718i 0.294594 0.735859i
\(496\) −11.7985 18.3588i −0.529766 0.824332i
\(497\) 23.6607 17.8925i 1.06133 0.802590i
\(498\) 2.07098 + 0.945784i 0.0928028 + 0.0423816i
\(499\) 21.5849 11.1278i 0.966272 0.498148i 0.0985147 0.995136i \(-0.468591\pi\)
0.867758 + 0.496988i \(0.165561\pi\)
\(500\) 6.86272 + 6.54359i 0.306910 + 0.292638i
\(501\) 3.30806 9.55801i 0.147793 0.427020i
\(502\) −3.36159 + 3.20527i −0.150035 + 0.143058i
\(503\) −3.70179 8.10579i −0.165055 0.361419i 0.808974 0.587845i \(-0.200023\pi\)
−0.974029 + 0.226425i \(0.927296\pi\)
\(504\) −1.35868 1.62932i −0.0605202 0.0725758i
\(505\) 27.7192i 1.23349i
\(506\) 5.06215 0.206109i 0.225040 0.00916265i
\(507\) 7.31575 4.22375i 0.324904 0.187583i
\(508\) 8.27637 3.31336i 0.367205 0.147007i
\(509\) −1.96616 + 20.5906i −0.0871487 + 0.912663i 0.841144 + 0.540812i \(0.181883\pi\)
−0.928292 + 0.371851i \(0.878723\pi\)
\(510\) −0.957640 + 3.26142i −0.0424050 + 0.144418i
\(511\) 16.8248 + 10.1432i 0.744286 + 0.448711i
\(512\) −14.2985 + 4.19841i −0.631910 + 0.185545i
\(513\) 1.48727 + 2.88491i 0.0656647 + 0.127372i
\(514\) −0.123919 1.29774i −0.00546582 0.0572407i
\(515\) −8.65584 1.66828i −0.381422 0.0735131i
\(516\) 1.10548 + 23.2069i 0.0486661 + 1.02163i
\(517\) −7.84860 54.5882i −0.345181 2.40079i
\(518\) −2.32191 4.72123i −0.102019 0.207439i
\(519\) −12.8041 + 8.22872i −0.562039 + 0.361201i
\(520\) −5.46641 + 1.89194i −0.239718 + 0.0829671i
\(521\) 2.63538 0.251648i 0.115458 0.0110249i −0.0371670 0.999309i \(-0.511833\pi\)
0.152625 + 0.988284i \(0.451227\pi\)
\(522\) 0.0531081 1.11488i 0.00232448 0.0487968i
\(523\) 10.2987 42.4519i 0.450332 1.85629i −0.0628654 0.998022i \(-0.520024\pi\)
0.513197 0.858271i \(-0.328461\pi\)
\(524\) 0.281063 0.243542i 0.0122783 0.0106392i
\(525\) 8.92718 + 14.4868i 0.389614 + 0.632256i
\(526\) −0.941885 + 0.430145i −0.0410682 + 0.0187552i
\(527\) −17.8298 + 22.6724i −0.776678 + 0.987626i
\(528\) −9.79415 16.9640i −0.426236 0.738262i
\(529\) −22.9239 + 1.86982i −0.996690 + 0.0812965i
\(530\) 0.581150 + 0.335527i 0.0252435 + 0.0145744i
\(531\) −4.38098 0.629890i −0.190118 0.0273349i
\(532\) −3.65585 16.4204i −0.158501 0.711914i
\(533\) 9.96600 + 2.92628i 0.431675 + 0.126751i
\(534\) 0.331717 + 1.72111i 0.0143548 + 0.0744798i
\(535\) 18.5197 19.4229i 0.800677 0.839726i
\(536\) 0.527181 + 0.0251127i 0.0227707 + 0.00108470i
\(537\) 3.91252 2.78610i 0.168838 0.120229i
\(538\) −2.00933 1.74109i −0.0866283 0.0750639i
\(539\) −28.4783 + 22.8478i −1.22665 + 0.984125i
\(540\) −6.55603 + 0.942614i −0.282126 + 0.0405637i
\(541\) −30.5749 12.2403i −1.31452 0.526253i −0.394775 0.918778i \(-0.629177\pi\)
−0.919741 + 0.392525i \(0.871602\pi\)
\(542\) −0.288898 + 0.560383i −0.0124092 + 0.0240705i
\(543\) −0.956513 + 4.96286i −0.0410479 + 0.212977i
\(544\) 6.80743 + 9.55970i 0.291866 + 0.409869i
\(545\) −24.1228 + 37.5358i −1.03331 + 1.60786i
\(546\) −1.14003 + 0.0871170i −0.0487889 + 0.00372826i
\(547\) 12.8418 + 14.8202i 0.549076 + 0.633668i 0.960668 0.277701i \(-0.0895724\pi\)
−0.411592 + 0.911368i \(0.635027\pi\)
\(548\) −7.08759 7.43325i −0.302767 0.317533i
\(549\) 4.91030 6.89554i 0.209566 0.294295i
\(550\) −2.52523 6.30772i −0.107676 0.268962i
\(551\) 8.94318 15.4900i 0.380992 0.659898i
\(552\) −2.05665 3.24934i −0.0875368 0.138301i
\(553\) 21.0016 + 18.9058i 0.893079 + 0.803957i
\(554\) −0.485501 + 3.37673i −0.0206269 + 0.143464i
\(555\) −33.0460 3.15551i −1.40273 0.133944i
\(556\) −5.35470 + 1.29904i −0.227090 + 0.0550914i
\(557\) 26.0706 + 9.02311i 1.10465 + 0.382322i 0.817711 0.575629i \(-0.195243\pi\)
0.286934 + 0.957950i \(0.407364\pi\)
\(558\) 1.14375 + 0.277471i 0.0484189 + 0.0117463i
\(559\) 21.2878 + 13.6809i 0.900380 + 0.578639i
\(560\) 33.3766 + 3.82595i 1.41042 + 0.161676i
\(561\) −16.9541 + 19.5661i −0.715804 + 0.826082i
\(562\) 1.99238 0.0949086i 0.0840433 0.00400348i
\(563\) 9.72028 7.64412i 0.409661 0.322161i −0.391972 0.919977i \(-0.628207\pi\)
0.801633 + 0.597816i \(0.203965\pi\)
\(564\) −16.2817 + 12.8041i −0.685585 + 0.539150i
\(565\) −27.4595 + 1.30806i −1.15523 + 0.0550304i
\(566\) 3.89155 4.49108i 0.163574 0.188774i
\(567\) −2.62854 0.301309i −0.110388 0.0126538i
\(568\) 7.56315 + 4.86054i 0.317343 + 0.203944i
\(569\) −3.02742 0.734444i −0.126916 0.0307895i 0.171798 0.985132i \(-0.445042\pi\)
−0.298714 + 0.954343i \(0.596558\pi\)
\(570\) 2.10041 + 0.726960i 0.0879766 + 0.0304490i
\(571\) 2.85414 0.692407i 0.119442 0.0289763i −0.175592 0.984463i \(-0.556184\pi\)
0.295034 + 0.955487i \(0.404669\pi\)
\(572\) −21.7023 2.07232i −0.907420 0.0866481i
\(573\) −0.221516 + 1.54068i −0.00925398 + 0.0643629i
\(574\) 1.93877 + 1.74530i 0.0809227 + 0.0728473i
\(575\) 12.6194 + 28.1455i 0.526266 + 1.17375i
\(576\) −3.51612 + 6.09009i −0.146505 + 0.253754i
\(577\) −12.7127 31.7549i −0.529238 1.32197i −0.916512 0.400008i \(-0.869007\pi\)
0.387273 0.921965i \(-0.373417\pi\)
\(578\) 0.897354 1.26016i 0.0373250 0.0524156i
\(579\) 6.66053 + 6.98536i 0.276802 + 0.290302i
\(580\) 23.9026 + 27.5850i 0.992500 + 1.14541i
\(581\) −29.6543 + 2.26607i −1.23027 + 0.0940123i
\(582\) −0.463765 + 0.721632i −0.0192237 + 0.0299126i
\(583\) 2.96476 + 4.16342i 0.122788 + 0.172431i
\(584\) −1.12681 + 5.84645i −0.0466278 + 0.241928i
\(585\) −3.30567 + 6.41210i −0.136673 + 0.265108i
\(586\) −4.76107 1.90604i −0.196678 0.0787380i
\(587\) 17.3947 2.50097i 0.717954 0.103226i 0.226351 0.974046i \(-0.427320\pi\)
0.491603 + 0.870820i \(0.336411\pi\)
\(588\) 12.7796 + 4.97236i 0.527021 + 0.205057i
\(589\) 14.2538 + 12.3510i 0.587318 + 0.508914i
\(590\) −2.46893 + 1.75811i −0.101644 + 0.0723804i
\(591\) −6.58599 0.313729i −0.270911 0.0129051i
\(592\) −25.4454 + 26.6863i −1.04580 + 1.09680i
\(593\) −2.14286 11.1182i −0.0879969 0.456571i −0.999022 0.0442199i \(-0.985920\pi\)
0.911025 0.412351i \(-0.135292\pi\)
\(594\) 1.01361 + 0.297624i 0.0415891 + 0.0122116i
\(595\) −9.64953 43.3412i −0.395592 1.77682i
\(596\) −32.8769 4.72699i −1.34669 0.193625i
\(597\) 14.2106 + 8.20448i 0.581600 + 0.335787i
\(598\) −2.06943 0.112909i −0.0846253 0.00461721i
\(599\) −14.8837 25.7792i −0.608130 1.05331i −0.991548 0.129737i \(-0.958587\pi\)
0.383419 0.923575i \(-0.374747\pi\)
\(600\) −3.18796 + 4.05382i −0.130148 + 0.165496i
\(601\) 2.56739 1.17249i 0.104726 0.0478268i −0.362363 0.932037i \(-0.618030\pi\)
0.467089 + 0.884210i \(0.345303\pi\)
\(602\) 3.33411 + 5.41051i 0.135888 + 0.220516i
\(603\) 0.497438 0.431032i 0.0202572 0.0175530i
\(604\) −7.84207 + 32.3255i −0.319089 + 1.31530i
\(605\) 2.60700 54.7276i 0.105989 2.22499i
\(606\) −1.65296 + 0.157839i −0.0671470 + 0.00641176i
\(607\) 35.3160 12.2230i 1.43343 0.496116i 0.503549 0.863967i \(-0.332027\pi\)
0.929885 + 0.367851i \(0.119906\pi\)
\(608\) 6.45574 4.14885i 0.261815 0.168258i
\(609\) 6.43446 + 13.0835i 0.260738 + 0.530169i
\(610\) −0.824991 5.73794i −0.0334029 0.232322i
\(611\) 1.07346 + 22.5347i 0.0434276 + 0.911657i
\(612\) 9.54802 + 1.84023i 0.385956 + 0.0743869i
\(613\) 0.887989 + 9.29944i 0.0358655 + 0.375601i 0.995529 + 0.0944513i \(0.0301097\pi\)
−0.959664 + 0.281150i \(0.909284\pi\)
\(614\) 1.75379 + 3.40187i 0.0707771 + 0.137288i
\(615\) 15.7925 4.63709i 0.636814 0.186985i
\(616\) −9.47636 5.71306i −0.381814 0.230186i
\(617\) −2.93336 + 9.99011i −0.118093 + 0.402187i −0.997230 0.0743822i \(-0.976302\pi\)
0.879137 + 0.476569i \(0.158120\pi\)
\(618\) 0.0501952 0.525668i 0.00201915 0.0211455i
\(619\) −34.5855 + 13.8460i −1.39011 + 0.556516i −0.941440 0.337181i \(-0.890527\pi\)
−0.448670 + 0.893697i \(0.648102\pi\)
\(620\) −33.3317 + 19.2440i −1.33863 + 0.772859i
\(621\) −4.65272 1.16282i −0.186707 0.0466625i
\(622\) 2.06769i 0.0829066i
\(623\) −14.6638 17.5848i −0.587493 0.704521i
\(624\) 3.32875 + 7.28894i 0.133257 + 0.291791i
\(625\) −11.4294 + 10.8979i −0.457175 + 0.435915i
\(626\) −0.199936 + 0.577678i −0.00799106 + 0.0230887i
\(627\) 12.2522 + 11.6824i 0.489304 + 0.466550i
\(628\) −12.6761 + 6.53497i −0.505831 + 0.260774i
\(629\) 44.3308 + 20.2452i 1.76758 + 0.807229i
\(630\) −1.44512 + 1.09282i −0.0575749 + 0.0435390i
\(631\) −7.49428 11.6613i −0.298343 0.464230i 0.659426 0.751769i \(-0.270799\pi\)
−0.957769 + 0.287539i \(0.907163\pi\)
\(632\) −3.18293 + 7.95057i −0.126610 + 0.316257i
\(633\) 14.8885 + 18.9323i 0.591766 + 0.752492i
\(634\) 1.75342 + 0.903950i 0.0696371 + 0.0359004i
\(635\) −5.03249 14.5404i −0.199708 0.577019i
\(636\) 0.797457 1.74619i 0.0316212 0.0692408i
\(637\) 12.4854 8.19675i 0.494690 0.324767i
\(638\) −1.64013 5.58578i −0.0649335 0.221143i
\(639\) 11.0094 2.12189i 0.435526 0.0839408i
\(640\) 4.90464 + 20.2172i 0.193873 + 0.799155i
\(641\) 16.2850 + 11.5965i 0.643218 + 0.458033i 0.854542 0.519383i \(-0.173838\pi\)
−0.211324 + 0.977416i \(0.567777\pi\)
\(642\) 1.26369 + 0.993778i 0.0498739 + 0.0392213i
\(643\) 38.5470 1.52015 0.760073 0.649837i \(-0.225163\pi\)
0.760073 + 0.649837i \(0.225163\pi\)
\(644\) 21.7918 + 11.9570i 0.858718 + 0.471171i
\(645\) 40.0991 1.57890
\(646\) −2.56492 2.01707i −0.100915 0.0793607i
\(647\) 3.10671 + 2.21228i 0.122137 + 0.0869737i 0.639493 0.768797i \(-0.279144\pi\)
−0.517356 + 0.855770i \(0.673084\pi\)
\(648\) −0.189042 0.779243i −0.00742628 0.0306115i
\(649\) −22.6682 + 4.36894i −0.889806 + 0.171496i
\(650\) 0.783053 + 2.66683i 0.0307139 + 0.104602i
\(651\) −14.8308 + 4.05137i −0.581263 + 0.158786i
\(652\) 10.4119 22.7988i 0.407761 0.892871i
\(653\) −7.62737 22.0378i −0.298482 0.862407i −0.990127 0.140170i \(-0.955235\pi\)
0.691646 0.722237i \(-0.256886\pi\)
\(654\) −2.37571 1.22476i −0.0928976 0.0478920i
\(655\) −0.396780 0.504547i −0.0155035 0.0197143i
\(656\) 6.79480 16.9726i 0.265292 0.662668i
\(657\) 4.01449 + 6.24667i 0.156620 + 0.243706i
\(658\) −2.20504 + 5.21932i −0.0859613 + 0.203470i
\(659\) −8.13283 3.71414i −0.316810 0.144682i 0.250663 0.968075i \(-0.419352\pi\)
−0.567473 + 0.823392i \(0.692079\pi\)
\(660\) −30.7063 + 15.8302i −1.19524 + 0.616190i
\(661\) 5.98707 + 5.70866i 0.232870 + 0.222041i 0.797525 0.603286i \(-0.206142\pi\)
−0.564655 + 0.825327i \(0.690991\pi\)
\(662\) −0.577600 + 1.66886i −0.0224490 + 0.0648623i
\(663\) 7.66492 7.30848i 0.297681 0.283838i
\(664\) −3.74434 8.19896i −0.145309 0.318181i
\(665\) −28.6087 + 4.95411i −1.10940 + 0.192112i
\(666\) 1.98858i 0.0770560i
\(667\) 8.47127 + 25.0342i 0.328009 + 0.969329i
\(668\) −17.1591 + 9.90683i −0.663907 + 0.383307i
\(669\) −13.7037 + 5.48613i −0.529815 + 0.212106i
\(670\) 0.0428452 0.448696i 0.00165526 0.0173346i
\(671\) 12.4393 42.3645i 0.480215 1.63546i
\(672\) −0.118419 + 6.25432i −0.00456813 + 0.241266i
\(673\) −26.5613 + 7.79909i −1.02386 + 0.300633i −0.750212 0.661197i \(-0.770049\pi\)
−0.273649 + 0.961830i \(0.588231\pi\)
\(674\) −1.18491 2.29840i −0.0456409 0.0885310i
\(675\) 0.611366 + 6.40252i 0.0235315 + 0.246433i
\(676\) −16.2494 3.13182i −0.624978 0.120455i
\(677\) 0.358723 + 7.53052i 0.0137868 + 0.289421i 0.995223 + 0.0976307i \(0.0311264\pi\)
−0.981436 + 0.191791i \(0.938571\pi\)
\(678\) −0.234363 1.63003i −0.00900065 0.0626009i
\(679\) 0.744969 11.1807i 0.0285893 0.429076i
\(680\) 11.3208 7.27541i 0.434131 0.278999i
\(681\) 17.9037 6.19653i 0.686071 0.237451i
\(682\) 6.11085 0.583516i 0.233997 0.0223440i
\(683\) −0.216300 + 4.54070i −0.00827650 + 0.173745i 0.990944 + 0.134274i \(0.0428703\pi\)
−0.999221 + 0.0394709i \(0.987433\pi\)
\(684\) 1.49902 6.17906i 0.0573166 0.236262i
\(685\) −13.3968 + 11.6084i −0.511867 + 0.443535i
\(686\) 3.71764 0.499669i 0.141940 0.0190774i
\(687\) 17.5429 8.01157i 0.669303 0.305660i
\(688\) 27.5330 35.0111i 1.04969 1.33479i
\(689\) −1.04542 1.81072i −0.0398273 0.0689829i
\(690\) −2.85545 + 1.62240i −0.108705 + 0.0617638i
\(691\) −25.6091 14.7854i −0.974217 0.562464i −0.0736976 0.997281i \(-0.523480\pi\)
−0.900519 + 0.434816i \(0.856813\pi\)
\(692\) 29.5128 + 4.24329i 1.12191 + 0.161306i
\(693\) −13.4700 + 2.99896i −0.511682 + 0.113921i
\(694\) −2.05767 0.604186i −0.0781080 0.0229346i
\(695\) 1.79977 + 9.33808i 0.0682691 + 0.354214i
\(696\) −3.04931 + 3.19802i −0.115584 + 0.121221i
\(697\) −24.1360 1.14974i −0.914217 0.0435495i
\(698\) −1.10963 + 0.790163i −0.0420001 + 0.0299081i
\(699\) −1.34517 1.16559i −0.0508788 0.0440868i
\(700\) 5.36784 32.9000i 0.202885 1.24350i
\(701\) 7.33742 1.05496i 0.277131 0.0398454i −0.00234816 0.999997i \(-0.500747\pi\)
0.279479 + 0.960152i \(0.409838\pi\)
\(702\) −0.401192 0.160613i −0.0151420 0.00606195i
\(703\) 14.6025 28.3249i 0.550743 1.06829i
\(704\) −6.94153 + 36.0161i −0.261619 + 1.35741i
\(705\) 20.7369 + 29.1209i 0.780997 + 1.09676i
\(706\) −1.28701 + 2.00263i −0.0484373 + 0.0753699i
\(707\) 17.9038 12.2452i 0.673342 0.460527i
\(708\) 5.67797 + 6.55273i 0.213391 + 0.246267i
\(709\) −14.6434 15.3576i −0.549945 0.576766i 0.388824 0.921312i \(-0.372881\pi\)
−0.938769 + 0.344546i \(0.888033\pi\)
\(710\) 4.45366 6.25430i 0.167143 0.234720i
\(711\) 3.96950 + 9.91534i 0.148868 + 0.371854i
\(712\) 3.46962 6.00956i 0.130030 0.225218i
\(713\) −27.6111 + 3.77542i −1.03404 + 0.141391i
\(714\) 2.52960 0.822218i 0.0946678 0.0307708i
\(715\) −5.35491 + 37.2442i −0.200262 + 1.39285i
\(716\) −9.36664 0.894406i −0.350048 0.0334255i
\(717\) −24.7980 + 6.01592i −0.926097 + 0.224669i
\(718\) 3.85170 + 1.33308i 0.143744 + 0.0497503i
\(719\) 10.3020 + 2.49925i 0.384201 + 0.0932062i 0.423208 0.906033i \(-0.360904\pi\)
−0.0390064 + 0.999239i \(0.512419\pi\)
\(720\) 10.6821 + 6.86494i 0.398097 + 0.255841i
\(721\) 2.74624 + 6.32778i 0.102275 + 0.235659i
\(722\) 1.12280 1.29577i 0.0417861 0.0482237i
\(723\) −18.0207 + 0.858433i −0.670198 + 0.0319255i
\(724\) 7.78276 6.12043i 0.289244 0.227464i
\(725\) 27.8603 21.9095i 1.03470 0.813700i
\(726\) 3.27838 0.156169i 0.121672 0.00579596i
\(727\) 8.47920 9.78551i 0.314476 0.362925i −0.576403 0.817166i \(-0.695544\pi\)
0.890879 + 0.454241i \(0.150090\pi\)
\(728\) 3.63683 + 2.69497i 0.134790 + 0.0998822i
\(729\) −0.841254 0.540641i −0.0311575 0.0200237i
\(730\) 4.94158 + 1.19881i 0.182896 + 0.0443701i
\(731\) −55.6309 19.2540i −2.05758 0.712136i
\(732\) −16.1157 + 3.90962i −0.595653 + 0.144504i
\(733\) −18.0134 1.72007i −0.665339 0.0635322i −0.243078 0.970007i \(-0.578157\pi\)
−0.422261 + 0.906474i \(0.638763\pi\)
\(734\) 0.754174 5.24540i 0.0278371 0.193611i
\(735\) 9.62176 21.6234i 0.354904 0.797592i
\(736\) −1.69118 + 11.2121i −0.0623377 + 0.413284i
\(737\) 1.71654 2.97313i 0.0632295 0.109517i
\(738\) 0.366446 + 0.915339i 0.0134891 + 0.0336941i
\(739\) 15.7594 22.1310i 0.579720 0.814102i −0.415720 0.909492i \(-0.636470\pi\)
0.995440 + 0.0953902i \(0.0304099\pi\)
\(740\) 44.8765 + 47.0651i 1.64969 + 1.73015i
\(741\) −4.53507 5.23375i −0.166600 0.192267i
\(742\) −0.0400105 0.523586i −0.00146883 0.0192214i
\(743\) −13.2424 + 20.6056i −0.485818 + 0.755948i −0.994470 0.105025i \(-0.966508\pi\)
0.508652 + 0.860972i \(0.330144\pi\)
\(744\) −2.70274 3.79546i −0.0990871 0.139148i
\(745\) −10.8492 + 56.2910i −0.397484 + 2.06234i
\(746\) −1.82773 + 3.54531i −0.0669181 + 0.129803i
\(747\) −10.4357 4.17783i −0.381823 0.152859i
\(748\) 50.2011 7.21782i 1.83553 0.263910i
\(749\) −20.7265 3.38166i −0.757329 0.123563i
\(750\) 0.740923 + 0.642013i 0.0270547 + 0.0234430i
\(751\) −33.5613 + 23.8989i −1.22467 + 0.872084i −0.994871 0.101154i \(-0.967746\pi\)
−0.229799 + 0.973238i \(0.573807\pi\)
\(752\) 39.6644 + 1.88945i 1.44641 + 0.0689011i
\(753\) 15.8255 16.5973i 0.576713 0.604839i
\(754\) 0.450695 + 2.33843i 0.0164133 + 0.0851605i
\(755\) 55.0845 + 16.1743i 2.00473 + 0.588642i
\(756\) 3.50501 + 3.81813i 0.127476 + 0.138864i
\(757\) 2.46383 + 0.354245i 0.0895494 + 0.0128753i 0.186944 0.982371i \(-0.440142\pi\)
−0.0973944 + 0.995246i \(0.531051\pi\)
\(758\) 2.29580 + 1.32548i 0.0833872 + 0.0481436i
\(759\) −24.9168 + 2.20571i −0.904422 + 0.0800623i
\(760\) −4.39972 7.62054i −0.159595 0.276426i
\(761\) 4.92663 6.26471i 0.178590 0.227096i −0.688514 0.725223i \(-0.741736\pi\)
0.867104 + 0.498128i \(0.165979\pi\)
\(762\) 0.838424 0.382895i 0.0303729 0.0138708i
\(763\) 34.9008 1.00081i 1.26349 0.0362319i
\(764\) 2.30443 1.99680i 0.0833713 0.0722417i
\(765\) 3.95664 16.3095i 0.143052 0.589670i
\(766\) 0.0298681 0.627008i 0.00107918 0.0226547i
\(767\) 9.40088 0.897675i 0.339446 0.0324132i
\(768\) 12.1133 4.19244i 0.437100 0.151282i
\(769\) 21.5092 13.8231i 0.775641 0.498474i −0.0919435 0.995764i \(-0.529308\pi\)
0.867584 + 0.497290i \(0.165672\pi\)
\(770\) −5.25866 + 7.85174i −0.189509 + 0.282957i
\(771\) 0.916010 + 6.37099i 0.0329893 + 0.229446i
\(772\) −0.899667 18.8863i −0.0323797 0.679734i
\(773\) 32.1624 +