Properties

Label 354.3.h.a.5.16
Level 354
Weight 3
Character 354.5
Analytic conductor 9.646
Analytic rank 0
Dimension 1120
CM no
Inner twists 4

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Newspace parameters

Level: \( N \) = \( 354 = 2 \cdot 3 \cdot 59 \)
Weight: \( k \) = \( 3 \)
Character orbit: \([\chi]\) = 354.h (of order \(58\), degree \(28\), minimal)

Newform invariants

Self dual: no
Analytic conductor: \(9.64580135835\)
Analytic rank: \(0\)
Dimension: \(1120\)
Relative dimension: \(40\) over \(\Q(\zeta_{58})\)
Coefficient ring index: multiple of None
Twist minimal: yes
Sato-Tate group: $\mathrm{SU}(2)[C_{58}]$

Embedding invariants

Embedding label 5.16
Character \(\chi\) = 354.5
Dual form 354.3.h.a.71.16

$q$-expansion

\(f(q)\) \(=\) \(q+(-0.451561 + 1.34018i) q^{2} +(2.35308 - 1.86092i) q^{3} +(-1.59219 - 1.21035i) q^{4} +(-1.37348 - 0.547244i) q^{5} +(1.43141 + 3.99388i) q^{6} +(-4.55846 + 2.10897i) q^{7} +(2.34106 - 1.58728i) q^{8} +(2.07397 - 8.75778i) q^{9} +O(q^{10})\) \(q+(-0.451561 + 1.34018i) q^{2} +(2.35308 - 1.86092i) q^{3} +(-1.59219 - 1.21035i) q^{4} +(-1.37348 - 0.547244i) q^{5} +(1.43141 + 3.99388i) q^{6} +(-4.55846 + 2.10897i) q^{7} +(2.34106 - 1.58728i) q^{8} +(2.07397 - 8.75778i) q^{9} +(1.35362 - 1.59360i) q^{10} +(-4.49940 - 1.24925i) q^{11} +(-5.99890 + 0.114880i) q^{12} +(3.32957 - 6.28024i) q^{13} +(-0.767984 - 7.06150i) q^{14} +(-4.25028 + 1.26822i) q^{15} +(1.07011 + 3.85420i) q^{16} +(13.6316 - 29.4641i) q^{17} +(10.8005 + 6.73417i) q^{18} +(-16.1828 + 3.56210i) q^{19} +(1.52448 + 2.53370i) q^{20} +(-6.80180 + 13.4455i) q^{21} +(3.70598 - 5.46591i) q^{22} +(28.7112 + 4.70696i) q^{23} +(2.55491 - 8.09151i) q^{24} +(-16.5629 - 15.6892i) q^{25} +(6.91317 + 7.29815i) q^{26} +(-11.4173 - 24.4672i) q^{27} +(9.81050 + 2.15945i) q^{28} +(-10.9858 - 32.6046i) q^{29} +(0.219609 - 6.26884i) q^{30} +(-57.4191 - 12.6389i) q^{31} +(-5.64856 - 0.306256i) q^{32} +(-12.9122 + 5.43342i) q^{33} +(33.3319 + 31.5736i) q^{34} +(7.41506 - 0.402033i) q^{35} +(-13.9021 + 11.4338i) q^{36} +(17.3623 - 25.6075i) q^{37} +(2.53364 - 23.2964i) q^{38} +(-3.85226 - 20.9740i) q^{39} +(-4.08402 + 0.898961i) q^{40} +(-21.2638 + 3.48603i) q^{41} +(-14.9480 - 15.1871i) q^{42} +(12.0388 + 43.3599i) q^{43} +(5.65185 + 7.43489i) q^{44} +(-7.64119 + 10.8936i) q^{45} +(-19.2730 + 36.3528i) q^{46} +(58.4602 - 23.2927i) q^{47} +(9.69041 + 7.07785i) q^{48} +(-15.3901 + 18.1187i) q^{49} +(28.5056 - 15.1127i) q^{50} +(-22.7542 - 94.6987i) q^{51} +(-12.9026 + 5.96937i) q^{52} +(-16.4252 + 13.9517i) q^{53} +(37.9462 - 4.25281i) q^{54} +(5.49619 + 4.17809i) q^{55} +(-7.32410 + 12.1728i) q^{56} +(-31.4506 + 38.4967i) q^{57} +48.6569 q^{58} +(-58.6761 - 6.17363i) q^{59} +(8.30223 + 3.12508i) q^{60} +(35.5394 + 11.9746i) q^{61} +(42.8666 - 71.2449i) q^{62} +(9.01575 + 44.2959i) q^{63} +(2.96111 - 7.43181i) q^{64} +(-8.00992 + 6.80368i) q^{65} +(-1.45114 - 19.7583i) q^{66} +(50.2655 + 74.1360i) q^{67} +(-57.3659 + 30.4135i) q^{68} +(76.3190 - 42.3533i) q^{69} +(-2.80955 + 10.1191i) q^{70} +(124.208 - 49.4891i) q^{71} +(-9.04573 - 23.7944i) q^{72} +(64.4548 - 7.00988i) q^{73} +(26.4786 + 34.8320i) q^{74} +(-68.1702 - 6.09579i) q^{75} +(30.0774 + 13.9153i) q^{76} +(23.1450 - 3.79443i) q^{77} +(29.8485 + 4.30828i) q^{78} +(121.071 - 72.8463i) q^{79} +(0.639409 - 5.87927i) q^{80} +(-72.3973 - 36.3268i) q^{81} +(4.92999 - 30.0716i) q^{82} +(-58.7353 + 3.18454i) q^{83} +(27.1035 - 13.1752i) q^{84} +(-34.8467 + 33.0086i) q^{85} +(-63.5464 - 3.44539i) q^{86} +(-86.5249 - 56.2776i) q^{87} +(-12.5163 + 4.21722i) q^{88} +(40.3860 + 119.861i) q^{89} +(-11.1490 - 15.1597i) q^{90} +(-1.93290 + 35.6502i) q^{91} +(-40.0165 - 42.2449i) q^{92} +(-158.632 + 77.1118i) q^{93} +(4.81815 + 88.8655i) q^{94} +(24.1760 + 3.96346i) q^{95} +(-13.8614 + 9.79086i) q^{96} +(-19.4582 - 2.11621i) q^{97} +(-17.3328 - 28.8073i) q^{98} +(-20.2723 + 36.8138i) q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 1120q + 80q^{4} - 8q^{6} - 8q^{7} + 24q^{9} + O(q^{10}) \) \( 1120q + 80q^{4} - 8q^{6} - 8q^{7} + 24q^{9} + 16q^{10} - 34q^{15} - 160q^{16} - 16q^{18} - 24q^{19} + 18q^{21} + 16q^{22} + 16q^{24} + 216q^{25} + 30q^{27} + 16q^{28} + 64q^{30} - 96q^{31} - 76q^{33} - 80q^{34} - 48q^{36} + 200q^{37} + 28q^{39} - 32q^{40} - 48q^{42} + 104q^{43} + 696q^{45} - 32q^{46} - 288q^{49} + 1800q^{51} + 852q^{54} - 360q^{55} + 76q^{57} + 128q^{58} - 280q^{60} + 32q^{61} - 1318q^{63} + 320q^{64} - 1512q^{66} + 344q^{67} - 2640q^{69} - 192q^{70} + 32q^{72} - 40q^{73} - 1014q^{75} + 48q^{76} - 96q^{78} - 32q^{79} - 336q^{81} + 80q^{82} - 36q^{84} - 168q^{85} + 162q^{87} - 32q^{88} - 112q^{90} - 88q^{91} + 316q^{93} + 400q^{94} - 32q^{96} + 184q^{97} + 148q^{99} + O(q^{100}) \)

Character values

We give the values of \(\chi\) on generators for \(\left(\mathbb{Z}/354\mathbb{Z}\right)^\times\).

\(n\) \(61\) \(119\)
\(\chi(n)\) \(e\left(\frac{3}{29}\right)\) \(-1\)

Coefficient data

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

Display \(a_p\) with \(p\) up to: 50 250 1000 (See \(a_n\) instead) (See \(a_n\) instead) (See \(a_n\) instead) Display \(a_n\) with \(n\) up to: 50 250 1000 (See only \(a_p\)) (See only \(a_p\)) (See only \(a_p\))
Significant digits:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −0.451561 + 1.34018i −0.225780 + 0.670092i
\(3\) 2.35308 1.86092i 0.784360 0.620306i
\(4\) −1.59219 1.21035i −0.398047 0.302587i
\(5\) −1.37348 0.547244i −0.274696 0.109449i 0.228723 0.973492i \(-0.426545\pi\)
−0.503418 + 0.864043i \(0.667924\pi\)
\(6\) 1.43141 + 3.99388i 0.238569 + 0.665646i
\(7\) −4.55846 + 2.10897i −0.651208 + 0.301281i −0.717541 0.696516i \(-0.754732\pi\)
0.0663324 + 0.997798i \(0.478870\pi\)
\(8\) 2.34106 1.58728i 0.292632 0.198410i
\(9\) 2.07397 8.75778i 0.230441 0.973086i
\(10\) 1.35362 1.59360i 0.135362 0.159360i
\(11\) −4.49940 1.24925i −0.409037 0.113568i 0.0569143 0.998379i \(-0.481874\pi\)
−0.465951 + 0.884811i \(0.654288\pi\)
\(12\) −5.99890 + 0.114880i −0.499908 + 0.00957337i
\(13\) 3.32957 6.28024i 0.256121 0.483095i −0.721791 0.692111i \(-0.756681\pi\)
0.977912 + 0.209015i \(0.0670259\pi\)
\(14\) −0.767984 7.06150i −0.0548560 0.504393i
\(15\) −4.25028 + 1.26822i −0.283352 + 0.0845481i
\(16\) 1.07011 + 3.85420i 0.0668821 + 0.240887i
\(17\) 13.6316 29.4641i 0.801857 1.73318i 0.131279 0.991345i \(-0.458092\pi\)
0.670578 0.741839i \(-0.266046\pi\)
\(18\) 10.8005 + 6.73417i 0.600028 + 0.374121i
\(19\) −16.1828 + 3.56210i −0.851725 + 0.187479i −0.619319 0.785140i \(-0.712591\pi\)
−0.232407 + 0.972619i \(0.574660\pi\)
\(20\) 1.52448 + 2.53370i 0.0762239 + 0.126685i
\(21\) −6.80180 + 13.4455i −0.323895 + 0.640261i
\(22\) 3.70598 5.46591i 0.168454 0.248451i
\(23\) 28.7112 + 4.70696i 1.24831 + 0.204650i 0.749467 0.662041i \(-0.230310\pi\)
0.498844 + 0.866692i \(0.333758\pi\)
\(24\) 2.55491 8.09151i 0.106454 0.337146i
\(25\) −16.5629 15.6892i −0.662517 0.627569i
\(26\) 6.91317 + 7.29815i 0.265891 + 0.280698i
\(27\) −11.4173 24.4672i −0.422862 0.906194i
\(28\) 9.81050 + 2.15945i 0.350375 + 0.0771234i
\(29\) −10.9858 32.6046i −0.378820 1.12430i −0.952323 0.305093i \(-0.901312\pi\)
0.573503 0.819203i \(-0.305584\pi\)
\(30\) 0.219609 6.26884i 0.00732029 0.208961i
\(31\) −57.4191 12.6389i −1.85223 0.407706i −0.857877 0.513855i \(-0.828217\pi\)
−0.994350 + 0.106149i \(0.966148\pi\)
\(32\) −5.64856 0.306256i −0.176517 0.00957050i
\(33\) −12.9122 + 5.43342i −0.391279 + 0.164649i
\(34\) 33.3319 + 31.5736i 0.980350 + 0.928637i
\(35\) 7.41506 0.402033i 0.211859 0.0114867i
\(36\) −13.9021 + 11.4338i −0.386170 + 0.317605i
\(37\) 17.3623 25.6075i 0.469251 0.692094i −0.517252 0.855833i \(-0.673045\pi\)
0.986504 + 0.163739i \(0.0523555\pi\)
\(38\) 2.53364 23.2964i 0.0666747 0.613063i
\(39\) −3.85226 20.9740i −0.0987758 0.537794i
\(40\) −4.08402 + 0.898961i −0.102100 + 0.0224740i
\(41\) −21.2638 + 3.48603i −0.518630 + 0.0850251i −0.415412 0.909634i \(-0.636362\pi\)
−0.103219 + 0.994659i \(0.532914\pi\)
\(42\) −14.9480 15.1871i −0.355905 0.361598i
\(43\) 12.0388 + 43.3599i 0.279972 + 1.00837i 0.961099 + 0.276203i \(0.0890763\pi\)
−0.681127 + 0.732165i \(0.738510\pi\)
\(44\) 5.65185 + 7.43489i 0.128451 + 0.168975i
\(45\) −7.64119 + 10.8936i −0.169804 + 0.242081i
\(46\) −19.2730 + 36.3528i −0.418979 + 0.790278i
\(47\) 58.4602 23.2927i 1.24383 0.495589i 0.346963 0.937879i \(-0.387213\pi\)
0.896872 + 0.442290i \(0.145834\pi\)
\(48\) 9.69041 + 7.07785i 0.201884 + 0.147455i
\(49\) −15.3901 + 18.1187i −0.314084 + 0.369768i
\(50\) 28.5056 15.1127i 0.570112 0.302254i
\(51\) −22.7542 94.6987i −0.446160 1.85684i
\(52\) −12.9026 + 5.96937i −0.248126 + 0.114796i
\(53\) −16.4252 + 13.9517i −0.309909 + 0.263239i −0.788820 0.614624i \(-0.789308\pi\)
0.478911 + 0.877864i \(0.341032\pi\)
\(54\) 37.9462 4.25281i 0.702707 0.0787558i
\(55\) 5.49619 + 4.17809i 0.0999306 + 0.0759653i
\(56\) −7.32410 + 12.1728i −0.130788 + 0.217371i
\(57\) −31.4506 + 38.4967i −0.551765 + 0.675381i
\(58\) 48.6569 0.838912
\(59\) −58.6761 6.17363i −0.994510 0.104638i
\(60\) 8.30223 + 3.12508i 0.138370 + 0.0520846i
\(61\) 35.5394 + 11.9746i 0.582614 + 0.196305i 0.595148 0.803616i \(-0.297093\pi\)
−0.0125343 + 0.999921i \(0.503990\pi\)
\(62\) 42.8666 71.2449i 0.691397 1.14911i
\(63\) 9.01575 + 44.2959i 0.143107 + 0.703110i
\(64\) 2.96111 7.43181i 0.0462673 0.116122i
\(65\) −8.00992 + 6.80368i −0.123229 + 0.104672i
\(66\) −1.45114 19.7583i −0.0219870 0.299368i
\(67\) 50.2655 + 74.1360i 0.750231 + 1.10651i 0.990728 + 0.135858i \(0.0433790\pi\)
−0.240498 + 0.970650i \(0.577311\pi\)
\(68\) −57.3659 + 30.4135i −0.843616 + 0.447257i
\(69\) 76.3190 42.3533i 1.10607 0.613816i
\(70\) −2.80955 + 10.1191i −0.0401365 + 0.144558i
\(71\) 124.208 49.4891i 1.74941 0.697030i 0.750049 0.661383i \(-0.230030\pi\)
0.999364 0.0356472i \(-0.0113492\pi\)
\(72\) −9.04573 23.7944i −0.125635 0.330478i
\(73\) 64.4548 7.00988i 0.882942 0.0960258i 0.344598 0.938750i \(-0.388015\pi\)
0.538345 + 0.842725i \(0.319050\pi\)
\(74\) 26.4786 + 34.8320i 0.357819 + 0.470703i
\(75\) −68.1702 6.09579i −0.908937 0.0812772i
\(76\) 30.0774 + 13.9153i 0.395755 + 0.183096i
\(77\) 23.1450 3.79443i 0.300584 0.0492783i
\(78\) 29.8485 + 4.30828i 0.382673 + 0.0552344i
\(79\) 121.071 72.8463i 1.53255 0.922105i 0.535566 0.844493i \(-0.320098\pi\)
0.996984 0.0776111i \(-0.0247293\pi\)
\(80\) 0.639409 5.87927i 0.00799262 0.0734909i
\(81\) −72.3973 36.3268i −0.893794 0.448478i
\(82\) 4.92999 30.0716i 0.0601218 0.366727i
\(83\) −58.7353 + 3.18454i −0.707654 + 0.0383679i −0.404453 0.914559i \(-0.632538\pi\)
−0.303201 + 0.952927i \(0.598055\pi\)
\(84\) 27.1035 13.1752i 0.322660 0.156847i
\(85\) −34.8467 + 33.0086i −0.409961 + 0.388336i
\(86\) −63.5464 3.44539i −0.738912 0.0400626i
\(87\) −86.5249 56.2776i −0.994539 0.646869i
\(88\) −12.5163 + 4.21722i −0.142230 + 0.0479230i
\(89\) 40.3860 + 119.861i 0.453776 + 1.34676i 0.893676 + 0.448712i \(0.148117\pi\)
−0.439901 + 0.898046i \(0.644986\pi\)
\(90\) −11.1490 15.1597i −0.123878 0.168442i
\(91\) −1.93290 + 35.6502i −0.0212406 + 0.391760i
\(92\) −40.0165 42.2449i −0.434962 0.459183i
\(93\) −158.632 + 77.1118i −1.70572 + 0.829159i
\(94\) 4.81815 + 88.8655i 0.0512569 + 0.945378i
\(95\) 24.1760 + 3.96346i 0.254485 + 0.0417206i
\(96\) −13.8614 + 9.79086i −0.144390 + 0.101988i
\(97\) −19.4582 2.11621i −0.200600 0.0218166i 0.00726739 0.999974i \(-0.497687\pi\)
−0.207867 + 0.978157i \(0.566652\pi\)
\(98\) −17.3328 28.8073i −0.176865 0.293952i
\(99\) −20.2723 + 36.8138i −0.204771 + 0.371857i
\(100\) 7.38182 + 45.0271i 0.0738182 + 0.450271i
\(101\) −42.9288 + 92.7890i −0.425037 + 0.918703i 0.570226 + 0.821488i \(0.306856\pi\)
−0.995263 + 0.0972152i \(0.969006\pi\)
\(102\) 137.189 + 12.2674i 1.34499 + 0.120269i
\(103\) −37.3946 + 28.4266i −0.363054 + 0.275987i −0.770759 0.637127i \(-0.780123\pi\)
0.407704 + 0.913114i \(0.366329\pi\)
\(104\) −2.17376 19.9874i −0.0209015 0.192186i
\(105\) 16.7001 14.7448i 0.159048 0.140427i
\(106\) −11.2808 28.3128i −0.106423 0.267102i
\(107\) 10.5783 + 2.93706i 0.0988630 + 0.0274492i 0.316608 0.948557i \(-0.397456\pi\)
−0.217745 + 0.976006i \(0.569870\pi\)
\(108\) −11.4355 + 52.7753i −0.105884 + 0.488660i
\(109\) 34.7266 + 65.5014i 0.318593 + 0.600930i 0.990148 0.140025i \(-0.0447181\pi\)
−0.671555 + 0.740955i \(0.734373\pi\)
\(110\) −8.08127 + 5.47924i −0.0734661 + 0.0498113i
\(111\) −6.79852 92.5662i −0.0612479 0.833930i
\(112\) −13.0065 15.3124i −0.116129 0.136718i
\(113\) −159.954 63.7316i −1.41552 0.563997i −0.468014 0.883721i \(-0.655030\pi\)
−0.947511 + 0.319724i \(0.896410\pi\)
\(114\) −37.3908 59.5332i −0.327990 0.522221i
\(115\) −36.8583 22.1769i −0.320507 0.192843i
\(116\) −21.9715 + 65.2092i −0.189410 + 0.562148i
\(117\) −48.0955 42.1847i −0.411073 0.360553i
\(118\) 34.7696 75.8490i 0.294658 0.642788i
\(119\) 163.060i 1.37025i
\(120\) −7.93713 + 9.71535i −0.0661428 + 0.0809613i
\(121\) −84.9957 51.1402i −0.702444 0.422647i
\(122\) −32.0964 + 42.2221i −0.263085 + 0.346083i
\(123\) −43.5483 + 47.7732i −0.354051 + 0.388400i
\(124\) 76.1244 + 89.6205i 0.613906 + 0.722746i
\(125\) 29.6830 + 64.1587i 0.237464 + 0.513270i
\(126\) −63.4358 7.91951i −0.503459 0.0628533i
\(127\) 10.6222 + 20.0355i 0.0836392 + 0.157760i 0.921803 0.387658i \(-0.126716\pi\)
−0.838164 + 0.545418i \(0.816371\pi\)
\(128\) 8.62288 + 7.32434i 0.0673662 + 0.0572214i
\(129\) 109.017 + 79.6260i 0.845096 + 0.617256i
\(130\) −5.50123 13.8070i −0.0423171 0.106208i
\(131\) 95.9958 + 50.8937i 0.732792 + 0.388502i 0.792627 0.609706i \(-0.208713\pi\)
−0.0598351 + 0.998208i \(0.519057\pi\)
\(132\) 27.1350 + 6.97725i 0.205568 + 0.0528580i
\(133\) 66.2562 50.3666i 0.498167 0.378697i
\(134\) −122.054 + 33.8881i −0.910849 + 0.252896i
\(135\) 2.29184 + 39.8533i 0.0169766 + 0.295209i
\(136\) −14.8555 90.6143i −0.109231 0.666282i
\(137\) 14.4207 + 65.5138i 0.105260 + 0.478203i 0.999529 + 0.0306732i \(0.00976511\pi\)
−0.894269 + 0.447530i \(0.852304\pi\)
\(138\) 22.2986 + 121.407i 0.161584 + 0.879757i
\(139\) −69.3516 7.54244i −0.498932 0.0542621i −0.144806 0.989460i \(-0.546256\pi\)
−0.354126 + 0.935198i \(0.615221\pi\)
\(140\) −12.2928 8.33470i −0.0878054 0.0595336i
\(141\) 94.2158 163.599i 0.668197 1.16028i
\(142\) 10.2369 + 188.809i 0.0720912 + 1.32964i
\(143\) −22.8267 + 24.0978i −0.159627 + 0.168516i
\(144\) 35.9736 1.37831i 0.249817 0.00957161i
\(145\) −2.75395 + 50.7936i −0.0189928 + 0.350301i
\(146\) −19.7107 + 89.5467i −0.135005 + 0.613333i
\(147\) −2.49687 + 71.2744i −0.0169855 + 0.484860i
\(148\) −58.6380 + 19.7574i −0.396203 + 0.133496i
\(149\) 47.4934 215.765i 0.318748 1.44809i −0.496026 0.868308i \(-0.665208\pi\)
0.814774 0.579779i \(-0.196861\pi\)
\(150\) 38.9525 88.6081i 0.259683 0.590720i
\(151\) −152.213 + 144.184i −1.00803 + 0.954860i −0.998983 0.0450993i \(-0.985640\pi\)
−0.00905064 + 0.999959i \(0.502881\pi\)
\(152\) −32.2308 + 34.0256i −0.212045 + 0.223853i
\(153\) −229.769 180.490i −1.50176 1.17967i
\(154\) −5.36613 + 32.7319i −0.0348450 + 0.212545i
\(155\) 71.9473 + 48.7815i 0.464176 + 0.314719i
\(156\) −19.2523 + 38.0570i −0.123412 + 0.243955i
\(157\) −34.3867 + 20.6898i −0.219023 + 0.131782i −0.620838 0.783939i \(-0.713207\pi\)
0.401814 + 0.915721i \(0.368380\pi\)
\(158\) 42.9563 + 195.152i 0.271875 + 1.23514i
\(159\) −12.6868 + 63.3953i −0.0797915 + 0.398713i
\(160\) 7.59058 + 3.51177i 0.0474411 + 0.0219486i
\(161\) −140.806 + 39.0945i −0.874569 + 0.242823i
\(162\) 81.3763 80.6219i 0.502323 0.497666i
\(163\) 264.241 28.7379i 1.62111 0.176306i 0.747954 0.663750i \(-0.231036\pi\)
0.873154 + 0.487444i \(0.162071\pi\)
\(164\) 38.0753 + 20.1863i 0.232167 + 0.123087i
\(165\) 20.7080 0.396564i 0.125503 0.00240342i
\(166\) 22.2547 80.1541i 0.134064 0.482856i
\(167\) 8.58793 + 7.29465i 0.0514247 + 0.0436806i 0.672730 0.739888i \(-0.265122\pi\)
−0.621305 + 0.783568i \(0.713397\pi\)
\(168\) 5.41829 + 42.2730i 0.0322517 + 0.251625i
\(169\) 66.4853 + 98.0584i 0.393404 + 0.580227i
\(170\) −28.5022 61.6064i −0.167660 0.362391i
\(171\) −2.36656 + 149.113i −0.0138395 + 0.872005i
\(172\) 33.3125 83.6081i 0.193677 0.486094i
\(173\) 44.6879 58.7859i 0.258312 0.339803i −0.648596 0.761133i \(-0.724643\pi\)
0.906907 + 0.421330i \(0.138437\pi\)
\(174\) 114.494 90.5465i 0.658009 0.520382i
\(175\) 108.589 + 36.5881i 0.620511 + 0.209075i
\(176\) 18.6784i 0.106127i
\(177\) −149.558 + 94.6644i −0.844962 + 0.534827i
\(178\) −178.873 −1.00491
\(179\) 47.0709 139.701i 0.262966 0.780454i −0.732096 0.681201i \(-0.761458\pi\)
0.995062 0.0992535i \(-0.0316455\pi\)
\(180\) 25.3513 8.09621i 0.140841 0.0449789i
\(181\) −153.395 116.608i −0.847485 0.644241i 0.0885800 0.996069i \(-0.471767\pi\)
−0.936065 + 0.351828i \(0.885560\pi\)
\(182\) −46.9050 18.6886i −0.257720 0.102685i
\(183\) 105.911 37.9587i 0.578748 0.207425i
\(184\) 74.6858 34.5533i 0.405901 0.187790i
\(185\) −37.8603 + 25.6699i −0.204650 + 0.138756i
\(186\) −31.7123 247.416i −0.170496 1.33019i
\(187\) −98.1420 + 115.542i −0.524824 + 0.617870i
\(188\) −121.272 33.6710i −0.645063 0.179101i
\(189\) 103.646 + 87.4542i 0.548391 + 0.462721i
\(190\) −16.2287 + 30.6106i −0.0854143 + 0.161108i
\(191\) −19.2237 176.759i −0.100648 0.925441i −0.930210 0.367027i \(-0.880376\pi\)
0.829562 0.558414i \(-0.188590\pi\)
\(192\) −6.86228 22.9980i −0.0357410 0.119781i
\(193\) 9.45641 + 34.0589i 0.0489969 + 0.176471i 0.984000 0.178169i \(-0.0570173\pi\)
−0.935003 + 0.354640i \(0.884604\pi\)
\(194\) 11.6227 25.1220i 0.0599106 0.129495i
\(195\) −6.18688 + 30.9154i −0.0317276 + 0.158541i
\(196\) 46.4338 10.2209i 0.236907 0.0521472i
\(197\) −60.9373 101.279i −0.309326 0.514104i 0.662728 0.748860i \(-0.269399\pi\)
−0.972054 + 0.234756i \(0.924571\pi\)
\(198\) −40.1831 43.7923i −0.202945 0.221173i
\(199\) 82.4789 121.647i 0.414467 0.611293i −0.561954 0.827168i \(-0.689950\pi\)
0.976421 + 0.215876i \(0.0692606\pi\)
\(200\) −63.6779 10.4395i −0.318390 0.0521973i
\(201\) 256.240 + 80.9081i 1.27482 + 0.402528i
\(202\) −104.969 99.4323i −0.519650 0.492239i
\(203\) 118.840 + 125.458i 0.585420 + 0.618020i
\(204\) −78.3895 + 178.318i −0.384262 + 0.874110i
\(205\) 31.1131 + 6.84852i 0.151771 + 0.0334074i
\(206\) −21.2110 62.9520i −0.102966 0.305592i
\(207\) 100.769 241.684i 0.486805 1.16756i
\(208\) 27.7683 + 6.11227i 0.133502 + 0.0293859i
\(209\) 77.2628 + 4.18907i 0.369678 + 0.0200434i
\(210\) 12.2197 + 29.0394i 0.0581890 + 0.138283i
\(211\) −20.7426 19.6484i −0.0983062 0.0931206i 0.636968 0.770890i \(-0.280188\pi\)
−0.735275 + 0.677769i \(0.762947\pi\)
\(212\) 43.0383 2.33347i 0.203011 0.0110069i
\(213\) 200.177 347.593i 0.939798 1.63189i
\(214\) −8.71296 + 12.8507i −0.0407148 + 0.0600498i
\(215\) 7.19337 66.1420i 0.0334576 0.307637i
\(216\) −65.5648 39.1568i −0.303541 0.181282i
\(217\) 288.397 63.4811i 1.32902 0.292539i
\(218\) −103.465 + 16.9622i −0.474610 + 0.0778084i
\(219\) 138.622 136.440i 0.632979 0.623013i
\(220\) −3.69400 13.3046i −0.0167909 0.0604754i
\(221\) −139.655 183.712i −0.631921 0.831278i
\(222\) 127.126 + 32.6880i 0.572639 + 0.147243i
\(223\) −109.505 + 206.549i −0.491054 + 0.926227i 0.506882 + 0.862016i \(0.330798\pi\)
−0.997936 + 0.0642114i \(0.979547\pi\)
\(224\) 26.3946 10.5166i 0.117833 0.0469490i
\(225\) −171.754 + 112.515i −0.763350 + 0.500068i
\(226\) 157.641 185.590i 0.697527 0.821193i
\(227\) 300.062 159.083i 1.32186 0.700805i 0.350084 0.936718i \(-0.386153\pi\)
0.971774 + 0.235913i \(0.0758081\pi\)
\(228\) 96.6697 23.2278i 0.423990 0.101876i
\(229\) 365.079 168.904i 1.59423 0.737570i 0.596357 0.802719i \(-0.296614\pi\)
0.997876 + 0.0651489i \(0.0207522\pi\)
\(230\) 46.3649 39.3827i 0.201587 0.171229i
\(231\) 47.4009 51.9995i 0.205199 0.225106i
\(232\) −77.4708 58.8918i −0.333926 0.253844i
\(233\) 108.170 179.780i 0.464250 0.771589i −0.532968 0.846136i \(-0.678923\pi\)
0.997218 + 0.0745464i \(0.0237509\pi\)
\(234\) 78.2533 45.4079i 0.334416 0.194051i
\(235\) −93.0406 −0.395918
\(236\) 85.9510 + 80.8481i 0.364199 + 0.342577i
\(237\) 149.330 396.717i 0.630084 1.67391i
\(238\) −218.530 73.6313i −0.918193 0.309375i
\(239\) 23.8803 39.6893i 0.0999174 0.166064i −0.802866 0.596160i \(-0.796693\pi\)
0.902783 + 0.430096i \(0.141520\pi\)
\(240\) −9.43626 15.0243i −0.0393178 0.0626012i
\(241\) −43.8601 + 110.081i −0.181992 + 0.456766i −0.991462 0.130395i \(-0.958375\pi\)
0.809470 + 0.587162i \(0.199755\pi\)
\(242\) 106.918 90.8170i 0.441810 0.375277i
\(243\) −237.958 + 49.2456i −0.979250 + 0.202657i
\(244\) −42.0919 62.0810i −0.172508 0.254430i
\(245\) 31.0533 16.4634i 0.126748 0.0671977i
\(246\) −44.3601 79.9352i −0.180326 0.324940i
\(247\) −31.5109 + 113.492i −0.127574 + 0.459482i
\(248\) −154.483 + 61.5516i −0.622914 + 0.248192i
\(249\) −132.283 + 116.795i −0.531256 + 0.469056i
\(250\) −99.3881 + 10.8091i −0.397552 + 0.0432364i
\(251\) 225.205 + 296.252i 0.897230 + 1.18029i 0.982933 + 0.183965i \(0.0588932\pi\)
−0.0857031 + 0.996321i \(0.527314\pi\)
\(252\) 39.2587 81.4395i 0.155789 0.323173i
\(253\) −123.303 57.0460i −0.487363 0.225478i
\(254\) −31.6479 + 5.18840i −0.124598 + 0.0204268i
\(255\) −20.5709 + 142.519i −0.0806702 + 0.558897i
\(256\) −13.7097 + 8.24886i −0.0535536 + 0.0322221i
\(257\) 10.7040 98.4219i 0.0416499 0.382964i −0.954698 0.297577i \(-0.903822\pi\)
0.996348 0.0853877i \(-0.0272129\pi\)
\(258\) −155.941 + 110.147i −0.604424 + 0.426928i
\(259\) −25.1400 + 153.347i −0.0970656 + 0.592074i
\(260\) 20.9881 1.13794i 0.0807235 0.00437670i
\(261\) −308.328 + 28.5899i −1.18133 + 0.109540i
\(262\) −111.555 + 105.670i −0.425782 + 0.403322i
\(263\) −320.615 17.3832i −1.21907 0.0660960i −0.566653 0.823957i \(-0.691762\pi\)
−0.652416 + 0.757861i \(0.726245\pi\)
\(264\) −21.6039 + 33.2152i −0.0818329 + 0.125815i
\(265\) 30.1946 10.1737i 0.113942 0.0383915i
\(266\) 37.5819 + 111.539i 0.141285 + 0.419320i
\(267\) 318.084 + 206.889i 1.19133 + 0.774864i
\(268\) 9.69843 178.877i 0.0361882 0.667452i
\(269\) 222.931 + 235.345i 0.828740 + 0.874890i 0.993776 0.111398i \(-0.0355327\pi\)
−0.165036 + 0.986288i \(0.552774\pi\)
\(270\) −54.4456 14.9247i −0.201650 0.0552766i
\(271\) −4.50738 83.1338i −0.0166324 0.306767i −0.994999 0.0998870i \(-0.968152\pi\)
0.978366 0.206880i \(-0.0663309\pi\)
\(272\) 128.148 + 21.0088i 0.471132 + 0.0772382i
\(273\) 61.7938 + 87.4847i 0.226351 + 0.320457i
\(274\) −94.3124 10.2571i −0.344206 0.0374346i
\(275\) 54.9234 + 91.2834i 0.199722 + 0.331940i
\(276\) −172.776 24.9382i −0.626001 0.0903559i
\(277\) −53.0733 323.733i −0.191600 1.16871i −0.891008 0.453988i \(-0.850001\pi\)
0.699408 0.714723i \(-0.253447\pi\)
\(278\) 41.4247 89.5380i 0.149010 0.322079i
\(279\) −229.774 + 476.651i −0.823563 + 1.70842i
\(280\) 16.7210 12.7109i 0.0597177 0.0453962i
\(281\) −17.6777 162.544i −0.0629099 0.578447i −0.982591 0.185781i \(-0.940518\pi\)
0.919681 0.392666i \(-0.128447\pi\)
\(282\) 176.709 + 200.142i 0.626627 + 0.709722i
\(283\) 131.184 + 329.248i 0.463549 + 1.16342i 0.956075 + 0.293122i \(0.0946942\pi\)
−0.492526 + 0.870297i \(0.663927\pi\)
\(284\) −257.662 71.5395i −0.907260 0.251900i
\(285\) 64.2638 35.6633i 0.225487 0.125134i
\(286\) −21.9879 41.4736i −0.0768808 0.145013i
\(287\) 89.5784 60.7357i 0.312120 0.211623i
\(288\) −14.3971 + 48.8336i −0.0499898 + 0.169561i
\(289\) −495.222 583.020i −1.71357 2.01737i
\(290\) −66.8292 26.6272i −0.230446 0.0918179i
\(291\) −49.7248 + 31.2305i −0.170875 + 0.107321i
\(292\) −111.108 66.8517i −0.380508 0.228944i
\(293\) 13.1377 38.9914i 0.0448387 0.133077i −0.922895 0.385052i \(-0.874184\pi\)
0.967734 + 0.251975i \(0.0810801\pi\)
\(294\) −94.3933 35.5310i −0.321066 0.120854i
\(295\) 77.2119 + 40.5895i 0.261735 + 0.137591i
\(296\) 87.5074i 0.295633i
\(297\) 20.8052 + 124.351i 0.0700510 + 0.418690i
\(298\) 267.719 + 161.081i 0.898384 + 0.540540i
\(299\) 125.157 164.641i 0.418584 0.550638i
\(300\) 101.162 + 92.2154i 0.337206 + 0.307385i
\(301\) −146.323 172.265i −0.486123 0.572308i
\(302\) −124.499 269.101i −0.412250 0.891063i
\(303\) 71.6579 + 298.227i 0.236495 + 0.984247i
\(304\) −31.0465 58.5598i −0.102126 0.192631i
\(305\) −42.2596 35.8956i −0.138556 0.117691i
\(306\) 345.644 226.430i 1.12956 0.739969i
\(307\) −61.8518 155.236i −0.201472 0.505656i 0.793175 0.608994i \(-0.208427\pi\)
−0.994646 + 0.103339i \(0.967047\pi\)
\(308\) −41.4437 21.9720i −0.134557 0.0713378i
\(309\) −35.0929 + 136.478i −0.113569 + 0.441678i
\(310\) −97.8647 + 74.3948i −0.315693 + 0.239983i
\(311\) 102.378 28.4252i 0.329191 0.0913994i −0.0990007 0.995087i \(-0.531565\pi\)
0.428192 + 0.903688i \(0.359151\pi\)
\(312\) −42.3098 42.9867i −0.135608 0.137778i
\(313\) −47.1221 287.432i −0.150550 0.918314i −0.948775 0.315954i \(-0.897676\pi\)
0.798225 0.602360i \(-0.205773\pi\)
\(314\) −12.2004 55.4271i −0.0388549 0.176520i
\(315\) 11.8577 65.7733i 0.0376435 0.208804i
\(316\) −280.938 30.5538i −0.889043 0.0966893i
\(317\) 363.408 + 246.397i 1.14640 + 0.777277i 0.978033 0.208448i \(-0.0668413\pi\)
0.168364 + 0.985725i \(0.446152\pi\)
\(318\) −79.2325 45.6295i −0.249159 0.143489i
\(319\) 8.69800 + 160.425i 0.0272665 + 0.502900i
\(320\) −8.13403 + 8.58699i −0.0254188 + 0.0268343i
\(321\) 30.3573 12.7743i 0.0945711 0.0397953i
\(322\) 11.1885 206.359i 0.0347467 0.640866i
\(323\) −115.642 + 525.369i −0.358026 + 1.62653i
\(324\) 71.3019 + 145.465i 0.220068 + 0.448966i
\(325\) −153.680 + 51.7807i −0.472860 + 0.159325i
\(326\) −80.8066 + 367.108i −0.247873 + 1.12610i
\(327\) 203.607 + 89.5066i 0.622652 + 0.273720i
\(328\) −44.2466 + 41.9126i −0.134898 + 0.127782i
\(329\) −217.365 + 229.469i −0.660684 + 0.697476i
\(330\) −8.81947 + 27.9317i −0.0267257 + 0.0846414i
\(331\) −77.9996 + 475.777i −0.235648 + 1.43739i 0.558418 + 0.829560i \(0.311409\pi\)
−0.794066 + 0.607831i \(0.792040\pi\)
\(332\) 97.3719 + 66.0198i 0.293289 + 0.198855i
\(333\) −188.256 205.164i −0.565332 0.616109i
\(334\) −13.6541 + 8.21543i −0.0408807 + 0.0245971i
\(335\) −28.4680 129.332i −0.0849792 0.386065i
\(336\) −59.1003 11.8273i −0.175894 0.0352004i
\(337\) 48.6959 + 22.5291i 0.144498 + 0.0668520i 0.490806 0.871269i \(-0.336703\pi\)
−0.346307 + 0.938121i \(0.612565\pi\)
\(338\) −161.438 + 44.8232i −0.477629 + 0.132613i
\(339\) −494.985 + 147.696i −1.46013 + 0.435682i
\(340\) 95.4343 10.3791i 0.280689 0.0305268i
\(341\) 242.562 + 128.598i 0.711326 + 0.377121i
\(342\) −198.770 70.5051i −0.581199 0.206155i
\(343\) 97.7853 352.191i 0.285088 1.02680i
\(344\) 97.0076 + 82.3990i 0.281999 + 0.239532i
\(345\) −128.000 + 16.4062i −0.371014 + 0.0475543i
\(346\) 58.6047 + 86.4354i 0.169378 + 0.249813i
\(347\) −151.545 327.560i −0.436730 0.943976i −0.993555 0.113347i \(-0.963843\pi\)
0.556826 0.830629i \(-0.312019\pi\)
\(348\) 69.6482 + 194.330i 0.200138 + 0.558419i
\(349\) 134.435 337.407i 0.385201 0.966782i −0.600703 0.799472i \(-0.705113\pi\)
0.985904 0.167310i \(-0.0535080\pi\)
\(350\) −98.0694 + 129.008i −0.280198 + 0.368595i
\(351\) −191.675 9.76219i −0.546082 0.0278125i
\(352\) 25.0325 + 8.43445i 0.0711152 + 0.0239615i
\(353\) 531.832i 1.50661i −0.657674 0.753303i \(-0.728460\pi\)
0.657674 0.753303i \(-0.271540\pi\)
\(354\) −59.3331 243.182i −0.167608 0.686955i
\(355\) −197.680 −0.556845
\(356\) 80.7721 239.723i 0.226888 0.673379i
\(357\) 303.441 + 383.692i 0.849973 + 1.07477i
\(358\) 165.970 + 126.167i 0.463604 + 0.352422i
\(359\) −31.4916 12.5474i −0.0877204 0.0349510i 0.325865 0.945416i \(-0.394344\pi\)
−0.413586 + 0.910465i \(0.635724\pi\)
\(360\) −0.597244 + 37.6313i −0.00165901 + 0.104532i
\(361\) −78.4409 + 36.2906i −0.217288 + 0.100528i
\(362\) 225.543 152.922i 0.623046 0.422436i
\(363\) −295.170 + 37.8330i −0.813139 + 0.104223i
\(364\) 46.2267 54.4222i 0.126996 0.149512i
\(365\) −92.3634 25.6446i −0.253050 0.0702591i
\(366\) 3.04644 + 159.081i 0.00832360 + 0.434647i
\(367\) −176.874 + 333.619i −0.481945 + 0.909045i 0.516657 + 0.856192i \(0.327176\pi\)
−0.998602 + 0.0528524i \(0.983169\pi\)
\(368\) 12.5827 + 115.696i 0.0341920 + 0.314390i
\(369\) −13.5707 + 193.454i −0.0367771 + 0.524265i
\(370\) −17.3062 62.3312i −0.0467735 0.168463i
\(371\) 45.4499 98.2383i 0.122506 0.264793i
\(372\) 345.903 + 69.2231i 0.929847 + 0.186084i
\(373\) −125.627 + 27.6527i −0.336803 + 0.0741359i −0.380152 0.924924i \(-0.624128\pi\)
0.0433491 + 0.999060i \(0.486197\pi\)
\(374\) −110.530 183.702i −0.295535 0.491183i
\(375\) 189.240 + 95.7330i 0.504641 + 0.255288i
\(376\) 99.8869 147.322i 0.265657 0.391814i
\(377\) −241.343 39.5661i −0.640166 0.104950i
\(378\) −164.007 + 99.4136i −0.433881 + 0.262999i
\(379\) 122.315 + 115.863i 0.322731 + 0.305707i 0.831863 0.554981i \(-0.187275\pi\)
−0.509131 + 0.860689i \(0.670033\pi\)
\(380\) −33.6956 35.5720i −0.0886726 0.0936105i
\(381\) 62.2793 + 27.3783i 0.163463 + 0.0718589i
\(382\) 245.571 + 54.0542i 0.642855 + 0.141503i
\(383\) 107.162 + 318.045i 0.279796 + 0.830405i 0.991751 + 0.128180i \(0.0409134\pi\)
−0.711955 + 0.702225i \(0.752190\pi\)
\(384\) 33.9203 + 1.18829i 0.0883342 + 0.00309451i
\(385\) −33.8656 7.45438i −0.0879626 0.0193620i
\(386\) −49.9153 2.70633i −0.129314 0.00701122i
\(387\) 404.704 15.5060i 1.04575 0.0400673i
\(388\) 28.4197 + 26.9206i 0.0732467 + 0.0693829i
\(389\) 64.0251 3.47134i 0.164589 0.00892375i 0.0283397 0.999598i \(-0.490978\pi\)
0.136249 + 0.990675i \(0.456495\pi\)
\(390\) −38.6386 22.2517i −0.0990733 0.0570557i
\(391\) 530.065 781.787i 1.35566 1.99946i
\(392\) −7.26985 + 66.8452i −0.0185455 + 0.170523i
\(393\) 320.595 58.8832i 0.815763 0.149830i
\(394\) 163.249 35.9338i 0.414337 0.0912024i
\(395\) −206.154 + 33.7972i −0.521908 + 0.0855625i
\(396\) 76.8349 34.0779i 0.194027 0.0860554i
\(397\) 133.426 + 480.556i 0.336085 + 1.21047i 0.917789 + 0.397068i \(0.129972\pi\)
−0.581704 + 0.813401i \(0.697614\pi\)
\(398\) 125.786 + 165.468i 0.316044 + 0.415749i
\(399\) 62.1779 241.814i 0.155834 0.606050i
\(400\) 42.7452 80.6261i 0.106863 0.201565i
\(401\) −300.738 + 119.825i −0.749970 + 0.298815i −0.713629 0.700524i \(-0.752950\pi\)
−0.0363412 + 0.999339i \(0.511570\pi\)
\(402\) −224.139 + 306.873i −0.557561 + 0.763366i
\(403\) −270.556 + 318.523i −0.671355 + 0.790380i
\(404\) 180.658 95.7786i 0.447172 0.237076i
\(405\) 79.5565 + 89.5130i 0.196436 + 0.221020i
\(406\) −221.800 + 102.616i −0.546307 + 0.252748i
\(407\) −110.110 + 93.5284i −0.270541 + 0.229800i
\(408\) −203.582 185.578i −0.498975 0.454848i
\(409\) 39.6024 + 30.1050i 0.0968274 + 0.0736063i 0.652468 0.757816i \(-0.273734\pi\)
−0.555640 + 0.831423i \(0.687527\pi\)
\(410\) −23.2277 + 38.6048i −0.0566530 + 0.0941581i
\(411\) 155.849 + 127.324i 0.379194 + 0.309790i
\(412\) 93.9453 0.228023
\(413\) 280.493 95.6038i 0.679159 0.231486i
\(414\) 278.398 + 244.183i 0.672458 + 0.589815i
\(415\) 82.4144 + 27.7686i 0.198589 + 0.0669124i
\(416\) −20.7306 + 34.4546i −0.0498333 + 0.0828235i
\(417\) −177.226 + 111.310i −0.425001 + 0.266929i
\(418\) −40.5030 + 101.655i −0.0968970 + 0.243193i
\(419\) 226.710 192.569i 0.541075 0.459593i −0.334692 0.942328i \(-0.608632\pi\)
0.875767 + 0.482735i \(0.160356\pi\)
\(420\) −44.4360 + 3.26360i −0.105800 + 0.00777048i
\(421\) −77.0765 113.679i −0.183080 0.270022i 0.725064 0.688682i \(-0.241810\pi\)
−0.908143 + 0.418660i \(0.862500\pi\)
\(422\) 35.6991 18.9264i 0.0845949 0.0448494i
\(423\) −82.7473 560.290i −0.195620 1.32456i
\(424\) −16.3071 + 58.7330i −0.0384602 + 0.138521i
\(425\) −688.048 + 274.143i −1.61894 + 0.645043i
\(426\) 375.447 + 425.233i 0.881331 + 0.998200i
\(427\) −187.259 + 20.3657i −0.438546 + 0.0476948i
\(428\) −13.2878 17.4798i −0.0310463 0.0408407i
\(429\) −8.86893 + 99.1827i −0.0206735 + 0.231195i
\(430\) 85.3942 + 39.5076i 0.198591 + 0.0918780i
\(431\) 542.236 88.8950i 1.25809 0.206253i 0.504391 0.863475i \(-0.331717\pi\)
0.753697 + 0.657222i \(0.228269\pi\)
\(432\) 82.0838 70.1872i 0.190009 0.162470i
\(433\) 429.599 258.481i 0.992145 0.596954i 0.0757070 0.997130i \(-0.475879\pi\)
0.916438 + 0.400176i \(0.131051\pi\)
\(434\) −45.1526 + 415.171i −0.104038 + 0.956616i
\(435\) 88.0424 + 124.646i 0.202396 + 0.286543i
\(436\) 23.9882 146.322i 0.0550189 0.335600i
\(437\) −481.393 + 26.1004i −1.10159 + 0.0597263i
\(438\) 120.258 + 247.390i 0.274562 + 0.564818i
\(439\) −108.113 + 102.410i −0.246270 + 0.233280i −0.800871 0.598837i \(-0.795630\pi\)
0.554600 + 0.832117i \(0.312871\pi\)
\(440\) 19.4987 + 1.05719i 0.0443152 + 0.00240270i
\(441\) 126.760 + 172.361i 0.287439 + 0.390841i
\(442\) 309.271 104.206i 0.699708 0.235759i
\(443\) −79.3720 235.568i −0.179169 0.531756i 0.820006 0.572355i \(-0.193970\pi\)
−0.999176 + 0.0405990i \(0.987073\pi\)
\(444\) −101.213 + 155.611i −0.227957 + 0.350476i
\(445\) 10.1241 186.728i 0.0227508 0.419614i
\(446\) −227.365 240.026i −0.509787 0.538175i
\(447\) −289.765 596.093i −0.648243 1.33354i
\(448\) 2.17538 + 40.1225i 0.00485576 + 0.0895591i
\(449\) 96.3579 + 15.7971i 0.214605 + 0.0351828i 0.268125 0.963384i \(-0.413596\pi\)
−0.0535200 + 0.998567i \(0.517044\pi\)
\(450\) −73.2340 280.989i −0.162742 0.624420i
\(451\) 100.030 + 10.8789i 0.221795 + 0.0241217i
\(452\) 177.540 + 295.073i 0.392787 + 0.652817i
\(453\) −89.8552 + 622.532i −0.198356 + 1.37424i
\(454\) 77.7040 + 473.974i 0.171154 + 1.04399i
\(455\) 22.1641 47.9070i 0.0487124 0.105290i
\(456\) −12.5227 + 140.044i −0.0274621 + 0.307114i
\(457\) 110.070 83.6731i 0.240853 0.183092i −0.477783 0.878478i \(-0.658560\pi\)
0.718637 + 0.695386i \(0.244766\pi\)
\(458\) 61.5066 + 565.544i 0.134294 + 1.23481i
\(459\) −876.542 + 2.87360i −1.90968 + 0.00626056i
\(460\) 31.8435 + 79.9212i 0.0692250 + 0.173742i
\(461\) −418.930 116.315i −0.908742 0.252311i −0.218456 0.975847i \(-0.570102\pi\)
−0.690287 + 0.723536i \(0.742516\pi\)
\(462\) 48.2845 + 87.0068i 0.104512 + 0.188326i
\(463\) −320.926 605.330i −0.693144 1.30741i −0.940932 0.338595i \(-0.890048\pi\)
0.247788 0.968814i \(-0.420296\pi\)
\(464\) 113.909 77.2320i 0.245493 0.166448i
\(465\) 260.076 19.1013i 0.559303 0.0410780i
\(466\) 192.093 + 226.150i 0.412217 + 0.485300i
\(467\) 335.682 + 133.748i 0.718806 + 0.286399i 0.700718 0.713438i \(-0.252863\pi\)
0.0180876 + 0.999836i \(0.494242\pi\)
\(468\) 25.5188 + 125.378i 0.0545274 + 0.267902i
\(469\) −385.483 231.938i −0.821926 0.494537i
\(470\) 42.0135 124.692i 0.0893904 0.265301i
\(471\) −42.4126 + 112.675i −0.0900480 + 0.239226i
\(472\) −147.163 + 78.6824i −0.311787 + 0.166700i
\(473\) 210.133i 0.444256i
\(474\) 464.242 + 379.271i 0.979414 + 0.800150i
\(475\) 323.921 + 194.897i 0.681938 + 0.410309i
\(476\) 197.359 259.621i 0.414620 0.545423i
\(477\) 88.1203 + 172.783i 0.184738 + 0.362229i
\(478\) 42.4076 + 49.9261i 0.0887188 + 0.104448i
\(479\) 241.663 + 522.347i 0.504517 + 1.09049i 0.977792 + 0.209580i \(0.0672097\pi\)
−0.473275 + 0.880915i \(0.656928\pi\)
\(480\) 24.3964 5.86195i 0.0508257 0.0122124i
\(481\) −103.012 194.301i −0.214162 0.403953i
\(482\) −127.723 108.489i −0.264985 0.225080i
\(483\) −258.575 + 354.020i −0.535352 + 0.732960i
\(484\) 73.4315 + 184.299i 0.151718 + 0.380784i
\(485\) 25.5673 + 13.5549i 0.0527161 + 0.0279483i
\(486\) 41.4541 341.144i 0.0852966 0.701943i
\(487\) 712.256 541.443i 1.46254 1.11179i 0.492073 0.870554i \(-0.336239\pi\)
0.970466 0.241239i \(-0.0775538\pi\)
\(488\) 102.207 28.3776i 0.209441 0.0581509i
\(489\) 568.301 559.353i 1.16217 1.14387i
\(490\) 8.04157 + 49.0514i 0.0164114 + 0.100105i
\(491\) −16.7447 76.0721i −0.0341033 0.154933i 0.956492 0.291760i \(-0.0942407\pi\)
−0.990595 + 0.136827i \(0.956310\pi\)
\(492\) 127.159 23.3551i 0.258454 0.0474698i
\(493\) −1110.42 120.765i −2.25237 0.244960i
\(494\) −137.871 93.4789i −0.279091 0.189229i
\(495\) 47.9897 39.4691i 0.0969489 0.0797356i
\(496\) −12.7321 234.830i −0.0256695 0.473447i
\(497\) −461.828 + 487.545i −0.929231 + 0.980977i
\(498\) −96.7932 230.023i −0.194364 0.461894i
\(499\) −6.32480 + 116.654i −0.0126749 + 0.233776i 0.985331 + 0.170654i \(0.0545882\pi\)
−0.998006 + 0.0631211i \(0.979895\pi\)
\(500\) 30.3936 138.079i 0.0607871 0.276159i
\(501\) 33.7828 + 1.18347i 0.0674308 + 0.00236222i
\(502\) −498.725 + 168.040i −0.993477 + 0.334741i
\(503\) 41.4615 188.362i 0.0824285 0.374476i −0.917290 0.398221i \(-0.869628\pi\)
0.999718 + 0.0237445i \(0.00755883\pi\)
\(504\) 91.4163 + 89.3888i 0.181381 + 0.177359i
\(505\) 109.740 103.951i 0.217307 0.205844i
\(506\) 132.131 139.489i 0.261128 0.275670i
\(507\) 338.924 + 107.016i 0.668489 + 0.211076i
\(508\) 7.33751 44.7568i 0.0144439 0.0881040i
\(509\) 316.720 + 214.742i 0.622240 + 0.421889i 0.831152 0.556045i \(-0.187682\pi\)
−0.208912 + 0.977934i \(0.566992\pi\)
\(510\) −181.712 91.9246i −0.356299 0.180244i
\(511\) −279.031 + 167.887i −0.546049 + 0.328547i
\(512\) −4.86423 22.0984i −0.00950044 0.0431609i
\(513\) 271.918 + 355.278i 0.530055 + 0.692551i
\(514\) 127.070 + 58.7888i 0.247218 + 0.114375i
\(515\) 66.9170 18.5794i 0.129936 0.0360765i
\(516\) −77.2008 258.728i −0.149614 0.501412i
\(517\) −292.135 + 31.7715i −0.565057 + 0.0614537i
\(518\) −194.161 102.938i −0.374829 0.198722i
\(519\) −4.24156 221.488i −0.00817256 0.426760i
\(520\) −7.95235 + 28.6418i −0.0152930 + 0.0550803i
\(521\) 258.888 + 219.901i 0.496906 + 0.422076i 0.860476 0.509491i \(-0.170166\pi\)
−0.363570 + 0.931567i \(0.618442\pi\)
\(522\) 100.913 426.126i 0.193320 0.816334i
\(523\) −267.801 394.977i −0.512048 0.755215i 0.480509 0.876990i \(-0.340452\pi\)
−0.992558 + 0.121775i \(0.961141\pi\)
\(524\) −91.2440 197.221i −0.174130 0.376375i
\(525\) 323.607 115.981i 0.616394 0.220917i
\(526\) 168.074 421.834i 0.319532 0.801965i
\(527\) −1155.11 + 1519.52i −2.19185 + 2.88333i
\(528\) −34.7590 43.9519i −0.0658315 0.0832422i
\(529\) 300.868 + 101.374i 0.568748 + 0.191633i
\(530\) 45.0604i 0.0850196i
\(531\) −175.760 + 501.068i −0.330998 + 0.943631i
\(532\) −166.453 −0.312882
\(533\) −48.9064 + 145.149i −0.0917568 + 0.272325i
\(534\) −420.903 + 332.868i −0.788208 + 0.623349i
\(535\) −12.9218 9.82292i −0.0241530 0.0183606i
\(536\) 235.349 + 93.7715i 0.439083 + 0.174947i
\(537\) −149.211 416.323i −0.277861 0.775276i
\(538\) −416.073 + 192.496i −0.773370 + 0.357799i
\(539\) 91.8811 62.2970i 0.170466 0.115579i
\(540\) 44.5873 66.2277i 0.0825691 0.122644i
\(541\) 46.0547 54.2198i 0.0851288 0.100221i −0.717949 0.696096i \(-0.754919\pi\)
0.803077 + 0.595875i \(0.203195\pi\)
\(542\) 113.450 + 31.4992i 0.209317 + 0.0581167i
\(543\) −577.947 + 11.0678i −1.06436 + 0.0203827i
\(544\) −86.0222 + 162.255i −0.158129 + 0.298263i
\(545\) −11.8511 108.969i −0.0217451 0.199943i
\(546\) −145.149 + 43.3104i −0.265841 + 0.0793231i
\(547\) −20.6918 74.5250i −0.0378277 0.136243i 0.942225 0.334981i \(-0.108730\pi\)
−0.980053 + 0.198737i \(0.936316\pi\)
\(548\) 56.3341 121.764i 0.102800 0.222197i
\(549\) 178.579 286.411i 0.325280 0.521697i
\(550\) −147.138 + 32.3875i −0.267523 + 0.0588863i
\(551\) 293.921 + 488.501i 0.533432 + 0.886571i
\(552\) 111.441 220.291i 0.201885 0.399078i
\(553\) −398.269 + 587.402i −0.720197 + 1.06221i
\(554\) 457.827 + 75.0570i 0.826403 + 0.135482i
\(555\) −41.3187 + 130.858i −0.0744481 + 0.235781i
\(556\) 101.292 + 95.9485i 0.182179 + 0.172569i
\(557\) −172.898 182.526i −0.310409 0.327695i 0.552060 0.833804i \(-0.313842\pi\)
−0.862469 + 0.506109i \(0.831083\pi\)
\(558\) −535.042 523.176i −0.958857 0.937592i
\(559\) 312.394 + 68.7632i 0.558845 + 0.123011i
\(560\) 9.48448 + 28.1489i 0.0169366 + 0.0502659i
\(561\) −15.9224 + 454.513i −0.0283822 + 0.810184i
\(562\) 225.821 + 49.7069i 0.401816 + 0.0884465i
\(563\) −524.669 28.4467i −0.931917 0.0505271i −0.418076 0.908412i \(-0.637295\pi\)
−0.513841 + 0.857885i \(0.671778\pi\)
\(564\) −348.021 + 146.446i −0.617059 + 0.259657i
\(565\) 184.817 + 175.068i 0.327110 + 0.309855i
\(566\) −500.490 + 27.1358i −0.884258 + 0.0479431i
\(567\) 406.632 + 12.9105i 0.717164 + 0.0227698i
\(568\) 212.226 313.010i 0.373637 0.551074i
\(569\) 115.277 1059.96i 0.202596 1.86284i −0.246217 0.969215i \(-0.579187\pi\)
0.448813 0.893626i \(-0.351847\pi\)
\(570\) 18.7763 + 102.229i 0.0329409 + 0.179350i
\(571\) −109.639 + 24.1334i −0.192013 + 0.0422652i −0.309936 0.950758i \(-0.600307\pi\)
0.117923 + 0.993023i \(0.462376\pi\)
\(572\) 65.5111 10.7400i 0.114530 0.0187762i
\(573\) −374.169 380.155i −0.653001 0.663447i
\(574\) 40.9469 + 147.477i 0.0713361 + 0.256929i
\(575\) −401.692 528.417i −0.698595 0.918987i
\(576\) −58.9449 41.3461i −0.102335 0.0717814i
\(577\) −287.070 + 541.471i −0.497521 + 0.938424i 0.499861 + 0.866106i \(0.333385\pi\)
−0.997382 + 0.0723182i \(0.976960\pi\)
\(578\) 1004.98 400.419i 1.73871 0.692767i
\(579\) 85.6325 + 62.5457i 0.147897 + 0.108024i
\(580\) 65.8628 77.5396i 0.113556 0.133689i
\(581\) 261.026 138.387i 0.449271 0.238188i
\(582\) −19.4009 80.7428i −0.0333348 0.138733i
\(583\) 91.3326 42.2550i 0.156660 0.0724785i
\(584\) 139.766 118.718i 0.239325 0.203284i
\(585\) 42.9728 + 84.2597i 0.0734578 + 0.144034i
\(586\) 46.3232 + 35.2140i 0.0790498 + 0.0600921i
\(587\) 144.832 240.713i 0.246733 0.410073i −0.708598 0.705613i \(-0.750672\pi\)
0.955331 + 0.295540i \(0.0954994\pi\)
\(588\) 90.2423 110.460i 0.153473 0.187857i
\(589\) 974.221 1.65403
\(590\) −89.2632 + 85.1495i −0.151294 + 0.144321i
\(591\) −331.861 124.917i −0.561525 0.211366i
\(592\) 117.276 + 39.5149i 0.198101 + 0.0667481i
\(593\) −568.648 + 945.100i −0.958934 + 1.59376i −0.164529 + 0.986372i \(0.552610\pi\)
−0.794405 + 0.607388i \(0.792217\pi\)
\(594\) −176.048 28.2693i −0.296377 0.0475914i
\(595\) 89.2334 223.959i 0.149972 0.376401i
\(596\) −336.769 + 286.054i −0.565049 + 0.479957i
\(597\) −32.2961 439.732i −0.0540973 0.736570i
\(598\) 164.133 + 242.078i 0.274470 + 0.404813i
\(599\) 689.762 365.689i 1.15152 0.610499i 0.220474 0.975393i \(-0.429240\pi\)
0.931049 + 0.364894i \(0.118895\pi\)
\(600\) −169.266 + 93.9344i −0.282110 + 0.156557i
\(601\) −95.3291 + 343.345i −0.158618 + 0.571289i 0.840928 + 0.541147i \(0.182010\pi\)
−0.999546 + 0.0301418i \(0.990404\pi\)
\(602\) 296.940 118.312i 0.493256 0.196531i
\(603\) 753.516 286.458i 1.24961 0.475054i
\(604\) 416.864 45.3367i 0.690172 0.0750608i
\(605\) 88.7536 + 116.753i 0.146700 + 0.192981i
\(606\) −432.037 38.6328i −0.712932 0.0637504i
\(607\) −750.961 347.432i −1.23717 0.572375i −0.311333 0.950301i \(-0.600775\pi\)
−0.925836 + 0.377926i \(0.876637\pi\)
\(608\) 92.5003 15.1647i 0.152139 0.0249419i
\(609\) 513.108 + 74.0611i 0.842541 + 0.121611i
\(610\) 67.1895 40.4266i 0.110147 0.0662731i
\(611\) 48.3639 444.699i 0.0791553 0.727821i
\(612\) 147.379 + 565.474i 0.240815 + 0.923977i
\(613\) 117.396 716.085i 0.191511 1.16816i −0.699653 0.714483i \(-0.746662\pi\)
0.891164 0.453682i \(-0.149890\pi\)
\(614\) 235.975 12.7942i 0.384324 0.0208374i
\(615\) 85.9562 41.7839i 0.139766 0.0679413i
\(616\) 48.1609 45.6204i 0.0781833 0.0740592i
\(617\) −288.396 15.6364i −0.467417 0.0253426i −0.181073 0.983470i \(-0.557957\pi\)
−0.286344 + 0.958127i \(0.592440\pi\)
\(618\) −167.060 108.659i −0.270323 0.175824i
\(619\) −808.095 + 272.279i −1.30549 + 0.439869i −0.884221 0.467069i \(-0.845310\pi\)
−0.421264 + 0.906938i \(0.638414\pi\)
\(620\) −55.5109 164.750i −0.0895337 0.265727i
\(621\) −212.637 756.224i −0.342411 1.21775i
\(622\) −8.13502 + 150.042i −0.0130788 + 0.241224i
\(623\) −436.882 461.211i −0.701255 0.740306i
\(624\) 76.7155 37.2919i 0.122941 0.0597626i
\(625\) 25.2198 + 465.151i 0.0403516 + 0.744242i
\(626\) 406.490 + 66.6407i 0.649346 + 0.106455i
\(627\) 189.601 133.922i 0.302394 0.213592i
\(628\) 79.7918 + 8.67788i 0.127057 + 0.0138183i
\(629\) −517.827 860.635i −0.823254 1.36826i
\(630\) 82.7938 + 45.5921i 0.131419 + 0.0723685i
\(631\) −70.0732 427.427i −0.111051 0.677381i −0.982410 0.186735i \(-0.940209\pi\)
0.871359 0.490646i \(-0.163239\pi\)
\(632\) 167.808 362.711i 0.265519 0.573910i
\(633\) −85.3731 7.63407i −0.134871 0.0120601i
\(634\) −494.318 + 375.770i −0.779681 + 0.592698i
\(635\) −3.62500 33.3313i −0.00570866 0.0524902i
\(636\) 96.9302 85.5816i 0.152406 0.134562i
\(637\) 62.5470 + 156.981i 0.0981899 + 0.246438i
\(638\) −218.927 60.7848i −0.343146 0.0952739i
\(639\) −175.810 1190.43i −0.275133 1.86295i
\(640\) −7.83514 14.7786i −0.0122424 0.0230916i
\(641\) 584.535 396.325i 0.911912 0.618291i −0.0124028 0.999923i \(-0.503948\pi\)
0.924315 + 0.381632i \(0.124638\pi\)
\(642\) 3.41172 + 46.4527i 0.00531420 + 0.0723563i
\(643\) 200.092 + 235.567i 0.311186 + 0.366356i 0.895415 0.445233i \(-0.146879\pi\)
−0.584229 + 0.811589i \(0.698603\pi\)
\(644\) 271.507 + 108.178i 0.421594 + 0.167978i
\(645\) −106.158 169.024i −0.164586 0.262052i
\(646\) −651.871 392.218i −1.00909 0.607148i
\(647\) 51.2630 152.143i 0.0792318 0.235152i −0.900715 0.434410i \(-0.856957\pi\)
0.979947 + 0.199259i \(0.0638534\pi\)
\(648\) −227.147 + 29.8715i −0.350535 + 0.0460980i
\(649\) 256.295 + 101.079i 0.394908 + 0.155746i
\(650\) 229.341i 0.352832i
\(651\) 560.489 686.060i 0.860966 1.05386i
\(652\) −455.503 274.067i −0.698625 0.420348i
\(653\) −71.1047 + 93.5366i −0.108889 + 0.143241i −0.847309 0.531099i \(-0.821779\pi\)
0.738420 + 0.674341i \(0.235572\pi\)
\(654\) −211.896 + 232.454i −0.324000 + 0.355433i
\(655\) −103.997 122.435i −0.158774 0.186923i
\(656\) −36.1906 78.2247i −0.0551686 0.119245i
\(657\) 72.2864 579.019i 0.110025 0.881307i
\(658\) −209.378 394.929i −0.318203 0.600195i
\(659\) 564.244 + 479.273i 0.856213 + 0.727274i 0.963716 0.266931i \(-0.0860096\pi\)
−0.107503 + 0.994205i \(0.534285\pi\)
\(660\) −33.4510 24.4325i −0.0506834 0.0370190i
\(661\) 458.147 + 1149.86i 0.693112 + 1.73958i 0.672843 + 0.739786i \(0.265073\pi\)
0.0202693 + 0.999795i \(0.493548\pi\)
\(662\) −602.407 319.376i −0.909980 0.482441i
\(663\) −670.492 172.404i −1.01130 0.260037i
\(664\) −132.448 + 100.684i −0.199470 + 0.151633i
\(665\) −118.564 + 32.9192i −0.178292 + 0.0495026i
\(666\) 359.967 159.653i 0.540491 0.239719i
\(667\) −161.946 987.826i −0.242797 1.48100i
\(668\) −4.84451 22.0088i −0.00725226 0.0329474i
\(669\) 126.696 + 689.805i 0.189381 + 1.03110i
\(670\) 186.183 + 20.2486i 0.277885 + 0.0302219i
\(671\) −144.947 98.2764i −0.216016 0.146463i
\(672\) 42.5381 73.8645i 0.0633008 0.109917i
\(673\) 56.0031 + 1032.92i 0.0832141 + 1.53479i 0.680490 + 0.732757i \(0.261767\pi\)
−0.597276 + 0.802036i \(0.703750\pi\)
\(674\) −52.1823 + 55.0882i −0.0774219 + 0.0817333i
\(675\) −194.769 + 584.377i −0.288546 + 0.865744i
\(676\) 12.8279 236.598i 0.0189763 0.349996i
\(677\) 32.8996 149.464i 0.0485961 0.220774i −0.946064 0.323980i \(-0.894979\pi\)
0.994660 + 0.103206i \(0.0329100\pi\)
\(678\) 25.5755 730.064i 0.0377219 1.07679i
\(679\) 93.1624 31.3901i 0.137205 0.0462298i
\(680\) −29.1845 + 132.586i −0.0429183 + 0.194980i
\(681\) 410.030 932.725i 0.602099 1.36964i
\(682\) −281.877 + 267.008i −0.413309 + 0.391507i
\(683\) −764.753 + 807.340i −1.11970 + 1.18205i −0.138233 + 0.990400i \(0.544142\pi\)
−0.981463 + 0.191650i \(0.938616\pi\)
\(684\) 184.247 234.551i 0.269366 0.342911i
\(685\) 16.0455 97.8734i 0.0234241 0.142881i
\(686\) 427.845 + 290.086i 0.623680 + 0.422866i
\(687\) 544.745 1076.83i 0.792933 1.56743i
\(688\) −154.235 + 92.7999i −0.224178 + 0.134884i
\(689\) 32.9310 + 149.607i 0.0477954 + 0.217137i
\(690\) 35.8124 178.952i 0.0519020 0.259351i
\(691\) 421.172 + 194.855i 0.609510 + 0.281989i 0.700264 0.713884i \(-0.253066\pi\)
−0.0907539 + 0.995873i \(0.528928\pi\)
\(692\) −142.303 + 39.5102i −0.205640 + 0.0570957i
\(693\) 14.7713 210.568i 0.0213150 0.303850i
\(694\) 507.422 55.1855i 0.731156 0.0795180i
\(695\) 91.1253 + 48.3116i 0.131116 + 0.0695131i
\(696\) −291.888 + 5.58972i −0.419379 + 0.00803121i
\(697\) −187.147 + 674.041i −0.268503 + 0.967060i
\(698\) 391.482 + 332.527i 0.560862 + 0.476400i
\(699\) −80.0231 624.333i −0.114482 0.893180i
\(700\) −128.610 189.686i −0.183729 0.270980i
\(701\) 266.620 + 576.291i 0.380343 + 0.822098i 0.999327 + 0.0366940i \(0.0116827\pi\)
−0.618984 + 0.785404i \(0.712455\pi\)
\(702\) 99.6359 252.471i 0.141931 0.359646i
\(703\) −189.754 + 476.246i −0.269920 + 0.677449i
\(704\) −22.6074 + 29.7395i −0.0321128 + 0.0422437i
\(705\) −218.932 + 173.141i −0.310542 + 0.245590i
\(706\) 712.752 + 240.154i 1.00956 + 0.340162i
\(707\) 513.510i 0.726323i
\(708\) 352.701 + 30.2943i 0.498166 + 0.0427885i
\(709\) 1261.33 1.77902 0.889511 0.456915i \(-0.151045\pi\)
0.889511 + 0.456915i \(0.151045\pi\)
\(710\) 89.2645 264.928i 0.125725 0.373138i
\(711\) −386.873 1211.40i −0.544125 1.70379i
\(712\) 284.799 + 216.499i 0.399999 + 0.304071i
\(713\) −1589.08 633.146i −2.22872 0.888003i
\(714\) −651.240 + 233.406i −0.912101 + 0.326899i
\(715\) 44.5394 20.6061i 0.0622928 0.0288197i
\(716\) −244.033 + 165.458i −0.340828 + 0.231087i
\(717\) −17.6664 137.831i −0.0246393 0.192233i
\(718\) 31.0362 36.5386i 0.0432259 0.0508895i
\(719\) 383.542 + 106.490i 0.533438 + 0.148108i 0.523794 0.851845i \(-0.324516\pi\)
0.00964448 + 0.999953i \(0.496930\pi\)
\(720\) −50.1632 17.7932i −0.0696712 0.0247128i
\(721\) 110.511 208.446i 0.153274 0.289106i
\(722\) −13.2153 121.513i −0.0183037 0.168300i
\(723\) 101.645 + 340.649i 0.140587 + 0.471160i
\(724\) 103.097 + 371.322i 0.142399 + 0.512876i
\(725\) −329.585 + 712.386i −0.454600 + 0.982601i
\(726\) 82.5838 412.665i 0.113752 0.568410i
\(727\) 774.304 170.437i 1.06507 0.234439i 0.352334 0.935874i \(-0.385388\pi\)
0.712733 + 0.701435i \(0.247457\pi\)
\(728\) 52.0617 + 86.5272i 0.0715133 + 0.118856i
\(729\) −468.292 + 558.699i −0.642375 + 0.766390i
\(730\) 76.0761 112.204i 0.104214 0.153704i
\(731\) 1441.67 + 236.350i 1.97219 + 0.323324i
\(732\) −214.573 67.7518i −0.293133 0.0925572i
\(733\) 934.081 + 884.809i 1.27433 + 1.20711i 0.966791 + 0.255570i \(0.0822631\pi\)
0.307536 + 0.951536i \(0.400496\pi\)
\(734\) −367.242 387.693i −0.500330 0.528192i
\(735\) 42.4339 96.5274i 0.0577332 0.131330i
\(736\) −160.735 35.3805i −0.218390 0.0480713i
\(737\) −133.550 396.362i −0.181207 0.537804i
\(738\) −253.136 105.543i −0.343002 0.143013i
\(739\) 614.931 + 135.357i 0.832112 + 0.183162i 0.610543 0.791983i \(-0.290951\pi\)
0.221569 + 0.975145i \(0.428882\pi\)
\(740\) 91.3501 + 4.95286i 0.123446 + 0.00669305i
\(741\) 137.052 + 325.695i 0.184955 + 0.439534i
\(742\) 111.134 + 105.272i 0.149776 + 0.141876i
\(743\) 46.6108 2.52716i 0.0627333 0.00340130i −0.0227456 0.999741i \(-0.507241\pi\)
0.0854788 + 0.996340i \(0.472758\pi\)
\(744\) −248.968 + 432.315i −0.334634 + 0.581069i
\(745\) −183.307 + 270.358i −0.246050 + 0.362897i
\(746\) 19.6687 180.851i 0.0263656 0.242427i
\(747\) −93.9259 + 520.995i −0.125737 + 0.697450i
\(748\) 296.106 65.1779i 0.395864 0.0871362i
\(749\) −54.4151 + 8.92090i −0.0726503 + 0.0119104i
\(750\) −213.753 + 210.388i −0.285004 + 0.280517i
\(751\) 184.359 + 664.002i 0.245485 + 0.884157i 0.978894 + 0.204369i