Properties

Label 260.2.o.a.183.5
Level $260$
Weight $2$
Character 260.183
Analytic conductor $2.076$
Analytic rank $0$
Dimension $72$
CM no
Inner twists $4$

Related objects

Downloads

Learn more

Newspace parameters

Level: \( N \) \(=\) \( 260 = 2^{2} \cdot 5 \cdot 13 \)
Weight: \( k \) \(=\) \( 2 \)
Character orbit: \([\chi]\) \(=\) 260.o (of order \(4\), degree \(2\), minimal)

Newform invariants

Self dual: no
Analytic conductor: \(2.07611045255\)
Analytic rank: \(0\)
Dimension: \(72\)
Relative dimension: \(36\) over \(\Q(i)\)
Twist minimal: yes
Sato-Tate group: $\mathrm{SU}(2)[C_{4}]$

Embedding invariants

Embedding label 183.5
Character \(\chi\) \(=\) 260.183
Dual form 260.2.o.a.27.5

$q$-expansion

\(f(q)\) \(=\) \(q+(-1.32767 + 0.487116i) q^{2} +(0.396814 - 0.396814i) q^{3} +(1.52544 - 1.29346i) q^{4} +(2.02359 + 0.951360i) q^{5} +(-0.333545 + 0.720134i) q^{6} +(0.477103 + 0.477103i) q^{7} +(-1.39521 + 2.46036i) q^{8} +2.68508i q^{9} +O(q^{10})\) \(q+(-1.32767 + 0.487116i) q^{2} +(0.396814 - 0.396814i) q^{3} +(1.52544 - 1.29346i) q^{4} +(2.02359 + 0.951360i) q^{5} +(-0.333545 + 0.720134i) q^{6} +(0.477103 + 0.477103i) q^{7} +(-1.39521 + 2.46036i) q^{8} +2.68508i q^{9} +(-3.15009 - 0.277373i) q^{10} -4.12967i q^{11} +(0.0920497 - 1.11858i) q^{12} +(0.707107 + 0.707107i) q^{13} +(-0.865843 - 0.401033i) q^{14} +(1.18050 - 0.425475i) q^{15} +(0.653905 - 3.94619i) q^{16} +(-0.282654 + 0.282654i) q^{17} +(-1.30795 - 3.56491i) q^{18} +6.79601 q^{19} +(4.31740 - 1.16620i) q^{20} +0.378643 q^{21} +(2.01163 + 5.48285i) q^{22} +(-4.18589 + 4.18589i) q^{23} +(0.422666 + 1.52995i) q^{24} +(3.18983 + 3.85033i) q^{25} +(-1.28325 - 0.594364i) q^{26} +(2.25592 + 2.25592i) q^{27} +(1.34491 + 0.110675i) q^{28} +2.26050i q^{29} +(-1.36006 + 1.13993i) q^{30} -6.38658i q^{31} +(1.05408 + 5.55778i) q^{32} +(-1.63871 - 1.63871i) q^{33} +(0.237587 - 0.512957i) q^{34} +(0.511564 + 1.41936i) q^{35} +(3.47305 + 4.09591i) q^{36} +(3.49062 - 3.49062i) q^{37} +(-9.02288 + 3.31045i) q^{38} +0.561180 q^{39} +(-5.16403 + 3.65141i) q^{40} +3.13240 q^{41} +(-0.502714 + 0.184443i) q^{42} +(-3.14184 + 3.14184i) q^{43} +(-5.34158 - 6.29954i) q^{44} +(-2.55448 + 5.43349i) q^{45} +(3.51848 - 7.59651i) q^{46} +(-2.10301 - 2.10301i) q^{47} +(-1.30642 - 1.82538i) q^{48} -6.54474i q^{49} +(-6.11061 - 3.55816i) q^{50} +0.224322i q^{51} +(1.99326 + 0.164029i) q^{52} +(-3.55189 - 3.55189i) q^{53} +(-4.09402 - 1.89623i) q^{54} +(3.92880 - 8.35675i) q^{55} +(-1.83951 + 0.508186i) q^{56} +(2.69675 - 2.69675i) q^{57} +(-1.10113 - 3.00120i) q^{58} -11.1882 q^{59} +(1.25044 - 2.17597i) q^{60} +1.24825 q^{61} +(3.11101 + 8.47930i) q^{62} +(-1.28106 + 1.28106i) q^{63} +(-4.10676 - 6.86546i) q^{64} +(0.758180 + 2.10361i) q^{65} +(2.97391 + 1.37743i) q^{66} +(-8.43829 - 8.43829i) q^{67} +(-0.0655677 + 0.796772i) q^{68} +3.32204i q^{69} +(-1.37058 - 1.63525i) q^{70} +14.8287i q^{71} +(-6.60626 - 3.74626i) q^{72} +(-3.39058 - 3.39058i) q^{73} +(-2.93406 + 6.33473i) q^{74} +(2.79363 + 0.262095i) q^{75} +(10.3669 - 8.79039i) q^{76} +(1.97028 - 1.97028i) q^{77} +(-0.745063 + 0.273360i) q^{78} -10.1932 q^{79} +(5.07748 - 7.36337i) q^{80} -6.26487 q^{81} +(-4.15881 + 1.52584i) q^{82} +(0.412265 - 0.412265i) q^{83} +(0.577595 - 0.489760i) q^{84} +(-0.840880 + 0.303069i) q^{85} +(2.64090 - 5.70178i) q^{86} +(0.896997 + 0.896997i) q^{87} +(10.1605 + 5.76177i) q^{88} -16.9524i q^{89} +(0.744767 - 8.45823i) q^{90} +0.674726i q^{91} +(-0.971008 + 11.7996i) q^{92} +(-2.53429 - 2.53429i) q^{93} +(3.81652 + 1.76770i) q^{94} +(13.7523 + 6.46545i) q^{95} +(2.62368 + 1.78713i) q^{96} +(-2.59742 + 2.59742i) q^{97} +(3.18805 + 8.68929i) q^{98} +11.0885 q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 72 q - 8 q^{6} - 12 q^{8}+O(q^{10}) \) Copy content Toggle raw display \( 72 q - 8 q^{6} - 12 q^{8} - 8 q^{10} - 8 q^{12} - 8 q^{16} + 28 q^{18} - 16 q^{21} - 8 q^{22} - 20 q^{28} - 32 q^{30} - 40 q^{32} + 16 q^{33} + 32 q^{36} - 12 q^{38} - 8 q^{40} - 40 q^{42} - 8 q^{46} + 60 q^{48} + 40 q^{50} + 8 q^{52} - 48 q^{53} + 8 q^{56} - 60 q^{58} + 20 q^{60} - 64 q^{61} + 60 q^{62} + 8 q^{66} - 16 q^{68} - 60 q^{70} + 40 q^{72} - 16 q^{73} - 72 q^{76} + 48 q^{77} - 20 q^{80} + 8 q^{81} - 12 q^{82} + 48 q^{85} + 48 q^{86} + 12 q^{88} + 44 q^{90} - 36 q^{92} + 16 q^{93} + 32 q^{96} - 80 q^{97} - 32 q^{98}+O(q^{100}) \) Copy content Toggle raw display

Character values

We give the values of \(\chi\) on generators for \(\left(\mathbb{Z}/260\mathbb{Z}\right)^\times\).

\(n\) \(41\) \(131\) \(157\)
\(\chi(n)\) \(1\) \(-1\) \(e\left(\frac{3}{4}\right)\)

Coefficient data

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

Display \(a_p\) with \(p\) up to: 50 250 1000 (See \(a_n\) instead) (See \(a_n\) instead) (See \(a_n\) instead) Display \(a_n\) with \(n\) up to: 50 250 1000 (See only \(a_p\)) (See only \(a_p\)) (See only \(a_p\))
Significant digits:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −1.32767 + 0.487116i −0.938807 + 0.344443i
\(3\) 0.396814 0.396814i 0.229101 0.229101i −0.583216 0.812317i \(-0.698206\pi\)
0.812317 + 0.583216i \(0.198206\pi\)
\(4\) 1.52544 1.29346i 0.762718 0.646732i
\(5\) 2.02359 + 0.951360i 0.904977 + 0.425461i
\(6\) −0.333545 + 0.720134i −0.136169 + 0.293993i
\(7\) 0.477103 + 0.477103i 0.180328 + 0.180328i 0.791499 0.611171i \(-0.209301\pi\)
−0.611171 + 0.791499i \(0.709301\pi\)
\(8\) −1.39521 + 2.46036i −0.493282 + 0.869869i
\(9\) 2.68508i 0.895026i
\(10\) −3.15009 0.277373i −0.996146 0.0877130i
\(11\) 4.12967i 1.24514i −0.782563 0.622571i \(-0.786088\pi\)
0.782563 0.622571i \(-0.213912\pi\)
\(12\) 0.0920497 1.11858i 0.0265725 0.322906i
\(13\) 0.707107 + 0.707107i 0.196116 + 0.196116i
\(14\) −0.865843 0.401033i −0.231406 0.107181i
\(15\) 1.18050 0.425475i 0.304804 0.109857i
\(16\) 0.653905 3.94619i 0.163476 0.986547i
\(17\) −0.282654 + 0.282654i −0.0685536 + 0.0685536i −0.740552 0.671999i \(-0.765436\pi\)
0.671999 + 0.740552i \(0.265436\pi\)
\(18\) −1.30795 3.56491i −0.308286 0.840257i
\(19\) 6.79601 1.55911 0.779555 0.626333i \(-0.215445\pi\)
0.779555 + 0.626333i \(0.215445\pi\)
\(20\) 4.31740 1.16620i 0.965401 0.260770i
\(21\) 0.378643 0.0826266
\(22\) 2.01163 + 5.48285i 0.428881 + 1.16895i
\(23\) −4.18589 + 4.18589i −0.872818 + 0.872818i −0.992779 0.119961i \(-0.961723\pi\)
0.119961 + 0.992779i \(0.461723\pi\)
\(24\) 0.422666 + 1.52995i 0.0862763 + 0.312299i
\(25\) 3.18983 + 3.85033i 0.637965 + 0.770065i
\(26\) −1.28325 0.594364i −0.251666 0.116564i
\(27\) 2.25592 + 2.25592i 0.434152 + 0.434152i
\(28\) 1.34491 + 0.110675i 0.254163 + 0.0209155i
\(29\) 2.26050i 0.419764i 0.977727 + 0.209882i \(0.0673080\pi\)
−0.977727 + 0.209882i \(0.932692\pi\)
\(30\) −1.36006 + 1.13993i −0.248313 + 0.208123i
\(31\) 6.38658i 1.14706i −0.819183 0.573532i \(-0.805573\pi\)
0.819183 0.573532i \(-0.194427\pi\)
\(32\) 1.05408 + 5.55778i 0.186337 + 0.982486i
\(33\) −1.63871 1.63871i −0.285263 0.285263i
\(34\) 0.237587 0.512957i 0.0407458 0.0879714i
\(35\) 0.511564 + 1.41936i 0.0864701 + 0.239915i
\(36\) 3.47305 + 4.09591i 0.578842 + 0.682652i
\(37\) 3.49062 3.49062i 0.573854 0.573854i −0.359349 0.933203i \(-0.617001\pi\)
0.933203 + 0.359349i \(0.117001\pi\)
\(38\) −9.02288 + 3.31045i −1.46370 + 0.537025i
\(39\) 0.561180 0.0898607
\(40\) −5.16403 + 3.65141i −0.816505 + 0.577339i
\(41\) 3.13240 0.489199 0.244599 0.969624i \(-0.421344\pi\)
0.244599 + 0.969624i \(0.421344\pi\)
\(42\) −0.502714 + 0.184443i −0.0775704 + 0.0284602i
\(43\) −3.14184 + 3.14184i −0.479126 + 0.479126i −0.904852 0.425726i \(-0.860019\pi\)
0.425726 + 0.904852i \(0.360019\pi\)
\(44\) −5.34158 6.29954i −0.805273 0.949692i
\(45\) −2.55448 + 5.43349i −0.380799 + 0.809977i
\(46\) 3.51848 7.59651i 0.518771 1.12004i
\(47\) −2.10301 2.10301i −0.306756 0.306756i 0.536894 0.843650i \(-0.319598\pi\)
−0.843650 + 0.536894i \(0.819598\pi\)
\(48\) −1.30642 1.82538i −0.188566 0.263471i
\(49\) 6.54474i 0.934964i
\(50\) −6.11061 3.55816i −0.864170 0.503200i
\(51\) 0.224322i 0.0314113i
\(52\) 1.99326 + 0.164029i 0.276416 + 0.0227467i
\(53\) −3.55189 3.55189i −0.487890 0.487890i 0.419750 0.907640i \(-0.362118\pi\)
−0.907640 + 0.419750i \(0.862118\pi\)
\(54\) −4.09402 1.89623i −0.557125 0.258044i
\(55\) 3.92880 8.35675i 0.529760 1.12682i
\(56\) −1.83951 + 0.508186i −0.245815 + 0.0679092i
\(57\) 2.69675 2.69675i 0.357193 0.357193i
\(58\) −1.10113 3.00120i −0.144585 0.394077i
\(59\) −11.1882 −1.45658 −0.728291 0.685268i \(-0.759685\pi\)
−0.728291 + 0.685268i \(0.759685\pi\)
\(60\) 1.25044 2.17597i 0.161431 0.280917i
\(61\) 1.24825 0.159821 0.0799107 0.996802i \(-0.474536\pi\)
0.0799107 + 0.996802i \(0.474536\pi\)
\(62\) 3.11101 + 8.47930i 0.395099 + 1.07687i
\(63\) −1.28106 + 1.28106i −0.161398 + 0.161398i
\(64\) −4.10676 6.86546i −0.513345 0.858182i
\(65\) 0.758180 + 2.10361i 0.0940407 + 0.260920i
\(66\) 2.97391 + 1.37743i 0.366064 + 0.169550i
\(67\) −8.43829 8.43829i −1.03090 1.03090i −0.999507 0.0313946i \(-0.990005\pi\)
−0.0313946 0.999507i \(-0.509995\pi\)
\(68\) −0.0655677 + 0.796772i −0.00795125 + 0.0966228i
\(69\) 3.32204i 0.399926i
\(70\) −1.37058 1.63525i −0.163816 0.195450i
\(71\) 14.8287i 1.75985i 0.475116 + 0.879923i \(0.342406\pi\)
−0.475116 + 0.879923i \(0.657594\pi\)
\(72\) −6.60626 3.74626i −0.778555 0.441500i
\(73\) −3.39058 3.39058i −0.396837 0.396837i 0.480279 0.877116i \(-0.340536\pi\)
−0.877116 + 0.480279i \(0.840536\pi\)
\(74\) −2.93406 + 6.33473i −0.341078 + 0.736398i
\(75\) 2.79363 + 0.262095i 0.322581 + 0.0302641i
\(76\) 10.3669 8.79039i 1.18916 1.00833i
\(77\) 1.97028 1.97028i 0.224534 0.224534i
\(78\) −0.745063 + 0.273360i −0.0843618 + 0.0309519i
\(79\) −10.1932 −1.14683 −0.573415 0.819265i \(-0.694382\pi\)
−0.573415 + 0.819265i \(0.694382\pi\)
\(80\) 5.07748 7.36337i 0.567680 0.823249i
\(81\) −6.26487 −0.696097
\(82\) −4.15881 + 1.52584i −0.459263 + 0.168501i
\(83\) 0.412265 0.412265i 0.0452520 0.0452520i −0.684119 0.729371i \(-0.739813\pi\)
0.729371 + 0.684119i \(0.239813\pi\)
\(84\) 0.577595 0.489760i 0.0630207 0.0534372i
\(85\) −0.840880 + 0.303069i −0.0912063 + 0.0328725i
\(86\) 2.64090 5.70178i 0.284775 0.614838i
\(87\) 0.896997 + 0.896997i 0.0961682 + 0.0961682i
\(88\) 10.1605 + 5.76177i 1.08311 + 0.614207i
\(89\) 16.9524i 1.79696i −0.439020 0.898478i \(-0.644674\pi\)
0.439020 0.898478i \(-0.355326\pi\)
\(90\) 0.744767 8.45823i 0.0785054 0.891576i
\(91\) 0.674726i 0.0707305i
\(92\) −0.971008 + 11.7996i −0.101235 + 1.23019i
\(93\) −2.53429 2.53429i −0.262793 0.262793i
\(94\) 3.81652 + 1.76770i 0.393644 + 0.182325i
\(95\) 13.7523 + 6.46545i 1.41096 + 0.663341i
\(96\) 2.62368 + 1.78713i 0.267778 + 0.182398i
\(97\) −2.59742 + 2.59742i −0.263728 + 0.263728i −0.826567 0.562839i \(-0.809709\pi\)
0.562839 + 0.826567i \(0.309709\pi\)
\(98\) 3.18805 + 8.68929i 0.322042 + 0.877750i
\(99\) 11.0885 1.11443
\(100\) 9.84613 + 1.74750i 0.984613 + 0.174750i
\(101\) −12.5028 −1.24407 −0.622036 0.782989i \(-0.713694\pi\)
−0.622036 + 0.782989i \(0.713694\pi\)
\(102\) −0.109271 0.297826i −0.0108194 0.0294892i
\(103\) −3.40360 + 3.40360i −0.335367 + 0.335367i −0.854620 0.519253i \(-0.826210\pi\)
0.519253 + 0.854620i \(0.326210\pi\)
\(104\) −2.72630 + 0.753174i −0.267336 + 0.0738548i
\(105\) 0.766217 + 0.360226i 0.0747751 + 0.0351544i
\(106\) 6.44594 + 2.98557i 0.626085 + 0.289984i
\(107\) 3.92371 + 3.92371i 0.379319 + 0.379319i 0.870857 0.491537i \(-0.163565\pi\)
−0.491537 + 0.870857i \(0.663565\pi\)
\(108\) 6.35920 + 0.523310i 0.611915 + 0.0503555i
\(109\) 14.3064i 1.37030i 0.728401 + 0.685151i \(0.240264\pi\)
−0.728401 + 0.685151i \(0.759736\pi\)
\(110\) −1.14546 + 13.0088i −0.109215 + 1.24034i
\(111\) 2.77025i 0.262940i
\(112\) 2.19472 1.57076i 0.207382 0.148423i
\(113\) −11.2325 11.2325i −1.05667 1.05667i −0.998295 0.0583738i \(-0.981408\pi\)
−0.0583738 0.998295i \(-0.518592\pi\)
\(114\) −2.26677 + 4.89403i −0.212303 + 0.458368i
\(115\) −12.4528 + 4.48823i −1.16123 + 0.418530i
\(116\) 2.92387 + 3.44824i 0.271475 + 0.320161i
\(117\) −1.89864 + 1.89864i −0.175529 + 0.175529i
\(118\) 14.8543 5.44996i 1.36745 0.501710i
\(119\) −0.269710 −0.0247243
\(120\) −0.600228 + 3.49809i −0.0547931 + 0.319330i
\(121\) −6.05417 −0.550379
\(122\) −1.65726 + 0.608041i −0.150041 + 0.0550494i
\(123\) 1.24298 1.24298i 0.112076 0.112076i
\(124\) −8.26081 9.74232i −0.741843 0.874886i
\(125\) 2.79185 + 10.8262i 0.249711 + 0.968320i
\(126\) 1.07680 2.32485i 0.0959293 0.207114i
\(127\) 9.47642 + 9.47642i 0.840896 + 0.840896i 0.988976 0.148079i \(-0.0473090\pi\)
−0.148079 + 0.988976i \(0.547309\pi\)
\(128\) 8.79672 + 7.11462i 0.777527 + 0.628849i
\(129\) 2.49345i 0.219536i
\(130\) −2.03132 2.42358i −0.178158 0.212562i
\(131\) 0.403054i 0.0352150i 0.999845 + 0.0176075i \(0.00560493\pi\)
−0.999845 + 0.0176075i \(0.994395\pi\)
\(132\) −4.61936 0.380135i −0.402063 0.0330865i
\(133\) 3.24240 + 3.24240i 0.281152 + 0.281152i
\(134\) 15.3137 + 7.09287i 1.32290 + 0.612731i
\(135\) 2.41886 + 6.71124i 0.208182 + 0.577612i
\(136\) −0.301068 1.08979i −0.0258164 0.0934489i
\(137\) 15.0673 15.0673i 1.28729 1.28729i 0.350857 0.936429i \(-0.385890\pi\)
0.936429 0.350857i \(-0.114110\pi\)
\(138\) −1.61822 4.41058i −0.137752 0.375454i
\(139\) 8.60240 0.729646 0.364823 0.931077i \(-0.381129\pi\)
0.364823 + 0.931077i \(0.381129\pi\)
\(140\) 2.61625 + 1.50345i 0.221113 + 0.127065i
\(141\) −1.66901 −0.140556
\(142\) −7.22332 19.6877i −0.606167 1.65216i
\(143\) 2.92012 2.92012i 0.244192 0.244192i
\(144\) 10.5958 + 1.75579i 0.882985 + 0.146316i
\(145\) −2.15055 + 4.57432i −0.178593 + 0.379876i
\(146\) 6.15319 + 2.84998i 0.509242 + 0.235866i
\(147\) −2.59705 2.59705i −0.214201 0.214201i
\(148\) 0.809725 9.83969i 0.0665590 0.808818i
\(149\) 13.3726i 1.09553i 0.836632 + 0.547765i \(0.184521\pi\)
−0.836632 + 0.547765i \(0.815479\pi\)
\(150\) −3.83670 + 1.01285i −0.313265 + 0.0826986i
\(151\) 13.1674i 1.07155i −0.844362 0.535774i \(-0.820020\pi\)
0.844362 0.535774i \(-0.179980\pi\)
\(152\) −9.48188 + 16.7206i −0.769082 + 1.35622i
\(153\) −0.758947 0.758947i −0.0613572 0.0613572i
\(154\) −1.65613 + 3.57564i −0.133455 + 0.288134i
\(155\) 6.07594 12.9238i 0.488031 1.03807i
\(156\) 0.856043 0.725865i 0.0685383 0.0581157i
\(157\) 2.96750 2.96750i 0.236832 0.236832i −0.578705 0.815537i \(-0.696442\pi\)
0.815537 + 0.578705i \(0.196442\pi\)
\(158\) 13.5333 4.96530i 1.07665 0.395018i
\(159\) −2.81888 −0.223552
\(160\) −3.15443 + 12.2495i −0.249379 + 0.968406i
\(161\) −3.99420 −0.314787
\(162\) 8.31771 3.05172i 0.653501 0.239766i
\(163\) 6.43698 6.43698i 0.504183 0.504183i −0.408552 0.912735i \(-0.633966\pi\)
0.912735 + 0.408552i \(0.133966\pi\)
\(164\) 4.77828 4.05165i 0.373121 0.316380i
\(165\) −1.75707 4.87508i −0.136788 0.379524i
\(166\) −0.346533 + 0.748175i −0.0268961 + 0.0580696i
\(167\) −17.4526 17.4526i −1.35052 1.35052i −0.885075 0.465448i \(-0.845893\pi\)
−0.465448 0.885075i \(-0.654107\pi\)
\(168\) −0.528287 + 0.931598i −0.0407582 + 0.0718743i
\(169\) 1.00000i 0.0769231i
\(170\) 0.968785 0.811984i 0.0743024 0.0622763i
\(171\) 18.2478i 1.39544i
\(172\) −0.728818 + 8.85652i −0.0555719 + 0.675304i
\(173\) 4.74226 + 4.74226i 0.360547 + 0.360547i 0.864014 0.503467i \(-0.167942\pi\)
−0.503467 + 0.864014i \(0.667942\pi\)
\(174\) −1.62786 0.753977i −0.123408 0.0571589i
\(175\) −0.315126 + 3.35888i −0.0238213 + 0.253908i
\(176\) −16.2965 2.70041i −1.22839 0.203551i
\(177\) −4.43964 + 4.43964i −0.333704 + 0.333704i
\(178\) 8.25781 + 22.5073i 0.618949 + 1.68699i
\(179\) −11.6248 −0.868879 −0.434439 0.900701i \(-0.643053\pi\)
−0.434439 + 0.900701i \(0.643053\pi\)
\(180\) 3.13134 + 11.5926i 0.233396 + 0.864059i
\(181\) 6.67011 0.495786 0.247893 0.968787i \(-0.420262\pi\)
0.247893 + 0.968787i \(0.420262\pi\)
\(182\) −0.328670 0.895816i −0.0243627 0.0664023i
\(183\) 0.495321 0.495321i 0.0366152 0.0366152i
\(184\) −4.45859 16.1390i −0.328692 1.18978i
\(185\) 10.3844 3.74274i 0.763477 0.275172i
\(186\) 4.59920 + 2.13021i 0.337229 + 0.156195i
\(187\) 1.16727 + 1.16727i 0.0853589 + 0.0853589i
\(188\) −5.92818 0.487840i −0.432357 0.0355794i
\(189\) 2.15261i 0.156579i
\(190\) −21.4080 1.88503i −1.55310 0.136754i
\(191\) 2.00979i 0.145423i 0.997353 + 0.0727116i \(0.0231653\pi\)
−0.997353 + 0.0727116i \(0.976835\pi\)
\(192\) −4.35393 1.09469i −0.314218 0.0790024i
\(193\) −13.8316 13.8316i −0.995621 0.995621i 0.00436966 0.999990i \(-0.498609\pi\)
−0.999990 + 0.00436966i \(0.998609\pi\)
\(194\) 2.18328 4.71377i 0.156750 0.338429i
\(195\) 1.13560 + 0.533884i 0.0813218 + 0.0382322i
\(196\) −8.46539 9.98358i −0.604671 0.713113i
\(197\) 4.54345 4.54345i 0.323708 0.323708i −0.526480 0.850188i \(-0.676488\pi\)
0.850188 + 0.526480i \(0.176488\pi\)
\(198\) −14.7219 + 5.40138i −1.04624 + 0.383859i
\(199\) 9.96517 0.706412 0.353206 0.935546i \(-0.385091\pi\)
0.353206 + 0.935546i \(0.385091\pi\)
\(200\) −13.9237 + 2.47610i −0.984553 + 0.175087i
\(201\) −6.69686 −0.472360
\(202\) 16.5996 6.09030i 1.16794 0.428512i
\(203\) −1.07849 + 1.07849i −0.0756952 + 0.0756952i
\(204\) 0.290152 + 0.342188i 0.0203147 + 0.0239580i
\(205\) 6.33869 + 2.98004i 0.442714 + 0.208135i
\(206\) 2.86092 6.17682i 0.199330 0.430360i
\(207\) −11.2394 11.2394i −0.781195 0.781195i
\(208\) 3.25276 2.32800i 0.225538 0.161417i
\(209\) 28.0653i 1.94131i
\(210\) −1.19276 0.105025i −0.0823081 0.00724742i
\(211\) 13.5418i 0.932253i 0.884718 + 0.466127i \(0.154351\pi\)
−0.884718 + 0.466127i \(0.845649\pi\)
\(212\) −10.0124 0.823940i −0.687656 0.0565884i
\(213\) 5.88425 + 5.88425i 0.403182 + 0.403182i
\(214\) −7.12071 3.29810i −0.486762 0.225454i
\(215\) −9.34681 + 3.36877i −0.637447 + 0.229748i
\(216\) −8.69786 + 2.40289i −0.591814 + 0.163496i
\(217\) 3.04706 3.04706i 0.206848 0.206848i
\(218\) −6.96887 18.9942i −0.471992 1.28645i
\(219\) −2.69086 −0.181831
\(220\) −4.81602 17.8295i −0.324696 1.20206i
\(221\) −0.399733 −0.0268889
\(222\) 1.34943 + 3.67799i 0.0905681 + 0.246850i
\(223\) 4.34527 4.34527i 0.290981 0.290981i −0.546487 0.837468i \(-0.684035\pi\)
0.837468 + 0.546487i \(0.184035\pi\)
\(224\) −2.14873 + 3.15454i −0.143568 + 0.210772i
\(225\) −10.3384 + 8.56493i −0.689228 + 0.570995i
\(226\) 20.3847 + 9.44159i 1.35597 + 0.628046i
\(227\) 1.20822 + 1.20822i 0.0801924 + 0.0801924i 0.746065 0.665873i \(-0.231941\pi\)
−0.665873 + 0.746065i \(0.731941\pi\)
\(228\) 0.625570 7.60186i 0.0414294 0.503446i
\(229\) 28.9612i 1.91381i 0.290401 + 0.956905i \(0.406211\pi\)
−0.290401 + 0.956905i \(0.593789\pi\)
\(230\) 14.3470 12.0249i 0.946012 0.792897i
\(231\) 1.56367i 0.102882i
\(232\) −5.56164 3.15388i −0.365140 0.207062i
\(233\) 4.66377 + 4.66377i 0.305534 + 0.305534i 0.843174 0.537640i \(-0.180684\pi\)
−0.537640 + 0.843174i \(0.680684\pi\)
\(234\) 1.59591 3.44563i 0.104328 0.225248i
\(235\) −2.25491 6.25635i −0.147094 0.408120i
\(236\) −17.0669 + 14.4715i −1.11096 + 0.942017i
\(237\) −4.04482 + 4.04482i −0.262739 + 0.262739i
\(238\) 0.358087 0.131380i 0.0232113 0.00851611i
\(239\) −3.91031 −0.252937 −0.126468 0.991971i \(-0.540364\pi\)
−0.126468 + 0.991971i \(0.540364\pi\)
\(240\) −0.907070 4.93670i −0.0585511 0.318663i
\(241\) −4.12175 −0.265505 −0.132753 0.991149i \(-0.542382\pi\)
−0.132753 + 0.991149i \(0.542382\pi\)
\(242\) 8.03796 2.94908i 0.516700 0.189574i
\(243\) −9.25374 + 9.25374i −0.593628 + 0.593628i
\(244\) 1.90412 1.61456i 0.121899 0.103362i
\(245\) 6.22641 13.2439i 0.397791 0.846120i
\(246\) −1.04480 + 2.25575i −0.0666138 + 0.143821i
\(247\) 4.80550 + 4.80550i 0.305767 + 0.305767i
\(248\) 15.7133 + 8.91065i 0.997796 + 0.565827i
\(249\) 0.327185i 0.0207345i
\(250\) −8.98026 13.0136i −0.567962 0.823055i
\(251\) 10.0017i 0.631302i −0.948875 0.315651i \(-0.897777\pi\)
0.948875 0.315651i \(-0.102223\pi\)
\(252\) −0.297170 + 3.61118i −0.0187199 + 0.227483i
\(253\) 17.2863 + 17.2863i 1.08678 + 1.08678i
\(254\) −17.1977 7.96548i −1.07908 0.499798i
\(255\) −0.213411 + 0.453935i −0.0133643 + 0.0284265i
\(256\) −15.1448 5.16087i −0.946551 0.322554i
\(257\) 4.10932 4.10932i 0.256332 0.256332i −0.567228 0.823561i \(-0.691984\pi\)
0.823561 + 0.567228i \(0.191984\pi\)
\(258\) −1.21460 3.31049i −0.0756177 0.206102i
\(259\) 3.33077 0.206964
\(260\) 3.87749 + 2.22824i 0.240472 + 0.138189i
\(261\) −6.06961 −0.375699
\(262\) −0.196334 0.535124i −0.0121296 0.0330601i
\(263\) 0.476830 0.476830i 0.0294026 0.0294026i −0.692253 0.721655i \(-0.743382\pi\)
0.721655 + 0.692253i \(0.243382\pi\)
\(264\) 6.31817 1.74547i 0.388856 0.107426i
\(265\) −3.80844 10.5667i −0.233951 0.649108i
\(266\) −5.88427 2.72542i −0.360788 0.167106i
\(267\) −6.72696 6.72696i −0.411683 0.411683i
\(268\) −23.7867 1.95745i −1.45300 0.119570i
\(269\) 4.67122i 0.284810i −0.989809 0.142405i \(-0.954517\pi\)
0.989809 0.142405i \(-0.0454835\pi\)
\(270\) −6.48061 7.73207i −0.394398 0.470559i
\(271\) 23.3689i 1.41956i 0.704423 + 0.709781i \(0.251206\pi\)
−0.704423 + 0.709781i \(0.748794\pi\)
\(272\) 0.930576 + 1.30023i 0.0564245 + 0.0788382i
\(273\) 0.267741 + 0.267741i 0.0162044 + 0.0162044i
\(274\) −12.6649 + 27.3440i −0.765116 + 1.65191i
\(275\) 15.9006 13.1729i 0.958840 0.794358i
\(276\) 4.29693 + 5.06755i 0.258645 + 0.305031i
\(277\) 6.48537 6.48537i 0.389668 0.389668i −0.484901 0.874569i \(-0.661144\pi\)
0.874569 + 0.484901i \(0.161144\pi\)
\(278\) −11.4212 + 4.19037i −0.684997 + 0.251322i
\(279\) 17.1485 1.02665
\(280\) −4.20588 0.721675i −0.251349 0.0431283i
\(281\) 22.1253 1.31988 0.659942 0.751317i \(-0.270581\pi\)
0.659942 + 0.751317i \(0.270581\pi\)
\(282\) 2.21590 0.813001i 0.131955 0.0484135i
\(283\) 12.3982 12.3982i 0.736994 0.736994i −0.235001 0.971995i \(-0.575509\pi\)
0.971995 + 0.235001i \(0.0755093\pi\)
\(284\) 19.1804 + 22.6203i 1.13815 + 1.34227i
\(285\) 8.02269 2.89153i 0.475223 0.171280i
\(286\) −2.45453 + 5.29940i −0.145139 + 0.313360i
\(287\) 1.49448 + 1.49448i 0.0882163 + 0.0882163i
\(288\) −14.9231 + 2.83029i −0.879350 + 0.166776i
\(289\) 16.8402i 0.990601i
\(290\) 0.627000 7.12077i 0.0368187 0.418146i
\(291\) 2.06138i 0.120841i
\(292\) −9.55770 0.786520i −0.559322 0.0460276i
\(293\) 18.7805 + 18.7805i 1.09717 + 1.09717i 0.994741 + 0.102425i \(0.0326602\pi\)
0.102425 + 0.994741i \(0.467340\pi\)
\(294\) 4.71309 + 2.18297i 0.274873 + 0.127313i
\(295\) −22.6403 10.6440i −1.31817 0.619719i
\(296\) 3.71802 + 13.4583i 0.216106 + 0.782249i
\(297\) 9.31619 9.31619i 0.540580 0.540580i
\(298\) −6.51404 17.7545i −0.377348 1.02849i
\(299\) −5.91974 −0.342347
\(300\) 4.60051 3.21365i 0.265611 0.185540i
\(301\) −2.99796 −0.172800
\(302\) 6.41405 + 17.4820i 0.369087 + 1.00598i
\(303\) −4.96127 + 4.96127i −0.285018 + 0.285018i
\(304\) 4.44394 26.8183i 0.254878 1.53814i
\(305\) 2.52594 + 1.18753i 0.144635 + 0.0679978i
\(306\) 1.37733 + 0.637938i 0.0787367 + 0.0364685i
\(307\) 17.7535 + 17.7535i 1.01325 + 1.01325i 0.999911 + 0.0133370i \(0.00424541\pi\)
0.0133370 + 0.999911i \(0.495755\pi\)
\(308\) 0.457049 5.55402i 0.0260428 0.316470i
\(309\) 2.70119i 0.153665i
\(310\) −1.77146 + 20.1183i −0.100612 + 1.14264i
\(311\) 2.76330i 0.156692i −0.996926 0.0783462i \(-0.975036\pi\)
0.996926 0.0783462i \(-0.0249639\pi\)
\(312\) −0.782965 + 1.38070i −0.0443267 + 0.0781670i
\(313\) −15.3877 15.3877i −0.869762 0.869762i 0.122684 0.992446i \(-0.460850\pi\)
−0.992446 + 0.122684i \(0.960850\pi\)
\(314\) −2.49436 + 5.38539i −0.140765 + 0.303915i
\(315\) −3.81109 + 1.37359i −0.214730 + 0.0773930i
\(316\) −15.5491 + 13.1846i −0.874707 + 0.741691i
\(317\) 7.69697 7.69697i 0.432305 0.432305i −0.457107 0.889412i \(-0.651114\pi\)
0.889412 + 0.457107i \(0.151114\pi\)
\(318\) 3.74256 1.37312i 0.209872 0.0770009i
\(319\) 9.33511 0.522666
\(320\) −1.77887 17.7999i −0.0994419 0.995043i
\(321\) 3.11396 0.173805
\(322\) 5.30300 1.94564i 0.295525 0.108426i
\(323\) −1.92092 + 1.92092i −0.106883 + 0.106883i
\(324\) −9.55666 + 8.10338i −0.530925 + 0.450188i
\(325\) −0.467043 + 4.97814i −0.0259069 + 0.276137i
\(326\) −5.41065 + 11.6818i −0.299668 + 0.646993i
\(327\) 5.67697 + 5.67697i 0.313937 + 0.313937i
\(328\) −4.37037 + 7.70684i −0.241313 + 0.425539i
\(329\) 2.00671i 0.110633i
\(330\) 4.70755 + 5.61662i 0.259142 + 0.309185i
\(331\) 20.5227i 1.12803i −0.825764 0.564016i \(-0.809256\pi\)
0.825764 0.564016i \(-0.190744\pi\)
\(332\) 0.0956339 1.16213i 0.00524859 0.0637804i
\(333\) 9.37257 + 9.37257i 0.513614 + 0.513614i
\(334\) 31.6728 + 14.6699i 1.73306 + 0.802702i
\(335\) −9.04778 25.1035i −0.494333 1.37155i
\(336\) 0.247596 1.49420i 0.0135075 0.0815150i
\(337\) −21.6166 + 21.6166i −1.17753 + 1.17753i −0.197160 + 0.980371i \(0.563172\pi\)
−0.980371 + 0.197160i \(0.936828\pi\)
\(338\) −0.487116 1.32767i −0.0264956 0.0722159i
\(339\) −8.91446 −0.484167
\(340\) −0.890699 + 1.54996i −0.0483050 + 0.0840584i
\(341\) −26.3745 −1.42826
\(342\) −8.88880 24.2271i −0.480651 1.31005i
\(343\) 6.46224 6.46224i 0.348928 0.348928i
\(344\) −3.34653 12.1136i −0.180433 0.653121i
\(345\) −3.16045 + 6.72244i −0.170153 + 0.361924i
\(346\) −8.60621 3.98614i −0.462673 0.214296i
\(347\) 6.24824 + 6.24824i 0.335423 + 0.335423i 0.854642 0.519218i \(-0.173777\pi\)
−0.519218 + 0.854642i \(0.673777\pi\)
\(348\) 2.52854 + 0.208078i 0.135544 + 0.0111542i
\(349\) 3.89984i 0.208753i −0.994538 0.104377i \(-0.966715\pi\)
0.994538 0.104377i \(-0.0332848\pi\)
\(350\) −1.21778 4.61300i −0.0650931 0.246575i
\(351\) 3.19035i 0.170288i
\(352\) 22.9518 4.35300i 1.22333 0.232016i
\(353\) 14.6707 + 14.6707i 0.780840 + 0.780840i 0.979973 0.199133i \(-0.0638124\pi\)
−0.199133 + 0.979973i \(0.563812\pi\)
\(354\) 3.73177 8.05701i 0.198341 0.428225i
\(355\) −14.1075 + 30.0073i −0.748747 + 1.59262i
\(356\) −21.9274 25.8598i −1.16215 1.37057i
\(357\) −0.107025 + 0.107025i −0.00566435 + 0.00566435i
\(358\) 15.4339 5.66263i 0.815709 0.299279i
\(359\) 24.5997 1.29832 0.649162 0.760650i \(-0.275120\pi\)
0.649162 + 0.760650i \(0.275120\pi\)
\(360\) −9.80432 13.8658i −0.516733 0.730793i
\(361\) 27.1857 1.43083
\(362\) −8.85574 + 3.24912i −0.465447 + 0.170770i
\(363\) −2.40238 + 2.40238i −0.126092 + 0.126092i
\(364\) 0.872734 + 1.02925i 0.0457437 + 0.0539474i
\(365\) −3.63548 10.0868i −0.190290 0.527968i
\(366\) −0.416346 + 0.898904i −0.0217627 + 0.0469864i
\(367\) 8.35046 + 8.35046i 0.435891 + 0.435891i 0.890626 0.454736i \(-0.150266\pi\)
−0.454736 + 0.890626i \(0.650266\pi\)
\(368\) 13.7811 + 19.2555i 0.718391 + 1.00376i
\(369\) 8.41074i 0.437846i
\(370\) −11.9640 + 10.0275i −0.621976 + 0.521307i
\(371\) 3.38924i 0.175961i
\(372\) −7.14389 0.587883i −0.370394 0.0304803i
\(373\) −14.7736 14.7736i −0.764948 0.764948i 0.212264 0.977212i \(-0.431916\pi\)
−0.977212 + 0.212264i \(0.931916\pi\)
\(374\) −2.11834 0.981154i −0.109537 0.0507343i
\(375\) 5.40381 + 3.18812i 0.279052 + 0.164634i
\(376\) 8.10832 2.24002i 0.418155 0.115520i
\(377\) −1.59841 + 1.59841i −0.0823225 + 0.0823225i
\(378\) −1.04857 2.85797i −0.0539328 0.146998i
\(379\) −13.3405 −0.685256 −0.342628 0.939471i \(-0.611317\pi\)
−0.342628 + 0.939471i \(0.611317\pi\)
\(380\) 29.3411 7.92550i 1.50517 0.406570i
\(381\) 7.52075 0.385300
\(382\) −0.979001 2.66834i −0.0500900 0.136524i
\(383\) 23.6943 23.6943i 1.21072 1.21072i 0.239933 0.970789i \(-0.422875\pi\)
0.970789 0.239933i \(-0.0771254\pi\)
\(384\) 6.31384 0.667480i 0.322202 0.0340622i
\(385\) 5.86148 2.11259i 0.298729 0.107668i
\(386\) 25.1015 + 11.6263i 1.27763 + 0.591761i
\(387\) −8.43608 8.43608i −0.428830 0.428830i
\(388\) −0.602528 + 7.32186i −0.0305887 + 0.371711i
\(389\) 2.92067i 0.148084i −0.997255 0.0740418i \(-0.976410\pi\)
0.997255 0.0740418i \(-0.0235898\pi\)
\(390\) −1.76777 0.155656i −0.0895143 0.00788194i
\(391\) 2.36631i 0.119670i
\(392\) 16.1024 + 9.13131i 0.813296 + 0.461201i
\(393\) 0.159938 + 0.159938i 0.00806778 + 0.00806778i
\(394\) −3.81903 + 8.24541i −0.192400 + 0.415398i
\(395\) −20.6269 9.69745i −1.03785 0.487932i
\(396\) 16.9148 14.3425i 0.849999 0.720740i
\(397\) −18.8464 + 18.8464i −0.945876 + 0.945876i −0.998609 0.0527325i \(-0.983207\pi\)
0.0527325 + 0.998609i \(0.483207\pi\)
\(398\) −13.2305 + 4.85420i −0.663185 + 0.243319i
\(399\) 2.57326 0.128824
\(400\) 17.2800 10.0699i 0.863998 0.503496i
\(401\) −4.36969 −0.218212 −0.109106 0.994030i \(-0.534799\pi\)
−0.109106 + 0.994030i \(0.534799\pi\)
\(402\) 8.89125 3.26215i 0.443455 0.162701i
\(403\) 4.51600 4.51600i 0.224958 0.224958i
\(404\) −19.0722 + 16.1719i −0.948876 + 0.804581i
\(405\) −12.6775 5.96015i −0.629952 0.296162i
\(406\) 0.906534 1.95724i 0.0449905 0.0971359i
\(407\) −14.4151 14.4151i −0.714529 0.714529i
\(408\) −0.551913 0.312977i −0.0273238 0.0154947i
\(409\) 4.50695i 0.222854i 0.993773 + 0.111427i \(0.0355422\pi\)
−0.993773 + 0.111427i \(0.964458\pi\)
\(410\) −9.86734 0.868843i −0.487313 0.0429091i
\(411\) 11.9578i 0.589836i
\(412\) −0.789540 + 9.59441i −0.0388978 + 0.472682i
\(413\) −5.33793 5.33793i −0.262663 0.262663i
\(414\) 20.3972 + 9.44739i 1.00247 + 0.464314i
\(415\) 1.22647 0.442043i 0.0602049 0.0216990i
\(416\) −3.18460 + 4.67529i −0.156138 + 0.229225i
\(417\) 3.41355 3.41355i 0.167162 0.167162i
\(418\) 13.6710 + 37.2615i 0.668673 + 1.82252i
\(419\) 18.5650 0.906962 0.453481 0.891266i \(-0.350182\pi\)
0.453481 + 0.891266i \(0.350182\pi\)
\(420\) 1.63475 0.441573i 0.0797678 0.0215465i
\(421\) −12.6368 −0.615881 −0.307940 0.951406i \(-0.599640\pi\)
−0.307940 + 0.951406i \(0.599640\pi\)
\(422\) −6.59641 17.9790i −0.321108 0.875206i
\(423\) 5.64675 5.64675i 0.274554 0.274554i
\(424\) 13.6946 3.78330i 0.665068 0.183733i
\(425\) −1.98992 0.186692i −0.0965255 0.00905591i
\(426\) −10.6787 4.94605i −0.517383 0.239637i
\(427\) 0.595542 + 0.595542i 0.0288203 + 0.0288203i
\(428\) 11.0605 + 0.910190i 0.534631 + 0.0439957i
\(429\) 2.31749i 0.111889i
\(430\) 10.7685 9.02561i 0.519305 0.435254i
\(431\) 12.4884i 0.601544i 0.953696 + 0.300772i \(0.0972443\pi\)
−0.953696 + 0.300772i \(0.902756\pi\)
\(432\) 10.3774 7.42712i 0.499285 0.357338i
\(433\) −12.5876 12.5876i −0.604921 0.604921i 0.336694 0.941614i \(-0.390691\pi\)
−0.941614 + 0.336694i \(0.890691\pi\)
\(434\) −2.56123 + 5.52978i −0.122943 + 0.265438i
\(435\) 0.961786 + 2.66852i 0.0461141 + 0.127946i
\(436\) 18.5048 + 21.8235i 0.886218 + 1.04515i
\(437\) −28.4473 + 28.4473i −1.36082 + 1.36082i
\(438\) 3.57258 1.31076i 0.170705 0.0626306i
\(439\) −15.6930 −0.748987 −0.374494 0.927229i \(-0.622183\pi\)
−0.374494 + 0.927229i \(0.622183\pi\)
\(440\) 15.0791 + 21.3257i 0.718869 + 1.01666i
\(441\) 17.5731 0.836816
\(442\) 0.530714 0.194716i 0.0252435 0.00926171i
\(443\) −25.4951 + 25.4951i −1.21131 + 1.21131i −0.240712 + 0.970597i \(0.577381\pi\)
−0.970597 + 0.240712i \(0.922619\pi\)
\(444\) −3.58322 4.22584i −0.170052 0.200549i
\(445\) 16.1279 34.3048i 0.764535 1.62620i
\(446\) −3.65245 + 7.88575i −0.172948 + 0.373401i
\(447\) 5.30645 + 5.30645i 0.250987 + 0.250987i
\(448\) 1.31618 5.23488i 0.0621839 0.247325i
\(449\) 18.4241i 0.869486i −0.900555 0.434743i \(-0.856839\pi\)
0.900555 0.434743i \(-0.143161\pi\)
\(450\) 9.55393 16.4075i 0.450377 0.773455i
\(451\) 12.9358i 0.609122i
\(452\) −31.6634 2.60563i −1.48932 0.122559i
\(453\) −5.22500 5.22500i −0.245492 0.245492i
\(454\) −2.19267 1.01558i −0.102907 0.0476635i
\(455\) −0.641908 + 1.36537i −0.0300931 + 0.0640095i
\(456\) 2.87244 + 10.3975i 0.134514 + 0.486909i
\(457\) −10.1404 + 10.1404i −0.474346 + 0.474346i −0.903318 0.428972i \(-0.858876\pi\)
0.428972 + 0.903318i \(0.358876\pi\)
\(458\) −14.1075 38.4510i −0.659199 1.79670i
\(459\) −1.27529 −0.0595253
\(460\) −13.1906 + 22.9538i −0.615014 + 1.07022i
\(461\) −10.3914 −0.483976 −0.241988 0.970279i \(-0.577799\pi\)
−0.241988 + 0.970279i \(0.577799\pi\)
\(462\) 0.761689 + 2.07604i 0.0354370 + 0.0965862i
\(463\) −28.6939 + 28.6939i −1.33352 + 1.33352i −0.431323 + 0.902198i \(0.641953\pi\)
−0.902198 + 0.431323i \(0.858047\pi\)
\(464\) 8.92035 + 1.47815i 0.414117 + 0.0686214i
\(465\) −2.71733 7.53937i −0.126013 0.349630i
\(466\) −8.46377 3.92017i −0.392076 0.181598i
\(467\) 21.0756 + 21.0756i 0.975261 + 0.975261i 0.999701 0.0244401i \(-0.00778029\pi\)
−0.0244401 + 0.999701i \(0.507780\pi\)
\(468\) −0.440430 + 5.35206i −0.0203589 + 0.247399i
\(469\) 8.05188i 0.371801i
\(470\) 6.04136 + 7.20799i 0.278667 + 0.332480i
\(471\) 2.35509i 0.108517i
\(472\) 15.6099 27.5271i 0.718506 1.26704i
\(473\) 12.9748 + 12.9748i 0.596580 + 0.596580i
\(474\) 3.39991 7.34050i 0.156163 0.337160i
\(475\) 21.6781 + 26.1668i 0.994659 + 1.20062i
\(476\) −0.411425 + 0.348860i −0.0188576 + 0.0159900i
\(477\) 9.53711 9.53711i 0.436674 0.436674i
\(478\) 5.19162 1.90478i 0.237459 0.0871224i
\(479\) 2.23544 0.102140 0.0510700 0.998695i \(-0.483737\pi\)
0.0510700 + 0.998695i \(0.483737\pi\)
\(480\) 3.60904 + 6.11248i 0.164729 + 0.278995i
\(481\) 4.93648 0.225084
\(482\) 5.47234 2.00777i 0.249258 0.0914515i
\(483\) −1.58496 + 1.58496i −0.0721180 + 0.0721180i
\(484\) −9.23524 + 7.83084i −0.419784 + 0.355947i
\(485\) −7.72719 + 2.78503i −0.350874 + 0.126462i
\(486\) 7.77830 16.7936i 0.352831 0.761773i
\(487\) −21.7388 21.7388i −0.985080 0.985080i 0.0148107 0.999890i \(-0.495285\pi\)
−0.999890 + 0.0148107i \(0.995285\pi\)
\(488\) −1.74157 + 3.07113i −0.0788371 + 0.139024i
\(489\) 5.10857i 0.231017i
\(490\) −1.81533 + 20.6165i −0.0820084 + 0.931360i
\(491\) 28.0576i 1.26622i 0.774061 + 0.633111i \(0.218222\pi\)
−0.774061 + 0.633111i \(0.781778\pi\)
\(492\) 0.288337 3.50384i 0.0129992 0.157965i
\(493\) −0.638938 0.638938i −0.0287763 0.0287763i
\(494\) −8.72098 4.03930i −0.392375 0.181737i
\(495\) 22.4385 + 10.5491i 1.00854 + 0.474149i
\(496\) −25.2027 4.17622i −1.13163 0.187518i
\(497\) −7.07484 + 7.07484i −0.317350 + 0.317350i
\(498\) 0.159377 + 0.434395i 0.00714186 + 0.0194657i
\(499\) 27.1042 1.21335 0.606676 0.794949i \(-0.292503\pi\)
0.606676 + 0.794949i \(0.292503\pi\)
\(500\) 18.2620 + 12.9034i 0.816702 + 0.577059i
\(501\) −13.8509 −0.618811
\(502\) 4.87199 + 13.2790i 0.217448 + 0.592670i
\(503\) −13.4274 + 13.4274i −0.598699 + 0.598699i −0.939966 0.341268i \(-0.889144\pi\)
0.341268 + 0.939966i \(0.389144\pi\)
\(504\) −1.36452 4.93922i −0.0607805 0.220010i
\(505\) −25.3005 11.8946i −1.12586 0.529305i
\(506\) −31.3711 14.5302i −1.39461 0.645944i
\(507\) 0.396814 + 0.396814i 0.0176231 + 0.0176231i
\(508\) 26.7131 + 2.19826i 1.18520 + 0.0975322i
\(509\) 20.6331i 0.914546i −0.889326 0.457273i \(-0.848826\pi\)
0.889326 0.457273i \(-0.151174\pi\)
\(510\) 0.0622207 0.706634i 0.00275518 0.0312903i
\(511\) 3.23532i 0.143122i
\(512\) 22.6213 0.525340i 0.999730 0.0232170i
\(513\) 15.3312 + 15.3312i 0.676890 + 0.676890i
\(514\) −3.45412 + 7.45755i −0.152355 + 0.328939i
\(515\) −10.1255 + 3.64944i −0.446185 + 0.160814i
\(516\) 3.22519 + 3.80360i 0.141981 + 0.167444i
\(517\) −8.68474 + 8.68474i −0.381955 + 0.381955i
\(518\) −4.42217 + 1.62247i −0.194299 + 0.0712873i
\(519\) 3.76359 0.165203
\(520\) −6.23346 1.06958i −0.273355 0.0469043i
\(521\) 12.9140 0.565771 0.282886 0.959154i \(-0.408708\pi\)
0.282886 + 0.959154i \(0.408708\pi\)
\(522\) 8.05846 2.95661i 0.352709 0.129407i
\(523\) −3.59192 + 3.59192i −0.157064 + 0.157064i −0.781264 0.624200i \(-0.785425\pi\)
0.624200 + 0.781264i \(0.285425\pi\)
\(524\) 0.521336 + 0.614833i 0.0227747 + 0.0268591i
\(525\) 1.20780 + 1.45790i 0.0527129 + 0.0636278i
\(526\) −0.400803 + 0.865346i −0.0174758 + 0.0377309i
\(527\) 1.80519 + 1.80519i 0.0786354 + 0.0786354i
\(528\) −7.53822 + 5.39510i −0.328059 + 0.234792i
\(529\) 12.0433i 0.523623i
\(530\) 10.2036 + 12.1740i 0.443215 + 0.528804i
\(531\) 30.0412i 1.30368i
\(532\) 9.13999 + 0.752145i 0.396269 + 0.0326096i
\(533\) 2.21494 + 2.21494i 0.0959398 + 0.0959398i
\(534\) 12.2080 + 5.65440i 0.528293 + 0.244690i
\(535\) 4.20711 + 11.6728i 0.181889 + 0.504661i
\(536\) 32.5345 8.98804i 1.40528 0.388224i
\(537\) −4.61288 + 4.61288i −0.199061 + 0.199061i
\(538\) 2.27543 + 6.20186i 0.0981007 + 0.267381i
\(539\) −27.0276 −1.16416
\(540\) 12.3706 + 7.10886i 0.532344 + 0.305917i
\(541\) 26.0058 1.11808 0.559038 0.829142i \(-0.311170\pi\)
0.559038 + 0.829142i \(0.311170\pi\)
\(542\) −11.3834 31.0263i −0.488958 1.33269i
\(543\) 2.64679 2.64679i 0.113585 0.113585i
\(544\) −1.86887 1.27299i −0.0801270 0.0545789i
\(545\) −13.6105 + 28.9502i −0.583011 + 1.24009i
\(546\) −0.485893 0.225051i −0.0207943 0.00963131i
\(547\) −7.31204 7.31204i −0.312640 0.312640i 0.533291 0.845932i \(-0.320955\pi\)
−0.845932 + 0.533291i \(0.820955\pi\)
\(548\) 3.49519 42.4732i 0.149307 1.81436i
\(549\) 3.35163i 0.143044i
\(550\) −14.6940 + 25.2348i −0.626555 + 1.07601i
\(551\) 15.3624i 0.654458i
\(552\) −8.17341 4.63495i −0.347884 0.197277i
\(553\) −4.86323 4.86323i −0.206806 0.206806i
\(554\) −5.45132 + 11.7696i −0.231605 + 0.500042i
\(555\) 2.63551 5.60585i 0.111871 0.237955i
\(556\) 13.1224 11.1269i 0.556514 0.471885i
\(557\) 10.8132 10.8132i 0.458169 0.458169i −0.439885 0.898054i \(-0.644981\pi\)
0.898054 + 0.439885i \(0.144981\pi\)
\(558\) −22.7676 + 8.35330i −0.963828 + 0.353623i
\(559\) −4.44323 −0.187929
\(560\) 5.93557 1.09060i 0.250824 0.0460864i
\(561\) 0.926375 0.0391116
\(562\) −29.3751 + 10.7776i −1.23912 + 0.454625i
\(563\) 31.4173 31.4173i 1.32408 1.32408i 0.413645 0.910438i \(-0.364255\pi\)
0.910438 0.413645i \(-0.135745\pi\)
\(564\) −2.54596 + 2.15880i −0.107204 + 0.0909019i
\(565\) −12.0439 33.4162i −0.506689 1.40583i
\(566\) −10.4214 + 22.5001i −0.438043 + 0.945748i
\(567\) −2.98899 2.98899i −0.125526 0.125526i
\(568\) −36.4840 20.6892i −1.53084 0.868101i
\(569\) 27.9496i 1.17171i −0.810417 0.585853i \(-0.800759\pi\)
0.810417 0.585853i \(-0.199241\pi\)
\(570\) −9.24301 + 7.74700i −0.387147 + 0.324486i
\(571\) 16.2190i 0.678744i −0.940652 0.339372i \(-0.889785\pi\)
0.940652 0.339372i \(-0.110215\pi\)
\(572\) 0.677385 8.23151i 0.0283229 0.344177i
\(573\) 0.797512 + 0.797512i 0.0333165 + 0.0333165i
\(574\) −2.71217 1.25620i −0.113204 0.0524326i
\(575\) −29.4693 2.76477i −1.22895 0.115299i
\(576\) 18.4343 11.0270i 0.768095 0.459457i
\(577\) −24.4926 + 24.4926i −1.01964 + 1.01964i −0.0198359 + 0.999803i \(0.506314\pi\)
−0.999803 + 0.0198359i \(0.993686\pi\)
\(578\) −8.20314 22.3583i −0.341206 0.929983i
\(579\) −10.9771 −0.456195
\(580\) 2.63619 + 9.75948i 0.109462 + 0.405240i
\(581\) 0.393386 0.0163204
\(582\) −1.00413 2.73685i −0.0416227 0.113446i
\(583\) −14.6681 + 14.6681i −0.607493 + 0.607493i
\(584\) 13.0726 3.61147i 0.540950 0.149444i
\(585\) −5.64835 + 2.03577i −0.233530 + 0.0841688i
\(586\) −34.0826 15.7860i −1.40794 0.652116i
\(587\) 7.32237 + 7.32237i 0.302227 + 0.302227i 0.841884 0.539658i \(-0.181446\pi\)
−0.539658 + 0.841884i \(0.681446\pi\)
\(588\) −7.32081 0.602442i −0.301905 0.0248443i
\(589\) 43.4033i 1.78840i
\(590\) 35.2439 + 3.10331i 1.45097 + 0.127761i
\(591\) 3.60581i 0.148323i
\(592\) −11.4921 16.0572i −0.472322 0.659945i
\(593\) −31.9155 31.9155i −1.31061 1.31061i −0.920964 0.389649i \(-0.872596\pi\)
−0.389649 0.920964i \(-0.627404\pi\)
\(594\) −7.83080 + 16.9069i −0.321301 + 0.693700i
\(595\) −0.545782 0.256591i −0.0223749 0.0105192i
\(596\) 17.2970 + 20.3991i 0.708514 + 0.835580i
\(597\) 3.95432 3.95432i 0.161839 0.161839i
\(598\) 7.85948 2.88360i 0.321398 0.117919i
\(599\) −35.5811 −1.45381 −0.726903 0.686741i \(-0.759041\pi\)
−0.726903 + 0.686741i \(0.759041\pi\)
\(600\) −4.54256 + 6.50766i −0.185449 + 0.265674i
\(601\) 13.9106 0.567423 0.283712 0.958910i \(-0.408434\pi\)
0.283712 + 0.958910i \(0.408434\pi\)
\(602\) 3.98032 1.46036i 0.162226 0.0595197i
\(603\) 22.6575 22.6575i 0.922684 0.922684i
\(604\) −17.0315 20.0860i −0.693004 0.817288i
\(605\) −12.2511 5.75970i −0.498080 0.234165i
\(606\) 4.17023 9.00367i 0.169404 0.365749i
\(607\) 8.63954 + 8.63954i 0.350668 + 0.350668i 0.860358 0.509690i \(-0.170240\pi\)
−0.509690 + 0.860358i \(0.670240\pi\)
\(608\) 7.16354 + 37.7707i 0.290520 + 1.53180i
\(609\) 0.855920i 0.0346836i
\(610\) −3.93208 0.346229i −0.159205 0.0140184i
\(611\) 2.97411i 0.120320i
\(612\) −2.13939 0.176054i −0.0864799 0.00711658i
\(613\) 3.62256 + 3.62256i 0.146314 + 0.146314i 0.776469 0.630155i \(-0.217009\pi\)
−0.630155 + 0.776469i \(0.717009\pi\)
\(614\) −32.2189 14.9229i −1.30025 0.602238i
\(615\) 3.69780 1.33276i 0.149110 0.0537420i
\(616\) 2.09864 + 7.59656i 0.0845566 + 0.306074i
\(617\) 12.7177 12.7177i 0.511995 0.511995i −0.403142 0.915137i \(-0.632082\pi\)
0.915137 + 0.403142i \(0.132082\pi\)
\(618\) −1.31580 3.58630i −0.0529290 0.144262i
\(619\) −7.93318 −0.318861 −0.159431 0.987209i \(-0.550966\pi\)
−0.159431 + 0.987209i \(0.550966\pi\)
\(620\) −7.44803 27.5735i −0.299120 1.10738i
\(621\) −18.8860 −0.757871
\(622\) 1.34605 + 3.66876i 0.0539716 + 0.147104i
\(623\) 8.08807 8.08807i 0.324042 0.324042i
\(624\) 0.366958 2.21452i 0.0146901 0.0886518i
\(625\) −4.65001 + 24.5637i −0.186000 + 0.982550i
\(626\) 27.9254 + 12.9342i 1.11612 + 0.516955i
\(627\) −11.1367 11.1367i −0.444756 0.444756i
\(628\) 0.688377 8.36509i 0.0274692 0.333803i
\(629\) 1.97327i 0.0786794i
\(630\) 4.39078 3.68012i 0.174933 0.146620i
\(631\) 6.80852i 0.271043i 0.990774 + 0.135521i \(0.0432710\pi\)
−0.990774 + 0.135521i \(0.956729\pi\)
\(632\) 14.2218 25.0791i 0.565711 0.997592i
\(633\) 5.37356 + 5.37356i 0.213580 + 0.213580i
\(634\) −6.46975 + 13.9684i −0.256947 + 0.554756i
\(635\) 10.1609 + 28.1919i 0.403223 + 1.11876i
\(636\) −4.30002 + 3.64612i −0.170507 + 0.144578i
\(637\) 4.62783 4.62783i 0.183361 0.183361i
\(638\) −12.3940 + 4.54728i −0.490682 + 0.180029i
\(639\) −39.8163 −1.57511
\(640\) 11.0324 + 22.7659i 0.436093 + 0.899902i
\(641\) 38.7376 1.53004 0.765022 0.644004i \(-0.222728\pi\)
0.765022 + 0.644004i \(0.222728\pi\)
\(642\) −4.13433 + 1.51686i −0.163169 + 0.0598658i
\(643\) −28.5706 + 28.5706i −1.12672 + 1.12672i −0.136008 + 0.990708i \(0.543427\pi\)
−0.990708 + 0.136008i \(0.956573\pi\)
\(644\) −6.09290 + 5.16636i −0.240094 + 0.203583i
\(645\) −2.37217 + 5.04572i −0.0934041 + 0.198675i
\(646\) 1.61464 3.48606i 0.0635272 0.137157i
\(647\) 22.6536 + 22.6536i 0.890604 + 0.890604i 0.994580 0.103976i \(-0.0331564\pi\)
−0.103976 + 0.994580i \(0.533156\pi\)
\(648\) 8.74083 15.4139i 0.343372 0.605513i
\(649\) 46.2036i 1.81365i
\(650\) −1.80485 6.83685i −0.0707921 0.268163i
\(651\) 2.41823i 0.0947780i
\(652\) 1.49320 18.1452i 0.0584782 0.710621i
\(653\) 14.2480 + 14.2480i 0.557567 + 0.557567i 0.928614 0.371047i \(-0.121001\pi\)
−0.371047 + 0.928614i \(0.621001\pi\)
\(654\) −10.3025 4.77182i −0.402860 0.186593i
\(655\) −0.383450 + 0.815616i −0.0149826 + 0.0318688i
\(656\) 2.04829 12.3610i 0.0799724 0.482618i
\(657\) 9.10397 9.10397i 0.355180 0.355180i
\(658\) 0.977500 + 2.66425i 0.0381069 + 0.103863i
\(659\) −39.9047 −1.55447 −0.777233 0.629212i \(-0.783378\pi\)
−0.777233 + 0.629212i \(0.783378\pi\)
\(660\) −8.98604 5.16391i −0.349781 0.201005i
\(661\) −22.4907 −0.874787 −0.437393 0.899270i \(-0.644098\pi\)
−0.437393 + 0.899270i \(0.644098\pi\)
\(662\) 9.99696 + 27.2475i 0.388543 + 1.05900i
\(663\) −0.158619 + 0.158619i −0.00616027 + 0.00616027i
\(664\) 0.439124 + 1.58952i 0.0170413 + 0.0616853i
\(665\) 3.47659 + 9.64597i 0.134816 + 0.374055i
\(666\) −17.0093 7.87818i −0.659095 0.305273i
\(667\) −9.46219 9.46219i −0.366377 0.366377i
\(668\) −49.1971 4.04851i −1.90349 0.156642i
\(669\) 3.44852i 0.133328i
\(670\) 24.2408 + 28.9219i 0.936505 + 1.11735i
\(671\) 5.15484i 0.199000i
\(672\) 0.399120 + 2.10441i 0.0153964 + 0.0811794i
\(673\) −10.2300 10.2300i −0.394338 0.394338i 0.481892 0.876231i \(-0.339950\pi\)
−0.876231 + 0.481892i \(0.839950\pi\)
\(674\) 18.1700 39.2296i 0.699882 1.51107i
\(675\) −1.49003 + 15.8820i −0.0573513 + 0.611299i
\(676\) 1.29346 + 1.52544i 0.0497486 + 0.0586706i
\(677\) −19.5092 + 19.5092i −0.749800 + 0.749800i −0.974441 0.224642i \(-0.927879\pi\)
0.224642 + 0.974441i \(0.427879\pi\)
\(678\) 11.8355 4.34238i 0.454539 0.166768i
\(679\) −2.47848 −0.0951152
\(680\) 0.427547 2.49172i 0.0163957 0.0955530i
\(681\) 0.958877 0.0367443
\(682\) 35.0167 12.8474i 1.34086 0.491954i
\(683\) 28.7846 28.7846i 1.10141 1.10141i 0.107171 0.994241i \(-0.465821\pi\)
0.994241 0.107171i \(-0.0341791\pi\)
\(684\) 23.6029 + 27.8358i 0.902478 + 1.06433i
\(685\) 44.8244 16.1556i 1.71265 0.617273i
\(686\) −5.43189 + 11.7276i −0.207390 + 0.447763i
\(687\) 11.4922 + 11.4922i 0.438455 + 0.438455i
\(688\) 10.3438 + 14.4528i 0.394355 + 0.551006i
\(689\) 5.02314i 0.191366i
\(690\) 0.921443 10.4647i 0.0350787 0.398385i
\(691\) 22.8571i 0.869526i −0.900545 0.434763i \(-0.856832\pi\)
0.900545 0.434763i \(-0.143168\pi\)
\(692\) 13.3680 + 1.10007i 0.508173 + 0.0418184i
\(693\) 5.29035 + 5.29035i 0.200964 + 0.200964i
\(694\) −11.3392 5.25201i −0.430432 0.199363i
\(695\) 17.4077 + 8.18398i 0.660313 + 0.310436i
\(696\) −3.45844 + 0.955435i −0.131092 + 0.0362157i
\(697\) −0.885385 + 0.885385i −0.0335363 + 0.0335363i
\(698\) 1.89967 + 5.17771i 0.0719037 + 0.195979i
\(699\) 3.70130 0.139996
\(700\) 3.86388 + 5.53136i 0.146041 + 0.209066i
\(701\) 14.5556 0.549756 0.274878 0.961479i \(-0.411363\pi\)
0.274878 + 0.961479i \(0.411363\pi\)
\(702\) −1.55407 4.23574i −0.0586547 0.159868i
\(703\) 23.7222 23.7222i 0.894701 0.894701i
\(704\) −28.3521 + 16.9596i −1.06856 + 0.639188i
\(705\) −3.37739 1.58783i −0.127200 0.0598011i
\(706\) −26.6242 12.3315i −1.00201 0.464103i
\(707\) −5.96511 5.96511i −0.224341 0.224341i
\(708\) −1.02987 + 12.5149i −0.0387049 + 0.470338i
\(709\) 15.9737i 0.599907i 0.953954 + 0.299953i \(0.0969711\pi\)
−0.953954 + 0.299953i \(0.903029\pi\)
\(710\) 4.11309 46.7118i 0.154361 1.75306i
\(711\) 27.3697i 1.02644i
\(712\) 41.7091 + 23.6523i 1.56312 + 0.886406i
\(713\) 26.7335 + 26.7335i 1.00118 + 1.00118i
\(714\) 0.0899604 0.194227i 0.00336668 0.00726878i
\(715\) 8.68720 3.13103i 0.324883 0.117094i
\(716\) −17.7329 + 15.0363i −0.662709 + 0.561931i
\(717\) −1.55167 + 1.55167i −0.0579480 + 0.0579480i
\(718\) −32.6604 + 11.9829i −1.21888 + 0.447199i
\(719\) −2.30805 −0.0860756 −0.0430378 0.999073i \(-0.513704\pi\)
−0.0430378 + 0.999073i \(0.513704\pi\)
\(720\) 19.7712 + 13.6334i 0.736829 + 0.508088i
\(721\) −3.24774 −0.120952
\(722\) −36.0937 + 13.2426i −1.34327 + 0.492839i
\(723\) −1.63557 + 1.63557i −0.0608274 + 0.0608274i
\(724\) 10.1748 8.62755i 0.378144 0.320640i
\(725\) −8.70365 + 7.21060i −0.323245 + 0.267795i
\(726\) 2.01934 4.35981i 0.0749446 0.161808i
\(727\) 36.3079 + 36.3079i 1.34658 + 1.34658i 0.889342 + 0.457242i \(0.151163\pi\)
0.457242 + 0.889342i \(0.348837\pi\)
\(728\) −1.66007 0.941387i −0.0615263 0.0348901i
\(729\) 11.4506i 0.424096i
\(730\) 9.74018 + 11.6211i 0.360500 + 0.430116i
\(731\) 1.77610i 0.0656916i
\(732\) 0.114901 1.39626i 0.00424685 0.0516072i
\(733\) 24.2605 + 24.2605i 0.896084 + 0.896084i 0.995087 0.0990035i \(-0.0315655\pi\)
−0.0990035 + 0.995087i \(0.531566\pi\)
\(734\) −15.1543 7.01904i −0.559357 0.259078i
\(735\) −2.78463 7.72608i −0.102713 0.284981i
\(736\) −27.6765 18.8520i −1.02017 0.694893i
\(737\) −34.8474 + 34.8474i −1.28362 + 1.28362i
\(738\) −4.09701 11.1667i −0.150813 0.411053i
\(739\) 27.4036 1.00806 0.504030 0.863686i \(-0.331850\pi\)
0.504030 + 0.863686i \(0.331850\pi\)
\(740\) 10.9996 19.1412i 0.404355 0.703643i
\(741\) 3.81378 0.140103
\(742\) 1.65096 + 4.49981i 0.0606085 + 0.165193i
\(743\) 30.3545 30.3545i 1.11360 1.11360i 0.120937 0.992660i \(-0.461410\pi\)
0.992660 0.120937i \(-0.0385900\pi\)
\(744\) 9.77113 2.69939i 0.358227 0.0989645i
\(745\) −12.7222 + 27.0607i −0.466106 + 0.991429i
\(746\) 26.8110 + 12.4181i 0.981620 + 0.454658i
\(747\) 1.10696 + 1.10696i 0.0405017 + 0.0405017i
\(748\) 3.29040 + 0.270773i 0.120309 + 0.00990044i
\(749\) 3.74403i 0.136804i
\(750\) −8.72749 1.60050i −0.318683 0.0584420i
\(751\) 25.9682i 0.947594i −0.880634 0.473797i \(-0.842883\pi\)
0.880634 0.473797i \(-0.157117\pi\)
\(752\) −9.67405 + 6.92371i −0.352776 + 0.252482i
\(753\) −3.96881 3.96881i −0.144632 0.144632i
\(754\) 1.34356 2.90078i 0.0489295 0.105640i
\(755\) 12.5269 26.6454i 0.455902 0.969725i
\(756\) 2.78432 + 3.28367i 0.101265 + 0.119426i
\(757\) 24.9999 24.9999i 0.908636 0.908636i −0.0875264 0.996162i \(-0.527896\pi\)
0.996162 + 0.0875264i \(0.0278962\pi\)
\(758\) 17.7118 6.49838i 0.643323 0.236032i
\(759\) 13.7189 0.497965
\(760\) −35.0948 + 24.8150i −1.27302 + 0.900135i
\(761\) 5.38965 0.195375 0.0976873 0.995217i \(-0.468855\pi\)
0.0976873 + 0.995217i \(0.468855\pi\)
\(762\) −9.98510 + 3.66348i −0.361722 + 0.132714i
\(763\) −6.82562 + 6.82562i −0.247104 + 0.247104i
\(764\) 2.59959 + 3.06580i 0.0940498 + 0.110917i
\(765\) −0.813765 2.25783i −0.0294217 0.0816320i
\(766\) −19.9164 + 43.0002i −0.719610 + 1.55366i
\(767\) −7.91126 7.91126i −0.285659 0.285659i
\(768\) −8.05758 + 3.96177i −0.290753 + 0.142958i
\(769\) 6.24953i 0.225364i −0.993631 0.112682i \(-0.964056\pi\)
0.993631 0.112682i \(-0.0359441\pi\)
\(770\) −6.75306 + 5.66005i −0.243363 + 0.203974i
\(771\) 3.26127i 0.117452i
\(772\) −38.9899 3.20854i −1.40328 0.115478i
\(773\) 15.2768 + 15.2768i 0.549469 + 0.549469i 0.926287 0.376818i \(-0.122982\pi\)
−0.376818 + 0.926287i \(0.622982\pi\)
\(774\) 15.3097 + 7.09101i 0.550296 + 0.254881i
\(775\) 24.5904 20.3721i