Properties

Label 403.2.bl.b.16.7
Level 403
Weight 2
Character 403.16
Analytic conductor 3.218
Analytic rank 0
Dimension 280
CM No

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Newspace parameters

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

Newform invariants

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

Embedding invariants

Embedding label 16.7
Character \(\chi\) = 403.16
Dual form 403.2.bl.b.126.7

$q$-expansion

\(f(q)\) \(=\) \(q+(-1.58921 - 0.707561i) q^{2} +(0.119963 - 1.14138i) q^{3} +(0.686679 + 0.762634i) q^{4} -0.807451 q^{5} +(-0.998239 + 1.72900i) q^{6} +(0.398118 + 0.442154i) q^{7} +(0.523470 + 1.61107i) q^{8} +(1.64610 + 0.349889i) q^{9} +O(q^{10})\) \(q+(-1.58921 - 0.707561i) q^{2} +(0.119963 - 1.14138i) q^{3} +(0.686679 + 0.762634i) q^{4} -0.807451 q^{5} +(-0.998239 + 1.72900i) q^{6} +(0.398118 + 0.442154i) q^{7} +(0.523470 + 1.61107i) q^{8} +(1.64610 + 0.349889i) q^{9} +(1.28321 + 0.571321i) q^{10} +(4.46112 - 0.948240i) q^{11} +(0.952828 - 0.692270i) q^{12} +(0.623037 - 3.55131i) q^{13} +(-0.319840 - 0.984368i) q^{14} +(-0.0968645 + 0.921604i) q^{15} +(0.522570 - 4.97193i) q^{16} +(0.144258 + 0.0306631i) q^{17} +(-2.36842 - 1.72076i) q^{18} +(-0.223375 - 2.12527i) q^{19} +(-0.554459 - 0.615789i) q^{20} +(0.552424 - 0.401359i) q^{21} +(-7.76058 - 1.64956i) q^{22} +(-0.136417 + 0.151507i) q^{23} +(1.90164 - 0.404205i) q^{24} -4.34802 q^{25} +(-3.50291 + 5.20294i) q^{26} +(1.66077 - 5.11131i) q^{27} +(-0.0638231 + 0.607236i) q^{28} +(1.14618 + 0.510313i) q^{29} +(0.806029 - 1.39608i) q^{30} +(-2.75646 + 4.83755i) q^{31} +(-2.65443 + 4.59761i) q^{32} +(-0.547127 - 5.20556i) q^{33} +(-0.207561 - 0.150802i) q^{34} +(-0.321460 - 0.357018i) q^{35} +(0.863503 + 1.49563i) q^{36} +(0.460601 + 0.797785i) q^{37} +(-1.14877 + 3.53555i) q^{38} +(-3.97864 - 1.13715i) q^{39} +(-0.422676 - 1.30086i) q^{40} +(0.558896 + 0.248837i) q^{41} +(-1.16190 + 0.246970i) q^{42} +(-1.24772 - 11.8713i) q^{43} +(3.78651 + 2.75106i) q^{44} +(-1.32914 - 0.282518i) q^{45} +(0.323996 - 0.144252i) q^{46} +(4.59558 + 3.33888i) q^{47} +(-5.61214 - 1.19290i) q^{48} +(0.694696 - 6.60959i) q^{49} +(6.90991 + 3.07649i) q^{50} +(0.0523038 - 0.160974i) q^{51} +(3.13618 - 1.96346i) q^{52} +(-0.974979 - 3.00068i) q^{53} +(-6.25587 + 6.94785i) q^{54} +(-3.60213 + 0.765657i) q^{55} +(-0.503941 + 0.872851i) q^{56} -2.45253 q^{57} +(-1.46044 - 1.62199i) q^{58} +(0.769130 - 0.342439i) q^{59} +(-0.769361 + 0.558974i) q^{60} +(5.61070 - 9.71802i) q^{61} +(7.80345 - 5.73752i) q^{62} +(0.500635 + 0.867126i) q^{63} +(-0.617524 + 0.448657i) q^{64} +(-0.503072 + 2.86751i) q^{65} +(-2.81376 + 8.65985i) q^{66} +(-4.34113 - 7.51905i) q^{67} +(0.0756744 + 0.131072i) q^{68} +(0.156561 + 0.173878i) q^{69} +(0.258255 + 0.794828i) q^{70} +(9.50414 + 2.02017i) q^{71} +(0.297985 + 2.83514i) q^{72} +(-0.844951 + 2.60049i) q^{73} +(-0.167510 - 1.59375i) q^{74} +(-0.521604 + 4.96273i) q^{75} +(1.46742 - 1.62973i) q^{76} +(2.19532 + 1.59499i) q^{77} +(5.51828 + 4.62229i) q^{78} +(1.76714 + 5.43871i) q^{79} +(-0.421950 + 4.01458i) q^{80} +(-1.02256 - 0.455272i) q^{81} +(-0.712136 - 0.790907i) q^{82} +(-3.56898 + 2.59302i) q^{83} +(0.685428 + 0.145692i) q^{84} +(-0.116481 - 0.0247589i) q^{85} +(-6.41676 + 19.7487i) q^{86} +(0.719958 - 1.24700i) q^{87} +(3.86294 + 6.69081i) q^{88} +(16.3876 - 3.48329i) q^{89} +(1.91238 + 1.38943i) q^{90} +(1.81827 - 1.13836i) q^{91} -0.209219 q^{92} +(5.19079 + 3.72648i) q^{93} +(-4.94087 - 8.55784i) q^{94} +(0.180365 + 1.71605i) q^{95} +(4.92916 + 3.58125i) q^{96} +(6.27142 + 6.96512i) q^{97} +(-5.78071 + 10.0125i) q^{98} +7.67521 q^{99} +O(q^{100})\)
\(\operatorname{Tr}(f)(q)\) \(=\) \( 280q + q^{2} + 39q^{4} - 8q^{5} - 2q^{7} + 12q^{8} + 29q^{9} + O(q^{10}) \) \( 280q + q^{2} + 39q^{4} - 8q^{5} - 2q^{7} + 12q^{8} + 29q^{9} - 21q^{10} - q^{11} - 16q^{12} - 54q^{14} - 27q^{15} + 31q^{16} + 2q^{17} - 10q^{18} + 5q^{19} - 3q^{20} + 68q^{21} - 39q^{22} - 7q^{23} + 48q^{24} + 200q^{25} + 6q^{26} - 78q^{27} + 30q^{28} - 16q^{29} - 66q^{30} - 62q^{31} - 56q^{32} - 20q^{33} - 126q^{34} - 37q^{35} - 140q^{36} - 36q^{37} + 4q^{38} + 28q^{39} - 158q^{40} - 4q^{41} + 16q^{42} - 16q^{43} + 42q^{44} - 46q^{45} - 29q^{46} + 8q^{47} - 36q^{48} + 43q^{49} - 5q^{50} - 134q^{51} - q^{52} + 8q^{53} + 44q^{54} - 55q^{55} - 42q^{56} + 140q^{57} + 38q^{58} - 23q^{59} + 38q^{60} + 40q^{61} + 19q^{62} - 146q^{63} - 68q^{64} + 2q^{65} + 6q^{66} + 46q^{67} + 86q^{68} - 32q^{69} - 4q^{70} + 60q^{71} + 73q^{72} - 12q^{73} - 44q^{74} + 16q^{75} - 70q^{76} + 10q^{77} - 142q^{78} + 134q^{79} - 72q^{80} - 18q^{81} + 28q^{82} - 88q^{83} + 81q^{84} - 69q^{85} + 188q^{86} - 28q^{87} + 42q^{88} + 12q^{89} + 22q^{90} + 67q^{91} - 324q^{92} - 25q^{93} - 62q^{94} + 16q^{95} + 276q^{96} + 16q^{97} + 76q^{98} - 60q^{99} + O(q^{100}) \)

Character Values

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

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

Coefficient data

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

Display \(a_p\) with \(p\) up to: 50 250 1000 (See \(a_n\) instead) (See \(a_n\) instead) (See \(a_n\) instead) Display \(a_n\) with \(n\) up to: 50 250 1000 (See only \(a_p\)) (See only \(a_p\)) (See only \(a_p\))
Significant digits:
\(n\) \(a_n\) \(a_n / n^{(k-1)/2}\) \( \alpha_n \) \( \theta_n \)
\(p\) \(a_p\) \(a_p / p^{(k-1)/2}\) \( \alpha_p\) \( \theta_p \)
\(2\) −1.58921 0.707561i −1.12374 0.500321i −0.241161 0.970485i \(-0.577528\pi\)
−0.882579 + 0.470164i \(0.844195\pi\)
\(3\) 0.119963 1.14138i 0.0692609 0.658973i −0.903726 0.428112i \(-0.859179\pi\)
0.972987 0.230861i \(-0.0741544\pi\)
\(4\) 0.686679 + 0.762634i 0.343339 + 0.381317i
\(5\) −0.807451 −0.361103 −0.180551 0.983566i \(-0.557788\pi\)
−0.180551 + 0.983566i \(0.557788\pi\)
\(6\) −0.998239 + 1.72900i −0.407530 + 0.705862i
\(7\) 0.398118 + 0.442154i 0.150474 + 0.167119i 0.813669 0.581328i \(-0.197467\pi\)
−0.663195 + 0.748447i \(0.730800\pi\)
\(8\) 0.523470 + 1.61107i 0.185074 + 0.569601i
\(9\) 1.64610 + 0.349889i 0.548699 + 0.116630i
\(10\) 1.28321 + 0.571321i 0.405786 + 0.180667i
\(11\) 4.46112 0.948240i 1.34508 0.285905i 0.521569 0.853209i \(-0.325347\pi\)
0.823508 + 0.567304i \(0.192014\pi\)
\(12\) 0.952828 0.692270i 0.275058 0.199841i
\(13\) 0.623037 3.55131i 0.172799 0.984957i
\(14\) −0.319840 0.984368i −0.0854810 0.263083i
\(15\) −0.0968645 + 0.921604i −0.0250103 + 0.237957i
\(16\) 0.522570 4.97193i 0.130643 1.24298i
\(17\) 0.144258 + 0.0306631i 0.0349878 + 0.00743688i 0.225372 0.974273i \(-0.427640\pi\)
−0.190385 + 0.981710i \(0.560973\pi\)
\(18\) −2.36842 1.72076i −0.558243 0.405587i
\(19\) −0.223375 2.12527i −0.0512458 0.487571i −0.989803 0.142446i \(-0.954503\pi\)
0.938557 0.345125i \(-0.112163\pi\)
\(20\) −0.554459 0.615789i −0.123981 0.137695i
\(21\) 0.552424 0.401359i 0.120549 0.0875838i
\(22\) −7.76058 1.64956i −1.65456 0.351688i
\(23\) −0.136417 + 0.151507i −0.0284450 + 0.0315913i −0.757199 0.653184i \(-0.773433\pi\)
0.728754 + 0.684775i \(0.240100\pi\)
\(24\) 1.90164 0.404205i 0.388170 0.0825081i
\(25\) −4.34802 −0.869605
\(26\) −3.50291 + 5.20294i −0.686977 + 1.02038i
\(27\) 1.66077 5.11131i 0.319615 0.983673i
\(28\) −0.0638231 + 0.607236i −0.0120614 + 0.114757i
\(29\) 1.14618 + 0.510313i 0.212841 + 0.0947627i 0.510388 0.859944i \(-0.329502\pi\)
−0.297547 + 0.954707i \(0.596169\pi\)
\(30\) 0.806029 1.39608i 0.147160 0.254889i
\(31\) −2.75646 + 4.83755i −0.495075 + 0.868850i
\(32\) −2.65443 + 4.59761i −0.469242 + 0.812750i
\(33\) −0.547127 5.20556i −0.0952425 0.906172i
\(34\) −0.207561 0.150802i −0.0355963 0.0258623i
\(35\) −0.321460 0.357018i −0.0543367 0.0603470i
\(36\) 0.863503 + 1.49563i 0.143917 + 0.249272i
\(37\) 0.460601 + 0.797785i 0.0757224 + 0.131155i 0.901400 0.432987i \(-0.142540\pi\)
−0.825678 + 0.564142i \(0.809207\pi\)
\(38\) −1.14877 + 3.53555i −0.186355 + 0.573543i
\(39\) −3.97864 1.13715i −0.637092 0.182089i
\(40\) −0.422676 1.30086i −0.0668309 0.205684i
\(41\) 0.558896 + 0.248837i 0.0872850 + 0.0388618i 0.449915 0.893072i \(-0.351454\pi\)
−0.362630 + 0.931933i \(0.618121\pi\)
\(42\) −1.16190 + 0.246970i −0.179285 + 0.0381083i
\(43\) −1.24772 11.8713i −0.190275 1.81035i −0.507123 0.861874i \(-0.669291\pi\)
0.316847 0.948477i \(-0.397376\pi\)
\(44\) 3.78651 + 2.75106i 0.570839 + 0.414738i
\(45\) −1.32914 0.282518i −0.198137 0.0421153i
\(46\) 0.323996 0.144252i 0.0477705 0.0212688i
\(47\) 4.59558 + 3.33888i 0.670334 + 0.487026i 0.870137 0.492810i \(-0.164030\pi\)
−0.199803 + 0.979836i \(0.564030\pi\)
\(48\) −5.61214 1.19290i −0.810043 0.172180i
\(49\) 0.694696 6.60959i 0.0992423 0.944228i
\(50\) 6.90991 + 3.07649i 0.977210 + 0.435082i
\(51\) 0.0523038 0.160974i 0.00732399 0.0225409i
\(52\) 3.13618 1.96346i 0.434910 0.272283i
\(53\) −0.974979 3.00068i −0.133924 0.412175i 0.861497 0.507762i \(-0.169527\pi\)
−0.995421 + 0.0955874i \(0.969527\pi\)
\(54\) −6.25587 + 6.94785i −0.851316 + 0.945483i
\(55\) −3.60213 + 0.765657i −0.485711 + 0.103241i
\(56\) −0.503941 + 0.872851i −0.0673419 + 0.116640i
\(57\) −2.45253 −0.324846
\(58\) −1.46044 1.62199i −0.191766 0.212977i
\(59\) 0.769130 0.342439i 0.100132 0.0445817i −0.356059 0.934463i \(-0.615880\pi\)
0.456191 + 0.889882i \(0.349213\pi\)
\(60\) −0.769361 + 0.558974i −0.0993241 + 0.0721632i
\(61\) 5.61070 9.71802i 0.718377 1.24426i −0.243266 0.969960i \(-0.578219\pi\)
0.961643 0.274305i \(-0.0884479\pi\)
\(62\) 7.80345 5.73752i 0.991040 0.728665i
\(63\) 0.500635 + 0.867126i 0.0630741 + 0.109248i
\(64\) −0.617524 + 0.448657i −0.0771905 + 0.0560822i
\(65\) −0.503072 + 2.86751i −0.0623984 + 0.355671i
\(66\) −2.81376 + 8.65985i −0.346349 + 1.06595i
\(67\) −4.34113 7.51905i −0.530353 0.918598i −0.999373 0.0354107i \(-0.988726\pi\)
0.469020 0.883188i \(-0.344607\pi\)
\(68\) 0.0756744 + 0.131072i 0.00917687 + 0.0158948i
\(69\) 0.156561 + 0.173878i 0.0188477 + 0.0209325i
\(70\) 0.258255 + 0.794828i 0.0308674 + 0.0950002i
\(71\) 9.50414 + 2.02017i 1.12793 + 0.239750i 0.733841 0.679321i \(-0.237726\pi\)
0.394092 + 0.919071i \(0.371059\pi\)
\(72\) 0.297985 + 2.83514i 0.0351179 + 0.334124i
\(73\) −0.844951 + 2.60049i −0.0988940 + 0.304364i −0.988249 0.152853i \(-0.951154\pi\)
0.889355 + 0.457217i \(0.151154\pi\)
\(74\) −0.167510 1.59375i −0.0194726 0.185270i
\(75\) −0.521604 + 4.96273i −0.0602296 + 0.573046i
\(76\) 1.46742 1.62973i 0.168325 0.186943i
\(77\) 2.19532 + 1.59499i 0.250180 + 0.181766i
\(78\) 5.51828 + 4.62229i 0.624823 + 0.523372i
\(79\) 1.76714 + 5.43871i 0.198819 + 0.611902i 0.999911 + 0.0133606i \(0.00425295\pi\)
−0.801092 + 0.598542i \(0.795747\pi\)
\(80\) −0.421950 + 4.01458i −0.0471754 + 0.448844i
\(81\) −1.02256 0.455272i −0.113617 0.0505858i
\(82\) −0.712136 0.790907i −0.0786422 0.0873410i
\(83\) −3.56898 + 2.59302i −0.391747 + 0.284621i −0.766171 0.642637i \(-0.777840\pi\)
0.374424 + 0.927258i \(0.377840\pi\)
\(84\) 0.685428 + 0.145692i 0.0747863 + 0.0158963i
\(85\) −0.116481 0.0247589i −0.0126342 0.00268548i
\(86\) −6.41676 + 19.7487i −0.691937 + 2.12956i
\(87\) 0.719958 1.24700i 0.0771876 0.133693i
\(88\) 3.86294 + 6.69081i 0.411791 + 0.713243i
\(89\) 16.3876 3.48329i 1.73708 0.369228i 0.772913 0.634512i \(-0.218799\pi\)
0.964170 + 0.265284i \(0.0854656\pi\)
\(90\) 1.91238 + 1.38943i 0.201583 + 0.146459i
\(91\) 1.81827 1.13836i 0.190607 0.119333i
\(92\) −0.209219 −0.0218126
\(93\) 5.19079 + 3.72648i 0.538260 + 0.386418i
\(94\) −4.94087 8.55784i −0.509612 0.882673i
\(95\) 0.180365 + 1.71605i 0.0185050 + 0.176063i
\(96\) 4.92916 + 3.58125i 0.503081 + 0.365509i
\(97\) 6.27142 + 6.96512i 0.636766 + 0.707201i 0.972012 0.234930i \(-0.0754861\pi\)
−0.335246 + 0.942131i \(0.608819\pi\)
\(98\) −5.78071 + 10.0125i −0.583940 + 1.01141i
\(99\) 7.67521 0.771388
\(100\) −2.98570 3.31595i −0.298570 0.331595i
\(101\) 0.808625 0.898069i 0.0804612 0.0893612i −0.701570 0.712601i \(-0.747517\pi\)
0.782031 + 0.623240i \(0.214184\pi\)
\(102\) −0.197021 + 0.218814i −0.0195080 + 0.0216658i
\(103\) −5.31493 + 3.86152i −0.523695 + 0.380487i −0.817994 0.575227i \(-0.804914\pi\)
0.294299 + 0.955713i \(0.404914\pi\)
\(104\) 6.04757 0.855246i 0.593013 0.0838637i
\(105\) −0.446055 + 0.324078i −0.0435305 + 0.0316267i
\(106\) −0.573717 + 5.45856i −0.0557244 + 0.530182i
\(107\) −12.3173 + 13.6798i −1.19076 + 1.32248i −0.256223 + 0.966618i \(0.582478\pi\)
−0.934540 + 0.355859i \(0.884188\pi\)
\(108\) 5.03848 2.24327i 0.484828 0.215859i
\(109\) 5.35931 + 3.89377i 0.513329 + 0.372955i 0.814085 0.580746i \(-0.197239\pi\)
−0.300756 + 0.953701i \(0.597239\pi\)
\(110\) 6.26629 + 1.33194i 0.597467 + 0.126996i
\(111\) 0.965827 0.430014i 0.0916722 0.0408151i
\(112\) 2.40640 1.74835i 0.227384 0.165204i
\(113\) −11.3824 12.6415i −1.07077 1.18921i −0.981153 0.193232i \(-0.938103\pi\)
−0.0896152 0.995976i \(-0.528564\pi\)
\(114\) 3.89758 + 1.73532i 0.365042 + 0.162527i
\(115\) 0.110150 0.122334i 0.0102716 0.0114077i
\(116\) 0.397877 + 1.22454i 0.0369419 + 0.113696i
\(117\) 2.26814 5.62781i 0.209690 0.520291i
\(118\) −1.46460 −0.134828
\(119\) 0.0438740 + 0.0759919i 0.00402192 + 0.00696617i
\(120\) −1.53548 + 0.326376i −0.140169 + 0.0297939i
\(121\) 8.95341 3.98631i 0.813946 0.362392i
\(122\) −15.7927 + 11.4740i −1.42980 + 1.03881i
\(123\) 0.351063 0.608059i 0.0316543 0.0548268i
\(124\) −5.58209 + 1.21968i −0.501286 + 0.109530i
\(125\) 7.54807 0.675120
\(126\) −0.182069 1.73227i −0.0162200 0.154323i
\(127\) −0.838647 + 7.97919i −0.0744179 + 0.708039i 0.892169 + 0.451701i \(0.149183\pi\)
−0.966587 + 0.256338i \(0.917484\pi\)
\(128\) 11.6845 2.48362i 1.03278 0.219523i
\(129\) −13.6992 −1.20615
\(130\) 2.82842 4.20112i 0.248069 0.368462i
\(131\) −4.93572 + 15.1906i −0.431236 + 1.32721i 0.465659 + 0.884964i \(0.345817\pi\)
−0.896895 + 0.442243i \(0.854183\pi\)
\(132\) 3.59424 3.99181i 0.312838 0.347442i
\(133\) 0.850770 0.944875i 0.0737711 0.0819311i
\(134\) 1.57877 + 15.0209i 0.136385 + 1.29761i
\(135\) −1.34099 + 4.12713i −0.115414 + 0.355207i
\(136\) 0.0261144 + 0.248462i 0.00223929 + 0.0213054i
\(137\) −12.0314 + 5.35672i −1.02791 + 0.457656i −0.850218 0.526430i \(-0.823530\pi\)
−0.177693 + 0.984086i \(0.556863\pi\)
\(138\) −0.125778 0.387106i −0.0107070 0.0329526i
\(139\) 10.1340 4.51193i 0.859550 0.382697i 0.0708595 0.997486i \(-0.477426\pi\)
0.788691 + 0.614790i \(0.210759\pi\)
\(140\) 0.0515340 0.490313i 0.00435542 0.0414390i
\(141\) 4.36222 4.84474i 0.367365 0.408000i
\(142\) −13.6747 9.93522i −1.14755 0.833745i
\(143\) −0.588054 16.4336i −0.0491756 1.37425i
\(144\) 2.59982 8.00143i 0.216652 0.666786i
\(145\) −0.925485 0.412052i −0.0768573 0.0342191i
\(146\) 3.18281 3.53487i 0.263411 0.292548i
\(147\) −7.46069 1.58582i −0.615347 0.130796i
\(148\) −0.292133 + 0.899092i −0.0240132 + 0.0739049i
\(149\) −7.73724 + 13.4013i −0.633859 + 1.09788i 0.352896 + 0.935662i \(0.385197\pi\)
−0.986756 + 0.162214i \(0.948137\pi\)
\(150\) 4.34037 7.51774i 0.354390 0.613821i
\(151\) −1.03939 + 3.19891i −0.0845842 + 0.260323i −0.984400 0.175948i \(-0.943701\pi\)
0.899815 + 0.436271i \(0.143701\pi\)
\(152\) 3.30704 1.47239i 0.268237 0.119427i
\(153\) 0.226735 + 0.100949i 0.0183304 + 0.00816122i
\(154\) −2.36026 4.08809i −0.190195 0.329428i
\(155\) 2.22571 3.90609i 0.178773 0.313744i
\(156\) −1.86482 3.81510i −0.149305 0.305452i
\(157\) 0.0386908 0.0281105i 0.00308787 0.00224347i −0.586240 0.810137i \(-0.699393\pi\)
0.589328 + 0.807894i \(0.299393\pi\)
\(158\) 1.03986 9.89360i 0.0827268 0.787093i
\(159\) −3.54186 + 0.752845i −0.280888 + 0.0597045i
\(160\) 2.14332 3.71234i 0.169444 0.293486i
\(161\) −0.121299 −0.00955974
\(162\) 1.30292 + 1.44704i 0.102367 + 0.113690i
\(163\) −20.9787 4.45915i −1.64318 0.349268i −0.708760 0.705450i \(-0.750745\pi\)
−0.934417 + 0.356182i \(0.884078\pi\)
\(164\) 0.194011 + 0.597104i 0.0151497 + 0.0466260i
\(165\) 0.441778 + 4.20323i 0.0343923 + 0.327221i
\(166\) 7.50657 1.59557i 0.582623 0.123840i
\(167\) 7.26615 + 3.23510i 0.562272 + 0.250340i 0.668134 0.744041i \(-0.267093\pi\)
−0.105862 + 0.994381i \(0.533760\pi\)
\(168\) 0.935796 + 0.679896i 0.0721982 + 0.0524551i
\(169\) −12.2236 4.42520i −0.940281 0.340400i
\(170\) 0.167595 + 0.121765i 0.0128539 + 0.00933893i
\(171\) 0.375912 3.57656i 0.0287467 0.273507i
\(172\) 8.19665 9.10330i 0.624988 0.694120i
\(173\) 13.7248 6.11068i 1.04348 0.464587i 0.187861 0.982196i \(-0.439844\pi\)
0.855617 + 0.517609i \(0.173178\pi\)
\(174\) −2.02650 + 1.47234i −0.153628 + 0.111617i
\(175\) −1.73102 1.92250i −0.130853 0.145327i
\(176\) −2.38333 22.6759i −0.179650 1.70926i
\(177\) −0.298584 0.918946i −0.0224429 0.0690722i
\(178\) −28.5080 6.05956i −2.13676 0.454183i
\(179\) −6.61098 + 1.40521i −0.494128 + 0.105030i −0.448234 0.893916i \(-0.647947\pi\)
−0.0458937 + 0.998946i \(0.514614\pi\)
\(180\) −0.697236 1.20765i −0.0519689 0.0900128i
\(181\) 22.3718 1.66288 0.831440 0.555615i \(-0.187517\pi\)
0.831440 + 0.555615i \(0.187517\pi\)
\(182\) −3.69507 + 0.522556i −0.273897 + 0.0387344i
\(183\) −10.4188 7.56972i −0.770182 0.559570i
\(184\) −0.315499 0.140469i −0.0232589 0.0103555i
\(185\) −0.371913 0.644172i −0.0273436 0.0473604i
\(186\) −5.61253 9.59496i −0.411531 0.703537i
\(187\) 0.672629 0.0491875
\(188\) 0.609341 + 5.79749i 0.0444407 + 0.422825i
\(189\) 2.92117 1.30059i 0.212484 0.0946039i
\(190\) 0.927576 2.85479i 0.0672934 0.207108i
\(191\) −6.61265 + 11.4534i −0.478474 + 0.828742i −0.999695 0.0246798i \(-0.992143\pi\)
0.521221 + 0.853422i \(0.325477\pi\)
\(192\) 0.438006 + 0.758649i 0.0316104 + 0.0547508i
\(193\) 7.53154 1.60088i 0.542132 0.115234i 0.0712973 0.997455i \(-0.477286\pi\)
0.470835 + 0.882221i \(0.343953\pi\)
\(194\) −5.03835 15.5064i −0.361732 1.11330i
\(195\) 3.21255 + 0.918190i 0.230056 + 0.0657529i
\(196\) 5.51774 4.00887i 0.394124 0.286348i
\(197\) 3.02397 0.642764i 0.215449 0.0457950i −0.0989227 0.995095i \(-0.531540\pi\)
0.314371 + 0.949300i \(0.398206\pi\)
\(198\) −12.1975 5.43068i −0.866839 0.385942i
\(199\) −4.36110 + 1.94169i −0.309150 + 0.137643i −0.555447 0.831552i \(-0.687453\pi\)
0.246297 + 0.969194i \(0.420786\pi\)
\(200\) −2.27606 7.00499i −0.160942 0.495327i
\(201\) −9.10283 + 4.05284i −0.642064 + 0.285865i
\(202\) −1.92051 + 0.855067i −0.135127 + 0.0601623i
\(203\) 0.230678 + 0.709954i 0.0161904 + 0.0498290i
\(204\) 0.158680 0.0706491i 0.0111099 0.00494643i
\(205\) −0.451281 0.200923i −0.0315188 0.0140331i
\(206\) 11.1788 2.37612i 0.778863 0.165552i
\(207\) −0.277566 + 0.201664i −0.0192922 + 0.0140166i
\(208\) −17.3313 4.95351i −1.20171 0.343464i
\(209\) −3.01177 9.26928i −0.208329 0.641170i
\(210\) 0.938178 0.199416i 0.0647405 0.0137610i
\(211\) 7.49767 + 12.9863i 0.516161 + 0.894017i 0.999824 + 0.0187624i \(0.00597261\pi\)
−0.483663 + 0.875254i \(0.660694\pi\)
\(212\) 1.61892 2.80405i 0.111188 0.192583i
\(213\) 3.44592 10.6054i 0.236110 0.726673i
\(214\) 29.2541 13.0248i 1.99977 0.890355i
\(215\) 1.00747 + 9.58546i 0.0687090 + 0.653723i
\(216\) 9.10407 0.619453
\(217\) −3.23634 + 0.707134i −0.219697 + 0.0480034i
\(218\) −5.76198 9.98005i −0.390251 0.675934i
\(219\) 2.86677 + 1.27637i 0.193719 + 0.0862490i
\(220\) −3.05742 2.22135i −0.206131 0.149763i
\(221\) 0.198772 0.493202i 0.0133709 0.0331764i
\(222\) −1.83916 −0.123436
\(223\) −8.56954 14.8429i −0.573859 0.993953i −0.996165 0.0874992i \(-0.972112\pi\)
0.422306 0.906453i \(-0.361221\pi\)
\(224\) −3.08963 + 0.656721i −0.206435 + 0.0438790i
\(225\) −7.15727 1.52132i −0.477151 0.101422i
\(226\) 9.14443 + 28.1437i 0.608279 + 1.87209i
\(227\) 1.50156 + 14.2864i 0.0996623 + 0.948223i 0.924069 + 0.382226i \(0.124842\pi\)
−0.824407 + 0.565998i \(0.808491\pi\)
\(228\) −1.68410 1.87038i −0.111532 0.123869i
\(229\) −6.70630 + 4.87241i −0.443165 + 0.321978i −0.786891 0.617092i \(-0.788311\pi\)
0.343726 + 0.939070i \(0.388311\pi\)
\(230\) −0.261610 + 0.116476i −0.0172501 + 0.00768023i
\(231\) 2.08384 2.31434i 0.137107 0.152272i
\(232\) −0.222161 + 2.11372i −0.0145856 + 0.138772i
\(233\) 3.46919 + 2.52051i 0.227274 + 0.165124i 0.695595 0.718434i \(-0.255141\pi\)
−0.468321 + 0.883559i \(0.655141\pi\)
\(234\) −7.58657 + 7.33891i −0.495950 + 0.479760i
\(235\) −3.71070 2.69598i −0.242060 0.175867i
\(236\) 0.789301 + 0.351419i 0.0513791 + 0.0228755i
\(237\) 6.41960 1.36453i 0.416998 0.0886356i
\(238\) −0.0159559 0.151811i −0.00103427 0.00984042i
\(239\) −5.81488 17.8964i −0.376133 1.15762i −0.942711 0.333611i \(-0.891733\pi\)
0.566578 0.824008i \(-0.308267\pi\)
\(240\) 4.53153 + 0.963206i 0.292509 + 0.0621747i
\(241\) 16.3303 + 18.1367i 1.05193 + 1.16829i 0.985357 + 0.170505i \(0.0545397\pi\)
0.0665726 + 0.997782i \(0.478794\pi\)
\(242\) −17.0494 −1.09598
\(243\) 7.41923 12.8505i 0.475944 0.824358i
\(244\) 11.2640 2.39425i 0.721106 0.153276i
\(245\) −0.560933 + 5.33692i −0.0358367 + 0.340963i
\(246\) −0.988151 + 0.717934i −0.0630022 + 0.0457738i
\(247\) −7.68669 0.530849i −0.489092 0.0337771i
\(248\) −9.23658 1.90855i −0.586523 0.121193i
\(249\) 2.53146 + 4.38461i 0.160425 + 0.277864i
\(250\) −11.9954 5.34072i −0.758659 0.337777i
\(251\) 4.85530 2.16172i 0.306464 0.136446i −0.247742 0.968826i \(-0.579689\pi\)
0.554206 + 0.832380i \(0.313022\pi\)
\(252\) −0.317524 + 0.977238i −0.0200021 + 0.0615602i
\(253\) −0.464909 + 0.805245i −0.0292286 + 0.0506253i
\(254\) 6.97855 12.0872i 0.437873 0.758418i
\(255\) −0.0422327 + 0.129979i −0.00264471 + 0.00813959i
\(256\) −18.8332 4.00312i −1.17708 0.250195i
\(257\) 20.7579 23.0540i 1.29484 1.43807i 0.459660 0.888095i \(-0.347971\pi\)
0.835182 0.549973i \(-0.185362\pi\)
\(258\) 21.7709 + 9.69305i 1.35540 + 0.603463i
\(259\) −0.169371 + 0.521269i −0.0105242 + 0.0323901i
\(260\) −2.53231 + 1.58540i −0.157047 + 0.0983222i
\(261\) 1.70817 + 1.24106i 0.105733 + 0.0768197i
\(262\) 18.5922 20.6487i 1.14863 1.27568i
\(263\) −2.61590 + 24.8886i −0.161303 + 1.53470i 0.552000 + 0.833844i \(0.313865\pi\)
−0.713303 + 0.700855i \(0.752802\pi\)
\(264\) 8.10014 3.60641i 0.498529 0.221959i
\(265\) 0.787247 + 2.42290i 0.0483602 + 0.148837i
\(266\) −2.02061 + 0.899632i −0.123891 + 0.0551600i
\(267\) −2.00983 19.1223i −0.123000 1.17026i
\(268\) 2.75333 8.47386i 0.168186 0.517624i
\(269\) 0.618142 + 5.88123i 0.0376888 + 0.358585i 0.997071 + 0.0764767i \(0.0243671\pi\)
−0.959383 + 0.282108i \(0.908966\pi\)
\(270\) 5.05131 5.61004i 0.307413 0.341416i
\(271\) −11.1431 + 12.3757i −0.676897 + 0.751770i −0.979521 0.201340i \(-0.935470\pi\)
0.302625 + 0.953110i \(0.402137\pi\)
\(272\) 0.227840 0.701218i 0.0138148 0.0425176i
\(273\) −1.08117 2.21189i −0.0654355 0.133870i
\(274\) 22.9106 1.38408
\(275\) −19.3970 + 4.12297i −1.16969 + 0.248624i
\(276\) −0.0250986 + 0.238797i −0.00151076 + 0.0143739i
\(277\) 2.44659 + 23.2778i 0.147001 + 1.39862i 0.780633 + 0.624990i \(0.214897\pi\)
−0.633632 + 0.773635i \(0.718436\pi\)
\(278\) −19.2974 −1.15738
\(279\) −6.23001 + 6.99863i −0.372981 + 0.418997i
\(280\) 0.406907 0.704784i 0.0243174 0.0421189i
\(281\) −18.4709 + 13.4199i −1.10188 + 0.800562i −0.981366 0.192150i \(-0.938454\pi\)
−0.120513 + 0.992712i \(0.538454\pi\)
\(282\) −10.3604 + 4.61276i −0.616954 + 0.274686i
\(283\) −6.26790 + 1.33228i −0.372588 + 0.0791960i −0.390400 0.920645i \(-0.627663\pi\)
0.0178121 + 0.999841i \(0.494330\pi\)
\(284\) 4.98564 + 8.63539i 0.295843 + 0.512416i
\(285\) 1.98030 0.117303
\(286\) −10.6932 + 26.5325i −0.632305 + 1.56890i
\(287\) 0.112482 + 0.346185i 0.00663962 + 0.0204346i
\(288\) −5.97810 + 6.63936i −0.352263 + 0.391228i
\(289\) −15.5104 6.90568i −0.912377 0.406216i
\(290\) 1.17924 + 1.30967i 0.0692471 + 0.0769067i
\(291\) 8.70215 6.32248i 0.510129 0.370631i
\(292\) −2.56343 + 1.14131i −0.150014 + 0.0667903i
\(293\) 11.8191 + 2.51223i 0.690479 + 0.146766i 0.539770 0.841812i \(-0.318511\pi\)
0.150709 + 0.988578i \(0.451844\pi\)
\(294\) 10.7345 + 7.79909i 0.626050 + 0.454852i
\(295\) −0.621035 + 0.276502i −0.0361580 + 0.0160986i
\(296\) −1.04418 + 1.15968i −0.0606917 + 0.0674049i
\(297\) 2.56212 24.3770i 0.148670 1.41450i
\(298\) 21.7783 15.8229i 1.26158 0.916594i
\(299\) 0.453055 + 0.578855i 0.0262008 + 0.0334760i
\(300\) −4.14292 + 3.01001i −0.239191 + 0.173783i
\(301\) 4.75219 5.27784i 0.273912 0.304210i
\(302\) 3.91523 4.34830i 0.225296 0.250217i
\(303\) −0.928028 1.03068i −0.0533138 0.0592110i
\(304\) −10.6834 −0.612737
\(305\) −4.53036 + 7.84682i −0.259408 + 0.449308i
\(306\) −0.288901 0.320857i −0.0165154 0.0183422i
\(307\) 1.05088 + 0.763512i 0.0599771 + 0.0435759i 0.617370 0.786673i \(-0.288198\pi\)
−0.557393 + 0.830249i \(0.688198\pi\)
\(308\) 0.291083 + 2.76947i 0.0165860 + 0.157805i
\(309\) 3.76985 + 6.52957i 0.214459 + 0.371454i
\(310\) −6.30090 + 4.63276i −0.357867 + 0.263123i
\(311\) −5.26260 −0.298415 −0.149207 0.988806i \(-0.547672\pi\)
−0.149207 + 0.988806i \(0.547672\pi\)
\(312\) −0.250669 7.00514i −0.0141914 0.396588i
\(313\) 9.95647 + 7.23380i 0.562773 + 0.408878i 0.832473 0.554066i \(-0.186925\pi\)
−0.269700 + 0.962944i \(0.586925\pi\)
\(314\) −0.0813777 + 0.0172974i −0.00459241 + 0.000976147i
\(315\) −0.404238 0.700161i −0.0227762 0.0394496i
\(316\) −2.93428 + 5.08233i −0.165066 + 0.285903i
\(317\) −5.59445 + 17.2179i −0.314215 + 0.967055i 0.661861 + 0.749627i \(0.269767\pi\)
−0.976076 + 0.217429i \(0.930233\pi\)
\(318\) 6.16144 + 1.30965i 0.345516 + 0.0734417i
\(319\) 5.59715 + 1.18971i 0.313380 + 0.0666110i
\(320\) 0.498620 0.362269i 0.0278737 0.0202514i
\(321\) 14.1362 + 15.6998i 0.789003 + 0.876277i
\(322\) 0.192770 + 0.0858268i 0.0107427 + 0.00478294i
\(323\) 0.0329436 0.313438i 0.00183303 0.0174402i
\(324\) −0.354963 1.09246i −0.0197201 0.0606924i
\(325\) −2.70898 + 15.4412i −0.150267 + 0.856523i
\(326\) 30.1844 + 21.9302i 1.67176 + 1.21460i
\(327\) 5.08717 5.64988i 0.281321 0.312439i
\(328\) −0.108329 + 1.03068i −0.00598147 + 0.0569099i
\(329\) 0.353279 + 3.36122i 0.0194769 + 0.185310i
\(330\) 2.27197 6.99240i 0.125068 0.384919i
\(331\) 1.76546 + 16.7972i 0.0970384 + 0.923259i 0.929412 + 0.369044i \(0.120315\pi\)
−0.832374 + 0.554215i \(0.813019\pi\)
\(332\) −4.42827 0.941257i −0.243033 0.0516582i
\(333\) 0.479058 + 1.47439i 0.0262522 + 0.0807961i
\(334\) −9.25840 10.2825i −0.506597 0.562633i
\(335\) 3.50524 + 6.07126i 0.191512 + 0.331708i
\(336\) −1.70685 2.95635i −0.0931162 0.161282i
\(337\) 5.82027 17.9130i 0.317050 0.975781i −0.657852 0.753147i \(-0.728535\pi\)
0.974902 0.222633i \(-0.0714653\pi\)
\(338\) 16.2948 + 15.6815i 0.886322 + 0.852963i
\(339\) −15.7941 + 11.4751i −0.857819 + 0.623242i
\(340\) −0.0611034 0.105834i −0.00331380 0.00573966i
\(341\) −7.70973 + 24.1947i −0.417505 + 1.31022i
\(342\) −3.12804 + 5.41792i −0.169145 + 0.292968i
\(343\) 6.56846 4.77227i 0.354663 0.257678i
\(344\) 18.4723 8.22441i 0.995961 0.443431i
\(345\) −0.126415 0.140398i −0.00680596 0.00755879i
\(346\) −26.1353 −1.40504
\(347\) 2.09423 3.62731i 0.112424 0.194724i −0.804323 0.594192i \(-0.797472\pi\)
0.916747 + 0.399468i \(0.130805\pi\)
\(348\) 1.44539 0.307227i 0.0774809 0.0164691i
\(349\) 12.7675 14.1797i 0.683426 0.759022i −0.297220 0.954809i \(-0.596060\pi\)
0.980646 + 0.195787i \(0.0627262\pi\)
\(350\) 1.39067 + 4.28005i 0.0743347 + 0.228779i
\(351\) −17.1172 9.08244i −0.913646 0.484785i
\(352\) −7.48209 + 23.0275i −0.398797 + 1.22737i
\(353\) −16.3132 7.26310i −0.868263 0.386576i −0.0762564 0.997088i \(-0.524297\pi\)
−0.792006 + 0.610513i \(0.790963\pi\)
\(354\) −0.175699 + 1.67166i −0.00933829 + 0.0888479i
\(355\) −7.67412 1.63118i −0.407300 0.0865743i
\(356\) 13.9095 + 10.1058i 0.737202 + 0.535609i
\(357\) 0.0919986 0.0409604i 0.00486908 0.00216785i
\(358\) 11.5005 + 2.44451i 0.607820 + 0.129196i
\(359\) 7.04152 + 5.11597i 0.371637 + 0.270010i 0.757890 0.652383i \(-0.226231\pi\)
−0.386252 + 0.922393i \(0.626231\pi\)
\(360\) −0.240608 2.28923i −0.0126812 0.120653i
\(361\) 14.1179 3.00085i 0.743048 0.157940i
\(362\) −35.5534 15.8294i −1.86864 0.831974i
\(363\) −3.47580 10.6974i −0.182432 0.561468i
\(364\) 2.11672 + 0.604986i 0.110946 + 0.0317099i
\(365\) 0.682256 2.09977i 0.0357109 0.109907i
\(366\) 11.2016 + 19.4018i 0.585519 + 1.01415i
\(367\) 14.6364 + 25.3510i 0.764014 + 1.32331i 0.940766 + 0.339056i \(0.110108\pi\)
−0.176752 + 0.984255i \(0.556559\pi\)
\(368\) 0.681992 + 0.757429i 0.0355513 + 0.0394837i
\(369\) 0.832932 + 0.605161i 0.0433607 + 0.0315034i
\(370\) 0.135256 + 1.28687i 0.00703162 + 0.0669014i
\(371\) 0.938606 1.62571i 0.0487300 0.0844028i
\(372\) 0.722461 + 6.51757i 0.0374579 + 0.337920i
\(373\) 5.39321 9.34132i 0.279250 0.483675i −0.691949 0.721947i \(-0.743248\pi\)
0.971199 + 0.238272i \(0.0765808\pi\)
\(374\) −1.06895 0.475926i −0.0552740 0.0246096i
\(375\) 0.905491 8.61518i 0.0467594 0.444886i
\(376\) −2.97354 + 9.15162i −0.153349 + 0.471959i
\(377\) 2.52639 3.75251i 0.130116 0.193264i
\(378\) −5.56259 −0.286109
\(379\) 1.01035 0.214756i 0.0518980 0.0110313i −0.181890 0.983319i \(-0.558221\pi\)
0.233788 + 0.972288i \(0.424888\pi\)
\(380\) −1.18487 + 1.31593i −0.0607825 + 0.0675058i
\(381\) 9.00664 + 1.91442i 0.461424 + 0.0980788i
\(382\) 18.6129 13.5231i 0.952318 0.691899i
\(383\) −12.9042 14.3315i −0.659371 0.732306i 0.316995 0.948427i \(-0.397326\pi\)
−0.976367 + 0.216121i \(0.930659\pi\)
\(384\) −1.43303 13.6344i −0.0731290 0.695776i
\(385\) −1.77261 1.28788i −0.0903406 0.0656363i
\(386\) −13.1019 2.78490i −0.666869 0.141747i
\(387\) 2.09975 19.9778i 0.106736 1.01553i
\(388\) −1.00538 + 9.56560i −0.0510407 + 0.485620i
\(389\) 1.61964 + 4.98473i 0.0821188 + 0.252736i 0.983683 0.179909i \(-0.0575804\pi\)
−0.901564 + 0.432645i \(0.857580\pi\)
\(390\) −4.45574 3.73227i −0.225625 0.188991i
\(391\) −0.0243250 + 0.0176731i −0.00123017 + 0.000893769i
\(392\) 11.0122 2.34071i 0.556200 0.118224i
\(393\) 16.7460 + 7.45582i 0.844726 + 0.376096i
\(394\) −5.26051 1.11816i −0.265020 0.0563318i
\(395\) −1.42688 4.39149i −0.0717942 0.220960i
\(396\) 5.27040 + 5.85338i 0.264848 + 0.294143i
\(397\) −9.40625 + 16.2921i −0.472086 + 0.817677i −0.999490 0.0319378i \(-0.989832\pi\)
0.527404 + 0.849615i \(0.323166\pi\)
\(398\) 8.30456 0.416270
\(399\) −0.976396 1.08440i −0.0488809 0.0542878i
\(400\) −2.27215 + 21.6180i −0.113607 + 1.08090i
\(401\) −23.7454 10.5721i −1.18579 0.527946i −0.283454 0.958986i \(-0.591480\pi\)
−0.902333 + 0.431040i \(0.858147\pi\)
\(402\) 17.3339 0.864538
\(403\) 15.4623 + 12.8030i 0.770232 + 0.637764i
\(404\) 1.24016 0.0617004
\(405\) 0.825664 + 0.367609i 0.0410276 + 0.0182667i
\(406\) 0.135740 1.29148i 0.00673668 0.0640952i
\(407\) 2.81129 + 3.12225i 0.139350 + 0.154764i
\(408\) 0.286721 0.0141948
\(409\) 2.66483 4.61562i 0.131767 0.228228i −0.792591 0.609754i \(-0.791268\pi\)
0.924358 + 0.381526i \(0.124601\pi\)
\(410\) 0.575014 + 0.638618i 0.0283979 + 0.0315391i
\(411\) 4.67070 + 14.3749i 0.230389 + 0.709064i
\(412\) −6.59457 1.40172i −0.324891 0.0690578i
\(413\) 0.457615 + 0.203743i 0.0225178 + 0.0100256i
\(414\) 0.583800 0.124091i 0.0286922 0.00609872i
\(415\) 2.88178 2.09373i 0.141461 0.102777i
\(416\) 14.6737 + 12.2912i 0.719439 + 0.602626i
\(417\) −3.93410 12.1079i −0.192654 0.592927i
\(418\) −1.77225 + 16.8618i −0.0866836 + 0.824739i
\(419\) 1.44754 13.7725i 0.0707172 0.672829i −0.900536 0.434781i \(-0.856826\pi\)
0.971253 0.238048i \(-0.0765075\pi\)
\(420\) −0.553449 0.117639i −0.0270055 0.00574021i
\(421\) 23.3285 + 16.9492i 1.13696 + 0.826052i 0.986693 0.162593i \(-0.0519858\pi\)
0.150270 + 0.988645i \(0.451986\pi\)
\(422\) −2.72673 25.9431i −0.132735 1.26289i
\(423\) 6.39653 + 7.10407i 0.311010 + 0.345412i
\(424\) 4.32394 3.14153i 0.209989 0.152566i
\(425\) −0.627239 0.133324i −0.0304255 0.00646715i
\(426\) −12.9803 + 14.4161i −0.628896 + 0.698460i
\(427\) 6.53058 1.38812i 0.316037 0.0671758i
\(428\) −18.8907 −0.913119
\(429\) −18.8275 1.30024i −0.908998 0.0627762i
\(430\) 5.18121 15.9461i 0.249860 0.768991i
\(431\) −1.52963 + 14.5534i −0.0736795 + 0.701014i 0.893869 + 0.448328i \(0.147980\pi\)
−0.967548 + 0.252686i \(0.918686\pi\)
\(432\) −24.5452 10.9282i −1.18093 0.525785i
\(433\) 5.97309 10.3457i 0.287048 0.497182i −0.686056 0.727549i \(-0.740659\pi\)
0.973104 + 0.230367i \(0.0739927\pi\)
\(434\) 5.64356 + 1.16612i 0.270900 + 0.0559758i
\(435\) −0.581331 + 1.00689i −0.0278727 + 0.0482769i
\(436\) 0.710606 + 6.76096i 0.0340318 + 0.323791i
\(437\) 0.352466 + 0.256081i 0.0168607 + 0.0122500i
\(438\) −3.65279 4.05683i −0.174537 0.193843i
\(439\) −18.2608 31.6287i −0.871542 1.50956i −0.860401 0.509618i \(-0.829787\pi\)
−0.0111416 0.999938i \(-0.503547\pi\)
\(440\) −3.11914 5.40250i −0.148699 0.257554i
\(441\) 3.45616 10.6370i 0.164579 0.506522i
\(442\) −0.664861 + 0.643157i −0.0316242 + 0.0305919i
\(443\) −0.813771 2.50453i −0.0386634 0.118994i 0.929862 0.367909i \(-0.119926\pi\)
−0.968525 + 0.248915i \(0.919926\pi\)
\(444\) 0.991156 + 0.441291i 0.0470382 + 0.0209427i
\(445\) −13.2322 + 2.81259i −0.627266 + 0.133329i
\(446\) 3.11654 + 29.6519i 0.147572 + 1.40406i
\(447\) 14.3677 + 10.4388i 0.679570 + 0.493736i
\(448\) −0.444223 0.0944225i −0.0209876 0.00446104i
\(449\) 21.4761 9.56178i 1.01352 0.451248i 0.168340 0.985729i \(-0.446159\pi\)
0.845181 + 0.534481i \(0.179493\pi\)
\(450\) 10.2980 + 7.48191i 0.485450 + 0.352700i
\(451\) 2.72926 + 0.580122i 0.128516 + 0.0273169i
\(452\) 1.82474 17.3612i 0.0858286 0.816604i
\(453\) 3.52647 + 1.57008i 0.165688 + 0.0737690i
\(454\) 7.72222 23.7666i 0.362422 1.11542i
\(455\) −1.46816 + 0.919171i −0.0688286 + 0.0430914i
\(456\) −1.28383 3.95121i −0.0601207 0.185032i
\(457\) −1.04170 + 1.15692i −0.0487286 + 0.0541186i −0.767016 0.641628i \(-0.778259\pi\)
0.718288 + 0.695746i \(0.244926\pi\)
\(458\) 14.1052 2.99816i 0.659094 0.140095i
\(459\) 0.396308 0.686426i 0.0184981 0.0320396i
\(460\) 0.168934 0.00787659
\(461\) −17.6818 19.6377i −0.823525 0.914617i 0.174013 0.984743i \(-0.444327\pi\)
−0.997538 + 0.0701261i \(0.977660\pi\)
\(462\) −4.94919 + 2.20352i −0.230257 + 0.102517i
\(463\) −29.1742 + 21.1963i −1.35584 + 0.985076i −0.357144 + 0.934049i \(0.616249\pi\)
−0.998697 + 0.0510268i \(0.983751\pi\)
\(464\) 3.13620 5.43205i 0.145594 0.252177i
\(465\) −4.19131 3.00895i −0.194367 0.139537i
\(466\) −3.72985 6.46029i −0.172782 0.299267i
\(467\) 6.62641 4.81437i 0.306634 0.222782i −0.423817 0.905748i \(-0.639310\pi\)
0.730451 + 0.682965i \(0.239310\pi\)
\(468\) 5.84945 2.13474i 0.270391 0.0986782i
\(469\) 1.59630 4.91291i 0.0737104 0.226857i
\(470\) 3.98951 + 6.91003i 0.184022 + 0.318736i
\(471\) −0.0274432 0.0475330i −0.00126452 0.00219021i
\(472\) 0.954310 + 1.05987i 0.0439257 + 0.0487844i
\(473\) −16.8230 51.7760i −0.773524 2.38066i
\(474\) −11.1676 2.37374i −0.512943 0.109029i
\(475\) 0.971241 + 9.24074i 0.0445636 + 0.423994i
\(476\) −0.0278267 + 0.0856419i −0.00127544 + 0.00392539i
\(477\) −0.555007 5.28054i −0.0254120 0.241779i
\(478\) −3.42171 + 32.5554i −0.156505 + 1.48905i
\(479\) −20.6628 + 22.9484i −0.944109 + 1.04854i 0.0546388 + 0.998506i \(0.482599\pi\)
−0.998748 + 0.0500329i \(0.984067\pi\)
\(480\) −3.98005 2.89168i −0.181664 0.131986i
\(481\) 3.12015 1.13869i 0.142267 0.0519198i
\(482\) −13.1195 40.3777i −0.597577 1.83915i
\(483\) −0.0145515 + 0.138448i −0.000662116 + 0.00629961i
\(484\) 9.18821 + 4.09086i 0.417646 + 0.185948i
\(485\) −5.06386 5.62399i −0.229938 0.255372i
\(486\) −20.8832 + 15.1725i −0.947281 + 0.688240i
\(487\) −38.5362 8.19112i −1.74624 0.371175i −0.779394 0.626534i \(-0.784473\pi\)
−0.966846 + 0.255359i \(0.917806\pi\)
\(488\) 18.5935 + 3.95217i 0.841687 + 0.178906i
\(489\) −7.60624 + 23.4096i −0.343966 + 1.05862i
\(490\) 4.66764 8.08458i 0.210862 0.365224i
\(491\) −1.57621 2.73007i −0.0711333 0.123206i 0.828265 0.560337i \(-0.189328\pi\)
−0.899398 + 0.437130i \(0.855995\pi\)
\(492\) 0.704794 0.149809i 0.0317746 0.00675390i
\(493\) 0.149698 + 0.108762i 0.00674208 + 0.00489841i
\(494\) 11.8401 + 6.28243i 0.532713 + 0.282660i
\(495\) −6.19735 −0.278550
\(496\) 22.6115 + 16.2329i 1.01529 + 0.728878i
\(497\) 2.89054 + 5.00656i 0.129658 + 0.224575i
\(498\) −0.920632 8.75923i −0.0412545 0.392510i
\(499\) −7.28364 5.29187i −0.326060 0.236897i 0.412697 0.910869i \(-0.364587\pi\)
−0.738757 + 0.673972i \(0.764587\pi\)
\(500\) 5.18310 + 5.75641i 0.231795 + 0.257435i
\(501\) 4.56414 7.90531i 0.203911 0.353183i
\(502\) −9.24562 −0.412652
\(503\) 2.41702 + 2.68437i 0.107769 + 0.119690i 0.794616 0.607112i \(-0.207672\pi\)
−0.686847 + 0.726802i \(0.741006\pi\)
\(504\) −1.13494 + 1.26047i −0.0505541 + 0.0561460i
\(505\) −0.652925 + 0.725146i −0.0290548 + 0.0322686i
\(506\) 1.30860 0.950751i 0.0581742 0.0422660i
\(507\) −6.51720 + 13.4209i −0.289439 + 0.596043i
\(508\) −6.66108 + 4.83956i −0.295538 + 0.214721i
\(509\) −0.286961 + 2.73025i −0.0127193 + 0.121016i −0.999039 0.0438267i \(-0.986045\pi\)
0.986320 + 0.164843i \(0.0527117\pi\)
\(510\) 0.159085 0.176681i 0.00704438 0.00782358i
\(511\) −1.48621 + 0.661702i −0.0657460 + 0.0292720i
\(512\) 7.76912 + 5.64459i 0.343350 + 0.249458i
\(513\) −11.2339 2.38784i −0.495990 0.105426i
\(514\) −49.3007 + 21.9501i −2.17456 + 0.968177i
\(515\) 4.29154 3.11799i 0.189108 0.137395i
\(516\) −9.40698 10.4475i −0.414119 0.459926i
\(517\) 23.6675 + 10.5374i 1.04089 + 0.463436i
\(518\) 0.637995 0.708565i 0.0280319 0.0311326i
\(519\) −5.32811 16.3982i −0.233878 0.719802i
\(520\) −4.88311 + 0.690568i −0.214139 + 0.0302834i
\(521\) 4.27928 0.187479 0.0937394 0.995597i \(-0.470118\pi\)
0.0937394 + 0.995597i \(0.470118\pi\)
\(522\) −1.83652 3.18094i −0.0803822 0.139226i
\(523\) −31.4643 + 6.68795i −1.37584 + 0.292444i −0.835725 0.549148i \(-0.814952\pi\)
−0.540114 + 0.841592i \(0.681619\pi\)
\(524\) −14.9741 + 6.66690i −0.654147 + 0.291245i
\(525\) −2.40195 + 1.74512i −0.104830 + 0.0761632i
\(526\) 21.7674 37.7023i 0.949106 1.64390i
\(527\) −0.545976 + 0.613336i −0.0237831 + 0.0267173i
\(528\) −26.1676 −1.13880
\(529\) 2.39981 + 22.8327i 0.104340 + 0.992725i
\(530\) 0.463248 4.40751i 0.0201222 0.191450i
\(531\) 1.38588 0.294577i 0.0601420 0.0127836i
\(532\) 1.30480 0.0565702
\(533\) 1.23191 1.82978i 0.0533600 0.0792566i
\(534\) −10.3361 + 31.8114i −0.447288 + 1.37661i
\(535\) 9.94565 11.0458i 0.429988 0.477550i
\(536\) 9.84130 10.9299i 0.425079 0.472098i
\(537\) 0.810793 + 7.71418i 0.0349883 + 0.332891i
\(538\) 3.17897 9.78388i 0.137055 0.421813i
\(539\) −3.16836 30.1449i −0.136471 1.29843i
\(540\) −4.06832 + 1.81133i −0.175073 + 0.0779474i
\(541\) 3.45311 + 10.6276i 0.148461 + 0.456916i 0.997440 0.0715111i \(-0.0227821\pi\)
−0.848979 + 0.528427i \(0.822782\pi\)
\(542\) 26.4653 11.7831i 1.13678 0.506128i
\(543\) 2.68379 25.5346i 0.115173 1.09579i
\(544\) −0.523901 + 0.581850i −0.0224621 + 0.0249466i
\(545\) −4.32738 3.14403i −0.185365 0.134675i
\(546\) 0.153159 + 4.28015i 0.00655461 + 0.183173i
\(547\) −1.08574 + 3.34156i −0.0464228 + 0.142875i −0.971581 0.236707i \(-0.923932\pi\)
0.925158 + 0.379581i \(0.123932\pi\)
\(548\) −12.3469 5.49720i −0.527434 0.234829i
\(549\) 12.6360 14.0337i 0.539291 0.598943i
\(550\) 33.7432 + 7.17234i 1.43881 + 0.305829i
\(551\) 0.828526 2.54994i 0.0352964 0.108631i
\(552\) −0.198176 + 0.343251i −0.00843494 + 0.0146097i
\(553\) −1.70122 + 2.94660i −0.0723431 + 0.125302i
\(554\) 12.5823 38.7243i 0.534570 1.64524i
\(555\) −0.779857 + 0.347215i −0.0331031 + 0.0147385i
\(556\) 10.3997 + 4.63025i 0.441046 + 0.196366i
\(557\) −2.30090 3.98527i −0.0974921 0.168861i 0.813154 0.582049i \(-0.197749\pi\)
−0.910646 + 0.413188i \(0.864415\pi\)
\(558\) 14.8527 6.71417i 0.628766 0.284233i
\(559\) −42.9359 2.96519i −1.81600 0.125414i
\(560\) −1.94305 + 1.41171i −0.0821089 + 0.0596556i
\(561\) 0.0806909 0.767722i 0.00340677 0.0324133i
\(562\) 38.8494 8.25770i 1.63876 0.348330i
\(563\) −12.6638 + 21.9344i −0.533717 + 0.924425i 0.465507 + 0.885044i \(0.345872\pi\)
−0.999224 + 0.0393810i \(0.987461\pi\)
\(564\) 6.69021 0.281709
\(565\) 9.19074 + 10.2074i 0.386657 + 0.429427i
\(566\) 10.9037 + 2.31765i 0.458315 + 0.0974179i
\(567\) −0.205798 0.633380i −0.00864269 0.0265995i
\(568\) 1.72049 + 16.3694i 0.0721901 + 0.686843i
\(569\) 7.48659 1.59132i 0.313854 0.0667118i −0.0482915 0.998833i \(-0.515378\pi\)
0.362146 + 0.932122i \(0.382044\pi\)
\(570\) −3.14711 1.40118i −0.131818 0.0586891i
\(571\) 7.94949 + 5.77564i 0.332676 + 0.241703i 0.741565 0.670881i \(-0.234084\pi\)
−0.408889 + 0.912584i \(0.634084\pi\)
\(572\) 12.1290 11.7331i 0.507140 0.490585i
\(573\) 12.2794 + 8.92150i 0.512979 + 0.372701i
\(574\) 0.0661892 0.629748i 0.00276268 0.0262852i
\(575\) 0.593145 0.658755i 0.0247359 0.0274720i
\(576\) −1.17348 + 0.522469i −0.0488952 + 0.0217695i
\(577\) −7.44835 + 5.41154i −0.310079 + 0.225286i −0.731930 0.681379i \(-0.761380\pi\)
0.421851 + 0.906665i \(0.361380\pi\)
\(578\) 19.7631 + 21.9491i 0.822035 + 0.912963i
\(579\) −0.923694 8.78836i −0.0383874 0.365232i
\(580\) −0.321266 0.988754i −0.0133398 0.0410558i
\(581\) −2.56739 0.545715i −0.106513 0.0226401i
\(582\) −18.3031 + 3.89044i −0.758687 + 0.161264i
\(583\) −7.19486 12.4619i −0.297980 0.516117i
\(584\) −4.63189 −0.191669
\(585\) −1.83141 + 4.54418i −0.0757196 + 0.187879i
\(586\) −17.0055 12.3552i −0.702489 0.510388i
\(587\) 11.2841 + 5.02402i 0.465746 + 0.207363i 0.626173 0.779684i \(-0.284620\pi\)
−0.160427 + 0.987048i \(0.551287\pi\)
\(588\) −3.91370 6.77872i −0.161398 0.279550i
\(589\) 10.8969 + 4.77764i 0.448997 + 0.196859i
\(590\) 1.18260 0.0486867
\(591\) −0.370869 3.52859i −0.0152555 0.145147i
\(592\) 4.20722 1.87318i 0.172916 0.0769871i
\(593\) −5.83493 + 17.9581i −0.239612 + 0.737450i 0.756864 + 0.653572i \(0.226730\pi\)
−0.996476 + 0.0838775i \(0.973270\pi\)
\(594\) −21.3200 + 36.9272i −0.874768 + 1.51514i
\(595\) −0.0354261 0.0613597i −0.00145233 0.00251550i
\(596\) −15.5333 + 3.30170i −0.636268 + 0.135243i
\(597\) 1.69302 + 5.21059i 0.0692908 + 0.213255i
\(598\) −0.310423 1.24048i −0.0126941 0.0507272i
\(599\) 25.1368 18.2630i 1.02706 0.746205i 0.0593438 0.998238i \(-0.481099\pi\)
0.967719 + 0.252033i \(0.0810992\pi\)
\(600\) −8.26836 + 1.75749i −0.337554 + 0.0717494i
\(601\) 31.3369 + 13.9521i 1.27826 + 0.569118i 0.929751 0.368188i \(-0.120022\pi\)
0.348508 + 0.937306i \(0.386689\pi\)
\(602\) −11.2866 + 5.02513i −0.460008 + 0.204809i
\(603\) −4.51508 13.8960i −0.183868 0.565889i
\(604\) −3.15332 + 1.40395i −0.128307 + 0.0571259i
\(605\) −7.22943 + 3.21875i −0.293918 + 0.130861i
\(606\) 0.745561 + 2.29460i 0.0302864 + 0.0932118i
\(607\) 21.6015 9.61761i 0.876778 0.390367i 0.0815444 0.996670i \(-0.474015\pi\)
0.795234 + 0.606303i \(0.207348\pi\)
\(608\) 10.3641 + 4.61440i 0.420320 + 0.187139i
\(609\) 0.837996 0.178122i 0.0339573 0.00721785i
\(610\) 12.7518 9.26472i 0.516305 0.375118i
\(611\) 14.7206 14.2401i 0.595533 0.576093i
\(612\) 0.0787069 + 0.242235i 0.00318154 + 0.00979176i
\(613\) 13.5635 2.88300i 0.547823 0.116443i 0.0743184 0.997235i \(-0.476322\pi\)
0.473505 + 0.880791i \(0.342989\pi\)
\(614\) −1.12984 1.95694i −0.0455967 0.0789758i
\(615\) −0.283466 + 0.490978i −0.0114305 + 0.0197981i
\(616\) −1.42047 + 4.37175i −0.0572322 + 0.176143i
\(617\) −6.07590 + 2.70516i −0.244606 + 0.108906i −0.525378 0.850869i \(-0.676076\pi\)
0.280772 + 0.959775i \(0.409410\pi\)
\(618\) −1.37100 13.0442i −0.0551499 0.524716i
\(619\) −4.76536 −0.191536 −0.0957681 0.995404i \(-0.530531\pi\)
−0.0957681 + 0.995404i \(0.530531\pi\)
\(620\) 4.50726 0.984828i 0.181016 0.0395516i
\(621\) 0.547841 + 0.948889i 0.0219841 + 0.0380776i
\(622\) 8.36336 + 3.72361i 0.335340 + 0.149303i
\(623\) 8.06435 + 5.85909i 0.323091 + 0.234740i
\(624\) −7.73293 + 19.1873i −0.309565 + 0.768105i
\(625\) 15.6454 0.625817
\(626\) −10.7045 18.5408i −0.427840 0.741040i
\(627\) −10.9410 + 2.32559i −0.436943 + 0.0928751i
\(628\) 0.0480062 + 0.0102040i 0.00191566 + 0.000407186i
\(629\) 0.0419830 + 0.129211i 0.00167397 + 0.00515196i
\(630\) 0.147012 + 1.39873i 0.00585710 + 0.0557265i
\(631\) 21.8236 + 24.2376i 0.868785 + 0.964884i 0.999648 0.0265164i \(-0.00844144\pi\)
−0.130863 + 0.991400i \(0.541775\pi\)
\(632\) −7.83711 + 5.69400i −0.311744 + 0.226495i
\(633\) 15.7217 6.99977i 0.624883 0.278216i
\(634\) 21.0735 23.4045i 0.836935 0.929510i
\(635\) 0.677166 6.44280i 0.0268725 0.255675i
\(636\) −3.00627 2.18418i −0.119206 0.0866084i
\(637\) −23.0399 6.58511i −0.912875 0.260911i
\(638\) −8.05324 5.85102i −0.318831 0.231644i
\(639\) 14.9379 + 6.65078i 0.590934 + 0.263101i
\(640\) −9.43468 + 2.00540i −0.372938 + 0.0792705i
\(641\) 3.21010 + 30.5421i 0.126791 + 1.20634i 0.854130 + 0.520060i \(0.174091\pi\)
−0.727338 + 0.686279i \(0.759243\pi\)
\(642\) −11.3567 34.9524i −0.448214 1.37946i
\(643\) 21.8893 + 4.65271i 0.863230 + 0.183485i 0.618191 0.786028i \(-0.287866\pi\)
0.245039 + 0.969513i \(0.421199\pi\)
\(644\) −0.0832938 0.0925071i −0.00328223 0.00364529i
\(645\) 11.0615 0.435545
\(646\) −0.274131 + 0.474808i −0.0107855 + 0.0186811i
\(647\) −25.2868 + 5.37487i −0.994126 + 0.211308i −0.676129 0.736783i \(-0.736344\pi\)
−0.317998 + 0.948092i \(0.603010\pi\)
\(648\) 0.198199 1.88574i 0.00778599 0.0740787i
\(649\) 3.10647 2.25698i 0.121939 0.0885942i
\(650\) 15.2307 22.6225i 0.597398 0.887328i
\(651\) 0.418863 + 3.77871i 0.0164166 + 0.148099i
\(652\) −11.0049 19.0611i −0.430985 0.746489i
\(653\) −18.5331 8.25146i −0.725255 0.322905i 0.0106923 0.999943i \(-0.496596\pi\)
−0.735948 + 0.677038i \(0.763263\pi\)
\(654\) −12.0822 + 5.37935i −0.472452 + 0.210349i
\(655\) 3.98535 12.2656i 0.155721 0.479258i
\(656\) 1.52926 2.64876i 0.0597076 0.103417i
\(657\) −2.30075 + 3.98502i −0.0897609 + 0.155470i
\(658\) 1.81684 5.59165i 0.0708277 0.217985i
\(659\) 15.7470 + 3.34713i 0.613416 + 0.130386i 0.504135 0.863625i \(-0.331812\pi\)
0.109282 + 0.994011i \(0.465145\pi\)
\(660\) −2.90217 + 3.22319i −0.112967 + 0.125462i
\(661\) −31.3130 13.9414i −1.21793 0.542259i −0.305778 0.952103i \(-0.598916\pi\)
−0.912156 + 0.409844i \(0.865583\pi\)
\(662\) 9.07938 27.9434i 0.352880 1.08605i
\(663\) −0.539083 0.286040i −0.0209363 0.0111089i
\(664\) −6.04580 4.39253i −0.234622 0.170463i
\(665\) −0.686954 + 0.762940i −0.0266389 + 0.0295855i
\(666\) 0.281898 2.68208i 0.0109233 0.103928i
\(667\) −0.233675 + 0.104039i −0.00904792 + 0.00402839i
\(668\) 2.52232 + 7.76289i 0.0975914 + 0.300355i
\(669\) −17.9693 + 8.00046i −0.694734 + 0.309316i
\(670\) −1.27477 12.1287i −0.0492489 0.468572i
\(671\) 15.8150 48.6735i 0.610531 1.87902i
\(672\) 0.378923 + 3.60521i 0.0146173 + 0.139074i
\(673\) −19.5249 + 21.6846i −0.752631 + 0.835881i −0.990799 0.135343i \(-0.956786\pi\)
0.238168 + 0.971224i \(0.423453\pi\)
\(674\) −21.9241 + 24.3492i −0.844486 + 0.937897i
\(675\) −7.22105 + 22.2241i −0.277938 + 0.855407i
\(676\) −5.01891 12.3609i −0.193035 0.475418i
\(677\) 43.3670 1.66673 0.833364 0.552725i \(-0.186412\pi\)
0.833364 + 0.552725i \(0.186412\pi\)
\(678\) 33.2195 7.06102i 1.27579 0.271177i
\(679\) −0.582895 + 5.54587i −0.0223694 + 0.212831i
\(680\) −0.0210861 0.200621i −0.000808615 0.00769345i
\(681\) 16.4863 0.631757
\(682\) 29.3716 32.9953i 1.12470 1.26345i
\(683\) 15.5592 26.9493i 0.595355 1.03118i −0.398142 0.917324i \(-0.630345\pi\)
0.993497 0.113861i \(-0.0363218\pi\)
\(684\) 2.98574 2.16927i 0.114163 0.0829440i
\(685\) 9.71476 4.32529i 0.371182 0.165261i
\(686\) −13.8153 + 2.93654i −0.527471 + 0.112117i
\(687\) 4.75674 + 8.23891i 0.181481 + 0.314334i
\(688\) −59.6750 −2.27509
\(689\) −11.2638 + 1.59292i −0.429116 + 0.0606855i
\(690\) 0.101560 + 0.312569i 0.00386631 + 0.0118993i
\(691\) 11.9277 13.2470i 0.453751 0.503941i −0.472249 0.881465i \(-0.656558\pi\)
0.926000 + 0.377524i \(0.123224\pi\)
\(692\) 14.0848 + 6.27094i 0.535422 + 0.238385i
\(693\) 3.05564 + 3.39363i 0.116074 + 0.128913i
\(694\) −5.89470 + 4.28275i −0.223760 + 0.162571i
\(695\) −8.18266 + 3.64316i −0.310386 + 0.138193i
\(696\) 2.38589 + 0.507137i 0.0904370 + 0.0192230i
\(697\) 0.0729954 + 0.0530342i 0.00276490 + 0.00200882i
\(698\) −30.3231 + 13.5007i −1.14775 + 0.511010i
\(699\) 3.29303 3.65728i 0.124554 0.138331i
\(700\) 0.277504 2.64028i 0.0104887 0.0997931i
\(701\) −6.73661 + 4.89444i −0.254438 + 0.184860i −0.707692 0.706522i \(-0.750263\pi\)
0.453253 + 0.891382i \(0.350263\pi\)
\(702\) 20.7763 + 26.5453i 0.784153 + 1.00189i
\(703\) 1.59262 1.15711i 0.0600670 0.0436412i
\(704\) −2.32941 + 2.58707i −0.0877930 + 0.0975040i
\(705\) −3.52228 + 3.91189i −0.132657 + 0.147330i
\(706\) 20.7860 + 23.0851i 0.782290 + 0.868821i
\(707\) 0.719013 0.0270413
\(708\) 0.495789 0.858731i 0.0186329 0.0322731i
\(709\) −7.05525 7.83564i −0.264965 0.294274i 0.595951 0.803021i \(-0.296775\pi\)
−0.860916 + 0.508747i \(0.830109\pi\)
\(710\) 11.0416 + 8.02220i 0.414384 + 0.301068i
\(711\) 1.00595 + 9.57094i 0.0377259 + 0.358938i
\(712\) 14.1903 + 24.5783i 0.531802 + 0.921109i
\(713\) −0.356893 1.07755i −0.0133658 0.0403545i
\(714\) −0.175187 −0.00655621
\(715\) 0.474825 + 13.2693i 0.0177574 + 0.496245i
\(716\) −5.61128 4.07683i −0.209703 0.152358i
\(717\) −21.1240 + 4.49005i −0.788891 + 0.167684i
\(718\) −7.57059 13.1126i −0.282532 0.489360i
\(719\) −16.9090 + 29.2872i −0.630599 + 1.09223i 0.356831 + 0.934169i \(0.383857\pi\)
−0.987429 + 0.158060i \(0.949476\pi\)
\(720\) −2.09923 + 6.46076i −0.0782336 + 0.240778i
\(721\) −3.82335 0.812679i −0.142389 0.0302657i
\(722\) −24.5596 5.22030i −0.914013 0.194279i
\(723\) 22.6598 16.4633i 0.842727 0.612277i
\(724\) 15.3622 + 17.0615i 0.570932 + 0.634084i
\(725\) −4.98362 2.21885i −0.185087 0.0824061i
\(726\) −2.04530 + 19.4597i −0.0759083 + 0.722219i
\(727\) −2.67868 8.24412i −0.0993466 0.305757i 0.889015 0.457877i \(-0.151390\pi\)
−0.988362 + 0.152120i \(0.951390\pi\)
\(728\) 2.78579 + 2.33347i 0.103248 + 0.0864842i
\(729\) −16.4938 11.9835i −0.610883 0.443833i
\(730\) −2.56996 + 2.85423i −0.0951185 + 0.105640i
\(731\) 0.184015 1.75079i 0.00680605 0.0647552i
\(732\) −1.38146 13.1437i −0.0510603 0.485806i
\(733\) 6.88901 21.2022i 0.254451 0.783121i −0.739486 0.673172i \(-0.764931\pi\)
0.993937 0.109949i \(-0.0350687\pi\)
\(734\) −5.32292 50.6442i −0.196473 1.86931i
\(735\) 6.02414 + 1.28047i 0.222204 + 0.0472308i
\(736\) −0.334458 1.02936i −0.0123283 0.0379426i
\(737\) −26.4961 29.4269i −0.975998 1.08396i
\(738\) −0.895515 1.55108i −0.0329644 0.0570959i
\(739\) 6.57406 + 11.3866i 0.241831 + 0.418863i 0.961236 0.275728i \(-0.0889188\pi\)
−0.719405 + 0.694591i \(0.755585\pi\)
\(740\) 0.235883 0.725972i 0.00867122 0.0266873i
\(741\) −1.52802 + 8.70971i −0.0561332 + 0.319959i
\(742\) −2.64193 + 1.91948i −0.0969884 + 0.0704662i
\(743\) 14.8407 + 25.7049i 0.544453 + 0.943021i 0.998641 + 0.0521148i \(0.0165962\pi\)
−0.454188 + 0.890906i \(0.650070\pi\)
\(744\) −3.28642 + 10.3134i −0.120486 + 0.378109i
\(745\) 6.24744 10.8209i 0.228888 0.396446i
\(746\) −15.1805 + 11.0293i −0.555797 + 0.403810i
\(747\) −6.78216 + 3.01961i −0.248146 + 0.110482i
\(748\) 0.461880 + 0.512970i 0.0168880 + 0.0187560i
\(749\) −10.9523 −0.400190
\(750\) −7.53478 + 13.0506i −0.275131 + 0.476541i
\(751\) −52.5528 + 11.1704i −1.91768 + 0.407615i −0.917733 + 0.397197i \(0.869983\pi\)
−0.999946 + 0.0104178i \(0.996684\pi\)
\(752\) 19.0022 21.1041i 0.692939 0.769587i
\(753\) −1.88487 5.80104i −0.0686886 0.211402i
\(754\) −6.67009 + 4.17593i −0.242911 + 0.152079i
\(755\) 0.839254 2.58296i 0.0305436