Properties

Label 483.2.bf.a.10.17
Level $483$
Weight $2$
Character 483.10
Analytic conductor $3.857$
Analytic rank $0$
Dimension $640$
CM no
Inner twists $4$

Related objects

Downloads

Learn more about

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 10.17
Character \(\chi\) \(=\) 483.10
Dual form 483.2.bf.a.145.17

$q$-expansion

\(f(q)\) \(=\) \(q+(0.0478877 - 0.138362i) q^{2} +(0.458227 + 0.888835i) q^{3} +(1.55526 + 1.22307i) q^{4} +(-2.41931 + 0.231016i) q^{5} +(0.144925 - 0.0208370i) q^{6} +(-2.60435 + 0.466234i) q^{7} +(0.490049 - 0.314935i) q^{8} +(-0.580057 + 0.814576i) q^{9} +O(q^{10})\) \(q+(0.0478877 - 0.138362i) q^{2} +(0.458227 + 0.888835i) q^{3} +(1.55526 + 1.22307i) q^{4} +(-2.41931 + 0.231016i) q^{5} +(0.144925 - 0.0208370i) q^{6} +(-2.60435 + 0.466234i) q^{7} +(0.490049 - 0.314935i) q^{8} +(-0.580057 + 0.814576i) q^{9} +(-0.0838914 + 0.345805i) q^{10} +(-5.38219 + 1.86280i) q^{11} +(-0.374445 + 1.94281i) q^{12} +(-0.253540 - 0.863478i) q^{13} +(-0.0602069 + 0.382671i) q^{14} +(-1.31393 - 2.04451i) q^{15} +(0.912820 + 3.76269i) q^{16} +(0.714889 + 0.286198i) q^{17} +(0.0849291 + 0.119266i) q^{18} +(1.13105 - 0.452803i) q^{19} +(-4.04520 - 2.59969i) q^{20} +(-1.60779 - 2.10120i) q^{21} +0.833899i q^{22} +(-1.38774 + 4.59066i) q^{23} +(0.504479 + 0.291261i) q^{24} +(0.890063 - 0.171546i) q^{25} +(-0.131614 - 0.00626956i) q^{26} +(-0.989821 - 0.142315i) q^{27} +(-4.62066 - 2.46018i) q^{28} +(-0.344179 - 2.39381i) q^{29} +(-0.345805 + 0.0838914i) q^{30} +(10.1294 - 0.482524i) q^{31} +(1.72410 + 0.164631i) q^{32} +(-4.12198 - 3.93030i) q^{33} +(0.0738335 - 0.0852084i) q^{34} +(6.19302 - 1.72961i) q^{35} +(-1.89842 + 0.557426i) q^{36} +(2.10405 + 1.49829i) q^{37} +(-0.00848768 - 0.178178i) q^{38} +(0.651311 - 0.621024i) q^{39} +(-1.11283 + 0.875136i) q^{40} +(-6.60454 - 3.01619i) q^{41} +(-0.367720 + 0.121836i) q^{42} +(-5.42901 + 8.44770i) q^{43} +(-10.6490 - 3.68566i) q^{44} +(1.21516 - 2.10472i) q^{45} +(0.568719 + 0.411848i) q^{46} +(0.365139 - 0.210813i) q^{47} +(-2.92614 + 2.53551i) q^{48} +(6.56525 - 2.42847i) q^{49} +(0.0188876 - 0.131366i) q^{50} +(0.0731978 + 0.766562i) q^{51} +(0.661771 - 1.65302i) q^{52} +(8.49319 + 8.90740i) q^{53} +(-0.0670913 + 0.130139i) q^{54} +(12.5909 - 5.75006i) q^{55} +(-1.12942 + 1.04868i) q^{56} +(0.920744 + 0.797829i) q^{57} +(-0.347696 - 0.0670129i) q^{58} +(3.92927 + 0.953230i) q^{59} +(0.457080 - 4.78676i) q^{60} +(-3.27276 - 1.68723i) q^{61} +(0.418312 - 1.42464i) q^{62} +(1.13089 - 2.39188i) q^{63} +(-3.11150 + 6.81322i) q^{64} +(0.812870 + 2.03045i) q^{65} +(-0.741199 + 0.382114i) q^{66} +(1.80868 + 9.38435i) q^{67} +(0.761795 + 1.31947i) q^{68} +(-4.71624 + 0.870088i) q^{69} +(0.0572562 - 0.939709i) q^{70} +(-0.668798 - 0.771834i) q^{71} +(-0.0277175 + 0.581862i) q^{72} +(-4.24253 + 5.39482i) q^{73} +(0.308065 - 0.219372i) q^{74} +(0.560326 + 0.712513i) q^{75} +(2.31288 + 0.679122i) q^{76} +(13.1486 - 7.36073i) q^{77} +(-0.0547366 - 0.119856i) q^{78} +(-2.46122 + 2.58126i) q^{79} +(-3.07764 - 8.89226i) q^{80} +(-0.327068 - 0.945001i) q^{81} +(-0.733604 + 0.769381i) q^{82} +(0.321882 + 0.704823i) q^{83} +(0.0693830 - 5.23432i) q^{84} +(-1.79566 - 0.527252i) q^{85} +(0.908862 + 1.15571i) q^{86} +(1.97000 - 1.40283i) q^{87} +(-2.05088 + 2.60790i) q^{88} +(-0.0252763 + 0.530615i) q^{89} +(-0.233023 - 0.268922i) q^{90} +(1.06289 + 2.13059i) q^{91} +(-7.77298 + 5.44235i) q^{92} +(5.07046 + 8.78229i) q^{93} +(-0.0116830 - 0.0606169i) q^{94} +(-2.63175 + 1.35676i) q^{95} +(0.643697 + 1.60788i) q^{96} +(6.03440 - 13.2135i) q^{97} +(-0.0216143 - 1.02468i) q^{98} +(1.60459 - 5.46473i) 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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) 0.0478877 0.138362i 0.0338617 0.0978370i −0.926803 0.375548i \(-0.877455\pi\)
0.960665 + 0.277711i \(0.0895757\pi\)
\(3\) 0.458227 + 0.888835i 0.264557 + 0.513169i
\(4\) 1.55526 + 1.22307i 0.777628 + 0.611533i
\(5\) −2.41931 + 0.231016i −1.08195 + 0.103314i −0.620770 0.783993i \(-0.713180\pi\)
−0.461180 + 0.887307i \(0.652574\pi\)
\(6\) 0.144925 0.0208370i 0.0591653 0.00850669i
\(7\) −2.60435 + 0.466234i −0.984351 + 0.176220i
\(8\) 0.490049 0.314935i 0.173258 0.111346i
\(9\) −0.580057 + 0.814576i −0.193352 + 0.271525i
\(10\) −0.0838914 + 0.345805i −0.0265288 + 0.109353i
\(11\) −5.38219 + 1.86280i −1.62279 + 0.561654i −0.979056 0.203593i \(-0.934738\pi\)
−0.643737 + 0.765247i \(0.722617\pi\)
\(12\) −0.374445 + 1.94281i −0.108093 + 0.560840i
\(13\) −0.253540 0.863478i −0.0703193 0.239486i 0.916832 0.399273i \(-0.130737\pi\)
−0.987151 + 0.159787i \(0.948919\pi\)
\(14\) −0.0602069 + 0.382671i −0.0160910 + 0.102273i
\(15\) −1.31393 2.04451i −0.339255 0.527891i
\(16\) 0.912820 + 3.76269i 0.228205 + 0.940674i
\(17\) 0.714889 + 0.286198i 0.173386 + 0.0694133i 0.456731 0.889605i \(-0.349020\pi\)
−0.283345 + 0.959018i \(0.591444\pi\)
\(18\) 0.0849291 + 0.119266i 0.0200180 + 0.0281113i
\(19\) 1.13105 0.452803i 0.259480 0.103880i −0.238275 0.971198i \(-0.576582\pi\)
0.497755 + 0.867317i \(0.334158\pi\)
\(20\) −4.04520 2.59969i −0.904534 0.581308i
\(21\) −1.60779 2.10120i −0.350848 0.458518i
\(22\) 0.833899i 0.177788i
\(23\) −1.38774 + 4.59066i −0.289364 + 0.957219i
\(24\) 0.504479 + 0.291261i 0.102976 + 0.0594534i
\(25\) 0.890063 0.171546i 0.178013 0.0343091i
\(26\) −0.131614 0.00626956i −0.0258117 0.00122956i
\(27\) −0.989821 0.142315i −0.190491 0.0273885i
\(28\) −4.62066 2.46018i −0.873223 0.464930i
\(29\) −0.344179 2.39381i −0.0639123 0.444520i −0.996501 0.0835794i \(-0.973365\pi\)
0.932589 0.360941i \(-0.117544\pi\)
\(30\) −0.345805 + 0.0838914i −0.0631350 + 0.0153164i
\(31\) 10.1294 0.482524i 1.81930 0.0866639i 0.889993 0.455973i \(-0.150709\pi\)
0.929307 + 0.369309i \(0.120406\pi\)
\(32\) 1.72410 + 0.164631i 0.304780 + 0.0291030i
\(33\) −4.12198 3.93030i −0.717545 0.684178i
\(34\) 0.0738335 0.0852084i 0.0126623 0.0146131i
\(35\) 6.19302 1.72961i 1.04681 0.292358i
\(36\) −1.89842 + 0.557426i −0.316403 + 0.0929043i
\(37\) 2.10405 + 1.49829i 0.345904 + 0.246317i 0.739784 0.672845i \(-0.234928\pi\)
−0.393879 + 0.919162i \(0.628867\pi\)
\(38\) −0.00848768 0.178178i −0.00137688 0.0289043i
\(39\) 0.651311 0.621024i 0.104293 0.0994434i
\(40\) −1.11283 + 0.875136i −0.175953 + 0.138371i
\(41\) −6.60454 3.01619i −1.03146 0.471050i −0.173532 0.984828i \(-0.555518\pi\)
−0.857923 + 0.513778i \(0.828245\pi\)
\(42\) −0.367720 + 0.121836i −0.0567404 + 0.0187997i
\(43\) −5.42901 + 8.44770i −0.827916 + 1.28826i 0.127154 + 0.991883i \(0.459416\pi\)
−0.955070 + 0.296380i \(0.904221\pi\)
\(44\) −10.6490 3.68566i −1.60540 0.555634i
\(45\) 1.21516 2.10472i 0.181145 0.313753i
\(46\) 0.568719 + 0.411848i 0.0838531 + 0.0607236i
\(47\) 0.365139 0.210813i 0.0532610 0.0307503i −0.473133 0.880991i \(-0.656877\pi\)
0.526394 + 0.850241i \(0.323544\pi\)
\(48\) −2.92614 + 2.53551i −0.422352 + 0.365970i
\(49\) 6.56525 2.42847i 0.937893 0.346924i
\(50\) 0.0188876 0.131366i 0.00267111 0.0185780i
\(51\) 0.0731978 + 0.766562i 0.0102497 + 0.107340i
\(52\) 0.661771 1.65302i 0.0917711 0.229233i
\(53\) 8.49319 + 8.90740i 1.16663 + 1.22353i 0.970015 + 0.243045i \(0.0781461\pi\)
0.196614 + 0.980481i \(0.437005\pi\)
\(54\) −0.0670913 + 0.130139i −0.00912997 + 0.0177097i
\(55\) 12.5909 5.75006i 1.69775 0.775338i
\(56\) −1.12942 + 1.04868i −0.150926 + 0.140135i
\(57\) 0.920744 + 0.797829i 0.121956 + 0.105675i
\(58\) −0.347696 0.0670129i −0.0456547 0.00879922i
\(59\) 3.92927 + 0.953230i 0.511547 + 0.124100i 0.483221 0.875499i \(-0.339467\pi\)
0.0283268 + 0.999599i \(0.490982\pi\)
\(60\) 0.457080 4.78676i 0.0590088 0.617968i
\(61\) −3.27276 1.68723i −0.419034 0.216027i 0.235797 0.971802i \(-0.424230\pi\)
−0.654831 + 0.755775i \(0.727260\pi\)
\(62\) 0.418312 1.42464i 0.0531257 0.180929i
\(63\) 1.13089 2.39188i 0.142478 0.301349i
\(64\) −3.11150 + 6.81322i −0.388937 + 0.851653i
\(65\) 0.812870 + 2.03045i 0.100824 + 0.251846i
\(66\) −0.741199 + 0.382114i −0.0912352 + 0.0470350i
\(67\) 1.80868 + 9.38435i 0.220966 + 1.14648i 0.907715 + 0.419586i \(0.137825\pi\)
−0.686750 + 0.726894i \(0.740963\pi\)
\(68\) 0.761795 + 1.31947i 0.0923812 + 0.160009i
\(69\) −4.71624 + 0.870088i −0.567769 + 0.104746i
\(70\) 0.0572562 0.939709i 0.00684343 0.112317i
\(71\) −0.668798 0.771834i −0.0793717 0.0915998i 0.714675 0.699457i \(-0.246575\pi\)
−0.794046 + 0.607857i \(0.792029\pi\)
\(72\) −0.0277175 + 0.581862i −0.00326654 + 0.0685731i
\(73\) −4.24253 + 5.39482i −0.496551 + 0.631416i −0.968142 0.250402i \(-0.919437\pi\)
0.471591 + 0.881817i \(0.343680\pi\)
\(74\) 0.308065 0.219372i 0.0358119 0.0255015i
\(75\) 0.560326 + 0.712513i 0.0647009 + 0.0822739i
\(76\) 2.31288 + 0.679122i 0.265305 + 0.0779006i
\(77\) 13.1486 7.36073i 1.49842 0.838833i
\(78\) −0.0547366 0.119856i −0.00619769 0.0135711i
\(79\) −2.46122 + 2.58126i −0.276909 + 0.290414i −0.847472 0.530840i \(-0.821877\pi\)
0.570563 + 0.821254i \(0.306725\pi\)
\(80\) −3.07764 8.89226i −0.344091 0.994185i
\(81\) −0.327068 0.945001i −0.0363409 0.105000i
\(82\) −0.733604 + 0.769381i −0.0810130 + 0.0849639i
\(83\) 0.321882 + 0.704823i 0.0353311 + 0.0773644i 0.926475 0.376357i \(-0.122823\pi\)
−0.891144 + 0.453721i \(0.850096\pi\)
\(84\) 0.0693830 5.23432i 0.00757031 0.571112i
\(85\) −1.79566 0.527252i −0.194766 0.0571885i
\(86\) 0.908862 + 1.15571i 0.0980051 + 0.124624i
\(87\) 1.97000 1.40283i 0.211206 0.150399i
\(88\) −2.05088 + 2.60790i −0.218624 + 0.278003i
\(89\) −0.0252763 + 0.530615i −0.00267928 + 0.0562451i −0.999811 0.0194405i \(-0.993812\pi\)
0.997132 + 0.0756856i \(0.0241145\pi\)
\(90\) −0.233023 0.268922i −0.0245627 0.0283469i
\(91\) 1.06289 + 2.13059i 0.111421 + 0.223346i
\(92\) −7.77298 + 5.44235i −0.810389 + 0.567404i
\(93\) 5.07046 + 8.78229i 0.525782 + 0.910681i
\(94\) −0.0116830 0.0606169i −0.00120500 0.00625216i
\(95\) −2.63175 + 1.35676i −0.270012 + 0.139201i
\(96\) 0.643697 + 1.60788i 0.0656970 + 0.164103i
\(97\) 6.03440 13.2135i 0.612700 1.34163i −0.308011 0.951383i \(-0.599663\pi\)
0.920712 0.390244i \(-0.127609\pi\)
\(98\) −0.0216143 1.02468i −0.00218338 0.103508i
\(99\) 1.60459 5.46473i 0.161267 0.549226i
\(100\) 1.59409 + 0.821809i 0.159409 + 0.0821809i
\(101\) −0.867235 + 9.08209i −0.0862931 + 0.903702i 0.843868 + 0.536551i \(0.180273\pi\)
−0.930161 + 0.367151i \(0.880333\pi\)
\(102\) 0.109569 + 0.0265811i 0.0108489 + 0.00263192i
\(103\) −5.32656 1.02661i −0.524842 0.101155i −0.0800534 0.996791i \(-0.525509\pi\)
−0.444789 + 0.895636i \(0.646721\pi\)
\(104\) −0.396186 0.343297i −0.0388493 0.0336631i
\(105\) 4.37515 + 4.71202i 0.426971 + 0.459847i
\(106\) 1.63917 0.748583i 0.159210 0.0727089i
\(107\) 5.67142 11.0010i 0.548277 1.06351i −0.438087 0.898932i \(-0.644344\pi\)
0.986364 0.164577i \(-0.0526258\pi\)
\(108\) −1.36536 1.43195i −0.131382 0.137790i
\(109\) 1.99987 4.99544i 0.191553 0.478476i −0.801236 0.598348i \(-0.795824\pi\)
0.992789 + 0.119872i \(0.0382484\pi\)
\(110\) −0.192644 2.01746i −0.0183679 0.192357i
\(111\) −0.367600 + 2.55671i −0.0348911 + 0.242673i
\(112\) −4.13160 9.37378i −0.390399 0.885739i
\(113\) 5.60424 4.85610i 0.527202 0.456823i −0.350134 0.936700i \(-0.613864\pi\)
0.877336 + 0.479876i \(0.159318\pi\)
\(114\) 0.154482 0.0891902i 0.0144686 0.00835343i
\(115\) 2.29686 11.4268i 0.214184 1.06556i
\(116\) 2.39251 4.14395i 0.222139 0.384756i
\(117\) 0.850436 + 0.294339i 0.0786228 + 0.0272116i
\(118\) 0.320055 0.498015i 0.0294635 0.0458460i
\(119\) −1.99525 0.412054i −0.182905 0.0377730i
\(120\) −1.28778 0.588109i −0.117558 0.0536867i
\(121\) 16.8514 13.2521i 1.53195 1.20474i
\(122\) −0.390174 + 0.372030i −0.0353247 + 0.0336820i
\(123\) −0.345476 7.25244i −0.0311506 0.653931i
\(124\) 16.3440 + 11.6385i 1.46774 + 1.04517i
\(125\) 9.54565 2.80286i 0.853789 0.250695i
\(126\) −0.276791 0.271014i −0.0246585 0.0241438i
\(127\) −7.05773 + 8.14505i −0.626272 + 0.722756i −0.976885 0.213764i \(-0.931428\pi\)
0.350613 + 0.936520i \(0.385973\pi\)
\(128\) 3.30062 + 3.14713i 0.291736 + 0.278170i
\(129\) −9.99633 0.954534i −0.880128 0.0840420i
\(130\) 0.319865 0.0152370i 0.0280540 0.00133638i
\(131\) 7.62453 1.84969i 0.666159 0.161608i 0.111600 0.993753i \(-0.464402\pi\)
0.554558 + 0.832145i \(0.312887\pi\)
\(132\) −1.60371 11.1541i −0.139585 0.970838i
\(133\) −2.73453 + 1.70659i −0.237114 + 0.147980i
\(134\) 1.38505 + 0.199141i 0.119651 + 0.0172031i
\(135\) 2.42756 + 0.115639i 0.208932 + 0.00995263i
\(136\) 0.440464 0.0848925i 0.0377695 0.00727947i
\(137\) −11.9837 6.91879i −1.02384 0.591112i −0.108623 0.994083i \(-0.534644\pi\)
−0.915213 + 0.402971i \(0.867978\pi\)
\(138\) −0.105462 + 0.694217i −0.00897756 + 0.0590957i
\(139\) 8.85607i 0.751162i −0.926790 0.375581i \(-0.877443\pi\)
0.926790 0.375581i \(-0.122557\pi\)
\(140\) 11.7472 + 4.88449i 0.992817 + 0.412815i
\(141\) 0.354695 + 0.227948i 0.0298707 + 0.0191967i
\(142\) −0.138820 + 0.0555751i −0.0116495 + 0.00466376i
\(143\) 2.97308 + 4.17511i 0.248622 + 0.349140i
\(144\) −3.59449 1.43902i −0.299541 0.119918i
\(145\) 1.38569 + 5.71187i 0.115075 + 0.474345i
\(146\) 0.543275 + 0.845352i 0.0449618 + 0.0699619i
\(147\) 5.16688 + 4.72264i 0.426157 + 0.389517i
\(148\) 1.43983 + 4.90362i 0.118354 + 0.403075i
\(149\) −0.0899942 + 0.466934i −0.00737261 + 0.0382527i −0.985429 0.170089i \(-0.945594\pi\)
0.978056 + 0.208342i \(0.0668066\pi\)
\(150\) 0.125418 0.0434075i 0.0102403 0.00354421i
\(151\) 0.731559 3.01553i 0.0595334 0.245400i −0.934268 0.356572i \(-0.883945\pi\)
0.993801 + 0.111172i \(0.0354605\pi\)
\(152\) 0.411665 0.578102i 0.0333904 0.0468903i
\(153\) −0.647806 + 0.416320i −0.0523720 + 0.0336575i
\(154\) −0.388792 2.17176i −0.0313297 0.175006i
\(155\) −24.3948 + 3.50744i −1.95944 + 0.281725i
\(156\) 1.77251 0.169254i 0.141914 0.0135512i
\(157\) 12.3443 + 9.70764i 0.985180 + 0.774754i 0.974316 0.225187i \(-0.0722993\pi\)
0.0108643 + 0.999941i \(0.496542\pi\)
\(158\) 0.239287 + 0.464151i 0.0190366 + 0.0369259i
\(159\) −4.02541 + 11.6307i −0.319236 + 0.922371i
\(160\) −4.20916 −0.332763
\(161\) 1.47384 12.6027i 0.116155 0.993231i
\(162\) −0.146415 −0.0115035
\(163\) 1.54375 4.46036i 0.120916 0.349362i −0.868258 0.496113i \(-0.834760\pi\)
0.989174 + 0.146750i \(0.0468814\pi\)
\(164\) −6.58274 12.7687i −0.514025 0.997070i
\(165\) 10.8803 + 8.55639i 0.847033 + 0.666114i
\(166\) 0.112935 0.0107840i 0.00876548 0.000837001i
\(167\) −12.9017 + 1.85499i −0.998367 + 0.143543i −0.622075 0.782958i \(-0.713710\pi\)
−0.376292 + 0.926501i \(0.622801\pi\)
\(168\) −1.44963 0.523340i −0.111842 0.0403765i
\(169\) 10.2550 6.59048i 0.788845 0.506960i
\(170\) −0.158942 + 0.223202i −0.0121903 + 0.0171188i
\(171\) −0.287230 + 1.18398i −0.0219650 + 0.0905409i
\(172\) −18.7756 + 6.49830i −1.43163 + 0.495490i
\(173\) −3.78194 + 19.6226i −0.287536 + 1.49188i 0.494793 + 0.869011i \(0.335244\pi\)
−0.782329 + 0.622866i \(0.785968\pi\)
\(174\) −0.0997600 0.339752i −0.00756279 0.0257565i
\(175\) −2.23805 + 0.861742i −0.169181 + 0.0651416i
\(176\) −11.9221 18.5512i −0.898662 1.39835i
\(177\) 0.953230 + 3.92927i 0.0716492 + 0.295342i
\(178\) 0.0722068 + 0.0289072i 0.00541213 + 0.00216669i
\(179\) 0.00445921 + 0.00626209i 0.000333297 + 0.000468050i 0.814743 0.579823i \(-0.196878\pi\)
−0.814409 + 0.580291i \(0.802939\pi\)
\(180\) 4.46409 1.78715i 0.332734 0.133206i
\(181\) −7.01647 4.50921i −0.521530 0.335167i 0.253247 0.967402i \(-0.418501\pi\)
−0.774777 + 0.632235i \(0.782138\pi\)
\(182\) 0.345692 0.0450350i 0.0256244 0.00333821i
\(183\) 3.68208i 0.272187i
\(184\) 0.765699 + 2.68670i 0.0564481 + 0.198066i
\(185\) −5.43650 3.13876i −0.399699 0.230766i
\(186\) 1.45795 0.280997i 0.106902 0.0206037i
\(187\) −4.38080 0.208683i −0.320356 0.0152604i
\(188\) 0.825723 + 0.118721i 0.0602221 + 0.00865862i
\(189\) 2.64419 0.0908512i 0.192337 0.00660845i
\(190\) 0.0616965 + 0.429108i 0.00447593 + 0.0311308i
\(191\) 23.4611 5.69159i 1.69758 0.411829i 0.733980 0.679171i \(-0.237660\pi\)
0.963602 + 0.267342i \(0.0861453\pi\)
\(192\) −7.48160 + 0.356393i −0.539938 + 0.0257204i
\(193\) −12.7606 1.21849i −0.918529 0.0877089i −0.374929 0.927053i \(-0.622333\pi\)
−0.543600 + 0.839345i \(0.682939\pi\)
\(194\) −1.53928 1.46770i −0.110514 0.105375i
\(195\) −1.43226 + 1.65291i −0.102566 + 0.118368i
\(196\) 13.1808 + 4.25285i 0.941487 + 0.303775i
\(197\) −22.7841 + 6.69001i −1.62330 + 0.476643i −0.961902 0.273393i \(-0.911854\pi\)
−0.661396 + 0.750037i \(0.730036\pi\)
\(198\) −0.679274 0.483709i −0.0482739 0.0343757i
\(199\) 1.28150 + 26.9020i 0.0908431 + 1.90703i 0.342986 + 0.939340i \(0.388562\pi\)
−0.252143 + 0.967690i \(0.581135\pi\)
\(200\) 0.382148 0.364378i 0.0270220 0.0257654i
\(201\) −7.51235 + 5.90778i −0.529880 + 0.416703i
\(202\) 1.21509 + 0.554913i 0.0854935 + 0.0390436i
\(203\) 2.01244 + 6.07386i 0.141245 + 0.426301i
\(204\) −0.823715 + 1.28173i −0.0576716 + 0.0897387i
\(205\) 16.6752 + 5.77135i 1.16465 + 0.403089i
\(206\) −0.397121 + 0.687834i −0.0276688 + 0.0479237i
\(207\) −2.93447 3.79327i −0.203960 0.263650i
\(208\) 3.01757 1.74219i 0.209231 0.120799i
\(209\) −5.24404 + 4.54399i −0.362738 + 0.314314i
\(210\) 0.861483 0.379708i 0.0594480 0.0262024i
\(211\) −2.32219 + 16.1512i −0.159866 + 1.11189i 0.739011 + 0.673693i \(0.235293\pi\)
−0.898877 + 0.438200i \(0.855616\pi\)
\(212\) 2.31474 + 24.2410i 0.158977 + 1.66488i
\(213\) 0.379572 0.948126i 0.0260079 0.0649645i
\(214\) −1.25054 1.31153i −0.0854850 0.0896540i
\(215\) 11.1829 21.6918i 0.762668 1.47937i
\(216\) −0.529881 + 0.241988i −0.0360538 + 0.0164652i
\(217\) −26.1556 + 5.97935i −1.77556 + 0.405905i
\(218\) −0.595411 0.515927i −0.0403264 0.0349430i
\(219\) −6.73914 1.29886i −0.455389 0.0877691i
\(220\) 26.6147 + 6.45666i 1.79436 + 0.435308i
\(221\) 0.0658730 0.689853i 0.00443110 0.0464045i
\(222\) 0.336150 + 0.173297i 0.0225609 + 0.0116309i
\(223\) −0.461471 + 1.57163i −0.0309024 + 0.105244i −0.973500 0.228687i \(-0.926557\pi\)
0.942598 + 0.333930i \(0.108375\pi\)
\(224\) −4.56690 + 0.375076i −0.305139 + 0.0250608i
\(225\) −0.376550 + 0.824530i −0.0251034 + 0.0549687i
\(226\) −0.403528 1.00796i −0.0268423 0.0670487i
\(227\) −12.7451 + 6.57056i −0.845923 + 0.436104i −0.825981 0.563698i \(-0.809378\pi\)
−0.0199416 + 0.999801i \(0.506348\pi\)
\(228\) 0.456194 + 2.36696i 0.0302122 + 0.156756i
\(229\) −9.80503 16.9828i −0.647934 1.12226i −0.983615 0.180280i \(-0.942300\pi\)
0.335681 0.941976i \(-0.391034\pi\)
\(230\) −1.47105 0.865005i −0.0969984 0.0570367i
\(231\) 12.5675 + 8.31406i 0.826882 + 0.547025i
\(232\) −0.922560 1.06469i −0.0605691 0.0699004i
\(233\) −0.102530 + 2.15236i −0.00671695 + 0.141006i 0.993018 + 0.117966i \(0.0376375\pi\)
−0.999735 + 0.0230398i \(0.992666\pi\)
\(234\) 0.0814508 0.103573i 0.00532461 0.00677079i
\(235\) −0.834685 + 0.594376i −0.0544488 + 0.0387728i
\(236\) 4.94515 + 6.28827i 0.321902 + 0.409332i
\(237\) −3.42211 1.00482i −0.222290 0.0652702i
\(238\) −0.152561 + 0.256336i −0.00988906 + 0.0166158i
\(239\) 10.2567 + 22.4591i 0.663454 + 1.45276i 0.879268 + 0.476327i \(0.158032\pi\)
−0.215815 + 0.976434i \(0.569241\pi\)
\(240\) 6.49350 6.81018i 0.419153 0.439596i
\(241\) −7.48387 21.6232i −0.482078 1.39287i −0.879790 0.475363i \(-0.842317\pi\)
0.397711 0.917511i \(-0.369805\pi\)
\(242\) −1.02662 2.96622i −0.0659935 0.190676i
\(243\) 0.690079 0.723734i 0.0442686 0.0464276i
\(244\) −3.02639 6.62687i −0.193745 0.424242i
\(245\) −15.3224 + 7.39191i −0.978911 + 0.472252i
\(246\) −1.02001 0.299502i −0.0650335 0.0190955i
\(247\) −0.677751 0.861831i −0.0431243 0.0548370i
\(248\) 4.81195 3.42657i 0.305559 0.217588i
\(249\) −0.478977 + 0.609069i −0.0303539 + 0.0385982i
\(250\) 0.0693093 1.45498i 0.00438351 0.0920211i
\(251\) 2.89217 + 3.33775i 0.182552 + 0.210677i 0.839649 0.543130i \(-0.182761\pi\)
−0.657096 + 0.753807i \(0.728215\pi\)
\(252\) 4.68425 2.33684i 0.295080 0.147207i
\(253\) −1.08237 27.2929i −0.0680478 1.71589i
\(254\) 0.788991 + 1.36657i 0.0495057 + 0.0857463i
\(255\) −0.354177 1.83764i −0.0221794 0.115078i
\(256\) −12.7214 + 6.55834i −0.795088 + 0.409896i
\(257\) −0.516068 1.28907i −0.0321914 0.0804103i 0.911401 0.411519i \(-0.135002\pi\)
−0.943593 + 0.331109i \(0.892577\pi\)
\(258\) −0.610773 + 1.33741i −0.0380251 + 0.0832633i
\(259\) −6.17824 2.92109i −0.383897 0.181508i
\(260\) −1.21916 + 4.15206i −0.0756088 + 0.257500i
\(261\) 2.14959 + 1.10819i 0.133056 + 0.0685952i
\(262\) 0.109194 1.14353i 0.00674600 0.0706473i
\(263\) 11.6305 + 2.82152i 0.717164 + 0.173982i 0.577705 0.816246i \(-0.303948\pi\)
0.139459 + 0.990228i \(0.455464\pi\)
\(264\) −3.25776 0.627882i −0.200501 0.0386435i
\(265\) −22.6054 19.5877i −1.38864 1.20326i
\(266\) 0.105178 + 0.460081i 0.00644886 + 0.0282094i
\(267\) −0.483212 + 0.220675i −0.0295721 + 0.0135051i
\(268\) −8.66471 + 16.8072i −0.529281 + 1.02666i
\(269\) −0.371885 0.390021i −0.0226742 0.0237800i 0.712299 0.701876i \(-0.247654\pi\)
−0.734973 + 0.678096i \(0.762805\pi\)
\(270\) 0.132251 0.330346i 0.00804852 0.0201042i
\(271\) −1.51764 15.8935i −0.0921903 0.965460i −0.916690 0.399598i \(-0.869150\pi\)
0.824500 0.565862i \(-0.191457\pi\)
\(272\) −0.424312 + 2.95116i −0.0257277 + 0.178940i
\(273\) −1.40670 + 1.92102i −0.0851372 + 0.116266i
\(274\) −1.53117 + 1.32677i −0.0925015 + 0.0801530i
\(275\) −4.47094 + 2.58130i −0.269608 + 0.155658i
\(276\) −8.39914 4.41507i −0.505569 0.265756i
\(277\) −15.6524 + 27.1108i −0.940462 + 1.62893i −0.175870 + 0.984413i \(0.556274\pi\)
−0.764592 + 0.644515i \(0.777060\pi\)
\(278\) −1.22535 0.424097i −0.0734915 0.0254356i
\(279\) −5.48260 + 8.53108i −0.328234 + 0.510743i
\(280\) 2.49017 2.79800i 0.148816 0.167212i
\(281\) 23.9504 + 10.9378i 1.42876 + 0.652492i 0.971543 0.236863i \(-0.0761193\pi\)
0.457216 + 0.889356i \(0.348847\pi\)
\(282\) 0.0485250 0.0381605i 0.00288962 0.00227242i
\(283\) −21.6529 + 20.6460i −1.28713 + 1.22728i −0.327879 + 0.944720i \(0.606334\pi\)
−0.959251 + 0.282556i \(0.908818\pi\)
\(284\) −0.0961474 2.01838i −0.00570530 0.119769i
\(285\) −2.41188 1.71749i −0.142867 0.101735i
\(286\) 0.720053 0.211427i 0.0425776 0.0125019i
\(287\) 18.6068 + 4.77595i 1.09832 + 0.281915i
\(288\) −1.13418 + 1.30891i −0.0668321 + 0.0771284i
\(289\) −11.8743 11.3221i −0.698490 0.666008i
\(290\) 0.856666 + 0.0818017i 0.0503052 + 0.00480356i
\(291\) 14.5097 0.691184i 0.850576 0.0405179i
\(292\) −13.1964 + 3.20142i −0.772263 + 0.187349i
\(293\) 3.22313 + 22.4173i 0.188297 + 1.30964i 0.836416 + 0.548096i \(0.184647\pi\)
−0.648118 + 0.761540i \(0.724444\pi\)
\(294\) 0.900866 0.488746i 0.0525396 0.0285043i
\(295\) −9.72634 1.39844i −0.566290 0.0814202i
\(296\) 1.50295 + 0.0715945i 0.0873574 + 0.00416134i
\(297\) 5.59251 1.07787i 0.324511 0.0625443i
\(298\) 0.0602965 + 0.0348122i 0.00349288 + 0.00201662i
\(299\) 4.31578 + 0.0343684i 0.249588 + 0.00198757i
\(300\) 1.79346i 0.103545i
\(301\) 10.2004 24.5319i 0.587942 1.41400i
\(302\) −0.382203 0.245627i −0.0219933 0.0141342i
\(303\) −8.46988 + 3.39083i −0.486582 + 0.194798i
\(304\) 2.73620 + 3.84246i 0.156932 + 0.220380i
\(305\) 8.30761 + 3.32587i 0.475693 + 0.190439i
\(306\) 0.0265811 + 0.109569i 0.00151954 + 0.00626362i
\(307\) −11.7591 18.2975i −0.671126 1.04429i −0.995162 0.0982482i \(-0.968676\pi\)
0.324036 0.946045i \(-0.394960\pi\)
\(308\) 29.4521 + 4.63380i 1.67819 + 0.264035i
\(309\) −1.52828 5.20486i −0.0869411 0.296094i
\(310\) −0.682913 + 3.54329i −0.0387868 + 0.201245i
\(311\) 27.6968 9.58597i 1.57054 0.543570i 0.603320 0.797499i \(-0.293844\pi\)
0.967223 + 0.253929i \(0.0817229\pi\)
\(312\) 0.123592 0.509452i 0.00699701 0.0288421i
\(313\) 20.4771 28.7561i 1.15743 1.62539i 0.523385 0.852096i \(-0.324669\pi\)
0.634049 0.773293i \(-0.281392\pi\)
\(314\) 1.93431 1.24311i 0.109160 0.0701526i
\(315\) −2.18341 + 6.04796i −0.123021 + 0.340764i
\(316\) −6.98488 + 1.00427i −0.392930 + 0.0564948i
\(317\) −11.1338 + 1.06315i −0.625338 + 0.0597125i −0.402914 0.915238i \(-0.632003\pi\)
−0.222423 + 0.974950i \(0.571397\pi\)
\(318\) 1.41648 + 1.11393i 0.0794322 + 0.0624661i
\(319\) 6.31162 + 12.2428i 0.353383 + 0.685467i
\(320\) 5.95371 17.2021i 0.332823 0.961628i
\(321\) 12.3769 0.690811
\(322\) −1.67316 0.807438i −0.0932416 0.0449968i
\(323\) 0.938165 0.0522009
\(324\) 0.647124 1.86974i 0.0359514 0.103875i
\(325\) −0.373792 0.725056i −0.0207343 0.0402189i
\(326\) −0.543220 0.427193i −0.0300862 0.0236600i
\(327\) 5.35651 0.511485i 0.296216 0.0282852i
\(328\) −4.18645 + 0.601920i −0.231158 + 0.0332355i
\(329\) −0.852661 + 0.719271i −0.0470087 + 0.0396547i
\(330\) 1.70492 1.09568i 0.0938526 0.0603154i
\(331\) −9.57348 + 13.4441i −0.526206 + 0.738953i −0.989065 0.147479i \(-0.952884\pi\)
0.462859 + 0.886432i \(0.346824\pi\)
\(332\) −0.361437 + 1.48986i −0.0198364 + 0.0817669i
\(333\) −2.44094 + 0.844819i −0.133763 + 0.0462958i
\(334\) −0.361174 + 1.87395i −0.0197626 + 0.102538i
\(335\) −6.54371 22.2858i −0.357521 1.21761i
\(336\) 6.43854 7.96762i 0.351251 0.434669i
\(337\) −14.4611 22.5019i −0.787747 1.22576i −0.970143 0.242533i \(-0.922022\pi\)
0.182396 0.983225i \(-0.441615\pi\)
\(338\) −0.420787 1.73451i −0.0228878 0.0943448i
\(339\) 6.88428 + 2.75605i 0.373903 + 0.149688i
\(340\) −2.14784 3.01622i −0.116483 0.163577i
\(341\) −53.6197 + 21.4661i −2.90367 + 1.16245i
\(342\) 0.150063 + 0.0964397i 0.00811448 + 0.00521486i
\(343\) −15.9660 + 9.38553i −0.862081 + 0.506771i
\(344\) 5.84957i 0.315388i
\(345\) 11.2091 3.19455i 0.603476 0.171989i
\(346\) 2.53392 + 1.46296i 0.136224 + 0.0786492i
\(347\) 33.3348 6.42476i 1.78951 0.344899i 0.816797 0.576925i \(-0.195748\pi\)
0.972710 + 0.232026i \(0.0745355\pi\)
\(348\) 4.77960 + 0.227680i 0.256213 + 0.0122049i
\(349\) 18.4259 + 2.64924i 0.986315 + 0.141811i 0.616551 0.787315i \(-0.288529\pi\)
0.369764 + 0.929126i \(0.379438\pi\)
\(350\) 0.0120575 + 0.350929i 0.000644501 + 0.0187580i
\(351\) 0.128074 + 0.890771i 0.00683606 + 0.0475458i
\(352\) −9.58610 + 2.32556i −0.510941 + 0.123953i
\(353\) −14.0685 + 0.670167i −0.748793 + 0.0356694i −0.418510 0.908212i \(-0.637447\pi\)
−0.330284 + 0.943882i \(0.607144\pi\)
\(354\) 0.589311 + 0.0562724i 0.0313215 + 0.00299084i
\(355\) 1.79634 + 1.71280i 0.0953397 + 0.0909062i
\(356\) −0.688288 + 0.794327i −0.0364792 + 0.0420993i
\(357\) −0.548030 1.96227i −0.0290048 0.103854i
\(358\) 0.00107998 0.000317111i 5.70787e−5 1.67598e-5i
\(359\) 5.74031 + 4.08766i 0.302962 + 0.215738i 0.721420 0.692498i \(-0.243490\pi\)
−0.418458 + 0.908236i \(0.637429\pi\)
\(360\) −0.0673623 1.41411i −0.00355031 0.0745301i
\(361\) −12.6767 + 12.0872i −0.667195 + 0.636169i
\(362\) −0.959908 + 0.754880i −0.0504516 + 0.0396756i
\(363\) 19.5007 + 8.90568i 1.02352 + 0.467427i
\(364\) −0.952785 + 4.61359i −0.0499395 + 0.241818i
\(365\) 9.01772 14.0318i 0.472009 0.734460i
\(366\) −0.509461 0.176326i −0.0266300 0.00921672i
\(367\) −0.172874 + 0.299427i −0.00902398 + 0.0156300i −0.870502 0.492165i \(-0.836206\pi\)
0.861478 + 0.507795i \(0.169539\pi\)
\(368\) −18.5400 1.03120i −0.966465 0.0537552i
\(369\) 6.28792 3.63033i 0.327336 0.188988i
\(370\) −0.694628 + 0.601899i −0.0361120 + 0.0312912i
\(371\) −26.2721 19.2382i −1.36398 0.998795i
\(372\) −2.85547 + 19.8602i −0.148049 + 1.02970i
\(373\) −1.68599 17.6565i −0.0872973 0.914219i −0.927965 0.372668i \(-0.878443\pi\)
0.840668 0.541552i \(-0.182163\pi\)
\(374\) −0.238660 + 0.596145i −0.0123408 + 0.0308259i
\(375\) 6.86535 + 7.20017i 0.354525 + 0.371815i
\(376\) 0.112543 0.218304i 0.00580399 0.0112582i
\(377\) −1.97974 + 0.904118i −0.101962 + 0.0465644i
\(378\) 0.114054 0.370207i 0.00586630 0.0190414i
\(379\) 12.2120 + 10.5817i 0.627287 + 0.543547i 0.909447 0.415820i \(-0.136505\pi\)
−0.282160 + 0.959367i \(0.591051\pi\)
\(380\) −5.75246 1.10870i −0.295095 0.0568749i
\(381\) −10.4736 2.54088i −0.536581 0.130173i
\(382\) 0.335994 3.51869i 0.0171909 0.180032i
\(383\) 5.83695 + 3.00916i 0.298254 + 0.153761i 0.600858 0.799356i \(-0.294826\pi\)
−0.302604 + 0.953116i \(0.597856\pi\)
\(384\) −1.28485 + 4.37581i −0.0655674 + 0.223302i
\(385\) −30.1101 + 20.8455i −1.53455 + 1.06238i
\(386\) −0.779670 + 1.70724i −0.0396841 + 0.0868962i
\(387\) −3.73216 9.32249i −0.189716 0.473889i
\(388\) 25.5460 13.1699i 1.29690 0.668599i
\(389\) 2.71279 + 14.0753i 0.137544 + 0.713644i 0.983573 + 0.180509i \(0.0577744\pi\)
−0.846030 + 0.533136i \(0.821014\pi\)
\(390\) 0.160114 + 0.277325i 0.00810767 + 0.0140429i
\(391\) −2.30592 + 2.88464i −0.116615 + 0.145883i
\(392\) 2.45248 3.25770i 0.123869 0.164539i
\(393\) 5.13784 + 5.92938i 0.259170 + 0.299098i
\(394\) −0.165431 + 3.47283i −0.00833431 + 0.174959i
\(395\) 5.35816 6.81345i 0.269598 0.342822i
\(396\) 9.17928 6.53653i 0.461276 0.328473i
\(397\) 4.73475 + 6.02073i 0.237630 + 0.302172i 0.890212 0.455547i \(-0.150556\pi\)
−0.652581 + 0.757719i \(0.726314\pi\)
\(398\) 3.78359 + 1.11096i 0.189654 + 0.0556875i
\(399\) −2.76991 1.64854i −0.138669 0.0825303i
\(400\) 1.45794 + 3.19244i 0.0728970 + 0.159622i
\(401\) 17.5001 18.3536i 0.873913 0.916534i −0.123206 0.992381i \(-0.539318\pi\)
0.997119 + 0.0758470i \(0.0241661\pi\)
\(402\) 0.457665 + 1.32234i 0.0228263 + 0.0659522i
\(403\) −2.98486 8.62420i −0.148687 0.429602i
\(404\) −12.4568 + 13.0643i −0.619748 + 0.649973i
\(405\) 1.00959 + 2.21069i 0.0501670 + 0.109850i
\(406\) 0.936765 + 0.0124172i 0.0464908 + 0.000616254i
\(407\) −14.1154 4.14467i −0.699676 0.205444i
\(408\) 0.277288 + 0.352600i 0.0137278 + 0.0174563i
\(409\) −18.5764 + 13.2282i −0.918544 + 0.654092i −0.938341 0.345712i \(-0.887637\pi\)
0.0197970 + 0.999804i \(0.493698\pi\)
\(410\) 1.59708 2.03085i 0.0788740 0.100296i
\(411\) 0.658419 13.8219i 0.0324774 0.681784i
\(412\) −7.02855 8.11138i −0.346272 0.399619i
\(413\) −10.6776 0.650584i −0.525411 0.0320131i
\(414\) −0.665371 + 0.224370i −0.0327012 + 0.0110272i
\(415\) −0.941559 1.63083i −0.0462193 0.0800542i
\(416\) −0.294972 1.53046i −0.0144622 0.0750369i
\(417\) 7.87159 4.05809i 0.385473 0.198725i
\(418\) 0.377592 + 0.943179i 0.0184686 + 0.0461324i
\(419\) −1.72761 + 3.78293i −0.0843992 + 0.184808i −0.947126 0.320862i \(-0.896027\pi\)
0.862727 + 0.505670i \(0.168755\pi\)
\(420\) 1.04136 + 12.6795i 0.0508129 + 0.618696i
\(421\) 0.401882 1.36868i 0.0195865 0.0667056i −0.949120 0.314915i \(-0.898024\pi\)
0.968706 + 0.248209i \(0.0798421\pi\)
\(422\) 2.12351 + 1.09475i 0.103371 + 0.0532914i
\(423\) −0.0400781 + 0.419717i −0.00194867 + 0.0204074i
\(424\) 6.96733 + 1.69026i 0.338363 + 0.0820861i
\(425\) 0.685392 + 0.132099i 0.0332464 + 0.00640772i
\(426\) −0.113008 0.0979221i −0.00547526 0.00474434i
\(427\) 9.31005 + 2.86825i 0.450545 + 0.138804i
\(428\) 22.2755 10.1729i 1.07673 0.491724i
\(429\) −2.34864 + 4.55573i −0.113393 + 0.219953i
\(430\) −2.46581 2.58607i −0.118912 0.124711i
\(431\) −1.30070 + 3.24899i −0.0626525 + 0.156498i −0.956391 0.292091i \(-0.905649\pi\)
0.893738 + 0.448589i \(0.148073\pi\)
\(432\) −0.368041 3.85430i −0.0177074 0.185440i
\(433\) 3.40950 23.7136i 0.163850 1.13960i −0.727441 0.686170i \(-0.759291\pi\)
0.891291 0.453431i \(-0.149800\pi\)
\(434\) −0.425214 + 3.90529i −0.0204109 + 0.187460i
\(435\) −4.44196 + 3.84898i −0.212976 + 0.184544i
\(436\) 9.22006 5.32320i 0.441561 0.254935i
\(437\) 0.509064 + 5.82063i 0.0243518 + 0.278439i
\(438\) −0.502436 + 0.870245i −0.0240073 + 0.0415819i
\(439\) 25.1924 + 8.71918i 1.20237 + 0.416144i 0.853533 0.521040i \(-0.174456\pi\)
0.348837 + 0.937184i \(0.386577\pi\)
\(440\) 4.35925 6.78312i 0.207819 0.323372i
\(441\) −1.83005 + 6.75655i −0.0871450 + 0.321740i
\(442\) −0.0922952 0.0421498i −0.00439004 0.00200486i
\(443\) −9.62634 + 7.57024i −0.457361 + 0.359673i −0.820102 0.572217i \(-0.806083\pi\)
0.362741 + 0.931890i \(0.381841\pi\)
\(444\) −3.69874 + 3.52674i −0.175535 + 0.167372i
\(445\) −0.0614295 1.28956i −0.00291204 0.0611311i
\(446\) 0.195355 + 0.139112i 0.00925034 + 0.00658714i
\(447\) −0.456265 + 0.133972i −0.0215806 + 0.00633664i
\(448\) 4.92686 19.1947i 0.232772 0.906864i
\(449\) 15.4358 17.8139i 0.728460 0.840688i −0.263837 0.964567i \(-0.584988\pi\)
0.992297 + 0.123879i \(0.0395336\pi\)
\(450\) 0.0960519 + 0.0915853i 0.00452793 + 0.00431737i
\(451\) 41.1654 + 3.93082i 1.93840 + 0.185095i
\(452\) 14.6554 0.698121i 0.689330 0.0328368i
\(453\) 3.01553 0.731559i 0.141682 0.0343716i
\(454\) 0.298785 + 2.07809i 0.0140227 + 0.0975298i
\(455\) −3.06366 4.90901i −0.143627 0.230138i
\(456\) 0.702474 + 0.101000i 0.0328963 + 0.00472978i
\(457\) −6.84827 0.326223i −0.320349 0.0152601i −0.113208 0.993571i \(-0.536113\pi\)
−0.207140 + 0.978311i \(0.566416\pi\)
\(458\) −2.81932 + 0.543380i −0.131738 + 0.0253905i
\(459\) −0.666882 0.385024i −0.0311274 0.0179714i
\(460\) 17.5480 14.9624i 0.818179 0.697627i
\(461\) 35.4027i 1.64887i −0.565957 0.824435i \(-0.691493\pi\)
0.565957 0.824435i \(-0.308507\pi\)
\(462\) 1.75218 1.34073i 0.0815190 0.0623764i
\(463\) 16.3421 + 10.5025i 0.759484 + 0.488091i 0.862167 0.506624i \(-0.169107\pi\)
−0.102684 + 0.994714i \(0.532743\pi\)
\(464\) 8.69302 3.48016i 0.403563 0.161562i
\(465\) −14.2959 20.0758i −0.662956 0.930991i
\(466\) 0.292897 + 0.117258i 0.0135682 + 0.00543188i
\(467\) 7.59581 + 31.3104i 0.351492 + 1.44887i 0.823520 + 0.567287i \(0.192007\pi\)
−0.472027 + 0.881584i \(0.656478\pi\)
\(468\) 0.962649 + 1.49791i 0.0444985 + 0.0692409i
\(469\) −9.08574 23.5968i −0.419541 1.08960i
\(470\) 0.0422682 + 0.143952i 0.00194969 + 0.00664003i
\(471\) −2.97202 + 15.4203i −0.136944 + 0.710531i
\(472\) 2.22574 0.770336i 0.102448 0.0354576i
\(473\) 13.4836 55.5803i 0.619978 2.55559i
\(474\) −0.302907 + 0.425373i −0.0139130 + 0.0195380i
\(475\) 0.929028 0.597050i 0.0426267 0.0273945i
\(476\) −2.59916 3.08118i −0.119132 0.141226i
\(477\) −12.1823 + 1.75155i −0.557789 + 0.0801979i
\(478\) 3.59867 0.343632i 0.164599 0.0157173i
\(479\) −24.6423 19.3789i −1.12593 0.885444i −0.131553 0.991309i \(-0.541996\pi\)
−0.994380 + 0.105865i \(0.966239\pi\)
\(480\) −1.92875 3.74125i −0.0880350 0.170764i
\(481\) 0.760278 2.19668i 0.0346657 0.100160i
\(482\) −3.35023 −0.152599
\(483\) 11.8771 4.46489i 0.540425 0.203159i
\(484\) 42.4165 1.92802
\(485\) −11.5466 + 33.3616i −0.524303 + 1.51487i
\(486\) −0.0670913 0.130139i −0.00304332 0.00590322i
\(487\) 29.2887 + 23.0329i 1.32720 + 1.04372i 0.994934 + 0.100531i \(0.0320541\pi\)
0.332262 + 0.943187i \(0.392188\pi\)
\(488\) −2.13518 + 0.203885i −0.0966550 + 0.00922944i
\(489\) 4.67191 0.671720i 0.211271 0.0303762i
\(490\) 0.289009 + 2.47402i 0.0130561 + 0.111765i
\(491\) 19.1219 12.2889i 0.862961 0.554591i −0.0326313 0.999467i \(-0.510389\pi\)
0.895592 + 0.444876i \(0.146752\pi\)
\(492\) 8.33292 11.7019i 0.375677 0.527564i
\(493\) 0.439056 1.80981i 0.0197741 0.0815099i
\(494\) −0.151701 + 0.0525042i −0.00682535 + 0.00236228i
\(495\) −2.61956 + 13.5916i −0.117741 + 0.610896i
\(496\) 11.0619 + 37.6735i 0.496696 + 1.69159i
\(497\) 2.10164 + 1.69831i 0.0942713 + 0.0761795i
\(498\) 0.0613351 + 0.0954393i 0.00274849 + 0.00427674i
\(499\) −7.54416 31.0975i −0.337723 1.39211i −0.847038 0.531533i \(-0.821616\pi\)
0.509315 0.860580i \(-0.329899\pi\)
\(500\) 18.2740 + 7.31581i 0.817238 + 0.327173i
\(501\) −7.56070 10.6175i −0.337787 0.474356i
\(502\) 0.600318 0.240331i 0.0267935 0.0107265i
\(503\) 25.7986 + 16.5797i 1.15030 + 0.739253i 0.969699 0.244303i \(-0.0785592\pi\)
0.180602 + 0.983556i \(0.442196\pi\)
\(504\) −0.199098 1.52829i −0.00886853 0.0680756i
\(505\) 22.1728i 0.986676i
\(506\) −3.82815 1.15724i −0.170182 0.0514454i
\(507\) 10.5570 + 6.09506i 0.468851 + 0.270691i
\(508\) −20.9385 + 4.03557i −0.928996 + 0.179049i
\(509\) −36.0112 1.71542i −1.59617 0.0760348i −0.769470 0.638683i \(-0.779480\pi\)
−0.826697 + 0.562648i \(0.809783\pi\)
\(510\) −0.271222 0.0389958i −0.0120099 0.00172676i
\(511\) 8.53378 16.0280i 0.377512 0.709037i
\(512\) 1.59629 + 11.1025i 0.0705469 + 0.490665i
\(513\) −1.18398 + 0.287230i −0.0522738 + 0.0126815i
\(514\) −0.203073 + 0.00967355i −0.00895716 + 0.000426682i
\(515\) 13.1238 + 1.25317i 0.578303 + 0.0552213i
\(516\) −14.3794 13.7107i −0.633017 0.603581i
\(517\) −1.57255 + 1.81482i −0.0691606 + 0.0798156i
\(518\) −0.700031 + 0.714953i −0.0307576 + 0.0314132i
\(519\) −19.1742 + 5.63006i −0.841655 + 0.247132i
\(520\) 1.03781 + 0.739018i 0.0455108 + 0.0324081i
\(521\) 0.192906 + 4.04959i 0.00845136 + 0.177416i 0.999146 + 0.0413141i \(0.0131544\pi\)
−0.990695 + 0.136102i \(0.956543\pi\)
\(522\) 0.256271 0.244353i 0.0112167 0.0106951i
\(523\) −4.70878 + 3.70303i −0.205901 + 0.161922i −0.715785 0.698321i \(-0.753931\pi\)
0.509884 + 0.860243i \(0.329688\pi\)
\(524\) 14.1204 + 6.44857i 0.616852 + 0.281707i
\(525\) −1.79148 1.59439i −0.0781867 0.0695848i
\(526\) 0.947348 1.47410i 0.0413063 0.0642739i
\(527\) 7.37952 + 2.55408i 0.321457 + 0.111257i
\(528\) 11.0259 19.0974i 0.479841 0.831108i
\(529\) −19.1483 12.7413i −0.832537 0.553970i
\(530\) −3.79273 + 2.18973i −0.164746 + 0.0951159i
\(531\) −3.05568 + 2.64776i −0.132605 + 0.114903i
\(532\) −6.34017 0.690328i −0.274881 0.0299295i
\(533\) −0.929899 + 6.46759i −0.0402784 + 0.280143i
\(534\) 0.00739329 + 0.0774260i 0.000319939 + 0.00335055i
\(535\) −11.1795 + 27.9251i −0.483333 + 1.20731i
\(536\) 3.84180 + 4.02917i 0.165941 + 0.174034i
\(537\) −0.00352264 + 0.00683296i −0.000152013 + 0.000294864i
\(538\) −0.0717730 + 0.0327776i −0.00309435 + 0.00141314i
\(539\) −30.8117 + 25.3002i −1.32715 + 1.08976i
\(540\) 3.63405 + 3.14892i 0.156385 + 0.135508i
\(541\) 21.0398 + 4.05509i 0.904571 + 0.174342i 0.620266 0.784392i \(-0.287025\pi\)
0.284306 + 0.958734i \(0.408237\pi\)
\(542\) −2.27174 0.551118i −0.0975795 0.0236725i
\(543\) 0.792814 8.30272i 0.0340229 0.356304i
\(544\) 1.18542 + 0.611127i 0.0508245 + 0.0262018i
\(545\) −3.68429 + 12.5475i −0.157817 + 0.537477i
\(546\) 0.198434 + 0.286628i 0.00849220 + 0.0122665i
\(547\) −7.19393 + 15.7525i −0.307590 + 0.673528i −0.998792 0.0491332i \(-0.984354\pi\)
0.691202 + 0.722661i \(0.257081\pi\)
\(548\) −10.1756 25.4173i −0.434679 1.08578i
\(549\) 3.27276 1.68723i 0.139678 0.0720091i
\(550\) 0.143052 + 0.742222i 0.00609974 + 0.0316485i
\(551\) −1.47321 2.55167i −0.0627608 0.108705i
\(552\) −2.03717 + 1.91170i −0.0867076 + 0.0813672i
\(553\) 5.20641 7.86999i 0.221399 0.334666i
\(554\) 3.00155 + 3.46398i 0.127524 + 0.147170i
\(555\) 0.298697 6.27041i 0.0126790 0.266164i
\(556\) 10.8316 13.7734i 0.459360 0.584124i
\(557\) 25.2298 17.9661i 1.06902 0.761247i 0.0967986 0.995304i \(-0.469140\pi\)
0.972223 + 0.234057i \(0.0752003\pi\)
\(558\) 0.917833 + 1.16712i 0.0388550 + 0.0494081i
\(559\) 8.67087 + 2.54600i 0.366739 + 0.107684i
\(560\) 12.1611 + 21.7236i 0.513901 + 0.917991i
\(561\) −1.82191 3.98943i −0.0769212 0.168434i
\(562\) 2.66030 2.79005i 0.112218 0.117691i
\(563\) −8.72514 25.2096i −0.367721 1.06246i −0.965411 0.260732i \(-0.916036\pi\)
0.597691 0.801727i \(-0.296085\pi\)
\(564\) 0.272845 + 0.788333i 0.0114888 + 0.0331948i
\(565\) −12.4366 + 13.0431i −0.523210 + 0.548727i
\(566\) 1.81972 + 3.98463i 0.0764886 + 0.167487i
\(567\) 1.29239 + 2.30862i 0.0542753 + 0.0969529i
\(568\) −0.570821 0.167608i −0.0239511 0.00703268i
\(569\) 3.03056 + 3.85367i 0.127048 + 0.161554i 0.845416 0.534109i \(-0.179353\pi\)
−0.718368 + 0.695664i \(0.755110\pi\)
\(570\) −0.353136 + 0.251467i −0.0147912 + 0.0105328i
\(571\) 2.14191 2.72366i 0.0896360 0.113982i −0.739166 0.673523i \(-0.764780\pi\)
0.828802 + 0.559541i \(0.189023\pi\)
\(572\) −0.482534 + 10.1296i −0.0201758 + 0.423542i
\(573\) 15.8094 + 18.2450i 0.660446 + 0.762195i
\(574\) 1.55185 2.34577i 0.0647728 0.0979104i
\(575\) −0.447670 + 4.32404i −0.0186691 + 0.180325i
\(576\) −3.74504 6.48661i −0.156044 0.270275i
\(577\) 6.19220 + 32.1282i 0.257785 + 1.33751i 0.847883 + 0.530183i \(0.177877\pi\)
−0.590098 + 0.807331i \(0.700911\pi\)
\(578\) −2.13519 + 1.10077i −0.0888123 + 0.0457859i
\(579\) −4.76421 11.9004i −0.197994 0.494565i
\(580\) −4.83091 + 10.5782i −0.200592 + 0.439236i
\(581\) −1.16691 1.68553i −0.0484114 0.0699277i
\(582\) 0.599204 2.04070i 0.0248378 0.0845898i
\(583\) −62.3047 32.1203i −2.58040 1.33029i
\(584\) −0.380029 + 3.97984i −0.0157257 + 0.164687i
\(585\) −2.12547 0.515633i −0.0878772 0.0213188i
\(586\) 3.25607 + 0.627555i 0.134507 + 0.0259241i
\(587\) 9.32241 + 8.07792i 0.384777 + 0.333411i 0.825675 0.564146i \(-0.190794\pi\)
−0.440898 + 0.897557i \(0.645340\pi\)
\(588\) 2.25972 + 13.6643i 0.0931894 + 0.563508i
\(589\) 11.2384 5.13240i 0.463070 0.211477i
\(590\) −0.659264 + 1.27879i −0.0271414 + 0.0526471i
\(591\) −16.3866 17.1858i −0.674054 0.706928i
\(592\) −3.71699 + 9.28458i −0.152767 + 0.381594i
\(593\) 0.328398 + 3.43914i 0.0134857 + 0.141229i 0.999707 0.0242022i \(-0.00770456\pi\)
−0.986221 + 0.165431i \(0.947098\pi\)
\(594\) 0.118676 0.825411i 0.00486934 0.0338670i
\(595\) 4.92234 + 0.535952i 0.201796 + 0.0219719i
\(596\) −0.711055 + 0.616133i −0.0291260 + 0.0252378i
\(597\) −23.3242 + 13.4662i −0.954596 + 0.551137i
\(598\) 0.211428 0.595496i 0.00864594 0.0243516i
\(599\) −8.35074 + 14.4639i −0.341202 + 0.590979i −0.984656 0.174506i \(-0.944167\pi\)
0.643454 + 0.765484i \(0.277501\pi\)
\(600\) 0.498982 + 0.172699i 0.0203709 + 0.00705043i
\(601\) −10.1539 + 15.7998i −0.414186 + 0.644485i −0.984182 0.177162i \(-0.943308\pi\)
0.569996 + 0.821647i \(0.306945\pi\)
\(602\) −2.90582 2.58613i −0.118433 0.105403i
\(603\) −8.69340 3.97014i −0.354023 0.161677i
\(604\) 4.82595 3.79517i 0.196365 0.154423i
\(605\) −37.7074 + 35.9539i −1.53302 + 1.46174i
\(606\) 0.0635602 + 1.33429i 0.00258196 + 0.0542019i
\(607\) 23.3113 + 16.5999i 0.946175 + 0.673768i 0.945290 0.326231i \(-0.105779\pi\)
0.000885034 1.00000i \(0.499718\pi\)
\(608\) 2.02458 0.594471i 0.0821077 0.0241090i
\(609\) −4.47651 + 4.57193i −0.181397 + 0.185264i
\(610\) 0.858008 0.990193i 0.0347397 0.0400918i
\(611\) −0.274610 0.261840i −0.0111095 0.0105929i
\(612\) −1.51669 0.144826i −0.0613086 0.00585426i
\(613\) 26.7442 1.27399i 1.08019 0.0514558i 0.500068 0.865986i \(-0.333308\pi\)
0.580121 + 0.814530i \(0.303005\pi\)
\(614\) −3.09480 + 0.750791i −0.124896 + 0.0302994i
\(615\) 2.51125 + 17.4661i 0.101263 + 0.704302i
\(616\) 4.12530 7.74807i 0.166213 0.312179i
\(617\) −10.5744 1.52037i −0.425711 0.0612079i −0.0738700 0.997268i \(-0.523535\pi\)
−0.351841 + 0.936060i \(0.614444\pi\)
\(618\) −0.793343 0.0377916i −0.0319129 0.00152020i
\(619\) −22.2516 + 4.28864i −0.894366 + 0.172375i −0.615670 0.788004i \(-0.711114\pi\)
−0.278696 + 0.960379i \(0.589902\pi\)
\(620\) −42.2300 24.3815i −1.69600 0.979184i
\(621\) 2.02694 4.34644i 0.0813381 0.174417i
\(622\) 4.29125i 0.172063i
\(623\) −0.181562 1.39369i −0.00727415 0.0558370i
\(624\) 2.93125 + 1.88380i 0.117344 + 0.0754124i
\(625\) −26.6540 + 10.6706i −1.06616 + 0.426826i
\(626\) −2.99816 4.21032i −0.119831 0.168278i
\(627\) −6.44182 2.57891i −0.257261 0.102992i
\(628\) 7.32540 + 30.1957i 0.292315 + 1.20494i
\(629\) 1.07536 + 1.67329i 0.0428773 + 0.0667184i
\(630\) 0.732253 + 0.591724i 0.0291736 + 0.0235749i
\(631\) −11.2343 38.2604i −0.447229 1.52312i −0.807268 0.590185i \(-0.799055\pi\)
0.360039 0.932937i \(-0.382763\pi\)
\(632\) −0.393191 + 2.04007i −0.0156403 + 0.0811495i
\(633\) −15.4198 + 5.33686i −0.612883 + 0.212121i
\(634\) −0.386073 + 1.59141i −0.0153329 + 0.0632032i
\(635\) 15.1932 21.3359i 0.602924 0.846688i
\(636\) −20.4856 + 13.1653i −0.812307 + 0.522038i
\(637\) −3.76148 5.05323i −0.149035 0.200216i
\(638\) 1.99620 0.287010i 0.0790302 0.0113628i
\(639\) 1.01666 0.0970791i 0.0402184 0.00384039i
\(640\) −8.71227 6.85140i −0.344383 0.270826i
\(641\) 2.96083 + 5.74321i 0.116946 + 0.226843i 0.940042 0.341059i \(-0.110786\pi\)
−0.823096 + 0.567902i \(0.807755\pi\)
\(642\) 0.592701 1.71250i 0.0233920 0.0675869i
\(643\) 24.7386 0.975594 0.487797 0.872957i \(-0.337801\pi\)
0.487797 + 0.872957i \(0.337801\pi\)
\(644\) 17.7061 17.7978i 0.697719 0.701331i
\(645\) 24.4048 0.960937
\(646\) 0.0449266 0.129807i 0.00176761 0.00510718i
\(647\) −4.34149 8.42132i −0.170682 0.331076i 0.787943 0.615748i \(-0.211146\pi\)
−0.958625 + 0.284671i \(0.908116\pi\)
\(648\) −0.457893 0.360091i −0.0179877 0.0141457i
\(649\) −22.9238 + 2.18895i −0.899836 + 0.0859240i
\(650\) −0.118221 + 0.0169975i −0.00463699 + 0.000666699i
\(651\) −17.2998 20.5081i −0.678034 0.803777i
\(652\) 7.85624 5.04890i 0.307674 0.197730i
\(653\) −6.03170 + 8.47033i −0.236039 + 0.331470i −0.915557 0.402189i \(-0.868249\pi\)
0.679518 + 0.733659i \(0.262189\pi\)
\(654\) 0.185741 0.765634i 0.00726304 0.0299387i
\(655\) −18.0188 + 6.23638i −0.704054 + 0.243675i
\(656\) 5.32025 27.6041i 0.207721 1.07776i
\(657\) −1.93358 6.58516i −0.0754361 0.256912i
\(658\) 0.0586881 + 0.152421i 0.00228790 + 0.00594197i
\(659\) −3.95174 6.14902i −0.153938 0.239532i 0.755716 0.654900i \(-0.227289\pi\)
−0.909653 + 0.415368i \(0.863653\pi\)
\(660\) 6.45666 + 26.6147i 0.251325 + 1.03598i
\(661\) 11.5721 + 4.63277i 0.450103 + 0.180194i 0.585628 0.810580i \(-0.300848\pi\)
−0.135525 + 0.990774i \(0.543272\pi\)
\(662\) 1.40170 + 1.96842i 0.0544787 + 0.0765046i
\(663\) 0.643351 0.257559i 0.0249857 0.0100028i
\(664\) 0.379711 + 0.244026i 0.0147357 + 0.00947003i
\(665\) 6.22143 4.76050i 0.241257 0.184604i
\(666\) 0.378191i 0.0146546i
\(667\) 11.4668 + 1.74199i 0.443997 + 0.0674501i
\(668\) −22.3343 12.8947i −0.864139 0.498911i
\(669\) −1.60838 + 0.309989i −0.0621834 + 0.0119849i
\(670\) −3.39689 0.161814i −0.131233 0.00625141i
\(671\) 20.7576 + 2.98449i 0.801338 + 0.115215i
\(672\) −2.42606 3.88736i −0.0935872 0.149958i
\(673\) 0.474733 + 3.30184i 0.0182996 + 0.127276i 0.996923 0.0783822i \(-0.0249754\pi\)
−0.978624 + 0.205659i \(0.934066\pi\)
\(674\) −3.80593 + 0.923309i −0.146599 + 0.0355645i
\(675\) −0.905417 + 0.0431303i −0.0348495 + 0.00166009i
\(676\) 24.0097 + 2.29265i 0.923450 + 0.0881788i
\(677\) −10.8969 10.3902i −0.418801 0.399326i 0.451163 0.892442i \(-0.351009\pi\)
−0.869964 + 0.493116i \(0.835858\pi\)
\(678\) 0.711007 0.820545i 0.0273060 0.0315129i
\(679\) −9.55509 + 37.2260i −0.366691 + 1.42860i
\(680\) −1.04601 + 0.307136i −0.0401126 + 0.0117781i
\(681\) −11.6803 8.31750i −0.447590 0.318727i
\(682\) 0.402376 + 8.44692i 0.0154078 + 0.323449i
\(683\) −24.2471 + 23.1195i −0.927788 + 0.884644i −0.993573 0.113190i \(-0.963893\pi\)
0.0657853 + 0.997834i \(0.479045\pi\)
\(684\) −1.89480 + 1.49008i −0.0724494 + 0.0569748i
\(685\) 30.5907 + 13.9703i 1.16881 + 0.533777i
\(686\) 0.534031 + 2.65854i 0.0203894 + 0.101504i
\(687\) 10.6020 16.4970i 0.404491 0.629401i
\(688\) −36.7418 12.7165i −1.40077 0.484811i
\(689\) 5.53798 9.59206i 0.210980 0.365428i
\(690\) 0.0947712 1.70389i 0.00360788 0.0648661i
\(691\) 30.8631 17.8188i 1.17409 0.677860i 0.219449 0.975624i \(-0.429574\pi\)
0.954640 + 0.297764i \(0.0962407\pi\)
\(692\) −29.8816 + 25.8926i −1.13593 + 0.984287i
\(693\) −1.63107 + 14.9802i −0.0619591 + 0.569050i
\(694\) 0.707383 4.91995i 0.0268519 0.186759i
\(695\) 2.04590 + 21.4256i 0.0776053 + 0.812719i
\(696\) 0.523594 1.30787i 0.0198468 0.0495748i
\(697\) −3.85828 4.04645i −0.146143 0.153270i
\(698\) 1.24893 2.42259i 0.0472727 0.0916962i
\(699\) −1.96008 + 0.895139i −0.0741370 + 0.0338572i
\(700\) −4.53471 1.39706i −0.171396 0.0528038i
\(701\) 19.5092 + 16.9048i 0.736851 + 0.638485i 0.940201 0.340621i \(-0.110637\pi\)
−0.203349 + 0.979106i \(0.565183\pi\)
\(702\) 0.129382 + 0.0249364i 0.00488322 + 0.000941164i
\(703\) 3.05822 + 0.741916i 0.115343 + 0.0279819i
\(704\) 4.05503 42.4662i 0.152830 1.60050i
\(705\) −0.910777 0.469538i −0.0343019 0.0176838i
\(706\) −0.580984 + 1.97865i −0.0218656 + 0.0744675i
\(707\) −1.97580 24.0573i −0.0743076 0.904767i
\(708\) −3.32324 + 7.27688i −0.124895 + 0.273482i
\(709\) 16.6801 + 41.6648i 0.626434 + 1.56476i 0.812969 + 0.582308i \(0.197850\pi\)
−0.186535 + 0.982448i \(0.559726\pi\)
\(710\) 0.323010 0.166523i 0.0121224 0.00624951i
\(711\) −0.674980 3.50213i −0.0253137 0.131340i
\(712\) 0.154723 + 0.267988i 0.00579848 + 0.0100433i
\(713\) −11.8419 + 47.1704i −0.443484 + 1.76655i
\(714\) −0.297748 0.0181417i −0.0111429 0.000678936i
\(715\) −8.15734 9.41407i −0.305067 0.352066i
\(716\) −0.000723734 0.0151931i −2.70472e−5 0.000567791i
\(717\) −15.2626 + 19.4079i −0.569991 + 0.724802i
\(718\) 0.840469 0.598495i 0.0313660 0.0223356i
\(719\) 3.02253 + 3.84346i 0.112721 + 0.143337i 0.839140 0.543916i \(-0.183059\pi\)
−0.726418 + 0.687253i \(0.758816\pi\)
\(720\) 9.02863 + 2.65104i 0.336477 + 0.0987986i
\(721\) 14.3509 + 0.190226i 0.534454 + 0.00708440i
\(722\) 1.06536 + 2.33281i 0.0396485 + 0.0868182i
\(723\) 15.7902 16.5603i 0.587243 0.615883i
\(724\) −5.39733 15.5946i −0.200590 0.579568i
\(725\) −0.716989 2.07160i −0.0266283 0.0769374i
\(726\) 2.16606 2.27169i 0.0803899 0.0843105i
\(727\) −2.72154 5.95934i −0.100936 0.221020i 0.852426 0.522848i \(-0.175130\pi\)
−0.953362 + 0.301828i \(0.902403\pi\)
\(728\) 1.19186 + 0.709350i 0.0441734 + 0.0262903i
\(729\) 0.959493 + 0.281733i 0.0355368 + 0.0104345i
\(730\) −1.50964 1.91967i −0.0558744 0.0710500i
\(731\) −6.29886 + 4.48539i −0.232972 + 0.165898i
\(732\) 4.50343 5.72657i 0.166451 0.211660i
\(733\) 0.856488 17.9799i 0.0316351 0.664103i −0.926243 0.376927i \(-0.876981\pi\)
0.957878 0.287176i \(-0.0927163\pi\)
\(734\) 0.0331509 + 0.0382582i 0.00122362 + 0.00141214i
\(735\) −13.5913 10.2319i −0.501323 0.377410i
\(736\) −3.14837 + 7.68628i −0.116050 + 0.283320i
\(737\) −27.2158 47.1392i −1.00251 1.73639i
\(738\) −0.201188 1.04386i −0.00740582 0.0384250i
\(739\) −18.8719 + 9.72913i −0.694214 + 0.357892i −0.768948 0.639312i \(-0.779219\pi\)
0.0747343 + 0.997203i \(0.476189\pi\)
\(740\) −4.61622 11.5308i −0.169696 0.423880i
\(741\) 0.455462 0.997323i 0.0167318 0.0366376i
\(742\) −3.91995 + 2.71381i −0.143906 + 0.0996270i
\(743\) 10.2934 35.0560i 0.377627 1.28608i −0.523315 0.852139i \(-0.675305\pi\)
0.900942 0.433940i \(-0.142877\pi\)
\(744\) 5.25062 + 2.70689i 0.192497 + 0.0992392i
\(745\) 0.109855 1.15045i 0.00402476 0.0421492i
\(746\) −2.52374 0.612252i −0.0924005 0.0224161i
\(747\) −0.760842 0.146640i −0.0278378 0.00536529i
\(748\) −6.55803 5.68256i −0.239785 0.207775i
\(749\) −9.64130 + 31.2947i −0.352285 + 1.14348i
\(750\) 1.32500 0.605107i 0.0483821 0.0220954i
\(751\) 15.7359 30.5234i 0.574211 1.11381i −0.405630 0.914037i \(-0.632948\pi\)
0.979841 0.199777i \(-0.0640217\pi\)
\(752\) 1.12653 + 1.18147i 0.0410804 + 0.0430839i
\(753\) −1.64144 + 4.10011i −0.0598173 + 0.149416i
\(754\) 0.0302907 + 0.317218i 0.00110312 + 0.0115524i
\(755\) −1.07323 + 7.46450i −0.0390590 + 0.271661i
\(756\) 4.22351 + 3.09272i 0.153608 + 0.112481i
\(757\) 7.27250 6.30165i 0.264323 0.229038i −0.512608 0.858623i \(-0.671321\pi\)
0.776931 + 0.629585i \(0.216775\pi\)
\(758\) 2.04892 1.18294i 0.0744201 0.0429664i
\(759\) 23.7629 13.4684i 0.862540 0.488871i
\(760\) −0.862395 + 1.49371i −0.0312824 + 0.0541826i
\(761\) 49.3831 + 17.0917i 1.79014 + 0.619573i 0.999978 + 0.00667183i \(0.00212372\pi\)
0.790160 + 0.612901i \(0.209997\pi\)
\(762\) −0.853121 + 1.32748i −0.0309053 + 0.0480896i
\(763\) −2.87932 + 13.9423i −0.104238 + 0.504744i
\(764\) 43.4491 + 19.8425i 1.57193 + 0.717878i
\(765\) 1.47107 1.15686i 0.0531866 0.0418264i
\(766\) 0.695872 0.663513i 0.0251429 0.0239737i
\(767\) −0.173133 3.63452i −0.00625149 0.131235i
\(768\) −11.6586 8.30203i −0.420693 0.299574i
\(769\) 6.16914 1.81142i 0.222465 0.0653215i −0.168601 0.985684i \(-0.553925\pi\)
0.391065 + 0.920363i \(0.372107\pi\)
\(770\) 1.44232 + 5.16435i 0.0519777 + 0.186110i
\(771\) 0.909299 1.04939i 0.0327476 0.0377928i
\(772\) −18.3557 17.5021i −0.660637 0.629916i