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  1. \left\{\beta \mid \beta \in \mathbb{C} \wedge 3.41060513164848 \cdot 10^{-13} \beta^{68} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 6.46492777036655 \cdot 10^{-13} \beta^{68} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 4.54747350886464 \cdot 10^{-13} \beta^{68} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 6.46492777036656 \cdot 10^{-13} \beta^{68} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1.13686837721616 \cdot 10^{-13} \beta^{68} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1071.01933052642 \beta^{66} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 98.3061221256024 \beta^{66} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1071.01933052643 \beta^{66} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 98.3061221256024 \beta^{66} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 3.63797880709171 \cdot 10^{-12} \beta^{66} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 660.668880748382 \beta^{64} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 47170.5333410322 \beta^{64} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 4390.62503946959 \beta^{64} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 47273.4475626324 \beta^{64} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 4288.87820306958 \beta^{64} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1.16738520019862 \beta^{64} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 28441.9825503138 \beta^{62} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1005641.79107254 \beta^{62} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 94903.333250651 \beta^{62} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1010027.74849156 \beta^{62} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 90566.53475325 \beta^{62} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 49.1589216180146 \beta^{62} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 592113.092326062 \beta^{60} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 13823415.024979 \beta^{60} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1322353.43349981 \beta^{60} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 13913796.7884975 \beta^{60} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1232972.54891781 \beta^{60} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1000.87893659249 \beta^{60} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 7939430.49022088 \beta^{58} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 137680643.997635 \beta^{58} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 13347861.424401 \beta^{58} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 138880132.082418 \beta^{58} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 12161496.054849 \beta^{58} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 13122.7152316775 \beta^{58} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 77049112.5222256 \beta^{56} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1058636931.20872 \beta^{56} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 103993457.931782 \beta^{56} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1070157231.66943 \beta^{56} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 92597661.5163534 \beta^{56} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 124504.04528451 \beta^{56} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 576547400.069219 \beta^{54} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 6537844723.7982 \beta^{54} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 650621319.463446 \beta^{54} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 6623150857.85676 \beta^{54} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 566225847.746656 \beta^{54} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 910662.341776133 \beta^{54} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 3460579669.39056 \beta^{52} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 33311945054.4463 \beta^{52} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 3357714808.37135 \beta^{52} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 33818589285.2957 \beta^{52} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 2856412579.36022 \beta^{52} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 5342001.83829498 \beta^{52} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 17113142042.3674 \beta^{50} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 142753138046.497 \beta^{50} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 14571217503.8226 \beta^{50} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 145232006288.015 \beta^{50} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 12118162673.8945 \beta^{50} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 25813411.5901489 \beta^{50} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 71067546276.5611 \beta^{48} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 521880836964.197 \beta^{48} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 53934279653.1708 \beta^{48} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 532065002735.009 \beta^{48} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 43854845212.0226 \beta^{48} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 104731329.664124 \beta^{48} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 251361381181.372 \beta^{46} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1645278132174.74 \beta^{46} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 172121016038.278 \beta^{46} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1680910511116.89 \beta^{46} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 136850483590.256 \beta^{46} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 361846494.127441 \beta^{46} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 765300768873.252 \beta^{44} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 4510054969914.2 \beta^{44} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 477524630901.527 \beta^{44} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 4617363183752.12 \beta^{44} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 371292414501.405 \beta^{44} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1075997437.79883 \beta^{44} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 2022063165902.28 \beta^{42} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 10818391834403.8 \beta^{42} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1159084018124.69 \beta^{42} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 11098814659296.7 \beta^{42} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 881437464542.223 \beta^{42} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 2776271310.354 \beta^{42} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 4665206946099.01 \beta^{40} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 22818702894714.7 \beta^{40} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 2473437012993.06 \beta^{40} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 23458543212013.5 \beta^{40} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1839850773872.27 \beta^{40} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 6254078177.99805 \beta^{40} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 9442330435033.79 \beta^{38} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 42475467500557.8 \beta^{38} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 4657208165333.27 \beta^{38} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 43756107926991.8 \beta^{38} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 3388925403203.92 \beta^{38} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 12357664304.6563 \beta^{38} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 16822359355561.2 \beta^{36} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 69954884606411.8 \beta^{36} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 7757171821316.85 \beta^{36} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 72210934457743.5 \beta^{36} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 5522612703565.94 \beta^{36} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 21490733580.7734 \beta^{36} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 26441547310868.0 \beta^{34} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 102103096624635.0 \beta^{34} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 11448348134568.7 \beta^{34} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 105609244013960.0 \beta^{34} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 7975169582889.64 \beta^{34} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 32968837646.0586 \beta^{34} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 36715218643963.1 \beta^{32} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 132170869424793.0 \beta^{32} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 14982323796949.7 \beta^{32} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 136984138160768.0 \beta^{32} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 10213729988643.6 \beta^{32} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 44674927668.9688 \beta^{32} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 45053966441342.3 \beta^{30} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 151734836986083.0 \beta^{30} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 17385591860420.3 \beta^{30} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 157573971084386.0 \beta^{30} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 11599951602994.5 \beta^{30} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 53493840877.5156 \beta^{30} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 48834408464113.7 \beta^{28} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 154349796181845.0 \beta^{28} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 17872792593649.9 \beta^{28} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 160606350695739.0 \beta^{28} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 11672810601509.8 \beta^{28} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 56572521753.8594 \beta^{28} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 46687895806470.7 \beta^{26} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 138881034861595.0 \beta^{26} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 16249240319777.4 \beta^{26} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 144793680107882.0 \beta^{26} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 10389360897621.4 \beta^{26} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 52765824131.3613 \beta^{26} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 39275481043611.5 \beta^{24} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 110238977510333.0 \beta^{24} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 13030189814849.6 \beta^{24} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 115155337126585.0 \beta^{24} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 8157131721137.52 \beta^{24} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 43301522539.8281 \beta^{24} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 28970494223407.9 \beta^{22} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 76906600131378.7 \beta^{22} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 9181768937717.91 \beta^{22} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 80490874669213.0 \beta^{22} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 5628650278617.83 \beta^{22} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 31155878734.2188 \beta^{22} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 18648075207951.1 \beta^{20} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 46921412130682.5 \beta^{20} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 5657215566217.08 \beta^{20} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 49201668452112.3 \beta^{20} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 3396520420866.72 \beta^{20} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 19561176079.3418 \beta^{20} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 10409150997750.9 \beta^{18} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 24873952748180.8 \beta^{18} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 3028077793230.46 \beta^{18} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 26131872586814.7 \beta^{18} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1780807549893.91 \beta^{18} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 10649595297.3534 \beta^{18} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 4997125393060.93 \beta^{16} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 11361684217323.2 \beta^{16} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1396294568216.09 \beta^{16} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 11958489270705.2 \beta^{16} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 804475843625.414 \beta^{16} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 4986328791.24414 \beta^{16} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 2041126555304.88 \beta^{14} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 4423149329356.17 \beta^{14} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 548655080556.738 \beta^{14} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 4664054694679.48 \beta^{14} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 309736111935.767 \beta^{14} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1986396702.33496 \beta^{14} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 699326013523.674 \beta^{12} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1446703578356.28 \beta^{12} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 181093115215.511 \beta^{12} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1528270414175.39 \beta^{12} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 100190038729.843 \beta^{12} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 663759333.443481 \beta^{12} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 197148975213.789 \beta^{10} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 389933461600.725 \beta^{10} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 49247962294.4744 \beta^{10} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 412657348575.157 \beta^{10} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 26706577241.4606 \beta^{10} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 182501921.416931 \beta^{10} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 44517474423.9217 \beta^{8} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 84303340044.0212 \beta^{8} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 10740841948.251 \beta^{8} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 89374105644.7737 \beta^{8} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 5710270286.49086 \beta^{8} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 40193938.9923248 \beta^{8} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 7738642331.73416 \beta^{6} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 14050393786.2468 \beta^{6} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1805501137.06865 \beta^{6} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 14921493331.4191 \beta^{6} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 941216749.127661 \beta^{6} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 6815157.23125615 \beta^{6} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 971927396.510073 \beta^{4} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 1694070182.55117 \beta^{4} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 219520855.138522 \beta^{4} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 1802190318.00692 \beta^{4} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 112235667.480238 \beta^{4} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 834947.797464445 \beta^{4} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 78471728.7655689 \beta^{2} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 131469814.813476 \beta^{2} e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 17176090.0711545 \beta^{2} e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 140097028.102879 \beta^{2} e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 8614642.05042747 \beta^{2} e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 65765.2686760575 \beta^{2} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 3057441.05158953 e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 4929558.52419813 e^{58.1818181818182 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 649199.495927919 e^{65.4545454545455 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} - 5261774.3026995 e^{72.7272727272727 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 319483.796559421 e^{80.0 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} + 2500.07913287729 e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1.565}} e^{87.2727272727273 \pi \sqrt{\beta^{2} - 1}} = 0 \right\} \setminus \left\{-1.25669941710373, -0.999891711056417, 0.999891711056417, 1.25669941710373, -1.25315797022596 - 0.00548799909544505 i, -1.25315797022596 + 0.00548799909544505 i, -1.24600287790798 - 0.00405610000282561 i, -1.24600287790798 + 0.00405610000282561 i, -1.21242400980884 - 0.000437278855258079 i, -1.21242400980884 + 0.000437278855258079 i, -1.00005414407456 - 9.40077570080917 \cdot 10^{-5} i, -1.00005414407456 + 9.40077570080917 \cdot 10^{-5} i, 1.00005414407456 - 9.40077570080917 \cdot 10^{-5} i, 1.00005414407456 + 9.40077570080917 \cdot 10^{-5} i, 1.21242400980884 - 0.000437278855258079 i, 1.21242400980884 + 0.000437278855258079 i, 1.24600287790798 - 0.00405610000282561 i, 1.24600287790798 + 0.00405610000282561 i, 1.25315797022596 - 0.00548799909544505 i, 1.25315797022596 + 0.00548799909544505 i\right\}
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