complex<coeff_t>( 1, -0 ),
complex<coeff_t>( 0.99998118, -0.0061358846 ),
complex<coeff_t>( 0.9999247, -0.012271538 ),
complex<coeff_t>( 0.99983058, -0.01840673 ),
complex<coeff_t>( 0.99969882, -0.024541229 ),
complex<coeff_t>( 0.99952942, -0.030674803 ),
complex<coeff_t>( 0.99932238, -0.036807223 ),
complex<coeff_t>( 0.99907773, -0.042938257 ),
complex<coeff_t>( 0.99879546, -0.049067674 ),
complex<coeff_t>( 0.99847558, -0.055195244 ),
complex<coeff_t>( 0.99811811, -0.061320736 ),
complex<coeff_t>( 0.99772307, -0.06744392 ),
complex<coeff_t>( 0.99729046, -0.073564564 ),
complex<coeff_t>( 0.9968203, -0.079682438 ),
complex<coeff_t>( 0.99631261, -0.085797312 ),
complex<coeff_t>( 0.99576741, -0.091908956 ),
complex<coeff_t>( 0.99518473, -0.09801714 ),
complex<coeff_t>( 0.99456457, -0.10412163 ),
complex<coeff_t>( 0.99390697, -0.11022221 ),
complex<coeff_t>( 0.99321195, -0.11631863 ),
complex<coeff_t>( 0.99247953, -0.12241068 ),
complex<coeff_t>( 0.99170975, -0.12849811 ),
complex<coeff_t>( 0.99090264, -0.13458071 ),
complex<coeff_t>( 0.99005821, -0.14065824 ),
complex<coeff_t>( 0.98917651, -0.14673047 ),
complex<coeff_t>( 0.98825757, -0.15279719 ),
complex<coeff_t>( 0.98730142, -0.15885814 ),
complex<coeff_t>( 0.9863081, -0.16491312 ),
complex<coeff_t>( 0.98527764, -0.17096189 ),
complex<coeff_t>( 0.98421009, -0.17700422 ),
complex<coeff_t>( 0.98310549, -0.18303989 ),
complex<coeff_t>( 0.98196387, -0.18906866 ),
complex<coeff_t>( 0.98078528, -0.19509032 ),
complex<coeff_t>( 0.97956977, -0.20110463 ),
complex<coeff_t>( 0.97831737, -0.20711138 ),
complex<coeff_t>( 0.97702814, -0.21311032 ),
complex<coeff_t>( 0.97570213, -0.21910124 ),
complex<coeff_t>( 0.97433938, -0.22508391 ),
complex<coeff_t>( 0.97293995, -0.23105811 ),
complex<coeff_t>( 0.97150389, -0.23702361 ),
complex<coeff_t>( 0.97003125, -0.24298018 ),
complex<coeff_t>( 0.96852209, -0.24892761 ),
complex<coeff_t>( 0.96697647, -0.25486566 ),
complex<coeff_t>( 0.96539444, -0.26079412 ),
complex<coeff_t>( 0.96377607, -0.26671276 ),
complex<coeff_t>( 0.9621214, -0.27262136 ),
complex<coeff_t>( 0.96043052, -0.27851969 ),
complex<coeff_t>( 0.95870347, -0.28440754 ),
complex<coeff_t>( 0.95694034, -0.29028468 ),
complex<coeff_t>( 0.95514117, -0.29615089 ),
complex<coeff_t>( 0.95330604, -0.30200595 ),
complex<coeff_t>( 0.95143502, -0.30784964 ),
complex<coeff_t>( 0.94952818, -0.31368174 ),
complex<coeff_t>( 0.94758559, -0.31950203 ),
complex<coeff_t>( 0.94560733, -0.32531029 ),
complex<coeff_t>( 0.94359346, -0.33110631 ),
complex<coeff_t>( 0.94154407, -0.33688985 ),
complex<coeff_t>( 0.93945922, -0.34266072 ),
complex<coeff_t>( 0.93733901, -0.34841868 ),
complex<coeff_t>( 0.93518351, -0.35416353 ),
complex<coeff_t>( 0.9329928, -0.35989504 ),
complex<coeff_t>( 0.93076696, -0.365613 ),
complex<coeff_t>( 0.92850608, -0.37131719 ),
complex<coeff_t>( 0.92621024, -0.37700741 ),
complex<coeff_t>( 0.92387953, -0.38268343 ),
complex<coeff_t>( 0.92151404, -0.38834505 ),
complex<coeff_t>( 0.91911385, -0.39399204 ),
complex<coeff_t>( 0.91667906, -0.3996242 ),
complex<coeff_t>( 0.91420976, -0.40524131 ),
complex<coeff_t>( 0.91170603, -0.41084317 ),
complex<coeff_t>( 0.90916798, -0.41642956 ),
complex<coeff_t>( 0.9065957, -0.42200027 ),
complex<coeff_t>( 0.90398929, -0.42755509 ),
complex<coeff_t>( 0.90134885, -0.43309382 ),
complex<coeff_t>( 0.89867447, -0.43861624 ),
complex<coeff_t>( 0.89596625, -0.44412214 ),
complex<coeff_t>( 0.8932243, -0.44961133 ),
complex<coeff_t>( 0.89044872, -0.45508359 ),
complex<coeff_t>( 0.88763962, -0.46053871 ),
complex<coeff_t>( 0.8847971, -0.4659765 ),
complex<coeff_t>( 0.88192126, -0.47139674 ),
complex<coeff_t>( 0.87901223, -0.47679923 ),
complex<coeff_t>( 0.87607009, -0.48218377 ),
complex<coeff_t>( 0.87309498, -0.48755016 ),
complex<coeff_t>( 0.87008699, -0.49289819 ),
complex<coeff_t>( 0.86704625, -0.49822767 ),
complex<coeff_t>( 0.86397286, -0.50353838 ),
complex<coeff_t>( 0.86086694, -0.50883014 ),
complex<coeff_t>( 0.85772861, -0.51410274 ),
complex<coeff_t>( 0.85455799, -0.51935599 ),
complex<coeff_t>( 0.85135519, -0.52458968 ),
complex<coeff_t>( 0.84812034, -0.52980362 ),
complex<coeff_t>( 0.84485357, -0.53499762 ),
complex<coeff_t>( 0.84155498, -0.54017147 ),
complex<coeff_t>( 0.83822471, -0.54532499 ),
complex<coeff_t>( 0.83486287, -0.55045797 ),
complex<coeff_t>( 0.83146961, -0.55557023 ),
complex<coeff_t>( 0.82804505, -0.56066158 ),
complex<coeff_t>( 0.8245893, -0.56573181 ),
complex<coeff_t>( 0.82110251, -0.57078075 ),
complex<coeff_t>( 0.81758481, -0.57580819 ),
complex<coeff_t>( 0.81403633, -0.58081396 ),
complex<coeff_t>( 0.8104572, -0.58579786 ),
complex<coeff_t>( 0.80684755, -0.5907597 ),
complex<coeff_t>( 0.80320753, -0.5956993 ),
complex<coeff_t>( 0.79953727, -0.60061648 ),
complex<coeff_t>( 0.7958369, -0.60551104 ),
complex<coeff_t>( 0.79210658, -0.61038281 ),
complex<coeff_t>( 0.78834643, -0.61523159 ),
complex<coeff_t>( 0.7845566, -0.62005721 ),
complex<coeff_t>( 0.78073723, -0.62485949 ),
complex<coeff_t>( 0.77688847, -0.62963824 ),
complex<coeff_t>( 0.77301045, -0.63439328 ),
complex<coeff_t>( 0.76910334, -0.63912444 ),
complex<coeff_t>( 0.76516727, -0.64383154 ),
complex<coeff_t>( 0.76120239, -0.6485144 ),
complex<coeff_t>( 0.75720885, -0.65317284 ),
complex<coeff_t>( 0.7531868, -0.65780669 ),
complex<coeff_t>( 0.74913639, -0.66241578 ),
complex<coeff_t>( 0.74505779, -0.66699992 ),
complex<coeff_t>( 0.74095113, -0.67155895 ),
complex<coeff_t>( 0.73681657, -0.6760927 ),
complex<coeff_t>( 0.73265427, -0.680601 ),
complex<coeff_t>( 0.72846439, -0.68508367 ),
complex<coeff_t>( 0.72424708, -0.68954054 ),
complex<coeff_t>( 0.72000251, -0.69397146 ),
complex<coeff_t>( 0.71573083, -0.69837625 ),
complex<coeff_t>( 0.7114322, -0.70275474 ),
complex<coeff_t>( 0.70710678, -0.70710678 ),
complex<coeff_t>( 0.70275474, -0.7114322 ),
complex<coeff_t>( 0.69837625, -0.71573083 ),
complex<coeff_t>( 0.69397146, -0.72000251 ),
complex<coeff_t>( 0.68954054, -0.72424708 ),
complex<coeff_t>( 0.68508367, -0.72846439 ),
complex<coeff_t>( 0.680601, -0.73265427 ),
complex<coeff_t>( 0.6760927, -0.73681657 ),
complex<coeff_t>( 0.67155895, -0.74095113 ),
complex<coeff_t>( 0.66699992, -0.74505779 ),
complex<coeff_t>( 0.66241578, -0.74913639 ),
complex<coeff_t>( 0.65780669, -0.7531868 ),
complex<coeff_t>( 0.65317284, -0.75720885 ),
complex<coeff_t>( 0.6485144, -0.76120239 ),
complex<coeff_t>( 0.64383154, -0.76516727 ),
complex<coeff_t>( 0.63912444, -0.76910334 ),
complex<coeff_t>( 0.63439328, -0.77301045 ),
complex<coeff_t>( 0.62963824, -0.77688847 ),
complex<coeff_t>( 0.62485949, -0.78073723 ),
complex<coeff_t>( 0.62005721, -0.7845566 ),
complex<coeff_t>( 0.61523159, -0.78834643 ),
complex<coeff_t>( 0.61038281, -0.79210658 ),
complex<coeff_t>( 0.60551104, -0.7958369 ),
complex<coeff_t>( 0.60061648, -0.79953727 ),
complex<coeff_t>( 0.5956993, -0.80320753 ),
complex<coeff_t>( 0.5907597, -0.80684755 ),
complex<coeff_t>( 0.58579786, -0.8104572 ),
complex<coeff_t>( 0.58081396, -0.81403633 ),
complex<coeff_t>( 0.57580819, -0.81758481 ),
complex<coeff_t>( 0.57078075, -0.82110251 ),
complex<coeff_t>( 0.56573181, -0.8245893 ),
complex<coeff_t>( 0.56066158, -0.82804505 ),
complex<coeff_t>( 0.55557023, -0.83146961 ),
complex<coeff_t>( 0.55045797, -0.83486287 ),
complex<coeff_t>( 0.54532499, -0.83822471 ),
complex<coeff_t>( 0.54017147, -0.84155498 ),
complex<coeff_t>( 0.53499762, -0.84485357 ),
complex<coeff_t>( 0.52980362, -0.84812034 ),
complex<coeff_t>( 0.52458968, -0.85135519 ),
complex<coeff_t>( 0.51935599, -0.85455799 ),
complex<coeff_t>( 0.51410274, -0.85772861 ),
complex<coeff_t>( 0.50883014, -0.86086694 ),
complex<coeff_t>( 0.50353838, -0.86397286 ),
complex<coeff_t>( 0.49822767, -0.86704625 ),
complex<coeff_t>( 0.49289819, -0.87008699 ),
complex<coeff_t>( 0.48755016, -0.87309498 ),
complex<coeff_t>( 0.48218377, -0.87607009 ),
complex<coeff_t>( 0.47679923, -0.87901223 ),
complex<coeff_t>( 0.47139674, -0.88192126 ),
complex<coeff_t>( 0.4659765, -0.8847971 ),
complex<coeff_t>( 0.46053871, -0.88763962 ),
complex<coeff_t>( 0.45508359, -0.89044872 ),
complex<coeff_t>( 0.44961133, -0.8932243 ),
complex<coeff_t>( 0.44412214, -0.89596625 ),
complex<coeff_t>( 0.43861624, -0.89867447 ),
complex<coeff_t>( 0.43309382, -0.90134885 ),
complex<coeff_t>( 0.42755509, -0.90398929 ),
complex<coeff_t>( 0.42200027, -0.9065957 ),
complex<coeff_t>( 0.41642956, -0.90916798 ),
complex<coeff_t>( 0.41084317, -0.91170603 ),
complex<coeff_t>( 0.40524131, -0.91420976 ),
complex<coeff_t>( 0.3996242, -0.91667906 ),
complex<coeff_t>( 0.39399204, -0.91911385 ),
complex<coeff_t>( 0.38834505, -0.92151404 ),
complex<coeff_t>( 0.38268343, -0.92387953 ),
complex<coeff_t>( 0.37700741, -0.92621024 ),
complex<coeff_t>( 0.37131719, -0.92850608 ),
complex<coeff_t>( 0.365613, -0.93076696 ),
complex<coeff_t>( 0.35989504, -0.9329928 ),
complex<coeff_t>( 0.35416353, -0.93518351 ),
complex<coeff_t>( 0.34841868, -0.93733901 ),
complex<coeff_t>( 0.34266072, -0.93945922 ),
complex<coeff_t>( 0.33688985, -0.94154407 ),
complex<coeff_t>( 0.33110631, -0.94359346 ),
complex<coeff_t>( 0.32531029, -0.94560733 ),
complex<coeff_t>( 0.31950203, -0.94758559 ),
complex<coeff_t>( 0.31368174, -0.94952818 ),
complex<coeff_t>( 0.30784964, -0.95143502 ),
complex<coeff_t>( 0.30200595, -0.95330604 ),
complex<coeff_t>( 0.29615089, -0.95514117 ),
complex<coeff_t>( 0.29028468, -0.95694034 ),
complex<coeff_t>( 0.28440754, -0.95870347 ),
complex<coeff_t>( 0.27851969, -0.96043052 ),
complex<coeff_t>( 0.27262136, -0.9621214 ),
complex<coeff_t>( 0.26671276, -0.96377607 ),
complex<coeff_t>( 0.26079412, -0.96539444 ),
complex<coeff_t>( 0.25486566, -0.96697647 ),
complex<coeff_t>( 0.24892761, -0.96852209 ),
complex<coeff_t>( 0.24298018, -0.97003125 ),
complex<coeff_t>( 0.23702361, -0.97150389 ),
complex<coeff_t>( 0.23105811, -0.97293995 ),
complex<coeff_t>( 0.22508391, -0.97433938 ),
complex<coeff_t>( 0.21910124, -0.97570213 ),
complex<coeff_t>( 0.21311032, -0.97702814 ),
complex<coeff_t>( 0.20711138, -0.97831737 ),
complex<coeff_t>( 0.20110463, -0.97956977 ),
complex<coeff_t>( 0.19509032, -0.98078528 ),
complex<coeff_t>( 0.18906866, -0.98196387 ),
complex<coeff_t>( 0.18303989, -0.98310549 ),
complex<coeff_t>( 0.17700422, -0.98421009 ),
complex<coeff_t>( 0.17096189, -0.98527764 ),
complex<coeff_t>( 0.16491312, -0.9863081 ),
complex<coeff_t>( 0.15885814, -0.98730142 ),
complex<coeff_t>( 0.15279719, -0.98825757 ),
complex<coeff_t>( 0.14673047, -0.98917651 ),
complex<coeff_t>( 0.14065824, -0.99005821 ),
complex<coeff_t>( 0.13458071, -0.99090264 ),
complex<coeff_t>( 0.12849811, -0.99170975 ),
complex<coeff_t>( 0.12241068, -0.99247953 ),
complex<coeff_t>( 0.11631863, -0.99321195 ),
complex<coeff_t>( 0.11022221, -0.99390697 ),
complex<coeff_t>( 0.10412163, -0.99456457 ),
complex<coeff_t>( 0.09801714, -0.99518473 ),
complex<coeff_t>( 0.091908956, -0.99576741 ),
complex<coeff_t>( 0.085797312, -0.99631261 ),
complex<coeff_t>( 0.079682438, -0.9968203 ),
complex<coeff_t>( 0.073564564, -0.99729046 ),
complex<coeff_t>( 0.06744392, -0.99772307 ),
complex<coeff_t>( 0.061320736, -0.99811811 ),
complex<coeff_t>( 0.055195244, -0.99847558 ),
complex<coeff_t>( 0.049067674, -0.99879546 ),
complex<coeff_t>( 0.042938257, -0.99907773 ),
complex<coeff_t>( 0.036807223, -0.99932238 ),
complex<coeff_t>( 0.030674803, -0.99952942 ),
complex<coeff_t>( 0.024541229, -0.99969882 ),
complex<coeff_t>( 0.01840673, -0.99983058 ),
complex<coeff_t>( 0.012271538, -0.9999247 ),
complex<coeff_t>( 0.0061358846, -0.99998118 )
