Properties

Label 441.2.y.a.121.36
Level $441$
Weight $2$
Character 441.121
Analytic conductor $3.521$
Analytic rank $0$
Dimension $648$
CM no
Inner twists $2$

Related objects

Downloads

Learn more

Newspace parameters

Level: \( N \) \(=\) \( 441 = 3^{2} \cdot 7^{2} \)
Weight: \( k \) \(=\) \( 2 \)
Character orbit: \([\chi]\) \(=\) 441.y (of order \(21\), degree \(12\), minimal)

Newform invariants

Self dual: no
Analytic conductor: \(3.52140272914\)
Analytic rank: \(0\)
Dimension: \(648\)
Relative dimension: \(54\) over \(\Q(\zeta_{21})\)
Twist minimal: yes
Sato-Tate group: $\mathrm{SU}(2)[C_{21}]$

Embedding invariants

Embedding label 121.36
Character \(\chi\) \(=\) 441.121
Dual form 441.2.y.a.277.36

$q$-expansion

\(f(q)\) \(=\) \(q+(0.893702 - 0.430384i) q^{2} +(0.804260 + 1.53400i) q^{3} +(-0.633506 + 0.794392i) q^{4} +(-1.72952 + 0.533487i) q^{5} +(1.37898 + 1.02480i) q^{6} +(-0.957626 - 2.46636i) q^{7} +(-0.665725 + 2.91673i) q^{8} +(-1.70633 + 2.46748i) q^{9} +O(q^{10})\) \(q+(0.893702 - 0.430384i) q^{2} +(0.804260 + 1.53400i) q^{3} +(-0.633506 + 0.794392i) q^{4} +(-1.72952 + 0.533487i) q^{5} +(1.37898 + 1.02480i) q^{6} +(-0.957626 - 2.46636i) q^{7} +(-0.665725 + 2.91673i) q^{8} +(-1.70633 + 2.46748i) q^{9} +(-1.31607 + 1.22114i) q^{10} +(-0.0695797 + 0.928476i) q^{11} +(-1.72810 - 0.332903i) q^{12} +(-0.415671 + 5.54674i) q^{13} +(-1.91732 - 1.79205i) q^{14} +(-2.20936 - 2.22403i) q^{15} +(0.208164 + 0.912027i) q^{16} +(-1.33842 + 3.41025i) q^{17} +(-0.462989 + 2.93957i) q^{18} +(2.79980 - 4.84939i) q^{19} +(0.671865 - 1.71189i) q^{20} +(3.01323 - 3.45260i) q^{21} +(0.337418 + 0.859728i) q^{22} +(5.31826 + 0.801599i) q^{23} +(-5.00969 + 1.32459i) q^{24} +(-1.42456 + 0.971245i) q^{25} +(2.01575 + 5.13604i) q^{26} +(-5.15745 - 0.633023i) q^{27} +(2.56592 + 0.801727i) q^{28} +(0.146472 - 0.373204i) q^{29} +(-2.93170 - 1.03675i) q^{30} -5.66247 q^{31} +(-3.15208 - 3.95258i) q^{32} +(-1.48025 + 0.640001i) q^{33} +(0.271565 + 3.62378i) q^{34} +(2.97201 + 3.75475i) q^{35} +(-0.879171 - 2.91866i) q^{36} +(-0.0638757 + 0.00962771i) q^{37} +(0.415083 - 5.53890i) q^{38} +(-8.84303 + 3.82339i) q^{39} +(-0.404652 - 5.39971i) q^{40} +(7.06791 + 6.55807i) q^{41} +(1.20699 - 4.38244i) q^{42} +(9.16914 - 8.50772i) q^{43} +(-0.693495 - 0.643469i) q^{44} +(1.63477 - 5.17786i) q^{45} +(5.09794 - 1.57251i) q^{46} +(3.33654 - 1.60679i) q^{47} +(-1.23163 + 1.05283i) q^{48} +(-5.16591 + 4.72371i) q^{49} +(-0.855120 + 1.48111i) q^{50} +(-6.30777 + 0.689581i) q^{51} +(-4.14296 - 3.84410i) q^{52} +(12.1970 + 1.83840i) q^{53} +(-4.88167 + 1.65395i) q^{54} +(-0.374990 - 1.64294i) q^{55} +(7.83124 - 1.15122i) q^{56} +(9.69075 + 0.394724i) q^{57} +(-0.0297190 - 0.396572i) q^{58} +(1.30645 + 5.72393i) q^{59} +(3.16639 - 0.346158i) q^{60} +(-0.609005 - 0.763668i) q^{61} +(-5.06057 + 2.43704i) q^{62} +(7.71972 + 1.84551i) q^{63} +(-6.20383 - 2.98761i) q^{64} +(-2.24020 - 9.81497i) q^{65} +(-1.04745 + 1.20905i) q^{66} +8.30462 q^{67} +(-1.86117 - 3.22364i) q^{68} +(3.04761 + 8.80293i) q^{69} +(4.27208 + 2.07652i) q^{70} +(2.26485 - 2.84004i) q^{71} +(-6.06102 - 6.61957i) q^{72} +(-0.211896 - 2.82755i) q^{73} +(-0.0529422 + 0.0360954i) q^{74} +(-2.63561 - 1.40414i) q^{75} +(2.07863 + 5.29625i) q^{76} +(2.35659 - 0.717524i) q^{77} +(-6.25751 + 7.22287i) q^{78} +10.2986 q^{79} +(-0.846579 - 1.46632i) q^{80} +(-3.17687 - 8.42066i) q^{81} +(9.13910 + 2.81904i) q^{82} +(0.822643 + 10.9774i) q^{83} +(0.833816 + 4.58093i) q^{84} +(0.495511 - 6.61213i) q^{85} +(4.53289 - 11.5496i) q^{86} +(0.690297 - 0.0754650i) q^{87} +(-2.66179 - 0.821055i) q^{88} +(-9.58555 + 6.53532i) q^{89} +(-0.767472 - 5.33104i) q^{90} +(14.0783 - 4.28651i) q^{91} +(-4.00594 + 3.71697i) q^{92} +(-4.55410 - 8.68625i) q^{93} +(2.29033 - 2.87199i) q^{94} +(-2.25522 + 9.88078i) q^{95} +(3.52818 - 8.01421i) q^{96} +(1.03004 + 1.78409i) q^{97} +(-2.58377 + 6.44491i) q^{98} +(-2.17227 - 1.75597i) q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 648q - 5q^{2} - 13q^{3} - 109q^{4} - 12q^{5} + 2q^{6} - 7q^{7} - 16q^{8} - 3q^{9} + O(q^{10}) \) \( 648q - 5q^{2} - 13q^{3} - 109q^{4} - 12q^{5} + 2q^{6} - 7q^{7} - 16q^{8} - 3q^{9} - 22q^{10} - 8q^{11} - 64q^{12} - 4q^{13} - 26q^{14} - 4q^{15} - 97q^{16} - 37q^{17} - q^{18} - 14q^{19} - 11q^{20} - 33q^{21} - q^{22} + 31q^{23} - 20q^{24} + 38q^{25} - 44q^{26} - 49q^{27} - 22q^{28} + 73q^{29} - 12q^{30} - 20q^{31} - q^{32} - 43q^{33} - 7q^{34} - 32q^{35} + 20q^{36} - 39q^{37} - 40q^{38} + q^{39} - q^{40} - 17q^{41} + 82q^{42} - q^{43} - 31q^{44} - 177q^{45} + 56q^{46} + 5q^{47} - 23q^{48} - q^{49} - 21q^{50} - 18q^{51} - 48q^{52} + 50q^{53} - 15q^{54} + 20q^{55} + 127q^{56} + 33q^{57} - 82q^{58} + 53q^{59} + 43q^{60} + 42q^{61} - 30q^{62} + 57q^{63} - 88q^{64} - 11q^{65} - 90q^{66} - 26q^{67} + 145q^{68} + 64q^{69} - 46q^{70} - 19q^{71} - 46q^{72} - 40q^{73} + 18q^{74} - 114q^{75} + 43q^{76} + 7q^{77} - 129q^{78} - 26q^{79} + 163q^{80} + 85q^{81} - 28q^{82} - 221q^{83} - 113q^{84} - 10q^{85} - 18q^{86} + 37q^{87} - 4q^{88} - 104q^{89} - 60q^{90} - 49q^{91} + 119q^{92} - 149q^{93} - 13q^{94} + 37q^{95} + 186q^{96} - 11q^{97} - 33q^{98} + 62q^{99} + O(q^{100}) \)

Character values

We give the values of \(\chi\) on generators for \(\left(\mathbb{Z}/441\mathbb{Z}\right)^\times\).

\(n\) \(199\) \(344\)
\(\chi(n)\) \(e\left(\frac{19}{21}\right)\) \(e\left(\frac{1}{3}\right)\)

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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) 0.893702 0.430384i 0.631943 0.304328i −0.0903550 0.995910i \(-0.528800\pi\)
0.722298 + 0.691582i \(0.243086\pi\)
\(3\) 0.804260 + 1.53400i 0.464340 + 0.885657i
\(4\) −0.633506 + 0.794392i −0.316753 + 0.397196i
\(5\) −1.72952 + 0.533487i −0.773466 + 0.238583i −0.656270 0.754526i \(-0.727867\pi\)
−0.117196 + 0.993109i \(0.537391\pi\)
\(6\) 1.37898 + 1.02480i 0.562966 + 0.418373i
\(7\) −0.957626 2.46636i −0.361948 0.932198i
\(8\) −0.665725 + 2.91673i −0.235369 + 1.03122i
\(9\) −1.70633 + 2.46748i −0.568777 + 0.822492i
\(10\) −1.31607 + 1.22114i −0.416179 + 0.386158i
\(11\) −0.0695797 + 0.928476i −0.0209791 + 0.279946i 0.976842 + 0.213963i \(0.0686373\pi\)
−0.997821 + 0.0659828i \(0.978982\pi\)
\(12\) −1.72810 0.332903i −0.498860 0.0961007i
\(13\) −0.415671 + 5.54674i −0.115286 + 1.53839i 0.576986 + 0.816754i \(0.304229\pi\)
−0.692273 + 0.721636i \(0.743390\pi\)
\(14\) −1.91732 1.79205i −0.512425 0.478945i
\(15\) −2.20936 2.22403i −0.570453 0.574242i
\(16\) 0.208164 + 0.912027i 0.0520410 + 0.228007i
\(17\) −1.33842 + 3.41025i −0.324615 + 0.827106i 0.671659 + 0.740861i \(0.265582\pi\)
−0.996274 + 0.0862455i \(0.972513\pi\)
\(18\) −0.462989 + 2.93957i −0.109127 + 0.692863i
\(19\) 2.79980 4.84939i 0.642317 1.11253i −0.342597 0.939483i \(-0.611306\pi\)
0.984914 0.173044i \(-0.0553602\pi\)
\(20\) 0.671865 1.71189i 0.150234 0.382789i
\(21\) 3.01323 3.45260i 0.657541 0.753419i
\(22\) 0.337418 + 0.859728i 0.0719378 + 0.183295i
\(23\) 5.31826 + 0.801599i 1.10893 + 0.167145i 0.677874 0.735178i \(-0.262901\pi\)
0.431061 + 0.902323i \(0.358140\pi\)
\(24\) −5.00969 + 1.32459i −1.02260 + 0.270380i
\(25\) −1.42456 + 0.971245i −0.284911 + 0.194249i
\(26\) 2.01575 + 5.13604i 0.395320 + 1.00726i
\(27\) −5.15745 0.633023i −0.992552 0.121825i
\(28\) 2.56592 + 0.801727i 0.484914 + 0.151512i
\(29\) 0.146472 0.373204i 0.0271991 0.0693022i −0.916629 0.399739i \(-0.869101\pi\)
0.943828 + 0.330437i \(0.107196\pi\)
\(30\) −2.93170 1.03675i −0.535252 0.189283i
\(31\) −5.66247 −1.01701 −0.508505 0.861059i \(-0.669802\pi\)
−0.508505 + 0.861059i \(0.669802\pi\)
\(32\) −3.15208 3.95258i −0.557214 0.698725i
\(33\) −1.48025 + 0.640001i −0.257678 + 0.111410i
\(34\) 0.271565 + 3.62378i 0.0465730 + 0.621474i
\(35\) 2.97201 + 3.75475i 0.502361 + 0.634669i
\(36\) −0.879171 2.91866i −0.146529 0.486443i
\(37\) −0.0638757 + 0.00962771i −0.0105011 + 0.00158279i −0.154291 0.988025i \(-0.549309\pi\)
0.143790 + 0.989608i \(0.454071\pi\)
\(38\) 0.415083 5.53890i 0.0673354 0.898528i
\(39\) −8.84303 + 3.82339i −1.41602 + 0.612232i
\(40\) −0.404652 5.39971i −0.0639811 0.853769i
\(41\) 7.06791 + 6.55807i 1.10382 + 1.02420i 0.999560 + 0.0296479i \(0.00943860\pi\)
0.104262 + 0.994550i \(0.466752\pi\)
\(42\) 1.20699 4.38244i 0.186242 0.676226i
\(43\) 9.16914 8.50772i 1.39828 1.29742i 0.494657 0.869088i \(-0.335294\pi\)
0.903624 0.428327i \(-0.140897\pi\)
\(44\) −0.693495 0.643469i −0.104548 0.0970066i
\(45\) 1.63477 5.17786i 0.243697 0.771870i
\(46\) 5.09794 1.57251i 0.751651 0.231853i
\(47\) 3.33654 1.60679i 0.486684 0.234375i −0.174417 0.984672i \(-0.555804\pi\)
0.661101 + 0.750297i \(0.270090\pi\)
\(48\) −1.23163 + 1.05283i −0.177771 + 0.151963i
\(49\) −5.16591 + 4.72371i −0.737987 + 0.674815i
\(50\) −0.855120 + 1.48111i −0.120932 + 0.209461i
\(51\) −6.30777 + 0.689581i −0.883264 + 0.0965607i
\(52\) −4.14296 3.84410i −0.574525 0.533081i
\(53\) 12.1970 + 1.83840i 1.67539 + 0.252524i 0.916886 0.399149i \(-0.130694\pi\)
0.758500 + 0.651673i \(0.225932\pi\)
\(54\) −4.88167 + 1.65395i −0.664311 + 0.225074i
\(55\) −0.374990 1.64294i −0.0505637 0.221534i
\(56\) 7.83124 1.15122i 1.04649 0.153838i
\(57\) 9.69075 + 0.394724i 1.28357 + 0.0522825i
\(58\) −0.0297190 0.396572i −0.00390229 0.0520725i
\(59\) 1.30645 + 5.72393i 0.170085 + 0.745192i 0.985963 + 0.166967i \(0.0533973\pi\)
−0.815877 + 0.578225i \(0.803746\pi\)
\(60\) 3.16639 0.346158i 0.408779 0.0446888i
\(61\) −0.609005 0.763668i −0.0779751 0.0977777i 0.741314 0.671158i \(-0.234203\pi\)
−0.819289 + 0.573381i \(0.805632\pi\)
\(62\) −5.06057 + 2.43704i −0.642693 + 0.309504i
\(63\) 7.71972 + 1.84551i 0.972593 + 0.232513i
\(64\) −6.20383 2.98761i −0.775479 0.373451i
\(65\) −2.24020 9.81497i −0.277863 1.21740i
\(66\) −1.04745 + 1.20905i −0.128933 + 0.148823i
\(67\) 8.30462 1.01457 0.507285 0.861778i \(-0.330649\pi\)
0.507285 + 0.861778i \(0.330649\pi\)
\(68\) −1.86117 3.22364i −0.225700 0.390924i
\(69\) 3.04761 + 8.80293i 0.366890 + 1.05975i
\(70\) 4.27208 + 2.07652i 0.510611 + 0.248192i
\(71\) 2.26485 2.84004i 0.268789 0.337050i −0.629058 0.777358i \(-0.716559\pi\)
0.897847 + 0.440308i \(0.145131\pi\)
\(72\) −6.06102 6.61957i −0.714298 0.780123i
\(73\) −0.211896 2.82755i −0.0248005 0.330940i −0.995780 0.0917760i \(-0.970746\pi\)
0.970979 0.239164i \(-0.0768734\pi\)
\(74\) −0.0529422 + 0.0360954i −0.00615441 + 0.00419601i
\(75\) −2.63561 1.40414i −0.304334 0.162136i
\(76\) 2.07863 + 5.29625i 0.238435 + 0.607522i
\(77\) 2.35659 0.717524i 0.268559 0.0817694i
\(78\) −6.25751 + 7.22287i −0.708524 + 0.817829i
\(79\) 10.2986 1.15868 0.579342 0.815085i \(-0.303310\pi\)
0.579342 + 0.815085i \(0.303310\pi\)
\(80\) −0.846579 1.46632i −0.0946504 0.163939i
\(81\) −3.17687 8.42066i −0.352986 0.935629i
\(82\) 9.13910 + 2.81904i 1.00924 + 0.311311i
\(83\) 0.822643 + 10.9774i 0.0902968 + 1.20493i 0.839789 + 0.542913i \(0.182679\pi\)
−0.749492 + 0.662013i \(0.769702\pi\)
\(84\) 0.833816 + 4.58093i 0.0909768 + 0.499820i
\(85\) 0.495511 6.61213i 0.0537457 0.717186i
\(86\) 4.53289 11.5496i 0.488795 1.24543i
\(87\) 0.690297 0.0754650i 0.0740076 0.00809070i
\(88\) −2.66179 0.821055i −0.283748 0.0875248i
\(89\) −9.58555 + 6.53532i −1.01607 + 0.692742i −0.952281 0.305221i \(-0.901270\pi\)
−0.0637848 + 0.997964i \(0.520317\pi\)
\(90\) −0.767472 5.33104i −0.0808986 0.561941i
\(91\) 14.0783 4.28651i 1.47581 0.449348i
\(92\) −4.00594 + 3.71697i −0.417648 + 0.387521i
\(93\) −4.55410 8.68625i −0.472239 0.900722i
\(94\) 2.29033 2.87199i 0.236230 0.296223i
\(95\) −2.25522 + 9.88078i −0.231381 + 1.01375i
\(96\) 3.52818 8.01421i 0.360094 0.817947i
\(97\) 1.03004 + 1.78409i 0.104585 + 0.181147i 0.913569 0.406685i \(-0.133315\pi\)
−0.808984 + 0.587831i \(0.799982\pi\)
\(98\) −2.58377 + 6.44491i −0.261001 + 0.651035i
\(99\) −2.17227 1.75597i −0.218321 0.176482i
\(100\) 0.130915 1.74695i 0.0130915 0.174695i
\(101\) −0.262969 0.244000i −0.0261664 0.0242789i 0.666981 0.745075i \(-0.267586\pi\)
−0.693148 + 0.720796i \(0.743777\pi\)
\(102\) −5.34048 + 3.33105i −0.528787 + 0.329823i
\(103\) −13.3057 + 4.10428i −1.31105 + 0.404406i −0.869990 0.493069i \(-0.835875\pi\)
−0.441064 + 0.897476i \(0.645399\pi\)
\(104\) −15.9016 4.90501i −1.55928 0.480975i
\(105\) −3.36953 + 7.57887i −0.328833 + 0.739622i
\(106\) 11.6917 3.60641i 1.13560 0.350286i
\(107\) −16.0785 + 10.9622i −1.55437 + 1.05975i −0.585976 + 0.810328i \(0.699289\pi\)
−0.968394 + 0.249424i \(0.919759\pi\)
\(108\) 3.77014 3.69601i 0.362782 0.355649i
\(109\) −11.5754 7.89199i −1.10872 0.755916i −0.136658 0.990618i \(-0.543636\pi\)
−0.972067 + 0.234703i \(0.924588\pi\)
\(110\) −1.04223 1.30691i −0.0993723 0.124609i
\(111\) −0.0661416 0.0902423i −0.00627788 0.00856542i
\(112\) 2.05005 1.38679i 0.193711 0.131039i
\(113\) 0.466465 0.318031i 0.0438813 0.0299178i −0.541181 0.840906i \(-0.682023\pi\)
0.585062 + 0.810989i \(0.301070\pi\)
\(114\) 8.83053 3.81798i 0.827055 0.357587i
\(115\) −9.62570 + 1.45084i −0.897601 + 0.135292i
\(116\) 0.203679 + 0.352783i 0.0189111 + 0.0327551i
\(117\) −12.9772 10.4902i −1.19974 0.969823i
\(118\) 3.63106 + 4.55321i 0.334267 + 0.419157i
\(119\) 9.69262 + 0.0353000i 0.888521 + 0.00323595i
\(120\) 7.95772 4.96351i 0.726437 0.453104i
\(121\) 10.0199 + 1.51026i 0.910901 + 0.137296i
\(122\) −0.872940 0.420386i −0.0790323 0.0380599i
\(123\) −4.37565 + 16.1166i −0.394539 + 1.45318i
\(124\) 3.58721 4.49822i 0.322141 0.403952i
\(125\) 7.58803 9.51508i 0.678694 0.851055i
\(126\) 7.69341 1.67311i 0.685384 0.149052i
\(127\) −7.11419 8.92092i −0.631283 0.791603i 0.358600 0.933491i \(-0.383254\pi\)
−0.989883 + 0.141888i \(0.954683\pi\)
\(128\) 3.28089 0.289992
\(129\) 20.4252 + 7.22307i 1.79834 + 0.635956i
\(130\) −6.22629 7.80752i −0.546081 0.684764i
\(131\) −11.0322 + 10.2364i −0.963888 + 0.894358i −0.994454 0.105175i \(-0.966460\pi\)
0.0305654 + 0.999533i \(0.490269\pi\)
\(132\) 0.429333 1.58134i 0.0373687 0.137638i
\(133\) −14.6415 2.26142i −1.26958 0.196090i
\(134\) 7.42186 3.57418i 0.641151 0.308762i
\(135\) 9.25763 1.65660i 0.796770 0.142578i
\(136\) −9.05575 6.17411i −0.776524 0.529425i
\(137\) 9.64573 + 2.97531i 0.824090 + 0.254198i 0.677990 0.735071i \(-0.262851\pi\)
0.146101 + 0.989270i \(0.453328\pi\)
\(138\) 6.51230 + 6.55555i 0.554364 + 0.558046i
\(139\) 2.80394 + 2.60167i 0.237827 + 0.220671i 0.790077 0.613007i \(-0.210040\pi\)
−0.552250 + 0.833678i \(0.686231\pi\)
\(140\) −4.86553 0.0177200i −0.411212 0.00149761i
\(141\) 5.14827 + 3.82598i 0.433562 + 0.322205i
\(142\) 0.801798 3.51291i 0.0672854 0.294797i
\(143\) −5.12110 0.771881i −0.428248 0.0645480i
\(144\) −2.60560 1.04258i −0.217133 0.0868816i
\(145\) −0.0542267 + 0.723605i −0.00450328 + 0.0600921i
\(146\) −1.40631 2.43580i −0.116387 0.201588i
\(147\) −11.4009 4.12543i −0.940332 0.340259i
\(148\) 0.0328175 0.0568415i 0.00269758 0.00467234i
\(149\) −7.45613 5.08350i −0.610830 0.416457i 0.218007 0.975947i \(-0.430045\pi\)
−0.828837 + 0.559490i \(0.810997\pi\)
\(150\) −2.95977 0.120557i −0.241664 0.00984348i
\(151\) −1.53888 3.92101i −0.125232 0.319087i 0.854483 0.519479i \(-0.173874\pi\)
−0.979716 + 0.200392i \(0.935779\pi\)
\(152\) 12.2805 + 11.3946i 0.996078 + 0.924225i
\(153\) −6.13091 9.12153i −0.495655 0.737432i
\(154\) 1.79728 1.65549i 0.144829 0.133403i
\(155\) 9.79337 3.02086i 0.786623 0.242641i
\(156\) 2.56485 9.44697i 0.205352 0.756363i
\(157\) −4.63349 20.3006i −0.369793 1.62017i −0.727344 0.686274i \(-0.759245\pi\)
0.357551 0.933894i \(-0.383612\pi\)
\(158\) 9.20389 4.43236i 0.732222 0.352619i
\(159\) 6.98945 + 20.1888i 0.554299 + 1.60107i
\(160\) 7.56024 + 5.15449i 0.597690 + 0.407498i
\(161\) −3.11587 13.8844i −0.245565 1.09424i
\(162\) −6.46330 6.15829i −0.507805 0.483841i
\(163\) −8.51479 2.62646i −0.666930 0.205721i −0.0572396 0.998360i \(-0.518230\pi\)
−0.609690 + 0.792640i \(0.708706\pi\)
\(164\) −9.68724 + 1.46012i −0.756446 + 0.114016i
\(165\) 2.21869 1.89659i 0.172724 0.147649i
\(166\) 5.45970 + 9.45648i 0.423755 + 0.733965i
\(167\) 6.26847 0.944820i 0.485069 0.0731124i 0.0980448 0.995182i \(-0.468741\pi\)
0.387024 + 0.922070i \(0.373503\pi\)
\(168\) 8.06432 + 11.0873i 0.622176 + 0.855401i
\(169\) −17.7388 2.67369i −1.36452 0.205669i
\(170\) −2.40292 6.12254i −0.184295 0.469577i
\(171\) 7.18837 + 15.1831i 0.549709 + 1.16108i
\(172\) 0.949754 + 12.6736i 0.0724180 + 0.966352i
\(173\) −8.62132 + 10.8108i −0.655467 + 0.821929i −0.992841 0.119441i \(-0.961890\pi\)
0.337375 + 0.941370i \(0.390461\pi\)
\(174\) 0.584441 0.364536i 0.0443064 0.0276354i
\(175\) 3.75964 + 2.58338i 0.284202 + 0.195285i
\(176\) −0.861279 + 0.129817i −0.0649214 + 0.00978532i
\(177\) −7.72979 + 6.60762i −0.581007 + 0.496659i
\(178\) −5.75393 + 9.96610i −0.431275 + 0.746991i
\(179\) 4.63715 11.8153i 0.346597 0.883114i −0.646185 0.763180i \(-0.723637\pi\)
0.992782 0.119933i \(-0.0382680\pi\)
\(180\) 3.07761 + 4.57885i 0.229392 + 0.341288i
\(181\) 2.90154 + 1.39731i 0.215670 + 0.103861i 0.538600 0.842562i \(-0.318954\pi\)
−0.322930 + 0.946423i \(0.604668\pi\)
\(182\) 10.7370 9.88996i 0.795880 0.733093i
\(183\) 0.681671 1.54840i 0.0503905 0.114461i
\(184\) −5.87855 + 14.9783i −0.433372 + 1.10422i
\(185\) 0.105338 0.0507282i 0.00774461 0.00372961i
\(186\) −7.80844 5.80291i −0.572543 0.425490i
\(187\) −3.07321 1.47998i −0.224735 0.108227i
\(188\) −0.837295 + 3.66843i −0.0610660 + 0.267548i
\(189\) 3.37764 + 13.3263i 0.245687 + 0.969349i
\(190\) 2.23704 + 9.80109i 0.162292 + 0.711046i
\(191\) 0.924652 4.05116i 0.0669055 0.293132i −0.930395 0.366558i \(-0.880536\pi\)
0.997301 + 0.0734260i \(0.0233933\pi\)
\(192\) −0.406497 11.9195i −0.0293364 0.860217i
\(193\) 0.329171 1.44219i 0.0236942 0.103811i −0.961698 0.274111i \(-0.911616\pi\)
0.985392 + 0.170300i \(0.0544736\pi\)
\(194\) 1.68839 + 1.15113i 0.121220 + 0.0826462i
\(195\) 13.2545 11.3303i 0.949174 0.811378i
\(196\) −0.479840 7.09625i −0.0342743 0.506875i
\(197\) 10.0714 0.717556 0.358778 0.933423i \(-0.383193\pi\)
0.358778 + 0.933423i \(0.383193\pi\)
\(198\) −2.69710 0.634408i −0.191675 0.0450854i
\(199\) 6.58417 2.03095i 0.466739 0.143970i −0.0524604 0.998623i \(-0.516706\pi\)
0.519200 + 0.854653i \(0.326230\pi\)
\(200\) −1.88450 4.80163i −0.133254 0.339526i
\(201\) 6.67907 + 12.7393i 0.471106 + 0.898561i
\(202\) −0.340030 0.104885i −0.0239244 0.00737971i
\(203\) −1.06072 0.00386309i −0.0744481 0.000271136i
\(204\) 3.44821 5.44769i 0.241423 0.381415i
\(205\) −15.7228 7.57168i −1.09812 0.528829i
\(206\) −10.1250 + 9.39459i −0.705439 + 0.654552i
\(207\) −11.0526 + 11.7549i −0.768212 + 0.817022i
\(208\) −5.14531 + 0.775530i −0.356763 + 0.0537734i
\(209\) 4.30774 + 2.93696i 0.297972 + 0.203154i
\(210\) 0.250468 + 8.22345i 0.0172839 + 0.567472i
\(211\) −7.64126 + 5.20972i −0.526046 + 0.358652i −0.797038 0.603929i \(-0.793601\pi\)
0.270992 + 0.962582i \(0.412648\pi\)
\(212\) −9.18729 + 8.52455i −0.630985 + 0.585469i
\(213\) 6.17816 + 1.19016i 0.423320 + 0.0815487i
\(214\) −9.65148 + 16.7169i −0.659762 + 1.14274i
\(215\) −11.3195 + 19.6059i −0.771982 + 1.33711i
\(216\) 5.27980 14.6215i 0.359245 0.994865i
\(217\) 5.42253 + 13.9657i 0.368105 + 0.948055i
\(218\) −13.7416 2.07121i −0.930697 0.140280i
\(219\) 4.16706 2.59914i 0.281584 0.175634i
\(220\) 1.54270 + 0.742924i 0.104009 + 0.0500879i
\(221\) −18.3594 8.84143i −1.23499 0.594739i
\(222\) −0.0979498 0.0521834i −0.00657396 0.00350232i
\(223\) 14.0054 + 2.11098i 0.937872 + 0.141362i 0.600153 0.799885i \(-0.295106\pi\)
0.337719 + 0.941247i \(0.390344\pi\)
\(224\) −6.73000 + 11.5593i −0.449667 + 0.772336i
\(225\) 0.0342378 5.17232i 0.00228252 0.344821i
\(226\) 0.280006 0.484984i 0.0186257 0.0322607i
\(227\) 4.66932 8.08751i 0.309914 0.536787i −0.668429 0.743776i \(-0.733033\pi\)
0.978343 + 0.206989i \(0.0663664\pi\)
\(228\) −6.45271 + 7.44819i −0.427341 + 0.493268i
\(229\) 15.4221 14.3096i 1.01912 0.945607i 0.0205908 0.999788i \(-0.493445\pi\)
0.998531 + 0.0541810i \(0.0172548\pi\)
\(230\) −7.97809 + 5.43937i −0.526060 + 0.358661i
\(231\) 2.99600 + 3.03794i 0.197122 + 0.199882i
\(232\) 0.991025 + 0.675670i 0.0650640 + 0.0443599i
\(233\) −6.12665 + 0.923444i −0.401370 + 0.0604968i −0.346626 0.938004i \(-0.612673\pi\)
−0.0547446 + 0.998500i \(0.517434\pi\)
\(234\) −16.1126 3.78997i −1.05331 0.247758i
\(235\) −4.91341 + 4.55898i −0.320516 + 0.297395i
\(236\) −5.37468 2.58831i −0.349862 0.168485i
\(237\) 8.28276 + 15.7981i 0.538023 + 1.02620i
\(238\) 8.67751 4.14000i 0.562479 0.268357i
\(239\) 16.5941 + 5.11860i 1.07338 + 0.331095i 0.780566 0.625074i \(-0.214931\pi\)
0.292817 + 0.956168i \(0.405407\pi\)
\(240\) 1.56847 2.47796i 0.101244 0.159951i
\(241\) 10.3483 + 26.3670i 0.666592 + 1.69845i 0.714536 + 0.699599i \(0.246638\pi\)
−0.0479441 + 0.998850i \(0.515267\pi\)
\(242\) 9.60481 2.96269i 0.617421 0.190449i
\(243\) 10.3623 11.6457i 0.664741 0.747074i
\(244\) 0.992460 0.0635358
\(245\) 6.41451 10.9257i 0.409808 0.698017i
\(246\) 3.02580 + 16.2867i 0.192918 + 1.03840i
\(247\) 25.7345 + 17.5455i 1.63745 + 1.11639i
\(248\) 3.76965 16.5159i 0.239373 1.04876i
\(249\) −16.1778 + 10.0906i −1.02522 + 0.639468i
\(250\) 2.68629 11.7694i 0.169896 0.744364i
\(251\) −0.743586 3.25786i −0.0469347 0.205634i 0.946024 0.324097i \(-0.105061\pi\)
−0.992958 + 0.118463i \(0.962203\pi\)
\(252\) −6.35655 + 4.96334i −0.400425 + 0.312661i
\(253\) −1.11431 + 4.88211i −0.0700560 + 0.306935i
\(254\) −10.1974 4.91081i −0.639842 0.308131i
\(255\) 10.5415 4.55776i 0.660137 0.285418i
\(256\) 15.3398 7.38726i 0.958738 0.461704i
\(257\) 2.52968 6.44551i 0.157797 0.402060i −0.830009 0.557750i \(-0.811665\pi\)
0.987806 + 0.155690i \(0.0497601\pi\)
\(258\) 21.3628 2.33543i 1.32999 0.145398i
\(259\) 0.0849144 + 0.148321i 0.00527633 + 0.00921622i
\(260\) 9.21611 + 4.43825i 0.571559 + 0.275248i
\(261\) 0.670942 + 0.998224i 0.0415303 + 0.0617885i
\(262\) −5.45393 + 13.8964i −0.336945 + 0.858521i
\(263\) 4.91691 8.51634i 0.303190 0.525140i −0.673667 0.739035i \(-0.735282\pi\)
0.976857 + 0.213895i \(0.0686150\pi\)
\(264\) −0.881275 4.74354i −0.0542387 0.291945i
\(265\) −22.0757 + 3.32738i −1.35610 + 0.204399i
\(266\) −14.0584 + 4.28045i −0.861978 + 0.262451i
\(267\) −17.7345 9.44816i −1.08533 0.578218i
\(268\) −5.26103 + 6.59712i −0.321368 + 0.402983i
\(269\) −0.206010 2.74902i −0.0125607 0.167611i −0.999956 0.00933958i \(-0.997027\pi\)
0.987396 0.158271i \(-0.0505920\pi\)
\(270\) 7.56059 5.46485i 0.460123 0.332580i
\(271\) 7.55238 + 19.2432i 0.458774 + 1.16894i 0.953902 + 0.300118i \(0.0970261\pi\)
−0.495128 + 0.868820i \(0.664879\pi\)
\(272\) −3.38885 0.510787i −0.205479 0.0309710i
\(273\) 17.8982 + 18.1488i 1.08325 + 1.09841i
\(274\) 9.90094 1.49233i 0.598138 0.0901548i
\(275\) −0.802658 1.39024i −0.0484021 0.0838349i
\(276\) −8.92366 3.15571i −0.537141 0.189951i
\(277\) −20.7659 + 3.12996i −1.24770 + 0.188061i −0.739488 0.673170i \(-0.764932\pi\)
−0.508214 + 0.861231i \(0.669694\pi\)
\(278\) 3.62561 + 1.11835i 0.217449 + 0.0670743i
\(279\) 9.66205 13.9720i 0.578452 0.836483i
\(280\) −12.9301 + 6.16892i −0.772724 + 0.368663i
\(281\) 1.23147 + 0.839601i 0.0734633 + 0.0500864i 0.599495 0.800379i \(-0.295368\pi\)
−0.526031 + 0.850465i \(0.676321\pi\)
\(282\) 6.24766 + 1.20355i 0.372043 + 0.0716705i
\(283\) −11.2967 + 5.44021i −0.671520 + 0.323387i −0.738389 0.674375i \(-0.764413\pi\)
0.0668691 + 0.997762i \(0.478699\pi\)
\(284\) 0.821303 + 3.59836i 0.0487354 + 0.213524i
\(285\) −16.9709 + 4.48720i −1.00527 + 0.265799i
\(286\) −4.90894 + 1.51421i −0.290272 + 0.0895370i
\(287\) 9.40616 23.7122i 0.555228 1.39969i
\(288\) 15.1314 1.03327i 0.891626 0.0608859i
\(289\) 2.62348 + 2.43423i 0.154322 + 0.143190i
\(290\) 0.262966 + 0.670026i 0.0154419 + 0.0393453i
\(291\) −1.90837 + 3.01496i −0.111871 + 0.176740i
\(292\) 2.38042 + 1.62295i 0.139304 + 0.0949757i
\(293\) 5.04375 8.73604i 0.294659 0.510365i −0.680246 0.732984i \(-0.738127\pi\)
0.974906 + 0.222619i \(0.0714605\pi\)
\(294\) −11.9645 + 1.21987i −0.697786 + 0.0711444i
\(295\) −5.31317 9.20268i −0.309345 0.535801i
\(296\) 0.0144422 0.192718i 0.000839435 0.0112015i
\(297\) 0.946601 4.74452i 0.0549273 0.275305i
\(298\) −8.85143 1.33414i −0.512749 0.0772845i
\(299\) −6.65691 + 29.1658i −0.384979 + 1.68670i
\(300\) 2.78511 1.20417i 0.160798 0.0695230i
\(301\) −29.7637 14.4672i −1.71555 0.833877i
\(302\) −3.06284 2.84190i −0.176247 0.163533i
\(303\) 0.162801 0.599635i 0.00935266 0.0344481i
\(304\) 5.00559 + 1.54402i 0.287090 + 0.0885557i
\(305\) 1.46069 + 0.995885i 0.0836391 + 0.0570242i
\(306\) −9.40497 5.51329i −0.537647 0.315174i
\(307\) 0.393523 0.189511i 0.0224596 0.0108160i −0.422620 0.906307i \(-0.638890\pi\)
0.445080 + 0.895491i \(0.353175\pi\)
\(308\) −0.922921 + 2.32661i −0.0525883 + 0.132571i
\(309\) −16.9973 17.1101i −0.966940 0.973362i
\(310\) 7.45223 6.91466i 0.423258 0.392726i
\(311\) −21.8182 27.3592i −1.23720 1.55140i −0.716335 0.697757i \(-0.754182\pi\)
−0.520863 0.853640i \(-0.674390\pi\)
\(312\) −5.26476 28.3381i −0.298059 1.60433i
\(313\) 5.25194 0.296857 0.148429 0.988923i \(-0.452578\pi\)
0.148429 + 0.988923i \(0.452578\pi\)
\(314\) −12.8780 16.1485i −0.726750 0.911315i
\(315\) −14.3360 + 0.926511i −0.807741 + 0.0522030i
\(316\) −6.52423 + 8.18112i −0.367017 + 0.460224i
\(317\) 8.61236 10.7996i 0.483719 0.606564i −0.478752 0.877950i \(-0.658911\pi\)
0.962471 + 0.271386i \(0.0874821\pi\)
\(318\) 14.9354 + 15.0346i 0.837537 + 0.843099i
\(319\) 0.336319 + 0.161963i 0.0188303 + 0.00906818i
\(320\) 12.3235 + 1.85747i 0.688905 + 0.103836i
\(321\) −29.7473 15.8481i −1.66033 0.884554i
\(322\) −8.76029 11.0675i −0.488192 0.616768i
\(323\) 12.7903 + 16.0385i 0.711672 + 0.892408i
\(324\) 8.70187 + 2.81086i 0.483437 + 0.156159i
\(325\) −4.79510 8.30536i −0.265984 0.460699i
\(326\) −8.74008 + 1.31735i −0.484068 + 0.0729615i
\(327\) 2.79668 24.1040i 0.154657 1.33295i
\(328\) −23.8334 + 16.2493i −1.31598 + 0.897220i
\(329\) −7.15808 6.69041i −0.394638 0.368854i
\(330\) 1.16658 2.64987i 0.0642183 0.145871i
\(331\) 19.3464 + 24.2596i 1.06337 + 1.33343i 0.940040 + 0.341063i \(0.110787\pi\)
0.123333 + 0.992365i \(0.460642\pi\)
\(332\) −9.24151 6.30075i −0.507194 0.345799i
\(333\) 0.0852369 0.174040i 0.00467095 0.00953732i
\(334\) 5.19551 3.54224i 0.284286 0.193823i
\(335\) −14.3630 + 4.43040i −0.784735 + 0.242059i
\(336\) 3.77611 + 2.02944i 0.206004 + 0.110715i
\(337\) 20.9528 + 6.46308i 1.14137 + 0.352067i 0.807103 0.590411i \(-0.201034\pi\)
0.334269 + 0.942478i \(0.391511\pi\)
\(338\) −17.0039 + 5.24501i −0.924891 + 0.285291i
\(339\) 0.863019 + 0.459780i 0.0468728 + 0.0249718i
\(340\) 4.93871 + 4.58245i 0.267839 + 0.248518i
\(341\) 0.393993 5.25747i 0.0213359 0.284708i
\(342\) 12.9588 + 10.4754i 0.700734 + 0.566445i
\(343\) 16.5974 + 8.21747i 0.896175 + 0.443701i
\(344\) 18.7106 + 32.4077i 1.00881 + 1.74731i
\(345\) −9.96716 13.5990i −0.536614 0.732145i
\(346\) −3.05210 + 13.3721i −0.164082 + 0.718889i
\(347\) −2.73488 + 3.42943i −0.146816 + 0.184101i −0.849802 0.527103i \(-0.823278\pi\)
0.702986 + 0.711204i \(0.251850\pi\)
\(348\) −0.377359 + 0.596174i −0.0202286 + 0.0319583i
\(349\) −8.55594 + 7.93875i −0.457989 + 0.424952i −0.875128 0.483891i \(-0.839223\pi\)
0.417139 + 0.908843i \(0.363033\pi\)
\(350\) 4.47184 + 0.690687i 0.239030 + 0.0369188i
\(351\) 5.65502 28.3439i 0.301843 1.51289i
\(352\) 3.88920 2.65161i 0.207295 0.141331i
\(353\) 13.5560 + 4.18147i 0.721512 + 0.222557i 0.633699 0.773580i \(-0.281536\pi\)
0.0878133 + 0.996137i \(0.472012\pi\)
\(354\) −4.06432 + 9.23203i −0.216016 + 0.490677i
\(355\) −2.40199 + 6.12018i −0.127485 + 0.324825i
\(356\) 0.880904 11.7548i 0.0466878 0.623006i
\(357\) 7.74124 + 14.8969i 0.409710 + 0.788427i
\(358\) −0.940873 12.5551i −0.0497267 0.663556i
\(359\) 27.6890 + 8.54093i 1.46137 + 0.450773i 0.920637 0.390420i \(-0.127670\pi\)
0.540734 + 0.841194i \(0.318147\pi\)
\(360\) 14.0141 + 8.21521i 0.738609 + 0.432980i
\(361\) −6.17773 10.7001i −0.325143 0.563165i
\(362\) 3.19449 0.167899
\(363\) 5.74188 + 16.5852i 0.301370 + 0.870498i
\(364\) −5.51356 + 13.8993i −0.288989 + 0.728519i
\(365\) 1.87494 + 4.77727i 0.0981389 + 0.250054i
\(366\) −0.0571981 1.67719i −0.00298979 0.0876683i
\(367\) 8.36422 5.70263i 0.436609 0.297675i −0.324997 0.945715i \(-0.605363\pi\)
0.761606 + 0.648040i \(0.224411\pi\)
\(368\) 0.375992 + 5.01726i 0.0195999 + 0.261543i
\(369\) −28.2421 + 6.24968i −1.47022 + 0.325345i
\(370\) 0.0723083 0.0906718i 0.00375913 0.00471380i
\(371\) −7.14599 31.8427i −0.371001 1.65319i
\(372\) 9.78534 + 1.88505i 0.507346 + 0.0977354i
\(373\) −7.78986 13.4924i −0.403343 0.698611i 0.590784 0.806830i \(-0.298819\pi\)
−0.994127 + 0.108219i \(0.965485\pi\)
\(374\) −3.38349 −0.174956
\(375\) 20.6989 + 3.98745i 1.06889 + 0.205911i
\(376\) 2.46536 + 10.8015i 0.127141 + 0.557043i
\(377\) 2.00918 + 0.967571i 0.103478 + 0.0498324i
\(378\) 8.75406 + 10.4561i 0.450260 + 0.537804i
\(379\) 28.0175 13.4925i 1.43916 0.693064i 0.458486 0.888702i \(-0.348392\pi\)
0.980676 + 0.195637i \(0.0626776\pi\)
\(380\) −6.42051 8.05107i −0.329365 0.413011i
\(381\) 7.96305 18.0879i 0.407959 0.926673i
\(382\) −0.917194 4.01849i −0.0469277 0.205604i
\(383\) −2.07759 27.7235i −0.106160 1.41660i −0.755022 0.655699i \(-0.772374\pi\)
0.648862 0.760906i \(-0.275245\pi\)
\(384\) 2.63869 + 5.03289i 0.134655 + 0.256834i
\(385\) −3.69299 + 2.49818i −0.188212 + 0.127319i
\(386\) −0.326516 1.43056i −0.0166192 0.0728136i
\(387\) 5.34701 + 37.1416i 0.271804 + 1.88801i
\(388\) −2.06980 0.311972i −0.105078 0.0158380i
\(389\) 6.53175 + 6.06057i 0.331173 + 0.307283i 0.828179 0.560464i \(-0.189377\pi\)
−0.497006 + 0.867747i \(0.665567\pi\)
\(390\) 6.96920 15.8304i 0.352899 0.801604i
\(391\) −9.85174 + 17.0637i −0.498224 + 0.862949i
\(392\) −10.3387 18.2122i −0.522184 0.919858i
\(393\) −24.5754 8.69071i −1.23967 0.438389i
\(394\) 9.00082 4.33457i 0.453455 0.218372i
\(395\) −17.8117 + 5.49417i −0.896202 + 0.276442i
\(396\) 2.77108 0.613211i 0.139252 0.0308150i
\(397\) −2.52803 2.34567i −0.126878 0.117726i 0.614182 0.789165i \(-0.289486\pi\)
−0.741060 + 0.671439i \(0.765677\pi\)
\(398\) 5.01020 4.64879i 0.251139 0.233023i
\(399\) −8.30657 24.2789i −0.415849 1.21547i
\(400\) −1.18234 1.09705i −0.0591172 0.0548527i
\(401\) 2.73570 + 36.5054i 0.136614 + 1.82299i 0.472768 + 0.881187i \(0.343255\pi\)
−0.336154 + 0.941807i \(0.609126\pi\)
\(402\) 11.4519 + 8.51058i 0.571169 + 0.424469i
\(403\) 2.35373 31.4083i 0.117247 1.56456i
\(404\) 0.360424 0.0543252i 0.0179318 0.00270278i
\(405\) 9.98678 + 12.8689i 0.496247 + 0.639460i
\(406\) −0.949632 + 0.453066i −0.0471294 + 0.0224853i
\(407\) −0.00449465 0.0599770i −0.000222792 0.00297295i
\(408\) 2.18792 18.8571i 0.108318 0.933567i
\(409\) −12.2025 15.3015i −0.603376 0.756610i 0.382524 0.923946i \(-0.375055\pi\)
−0.985900 + 0.167336i \(0.946484\pi\)
\(410\) −17.3102 −0.854890
\(411\) 3.19354 + 17.1895i 0.157526 + 0.847896i
\(412\) 5.16887 13.1701i 0.254652 0.648842i
\(413\) 12.8662 8.70356i 0.633104 0.428274i
\(414\) −4.81865 + 15.2623i −0.236824 + 0.750099i
\(415\) −7.27908 18.5468i −0.357316 0.910426i
\(416\) 23.2342 15.8408i 1.13915 0.776659i
\(417\) −1.73588 + 6.39367i −0.0850064 + 0.313100i
\(418\) 5.11386 + 0.770790i 0.250127 + 0.0377006i
\(419\) 5.47805 + 13.9578i 0.267620 + 0.681885i 1.00000 0.000988231i \(0.000314564\pi\)
−0.732379 + 0.680897i \(0.761590\pi\)
\(420\) −3.88597 7.47799i −0.189616 0.364888i
\(421\) −4.29574 + 10.9454i −0.209362 + 0.533445i −0.996524 0.0833005i \(-0.973454\pi\)
0.787163 + 0.616745i \(0.211549\pi\)
\(422\) −4.58683 + 7.94462i −0.223283 + 0.386738i
\(423\) −1.72852 + 10.9745i −0.0840433 + 0.533600i
\(424\) −13.4820 + 34.3515i −0.654742 + 1.66826i
\(425\) −1.40553 6.15802i −0.0681781 0.298708i
\(426\) 6.03366 1.59533i 0.292332 0.0772940i
\(427\) −1.30029 + 2.23334i −0.0629252 + 0.108079i
\(428\) 1.47760 19.7173i 0.0714227 0.953069i
\(429\) −2.93463 8.47657i −0.141685 0.409253i
\(430\) −1.67817 + 22.3936i −0.0809284 + 1.07991i
\(431\) 12.8129 11.8886i 0.617174 0.572654i −0.308383 0.951262i \(-0.599788\pi\)
0.925557 + 0.378608i \(0.123597\pi\)
\(432\) −0.496262 4.83551i −0.0238764 0.232648i
\(433\) 0.760121 3.33031i 0.0365291 0.160044i −0.953374 0.301792i \(-0.902415\pi\)
0.989903 + 0.141748i \(0.0452722\pi\)
\(434\) 10.8568 + 10.1474i 0.521141 + 0.487092i
\(435\) −1.15362 + 0.498783i −0.0553121 + 0.0239148i
\(436\) 13.6024 4.19580i 0.651439 0.200942i
\(437\) 18.7773 23.5460i 0.898241 1.12636i
\(438\) 2.60548 4.11629i 0.124495 0.196684i
\(439\) 31.0802 14.9674i 1.48338 0.714356i 0.495356 0.868690i \(-0.335037\pi\)
0.988019 + 0.154334i \(0.0493232\pi\)
\(440\) 5.04166 0.240351
\(441\) −2.84089 20.8070i −0.135280 0.990807i
\(442\) −20.2131 −0.961438
\(443\) −10.6282 + 5.11827i −0.504961 + 0.243176i −0.668979 0.743281i \(-0.733269\pi\)
0.164019 + 0.986457i \(0.447554\pi\)
\(444\) 0.113589 + 0.00462671i 0.00539069 + 0.000219574i
\(445\) 13.0919 16.4167i 0.620616 0.778228i
\(446\) 13.4252 4.14113i 0.635702 0.196088i
\(447\) 1.80144 15.5262i 0.0852052 0.734364i
\(448\) −1.42758 + 18.1619i −0.0674469 + 0.858070i
\(449\) −3.26798 + 14.3180i −0.154226 + 0.675707i 0.837403 + 0.546586i \(0.184073\pi\)
−0.991629 + 0.129121i \(0.958784\pi\)
\(450\) −2.19549 4.63725i −0.103496 0.218602i
\(451\) −6.58079 + 6.10608i −0.309877 + 0.287524i
\(452\) −0.0428678 + 0.572030i −0.00201633 + 0.0269060i
\(453\) 4.77717 5.51416i 0.224451 0.259078i
\(454\) 0.692250 9.23743i 0.0324889 0.433534i
\(455\) −22.0620 + 14.9242i −1.03428 + 0.699658i
\(456\) −7.60267 + 28.0025i −0.356028 + 1.31134i
\(457\) −0.940612 4.12109i −0.0440000 0.192777i 0.948151 0.317819i \(-0.102950\pi\)
−0.992151 + 0.125042i \(0.960093\pi\)
\(458\) 7.62414 19.4260i 0.356253 0.907717i
\(459\) 9.06161 16.7409i 0.422960 0.781399i
\(460\) 4.94540 8.56569i 0.230581 0.399377i
\(461\) 9.82177 25.0255i 0.457446 1.16555i −0.497155 0.867662i \(-0.665622\pi\)
0.954600 0.297890i \(-0.0962830\pi\)
\(462\) 3.98501 + 1.42559i 0.185400 + 0.0663243i
\(463\) −7.83120 19.9536i −0.363947 0.927321i −0.989157 0.146864i \(-0.953082\pi\)
0.625210 0.780457i \(-0.285013\pi\)
\(464\) 0.370862 + 0.0558985i 0.0172168 + 0.00259502i
\(465\) 12.5104 + 12.5935i 0.580157 + 0.584010i
\(466\) −5.07797 + 3.46210i −0.235232 + 0.160379i
\(467\) −8.70844 22.1887i −0.402978 1.02677i −0.977995 0.208630i \(-0.933100\pi\)
0.575016 0.818142i \(-0.304996\pi\)
\(468\) 16.5545 3.66334i 0.765231 0.169338i
\(469\) −7.95271 20.4822i −0.367222 0.945781i
\(470\) −2.42901 + 6.18903i −0.112042 + 0.285479i
\(471\) 27.4147 23.4348i 1.26320 1.07982i
\(472\) −17.5649 −0.808490
\(473\) 7.26123 + 9.10529i 0.333872 + 0.418662i
\(474\) 14.2016 + 10.5540i 0.652300 + 0.484762i
\(475\) 0.721483 + 9.62752i 0.0331039 + 0.441741i
\(476\) −6.16838 + 7.67737i −0.282727 + 0.351892i
\(477\) −25.3483 + 26.9589i −1.16062 + 1.23436i
\(478\) 17.0332 2.56733i 0.779078 0.117427i
\(479\) −1.40945 + 18.8079i −0.0643996 + 0.859353i 0.867685 + 0.497114i \(0.165607\pi\)
−0.932085 + 0.362240i \(0.882012\pi\)
\(480\) −1.82659 + 15.7430i −0.0833722 + 0.718566i
\(481\) −0.0268512 0.358304i −0.00122431 0.0163373i
\(482\) 20.5962 + 19.1105i 0.938133 + 0.870460i
\(483\) 18.7928 15.9464i 0.855100 0.725588i
\(484\) −7.54741 + 7.00298i −0.343064 + 0.318317i
\(485\) −2.73327 2.53610i −0.124111 0.115158i
\(486\) 4.24865 14.8676i 0.192723 0.674407i
\(487\) −2.86612 + 0.884080i −0.129876 + 0.0400615i −0.359012 0.933333i \(-0.616886\pi\)
0.229136 + 0.973394i \(0.426410\pi\)
\(488\) 2.63284 1.26791i 0.119183 0.0573956i
\(489\) −2.81910 15.1741i −0.127484 0.686195i
\(490\) 1.03042 12.5250i 0.0465495 0.565823i
\(491\) −1.92366 + 3.33187i −0.0868134 + 0.150365i −0.906163 0.422930i \(-0.861002\pi\)
0.819349 + 0.573295i \(0.194335\pi\)
\(492\) −10.0309 13.6859i −0.452227 0.617010i
\(493\) 1.07668 + 0.999009i 0.0484910 + 0.0449931i
\(494\) 30.5503 + 4.60472i 1.37452 + 0.207176i
\(495\) 4.69377 + 1.87812i 0.210969 + 0.0844152i
\(496\) −1.17872 5.16433i −0.0529263 0.231885i
\(497\) −9.17345 2.86626i −0.411485 0.128569i
\(498\) −10.1152 + 15.9807i −0.453275 + 0.716111i
\(499\) −1.07717 14.3739i −0.0482209 0.643463i −0.967988 0.250998i \(-0.919241\pi\)
0.919767 0.392465i \(-0.128378\pi\)
\(500\) 2.75164 + 12.0557i 0.123057 + 0.539149i
\(501\) 6.49084 + 8.85597i 0.289989 + 0.395656i
\(502\) −2.06668 2.59153i −0.0922403 0.115666i
\(503\) −21.6196 + 10.4114i −0.963968 + 0.464223i −0.848562 0.529096i \(-0.822531\pi\)
−0.115406 + 0.993318i \(0.536817\pi\)
\(504\) −10.5221 + 21.2877i −0.468691 + 0.948231i
\(505\) 0.584982 + 0.281713i 0.0260314 + 0.0125360i
\(506\) 1.10532 + 4.84273i 0.0491376 + 0.215286i
\(507\) −10.1652 29.3617i −0.451450 1.30400i
\(508\) 11.5936 0.514382
\(509\) −3.23781 5.60804i −0.143513 0.248572i 0.785304 0.619110i \(-0.212507\pi\)
−0.928817 + 0.370538i \(0.879173\pi\)
\(510\) 7.45942 8.61020i 0.330308 0.381266i
\(511\) −6.77086 + 3.23035i −0.299525 + 0.142902i
\(512\) 6.43866 8.07382i 0.284551 0.356816i
\(513\) −17.5096 + 23.2381i −0.773067 + 1.02599i
\(514\) −0.513269 6.84910i −0.0226393 0.302101i
\(515\) 20.8230 14.1969i 0.917571 0.625589i
\(516\) −18.6775 + 11.6498i −0.822230 + 0.512853i
\(517\) 1.25971 + 3.20969i 0.0554021 + 0.141162i
\(518\) 0.139723 + 0.0960090i 0.00613909 + 0.00421839i
\(519\) −23.5176 4.53044i −1.03231 0.198864i
\(520\) 30.1190 1.32081
\(521\) −18.9169 32.7651i −0.828765 1.43546i −0.899007 0.437934i \(-0.855711\pi\)
0.0702421 0.997530i \(-0.477623\pi\)
\(522\) 1.02924 + 0.603352i 0.0450487 + 0.0264080i
\(523\) −26.6173 8.21034i −1.16389 0.359013i −0.348155 0.937437i \(-0.613192\pi\)
−0.815736 + 0.578424i \(0.803668\pi\)
\(524\) −1.14273 15.2487i −0.0499205 0.666143i
\(525\) −0.939192 + 7.84501i −0.0409897 + 0.342384i
\(526\) 0.728956 9.72724i 0.0317840 0.424128i
\(527\) 7.57879 19.3104i 0.330137 0.841176i
\(528\) −0.891833 1.21680i −0.0388120 0.0529544i
\(529\) 5.66320 + 1.74687i 0.246226 + 0.0759507i
\(530\) −18.2971 + 12.4747i −0.794775 + 0.541868i
\(531\) −16.3529 6.54328i −0.709655 0.283954i
\(532\) 11.0719 10.1985i 0.480030 0.442160i
\(533\) −39.3138 + 36.4779i −1.70287 + 1.58003i
\(534\) −19.9157 0.811207i −0.861836 0.0351044i
\(535\) 21.9600 27.5370i 0.949414 1.19053i
\(536\) −5.52859 + 24.2223i −0.238799 + 1.04625i
\(537\) 21.8541 2.38915i 0.943074 0.103099i
\(538\) −1.36725 2.36814i −0.0589462 0.102098i
\(539\) −4.02641 5.12510i −0.173430 0.220754i
\(540\) −4.54877 + 8.40366i −0.195748 + 0.361636i
\(541\) −2.67534 + 35.6999i −0.115022 + 1.53486i 0.579252 + 0.815149i \(0.303345\pi\)
−0.694274 + 0.719711i \(0.744274\pi\)
\(542\) 15.0315 + 13.9472i 0.645660 + 0.599085i
\(543\) 0.190119 + 5.57477i 0.00815879 + 0.239236i
\(544\) 17.6981 5.45914i 0.758800 0.234059i
\(545\) 24.2302 + 7.47404i 1.03791 + 0.320153i
\(546\) 23.8066 + 8.51650i 1.01883 + 0.364472i
\(547\) 8.44365 2.60452i 0.361025 0.111361i −0.108936 0.994049i \(-0.534744\pi\)
0.469960 + 0.882687i \(0.344268\pi\)
\(548\) −8.47420 + 5.77761i −0.362000 + 0.246807i
\(549\) 2.92350 0.199635i 0.124772 0.00852021i
\(550\) −1.31568 0.897014i −0.0561007 0.0382488i
\(551\) −1.39972 1.75519i −0.0596301 0.0747737i
\(552\) −27.7046 + 3.02874i −1.17919 + 0.128912i
\(553\) −9.86220 25.4001i −0.419384 1.08012i
\(554\) −17.2114 + 11.7346i −0.731244 + 0.498554i
\(555\) 0.162536 + 0.120790i 0.00689929 + 0.00512727i
\(556\) −3.84306 + 0.579248i −0.162982 + 0.0245656i
\(557\) 5.98433 + 10.3652i 0.253564 + 0.439186i 0.964504 0.264066i \(-0.0850638\pi\)
−0.710940 + 0.703252i \(0.751730\pi\)
\(558\) 2.62166 16.6452i 0.110984 0.704648i
\(559\) 43.3788 + 54.3953i 1.83473 + 2.30068i
\(560\) −2.80577 + 3.49216i −0.118565 + 0.147571i
\(561\) −0.201367 5.90460i −0.00850173 0.249292i
\(562\) 1.46192 + 0.220349i 0.0616673 + 0.00929485i
\(563\) 19.0602 + 9.17889i 0.803290 + 0.386844i 0.790030 0.613068i \(-0.210065\pi\)
0.0132598 + 0.999912i \(0.495779\pi\)
\(564\) −6.30078 + 1.66596i −0.265311 + 0.0701495i
\(565\) −0.637097 + 0.798894i −0.0268029 + 0.0336097i
\(566\) −7.75452 + 9.72386i −0.325947 + 0.408725i
\(567\) −17.7262 + 15.8992i −0.744429 + 0.667702i
\(568\) 6.77586 + 8.49665i 0.284309 + 0.356512i
\(569\) −29.9948 −1.25745 −0.628724 0.777628i \(-0.716423\pi\)
−0.628724 + 0.777628i \(0.716423\pi\)
\(570\) −13.2357 + 11.3143i −0.554384 + 0.473902i
\(571\) 1.58745 + 1.99060i 0.0664327 + 0.0833039i 0.813938 0.580952i \(-0.197320\pi\)
−0.747505 + 0.664256i \(0.768748\pi\)
\(572\) 3.85742 3.57917i 0.161287 0.149652i
\(573\) 6.95816 1.83977i 0.290681 0.0768576i
\(574\) −1.79906 25.2399i −0.0750912 1.05349i
\(575\) −8.35471 + 4.02342i −0.348416 + 0.167788i
\(576\) 17.9576 10.2100i 0.748235 0.425415i
\(577\) −0.453807 0.309401i −0.0188922 0.0128805i 0.553837 0.832625i \(-0.313163\pi\)
−0.572729 + 0.819745i \(0.694115\pi\)
\(578\) 3.39226 + 1.04637i 0.141100 + 0.0435234i
\(579\) 2.47706 0.654948i 0.102943 0.0272187i
\(580\) −0.540473 0.501485i −0.0224419 0.0208231i
\(581\) 26.2865 12.5412i 1.09055 0.520296i
\(582\) −0.407925 + 3.51581i −0.0169090 + 0.145735i
\(583\) −2.55558 + 11.1967i −0.105841 + 0.463720i
\(584\) 8.38828 + 1.26433i 0.347110 + 0.0523183i
\(585\) 28.0407 + 11.2199i 1.15934 + 0.463887i
\(586\) 0.747761 9.97817i 0.0308897 0.412194i
\(587\) −17.7767 30.7902i −0.733723 1.27085i −0.955281 0.295699i \(-0.904448\pi\)
0.221558 0.975147i \(-0.428886\pi\)
\(588\) 10.4998 6.44331i 0.433003 0.265718i
\(589\) −15.8538 + 27.4595i −0.653244 + 1.13145i
\(590\) −8.70909 5.93775i −0.358547 0.244453i
\(591\) 8.10002 + 15.4495i 0.333190 + 0.635509i
\(592\) −0.0220774 0.0562522i −0.000907374 0.00231195i
\(593\) −5.89134 5.46637i −0.241929 0.224477i 0.549884 0.835241i \(-0.314672\pi\)
−0.791813 + 0.610764i \(0.790862\pi\)
\(594\) −1.19599 4.64759i −0.0490721 0.190693i
\(595\) −16.7824 + 5.10983i −0.688013 + 0.209483i
\(596\) 8.76180 2.70266i 0.358897 0.110705i
\(597\) 8.41086 + 8.46672i 0.344234 + 0.346520i
\(598\) 6.60323 + 28.9306i 0.270026 + 1.18306i
\(599\) 5.23084 2.51904i 0.213726 0.102925i −0.323958 0.946072i \(-0.605014\pi\)
0.537684 + 0.843146i \(0.319299\pi\)
\(600\) 5.85008 6.75259i 0.238829 0.275673i
\(601\) 2.38586 + 1.62665i 0.0973214 + 0.0663526i 0.611003 0.791628i \(-0.290766\pi\)
−0.513682 + 0.857981i \(0.671719\pi\)
\(602\) −32.8264 0.119552i −1.33790 0.00487258i
\(603\) −14.1704 + 20.4914i −0.577064 + 0.834476i
\(604\) 4.08971 + 1.26151i 0.166408 + 0.0513300i
\(605\) −18.1354 + 2.73347i −0.737307 + 0.111131i
\(606\) −0.112578 0.605962i −0.00457318 0.0246155i
\(607\) 5.13251 + 8.88976i 0.208322 + 0.360824i 0.951186 0.308618i \(-0.0998665\pi\)
−0.742864 + 0.669442i \(0.766533\pi\)
\(608\) −27.9928 + 4.21924i −1.13526 + 0.171113i
\(609\) −0.847170 1.63026i −0.0343291 0.0660613i
\(610\) 1.73404 + 0.261364i 0.0702092 + 0.0105823i
\(611\) 7.52556 + 19.1748i 0.304451 + 0.775730i
\(612\) 11.1300 + 0.908206i 0.449905 + 0.0367121i
\(613\) −2.57282 34.3319i −0.103915 1.38665i −0.768696 0.639614i \(-0.779094\pi\)
0.664781 0.747038i \(-0.268525\pi\)
\(614\) 0.270130 0.338733i 0.0109016 0.0136701i
\(615\) −1.03021 30.2084i −0.0415421 1.21812i
\(616\) 0.523982 + 7.35122i 0.0211118 + 0.296189i
\(617\) 35.6211 5.36901i 1.43405 0.216148i 0.614392 0.789001i \(-0.289402\pi\)
0.819658 + 0.572853i \(0.194163\pi\)
\(618\) −22.5544 7.97602i −0.907272 0.320843i
\(619\) −12.7046 + 22.0050i −0.510642 + 0.884457i 0.489282 + 0.872125i \(0.337259\pi\)
−0.999924 + 0.0123317i \(0.996075\pi\)
\(620\) −3.80442 + 9.69351i −0.152789 + 0.389301i
\(621\) −26.9212 7.50079i −1.08031 0.300996i
\(622\) −31.2740 15.0607i −1.25397 0.603881i
\(623\) 25.2978 + 17.3831i 1.01354 + 0.696438i
\(624\) −5.32783 7.26919i −0.213284 0.291000i
\(625\) −4.89798 + 12.4799i −0.195919 + 0.499194i
\(626\) 4.69367 2.26035i 0.187597 0.0903419i
\(627\) −1.04077 + 8.97016i −0.0415644 + 0.358234i
\(628\) 19.0620 + 9.17978i 0.760657 + 0.366313i
\(629\) 0.0526598 0.230718i 0.00209968 0.00919932i
\(630\) −12.4133 + 6.99801i −0.494560 + 0.278807i
\(631\) −8.51980 37.3277i −0.339168 1.48599i −0.800806 0.598924i \(-0.795595\pi\)
0.461638 0.887068i \(-0.347262\pi\)
\(632\) −6.85604 + 30.0383i −0.272718 + 1.19486i
\(633\) −14.1373 7.53174i −0.561907 0.299360i
\(634\) 3.04893 13.3582i 0.121088 0.530523i
\(635\) 17.0633 + 11.6336i 0.677138 + 0.461665i
\(636\) −20.4657 7.23736i −0.811516 0.286980i
\(637\) −24.0539 30.6175i −0.953049 1.21311i
\(638\) 0.370276 0.0146594
\(639\) 3.14313 + 10.4345i 0.124340 + 0.412783i
\(640\) −5.67437 + 1.75031i −0.224299 + 0.0691871i
\(641\) 2.08641 + 5.31608i 0.0824082 + 0.209973i 0.966139 0.258024i \(-0.0830713\pi\)
−0.883730 + 0.467996i \(0.844976\pi\)
\(642\) −33.4060 1.36070i −1.31843 0.0537024i
\(643\) −12.5623 3.87495i −0.495408 0.152813i 0.0369758 0.999316i \(-0.488228\pi\)
−0.532384 + 0.846503i \(0.678704\pi\)
\(644\) 13.0036 + 6.32064i 0.512413 + 0.249068i
\(645\) −39.1793 1.59586i −1.54268 0.0628367i
\(646\) 18.3335 + 8.82893i 0.721320 + 0.347370i
\(647\) −1.62407 + 1.50691i −0.0638487 + 0.0592429i −0.711452 0.702735i \(-0.751962\pi\)
0.647603 + 0.761978i \(0.275772\pi\)
\(648\) 26.6757 3.66024i 1.04792 0.143788i
\(649\) −5.40543 + 0.814738i −0.212182 + 0.0319813i
\(650\) −7.85989 5.35879i −0.308290 0.210189i
\(651\) −17.0623 + 19.5503i −0.668726 + 0.766235i
\(652\) 7.48061 5.10020i 0.292963 0.199739i
\(653\) −36.3237 + 33.7035i −1.42146 + 1.31892i −0.544152 + 0.838986i \(0.683149\pi\)
−0.877305 + 0.479933i \(0.840661\pi\)
\(654\) −7.87457 22.7454i −0.307920 0.889416i
\(655\) 13.6195 23.5896i 0.532156 0.921722i
\(656\) −4.50985 + 7.81128i −0.176080 + 0.304979i
\(657\) 7.33849 + 4.30189i 0.286302 + 0.167833i
\(658\) −9.27665 2.89851i −0.361641 0.112996i
\(659\) −23.9058 3.60321i −0.931236 0.140361i −0.334133 0.942526i \(-0.608444\pi\)
−0.597103 + 0.802165i \(0.703682\pi\)
\(660\) 0.101083 + 2.96401i 0.00393464 + 0.115374i
\(661\) 41.0880 + 19.7869i 1.59814 + 0.769623i 0.999507 0.0314021i \(-0.00999724\pi\)
0.598631 + 0.801025i \(0.295712\pi\)
\(662\) 27.7309 + 13.3545i 1.07779 + 0.519037i
\(663\) −1.20297 35.2742i −0.0467196 1.36994i
\(664\) −32.5658 4.90850i −1.26380 0.190487i
\(665\) 26.5293 3.89989i 1.02876 0.151231i
\(666\) 0.00127241 0.192224i 4.93050e−5 0.00744854i
\(667\) 1.07814 1.86738i 0.0417456 0.0723054i
\(668\) −3.22056 + 5.57817i −0.124607 + 0.215826i
\(669\) 8.02576 + 23.1821i 0.310294 + 0.896273i
\(670\) −10.9295 + 10.1411i −0.422243 + 0.391784i
\(671\) 0.751422 0.512311i 0.0290083 0.0197775i
\(672\) −23.1446 1.02717i −0.892824 0.0396241i
\(673\) −14.3147 9.75959i −0.551791 0.376204i 0.255092 0.966917i \(-0.417894\pi\)
−0.806882 + 0.590712i \(0.798847\pi\)
\(674\) 21.5072 3.24169i 0.828426 0.124865i
\(675\) 7.96189 4.10737i 0.306453 0.158093i
\(676\) 13.3616 12.3977i 0.513907 0.476836i
\(677\) −18.1486 8.73991i −0.697508 0.335902i 0.0513055 0.998683i \(-0.483662\pi\)
−0.748813 + 0.662781i \(0.769376\pi\)
\(678\) 0.969164 + 0.0394761i 0.0372205 + 0.00151607i
\(679\) 3.41381 4.24895i 0.131010 0.163060i
\(680\) 18.9559 + 5.84713i 0.726927 + 0.224227i
\(681\) 16.1616 + 0.658296i 0.619314 + 0.0252260i
\(682\) −1.91062 4.86819i −0.0731615 0.186412i
\(683\) 16.7404 5.16373i 0.640553 0.197585i 0.0425706 0.999093i \(-0.486445\pi\)
0.597983 + 0.801509i \(0.295969\pi\)
\(684\) −16.6152 3.90820i −0.635298 0.149434i
\(685\) −18.2698 −0.698053
\(686\) 18.3698 + 0.200713i 0.701362 + 0.00766324i
\(687\) 34.3544 + 12.1489i 1.31070 + 0.463509i
\(688\) 9.66796 + 6.59150i 0.368587 + 0.251299i
\(689\) −15.2671 + 66.8894i −0.581629 + 2.54829i
\(690\) −14.7605 7.86375i −0.561922 0.299368i
\(691\) 2.95228 12.9348i 0.112310 0.492063i −0.887218 0.461350i \(-0.847365\pi\)
0.999528 0.0307128i \(-0.00977772\pi\)
\(692\) −3.12634 13.6974i −0.118846 0.520697i
\(693\) −2.25065 + 7.03917i −0.0854952 + 0.267396i
\(694\) −0.968194 + 4.24194i −0.0367522 + 0.161022i
\(695\) −6.23743 3.00379i −0.236599 0.113940i
\(696\) −0.239437 + 2.06365i −0.00907583 + 0.0782224i
\(697\) −31.8245 + 15.3259i −1.20544 + 0.580508i
\(698\) −4.22975 + 10.7772i −0.160098 + 0.407924i
\(699\) −6.34399 8.65561i −0.239952 0.327385i
\(700\) −4.43397 + 1.35003i −0.167588 + 0.0510265i
\(701\) −41.3006 19.8893i −1.55990 0.751210i −0.562752 0.826626i \(-0.690257\pi\)
−0.997152 + 0.0754159i \(0.975972\pi\)
\(702\) −7.14488 27.7649i −0.269666 1.04792i
\(703\) −0.132150 + 0.336714i −0.00498415 + 0.0126994i
\(704\) 3.20558 5.55223i 0.120815 0.209258i
\(705\) −10.9451 3.87058i −0.412218 0.145775i
\(706\) 13.9146 2.09730i 0.523685 0.0789328i
\(707\) −0.349966 + 0.882239i −0.0131618 + 0.0331800i
\(708\) −0.352168 10.3265i −0.0132353 0.388092i
\(709\) −9.18944 + 11.5232i −0.345117 + 0.432763i −0.923850 0.382754i \(-0.874976\pi\)
0.578734 + 0.815517i \(0.303547\pi\)
\(710\) 0.487362 + 6.50340i 0.0182904 + 0.244068i
\(711\) −17.5728 + 25.4116i −0.659032 + 0.953008i
\(712\) −12.6804 32.3092i −0.475219 1.21084i
\(713\) −30.1145 4.53904i −1.12780 0.169988i
\(714\) 13.3298 + 9.98168i 0.498854 + 0.373555i
\(715\) 9.26884 1.39705i 0.346635 0.0522468i
\(716\) 6.44828 + 11.1687i 0.240984 + 0.417396i
\(717\) 5.49403 + 29.5721i 0.205178 + 1.10439i
\(718\) 28.4216 4.28387i 1.06069 0.159873i
\(719\) 2.36616 + 0.729863i 0.0882427 + 0.0272193i 0.338562 0.940944i \(-0.390059\pi\)
−0.250319 + 0.968163i \(0.580536\pi\)
\(720\) 5.06265 + 0.413110i 0.188674 + 0.0153957i
\(721\) 22.8646 + 28.8864i 0.851521 + 1.07579i
\(722\) −10.1262 6.90394i −0.376859 0.256938i
\(723\) −32.1244 + 37.0803i −1.19472 + 1.37903i
\(724\) −2.94815 + 1.41976i −0.109567 + 0.0527648i
\(725\) 0.153815 + 0.673909i 0.00571256 + 0.0250284i
\(726\) 12.2695 + 12.3510i 0.455366 + 0.458390i
\(727\) 32.6195 10.0618i 1.20979 0.373171i 0.376715 0.926329i \(-0.377054\pi\)
0.833076 + 0.553158i \(0.186577\pi\)
\(728\) 3.13028 + 43.9164i 0.116016 + 1.62765i
\(729\) 26.1986 + 6.52957i 0.970317 + 0.241836i
\(730\) 3.73170 + 3.46252i 0.138117 + 0.128153i
\(731\) 16.7412 + 42.6560i 0.619197 + 1.57769i
\(732\) 0.798196 + 1.52244i 0.0295022 + 0.0562709i
\(733\) 6.64483 + 4.53037i 0.245432 + 0.167333i 0.679788 0.733408i \(-0.262072\pi\)
−0.434356 + 0.900741i \(0.643024\pi\)
\(734\) 5.02080 8.69629i 0.185321 0.320986i
\(735\) 21.9190 + 1.05278i 0.808494 + 0.0388322i
\(736\) −13.5952 23.5476i −0.501126 0.867976i
\(737\) −0.577833 + 7.71064i −0.0212847 + 0.284025i
\(738\) −22.5502 + 17.7403i −0.830086 + 0.653029i
\(739\) 3.83394 + 0.577873i 0.141034 + 0.0212574i 0.219180 0.975685i \(-0.429662\pi\)
−0.0781459 + 0.996942i \(0.524900\pi\)
\(740\) −0.0264343 + 0.115816i −0.000971745 + 0.00425749i
\(741\) −6.21760 + 53.5880i −0.228409 + 1.96860i
\(742\) −20.0910 25.3824i −0.737564 0.931818i
\(743\) 21.8943 + 20.3149i 0.803224 + 0.745283i 0.970623 0.240606i \(-0.0773462\pi\)
−0.167399 + 0.985889i \(0.553537\pi\)
\(744\) 28.3672 7.50044i 1.03999 0.274980i
\(745\) 15.6075 + 4.81429i 0.571816 + 0.176382i
\(746\) −12.7687 8.70558i −0.467497 0.318734i
\(747\) −28.4902 16.7012i −1.04240 0.611066i
\(748\) 3.12258 1.50375i 0.114173 0.0549827i
\(749\) 42.4339 + 29.1579i 1.55050 + 1.06541i
\(750\) 20.2148 5.34490i 0.738140 0.195168i
\(751\) −27.1709 + 25.2109i −0.991482 + 0.919961i −0.996793 0.0800253i \(-0.974500\pi\)
0.00531115 + 0.999986i \(0.498309\pi\)
\(752\) 2.15998 + 2.70853i 0.0787665 + 0.0987701i
\(753\) 4.39953 3.76083i 0.160328 0.137052i
\(754\) 2.21204 0.0805577
\(755\) 4.75333 + 5.96049i 0.172992 + 0.216925i
\(756\) −12.7261 5.75916i −0.462844 0.209458i
\(757\) 15.1926 19.0509i 0.552184 0.692417i −0.424907 0.905237i \(-0.639693\pi\)
0.977091 + 0.212820i \(0.0682648\pi\)
\(758\) 19.2323 24.1166i 0.698550 0.875954i
\(759\) −8.38536 + 2.21713i −0.304369 + 0.0804768i
\(760\) −27.3182 13.1558i −0.990936 0.477210i
\(761\) 19.2650 + 2.90373i 0.698356 + 0.105260i 0.488619 0.872497i \(-0.337501\pi\)
0.209738 + 0.977758i \(0.432739\pi\)
\(762\) −0.668169 19.5924i −0.0242052 0.709758i
\(763\) −8.37961 + 36.1068i −0.303362 + 1.30715i
\(764\) 2.63244 + 3.30097i 0.0952383 + 0.119425i
\(765\) 15.4698 + 12.5051i 0.559310 + 0.452124i
\(766\) −13.7885 23.8824i −0.498199 0.862906i
\(767\) −32.2922 + 4.86727i −1.16600 + 0.175747i
\(768\) 23.6693 + 17.5900i 0.854091 + 0.634725i
\(769\) 10.7968 7.36110i 0.389341 0.265448i −0.352791 0.935702i \(-0.614767\pi\)
0.742132 + 0.670254i \(0.233815\pi\)
\(770\) −2.22525 + 3.82204i −0.0801926 + 0.137737i
\(771\) 11.9220 1.30334i 0.429359 0.0469386i
\(772\) 0.937133 + 1.17513i 0.0337282 + 0.0422938i
\(773\) &mi