Properties

Label 403.2.bl.b.16.3
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 16.3
Character \(\chi\) = 403.16
Dual form 403.2.bl.b.126.3

$q$-expansion

\(f(q)\) \(=\) \(q+(-2.24423 - 0.999195i) q^{2} +(0.330998 - 3.14923i) q^{3} +(2.69991 + 2.99855i) q^{4} +2.52374 q^{5} +(-3.88953 + 6.73687i) q^{6} +(2.19826 + 2.44142i) q^{7} +(-1.54481 - 4.75442i) q^{8} +(-6.87367 - 1.46104i) q^{9} +O(q^{10})\) \(q+(-2.24423 - 0.999195i) q^{2} +(0.330998 - 3.14923i) q^{3} +(2.69991 + 2.99855i) q^{4} +2.52374 q^{5} +(-3.88953 + 6.73687i) q^{6} +(2.19826 + 2.44142i) q^{7} +(-1.54481 - 4.75442i) q^{8} +(-6.87367 - 1.46104i) q^{9} +(-5.66385 - 2.52171i) q^{10} +(3.84030 - 0.816280i) q^{11} +(10.3368 - 7.51014i) q^{12} +(-3.53198 + 0.724642i) q^{13} +(-2.49395 - 7.67559i) q^{14} +(0.835352 - 7.94785i) q^{15} +(-0.440163 + 4.18787i) q^{16} +(5.56681 + 1.18326i) q^{17} +(13.9662 + 10.1471i) q^{18} +(-0.647823 - 6.16362i) q^{19} +(6.81387 + 7.56757i) q^{20} +(8.41622 - 6.11474i) q^{21} +(-9.43412 - 2.00528i) q^{22} +(2.09597 - 2.32781i) q^{23} +(-15.4841 + 3.29125i) q^{24} +1.36926 q^{25} +(8.65063 + 1.90288i) q^{26} +(-3.94076 + 12.1284i) q^{27} +(-1.38561 + 13.1832i) q^{28} +(-4.89981 - 2.18154i) q^{29} +(-9.81617 + 17.0021i) q^{30} +(-0.816937 - 5.50751i) q^{31} +(0.173233 - 0.300048i) q^{32} +(-1.29953 - 12.3642i) q^{33} +(-11.3109 - 8.21784i) q^{34} +(5.54784 + 6.16150i) q^{35} +(-14.1773 - 24.5558i) q^{36} +(-1.06714 - 1.84835i) q^{37} +(-4.70480 + 14.4799i) q^{38} +(1.11299 + 11.3629i) q^{39} +(-3.89869 - 11.9989i) q^{40} +(4.14724 + 1.84647i) q^{41} +(-24.9977 + 5.31343i) q^{42} +(0.898527 + 8.54892i) q^{43} +(12.8161 + 9.31145i) q^{44} +(-17.3474 - 3.68730i) q^{45} +(-7.02978 + 3.12986i) q^{46} +(-1.19236 - 0.866298i) q^{47} +(13.0429 + 2.77235i) q^{48} +(-0.396464 + 3.77210i) q^{49} +(-3.07294 - 1.36816i) q^{50} +(5.56897 - 17.1395i) q^{51} +(-11.7089 - 8.63437i) q^{52} +(-0.444540 - 1.36815i) q^{53} +(20.9626 - 23.2813i) q^{54} +(9.69191 - 2.06008i) q^{55} +(8.21164 - 14.2230i) q^{56} -19.6251 q^{57} +(8.81652 + 9.79173i) q^{58} +(-1.04502 + 0.465271i) q^{59} +(26.0874 - 18.9536i) q^{60} +(-3.47284 + 6.01514i) q^{61} +(-3.66968 + 13.1764i) q^{62} +(-11.5431 - 19.9933i) q^{63} +(6.12486 - 4.44997i) q^{64} +(-8.91380 + 1.82881i) q^{65} +(-9.43779 + 29.0465i) q^{66} +(2.51100 + 4.34918i) q^{67} +(11.4818 + 19.8871i) q^{68} +(-6.63707 - 7.37121i) q^{69} +(-6.29408 - 19.3712i) q^{70} +(5.62512 + 1.19566i) q^{71} +(3.67207 + 34.9374i) q^{72} +(-0.0104956 + 0.0323021i) q^{73} +(0.548055 + 5.21440i) q^{74} +(0.453223 - 4.31213i) q^{75} +(16.7329 - 18.5838i) q^{76} +(10.4349 + 7.58137i) q^{77} +(8.85594 - 26.6130i) q^{78} +(3.47599 + 10.6980i) q^{79} +(-1.11086 + 10.5691i) q^{80} +(17.6317 + 7.85015i) q^{81} +(-7.46237 - 8.28781i) q^{82} +(-5.20158 + 3.77917i) q^{83} +(41.0584 + 8.72723i) q^{84} +(14.0492 + 2.98625i) q^{85} +(6.52553 - 20.0835i) q^{86} +(-8.49200 + 14.7086i) q^{87} +(-9.81345 - 16.9974i) q^{88} +(10.0476 - 2.13568i) q^{89} +(35.2471 + 25.6085i) q^{90} +(-9.53338 - 7.03009i) q^{91} +12.6390 q^{92} +(-17.6148 + 0.749753i) q^{93} +(1.81032 + 3.13557i) q^{94} +(-1.63494 - 15.5554i) q^{95} +(-0.887582 - 0.644866i) q^{96} +(-0.433073 - 0.480976i) q^{97} +(4.65882 - 8.06931i) q^{98} -27.5896 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:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −2.24423 0.999195i −1.58691 0.706538i −0.591871 0.806033i \(-0.701611\pi\)
−0.995038 + 0.0994950i \(0.968277\pi\)
\(3\) 0.330998 3.14923i 0.191102 1.81821i −0.307687 0.951488i \(-0.599555\pi\)
0.498789 0.866724i \(-0.333778\pi\)
\(4\) 2.69991 + 2.99855i 1.34996 + 1.49928i
\(5\) 2.52374 1.12865 0.564325 0.825552i \(-0.309136\pi\)
0.564325 + 0.825552i \(0.309136\pi\)
\(6\) −3.88953 + 6.73687i −1.58790 + 2.75032i
\(7\) 2.19826 + 2.44142i 0.830865 + 0.922769i 0.998003 0.0631644i \(-0.0201192\pi\)
−0.167138 + 0.985933i \(0.553453\pi\)
\(8\) −1.54481 4.75442i −0.546171 1.68094i
\(9\) −6.87367 1.46104i −2.29122 0.487015i
\(10\) −5.66385 2.52171i −1.79107 0.797434i
\(11\) 3.84030 0.816280i 1.15789 0.246118i 0.411364 0.911471i \(-0.365052\pi\)
0.746528 + 0.665353i \(0.231719\pi\)
\(12\) 10.3368 7.51014i 2.98398 2.16799i
\(13\) −3.53198 + 0.724642i −0.979595 + 0.200980i
\(14\) −2.49395 7.67559i −0.666536 2.05139i
\(15\) 0.835352 7.94785i 0.215687 2.05213i
\(16\) −0.440163 + 4.18787i −0.110041 + 1.04697i
\(17\) 5.56681 + 1.18326i 1.35015 + 0.286983i 0.825532 0.564355i \(-0.190875\pi\)
0.524618 + 0.851338i \(0.324208\pi\)
\(18\) 13.9662 + 10.1471i 3.29187 + 2.39168i
\(19\) −0.647823 6.16362i −0.148621 1.41403i −0.773741 0.633503i \(-0.781617\pi\)
0.625120 0.780529i \(-0.285050\pi\)
\(20\) 6.81387 + 7.56757i 1.52363 + 1.69216i
\(21\) 8.41622 6.11474i 1.83657 1.33435i
\(22\) −9.43412 2.00528i −2.01136 0.427528i
\(23\) 2.09597 2.32781i 0.437040 0.485383i −0.483879 0.875135i \(-0.660773\pi\)
0.920920 + 0.389752i \(0.127439\pi\)
\(24\) −15.4841 + 3.29125i −3.16068 + 0.671824i
\(25\) 1.36926 0.273853
\(26\) 8.65063 + 1.90288i 1.69653 + 0.373185i
\(27\) −3.94076 + 12.1284i −0.758400 + 2.33411i
\(28\) −1.38561 + 13.1832i −0.261856 + 2.49139i
\(29\) −4.89981 2.18154i −0.909872 0.405101i −0.102221 0.994762i \(-0.532595\pi\)
−0.807651 + 0.589661i \(0.799262\pi\)
\(30\) −9.81617 + 17.0021i −1.79218 + 3.10415i
\(31\) −0.816937 5.50751i −0.146726 0.989177i
\(32\) 0.173233 0.300048i 0.0306235 0.0530415i
\(33\) −1.29953 12.3642i −0.226219 2.15233i
\(34\) −11.3109 8.21784i −1.93980 1.40935i
\(35\) 5.54784 + 6.16150i 0.937756 + 1.04148i
\(36\) −14.1773 24.5558i −2.36288 4.09263i
\(37\) −1.06714 1.84835i −0.175437 0.303866i 0.764875 0.644178i \(-0.222801\pi\)
−0.940313 + 0.340312i \(0.889467\pi\)
\(38\) −4.70480 + 14.4799i −0.763219 + 2.34895i
\(39\) 1.11299 + 11.3629i 0.178221 + 1.81952i
\(40\) −3.89869 11.9989i −0.616436 1.89720i
\(41\) 4.14724 + 1.84647i 0.647690 + 0.288370i 0.704168 0.710034i \(-0.251320\pi\)
−0.0564775 + 0.998404i \(0.517987\pi\)
\(42\) −24.9977 + 5.31343i −3.85723 + 0.819880i
\(43\) 0.898527 + 8.54892i 0.137024 + 1.30370i 0.819623 + 0.572904i \(0.194183\pi\)
−0.682598 + 0.730794i \(0.739150\pi\)
\(44\) 12.8161 + 9.31145i 1.93210 + 1.40375i
\(45\) −17.3474 3.68730i −2.58599 0.549670i
\(46\) −7.02978 + 3.12986i −1.03648 + 0.461473i
\(47\) −1.19236 0.866298i −0.173923 0.126363i 0.497418 0.867511i \(-0.334282\pi\)
−0.671341 + 0.741148i \(0.734282\pi\)
\(48\) 13.0429 + 2.77235i 1.88258 + 0.400155i
\(49\) −0.396464 + 3.77210i −0.0566377 + 0.538871i
\(50\) −3.07294 1.36816i −0.434579 0.193487i
\(51\) 5.56897 17.1395i 0.779812 2.40002i
\(52\) −11.7089 8.63437i −1.62373 1.19737i
\(53\) −0.444540 1.36815i −0.0610623 0.187930i 0.915872 0.401470i \(-0.131501\pi\)
−0.976934 + 0.213540i \(0.931501\pi\)
\(54\) 20.9626 23.2813i 2.85265 3.16819i
\(55\) 9.69191 2.06008i 1.30686 0.277781i
\(56\) 8.21164 14.2230i 1.09733 1.90063i
\(57\) −19.6251 −2.59941
\(58\) 8.81652 + 9.79173i 1.15767 + 1.28572i
\(59\) −1.04502 + 0.465271i −0.136049 + 0.0605731i −0.473632 0.880723i \(-0.657057\pi\)
0.337583 + 0.941296i \(0.390391\pi\)
\(60\) 26.0874 18.9536i 3.36787 2.44690i
\(61\) −3.47284 + 6.01514i −0.444652 + 0.770160i −0.998028 0.0627717i \(-0.980006\pi\)
0.553376 + 0.832932i \(0.313339\pi\)
\(62\) −3.66968 + 13.1764i −0.466050 + 1.67340i
\(63\) −11.5431 19.9933i −1.45430 2.51891i
\(64\) 6.12486 4.44997i 0.765608 0.556247i
\(65\) −8.91380 + 1.82881i −1.10562 + 0.226836i
\(66\) −9.43779 + 29.0465i −1.16171 + 3.57538i
\(67\) 2.51100 + 4.34918i 0.306767 + 0.531337i 0.977653 0.210224i \(-0.0674193\pi\)
−0.670886 + 0.741561i \(0.734086\pi\)
\(68\) 11.4818 + 19.8871i 1.39237 + 2.41166i
\(69\) −6.63707 7.37121i −0.799009 0.887389i
\(70\) −6.29408 19.3712i −0.752287 2.31530i
\(71\) 5.62512 + 1.19566i 0.667579 + 0.141898i 0.529221 0.848484i \(-0.322484\pi\)
0.138358 + 0.990382i \(0.455818\pi\)
\(72\) 3.67207 + 34.9374i 0.432757 + 4.11741i
\(73\) −0.0104956 + 0.0323021i −0.00122842 + 0.00378068i −0.951669 0.307126i \(-0.900633\pi\)
0.950440 + 0.310907i \(0.100633\pi\)
\(74\) 0.548055 + 5.21440i 0.0637101 + 0.606161i
\(75\) 0.453223 4.31213i 0.0523337 0.497922i
\(76\) 16.7329 18.5838i 1.91939 2.13170i
\(77\) 10.4349 + 7.58137i 1.18916 + 0.863977i
\(78\) 8.85594 26.6130i 1.00274 3.01333i
\(79\) 3.47599 + 10.6980i 0.391079 + 1.20362i 0.931973 + 0.362528i \(0.118086\pi\)
−0.540894 + 0.841091i \(0.681914\pi\)
\(80\) −1.11086 + 10.5691i −0.124198 + 1.18166i
\(81\) 17.6317 + 7.85015i 1.95908 + 0.872239i
\(82\) −7.46237 8.28781i −0.824081 0.915235i
\(83\) −5.20158 + 3.77917i −0.570947 + 0.414818i −0.835449 0.549568i \(-0.814792\pi\)
0.264502 + 0.964385i \(0.414792\pi\)
\(84\) 41.0584 + 8.72723i 4.47984 + 0.952219i
\(85\) 14.0492 + 2.98625i 1.52385 + 0.323904i
\(86\) 6.52553 20.0835i 0.703666 2.16566i
\(87\) −8.49200 + 14.7086i −0.910438 + 1.57692i
\(88\) −9.81345 16.9974i −1.04612 1.81193i
\(89\) 10.0476 2.13568i 1.06504 0.226382i 0.358123 0.933675i \(-0.383417\pi\)
0.706921 + 0.707292i \(0.250084\pi\)
\(90\) 35.2471 + 25.6085i 3.71537 + 2.69938i
\(91\) −9.53338 7.03009i −0.999369 0.736953i
\(92\) 12.6390 1.31771
\(93\) −17.6148 + 0.749753i −1.82657 + 0.0777458i
\(94\) 1.81032 + 3.13557i 0.186720 + 0.323409i
\(95\) −1.63494 15.5554i −0.167741 1.59595i
\(96\) −0.887582 0.644866i −0.0905884 0.0658163i
\(97\) −0.433073 0.480976i −0.0439719 0.0488357i 0.720758 0.693187i \(-0.243794\pi\)
−0.764729 + 0.644351i \(0.777127\pi\)
\(98\) 4.65882 8.06931i 0.470612 0.815123i
\(99\) −27.5896 −2.77285
\(100\) 3.69689 + 4.10581i 0.369689 + 0.410581i
\(101\) 1.39320 1.54731i 0.138629 0.153963i −0.669833 0.742512i \(-0.733634\pi\)
0.808461 + 0.588549i \(0.200301\pi\)
\(102\) −29.6238 + 32.9006i −2.93319 + 3.25764i
\(103\) −12.2263 + 8.88294i −1.20469 + 0.875262i −0.994738 0.102449i \(-0.967332\pi\)
−0.209957 + 0.977711i \(0.567332\pi\)
\(104\) 8.90148 + 15.6731i 0.872862 + 1.53687i
\(105\) 21.2403 15.4320i 2.07284 1.50601i
\(106\) −0.369403 + 3.51463i −0.0358796 + 0.341371i
\(107\) 0.613102 0.680919i 0.0592708 0.0658269i −0.712780 0.701387i \(-0.752564\pi\)
0.772051 + 0.635561i \(0.219231\pi\)
\(108\) −47.0074 + 20.9290i −4.52329 + 2.01390i
\(109\) −8.05142 5.84970i −0.771186 0.560299i 0.131135 0.991365i \(-0.458138\pi\)
−0.902321 + 0.431065i \(0.858138\pi\)
\(110\) −23.8093 5.06082i −2.27013 0.482530i
\(111\) −6.17410 + 2.74889i −0.586020 + 0.260913i
\(112\) −11.1919 + 8.13142i −1.05754 + 0.768347i
\(113\) −0.936103 1.03965i −0.0880612 0.0978019i 0.697504 0.716581i \(-0.254294\pi\)
−0.785565 + 0.618779i \(0.787627\pi\)
\(114\) 44.0432 + 19.6093i 4.12503 + 1.83658i
\(115\) 5.28969 5.87479i 0.493266 0.547827i
\(116\) −6.68760 20.5823i −0.620928 1.91102i
\(117\) 25.3364 + 0.179428i 2.34235 + 0.0165881i
\(118\) 2.81015 0.258695
\(119\) 9.34848 + 16.1920i 0.856973 + 1.48432i
\(120\) −39.0779 + 8.30626i −3.56731 + 0.758254i
\(121\) 4.03255 1.79541i 0.366596 0.163219i
\(122\) 13.8042 10.0293i 1.24977 0.908011i
\(123\) 7.18770 12.4495i 0.648093 1.12253i
\(124\) 14.3089 17.3194i 1.28498 1.55533i
\(125\) −9.16304 −0.819567
\(126\) 5.92822 + 56.4033i 0.528128 + 5.02480i
\(127\) −1.70485 + 16.2206i −0.151281 + 1.43935i 0.610760 + 0.791816i \(0.290864\pi\)
−0.762041 + 0.647529i \(0.775802\pi\)
\(128\) −18.8698 + 4.01089i −1.66787 + 0.354516i
\(129\) 27.2199 2.39658
\(130\) 21.8319 + 4.80236i 1.91479 + 0.421195i
\(131\) −0.998259 + 3.07233i −0.0872183 + 0.268430i −0.985148 0.171709i \(-0.945071\pi\)
0.897929 + 0.440140i \(0.145071\pi\)
\(132\) 33.5660 37.2789i 2.92155 3.24471i
\(133\) 13.6239 15.1309i 1.18134 1.31201i
\(134\) −1.28958 12.2695i −0.111403 1.05993i
\(135\) −9.94545 + 30.6090i −0.855968 + 2.63440i
\(136\) −2.97391 28.2949i −0.255011 2.42627i
\(137\) 10.5199 4.68374i 0.898772 0.400159i 0.0952632 0.995452i \(-0.469631\pi\)
0.803509 + 0.595293i \(0.202964\pi\)
\(138\) 7.52982 + 23.1744i 0.640981 + 1.97274i
\(139\) 10.5647 4.70370i 0.896085 0.398963i 0.0935823 0.995612i \(-0.470168\pi\)
0.802502 + 0.596649i \(0.203502\pi\)
\(140\) −3.49692 + 33.2710i −0.295544 + 2.81191i
\(141\) −3.12284 + 3.46827i −0.262991 + 0.292081i
\(142\) −11.4294 8.30391i −0.959130 0.696849i
\(143\) −12.9723 + 5.66593i −1.08480 + 0.473808i
\(144\) 9.14420 28.1430i 0.762017 2.34525i
\(145\) −12.3658 5.50563i −1.02693 0.457218i
\(146\) 0.0558306 0.0620062i 0.00462057 0.00513167i
\(147\) 11.7480 + 2.49711i 0.968958 + 0.205958i
\(148\) 2.66118 8.19026i 0.218747 0.673235i
\(149\) 8.61901 14.9286i 0.706097 1.22300i −0.260197 0.965555i \(-0.583788\pi\)
0.966294 0.257440i \(-0.0828790\pi\)
\(150\) −5.32580 + 9.22455i −0.434849 + 0.753181i
\(151\) −0.669584 + 2.06077i −0.0544900 + 0.167703i −0.974598 0.223962i \(-0.928101\pi\)
0.920108 + 0.391665i \(0.128101\pi\)
\(152\) −28.3037 + 12.6016i −2.29573 + 1.02213i
\(153\) −36.5356 16.2667i −2.95373 1.31509i
\(154\) −15.8429 27.4408i −1.27666 2.21124i
\(155\) −2.06174 13.8995i −0.165603 1.11644i
\(156\) −31.0673 + 34.0162i −2.48737 + 2.72347i
\(157\) −8.93488 + 6.49157i −0.713081 + 0.518084i −0.884166 0.467173i \(-0.845273\pi\)
0.171085 + 0.985256i \(0.445273\pi\)
\(158\) 2.88847 27.4819i 0.229794 2.18635i
\(159\) −4.45578 + 0.947105i −0.353366 + 0.0751103i
\(160\) 0.437194 0.757243i 0.0345633 0.0598653i
\(161\) 10.2907 0.811018
\(162\) −31.7258 35.2351i −2.49261 2.76833i
\(163\) 1.74969 + 0.371908i 0.137046 + 0.0291301i 0.275924 0.961179i \(-0.411016\pi\)
−0.138878 + 0.990310i \(0.544350\pi\)
\(164\) 5.66044 + 17.4210i 0.442006 + 1.36035i
\(165\) −3.27967 31.2040i −0.255322 2.42923i
\(166\) 15.4497 3.28393i 1.19913 0.254882i
\(167\) 7.06594 + 3.14596i 0.546778 + 0.243441i 0.661486 0.749958i \(-0.269926\pi\)
−0.114707 + 0.993399i \(0.536593\pi\)
\(168\) −42.0735 30.5682i −3.24604 2.35838i
\(169\) 11.9498 5.11885i 0.919214 0.393757i
\(170\) −28.5457 20.7397i −2.18936 1.59066i
\(171\) −4.55240 + 43.3132i −0.348131 + 3.31224i
\(172\) −23.2084 + 25.7756i −1.76963 + 1.96537i
\(173\) 9.08125 4.04324i 0.690435 0.307401i −0.0313602 0.999508i \(-0.509984\pi\)
0.721795 + 0.692107i \(0.243317\pi\)
\(174\) 33.7547 24.5242i 2.55894 1.85918i
\(175\) 3.01000 + 3.34294i 0.227535 + 0.252703i
\(176\) 1.72812 + 16.4420i 0.130262 + 1.23936i
\(177\) 1.11935 + 3.44500i 0.0841354 + 0.258942i
\(178\) −24.6831 5.24655i −1.85008 0.393246i
\(179\) −9.08272 + 1.93059i −0.678874 + 0.144299i −0.534429 0.845214i \(-0.679473\pi\)
−0.144446 + 0.989513i \(0.546140\pi\)
\(180\) −35.7798 61.9724i −2.66687 4.61915i
\(181\) −25.5096 −1.89611 −0.948056 0.318103i \(-0.896954\pi\)
−0.948056 + 0.318103i \(0.896954\pi\)
\(182\) 14.3706 + 25.3028i 1.06522 + 1.87557i
\(183\) 17.7936 + 12.9278i 1.31534 + 0.955650i
\(184\) −14.3053 6.36912i −1.05460 0.469538i
\(185\) −2.69319 4.66475i −0.198007 0.342959i
\(186\) 40.2809 + 15.9180i 2.95354 + 1.16717i
\(187\) 22.3441 1.63396
\(188\) −0.621616 5.91428i −0.0453360 0.431343i
\(189\) −38.2733 + 17.0404i −2.78398 + 1.23951i
\(190\) −11.8737 + 36.5434i −0.861407 + 2.65114i
\(191\) 0.322495 0.558577i 0.0233349 0.0404172i −0.854122 0.520072i \(-0.825905\pi\)
0.877457 + 0.479655i \(0.159238\pi\)
\(192\) −11.9867 20.7616i −0.865065 1.49834i
\(193\) 2.76554 0.587834i 0.199068 0.0423132i −0.107298 0.994227i \(-0.534220\pi\)
0.306367 + 0.951914i \(0.400887\pi\)
\(194\) 0.491325 + 1.51214i 0.0352751 + 0.108566i
\(195\) 2.80890 + 28.6770i 0.201149 + 2.05360i
\(196\) −12.3813 + 8.99551i −0.884376 + 0.642537i
\(197\) 0.485277 0.103149i 0.0345746 0.00734905i −0.190592 0.981669i \(-0.561041\pi\)
0.225166 + 0.974320i \(0.427707\pi\)
\(198\) 61.9173 + 27.5673i 4.40027 + 1.95913i
\(199\) −20.5458 + 9.14760i −1.45646 + 0.648456i −0.973811 0.227360i \(-0.926991\pi\)
−0.482646 + 0.875816i \(0.660324\pi\)
\(200\) −2.11524 6.51005i −0.149570 0.460330i
\(201\) 14.5277 6.46816i 1.02471 0.456229i
\(202\) −4.67272 + 2.08043i −0.328772 + 0.146379i
\(203\) −5.44503 16.7581i −0.382166 1.17619i
\(204\) 66.4296 29.5763i 4.65100 2.07076i
\(205\) 10.4666 + 4.66001i 0.731016 + 0.325469i
\(206\) 36.3144 7.71887i 2.53015 0.537799i
\(207\) −17.8081 + 12.9383i −1.23775 + 0.899275i
\(208\) −1.48006 15.1104i −0.102624 1.04772i
\(209\) −7.51907 23.1413i −0.520105 1.60072i
\(210\) −63.0878 + 13.4097i −4.35347 + 0.925358i
\(211\) −11.9052 20.6203i −0.819585 1.41956i −0.905988 0.423303i \(-0.860871\pi\)
0.0864029 0.996260i \(-0.472463\pi\)
\(212\) 2.90227 5.02687i 0.199328 0.345247i
\(213\) 5.62730 17.3191i 0.385576 1.18668i
\(214\) −2.05631 + 0.915529i −0.140567 + 0.0625843i
\(215\) 2.26765 + 21.5752i 0.154652 + 1.47142i
\(216\) 63.7513 4.33773
\(217\) 11.6503 14.1014i 0.790872 0.957267i
\(218\) 12.2242 + 21.1730i 0.827930 + 1.43402i
\(219\) 0.0982529 + 0.0437450i 0.00663932 + 0.00295601i
\(220\) 32.3445 + 23.4997i 2.18067 + 1.58435i
\(221\) −20.5193 0.145314i −1.38028 0.00977489i
\(222\) 16.6028 1.11430
\(223\) 7.23151 + 12.5253i 0.484258 + 0.838759i 0.999836 0.0180830i \(-0.00575633\pi\)
−0.515579 + 0.856842i \(0.672423\pi\)
\(224\) 1.11335 0.236651i 0.0743890 0.0158119i
\(225\) −9.41187 2.00055i −0.627458 0.133370i
\(226\) 1.06202 + 3.26856i 0.0706444 + 0.217421i
\(227\) 0.478216 + 4.54993i 0.0317403 + 0.301989i 0.998863 + 0.0476779i \(0.0151821\pi\)
−0.967122 + 0.254311i \(0.918151\pi\)
\(228\) −52.9860 58.8470i −3.50909 3.89724i
\(229\) −11.5514 + 8.39256i −0.763336 + 0.554596i −0.899932 0.436031i \(-0.856384\pi\)
0.136596 + 0.990627i \(0.456384\pi\)
\(230\) −17.7413 + 7.89895i −1.16983 + 0.520841i
\(231\) 27.3294 30.3524i 1.79814 1.99704i
\(232\) −2.80269 + 26.6658i −0.184006 + 1.75070i
\(233\) 8.32842 + 6.05095i 0.545613 + 0.396411i 0.826165 0.563428i \(-0.190518\pi\)
−0.280552 + 0.959839i \(0.590518\pi\)
\(234\) −56.6814 25.7187i −3.70538 1.68128i
\(235\) −3.00920 2.18631i −0.196299 0.142619i
\(236\) −4.21659 1.87735i −0.274477 0.122205i
\(237\) 34.8410 7.40569i 2.26317 0.481051i
\(238\) −4.80112 45.6796i −0.311210 2.96097i
\(239\) 7.07114 + 21.7627i 0.457394 + 1.40771i 0.868301 + 0.496038i \(0.165212\pi\)
−0.410907 + 0.911677i \(0.634788\pi\)
\(240\) 32.9169 + 6.99670i 2.12478 + 0.451635i
\(241\) 19.9024 + 22.1039i 1.28203 + 1.42384i 0.854172 + 0.519991i \(0.174065\pi\)
0.427857 + 0.903846i \(0.359269\pi\)
\(242\) −10.8439 −0.697075
\(243\) 11.4292 19.7959i 0.733182 1.26991i
\(244\) −27.4131 + 5.82683i −1.75494 + 0.373025i
\(245\) −1.00057 + 9.51980i −0.0639241 + 0.608197i
\(246\) −28.5703 + 20.7575i −1.82157 + 1.32345i
\(247\) 6.75452 + 21.3004i 0.429780 + 1.35531i
\(248\) −24.9230 + 12.3921i −1.58261 + 0.786898i
\(249\) 10.1798 + 17.6319i 0.645117 + 1.11738i
\(250\) 20.5639 + 9.15566i 1.30058 + 0.579055i
\(251\) −21.1547 + 9.41868i −1.33527 + 0.594502i −0.945263 0.326309i \(-0.894195\pi\)
−0.390010 + 0.920811i \(0.627529\pi\)
\(252\) 28.7855 88.5927i 1.81332 5.58082i
\(253\) 6.14900 10.6504i 0.386585 0.669584i
\(254\) 20.0336 34.6992i 1.25702 2.17722i
\(255\) 14.0546 43.2557i 0.880136 2.70878i
\(256\) 31.5451 + 6.70513i 1.97157 + 0.419070i
\(257\) −9.41316 + 10.4544i −0.587177 + 0.652126i −0.961381 0.275220i \(-0.911249\pi\)
0.374205 + 0.927346i \(0.377916\pi\)
\(258\) −61.0878 27.1980i −3.80316 1.69328i
\(259\) 2.16673 6.66849i 0.134634 0.414360i
\(260\) −29.5503 21.7909i −1.83263 1.35141i
\(261\) 30.4924 + 22.1540i 1.88743 + 1.37130i
\(262\) 5.31018 5.89755i 0.328064 0.364352i
\(263\) −1.76203 + 16.7646i −0.108652 + 1.03375i 0.795329 + 0.606178i \(0.207298\pi\)
−0.903981 + 0.427573i \(0.859369\pi\)
\(264\) −56.7770 + 25.2787i −3.49438 + 1.55580i
\(265\) −1.12190 3.45287i −0.0689180 0.212108i
\(266\) −45.6938 + 20.3442i −2.80167 + 1.24738i
\(267\) −3.40003 32.3492i −0.208079 1.97974i
\(268\) −6.26178 + 19.2718i −0.382499 + 1.17721i
\(269\) −0.677280 6.44389i −0.0412945 0.392891i −0.995574 0.0939764i \(-0.970042\pi\)
0.954280 0.298914i \(-0.0966245\pi\)
\(270\) 52.9042 58.7561i 3.21965 3.57578i
\(271\) −0.949950 + 1.05503i −0.0577054 + 0.0640883i −0.771306 0.636464i \(-0.780396\pi\)
0.713601 + 0.700552i \(0.247063\pi\)
\(272\) −7.40566 + 22.7923i −0.449034 + 1.38198i
\(273\) −25.2949 + 27.6959i −1.53092 + 1.67623i
\(274\) −28.2889 −1.70900
\(275\) 5.25837 1.11770i 0.317092 0.0674000i
\(276\) 4.18349 39.8032i 0.251816 2.39587i
\(277\) 0.566288 + 5.38787i 0.0340249 + 0.323726i 0.998274 + 0.0587280i \(0.0187045\pi\)
−0.964249 + 0.264998i \(0.914629\pi\)
\(278\) −28.4095 −1.70389
\(279\) −2.43135 + 39.0504i −0.145561 + 2.33788i
\(280\) 20.7240 35.8951i 1.23850 2.14514i
\(281\) 19.7516 14.3504i 1.17828 0.856073i 0.186306 0.982492i \(-0.440348\pi\)
0.991977 + 0.126419i \(0.0403483\pi\)
\(282\) 10.4739 4.66326i 0.623709 0.277693i
\(283\) 25.7023 5.46318i 1.52784 0.324753i 0.634069 0.773276i \(-0.281383\pi\)
0.893771 + 0.448524i \(0.148050\pi\)
\(284\) 11.6021 + 20.0954i 0.688456 + 1.19244i
\(285\) −49.5287 −2.93383
\(286\) 34.7743 + 0.246265i 2.05625 + 0.0145620i
\(287\) 4.60872 + 14.1842i 0.272044 + 0.837265i
\(288\) −1.62913 + 1.80933i −0.0959973 + 0.106616i
\(289\) 14.0590 + 6.25948i 0.827001 + 0.368204i
\(290\) 22.2506 + 24.7118i 1.30660 + 1.45113i
\(291\) −1.65805 + 1.20465i −0.0971967 + 0.0706176i
\(292\) −0.125197 + 0.0557412i −0.00732659 + 0.00326201i
\(293\) −8.83911 1.87881i −0.516387 0.109761i −0.0576555 0.998337i \(-0.518363\pi\)
−0.458731 + 0.888575i \(0.651696\pi\)
\(294\) −23.8701 17.3426i −1.39213 1.01144i
\(295\) −2.63735 + 1.17422i −0.153552 + 0.0683659i
\(296\) −7.13929 + 7.92899i −0.414963 + 0.460863i
\(297\) −5.23350 + 49.7934i −0.303679 + 2.88931i
\(298\) −34.2596 + 24.8910i −1.98460 + 1.44190i
\(299\) −5.71610 + 9.74062i −0.330571 + 0.563315i
\(300\) 14.1538 10.2834i 0.817171 0.593710i
\(301\) −18.8963 + 20.9864i −1.08916 + 1.20964i
\(302\) 3.56181 3.95579i 0.204959 0.227630i
\(303\) −4.41168 4.89967i −0.253445 0.281479i
\(304\) 26.0976 1.49680
\(305\) −8.76455 + 15.1807i −0.501857 + 0.869242i
\(306\) 65.7407 + 73.0125i 3.75815 + 4.17385i
\(307\) 8.73470 + 6.34613i 0.498516 + 0.362193i 0.808450 0.588565i \(-0.200307\pi\)
−0.309934 + 0.950758i \(0.600307\pi\)
\(308\) 5.44004 + 51.7585i 0.309975 + 2.94921i
\(309\) 23.9276 + 41.4438i 1.36119 + 2.35765i
\(310\) −9.26131 + 33.2538i −0.526007 + 1.88869i
\(311\) 24.4966 1.38908 0.694538 0.719456i \(-0.255609\pi\)
0.694538 + 0.719456i \(0.255609\pi\)
\(312\) 52.3046 22.8451i 2.96117 1.29335i
\(313\) −10.2274 7.43063i −0.578086 0.420004i 0.259948 0.965623i \(-0.416295\pi\)
−0.838034 + 0.545619i \(0.816295\pi\)
\(314\) 26.5383 5.64088i 1.49764 0.318333i
\(315\) −29.1318 50.4578i −1.64139 2.84298i
\(316\) −22.6937 + 39.3066i −1.27662 + 2.21117i
\(317\) −7.37906 + 22.7104i −0.414450 + 1.27554i 0.498293 + 0.867009i \(0.333960\pi\)
−0.912742 + 0.408536i \(0.866040\pi\)
\(318\) 10.9461 + 2.32667i 0.613829 + 0.130473i
\(319\) −20.5975 4.37813i −1.15324 0.245128i
\(320\) 15.4576 11.2306i 0.864104 0.627808i
\(321\) −1.94144 2.15619i −0.108361 0.120347i
\(322\) −23.0946 10.2824i −1.28701 0.573014i
\(323\) 3.68687 35.0783i 0.205143 1.95181i
\(324\) 24.0650 + 74.0644i 1.33694 + 4.11469i
\(325\) −4.83621 + 0.992226i −0.268265 + 0.0550388i
\(326\) −3.55509 2.58293i −0.196898 0.143055i
\(327\) −21.0871 + 23.4196i −1.16612 + 1.29510i
\(328\) 2.37222 22.5702i 0.130984 1.24623i
\(329\) −0.506118 4.81539i −0.0279032 0.265481i
\(330\) −23.8185 + 73.3059i −1.31117 + 4.03535i
\(331\) −0.323183 3.07488i −0.0177637 0.169011i 0.982043 0.188656i \(-0.0604130\pi\)
−0.999807 + 0.0196451i \(0.993746\pi\)
\(332\) −25.3758 5.39380i −1.39268 0.296023i
\(333\) 4.63468 + 14.2641i 0.253979 + 0.781667i
\(334\) −12.7141 14.1205i −0.695687 0.772639i
\(335\) 6.33711 + 10.9762i 0.346233 + 0.599694i
\(336\) 21.9032 + 37.9375i 1.19492 + 2.06966i
\(337\) 6.39428 19.6796i 0.348319 1.07202i −0.611464 0.791272i \(-0.709419\pi\)
0.959783 0.280743i \(-0.0905808\pi\)
\(338\) −31.9328 0.452307i −1.73691 0.0246023i
\(339\) −3.58394 + 2.60389i −0.194653 + 0.141424i
\(340\) 28.9771 + 50.1898i 1.57151 + 2.72193i
\(341\) −7.63295 20.4836i −0.413347 1.10925i
\(342\) 53.4950 92.6560i 2.89268 5.01026i
\(343\) 8.52397 6.19303i 0.460251 0.334392i
\(344\) 39.2571 17.4784i 2.11660 0.942371i
\(345\) −16.7502 18.6030i −0.901802 1.00155i
\(346\) −24.4204 −1.31285
\(347\) 2.58813 4.48277i 0.138938 0.240648i −0.788157 0.615475i \(-0.788964\pi\)
0.927095 + 0.374827i \(0.122298\pi\)
\(348\) −67.0321 + 14.2481i −3.59330 + 0.763779i
\(349\) 3.67334 4.07966i 0.196630 0.218379i −0.636765 0.771058i \(-0.719728\pi\)
0.833394 + 0.552679i \(0.186394\pi\)
\(350\) −3.41488 10.5099i −0.182533 0.561778i
\(351\) 5.12993 45.6930i 0.273816 2.43891i
\(352\) 0.420342 1.29368i 0.0224043 0.0689533i
\(353\) −16.3631 7.28533i −0.870921 0.387759i −0.0779054 0.996961i \(-0.524823\pi\)
−0.793015 + 0.609202i \(0.791490\pi\)
\(354\) 0.930154 8.84982i 0.0494371 0.470363i
\(355\) 14.1963 + 3.01752i 0.753463 + 0.160154i
\(356\) 33.5316 + 24.3621i 1.77717 + 1.29119i
\(357\) 54.0868 24.0810i 2.86258 1.27450i
\(358\) 22.3127 + 4.74272i 1.17926 + 0.250660i
\(359\) −3.41702 2.48261i −0.180343 0.131027i 0.493951 0.869490i \(-0.335552\pi\)
−0.674294 + 0.738463i \(0.735552\pi\)
\(360\) 9.26734 + 88.1728i 0.488432 + 4.64712i
\(361\) −18.9857 + 4.03554i −0.999249 + 0.212397i
\(362\) 57.2493 + 25.4890i 3.00896 + 1.33967i
\(363\) −4.31940 13.2937i −0.226709 0.697740i
\(364\) −4.65916 47.5670i −0.244206 2.49319i
\(365\) −0.0264881 + 0.0815221i −0.00138645 + 0.00426706i
\(366\) −27.0155 46.7922i −1.41212 2.44587i
\(367\) 0.0563750 + 0.0976444i 0.00294275 + 0.00509700i 0.867493 0.497449i \(-0.165730\pi\)
−0.864550 + 0.502546i \(0.832397\pi\)
\(368\) 8.82601 + 9.80228i 0.460088 + 0.510979i
\(369\) −25.8090 18.7513i −1.34356 0.976156i
\(370\) 1.38315 + 13.1598i 0.0719065 + 0.684145i
\(371\) 2.36302 4.09287i 0.122682 0.212491i
\(372\) −49.8066 50.7948i −2.58235 2.63359i
\(373\) −14.3213 + 24.8053i −0.741531 + 1.28437i 0.210267 + 0.977644i \(0.432567\pi\)
−0.951798 + 0.306725i \(0.900767\pi\)
\(374\) −50.1452 22.3261i −2.59295 1.15445i
\(375\) −3.03295 + 28.8565i −0.156621 + 1.49015i
\(376\) −2.27679 + 7.00723i −0.117416 + 0.361370i
\(377\) 18.8869 + 4.15454i 0.972724 + 0.213970i
\(378\) 102.921 5.29368
\(379\) 13.9304 2.96100i 0.715556 0.152096i 0.164274 0.986415i \(-0.447472\pi\)
0.551283 + 0.834319i \(0.314139\pi\)
\(380\) 42.2295 46.9006i 2.16633 2.40595i
\(381\) 50.5182 + 10.7380i 2.58812 + 0.550123i
\(382\) −1.28188 + 0.931340i −0.0655867 + 0.0476515i
\(383\) −1.04006 1.15511i −0.0531448 0.0590233i 0.715986 0.698114i \(-0.245977\pi\)
−0.769131 + 0.639091i \(0.779311\pi\)
\(384\) 6.38539 + 60.7529i 0.325853 + 3.10029i
\(385\) 26.3349 + 19.1334i 1.34215 + 0.975128i
\(386\) −6.79387 1.44408i −0.345799 0.0735018i
\(387\) 6.31416 60.0752i 0.320967 3.05380i
\(388\) 0.272975 2.59718i 0.0138582 0.131852i
\(389\) −3.04884 9.38338i −0.154583 0.475756i 0.843536 0.537073i \(-0.180470\pi\)
−0.998118 + 0.0613168i \(0.980470\pi\)
\(390\) 22.3501 67.1643i 1.13174 3.40100i
\(391\) 14.4223 10.4784i 0.729367 0.529916i
\(392\) 18.5466 3.94220i 0.936745 0.199111i
\(393\) 9.34505 + 4.16069i 0.471396 + 0.209879i
\(394\) −1.19214 0.253397i −0.0600591 0.0127660i
\(395\) 8.77249 + 26.9990i 0.441392 + 1.35847i
\(396\) −74.4893 82.7288i −3.74323 4.15728i
\(397\) 8.99414 15.5783i 0.451403 0.781853i −0.547071 0.837086i \(-0.684257\pi\)
0.998473 + 0.0552337i \(0.0175904\pi\)
\(398\) 55.2498 2.76942
\(399\) −43.1411 47.9131i −2.15976 2.39865i
\(400\) −0.602699 + 5.73430i −0.0301350 + 0.286715i
\(401\) −22.2862 9.92247i −1.11292 0.495504i −0.233887 0.972264i \(-0.575145\pi\)
−0.879034 + 0.476759i \(0.841811\pi\)
\(402\) −39.0665 −1.94846
\(403\) 6.87638 + 18.8604i 0.342537 + 0.939504i
\(404\) 8.40120 0.417975
\(405\) 44.4979 + 19.8117i 2.21112 + 0.984453i
\(406\) −4.52470 + 43.0496i −0.224557 + 2.13652i
\(407\) −5.60691 6.22711i −0.277924 0.308666i
\(408\) −90.0916 −4.46020
\(409\) −13.0549 + 22.6117i −0.645522 + 1.11808i 0.338658 + 0.940909i \(0.390027\pi\)
−0.984181 + 0.177168i \(0.943306\pi\)
\(410\) −18.8331 20.9163i −0.930100 1.03298i
\(411\) −11.2681 34.6798i −0.555817 1.71063i
\(412\) −59.6459 12.6781i −2.93854 0.624607i
\(413\) −3.43314 1.52853i −0.168934 0.0752141i
\(414\) 52.8933 11.2428i 2.59956 0.552554i
\(415\) −13.1274 + 9.53764i −0.644400 + 0.468184i
\(416\) −0.394427 + 1.18530i −0.0193384 + 0.0581139i
\(417\) −11.3162 34.8276i −0.554155 1.70551i
\(418\) −6.24818 + 59.4474i −0.305608 + 2.90767i
\(419\) 3.60263 34.2768i 0.176000 1.67453i −0.448713 0.893676i \(-0.648118\pi\)
0.624713 0.780854i \(-0.285216\pi\)
\(420\) 103.621 + 22.0253i 5.05617 + 1.07472i
\(421\) 20.2607 + 14.7203i 0.987446 + 0.717421i 0.959360 0.282184i \(-0.0910589\pi\)
0.0280855 + 0.999606i \(0.491059\pi\)
\(422\) 6.11416 + 58.1724i 0.297633 + 2.83179i
\(423\) 6.93017 + 7.69674i 0.336957 + 0.374228i
\(424\) −5.81805 + 4.22706i −0.282550 + 0.205284i
\(425\) 7.62243 + 1.62020i 0.369742 + 0.0785911i
\(426\) −29.9341 + 33.2451i −1.45031 + 1.61073i
\(427\) −22.3197 + 4.74420i −1.08013 + 0.229588i
\(428\) 3.69709 0.178706
\(429\) 13.5495 + 42.7283i 0.654176 + 2.06294i
\(430\) 16.4687 50.6856i 0.794194 2.44428i
\(431\) 1.45527 13.8460i 0.0700978 0.666936i −0.901900 0.431945i \(-0.857827\pi\)
0.971998 0.234991i \(-0.0755060\pi\)
\(432\) −49.0577 21.8419i −2.36029 1.05087i
\(433\) 8.13879 14.0968i 0.391125 0.677449i −0.601473 0.798893i \(-0.705419\pi\)
0.992598 + 0.121444i \(0.0387526\pi\)
\(434\) −40.2360 + 20.0059i −1.93139 + 0.960315i
\(435\) −21.4316 + 37.1206i −1.02757 + 1.77980i
\(436\) −4.19747 39.9363i −0.201022 1.91260i
\(437\) −15.7056 11.4108i −0.751299 0.545851i
\(438\) −0.176792 0.196348i −0.00844746 0.00938185i
\(439\) −8.42607 14.5944i −0.402154 0.696551i 0.591831 0.806062i \(-0.298405\pi\)
−0.993986 + 0.109510i \(0.965072\pi\)
\(440\) −24.7666 42.8970i −1.18070 2.04503i
\(441\) 8.23637 25.3489i 0.392208 1.20709i
\(442\) 45.9048 + 20.8289i 2.18347 + 0.990731i
\(443\) 5.24186 + 16.1328i 0.249048 + 0.766491i 0.994944 + 0.100429i \(0.0320215\pi\)
−0.745896 + 0.666062i \(0.767979\pi\)
\(444\) −24.9122 11.0916i −1.18228 0.526385i
\(445\) 25.3575 5.38991i 1.20206 0.255506i
\(446\) −3.71390 35.3354i −0.175858 1.67318i
\(447\) −44.1607 32.0846i −2.08873 1.51755i
\(448\) 24.3283 + 5.17114i 1.14940 + 0.244313i
\(449\) 20.0568 8.92986i 0.946538 0.421426i 0.125369 0.992110i \(-0.459989\pi\)
0.821170 + 0.570684i \(0.193322\pi\)
\(450\) 19.1234 + 13.8940i 0.901488 + 0.654969i
\(451\) 17.4339 + 3.70568i 0.820929 + 0.174494i
\(452\) 0.590046 5.61391i 0.0277534 0.264056i
\(453\) 6.26821 + 2.79079i 0.294506 + 0.131123i
\(454\) 3.47304 10.6889i 0.162998 0.501655i
\(455\) −24.0598 17.7421i −1.12794 0.831763i
\(456\) 30.3170 + 93.3060i 1.41972 + 4.36946i
\(457\) −22.4771 + 24.9634i −1.05144 + 1.16774i −0.0659771 + 0.997821i \(0.521016\pi\)
−0.985458 + 0.169916i \(0.945650\pi\)
\(458\) 34.3097 7.29275i 1.60319 0.340768i
\(459\) −36.2886 + 62.8536i −1.69381 + 2.93376i
\(460\) 31.8976 1.48723
\(461\) −19.5532 21.7161i −0.910684 1.01142i −0.999881 0.0154036i \(-0.995097\pi\)
0.0891969 0.996014i \(-0.471570\pi\)
\(462\) −91.6614 + 40.8103i −4.26447 + 1.89867i
\(463\) 23.2982 16.9271i 1.08276 0.786670i 0.104596 0.994515i \(-0.466645\pi\)
0.978162 + 0.207845i \(0.0666449\pi\)
\(464\) 11.2927 19.5596i 0.524251 0.908029i
\(465\) −44.4552 + 1.89218i −2.06156 + 0.0877479i
\(466\) −12.6448 21.9014i −0.585759 1.01456i
\(467\) −11.1350 + 8.09005i −0.515266 + 0.374363i −0.814818 0.579717i \(-0.803163\pi\)
0.299551 + 0.954080i \(0.403163\pi\)
\(468\) 67.8680 + 76.4571i 3.13720 + 3.53423i
\(469\) −5.09833 + 15.6910i −0.235419 + 0.724545i
\(470\) 4.56878 + 7.91336i 0.210742 + 0.365016i
\(471\) 17.4860 + 30.2867i 0.805715 + 1.39554i
\(472\) 3.82644 + 4.24969i 0.176126 + 0.195608i
\(473\) 10.4289 + 32.0969i 0.479522 + 1.47582i
\(474\) −85.5910 18.1929i −3.93132 0.835629i
\(475\) −0.887039 8.43962i −0.0407002 0.387236i
\(476\) −23.3126 + 71.7490i −1.06853 + 3.28861i
\(477\) 1.05669 + 10.0537i 0.0483825 + 0.460329i
\(478\) 5.87596 55.9060i 0.268760 2.55708i
\(479\) −20.4455 + 22.7071i −0.934180 + 1.03751i 0.0650340 + 0.997883i \(0.479284\pi\)
−0.999214 + 0.0396294i \(0.987382\pi\)
\(480\) −2.24002 1.62747i −0.102243 0.0742837i
\(481\) 5.10852 + 5.75503i 0.232929 + 0.262407i
\(482\) −22.5795 69.4926i −1.02847 3.16530i
\(483\) 3.40619 32.4077i 0.154987 1.47460i
\(484\) 16.2712 + 7.24439i 0.739598 + 0.329290i
\(485\) −1.09296 1.21386i −0.0496289 0.0551185i
\(486\) −45.4297 + 33.0066i −2.06073 + 1.49721i
\(487\) 23.7687 + 5.05219i 1.07706 + 0.228936i 0.712094 0.702084i \(-0.247747\pi\)
0.364967 + 0.931020i \(0.381080\pi\)
\(488\) 33.9634 + 7.21914i 1.53745 + 0.326795i
\(489\) 1.75037 5.38708i 0.0791543 0.243612i
\(490\) 11.7576 20.3648i 0.531156 0.919989i
\(491\) 0.674712 + 1.16863i 0.0304493 + 0.0527397i 0.880848 0.473398i \(-0.156973\pi\)
−0.850399 + 0.526138i \(0.823640\pi\)
\(492\) 56.7365 12.0597i 2.55788 0.543694i
\(493\) −24.6950 17.9420i −1.11221 0.808066i
\(494\) 6.12453 54.5519i 0.275555 2.45441i
\(495\) −69.6289 −3.12958
\(496\) 23.4243 0.997027i 1.05178 0.0447678i
\(497\) 9.44639 + 16.3616i 0.423728 + 0.733919i
\(498\) −5.22805 49.7416i −0.234274 2.22897i
\(499\) −9.96441 7.23957i −0.446068 0.324088i 0.341973 0.939710i \(-0.388905\pi\)
−0.788042 + 0.615622i \(0.788905\pi\)
\(500\) −24.7394 27.4759i −1.10638 1.22876i
\(501\) 12.2462 21.2110i 0.547118 0.947637i
\(502\) 56.8871 2.53900
\(503\) −7.61331 8.45543i −0.339461 0.377009i 0.549109 0.835751i \(-0.314967\pi\)
−0.888570 + 0.458741i \(0.848300\pi\)
\(504\) −77.2245 + 85.7665i −3.43985 + 3.82035i
\(505\) 3.51608 3.90500i 0.156463 0.173770i
\(506\) −24.4416 + 17.7579i −1.08656 + 0.789433i
\(507\) −12.1651 39.3270i −0.540271 1.74657i
\(508\) −53.2413 + 38.6821i −2.36220 + 1.71624i
\(509\) 3.16085 30.0735i 0.140102 1.33298i −0.668097 0.744074i \(-0.732891\pi\)
0.808199 0.588909i \(-0.200442\pi\)
\(510\) −74.7627 + 83.0324i −3.31055 + 3.67674i
\(511\) −0.101935 + 0.0453844i −0.00450934 + 0.00200769i
\(512\) −32.8807 23.8893i −1.45314 1.05577i
\(513\) 77.3078 + 16.4323i 3.41322 + 0.725503i
\(514\) 31.5712 14.0564i 1.39255 0.620002i
\(515\) −30.8560 + 22.4182i −1.35968 + 0.987865i
\(516\) 73.4914 + 81.6205i 3.23528 + 3.59314i
\(517\) −5.28615 2.35354i −0.232484 0.103509i
\(518\) −11.5258 + 12.8006i −0.506412 + 0.562428i
\(519\) −9.72722 29.9373i −0.426977 1.31410i
\(520\) 22.4650 + 39.5548i 0.985156 + 1.73459i
\(521\) −16.4735 −0.721718 −0.360859 0.932620i \(-0.617516\pi\)
−0.360859 + 0.932620i \(0.617516\pi\)
\(522\) −46.2957 80.1865i −2.02631 3.50967i
\(523\) −4.93938 + 1.04990i −0.215984 + 0.0459088i −0.314633 0.949214i \(-0.601881\pi\)
0.0986487 + 0.995122i \(0.468548\pi\)
\(524\) −11.9077 + 5.30167i −0.520192 + 0.231605i
\(525\) 11.5240 8.37269i 0.502949 0.365414i
\(526\) 20.7055 35.8630i 0.902804 1.56370i
\(527\) 1.96909 31.6259i 0.0857749 1.37765i
\(528\) 52.3516 2.27831
\(529\) 1.37854 + 13.1159i 0.0599366 + 0.570258i
\(530\) −0.932277 + 8.87002i −0.0404955 + 0.385289i
\(531\) 7.86288 1.67131i 0.341220 0.0725285i
\(532\) 82.1540 3.56183
\(533\) −15.9860 3.51643i −0.692431 0.152314i
\(534\) −24.6927 + 75.9962i −1.06856 + 3.28868i
\(535\) 1.54731 1.71846i 0.0668961 0.0742956i
\(536\) 16.7988 18.6570i 0.725599 0.805859i
\(537\) 3.07352 + 29.2426i 0.132632 + 1.26191i
\(538\) −4.91873 + 15.1383i −0.212062 + 0.652658i
\(539\) 1.55655 + 14.8096i 0.0670454 + 0.637895i
\(540\) −118.634 + 52.8195i −5.10521 + 2.27299i
\(541\) −0.222642 0.685221i −0.00957211 0.0294599i 0.946156 0.323710i \(-0.104930\pi\)
−0.955728 + 0.294250i \(0.904930\pi\)
\(542\) 3.18608 1.41854i 0.136854 0.0609313i
\(543\) −8.44362 + 80.3357i −0.362350 + 3.44753i
\(544\) 1.31939 1.46533i 0.0565684 0.0628255i
\(545\) −20.3197 14.7631i −0.870400 0.632382i
\(546\) 84.4412 36.8814i 3.61375 1.57838i
\(547\) 2.32885 7.16747i 0.0995745 0.306459i −0.888844 0.458209i \(-0.848491\pi\)
0.988419 + 0.151750i \(0.0484910\pi\)
\(548\) 42.4471 + 18.8987i 1.81325 + 0.807311i
\(549\) 32.6596 36.2721i 1.39388 1.54806i
\(550\) −12.9178 2.74576i −0.550817 0.117080i
\(551\) −10.2720 + 31.6138i −0.437600 + 1.34679i
\(552\) −24.7929 + 42.9425i −1.05525 + 1.82775i
\(553\) −18.4771 + 32.0033i −0.785728 + 1.36092i
\(554\) 4.11265 12.6574i 0.174730 0.537763i
\(555\) −15.5818 + 6.93747i −0.661411 + 0.294479i
\(556\) 42.6280 + 18.9792i 1.80783 + 0.804898i
\(557\) −10.0611 17.4263i −0.426302 0.738377i 0.570239 0.821479i \(-0.306851\pi\)
−0.996541 + 0.0831019i \(0.973517\pi\)
\(558\) 44.4754 85.2086i 1.88280 3.60717i
\(559\) −9.36849 29.5435i −0.396245 1.24956i
\(560\) −28.2455 + 20.5216i −1.19359 + 0.867195i
\(561\) 7.39584 70.3667i 0.312253 2.97089i
\(562\) −58.6660 + 12.4698i −2.47468 + 0.526009i
\(563\) −7.56647 + 13.1055i −0.318889 + 0.552332i −0.980256 0.197730i \(-0.936643\pi\)
0.661368 + 0.750062i \(0.269976\pi\)
\(564\) −18.8312 −0.792936
\(565\) −2.36248 2.62380i −0.0993903 0.110384i
\(566\) −63.1405 13.4209i −2.65399 0.564124i
\(567\) 19.5937 + 60.3031i 0.822857 + 2.53249i
\(568\) −3.00506 28.5912i −0.126089 1.19966i
\(569\) 21.7860 4.63075i 0.913315 0.194131i 0.272795 0.962072i \(-0.412052\pi\)
0.640520 + 0.767941i \(0.278719\pi\)
\(570\) 111.154 + 49.4888i 4.65571 + 2.07286i
\(571\) 28.0133 + 20.3529i 1.17232 + 0.851742i 0.991285 0.131735i \(-0.0420547\pi\)
0.181037 + 0.983476i \(0.442055\pi\)
\(572\) −52.0137 23.6008i −2.17480 0.986798i
\(573\) −1.65235 1.20050i −0.0690277 0.0501516i
\(574\) 3.82974 36.4375i 0.159850 1.52087i
\(575\) 2.86994 3.18739i 0.119685 0.132923i
\(576\) −48.6019 + 21.6390i −2.02508 + 0.901624i
\(577\) 29.1809 21.2012i 1.21482 0.882617i 0.219158 0.975689i \(-0.429669\pi\)
0.995659 + 0.0930727i \(0.0296689\pi\)
\(578\) −25.2972 28.0954i −1.05222 1.16861i
\(579\) −0.935839 8.90391i −0.0388921 0.370034i
\(580\) −16.8778 51.9444i −0.700811 2.15687i
\(581\) −20.6610 4.39162i −0.857161 0.182195i
\(582\) 4.92472 1.04678i 0.204136 0.0433905i
\(583\) −2.82396 4.89125i −0.116957 0.202575i
\(584\) 0.169791 0.00702602
\(585\) 63.9425 + 0.452830i 2.64370 + 0.0187222i
\(586\) 17.9597 + 13.0485i 0.741908 + 0.539028i
\(587\) −0.461195 0.205337i −0.0190355 0.00847517i 0.397197 0.917733i \(-0.369983\pi\)
−0.416232 + 0.909258i \(0.636650\pi\)
\(588\) 24.2308 + 41.9690i 0.999262 + 1.73077i
\(589\) −33.4169 + 8.60317i −1.37692 + 0.354488i
\(590\) 7.09209 0.291977
\(591\) −0.164214 1.56239i −0.00675487 0.0642683i
\(592\) 8.21036 3.65549i 0.337444 0.150240i
\(593\) 6.73304 20.7222i 0.276493 0.850958i −0.712328 0.701847i \(-0.752359\pi\)
0.988821 0.149111i \(-0.0476411\pi\)
\(594\) 61.4985 106.519i 2.52332 4.37051i
\(595\) 23.5931 + 40.8645i 0.967224 + 1.67528i
\(596\) 68.0347 14.4612i 2.78681 0.592354i
\(597\) 22.0073 + 67.7315i 0.900699 + 2.77207i
\(598\) 22.5610 16.1487i 0.922589 0.660369i
\(599\) 29.3679 21.3370i 1.19994 0.871807i 0.205660 0.978623i \(-0.434066\pi\)
0.994279 + 0.106817i \(0.0340658\pi\)
\(600\) −21.2018 + 4.50659i −0.865561 + 0.183981i
\(601\) −27.6515 12.3112i −1.12793 0.502186i −0.243985 0.969779i \(-0.578455\pi\)
−0.883944 + 0.467593i \(0.845121\pi\)
\(602\) 63.3771 28.2173i 2.58306 1.15005i
\(603\) −10.9055 33.5635i −0.444104 1.36681i
\(604\) −7.98714 + 3.55610i −0.324992 + 0.144696i
\(605\) 10.1771 4.53114i 0.413759 0.184217i
\(606\) 5.00510 + 15.4041i 0.203318 + 0.625749i
\(607\) −42.9662 + 19.1298i −1.74394 + 0.776454i −0.750669 + 0.660679i \(0.770269\pi\)
−0.993275 + 0.115775i \(0.963065\pi\)
\(608\) −1.96161 0.873363i −0.0795536 0.0354195i
\(609\) −54.5774 + 11.6008i −2.21159 + 0.470087i
\(610\) 34.8381 25.3114i 1.41055 1.02483i
\(611\) 4.83914 + 2.19572i 0.195771 + 0.0888292i
\(612\) −49.8663 153.473i −2.01573 6.20377i
\(613\) −32.4673 + 6.90114i −1.31134 + 0.278735i −0.809957 0.586489i \(-0.800510\pi\)
−0.501386 + 0.865224i \(0.667176\pi\)
\(614\) −13.2616 22.9699i −0.535197 0.926988i
\(615\) 18.1399 31.4192i 0.731470 1.26694i
\(616\) 19.9252 61.3234i 0.802809 2.47079i
\(617\) −22.7019 + 10.1075i −0.913943 + 0.406914i −0.809165 0.587582i \(-0.800080\pi\)
−0.104778 + 0.994496i \(0.533413\pi\)
\(618\) −12.2885 116.918i −0.494317 4.70312i
\(619\) 20.5378 0.825484 0.412742 0.910848i \(-0.364571\pi\)
0.412742 + 0.910848i \(0.364571\pi\)
\(620\) 36.1119 43.7097i 1.45029 1.75542i
\(621\) 19.9730 + 34.5942i 0.801487 + 1.38822i
\(622\) −54.9761 24.4769i −2.20434 0.981435i
\(623\) 27.3014 + 19.8356i 1.09381 + 0.794697i
\(624\) −48.0762 0.340467i −1.92459 0.0136296i
\(625\) −29.9714 −1.19886
\(626\) 15.5279 + 26.8952i 0.620621 + 1.07495i
\(627\) −75.3662 + 16.0196i −3.00984 + 0.639761i
\(628\) −43.5887 9.26506i −1.73938 0.369716i
\(629\) −3.75351 11.5521i −0.149662 0.460613i
\(630\) 14.9613 + 142.347i 0.596072 + 5.67125i
\(631\) 23.0744 + 25.6267i 0.918577 + 1.02018i 0.999724 + 0.0234813i \(0.00747503\pi\)
−0.0811469 + 0.996702i \(0.525858\pi\)
\(632\) 45.4931 33.0526i 1.80962 1.31476i
\(633\) −68.8789 + 30.6669i −2.73769 + 1.21890i
\(634\) 39.2524 43.5943i 1.55891 1.73135i
\(635\) −4.30261 + 40.9366i −0.170744 + 1.62452i
\(636\) −14.8702 10.8038i −0.589640 0.428398i
\(637\) −1.33312 13.6103i −0.0528201 0.539259i
\(638\) 41.8508 + 30.4064i 1.65689 + 1.20380i
\(639\) −36.9183 16.4371i −1.46047 0.650241i
\(640\) −47.6224 + 10.1225i −1.88244 + 0.400125i
\(641\) 4.38314 + 41.7028i 0.173123 + 1.64716i 0.644047 + 0.764986i \(0.277254\pi\)
−0.470924 + 0.882174i \(0.656079\pi\)
\(642\) 2.20258 + 6.77885i 0.0869290 + 0.267540i
\(643\) 13.2968 + 2.82632i 0.524374 + 0.111459i 0.462490 0.886624i \(-0.346956\pi\)
0.0618834 + 0.998083i \(0.480289\pi\)
\(644\) 27.7839 + 30.8571i 1.09484 + 1.21594i
\(645\) 68.6961 2.70491
\(646\) −43.3242 + 75.0397i −1.70457 + 2.95240i
\(647\) 4.83911 1.02858i 0.190245 0.0404378i −0.111804 0.993730i \(-0.535663\pi\)
0.302049 + 0.953293i \(0.402329\pi\)
\(648\) 10.0853 95.9556i 0.396190 3.76949i
\(649\) −3.63338 + 2.63980i −0.142623 + 0.103621i
\(650\) 11.8450 + 2.60554i 0.464599 + 0.102198i
\(651\) −40.5525 41.3570i −1.58938 1.62091i
\(652\) 3.60882 + 6.25065i 0.141332 + 0.244794i
\(653\) 9.19308 + 4.09302i 0.359753 + 0.160172i 0.578651 0.815575i \(-0.303579\pi\)
−0.218898 + 0.975748i \(0.570246\pi\)
\(654\) 70.7249 31.4888i 2.76556 1.23131i
\(655\) −2.51935 + 7.75375i −0.0984390 + 0.302964i
\(656\) −9.55825 + 16.5554i −0.373187 + 0.646378i
\(657\) 0.119338 0.206700i 0.00465582 0.00806412i
\(658\) −3.67567 + 11.3126i −0.143293 + 0.441009i
\(659\) 39.5108 + 8.39828i 1.53912 + 0.327150i 0.897898 0.440204i \(-0.145094\pi\)
0.641224 + 0.767354i \(0.278427\pi\)
\(660\) 84.7120 94.0822i 3.29741 3.66214i
\(661\) 25.5255 + 11.3647i 0.992826 + 0.442034i 0.837860 0.545885i \(-0.183807\pi\)
0.154966 + 0.987920i \(0.450473\pi\)
\(662\) −2.34711 + 7.22365i −0.0912229 + 0.280755i
\(663\) −7.24948 + 64.5720i −0.281546 + 2.50777i
\(664\) 26.0032 + 18.8924i 1.00912 + 0.733168i
\(665\) 34.3831 38.1863i 1.33332 1.48080i
\(666\) 3.85131 36.6428i 0.149235 1.41988i
\(667\) −15.3481 + 6.83340i −0.594280 + 0.264590i
\(668\) 9.64407 + 29.6814i 0.373140 + 1.14841i
\(669\) 41.8389 18.6279i 1.61758 0.720195i
\(670\) −3.25456 30.9651i −0.125735 1.19629i
\(671\) −8.42671 + 25.9347i −0.325309 + 1.00120i
\(672\) −0.376750 3.58454i −0.0145335 0.138277i
\(673\) −5.48626 + 6.09311i −0.211480 + 0.234872i −0.839547 0.543287i \(-0.817180\pi\)
0.628067 + 0.778159i \(0.283846\pi\)
\(674\) −34.0140 + 37.7763i −1.31017 + 1.45509i
\(675\) −5.39594 + 16.6070i −0.207690 + 0.639203i
\(676\) 47.6125 + 22.0117i 1.83125 + 0.846602i
\(677\) 36.0797 1.38666 0.693328 0.720622i \(-0.256144\pi\)
0.693328 + 0.720622i \(0.256144\pi\)
\(678\) 10.6450 2.26266i 0.408818 0.0868969i
\(679\) 0.222256 2.11462i 0.00852939 0.0811518i
\(680\) −7.50538 71.4089i −0.287818 2.73841i
\(681\) 14.4871 0.555146
\(682\) −3.33703 + 53.5967i −0.127782 + 2.05232i
\(683\) 2.00678 3.47584i 0.0767872 0.132999i −0.825075 0.565023i \(-0.808867\pi\)
0.901862 + 0.432024i \(0.142200\pi\)
\(684\) −142.168 + 103.291i −5.43593 + 3.94944i
\(685\) 26.5494 11.8205i 1.01440 0.451640i
\(686\) −25.3178 + 5.38146i −0.966637 + 0.205465i
\(687\) 22.6067 + 39.1559i 0.862498 + 1.49389i
\(688\) −36.1973 −1.38001
\(689\) 2.56153 + 4.51016i 0.0975865 + 0.171824i
\(690\) 19.0033 + 58.4862i 0.723443 + 2.22653i
\(691\) −9.14833 + 10.1603i −0.348019 + 0.386514i −0.891586 0.452852i \(-0.850407\pi\)
0.543567 + 0.839366i \(0.317073\pi\)
\(692\) 36.6424 + 16.3143i 1.39294 + 0.620175i
\(693\) −60.6491 67.3576i −2.30387 2.55870i
\(694\) −10.2875 + 7.47432i −0.390509 + 0.283721i
\(695\) 26.6625 11.8709i 1.01137 0.450289i
\(696\) 83.0492 + 17.6527i 3.14797 + 0.669122i
\(697\) 20.9021 + 15.1862i 0.791722 + 0.575219i
\(698\) −12.3202 + 5.48531i −0.466327 + 0.207622i
\(699\) 21.8126 24.2253i 0.825027 0.916285i
\(700\) −1.89727 + 18.0513i −0.0717100 + 0.682275i
\(701\) −33.8908 + 24.6231i −1.28004 + 0.930001i −0.999554 0.0298583i \(-0.990494\pi\)
−0.280482 + 0.959859i \(0.590494\pi\)
\(702\) −57.1689 + 97.4197i −2.15770 + 3.67687i
\(703\) −10.7012 + 7.77487i −0.403603 + 0.293235i
\(704\) 19.8889 22.0888i 0.749590 0.832504i
\(705\) −7.88125 + 8.75301i −0.296825 + 0.329657i
\(706\) 29.4431 + 32.6999i 1.10811 + 1.23068i
\(707\) 6.84024 0.257254
\(708\) −7.30788 + 12.6576i −0.274647 + 0.475703i
\(709\) −18.0163 20.0091i −0.676615 0.751457i 0.302857 0.953036i \(-0.402060\pi\)
−0.979472 + 0.201579i \(0.935393\pi\)
\(710\) −28.8447 20.9569i −1.08252 0.786499i
\(711\) −8.26257 78.6131i −0.309871 2.94822i
\(712\) −25.6755 44.4713i −0.962231 1.66663i
\(713\) −14.5327 9.64190i −0.544255 0.361092i
\(714\) −145.445 −5.44314
\(715\) −32.7388 + 14.2993i −1.22436 + 0.534764i
\(716\) −30.3115 22.0226i −1.13279 0.823023i
\(717\) 70.8765 15.0653i 2.64693 0.562623i
\(718\) 5.18796 + 8.98580i 0.193613 + 0.335347i
\(719\) 6.98743 12.1026i 0.260587 0.451350i −0.705811 0.708400i \(-0.749417\pi\)
0.966398 + 0.257050i \(0.0827505\pi\)
\(720\) 23.0776 71.0255i 0.860051 2.64697i
\(721\) −48.5636 10.3225i −1.80860 0.384431i
\(722\) 46.6406 + 9.91377i 1.73578 + 0.368952i
\(723\) 76.1980 55.3611i 2.83383 2.05890i
\(724\) −68.8736 76.4919i −2.55967 2.84280i
\(725\) −6.70913 2.98710i −0.249171 0.110938i
\(726\) −3.58932 + 34.1501i −0.133212 + 1.26743i
\(727\) −10.1062 31.1036i −0.374818 1.15357i −0.943602 0.331083i \(-0.892586\pi\)
0.568784 0.822487i \(-0.307414\pi\)
\(728\) −18.6968 + 56.1858i −0.692949 + 2.08238i
\(729\) −11.7161 8.51222i −0.433929 0.315268i
\(730\) 0.140902 0.156487i 0.00521502 0.00579186i
\(731\) −5.11368 + 48.6534i −0.189136 + 1.79951i
\(732\) 9.27639 + 88.2589i 0.342865 + 3.26214i
\(733\) 13.6790 42.0997i 0.505246 1.55499i −0.295111 0.955463i \(-0.595357\pi\)
0.800357 0.599524i \(-0.204643\pi\)
\(734\) −0.0289526 0.275466i −0.00106866 0.0101676i
\(735\) 29.6489 + 6.30206i 1.09362 + 0.232455i
\(736\) −0.335364 1.03215i −0.0123617 0.0380454i
\(737\) 13.1931 + 14.6525i 0.485975 + 0.539730i
\(738\) 39.1851 + 67.8705i 1.44242 + 2.49835i
\(739\) 13.6542 + 23.6498i 0.502279 + 0.869973i 0.999997 + 0.00263369i \(0.000838331\pi\)
−0.497717 + 0.867339i \(0.665828\pi\)
\(740\) 6.71612 20.6701i 0.246889 0.759847i
\(741\) 69.3155 14.2212i 2.54637 0.522428i
\(742\) −9.39273 + 6.82422i −0.344818 + 0.250525i
\(743\) −6.81643 11.8064i −0.250070 0.433135i 0.713475 0.700681i \(-0.247120\pi\)
−0.963545 + 0.267546i \(0.913787\pi\)
\(744\) 30.7761 + 82.5901i 1.12831 + 3.02790i
\(745\) 21.7521 37.6758i 0.796937 1.38033i
\(746\) 56.9257 41.3589i 2.08420 1.51426i
\(747\) 41.2755 18.3770i 1.51019 0.672380i
\(748\) 60.3270 + 66.9999i 2.20577 + 2.44976i
\(749\) 3.01017 0.109989
\(750\) 35.6399 61.7302i 1.30139 2.25407i
\(751\) −7.77340 + 1.65229i −0.283655 + 0.0602928i −0.347542 0.937664i \(-0.612984\pi\)
0.0638869 + 0.997957i \(0.479650\pi\)
\(752\) 4.15278 4.61213i 0.151436 0.168187i
\(753\) 22.6595 + 69.7387i 0.825757 + 2.54142i
\(754\) −38.2353 28.1954i −1.39245 1.02682i
\(755\) −1.68986 + 5.20084i −0.0615002 + 0.189278i
\(756\) −154.431 68.7572i −5.61661