Properties

Label 403.2.bl.b.16.8
Level 403
Weight 2
Character 403.16
Analytic conductor 3.218
Analytic rank 0
Dimension 280
CM No

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Newspace parameters

Level: \( N \) = \( 403 = 13 \cdot 31 \)
Weight: \( k \) = \( 2 \)
Character orbit: \([\chi]\) = 403.bl (of order \(15\) and degree \(8\))

Newform invariants

Self dual: No
Analytic conductor: \(3.21797120146\)
Analytic rank: \(0\)
Dimension: \(280\)
Relative dimension: \(35\) over \(\Q(\zeta_{15})\)
Sato-Tate group: $\mathrm{SU}(2)[C_{15}]$

Embedding invariants

Embedding label 16.8
Character \(\chi\) = 403.16
Dual form 403.2.bl.b.126.8

$q$-expansion

\(f(q)\) \(=\) \(q+(-1.58448 - 0.705458i) q^{2} +(-0.208907 + 1.98762i) q^{3} +(0.674658 + 0.749284i) q^{4} -0.120273 q^{5} +(1.73319 - 3.00197i) q^{6} +(-1.90609 - 2.11693i) q^{7} +(0.531542 + 1.63592i) q^{8} +(-0.972535 - 0.206719i) q^{9} +O(q^{10})\) \(q+(-1.58448 - 0.705458i) q^{2} +(-0.208907 + 1.98762i) q^{3} +(0.674658 + 0.749284i) q^{4} -0.120273 q^{5} +(1.73319 - 3.00197i) q^{6} +(-1.90609 - 2.11693i) q^{7} +(0.531542 + 1.63592i) q^{8} +(-0.972535 - 0.206719i) q^{9} +(0.190570 + 0.0848472i) q^{10} +(3.72316 - 0.791383i) q^{11} +(-1.63023 + 1.18443i) q^{12} +(-0.0969973 + 3.60425i) q^{13} +(1.52677 + 4.69891i) q^{14} +(0.0251258 - 0.239056i) q^{15} +(0.522635 - 4.97254i) q^{16} +(-0.652972 - 0.138793i) q^{17} +(1.39514 + 1.01363i) q^{18} +(0.558652 + 5.31522i) q^{19} +(-0.0811428 - 0.0901182i) q^{20} +(4.60584 - 3.34634i) q^{21} +(-6.45758 - 1.37260i) q^{22} +(-2.32170 + 2.57851i) q^{23} +(-3.36262 + 0.714747i) q^{24} -4.98553 q^{25} +(2.69633 - 5.64244i) q^{26} +(-1.23872 + 3.81240i) q^{27} +(0.300221 - 2.85641i) q^{28} +(-9.22585 - 4.10761i) q^{29} +(-0.208455 + 0.361055i) q^{30} +(-0.777578 + 5.51320i) q^{31} +(-2.61592 + 4.53091i) q^{32} +(0.795171 + 7.56555i) q^{33} +(0.936710 + 0.680560i) q^{34} +(0.229251 + 0.254609i) q^{35} +(-0.501238 - 0.868169i) q^{36} +(4.59594 + 7.96041i) q^{37} +(2.86449 - 8.81599i) q^{38} +(-7.14360 - 0.945746i) q^{39} +(-0.0639299 - 0.196756i) q^{40} +(4.72552 + 2.10394i) q^{41} +(-9.65859 + 2.05300i) q^{42} +(0.487451 + 4.63779i) q^{43} +(3.10483 + 2.25579i) q^{44} +(0.116969 + 0.0248626i) q^{45} +(5.49774 - 2.44775i) q^{46} +(-7.77273 - 5.64722i) q^{47} +(9.77432 + 2.07760i) q^{48} +(-0.116506 + 1.10848i) q^{49} +(7.89950 + 3.51708i) q^{50} +(0.412278 - 1.26886i) q^{51} +(-2.76604 + 2.35896i) q^{52} +(1.83252 + 5.63992i) q^{53} +(4.65223 - 5.16682i) q^{54} +(-0.447794 + 0.0951816i) q^{55} +(2.44996 - 4.24345i) q^{56} -10.6813 q^{57} +(11.7205 + 13.0169i) q^{58} +(11.8296 - 5.26689i) q^{59} +(0.196072 - 0.142455i) q^{60} +(-5.68241 + 9.84223i) q^{61} +(5.12139 - 8.18703i) q^{62} +(1.41613 + 2.45281i) q^{63} +(-0.748815 + 0.544046i) q^{64} +(0.0116661 - 0.433492i) q^{65} +(4.07724 - 12.5484i) q^{66} +(6.87407 + 11.9062i) q^{67} +(-0.336537 - 0.582899i) q^{68} +(-4.64008 - 5.15333i) q^{69} +(-0.183628 - 0.565150i) q^{70} +(-0.482689 - 0.102599i) q^{71} +(-0.178768 - 1.70087i) q^{72} +(3.45133 - 10.6221i) q^{73} +(-1.66647 - 15.8554i) q^{74} +(1.04151 - 9.90933i) q^{75} +(-3.60571 + 4.00455i) q^{76} +(-8.77200 - 6.37323i) q^{77} +(10.6517 + 6.53802i) q^{78} +(1.53010 + 4.70916i) q^{79} +(-0.0628587 + 0.598060i) q^{80} +(-10.0437 - 4.47176i) q^{81} +(-6.00328 - 6.66732i) q^{82} +(-8.71176 + 6.32946i) q^{83} +(5.61473 + 1.19345i) q^{84} +(0.0785345 + 0.0166930i) q^{85} +(2.49940 - 7.69238i) q^{86} +(10.0917 - 17.4793i) q^{87} +(3.27365 + 5.67014i) q^{88} +(12.2089 - 2.59508i) q^{89} +(-0.167796 - 0.121911i) q^{90} +(7.81483 - 6.66469i) q^{91} -3.49839 q^{92} +(-10.7957 - 2.69727i) q^{93} +(8.33189 + 14.4313i) q^{94} +(-0.0671905 - 0.639275i) q^{95} +(-8.45922 - 6.14598i) q^{96} +(-8.57186 - 9.52001i) q^{97} +(0.966588 - 1.67418i) q^{98} -3.78450 q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 280q + q^{2} + 39q^{4} - 8q^{5} - 2q^{7} + 12q^{8} + 29q^{9} + O(q^{10}) \) \( 280q + q^{2} + 39q^{4} - 8q^{5} - 2q^{7} + 12q^{8} + 29q^{9} - 21q^{10} - q^{11} - 16q^{12} - 54q^{14} - 27q^{15} + 31q^{16} + 2q^{17} - 10q^{18} + 5q^{19} - 3q^{20} + 68q^{21} - 39q^{22} - 7q^{23} + 48q^{24} + 200q^{25} + 6q^{26} - 78q^{27} + 30q^{28} - 16q^{29} - 66q^{30} - 62q^{31} - 56q^{32} - 20q^{33} - 126q^{34} - 37q^{35} - 140q^{36} - 36q^{37} + 4q^{38} + 28q^{39} - 158q^{40} - 4q^{41} + 16q^{42} - 16q^{43} + 42q^{44} - 46q^{45} - 29q^{46} + 8q^{47} - 36q^{48} + 43q^{49} - 5q^{50} - 134q^{51} - q^{52} + 8q^{53} + 44q^{54} - 55q^{55} - 42q^{56} + 140q^{57} + 38q^{58} - 23q^{59} + 38q^{60} + 40q^{61} + 19q^{62} - 146q^{63} - 68q^{64} + 2q^{65} + 6q^{66} + 46q^{67} + 86q^{68} - 32q^{69} - 4q^{70} + 60q^{71} + 73q^{72} - 12q^{73} - 44q^{74} + 16q^{75} - 70q^{76} + 10q^{77} - 142q^{78} + 134q^{79} - 72q^{80} - 18q^{81} + 28q^{82} - 88q^{83} + 81q^{84} - 69q^{85} + 188q^{86} - 28q^{87} + 42q^{88} + 12q^{89} + 22q^{90} + 67q^{91} - 324q^{92} - 25q^{93} - 62q^{94} + 16q^{95} + 276q^{96} + 16q^{97} + 76q^{98} - 60q^{99} + O(q^{100}) \)

Character Values

We give the values of \(\chi\) on generators for \(\left(\mathbb{Z}/403\mathbb{Z}\right)^\times\).

\(n\) \(249\) \(313\)
\(\chi(n)\) \(e\left(\frac{1}{3}\right)\) \(e\left(\frac{1}{5}\right)\)

Coefficient data

For each \(n\) we display the coefficients of the \(q\)-expansion \(a_n\), the Satake parameters \(\alpha_p\), and the Satake angles \(\theta_p = \textrm{Arg}(\alpha_p)\).

Display \(a_p\) with \(p\) up to: 50 250 1000 (See \(a_n\) instead) (See \(a_n\) instead) (See \(a_n\) instead) Display \(a_n\) with \(n\) up to: 50 250 1000 (See only \(a_p\)) (See only \(a_p\)) (See only \(a_p\))
Significant digits:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −1.58448 0.705458i −1.12040 0.498834i −0.238912 0.971041i \(-0.576791\pi\)
−0.881488 + 0.472207i \(0.843457\pi\)
\(3\) −0.208907 + 1.98762i −0.120612 + 1.14755i 0.752009 + 0.659153i \(0.229085\pi\)
−0.872621 + 0.488398i \(0.837582\pi\)
\(4\) 0.674658 + 0.749284i 0.337329 + 0.374642i
\(5\) −0.120273 −0.0537875 −0.0268938 0.999638i \(-0.508562\pi\)
−0.0268938 + 0.999638i \(0.508562\pi\)
\(6\) 1.73319 3.00197i 0.707572 1.22555i
\(7\) −1.90609 2.11693i −0.720435 0.800125i 0.266053 0.963959i \(-0.414281\pi\)
−0.986488 + 0.163834i \(0.947614\pi\)
\(8\) 0.531542 + 1.63592i 0.187928 + 0.578384i
\(9\) −0.972535 0.206719i −0.324178 0.0689062i
\(10\) 0.190570 + 0.0848472i 0.0602635 + 0.0268310i
\(11\) 3.72316 0.791383i 1.12258 0.238611i 0.391013 0.920385i \(-0.372125\pi\)
0.731563 + 0.681774i \(0.238791\pi\)
\(12\) −1.63023 + 1.18443i −0.470607 + 0.341916i
\(13\) −0.0969973 + 3.60425i −0.0269022 + 0.999638i
\(14\) 1.52677 + 4.69891i 0.408046 + 1.25584i
\(15\) 0.0251258 0.239056i 0.00648744 0.0617239i
\(16\) 0.522635 4.97254i 0.130659 1.24314i
\(17\) −0.652972 0.138793i −0.158369 0.0336623i 0.128045 0.991768i \(-0.459130\pi\)
−0.286414 + 0.958106i \(0.592463\pi\)
\(18\) 1.39514 + 1.01363i 0.328837 + 0.238914i
\(19\) 0.558652 + 5.31522i 0.128164 + 1.21940i 0.849793 + 0.527116i \(0.176727\pi\)
−0.721629 + 0.692280i \(0.756607\pi\)
\(20\) −0.0811428 0.0901182i −0.0181441 0.0201511i
\(21\) 4.60584 3.34634i 1.00508 0.730231i
\(22\) −6.45758 1.37260i −1.37676 0.292639i
\(23\) −2.32170 + 2.57851i −0.484109 + 0.537657i −0.934871 0.354987i \(-0.884485\pi\)
0.450763 + 0.892644i \(0.351152\pi\)
\(24\) −3.36262 + 0.714747i −0.686392 + 0.145897i
\(25\) −4.98553 −0.997107
\(26\) 2.69633 5.64244i 0.528795 1.10657i
\(27\) −1.23872 + 3.81240i −0.238393 + 0.733697i
\(28\) 0.300221 2.85641i 0.0567364 0.539811i
\(29\) −9.22585 4.10761i −1.71320 0.762765i −0.997957 0.0638864i \(-0.979650\pi\)
−0.715241 0.698878i \(-0.753683\pi\)
\(30\) −0.208455 + 0.361055i −0.0380585 + 0.0659193i
\(31\) −0.777578 + 5.51320i −0.139657 + 0.990200i
\(32\) −2.61592 + 4.53091i −0.462434 + 0.800958i
\(33\) 0.795171 + 7.56555i 0.138421 + 1.31699i
\(34\) 0.936710 + 0.680560i 0.160644 + 0.116715i
\(35\) 0.229251 + 0.254609i 0.0387504 + 0.0430367i
\(36\) −0.501238 0.868169i −0.0835396 0.144695i
\(37\) 4.59594 + 7.96041i 0.755569 + 1.30868i 0.945091 + 0.326807i \(0.105973\pi\)
−0.189523 + 0.981876i \(0.560694\pi\)
\(38\) 2.86449 8.81599i 0.464682 1.43014i
\(39\) −7.14360 0.945746i −1.14389 0.151440i
\(40\) −0.0639299 0.196756i −0.0101082 0.0311099i
\(41\) 4.72552 + 2.10394i 0.738003 + 0.328580i 0.741081 0.671415i \(-0.234313\pi\)
−0.00307842 + 0.999995i \(0.500980\pi\)
\(42\) −9.65859 + 2.05300i −1.49035 + 0.316784i
\(43\) 0.487451 + 4.63779i 0.0743356 + 0.707256i 0.966695 + 0.255931i \(0.0823819\pi\)
−0.892360 + 0.451325i \(0.850951\pi\)
\(44\) 3.10483 + 2.25579i 0.468071 + 0.340074i
\(45\) 0.116969 + 0.0248626i 0.0174367 + 0.00370630i
\(46\) 5.49774 2.44775i 0.810597 0.360901i
\(47\) −7.77273 5.64722i −1.13377 0.823731i −0.147530 0.989058i \(-0.547132\pi\)
−0.986239 + 0.165326i \(0.947132\pi\)
\(48\) 9.77432 + 2.07760i 1.41080 + 0.299875i
\(49\) −0.116506 + 1.10848i −0.0166437 + 0.158354i
\(50\) 7.89950 + 3.51708i 1.11716 + 0.497391i
\(51\) 0.412278 1.26886i 0.0577305 0.177676i
\(52\) −2.76604 + 2.35896i −0.383581 + 0.327128i
\(53\) 1.83252 + 5.63992i 0.251716 + 0.774703i 0.994459 + 0.105126i \(0.0335245\pi\)
−0.742743 + 0.669577i \(0.766475\pi\)
\(54\) 4.65223 5.16682i 0.633088 0.703116i
\(55\) −0.447794 + 0.0951816i −0.0603806 + 0.0128343i
\(56\) 2.44996 4.24345i 0.327389 0.567055i
\(57\) −10.6813 −1.41478
\(58\) 11.7205 + 13.0169i 1.53897 + 1.70920i
\(59\) 11.8296 5.26689i 1.54009 0.685690i 0.551201 0.834372i \(-0.314170\pi\)
0.988885 + 0.148682i \(0.0475031\pi\)
\(60\) 0.196072 0.142455i 0.0253128 0.0183908i
\(61\) −5.68241 + 9.84223i −0.727559 + 1.26017i 0.230354 + 0.973107i \(0.426012\pi\)
−0.957912 + 0.287061i \(0.907322\pi\)
\(62\) 5.12139 8.18703i 0.650417 1.03975i
\(63\) 1.41613 + 2.45281i 0.178416 + 0.309026i
\(64\) −0.748815 + 0.544046i −0.0936018 + 0.0680057i
\(65\) 0.0116661 0.433492i 0.00144700 0.0537680i
\(66\) 4.07724 12.5484i 0.501873 1.54461i
\(67\) 6.87407 + 11.9062i 0.839802 + 1.45458i 0.890060 + 0.455843i \(0.150662\pi\)
−0.0502581 + 0.998736i \(0.516004\pi\)
\(68\) −0.336537 0.582899i −0.0408111 0.0706869i
\(69\) −4.64008 5.15333i −0.558600 0.620388i
\(70\) −0.183628 0.565150i −0.0219478 0.0675483i
\(71\) −0.482689 0.102599i −0.0572847 0.0121762i 0.179180 0.983816i \(-0.442655\pi\)
−0.236465 + 0.971640i \(0.575989\pi\)
\(72\) −0.178768 1.70087i −0.0210681 0.200449i
\(73\) 3.45133 10.6221i 0.403947 1.24322i −0.517824 0.855487i \(-0.673258\pi\)
0.921771 0.387735i \(-0.126742\pi\)
\(74\) −1.66647 15.8554i −0.193723 1.84315i
\(75\) 1.04151 9.90933i 0.120264 1.14423i
\(76\) −3.60571 + 4.00455i −0.413603 + 0.459353i
\(77\) −8.77200 6.37323i −0.999662 0.726297i
\(78\) 10.6517 + 6.53802i 1.20607 + 0.740286i
\(79\) 1.53010 + 4.70916i 0.172150 + 0.529822i 0.999492 0.0318761i \(-0.0101482\pi\)
−0.827342 + 0.561698i \(0.810148\pi\)
\(80\) −0.0628587 + 0.598060i −0.00702781 + 0.0668652i
\(81\) −10.0437 4.47176i −1.11597 0.496862i
\(82\) −6.00328 6.66732i −0.662951 0.736282i
\(83\) −8.71176 + 6.32946i −0.956240 + 0.694749i −0.952274 0.305243i \(-0.901262\pi\)
−0.00396541 + 0.999992i \(0.501262\pi\)
\(84\) 5.61473 + 1.19345i 0.612617 + 0.130216i
\(85\) 0.0785345 + 0.0166930i 0.00851827 + 0.00181061i
\(86\) 2.49940 7.69238i 0.269518 0.829490i
\(87\) 10.0917 17.4793i 1.08194 1.87398i
\(88\) 3.27365 + 5.67014i 0.348973 + 0.604439i
\(89\) 12.2089 2.59508i 1.29414 0.275078i 0.491152 0.871074i \(-0.336576\pi\)
0.802987 + 0.595996i \(0.203243\pi\)
\(90\) −0.167796 0.121911i −0.0176873 0.0128506i
\(91\) 7.81483 6.66469i 0.819216 0.698650i
\(92\) −3.49839 −0.364733
\(93\) −10.7957 2.69727i −1.11946 0.279694i
\(94\) 8.33189 + 14.4313i 0.859369 + 1.48847i
\(95\) −0.0671905 0.639275i −0.00689360 0.0655883i
\(96\) −8.45922 6.14598i −0.863365 0.627272i
\(97\) −8.57186 9.52001i −0.870340 0.966611i 0.129348 0.991599i \(-0.458712\pi\)
−0.999688 + 0.0249886i \(0.992045\pi\)
\(98\) 0.966588 1.67418i 0.0976401 0.169118i
\(99\) −3.78450 −0.380357
\(100\) −3.36353 3.73558i −0.336353 0.373558i
\(101\) 3.90711 4.33928i 0.388772 0.431775i −0.516710 0.856161i \(-0.672843\pi\)
0.905481 + 0.424386i \(0.139510\pi\)
\(102\) −1.54838 + 1.71965i −0.153312 + 0.170270i
\(103\) 3.69261 2.68284i 0.363844 0.264348i −0.390810 0.920471i \(-0.627805\pi\)
0.754653 + 0.656124i \(0.227805\pi\)
\(104\) −5.94781 + 1.75713i −0.583231 + 0.172301i
\(105\) −0.553956 + 0.402473i −0.0540606 + 0.0392773i
\(106\) 1.07513 10.2291i 0.104425 0.993541i
\(107\) −2.71836 + 3.01904i −0.262794 + 0.291862i −0.860073 0.510172i \(-0.829582\pi\)
0.597279 + 0.802034i \(0.296249\pi\)
\(108\) −3.69229 + 1.64391i −0.355290 + 0.158186i
\(109\) −5.43027 3.94532i −0.520126 0.377894i 0.296525 0.955025i \(-0.404172\pi\)
−0.816651 + 0.577131i \(0.804172\pi\)
\(110\) 0.776669 + 0.165086i 0.0740525 + 0.0157403i
\(111\) −16.7824 + 7.47199i −1.59291 + 0.709210i
\(112\) −11.5227 + 8.37174i −1.08879 + 0.791055i
\(113\) −9.27362 10.2994i −0.872389 0.968886i 0.127347 0.991858i \(-0.459354\pi\)
−0.999736 + 0.0229718i \(0.992687\pi\)
\(114\) 16.9244 + 7.53523i 1.58512 + 0.705739i
\(115\) 0.279237 0.310124i 0.0260390 0.0289192i
\(116\) −3.14653 9.68402i −0.292148 0.899138i
\(117\) 0.839399 3.48521i 0.0776024 0.322207i
\(118\) −22.4594 −2.06756
\(119\) 0.950809 + 1.64685i 0.0871605 + 0.150966i
\(120\) 0.404431 0.0859644i 0.0369193 0.00784744i
\(121\) 3.18665 1.41879i 0.289696 0.128981i
\(122\) 15.9470 11.5862i 1.44377 1.04896i
\(123\) −5.16902 + 8.95300i −0.466075 + 0.807265i
\(124\) −4.65555 + 3.13690i −0.418081 + 0.281702i
\(125\) 1.20099 0.107419
\(126\) −0.513483 4.88547i −0.0457447 0.435232i
\(127\) −1.67848 + 15.9696i −0.148941 + 1.41708i 0.623418 + 0.781889i \(0.285744\pi\)
−0.772358 + 0.635187i \(0.780923\pi\)
\(128\) 11.8053 2.50930i 1.04345 0.221792i
\(129\) −9.31997 −0.820578
\(130\) −0.324295 + 0.678631i −0.0284425 + 0.0595199i
\(131\) −0.153750 + 0.473194i −0.0134332 + 0.0413432i −0.957548 0.288272i \(-0.906919\pi\)
0.944115 + 0.329616i \(0.106919\pi\)
\(132\) −5.13227 + 5.69997i −0.446707 + 0.496118i
\(133\) 10.1871 11.3139i 0.883335 0.981043i
\(134\) −2.49251 23.7146i −0.215320 2.04863i
\(135\) 0.148985 0.458527i 0.0128225 0.0394637i
\(136\) −0.120027 1.14198i −0.0102922 0.0979242i
\(137\) 11.8420 5.27240i 1.01173 0.450451i 0.167179 0.985927i \(-0.446534\pi\)
0.844551 + 0.535475i \(0.179867\pi\)
\(138\) 3.71667 + 11.4387i 0.316384 + 0.973730i
\(139\) 15.9759 7.11291i 1.35506 0.603309i 0.404692 0.914453i \(-0.367379\pi\)
0.950363 + 0.311144i \(0.100712\pi\)
\(140\) −0.0361083 + 0.343548i −0.00305171 + 0.0290351i
\(141\) 12.8483 14.2695i 1.08202 1.20171i
\(142\) 0.692434 + 0.503083i 0.0581078 + 0.0422178i
\(143\) 2.49120 + 13.4960i 0.208325 + 1.12859i
\(144\) −1.53620 + 4.72793i −0.128017 + 0.393994i
\(145\) 1.10962 + 0.494033i 0.0921486 + 0.0410272i
\(146\) −12.9620 + 14.3958i −1.07274 + 1.19140i
\(147\) −2.17889 0.463138i −0.179712 0.0381990i
\(148\) −2.86391 + 8.81422i −0.235412 + 0.724524i
\(149\) 3.37684 5.84886i 0.276641 0.479157i −0.693906 0.720065i \(-0.744112\pi\)
0.970548 + 0.240908i \(0.0774452\pi\)
\(150\) −8.64088 + 14.9664i −0.705525 + 1.22200i
\(151\) −2.93431 + 9.03087i −0.238791 + 0.734922i 0.757805 + 0.652481i \(0.226272\pi\)
−0.996596 + 0.0824412i \(0.973728\pi\)
\(152\) −8.39832 + 3.73917i −0.681194 + 0.303287i
\(153\) 0.606347 + 0.269963i 0.0490202 + 0.0218252i
\(154\) 9.40305 + 16.2866i 0.757719 + 1.31241i
\(155\) 0.0935213 0.663086i 0.00751181 0.0532604i
\(156\) −4.11085 5.99064i −0.329132 0.479635i
\(157\) 12.3987 9.00815i 0.989520 0.718929i 0.0297044 0.999559i \(-0.490543\pi\)
0.959816 + 0.280630i \(0.0905434\pi\)
\(158\) 0.897697 8.54101i 0.0714169 0.679487i
\(159\) −11.5928 + 2.46413i −0.919371 + 0.195418i
\(160\) 0.314623 0.544943i 0.0248731 0.0430816i
\(161\) 9.88392 0.778962
\(162\) 12.7595 + 14.1709i 1.00248 + 1.11337i
\(163\) 15.9276 + 3.38553i 1.24755 + 0.265175i 0.783924 0.620856i \(-0.213215\pi\)
0.463625 + 0.886031i \(0.346548\pi\)
\(164\) 1.61167 + 4.96020i 0.125850 + 0.387326i
\(165\) −0.0956372 0.909927i −0.00744535 0.0708377i
\(166\) 18.2688 3.88316i 1.41793 0.301391i
\(167\) 5.11322 + 2.27655i 0.395673 + 0.176165i 0.594921 0.803784i \(-0.297183\pi\)
−0.199248 + 0.979949i \(0.563850\pi\)
\(168\) 7.92254 + 5.75606i 0.611237 + 0.444090i
\(169\) −12.9812 0.699205i −0.998553 0.0537850i
\(170\) −0.112661 0.0818526i −0.00864067 0.00627781i
\(171\) 0.555447 5.28473i 0.0424761 0.404133i
\(172\) −3.14616 + 3.49416i −0.239892 + 0.266427i
\(173\) 7.17005 3.19231i 0.545129 0.242707i −0.115647 0.993290i \(-0.536894\pi\)
0.660776 + 0.750583i \(0.270227\pi\)
\(174\) −28.3211 + 20.5765i −2.14702 + 1.55990i
\(175\) 9.50289 + 10.5540i 0.718351 + 0.797810i
\(176\) −1.98933 18.9272i −0.149951 1.42669i
\(177\) 7.99726 + 24.6131i 0.601111 + 1.85003i
\(178\) −21.1755 4.50099i −1.58717 0.337364i
\(179\) 11.8533 2.51950i 0.885959 0.188316i 0.257611 0.966249i \(-0.417065\pi\)
0.628348 + 0.777932i \(0.283731\pi\)
\(180\) 0.0602851 + 0.104417i 0.00449339 + 0.00778278i
\(181\) −11.9843 −0.890787 −0.445394 0.895335i \(-0.646936\pi\)
−0.445394 + 0.895335i \(0.646936\pi\)
\(182\) −17.0841 + 5.04707i −1.26636 + 0.374114i
\(183\) −18.3755 13.3506i −1.35835 0.986903i
\(184\) −5.45232 2.42753i −0.401950 0.178960i
\(185\) −0.552766 0.957418i −0.0406401 0.0703908i
\(186\) 15.2028 + 11.8897i 1.11472 + 0.871794i
\(187\) −2.54096 −0.185813
\(188\) −1.01257 9.63392i −0.0738489 0.702626i
\(189\) 10.4317 4.64450i 0.758796 0.337838i
\(190\) −0.344519 + 1.06032i −0.0249941 + 0.0769238i
\(191\) −4.09312 + 7.08949i −0.296168 + 0.512978i −0.975256 0.221079i \(-0.929042\pi\)
0.679088 + 0.734057i \(0.262375\pi\)
\(192\) −0.924922 1.60201i −0.0667505 0.115615i
\(193\) −21.3192 + 4.53154i −1.53459 + 0.326187i −0.896244 0.443561i \(-0.853715\pi\)
−0.638347 + 0.769749i \(0.720381\pi\)
\(194\) 6.86600 + 21.1314i 0.492950 + 1.51715i
\(195\) 0.859178 + 0.113747i 0.0615270 + 0.00814561i
\(196\) −0.909168 + 0.660549i −0.0649406 + 0.0471821i
\(197\) −22.5918 + 4.80203i −1.60960 + 0.342131i −0.922968 0.384876i \(-0.874244\pi\)
−0.686630 + 0.727007i \(0.740911\pi\)
\(198\) 5.99648 + 2.66981i 0.426151 + 0.189735i
\(199\) 7.85458 3.49709i 0.556797 0.247902i −0.108991 0.994043i \(-0.534762\pi\)
0.665788 + 0.746141i \(0.268095\pi\)
\(200\) −2.65002 8.15593i −0.187385 0.576711i
\(201\) −25.1011 + 11.1757i −1.77049 + 0.788275i
\(202\) −9.25193 + 4.11923i −0.650964 + 0.289828i
\(203\) 8.88980 + 27.3600i 0.623941 + 1.92029i
\(204\) 1.22888 0.547135i 0.0860391 0.0383071i
\(205\) −0.568351 0.253046i −0.0396953 0.0176735i
\(206\) −7.74351 + 1.64593i −0.539516 + 0.114678i
\(207\) 2.79097 2.02776i 0.193986 0.140939i
\(208\) 17.8716 + 2.36603i 1.23917 + 0.164055i
\(209\) 6.28633 + 19.3473i 0.434835 + 1.33828i
\(210\) 1.16166 0.246919i 0.0801623 0.0170390i
\(211\) 1.47959 + 2.56273i 0.101859 + 0.176425i 0.912451 0.409187i \(-0.134188\pi\)
−0.810591 + 0.585612i \(0.800854\pi\)
\(212\) −2.98958 + 5.17810i −0.205325 + 0.355633i
\(213\) 0.304764 0.937968i 0.0208821 0.0642685i
\(214\) 6.43700 2.86594i 0.440025 0.195912i
\(215\) −0.0586270 0.557798i −0.00399833 0.0380415i
\(216\) −6.89521 −0.469160
\(217\) 13.1532 8.86259i 0.892897 0.601632i
\(218\) 5.82092 + 10.0821i 0.394243 + 0.682848i
\(219\) 20.3916 + 9.07895i 1.37794 + 0.613498i
\(220\) −0.373426 0.271310i −0.0251764 0.0182917i
\(221\) 0.563582 2.34001i 0.0379106 0.157406i
\(222\) 31.8626 2.13848
\(223\) 0.571653 + 0.990132i 0.0382807 + 0.0663042i 0.884531 0.466481i \(-0.154479\pi\)
−0.846250 + 0.532786i \(0.821145\pi\)
\(224\) 14.5778 3.09861i 0.974020 0.207034i
\(225\) 4.84861 + 1.03060i 0.323241 + 0.0687069i
\(226\) 7.42812 + 22.8614i 0.494111 + 1.52072i
\(227\) 0.159543 + 1.51795i 0.0105893 + 0.100750i 0.998540 0.0540192i \(-0.0172032\pi\)
−0.987951 + 0.154769i \(0.950537\pi\)
\(228\) −7.20625 8.00335i −0.477245 0.530035i
\(229\) −12.0973 + 8.78922i −0.799413 + 0.580808i −0.910742 0.412976i \(-0.864489\pi\)
0.111329 + 0.993784i \(0.464489\pi\)
\(230\) −0.661227 + 0.294397i −0.0436000 + 0.0194120i
\(231\) 14.5001 16.1040i 0.954034 1.05956i
\(232\) 1.81579 17.2761i 0.119213 1.13423i
\(233\) 7.30803 + 5.30960i 0.478765 + 0.347843i 0.800847 0.598868i \(-0.204383\pi\)
−0.322082 + 0.946712i \(0.604383\pi\)
\(234\) −3.78868 + 4.93009i −0.247674 + 0.322290i
\(235\) 0.934846 + 0.679205i 0.0609826 + 0.0443065i
\(236\) 11.9273 + 5.31040i 0.776404 + 0.345677i
\(237\) −9.67966 + 2.05748i −0.628761 + 0.133647i
\(238\) −0.344759 3.28016i −0.0223474 0.212621i
\(239\) 1.10748 + 3.40847i 0.0716369 + 0.220476i 0.980464 0.196696i \(-0.0630213\pi\)
−0.908828 + 0.417172i \(0.863021\pi\)
\(240\) −1.17558 0.249878i −0.0758835 0.0161295i
\(241\) −11.2044 12.4437i −0.721737 0.801570i 0.264940 0.964265i \(-0.414648\pi\)
−0.986676 + 0.162695i \(0.947981\pi\)
\(242\) −6.05010 −0.388915
\(243\) 4.97344 8.61426i 0.319047 0.552605i
\(244\) −11.2083 + 2.38240i −0.717538 + 0.152518i
\(245\) 0.0140125 0.133320i 0.000895224 0.00851748i
\(246\) 14.5062 10.5394i 0.924881 0.671966i
\(247\) −19.2116 + 1.49796i −1.22240 + 0.0953128i
\(248\) −9.43246 + 1.65844i −0.598962 + 0.105311i
\(249\) −10.7606 18.6379i −0.681925 1.18113i
\(250\) −1.90294 0.847245i −0.120353 0.0535845i
\(251\) −0.449663 + 0.200203i −0.0283825 + 0.0126367i −0.420879 0.907117i \(-0.638278\pi\)
0.392496 + 0.919754i \(0.371612\pi\)
\(252\) −0.882448 + 2.71590i −0.0555890 + 0.171085i
\(253\) −6.60349 + 11.4376i −0.415158 + 0.719075i
\(254\) 13.9254 24.1195i 0.873759 1.51339i
\(255\) −0.0495858 + 0.152609i −0.00310518 + 0.00955676i
\(256\) −18.6648 3.96733i −1.16655 0.247958i
\(257\) 0.752568 0.835811i 0.0469439 0.0521365i −0.719216 0.694787i \(-0.755499\pi\)
0.766159 + 0.642651i \(0.222165\pi\)
\(258\) 14.7674 + 6.57485i 0.919375 + 0.409332i
\(259\) 8.09134 24.9026i 0.502771 1.54737i
\(260\) 0.332679 0.283718i 0.0206319 0.0175954i
\(261\) 8.12334 + 5.90196i 0.502822 + 0.365322i
\(262\) 0.577433 0.641304i 0.0356739 0.0396199i
\(263\) 0.302244 2.87566i 0.0186372 0.177321i −0.981243 0.192773i \(-0.938252\pi\)
0.999881 + 0.0154519i \(0.00491869\pi\)
\(264\) −11.9539 + 5.32224i −0.735715 + 0.327561i
\(265\) −0.220402 0.678327i −0.0135392 0.0416693i
\(266\) −24.1228 + 10.7402i −1.47907 + 0.658522i
\(267\) 2.60750 + 24.8087i 0.159576 + 1.51827i
\(268\) −4.28351 + 13.1833i −0.261657 + 0.805297i
\(269\) −0.341605 3.25016i −0.0208280 0.198166i 0.979160 0.203091i \(-0.0650988\pi\)
−0.999988 + 0.00492564i \(0.998432\pi\)
\(270\) −0.559535 + 0.621427i −0.0340522 + 0.0378188i
\(271\) 17.2301 19.1360i 1.04665 1.16243i 0.0602334 0.998184i \(-0.480816\pi\)
0.986420 0.164242i \(-0.0525178\pi\)
\(272\) −1.03142 + 3.17439i −0.0625391 + 0.192476i
\(273\) 11.6143 + 16.9252i 0.702928 + 1.02436i
\(274\) −22.4829 −1.35824
\(275\) −18.5620 + 3.94547i −1.11933 + 0.237921i
\(276\) 0.730839 6.95347i 0.0439913 0.418550i
\(277\) −0.548127 5.21508i −0.0329337 0.313344i −0.998571 0.0534486i \(-0.982979\pi\)
0.965637 0.259895i \(-0.0836880\pi\)
\(278\) −30.3314 −1.81915
\(279\) 1.89590 5.20104i 0.113505 0.311378i
\(280\) −0.294662 + 0.510370i −0.0176095 + 0.0305005i
\(281\) 13.1248 9.53572i 0.782960 0.568854i −0.122906 0.992418i \(-0.539221\pi\)
0.905866 + 0.423565i \(0.139221\pi\)
\(282\) −30.4244 + 13.5458i −1.81175 + 0.806642i
\(283\) −1.77304 + 0.376870i −0.105396 + 0.0224026i −0.260308 0.965526i \(-0.583824\pi\)
0.154912 + 0.987928i \(0.450491\pi\)
\(284\) −0.248775 0.430890i −0.0147621 0.0255686i
\(285\) 1.28467 0.0760973
\(286\) 5.57356 23.1416i 0.329571 1.36839i
\(287\) −4.55340 14.0139i −0.268778 0.827215i
\(288\) 3.48070 3.86571i 0.205102 0.227789i
\(289\) −15.1232 6.73327i −0.889598 0.396075i
\(290\) −1.40965 1.56558i −0.0827775 0.0919337i
\(291\) 20.7129 15.0488i 1.21421 0.882174i
\(292\) 10.2874 4.58026i 0.602026 0.268039i
\(293\) 11.6791 + 2.48247i 0.682299 + 0.145027i 0.536006 0.844214i \(-0.319932\pi\)
0.146293 + 0.989241i \(0.453266\pi\)
\(294\) 3.12570 + 2.27095i 0.182295 + 0.132445i
\(295\) −1.42278 + 0.633462i −0.0828374 + 0.0368816i
\(296\) −10.5796 + 11.7499i −0.614929 + 0.682948i
\(297\) −1.59490 + 15.1745i −0.0925457 + 0.880514i
\(298\) −9.47667 + 6.88520i −0.548969 + 0.398849i
\(299\) −9.06840 8.61810i −0.524439 0.498398i
\(300\) 8.12757 5.90502i 0.469245 0.340927i
\(301\) 8.88875 9.87195i 0.512339 0.569010i
\(302\) 11.0203 12.2392i 0.634145 0.704289i
\(303\) 7.80861 + 8.67234i 0.448593 + 0.498213i
\(304\) 26.7221 1.53262
\(305\) 0.683438 1.18375i 0.0391336 0.0677813i
\(306\) −0.770299 0.855504i −0.0440351 0.0489059i
\(307\) −8.83106 6.41614i −0.504015 0.366189i 0.306533 0.951860i \(-0.400831\pi\)
−0.810549 + 0.585671i \(0.800831\pi\)
\(308\) −1.14274 10.8725i −0.0651138 0.619516i
\(309\) 4.56104 + 7.89996i 0.259469 + 0.449413i
\(310\) −0.615962 + 0.984675i −0.0349843 + 0.0559258i
\(311\) 15.4366 0.875326 0.437663 0.899139i \(-0.355806\pi\)
0.437663 + 0.899139i \(0.355806\pi\)
\(312\) −2.24996 12.1890i −0.127379 0.690069i
\(313\) 18.8979 + 13.7301i 1.06817 + 0.776071i 0.975583 0.219633i \(-0.0704861\pi\)
0.0925879 + 0.995705i \(0.470486\pi\)
\(314\) −26.0003 + 5.52654i −1.46728 + 0.311881i
\(315\) −0.170322 0.295006i −0.00959655 0.0166217i
\(316\) −2.49620 + 4.32355i −0.140423 + 0.243219i
\(317\) 8.48342 26.1093i 0.476476 1.46644i −0.367480 0.930032i \(-0.619779\pi\)
0.843956 0.536412i \(-0.180221\pi\)
\(318\) 20.1070 + 4.27387i 1.12754 + 0.239667i
\(319\) −37.6000 7.99214i −2.10520 0.447474i
\(320\) 0.0900618 0.0654337i 0.00503461 0.00365786i
\(321\) −5.43282 6.03375i −0.303230 0.336771i
\(322\) −15.6609 6.97269i −0.872748 0.388573i
\(323\) 0.372934 3.54823i 0.0207506 0.197429i
\(324\) −3.42547 10.5425i −0.190304 0.585695i
\(325\) 0.483584 17.9691i 0.0268244 0.996746i
\(326\) −22.8488 16.6006i −1.26548 0.919422i
\(327\) 8.97621 9.96910i 0.496386 0.551292i
\(328\) −0.930057 + 8.84890i −0.0513538 + 0.488599i
\(329\) 2.86077 + 27.2184i 0.157720 + 1.50060i
\(330\) −0.490380 + 1.50923i −0.0269945 + 0.0830806i
\(331\) −1.88078 17.8944i −0.103377 0.983566i −0.916109 0.400929i \(-0.868687\pi\)
0.812732 0.582637i \(-0.197979\pi\)
\(332\) −10.6200 2.25736i −0.582850 0.123888i
\(333\) −2.82415 8.69184i −0.154763 0.476310i
\(334\) −6.49580 7.21432i −0.355434 0.394750i
\(335\) −0.826762 1.43199i −0.0451709 0.0782382i
\(336\) −14.2326 24.6517i −0.776454 1.34486i
\(337\) −6.05403 + 18.6324i −0.329784 + 1.01497i 0.639451 + 0.768832i \(0.279162\pi\)
−0.969235 + 0.246138i \(0.920838\pi\)
\(338\) 20.0752 + 10.2656i 1.09195 + 0.558373i
\(339\) 22.4086 16.2808i 1.21707 0.884251i
\(340\) 0.0404761 + 0.0701067i 0.00219513 + 0.00380207i
\(341\) 1.46800 + 21.1419i 0.0794967 + 1.14490i
\(342\) −4.60825 + 7.98172i −0.249186 + 0.431602i
\(343\) −13.5634 + 9.85437i −0.732354 + 0.532086i
\(344\) −7.32794 + 3.26261i −0.395096 + 0.175908i
\(345\) 0.558074 + 0.619804i 0.0300457 + 0.0333691i
\(346\) −13.6129 −0.731833
\(347\) −2.13935 + 3.70546i −0.114846 + 0.198920i −0.917718 0.397232i \(-0.869971\pi\)
0.802872 + 0.596152i \(0.203304\pi\)
\(348\) 19.9054 4.23103i 1.06704 0.226807i
\(349\) −7.61853 + 8.46124i −0.407811 + 0.452920i −0.911705 0.410846i \(-0.865233\pi\)
0.503894 + 0.863765i \(0.331900\pi\)
\(350\) −7.61176 23.4266i −0.406866 1.25220i
\(351\) −13.6207 4.83446i −0.727018 0.258044i
\(352\) −6.15381 + 18.9395i −0.327999 + 1.00948i
\(353\) 32.9223 + 14.6580i 1.75228 + 0.780164i 0.991337 + 0.131343i \(0.0419288\pi\)
0.760941 + 0.648822i \(0.224738\pi\)
\(354\) 4.69193 44.6407i 0.249373 2.37263i
\(355\) 0.0580543 + 0.0123398i 0.00308120 + 0.000654929i
\(356\) 10.1813 + 7.39713i 0.539606 + 0.392047i
\(357\) −3.47193 + 1.54580i −0.183754 + 0.0818127i
\(358\) −20.5588 4.36991i −1.08657 0.230957i
\(359\) −9.88508 7.18193i −0.521715 0.379048i 0.295535 0.955332i \(-0.404502\pi\)
−0.817249 + 0.576284i \(0.804502\pi\)
\(360\) 0.0215009 + 0.204568i 0.00113320 + 0.0107817i
\(361\) −9.35470 + 1.98840i −0.492353 + 0.104653i
\(362\) 18.9890 + 8.45443i 0.998037 + 0.444355i
\(363\) 2.15430 + 6.63024i 0.113071 + 0.347997i
\(364\) 10.2661 + 1.35913i 0.538089 + 0.0712379i
\(365\) −0.415100 + 1.27755i −0.0217273 + 0.0668698i
\(366\) 19.6974 + 34.1169i 1.02960 + 1.78332i
\(367\) 5.83830 + 10.1122i 0.304757 + 0.527854i 0.977207 0.212288i \(-0.0680916\pi\)
−0.672451 + 0.740142i \(0.734758\pi\)
\(368\) 11.6084 + 12.8924i 0.605128 + 0.672062i
\(369\) −4.16082 3.02301i −0.216603 0.157372i
\(370\) 0.200430 + 1.90697i 0.0104199 + 0.0991385i
\(371\) 8.44637 14.6295i 0.438513 0.759528i
\(372\) −5.26238 9.90877i −0.272841 0.513746i
\(373\) 3.56861 6.18102i 0.184776 0.320041i −0.758725 0.651411i \(-0.774177\pi\)
0.943501 + 0.331370i \(0.107511\pi\)
\(374\) 4.02611 + 1.79254i 0.208185 + 0.0926900i
\(375\) −0.250894 + 2.38710i −0.0129561 + 0.123269i
\(376\) 5.10685 15.7173i 0.263366 0.810557i
\(377\) 15.6997 32.8538i 0.808578 1.69206i
\(378\) −19.8054 −1.01868
\(379\) 24.8058 5.27263i 1.27419 0.270837i 0.479331 0.877634i \(-0.340879\pi\)
0.794857 + 0.606797i \(0.207546\pi\)
\(380\) 0.433668 0.481637i 0.0222467 0.0247075i
\(381\) −31.3909 6.67234i −1.60820 0.341834i
\(382\) 11.4868 8.34567i 0.587717 0.427001i
\(383\) −11.4123 12.6746i −0.583141 0.647644i 0.377312 0.926086i \(-0.376848\pi\)
−0.960453 + 0.278443i \(0.910182\pi\)
\(384\) 2.52131 + 23.9886i 0.128665 + 1.22416i
\(385\) 1.05503 + 0.766524i 0.0537693 + 0.0390657i
\(386\) 36.9768 + 7.85966i 1.88207 + 0.400046i
\(387\) 0.484654 4.61118i 0.0246364 0.234399i
\(388\) 1.35012 12.8455i 0.0685418 0.652132i
\(389\) 1.14179 + 3.51408i 0.0578913 + 0.178171i 0.975821 0.218573i \(-0.0701401\pi\)
−0.917929 + 0.396744i \(0.870140\pi\)
\(390\) −1.28111 0.786345i −0.0648716 0.0398181i
\(391\) 1.87389 1.36146i 0.0947666 0.0688519i
\(392\) −1.87531 + 0.398610i −0.0947175 + 0.0201328i
\(393\) −0.908409 0.404450i −0.0458232 0.0204018i
\(394\) 39.1840 + 8.32881i 1.97406 + 0.419599i
\(395\) −0.184029 0.566383i −0.00925950 0.0284978i
\(396\) −2.55324 2.83566i −0.128305 0.142498i
\(397\) −7.48385 + 12.9624i −0.375604 + 0.650565i −0.990417 0.138108i \(-0.955898\pi\)
0.614813 + 0.788673i \(0.289231\pi\)
\(398\) −14.9125 −0.747497
\(399\) 20.3596 + 22.6116i 1.01926 + 1.13200i
\(400\) −2.60562 + 24.7908i −0.130281 + 1.23954i
\(401\) 3.23740 + 1.44138i 0.161668 + 0.0719793i 0.485975 0.873973i \(-0.338464\pi\)
−0.324307 + 0.945952i \(0.605131\pi\)
\(402\) 47.6563 2.37688
\(403\) −19.7955 3.33735i −0.986084 0.166245i
\(404\) 5.88732 0.292905
\(405\) 1.20798 + 0.537829i 0.0600252 + 0.0267250i
\(406\) 5.21557 49.6228i 0.258844 2.46274i
\(407\) 23.4112 + 26.0007i 1.16045 + 1.28881i
\(408\) 2.29490 0.113614
\(409\) 4.81368 8.33753i 0.238021 0.412264i −0.722125 0.691762i \(-0.756835\pi\)
0.960146 + 0.279498i \(0.0901680\pi\)
\(410\) 0.722030 + 0.801895i 0.0356585 + 0.0396028i
\(411\) 8.00563 + 24.6388i 0.394889 + 1.21534i
\(412\) 4.50146 + 0.956814i 0.221771 + 0.0471388i
\(413\) −33.6980 15.0033i −1.65817 0.738265i
\(414\) −5.85274 + 1.24404i −0.287646 + 0.0611411i
\(415\) 1.04779 0.761261i 0.0514338 0.0373688i
\(416\) −16.0768 9.86790i −0.788228 0.483814i
\(417\) 10.8003 + 33.2398i 0.528892 + 1.62776i
\(418\) 3.68814 35.0903i 0.180393 1.71632i
\(419\) 0.0523506 0.498083i 0.00255750 0.0243330i −0.993169 0.116687i \(-0.962773\pi\)
0.995726 + 0.0923542i \(0.0294392\pi\)
\(420\) −0.675298 0.143539i −0.0329511 0.00700398i
\(421\) 12.1907 + 8.85709i 0.594140 + 0.431668i 0.843794 0.536667i \(-0.180317\pi\)
−0.249654 + 0.968335i \(0.580317\pi\)
\(422\) −0.536493 5.10439i −0.0261161 0.248478i
\(423\) 6.39187 + 7.09889i 0.310783 + 0.345160i
\(424\) −8.25239 + 5.99571i −0.400771 + 0.291177i
\(425\) 3.25541 + 0.691959i 0.157911 + 0.0335650i
\(426\) −1.14459 + 1.27120i −0.0554556 + 0.0615897i
\(427\) 31.6665 6.73093i 1.53245 0.325732i
\(428\) −4.09608 −0.197992
\(429\) −27.3452 + 2.13215i −1.32024 + 0.102941i
\(430\) −0.300610 + 0.925181i −0.0144967 + 0.0446162i
\(431\) −2.75320 + 26.1949i −0.132617 + 1.26177i 0.702496 + 0.711688i \(0.252069\pi\)
−0.835113 + 0.550078i \(0.814598\pi\)
\(432\) 18.3099 + 8.15211i 0.880937 + 0.392218i
\(433\) 19.3118 33.4490i 0.928066 1.60746i 0.141510 0.989937i \(-0.454804\pi\)
0.786555 0.617520i \(-0.211863\pi\)
\(434\) −27.0932 + 4.76361i −1.30052 + 0.228661i
\(435\) −1.21376 + 2.10229i −0.0581951 + 0.100797i
\(436\) −0.707410 6.73056i −0.0338788 0.322335i
\(437\) −15.0024 10.8999i −0.717662 0.521412i
\(438\) −25.9054 28.7709i −1.23781 1.37473i
\(439\) 11.6314 + 20.1462i 0.555136 + 0.961525i 0.997893 + 0.0648826i \(0.0206673\pi\)
−0.442756 + 0.896642i \(0.645999\pi\)
\(440\) −0.393731 0.681962i −0.0187704 0.0325112i
\(441\) 0.342450 1.05395i 0.0163071 0.0501882i
\(442\) −2.54376 + 3.31012i −0.120994 + 0.157446i
\(443\) −5.60321 17.2449i −0.266216 0.819330i −0.991411 0.130785i \(-0.958250\pi\)
0.725194 0.688544i \(-0.241750\pi\)
\(444\) −16.9210 7.53371i −0.803035 0.357534i
\(445\) −1.46839 + 0.312117i −0.0696085 + 0.0147957i
\(446\) −0.207279 1.97213i −0.00981494 0.0933829i
\(447\) 10.9198 + 7.93373i 0.516491 + 0.375253i
\(448\) 2.57902 + 0.548187i 0.121847 + 0.0258994i
\(449\) −3.56466 + 1.58709i −0.168227 + 0.0748994i −0.489122 0.872215i \(-0.662683\pi\)
0.320895 + 0.947115i \(0.396016\pi\)
\(450\) −6.95549 5.05346i −0.327885 0.238223i
\(451\) 19.2589 + 4.09361i 0.906867 + 0.192761i
\(452\) 1.46065 13.8972i 0.0687032 0.653667i
\(453\) −17.3369 7.71889i −0.814559 0.362665i
\(454\) 0.818058 2.51772i 0.0383934 0.118163i
\(455\) −0.939909 + 0.801579i −0.0440636 + 0.0375786i
\(456\) −5.67758 17.4738i −0.265877 0.818285i
\(457\) −0.275639 + 0.306128i −0.0128938 + 0.0143201i −0.749557 0.661940i \(-0.769734\pi\)
0.736663 + 0.676260i \(0.236400\pi\)
\(458\) 25.3684 5.39223i 1.18539 0.251962i
\(459\) 1.33799 2.31746i 0.0624519 0.108170i
\(460\) 0.420761 0.0196181
\(461\) −8.83402 9.81117i −0.411441 0.456952i 0.501431 0.865198i \(-0.332807\pi\)
−0.912872 + 0.408246i \(0.866141\pi\)
\(462\) −34.3358 + 15.2873i −1.59745 + 0.711228i
\(463\) 3.24243 2.35576i 0.150688 0.109481i −0.509887 0.860242i \(-0.670313\pi\)
0.660575 + 0.750760i \(0.270313\pi\)
\(464\) −25.2470 + 43.7291i −1.17206 + 2.03007i
\(465\) 1.29842 + 0.324408i 0.0602130 + 0.0150441i
\(466\) −7.83377 13.5685i −0.362892 0.628548i
\(467\) −17.2942 + 12.5650i −0.800281 + 0.581438i −0.910996 0.412414i \(-0.864686\pi\)
0.110716 + 0.993852i \(0.464686\pi\)
\(468\) 3.17771 1.72237i 0.146890 0.0796168i
\(469\) 12.1021 37.2464i 0.558822 1.71988i
\(470\) −1.00210 1.73568i −0.0462233 0.0800611i
\(471\) 15.3146 + 26.5256i 0.705659 + 1.22224i
\(472\) 14.9041 + 16.5527i 0.686019 + 0.761901i
\(473\) 5.48512 + 16.8815i 0.252206 + 0.776211i
\(474\) 16.7887 + 3.56855i 0.771132 + 0.163909i
\(475\) −2.78518 26.4992i −0.127793 1.21587i
\(476\) −0.592486 + 1.82349i −0.0271566 + 0.0835793i
\(477\) −0.616314 5.86384i −0.0282191 0.268487i
\(478\) 0.649749 6.18195i 0.0297188 0.282756i
\(479\) 10.0395 11.1500i 0.458715 0.509455i −0.468767 0.883322i \(-0.655302\pi\)
0.927482 + 0.373867i \(0.121968\pi\)
\(480\) 1.01741 + 0.739193i 0.0464383 + 0.0337394i
\(481\) −29.1371 + 15.7928i −1.32854 + 0.720089i
\(482\) 8.97463 + 27.6211i 0.408783 + 1.25811i
\(483\) −2.06482 + 19.6454i −0.0939525 + 0.893898i
\(484\) 3.21298 + 1.43051i 0.146044 + 0.0650232i
\(485\) 1.03096 + 1.14500i 0.0468134 + 0.0519916i
\(486\) −13.9573 + 10.1406i −0.633118 + 0.459987i
\(487\) 21.7898 + 4.63156i 0.987388 + 0.209876i 0.673180 0.739478i \(-0.264928\pi\)
0.314208 + 0.949354i \(0.398261\pi\)
\(488\) −19.1215 4.06441i −0.865591 0.183987i
\(489\) −10.0565 + 30.9508i −0.454772 + 1.39964i
\(490\) −0.116254 + 0.201358i −0.00525182 + 0.00909642i
\(491\) −12.9224 22.3823i −0.583181 1.01010i −0.995100 0.0988781i \(-0.968475\pi\)
0.411919 0.911221i \(-0.364859\pi\)
\(492\) −10.1957 + 2.16715i −0.459656 + 0.0977029i
\(493\) 5.45411 + 3.96264i 0.245641 + 0.178468i
\(494\) 31.4972 + 11.1795i 1.41712 + 0.502987i
\(495\) 0.455171 0.0204584
\(496\) 27.0082 + 6.74793i 1.21271 + 0.302991i
\(497\) 0.702856 + 1.21738i 0.0315274 + 0.0546071i
\(498\) 3.90174 + 37.1226i 0.174841 + 1.66350i
\(499\) 25.7421 + 18.7027i 1.15237 + 0.837249i 0.988795 0.149281i \(-0.0476960\pi\)
0.163580 + 0.986530i \(0.447696\pi\)
\(500\) 0.810255 + 0.899879i 0.0362357 + 0.0402438i
\(501\) −5.59310 + 9.68753i −0.249881 + 0.432807i
\(502\) 0.853718 0.0381033
\(503\) −17.5037 19.4399i −0.780453 0.866781i 0.213460 0.976952i \(-0.431527\pi\)
−0.993913 + 0.110171i \(0.964860\pi\)
\(504\) −3.25987 + 3.62045i −0.145206 + 0.161268i
\(505\) −0.469918 + 0.521896i −0.0209111 + 0.0232241i
\(506\) 18.5319 13.4642i 0.823842 0.598556i
\(507\) 4.10161 25.6555i 0.182159 1.13940i
\(508\) −13.0982 + 9.51639i −0.581138 + 0.422222i
\(509\) −2.50812 + 23.8631i −0.111170 + 1.05771i 0.786664 + 0.617381i \(0.211806\pi\)
−0.897834 + 0.440333i \(0.854860\pi\)
\(510\) 0.186227 0.206826i 0.00824628 0.00915842i
\(511\) −29.0648 + 12.9405i −1.28575 + 0.572453i
\(512\) 7.24718 + 5.26539i 0.320283 + 0.232699i
\(513\) −20.9558 4.45429i −0.925221 0.196662i
\(514\) −1.78206 + 0.793425i −0.0786034 + 0.0349965i
\(515\) −0.444120 + 0.322672i −0.0195702 + 0.0142186i
\(516\) −6.28780 6.98330i −0.276805 0.307423i
\(517\) −33.4082 14.8743i −1.46929 0.654171i
\(518\) −30.3883 + 33.7496i −1.33519 + 1.48287i
\(519\) 4.84722 + 14.9182i 0.212769 + 0.654837i
\(520\) 0.715358 0.211334i 0.0313705 0.00926762i
\(521\) −18.9124 −0.828567 −0.414283 0.910148i \(-0.635968\pi\)
−0.414283 + 0.910148i \(0.635968\pi\)
\(522\) −8.70773 15.0822i −0.381127 0.660131i
\(523\) −15.4468 + 3.28333i −0.675443 + 0.143570i −0.532848 0.846211i \(-0.678878\pi\)
−0.142595 + 0.989781i \(0.545545\pi\)
\(524\) −0.458285 + 0.204042i −0.0200203 + 0.00891361i
\(525\) −22.9626 + 16.6833i −1.00217 + 0.728119i
\(526\) −2.50756 + 4.34322i −0.109335 + 0.189373i
\(527\) 1.27293 3.49204i 0.0554498 0.152116i
\(528\) 38.0356 1.65529
\(529\) 1.14573 + 10.9009i 0.0498144 + 0.473953i
\(530\) −0.129308 + 1.23028i −0.00561678 + 0.0534401i
\(531\) −12.5935 + 2.67683i −0.546511 + 0.116164i
\(532\) 15.3502 0.665514
\(533\) −8.04148 + 16.8279i −0.348315 + 0.728896i
\(534\) 13.3700 41.1485i 0.578575 1.78067i
\(535\) 0.326944 0.363108i 0.0141350 0.0156985i
\(536\) −15.8238 + 17.5741i −0.683483 + 0.759085i
\(537\) 2.53156 + 24.0862i 0.109245 + 1.03940i
\(538\) −1.75158 + 5.39081i −0.0755160 + 0.232414i
\(539\) 0.443461 + 4.21925i 0.0191012 + 0.181736i
\(540\) 0.444081 0.197717i 0.0191102 0.00850840i
\(541\) 6.14198 + 18.9031i 0.264064 + 0.812707i 0.991907 + 0.126963i \(0.0405229\pi\)
−0.727843 + 0.685744i \(0.759477\pi\)
\(542\) −40.8004 + 18.1655i −1.75253 + 0.780276i
\(543\) 2.50361 23.8202i 0.107440 1.02222i
\(544\) 2.33698 2.59548i 0.100197 0.111280i
\(545\) 0.653113 + 0.474514i 0.0279763 + 0.0203260i
\(546\) −6.46265 35.0111i −0.276576 1.49834i
\(547\) 0.876288 2.69694i 0.0374674 0.115313i −0.930574 0.366105i \(-0.880691\pi\)
0.968041 + 0.250792i \(0.0806911\pi\)
\(548\) 11.9398 + 5.31595i 0.510044 + 0.227086i
\(549\) 7.56092 8.39725i 0.322692 0.358386i
\(550\) 32.1945 + 6.84315i 1.37278 + 0.291793i
\(551\) 16.6788 51.3322i 0.710542 2.18682i
\(552\) 5.96403 10.3300i 0.253846 0.439674i
\(553\) 7.05246 12.2152i 0.299901 0.519444i
\(554\) −2.81052 + 8.64989i −0.119408 + 0.367499i
\(555\) 2.01846 0.898675i 0.0856787 0.0381466i
\(556\) 16.1078 + 7.17167i 0.683124 + 0.304147i
\(557\) −22.0258 38.1498i −0.933263 1.61646i −0.777702 0.628634i \(-0.783615\pi\)
−0.155562 0.987826i \(-0.549719\pi\)
\(558\) −6.67314 + 6.90349i −0.282497 + 0.292248i
\(559\) −16.7630 + 1.30704i −0.709000 + 0.0552819i
\(560\) 1.38587 1.00689i 0.0585635 0.0425489i
\(561\) 0.530824 5.05045i 0.0224114 0.213230i
\(562\) −27.5231 + 5.85021i −1.16099 + 0.246776i
\(563\) −3.46743 + 6.00577i −0.146135 + 0.253113i −0.929796 0.368076i \(-0.880017\pi\)
0.783661 + 0.621189i \(0.213350\pi\)
\(564\) 19.3601 0.815206
\(565\) 1.11536 + 1.23874i 0.0469236 + 0.0521140i
\(566\) 3.07521 + 0.653657i 0.129261 + 0.0274752i
\(567\) 9.67788 + 29.7855i 0.406433 + 1.25087i
\(568\) −0.0887264 0.844176i −0.00372288 0.0354208i
\(569\) 24.3012 5.16539i 1.01876 0.216544i 0.331885 0.943320i \(-0.392315\pi\)
0.686875 + 0.726775i \(0.258982\pi\)
\(570\) −2.03554 0.906281i −0.0852594 0.0379599i
\(571\) −29.3550 21.3276i −1.22847 0.892534i −0.231693 0.972789i \(-0.574426\pi\)
−0.996774 + 0.0802555i \(0.974426\pi\)
\(572\) −8.43159 + 10.9718i −0.352543 + 0.458753i
\(573\) −13.2361 9.61660i −0.552947 0.401739i
\(574\) −2.67144 + 25.4171i −0.111504 + 1.06089i
\(575\) 11.5749 12.8553i 0.482708 0.536102i
\(576\) 0.840713 0.374310i 0.0350297 0.0155962i
\(577\) 7.13256 5.18211i 0.296932 0.215734i −0.429337 0.903144i \(-0.641253\pi\)
0.726269 + 0.687410i \(0.241253\pi\)
\(578\) 19.2124 + 21.3375i 0.799130 + 0.887523i
\(579\) −4.55323 43.3211i −0.189226 1.80036i
\(580\) 0.378441 + 1.16472i 0.0157139 + 0.0483624i
\(581\) 30.0045 + 6.37764i 1.24479 + 0.264589i
\(582\) −43.4355 + 9.23249i −1.80046 + 0.382699i
\(583\) 11.2861 + 19.5481i 0.467423 + 0.809600i
\(584\) 19.2114 0.794974
\(585\) −0.100957 + 0.419174i −0.00417404 + 0.0173307i
\(586\) −16.7540 12.1725i −0.692103 0.502842i
\(587\) 25.8150 + 11.4936i 1.06550 + 0.474391i 0.863163 0.504925i \(-0.168480\pi\)
0.202336 + 0.979316i \(0.435147\pi\)
\(588\) −1.12299 1.94507i −0.0463112 0.0802134i
\(589\) −29.7383 1.05304i −1.22534 0.0433897i
\(590\) 2.70125 0.111209
\(591\) −4.82502 45.9070i −0.198475 1.88836i
\(592\) 41.9855 18.6931i 1.72559 0.768283i
\(593\) 10.3556 31.8712i 0.425253 1.30879i −0.477499 0.878632i \(-0.658456\pi\)
0.902752 0.430162i \(-0.141544\pi\)
\(594\) 13.2321 22.9186i 0.542918 0.940362i
\(595\) −0.114356 0.198071i −0.00468814 0.00812010i
\(596\) 6.66067 1.41577i 0.272832 0.0579921i
\(597\) 5.30999 + 16.3425i 0.217323 + 0.668853i
\(598\) 8.28903 + 20.0526i 0.338964 + 0.820013i
\(599\) −29.8248 + 21.6690i −1.21861 + 0.885370i −0.995984 0.0895345i \(-0.971462\pi\)
−0.222624 + 0.974904i \(0.571462\pi\)
\(600\) 16.7645 3.56340i 0.684406 0.145475i
\(601\) −7.56708 3.36908i −0.308668 0.137428i 0.246557 0.969128i \(-0.420701\pi\)
−0.555224 + 0.831701i \(0.687368\pi\)
\(602\) −21.0483 + 9.37132i −0.857866 + 0.381946i
\(603\) −4.22404 13.0002i −0.172016 0.529411i
\(604\) −8.74634 + 3.89412i −0.355884 + 0.158450i
\(605\) −0.383267 + 0.170641i −0.0155820 + 0.00693756i
\(606\) −6.25465 19.2498i −0.254078 0.781971i
\(607\) 17.4552 7.77157i 0.708486 0.315438i −0.0206695 0.999786i \(-0.506580\pi\)
0.729155 + 0.684348i \(0.239913\pi\)
\(608\) −25.5442 11.3730i −1.03595 0.461236i
\(609\) −56.2383 + 11.9538i −2.27889 + 0.484393i
\(610\) −1.91798 + 1.39350i −0.0776568 + 0.0564210i
\(611\) 21.1079 27.4671i 0.853934 1.11120i
\(612\) 0.206798 + 0.636458i 0.00835931 + 0.0257273i
\(613\) 1.93908 0.412165i 0.0783188 0.0166472i −0.168586 0.985687i \(-0.553920\pi\)
0.246904 + 0.969040i \(0.420587\pi\)
\(614\) 9.46636 + 16.3962i 0.382031 + 0.661698i
\(615\) 0.621691 1.07680i 0.0250690 0.0434208i
\(616\) 5.76340 17.7379i 0.232214 0.714681i
\(617\) 23.2379 10.3462i 0.935522 0.416521i 0.118387 0.992968i \(-0.462228\pi\)
0.817135 + 0.576446i \(0.195561\pi\)
\(618\) −1.65381 15.7350i −0.0665261 0.632954i
\(619\) 10.5115 0.422492 0.211246 0.977433i \(-0.432248\pi\)
0.211246 + 0.977433i \(0.432248\pi\)
\(620\) 0.559935 0.377283i 0.0224875 0.0151520i
\(621\) −6.95438 12.0453i −0.279070 0.483363i
\(622\) −24.4590 10.8898i −0.980715 0.436643i
\(623\) −28.7649 20.8989i −1.15244 0.837297i
\(624\) −8.43625 + 35.0276i −0.337720 + 1.40222i
\(625\) 24.7832 0.991329
\(626\) −20.2574 35.0868i −0.809647 1.40235i
\(627\) −39.7683 + 8.45302i −1.58819 + 0.337581i
\(628\) 15.1145 + 3.21269i 0.603135 + 0.128200i
\(629\) −1.89617 5.83581i −0.0756052 0.232689i
\(630\) 0.0617579 + 0.587588i 0.00246050 + 0.0234101i
\(631\) 17.0179 + 18.9003i 0.677472 + 0.752408i 0.979622 0.200852i \(-0.0643710\pi\)
−0.302150 + 0.953260i \(0.597704\pi\)
\(632\) −6.89049 + 5.00624i −0.274089 + 0.199137i
\(633\) −5.40282 + 2.40549i −0.214743 + 0.0956096i
\(634\) −31.8608 + 35.3851i −1.26536 + 1.40532i
\(635\) 0.201875 1.92071i 0.00801115 0.0762210i
\(636\) −9.66753 7.02387i −0.383342 0.278515i
\(637\) −3.98393 0.527436i −0.157849 0.0208978i
\(638\) 53.9386 + 39.1887i 2.13545 + 1.55149i
\(639\) 0.448223 + 0.199562i 0.0177314 + 0.00789454i
\(640\) −1.41985 + 0.301799i −0.0561247 + 0.0119297i
\(641\) 1.98961 + 18.9298i 0.0785848 + 0.747684i 0.960876 + 0.276980i \(0.0893335\pi\)
−0.882291 + 0.470704i \(0.844000\pi\)
\(642\) 4.35165 + 13.3930i 0.171746 + 0.528580i
\(643\) −0.185714 0.0394748i −0.00732386 0.00155673i 0.204248 0.978919i \(-0.434525\pi\)
−0.211572 + 0.977362i \(0.567858\pi\)
\(644\) 6.66827 + 7.40586i 0.262766 + 0.291832i
\(645\) 1.12094 0.0441368
\(646\) −3.09403 + 5.35902i −0.121733 + 0.210848i
\(647\) 19.9159 4.23326i 0.782976 0.166427i 0.200955 0.979600i \(-0.435595\pi\)
0.582021 + 0.813174i \(0.302262\pi\)
\(648\) 1.97676 18.8076i 0.0776546 0.738834i
\(649\) 39.8755 28.9712i 1.56525 1.13722i
\(650\) −13.4427 + 28.1306i −0.527265 + 1.10337i
\(651\) 14.8676 + 27.9950i 0.582709 + 1.09721i
\(652\) 8.20900 + 14.2184i 0.321489 + 0.556836i
\(653\) 4.32402 + 1.92518i 0.169212 + 0.0753380i 0.489595 0.871950i \(-0.337145\pi\)
−0.320383 + 0.947288i \(0.603811\pi\)
\(654\) −21.2554 + 9.46353i −0.831154 + 0.370053i
\(655\) 0.0184919 0.0569123i 0.000722539 0.00222375i
\(656\) 12.9317 22.3983i 0.504896 0.874506i
\(657\) −5.55232 + 9.61691i −0.216617 + 0.375191i
\(658\) 14.6686 45.1454i 0.571842 1.75995i
\(659\) −3.42933 0.728926i −0.133588 0.0283949i 0.140633 0.990062i \(-0.455086\pi\)
−0.274220 + 0.961667i \(0.588420\pi\)
\(660\) 0.617271 0.685549i 0.0240273 0.0266850i
\(661\) 26.5629 + 11.8266i 1.03318 + 0.460000i 0.852051 0.523460i \(-0.175359\pi\)
0.181127 + 0.983460i \(0.442026\pi\)
\(662\) −9.64369 + 29.6802i −0.374813 + 1.15356i
\(663\) 4.53330 + 1.60903i 0.176059 + 0.0624895i
\(664\) −14.9852 10.8873i −0.581537 0.422511i
\(665\) −1.22523 + 1.36076i −0.0475124 + 0.0527679i
\(666\) −1.65691 + 15.7644i −0.0642038 + 0.610858i
\(667\) 32.0112 14.2523i 1.23948 0.551852i
\(668\) 1.74389 + 5.36714i 0.0674732 + 0.207661i
\(669\) −2.08743 + 0.929382i −0.0807046 + 0.0359320i
\(670\) 0.299780 + 2.85222i 0.0115815 + 0.110191i
\(671\) −13.3676 + 41.1412i −0.516050 + 1.58824i
\(672\) 3.11344 + 29.6224i 0.120104 + 1.14271i
\(673\) −14.6670 + 16.2894i −0.565372 + 0.627909i −0.956256 0.292531i \(-0.905503\pi\)
0.390884 + 0.920440i \(0.372169\pi\)
\(674\) 22.7369 25.2518i 0.875791 0.972665i
\(675\) 6.17570 19.0069i 0.237703 0.731575i
\(676\) −8.23396 10.1983i −0.316691 0.392243i
\(677\) 32.9188 1.26517 0.632586 0.774490i \(-0.281994\pi\)
0.632586 + 0.774490i \(0.281994\pi\)
\(678\) −46.9915 + 9.98835i −1.80470 + 0.383600i
\(679\) −3.81445 + 36.2921i −0.146385 + 1.39276i
\(680\) 0.0144360 + 0.137349i 0.000553594 + 0.00526710i
\(681\) −3.05044 −0.116893
\(682\) 12.5887 34.5346i 0.482046 1.32240i
\(683\) −21.7931 + 37.7467i −0.833889 + 1.44434i 0.0610425 + 0.998135i \(0.480557\pi\)
−0.894932 + 0.446203i \(0.852776\pi\)
\(684\) 4.33450 3.14920i 0.165734 0.120413i
\(685\) −1.42427 + 0.634125i −0.0544185 + 0.0242287i
\(686\) 28.4428 6.04570i 1.08595 0.230826i
\(687\) −14.9424 25.8810i −0.570087 0.987420i
\(688\) 23.3163 0.888927
\(689\) −20.5054 + 6.05780i −0.781194 + 0.230784i
\(690\) −0.447014 1.37577i −0.0170175 0.0523745i
\(691\) −6.02757 + 6.69430i −0.229300 + 0.254663i −0.846805 0.531904i \(-0.821477\pi\)
0.617505 + 0.786567i \(0.288143\pi\)
\(692\) 7.22928 + 3.21868i 0.274816 + 0.122356i
\(693\) 7.21361 + 8.01153i 0.274022 + 0.304333i
\(694\) 6.00382 4.36203i 0.227902 0.165580i
\(695\) −1.92146 + 0.855488i −0.0728850 + 0.0324505i
\(696\) 33.9589 + 7.21820i 1.28721 + 0.273605i
\(697\) −2.79362 2.02968i −0.105816 0.0768798i
\(698\) 18.0405 8.03214i 0.682843 0.304021i
\(699\) −12.0801 + 13.4164i −0.456913 + 0.507453i
\(700\) −1.49676 + 14.2407i −0.0565722 + 0.538249i
\(701\) −17.4685 + 12.6916i −0.659778 + 0.479356i −0.866588 0.499025i \(-0.833692\pi\)
0.206810 + 0.978381i \(0.433692\pi\)
\(702\) 18.1713 + 17.2689i 0.685830 + 0.651774i
\(703\) −39.7438 + 28.8756i −1.49897 + 1.08906i
\(704\) −2.35741 + 2.61817i −0.0888482 + 0.0986760i
\(705\) −1.54530 + 1.71622i −0.0581992 + 0.0646367i
\(706\) −41.8243 46.4506i −1.57408 1.74819i
\(707\) −16.6333 −0.625559
\(708\) −13.0467 + 22.5976i −0.490326 + 0.849270i
\(709\) 14.4270 + 16.0228i 0.541818 + 0.601750i 0.950423 0.310961i \(-0.100651\pi\)
−0.408604 + 0.912712i \(0.633984\pi\)
\(710\) −0.0832808 0.0605071i −0.00312547 0.00227079i
\(711\) −0.514604 4.89613i −0.0192991 0.183619i
\(712\) 10.7349 + 18.5933i 0.402306 + 0.696815i
\(713\) −12.4106 14.8050i −0.464779 0.554452i
\(714\) 6.59172 0.246689
\(715\) −0.299623 1.62319i −0.0112053 0.0607040i
\(716\) 9.88476 + 7.18170i 0.369411 + 0.268393i
\(717\) −7.00610 + 1.48919i −0.261648 + 0.0556149i
\(718\) 10.5962 + 18.3532i 0.395447 + 0.684934i
\(719\) −12.2155 + 21.1579i −0.455562 + 0.789056i −0.998720 0.0505738i \(-0.983895\pi\)
0.543158 + 0.839630i \(0.317228\pi\)
\(720\) 0.184762 0.568640i 0.00688569 0.0211920i
\(721\) −12.7178 2.70326i −0.473637 0.100675i
\(722\) 16.2251 + 3.44875i 0.603836 + 0.128349i
\(723\) 27.0740 19.6704i 1.00689 0.731551i
\(724\) −8.08531 8.97965i −0.300488 0.333726i
\(725\) 45.9958 + 20.4787i 1.70824 + 0.760558i
\(726\) 1.26391 12.0253i 0.0469080 0.446300i
\(727\) −14.8616 45.7393i −0.551186 1.69638i −0.705808 0.708403i \(-0.749416\pi\)
0.154622 0.987974i \(-0.450584\pi\)
\(728\) 15.0568 + 9.24185i 0.558042 + 0.342526i
\(729\) −10.6007 7.70186i −0.392618 0.285254i
\(730\) 1.55897 1.73142i 0.0577002 0.0640826i
\(731\) 0.325402 3.09600i 0.0120354 0.114510i
\(732\) −2.39380 22.7755i −0.0884775 0.841808i
\(733\) 3.95286 12.1656i 0.146002 0.449348i −0.851136 0.524945i \(-0.824086\pi\)
0.997139 + 0.0755964i \(0.0240860\pi\)
\(734\) −2.11694 20.1413i −0.0781376 0.743430i
\(735\) 0.262061 + 0.0557028i 0.00966627 + 0.00205463i
\(736\) −5.60961 17.2646i −0.206773 0.636382i
\(737\) 35.0157 + 38.8889i 1.28982 + 1.43249i
\(738\) 4.46014 + 7.72519i 0.164180 + 0.284368i
\(739\) −0.814457 1.41068i −0.0299603 0.0518928i 0.850656 0.525722i \(-0.176205\pi\)
−0.880617 + 0.473829i \(0.842871\pi\)
\(740\) 0.344450 1.06011i 0.0126622 0.0389704i
\(741\) 1.03606 38.4982i 0.0380606 1.41427i
\(742\) −23.7037 + 17.2217i −0.870188 + 0.632229i
\(743\) −6.39831 11.0822i −0.234731 0.406567i 0.724463 0.689313i \(-0.242088\pi\)
−0.959195 + 0.282747i \(0.908754\pi\)
\(744\) −1.32584 19.0946i −0.0486078 0.700041i
\(745\) −0.406141 + 0.703457i −0.0148799 + 0.0257727i
\(746\) −10.0149 + 7.27622i −0.366670 + 0.266401i
\(747\) 9.78091 4.35474i 0.357865 0.159332i
\(748\) −1.71428 1.90390i −0.0626802 0.0696134i
\(749\) 11.5726 0.422852
\(750\) 2.08154 3.60532i 0.0760069 0.131648i
\(751\) 29.7681 6.32740i 1.08625 0.230890i 0.370211 0.928948i \(-0.379285\pi\)
0.716042 + 0.698058i \(0.245952\pi\)
\(752\) −32.1433 + 35.6988i −1.17215 + 1.30180i
\(753\) −0.303989 0.935581i −0.0110780 0.0340945i
\(754\) −48.0530 + 40.9808i −1.74999 + 1.49243i
\(755\) 0.352917 1.08617i 0.0128440 0.0395296i