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{'Nk2': 24152, 'analytic_conductor': 48.2136727404491, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3019, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [6038, 1, [3021], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 70, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [4147175912, 101237300676, -666516984336, -12454052698569, 27624654552740, 547571897695754, -311263393401110, -10686705693747989, 1293400502206623, 115173596632232689, -7653168126553822, -784396478218888366, 112636957847219842, 3657820293315748392, -966080614680386803, -12287336214755835517, 4885991618734332166, 30743154798746784893, -16485174660156725547, -58549787652269069103, 39951713609299440323, 85935160094580451885, -72723644712896086376, -97488236291227043689, 102303068674162487363, 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'is_twist_minimal': True, 'label': '6038.2.a.e', 'level': 6038, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3019], 'level_radical': 6038, 'minimal_twist': '6038.2.a.e', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 70, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6038.2.a', 'trace_display': [70, 25, 18, 50], 'traces': [70, 70, 25, 70, 18, 25, 50, 70, 89, 18, 41, 25, 41, 50, 13, 70, 40, 89, 55, 18, 2, 41, 41, 25, 104, 41, 82, 50, 11, 13, 78, 70, 45, 40, 25, 89, 46, 55, 19, 18, 51, 2, 68, 41, 37, 41, 69, 25, 126, 104, 36, 41, 23, 82, 42, 50, 14, 11, 89, 13, 32, 78, 106, 70, 18, 45, 90, 40, -12, 25, 54, 89, 94, 46, 72, 55, -16, 19, 54, 18, 102, 51, 60, 2, -5, 68, 9, 41, 77, 37, 54, 41, -2, 69, 39, 25, 139, 126, 60, 104, -30, 36, 98, 41, -6, 23, 54, 82, 18, 42, 49, 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mf_newspaces • Show schema
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{'ALdims': [57, 69, 72, 54], 'Nk2': 24152, 'analytic_conductor': 48.2136727404491, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [6038, 1, [3021], [1]], 'conrey_index': 1, 'cusp_dim': 754, 'dim': 252, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33560470, 'hecke_orbit_dims': [2, 54, 57, 69, 70], 'label': '6038.2.a', 'level': 6038, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3019], 'level_radical': 6038, 'mf_dim': 757, 'mf_new_dim': 252, 'num_forms': 5, 'plus_dim': 111, 'prim_orbit_index': 1, 'relative_dim': 252, 'sturm_bound': 1510, 'trace_bound': 1, 'trace_display': [0, 4, 2, 4], 'traces': [252, 0, 4, 252, 2, -2, 4, 0, 258, -4, 12, 4, -2, -4, -8, 252, 0, 0, 12, 2, 8, -6, 12, -2, 254, 4, 28, 4, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 70, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398543042454, 'source_is_minimal': True, 'source_label': '6038.2.a.e.1.2', 'source_level': 6038, 'target_conrey_index': 1, 'target_dim': 70, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398543042454, 'target_is_minimal': True, 'target_label': '6038.2.a.e.1.2', 'target_level': 6038, 'twist_class_label': '6038.2.a.e.1.2', 'twist_class_level': 6038, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 18014398543042454 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '6038.2.a.e', 'level': 6038, 'portrait': 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mXYsj5GiJTByOOcjTG+MsRaEKcBCyuSwcgn8ATCaGYnNesmUhZXQlYGgmHis9QXbJzQLHQ0R04ran7AxmnYOhuxYWbI+pkRG2dGbN1g2L5Rcck2n7pqcvBIm3ufDHj4mYTHD8ekqssbXtLhLS8y1NUMzxye5OAJj+NnUk7NxxyZM+ydN1xz+Ry/9K4ltq2b4PiZKc4s1Zlf9pnvWH3e6aZ0R5JdBxZ54lDnksXlvS+9cPbYOZsmTn7pp37iW6L3/M7nn2tI/L1u/6QZfGGxw8muoBWYXz985KkX9U/+oRyl3Rddf8lxLx1sYG5phrmlJnNLNeaWPOaXBQvLKYudmIVOysllOLAgWL9umV/+ngVeuLPB0dPTnDjT5MS8x+kFw6n5hGNzKWe6CZPTQ158RY/rLoZA1glVyOnFGifnPU4tCvojSBJNLdA0aylTEwkaOHwqYaUHOzb4NOsjjBEgAnoDzfaNIxaWPTBWiiz3YJSAwbDYidiy3qc7UAhlEHpEu+azfdOQ5b7g8AmPVHvMtCWtmiD0IUkE/ZHk1KLk5ILh9FJCGA7BT7j+0h4vukww266zsNTm6OmQE/Nwej7h9GLC8UXYv2B4waXz/NfvWWLTZJsjp6Y5vVBnbjlgflkyv5SyuBKz0ElY6MCJFcnhjkYMTvKvXqcSvzH1jZ/90e/R27df9g0h059NohA//KebHf0nG2T+7p98gpnpCY6fnPu1P/3Ynf/hk1+8P+ytSGbXaX77J0KuOm/AYDRgFHlEsSROBIl2OhswACJFSsOB+Sn+618Kfu0HTnP1uRGt+jTNeot2I6TV8JlsK04vKE4teXzlnhpfuDvhwm19Lj4vYXFpwCXbRrzztZo4UQgMn7u3xplOjXo64tBJRa/X4soLUs6sJOza47Nzm2TvCbj+Iuh0IdIeoRexrgnPHK/TqMeEKmGiJVjuwrWXdNl/LGTnDs3BEyOe2m9/n79tyP7ThonWiMWViM9/pYERijRNufGqPjdcbTi17HP1+UPO3+yTxG36gzq7DtQ4NS+YW0o5s5RwelFzZFFwuhdx1c4FfvFf9VjfnuLwyUlOLzrmXpaWuXsxK72Ulb5heShZGAmSUcR1F0V87+sWvG3r518WdN/P/JFX39Be/3pda0783IGn/obzLnvHcw2ZNW//JBn8zz78CW64cpP67O0HfvHA4dM/98ATh9WJpYSFkWQYjbj6/Dl+98fmufqCOqcWpllYbrLQqbHYCVjoeCx1YamTsrSSsNhNmO/A0SWBVx9yw2WLfMfLIs5d32S51+bMYp25xcAtzVYiLHU1KwPNysjQHybMtGO2b9CAIPQNx874CBmyY73i3M2Gzev7nF4a8djeFs+/0NCoL/HkvmlazYgo8pmZ0gyGcMn2IR/92iQXbUsYjQzrJiRxOqBVC3nq0JC63+SqnQmPH4g4vRCwZSbk3E2wfWOEUjHH5iHwDUIYdmxImGpJuoOQXt9npe+zuKJYXIaFjmaxkzLfSTnVgYVhyvYtPb7jxnluuNij5rc5Od9mfqnG/LLH4opgqaNZ7sYsdlOWuoaFLpzsKs50Yq67+CS/+WPzXHZOSK/foNMN6Y8mUbWdqV/f/Gunu1f/ymRtb3r1dW95rqGz6vZPCuB7ntlDvVarHz9+bPs37nviHc/sP/GrT+89TpwqepGgM5TMjwSLvYhrLjjNb//oIs87r86ZxSkWlpssdUMWOwGLKx5LK7Dc1Sx3E5a7CYsrhtMdwYmeAdHjLS/p8PoXas7bVCOKGix1aiz3AjpdxVJP0O0LhiNDlBjSFJQ0hD7UQ8Nk27B+Osbzh+w/GfHEvhCdNHnttRGev8xDuyY4ZxN88f6El1wecqYzoOYpkjRmegqS2MfzExYWGrz46hW+eE+LczfBg3tH+DR4zQs1iRjwxP6Ug8dqeDJgw5THVFNQDwVBIFACEg1RbBhG0O0blnuabl+z3Ncs9AyDNGXH1j6vv67DW14UgW6xsDzBmcU6Cx3fHqcOLHdTOr2E5W7KUk+z1BOc6CrmVhKu2Xma9/zoGa44J2Sx06Y7qNMbhPQGPr2+wKtvR4Wbf35i3SV/s2XLliOj0XBw4YUXPddQym//ZAB+/OheNqyfDZ7Zu+/7du3e+9677nlEnJnrykEE/ZGhNzT0RoLOUDA3lMz3Il544Rne/UOLPP+CkPnlSeaXWyythCx3A5a6HstdwXLXsNJLWe4mdHqapZ7hTFdwsqOZmuzzqhd0uf7ihB0bFO26z0q3RuhLQBElEq0F2kB/CAjNVGvI3uMGbSJufbDJqF/ngi0BN1zRJ9bL3PHwJFdd6LP3VI/OUpvrrujzlYdCNkwbdh02/MSbV9h1KGTDtOS2hxU3XKJY7K9w4Og0V+2MuOOJAcmowfWXBpy/bcgg6fHlhxSkgv3HPNoND09AfyDRRpBqQ5wAUuMFmk7P0GzFbNs04kWX9HnV8xNmmjVOL06wsFxnacUem6UVQacHnW5Cp5fQ6aV0+obFnuRkVzDfTbju4jP82g/N8bzzQhY6E6z0MnAH9AYe3aGyRBA39Jbtl5ltO87/8XPPu+BDCwvz0eWX/tMA+T8JgOs0lnHcf+Puxz5/wWKH99x3/0P+YkfQG2i6/ZT+MF0F8vmh5FQn4fqLz/AbPzTP1Rf4LK9MMLfcotOtsdwNWO55dLqKTh+6PcNKP2Gll9IbaDp9w1xPMNeDOB1x5YUDNk6n9PqG11034pyNmiSVeNIQxXD7YzWOnKmxaSrhyf010A0u3qq4+iJNWOvz0N4+c/NNLjunSXtyiXse97nmwhoL/WWWltps3Gi4f5fiX72ixwO7PLau95nvdVhanObqS/rc82TKdH2Syy7ocabT4f6nJ6l7TV5wkWHn9iHIHo8dFKyfjjk9F3PHYz7DWCElpNpwzqaIV10X0e0pNk9prr4QoqjBYqfBYidkueez0ld0epKVHqz0U1Z6Kd1+ykpfs9yHxYHgeEfQGY64Yecc/+8PLfGCnQFnFibpOHDbpJlHd6DoDSQrfclSN2VhccSVV10TR6n3n7/3u960r92sfz4Iff1cY+s5DzKjUY847n/P/In7fmd5bvf0iZMrtBqKVCuEkAgBSoKUGik1ShmUBE9qlPB4YO8GfuYDPm9+0SLvfMUi526OOLXQJgzq1MOARujTrHt065LWwGei6dEfpvQGKRtGmsHI0B2GLM7VOHbUECWa46cSwtAAgkAZPCnoDxQCn6Tv8bxzBOdvNmzf0meUdrnlAcXufVO8+vkhV1+yxIdvMQSiwTlb+jx+j2LLpGJdu09N1YlinzNdaNY8tm4QPLo74uqddV521Tx/fvOAwG/xymsNftjnq/dHfPG+Jk8frHPe5gbnbEqZnYo4d13M5eekKKXxlA2pG2HI7GRIFPt0+wFP7vXpDT36A0VvKOkNsATRt397d5DSGxhWBoblAcz1FaeWNM12h5983RzfdsOIK89tcHKubcHdD+gOfXoD9zsHgu5A0h0YBgNNlAi+esf9fq257nc2bnxg8fWvfOF/WFnp/3m73fg/F+BJ3APED84dvevXj+//8vRo0CP0GzRCRZIYtBYgPIQQCJmWgG1Q0uBLQ6gkj+9bxyN7G+w9cYY3v6jHiy4dMtlqs9hp0Fyp0R4E9PqOdYaSwdCjP/IYjgzDSBPFhjg2JKm9R0mA0SCVwPcEtUAw2RJMtWDjOs3WDX3WTXX40kNw5yM+Uk/w6uf7PO/iLnc/HRMN29zwPEFnMODMQpPrd2rWTfapeyHDRDG3EqO04Hk7PRqtEQ/vqfHSqye47souD+9RYCZ4/qUBP/CGRb7yaMRtDzTZdaTG9lnFxuk6U60GEy2oh+B79oLXBnYdFKSpIE4EUQKjGPs3jlIGI81wpOkPNf2RpjeAlRHM9SRnujDSA266apE3vqjDd71SkyRtTs03WenX6A0CugPPgnso3QUj6A8MvaFdYYeRZhgZjs+d5AN/dcv0MEp/8zu+7aXeykr/A88lyJ8zgBtzBoh/YOX0bb/eOf3l9eghYVAjTjVxkpJqMEYCAoFCOiZXSuTM5SuDrzR1TzDfr/Oxr23lq4+s8JLLl3nXTctcfm6PmckGC8sNuoOQ/sB3wFb2HglGmcWY2KXe1m7ZoNLzoBZAo66ZbsVsWd8nocfe4zF/fUeNA0ebTIZ1rrnU4/orVrj/mQ633tvm2gtrbN/U56NfEygR0m7FLPdGaANKwGy7z0o3QCd13viSM3zsiw3OP13j9df2ieIF7nhihjit8cJL1/P6a1a4cFuHrz7c5/GjDR47GLB1WjLdFjRCQeDbi1AKEMKgDWhtiBN3scaGUWwcAGEQQXcoWBoJFrsgvCFXXbTMu161zEsuTZlp11heabLcrTutna0EHr2hpD8U9EeC/tAwGDj5OLTgjhJA+pw4s8L/+MhX1s8N+fXveuOLzN4jS3924fap/zMA/sM//1FE0OD7fuHu771+5+H3vOF5d6+re0PioEWqU8I0IUkEqbHBHUiEEEipkEqgZIonBZ7U+J4m8AyBb6j7gqWhYmF5ir/5epP7nuxxw5XLvOuVy1x1foeZtE6ShPSHNXoDn8HII4oVcSJJUkmqBdoIBAYpDGGgadQSwiAi8EccXxhx84OSfccCDh6bQumQ8zcFXHKu4vkXr6DCOZ7Y32LLZIPLzoONs0ssrrS5fIsk0YYvPRAy6ksmmwmveeGQz98Rc+RUi4su8Dm5POSpAz7bNkxx5blz3P14l3ueEoyigIvPnebibSEXb+2y/+Qi+47DA7sb7D3QpOEJQk/SDA01H6S0QZUx9mJNUogSiFJBbyRYGQpWYoh0gjZDXnDhCu961QovuTxl03TAcNRmoVOn2w/pDwIL7KGiP1QMhoL+UDIY2b7RwShlMEwZjFKGkWEYGUaRXTUirTh8bIW/+tsvrr/+wsffc+N1zcSM/uTDSydSps/98X+5AD+6+4/ZdvEkP/2ehe/6ygNHf//47gcmX7Fzjk1TbUZxTKIVOhX2bgDjIQAhJUoKlFR4SuB5KZ4n8H1B4GkC31DzDY0gZbIm6I58llam+OSdbb722JANU33ecWOHi7cNGQ56XHauYdtGxSj2SVNFqiUmA7fU+F7K4dOGg6cEywPNZ+9ucHx+ChP5TNUUm2c8dmz0OG8LXHb+ClrO877PN1lcnODaiz0uO7/DVx8TiMRn/ZSk2UjoxwHSSDAS5QV0hoLTi4JLTYMbn9/lGw/X2bwu4NrLpvn+N8zzoS92eWBPk97QZ2G5xbmb61y0qc8Ld3Z560u7nFhc5LN3hyz0Qw6f9Dl+PMBXAiklAoE2hlRDrA1popmaibni0j6jUczF20a87cYR6ycU062QOK5xcq5GfxDQH9lVbjBU9h5Z1h6MBMMRdiUYOWC7GKY/0gwiGMSCQSzoJpJBaugtH2e48Mi6wanLfv9E5/L4/Ctu+6uf/+2P8Kv/8bv/5QH82J4PIf1vE0uHPvL22x859P6bbznSCBsDgiDF82JCPyJNbT2J1gIb4oEQHlKCkhJPCXwve7RADDxB4GtqvqEeGxqRYaKWMlUX9CNJN2py8FiTd//VNOgEkSQ8/4o+526MSBLQRmOMTeJIIZBK4PkBe44E7NpXo1nzaAWSdQ3B7Ixk/bTH5lnFjk0pF+1YJhUL/MGn2hw+Msm1O30uPidlkHS594mQybrPzIRhshXRqFsppLWkM1Qs9gwLnZROr86LL1vmwV19dh9RTLZrvPDSSX7ojQv84afh4X1NegPDctfj9GKbjesarJ8asmNmyP/z9j7tRofHD8KeoxLfNyhlEEIDxv7fQJLAORtTbrg8IY194iTEmAbDyOfUfMBgZFe0YaRy+TaIBMORYBhZ1h5FVsuPIu3kjmY4MgwibVk9suDuxYJuIkh1TJxqBmnM4/sem/z4He33L3/srcnb3/zGj//sb33C/Pr/87Z/OQD/5Kd+j9/921R9z00ffMuOdUc//OorHqgdfquiXtOcszFmNIoJgsgxKWAECKyulAalPDxp8F1ttKcEga8IfMko0oRRyig21GPNKNZEkaGdwCjWjBKIEsEwlozSkDitsXtfk8d2Q2oM2l1ISoAvIVC25qMVwmWboF2HiaZkqqWYmfRYPw3bN47YNLtMbBb5g09NsP/ABFefpzhvq+T8rUt8/amE0wsTPP9cyVRbUwsGhDLEKEGSSoQxJGnEUq/G6QWfqy+u87ydXe5+uMaGKUGj1uLqnZqffMsCv/9pzVPHWyz3NMtdxdySx7rJJlPtOlPtCdqNmNlmzI6rI0I/wfcSlEqRwgYTBntRxbHizJxHnCjiRBHFilHsHiPJKJaMIskwkowiYQPUSDCKDKPIHtfRyB7nkQsohxEMYgvufiTojgTLsaCfpGBGHDxl+NTXQhohvPeTRxovvWbyww/c8zH93/7j8FMvv/oP0te/+t/+8wf4j/zKX/H5x9vKS46/7ZNfPfznN13xUG2xJ/ncXTV83/D8S2Ou2Da0AaUpjHkhDdLdPWXwpMLzFL4nCXxhT4IvGAWKKLZAj2NDlKTWFUlK9xSS1JCmmlRj9bYmB3dmRXoSfB9CT1ALBY1Q0mwoJhqSqQnB+umEHRv7tJrLfOobEXc8Mc3yfJsrtit2bPK5cNuQVCzzpQcaNH2P2SlFqzHkif3w9AGPy7cZ+iPFlRfGXHG+4dTJlLmlgMGwwWuv6XLX4wP2Hlc065IwaHP5eZpf+d4Fbn9qwOdvX8fCimHH+pSljsdkWzHR9Gk1fJp1Qy3UhIEm9FI8ZZytao+lMeQrY6IlSSpIEkGcSKJEEMeSUWydlygWRLEhimAUp0Q5aWgL7thY0McwjEwhS2LBUizoxAYdjZDJgOedM+AtNw7xPcPRU0vMz99bu3TLlo8sHN7+r193w+wnBqf+IK1v/McF+T86wKd8Ifujxe+89+n5P37kycXa79e3E8WaXl9gEs1o5PH2V3R5x00D2k2duwFKaZTUeDLF93wbUPqaoa8IYknkS0aBIIqFPTmxIk5whVeGJClsvyTVpKl1F1LjnBLnltgAFpQUeJ4g8ARhIKmFkmZd0G4YJluaDdMjZqe6JGaZj98l+dAXZ1hfq3HFdsH2TT7nbNbs2LTEp+41LC7WuHijYqoNrUbM6UOSM0shwbkwigWzE5LJSdh70LC0ojk1X+PCc2q84vldbr6zxkwLwiBAyUkuP1/ww68/gy/P8Lm7p3j6eI0NKzHrJxMmmopWXdGoS+qhRxhA6IPnWVKQbhXMQY69sFMNaSpIUhzQIU6tCxLHqSWFWBO5x1GsiWMsuBMH7lgwdOBeiQWdWNCLNXo4ZKK2wne8bpG3v6LH666NiWLJiy5ZYBRLfDVXE5F8/9zplmeo/U8sz/zzBPj/+MCnSVL9vV+668Bv7913rK2CaZaGGm1SCFPwE750X8C9T9Y4sbjET7x1wGQ7pRYkdPqpBbjy8WON73kEniLwPUaxJHLMbRlHWCZyrJQkEKeQptZJ0NoGXFqbrIfTgdsCXCnhdL0FSC2ERk3TqidMthJmJwesm1rmG7sjPnJrnT0HJzlnwuf8jbB1Y8DWDXDR9hX6yQr372pTVz6zU4rJFky2RkxNJASBhxD24hqMAhZXYpb7hk4v4cxSwPaNLa67+Ay3PtBnz/E2jTDGVwFCTHD+FsV3v3KeF1x0ho/c2uL+JydZ6HmsbydMNhIaNUm9pgh9QehLfF/gKYlSTua5vkqD7WHVmhzoSard6mZJIU40SWrBncQQJaa4x7bUd5RYYPddQLmSGEaDGBMPmGl2+bFvX+Q/fVeXVl3R7TZItYcSktDzGEU+g+6xtvFaf+C3XhAc3v3JD+24+Nv/+QF8fqGDUuoHf/dPP/nrRw4dm1lXFwxTGPiSkVZE2hBrjfECliOf3/7rgF37O3zrS3vceFWPDTMRK906g1FIEPkEfkDoe27ZVMSxYpRI4lgSJXbZjRPnaac46w/H3BJtKMDtIljL3OApmzAJfEMt0NRrCa1awlR7xKZ1K5zu9HnvZ32+9OA0i0tNLpgVbF8v2LI+YOt6wbmbh3jBMh+7w+PA0SY7N0imWpKJZoqUI47PGUJPIgUYI4hijx3rV3iAlJW+YmnFcHqxzs6tNd56Y4dPfDXg0OkQ34sRwkebJnEief65S+x45wpferjPR780zUOHmmyZEqxrpjRrKbVAEPqCwJf4nsBT2MBZilz6GexFpg3WaUkt4HOQp1bS2VUQoozZE1GAO4FuIunFMIhS0v6IrbMdXnb1Mm96WZ/XX5MSyDqdTkCS+iSpIk09kjTT/x5RfGJmKlh5z/aL36Gi0fIHgnDynw/A5+Y7BL7//X/z2Tt+/e77n1rvK4OUEKSaegqRFoy0YJgqhloRSY9OHPKxr9e4/fEeV1/c5Z2v7PMt166wbmJEf1hjEMXEvk+UeIxijzjxiGN7wOJUkiSSOBUkiSRNBakWhdZ2roxx4BZu6VbKug6+svInDFLqYUKrPmLdZI9BPOCrTxj++usT3P/kJFOBz+VbDJumJRtmAjbPSrZuiDhvyxKPHxrw2btmmVAesxOCdlPQbsR0+ilfvLdGKzAIYYE1GHm88YYRX7jP1sR0epozSx5b17d484t63L+7y669Ac0wQUlhQa4bDCOr9b/7FR12bjrDx25f4Z6nJzmyVGdjWzBRMzQCTc3TBD54Srgyh4zJIYtytJNqWhcrXOKAbgkC4lQQpy4rmgoGiaCfCHopjCJNEkU0az3e/Jol3vnKFa6+KGXjtGI4bNLt+cQO3EliwZ2k0r1WJIlgae6J9fXmxl9fv/0VOhoufzCoffNB/k0F+OLiMkudHkrxPZ+75Y7f+sSnb5tZXuxQD6RlCWXZIdRQ04ZGKhhqGKaSgQoY+T7HVkJO3Nfgvif6fOLyLm+7qc9rblhmeiIgigJGsU8UBxbgiXUFkiQ7eJI0LQCujWNuXdSUCWFcUGmzoZ6nCfyUMIiphxGt+oCUAV95WPJXX5vkyYMTiDjknCnDpknDuknF7HTAxnWSzbMx2zeucHSuy598vkkyqrN1q2Cy5dFuQrsRI/yIlUGTyZZBCIExECeS6VCR6IRuHNDtpyytKI7P1bn0vBY/8q3LvOd/hhyea+Kp2F0YHklSYxhJNs6EPP+CFa44r8dTh4/z11+vc+tDk5zo1GmGilYATd8QeAZfgSdtOl+IanWdBoy2F12qBamBJBXWP08FUeqAnbrVNzEkSYyOI2ZqA1570zLvuGmFl1yeMFn3iNMGy52AKPFJ3PnJAe3OTX6OtGAYrTDc89X1o9j/rY07rk86S8f+wg/a1BvfvA6hbyrAu/0BkxPNN91x1wN/+Jmbb2uPBh0mmrLIrGnwU8cU2rJEmEJdQkNBPxUMVcgo8TkzrPG5+5vc8VSfF97W5d9+e49LtndZP6loNz2iqHwglVsGs4Mn0ca+rzEiT79b5rYFW57SeF5CGCT4KmJlEDO3EvN7n6px8MwUD++axOiAmbpg/TrDugnBTFsxM+mzYUaycSZhy2yfmcklvvSI5qGnJ7liq2CqJWk1JO2GplmPEP6IMPTwlH1/YyBNJYORx2AYk2hBd6Dp9gyLKz6nFtpcf1GP6y5d5mO31agvKjwZW0AajyQNiGLb47lussYLzu/xggt6PPCyExyek3zk1knOLDc4thASKEnTFwSZDJM28MyJPJMqWCZPjCDWkGjBKIVhApE2kCaQxEg1YvPUgCvO6fFv39rlmktS2nWPJGnS6QVEcUCSqBzY8VnAneQEJEj7fZZXvjYTJcEfbj/v+UtxNPjsNxOT3zSAP/HUHrZt2aje+76PXvDkU3va/W6HiaYqonZtQZ5my6ADeKIhTA21VFBPDSMtGHiSgV9jlAYsRHVufajNN54e0gxH/OvXddg2k7Bj84DrL+viCUWr4YFwANcKo22ttDEl5sZYT11YL9eQgEx46qDkwd0eN9/f4qkjLaKkQctTzNYN003DVMNYH7ztMT3hMTMp2DidsHl2wKbZJe54csT7bl7PpkmP2Ta0m4p2U9BqJNTDEd94RjGMPPymBZUxgiiR1DzFVTsH3PfEpC18GqQsr/jML4ecnp/iR15/mmPzC9z36Cy+BESMBpLEI4p9RpGkN/CYatWYbDe5bmefl13R550vn2P3Uc0X7q9x/+46zxxokgiP0UjRjxVK2NKHauDpcgJGk2iD0RpfpEwEETVirru6x7mbhmxdF/Ou14yoB5JW3SOK6qz0AuLYd/56obNzSZI4UOsM4KKQkKm1LqO4S/LUne3lxZMXvPAl36FOHd+XbtxywT8dgD/99NNs3TIb3HPvA9+nRPrb3c4i7abnmNu6GZn/nKaQqkzzZXpPkGhDkDG6NkSpYJgKhp7PMPXp6zrdbspvfWwKk8RsmB1y6fYhMxMJb3vFgO3rI+I4y4JKKDE3Tn9KqRFS8Mnb6zy+v4nwPA6faHD8dINaXTERCiabhnZN065Bqy6YaCjaLcVUy2NmEtZNJmyYGbJl/QqpWeaTd7UZ9JpcuNXQbihaDUmrrmnVEnw/4kv31Rj1Jf56kA5McSJp1hWvfeGAOx/R9EaS3iBlpe+x3PU4tdDgknNbvO0lKzz8VIPDiy2U1EDs9LJPnCpGsU3M9IYenV5Aq96gWR9xydYh11405OiZDodOLuP5KY8d8PjE1xsIpSy4x+cPGg1ojDEkUcqODQnveMWAde2Ui3YYNsxAmviMohZJ6rO0UpUgBahtfU/G2EkqHMBtkitNLLgTXQa6Ynh6ieZE+ttPP/lQf3L23A8988zuaOfOi/9pAPzUqWN0lud3Hj189L1PPPqQbDUU2oE31aYAeGqcVBHotAhqssKgMqsnqaGhBbELSqNUMtKSSPvEGuZ6bb7+uMaQ8pn77cgGjHb3LIvnLDIhEMLWl0ulSGIPqT18T9IK4dxZQ9PXNEJNI4RGKGjWJa26ot3wmGhJptowM5EwOzVi82yXlCV+729r3P3Ees6fgamGY++GpFVPaNQjmo0B9XqDUEmUdBocKwfi2Gc4EAxGKd2RojfUdAfatsw1A46dnuDFl474ybef5nc+4XFkOUQIjTExOjXEiU8US4Yjn95A0Rp4NGsBjXqNRtigFsa06hHPvzAi8GOuuTDhXTf18VSS19YLYaqi3Ek6rSVCSEJfAQHDkcfCkmfrdpwUzMBcBI8O1K54LdFFwJ+BOXO27M86vZ/58Snce99D8uLL1HtnF/t3xdHoyW8GNv+3AX7/XZ9iclLUDxzc+5Zjh/eL6UnfZcc0capz68mCWxQgT8HTpa85YGdaPXWsnjimt68hMdh5I1qSGEmqPWIdkjrbq3zLs5QCPCFsplJBrW6oeYaaSgl9CD2oBYZ6KKgHkkZd0qh5FuBNwWRLM91OmJkcsX66x+b1C7zvZs1Hb93AtknFupam3VS0GopmAxr1lFY95uSCZv/JkFpgy28hq/QTDCOPczdqNq4bsjIMGAyNY3HJctejVa/RakzyrpvOcODkKd7/2S140sOgSXVKog1x4jGKFINIMRhJ+jVJY+hRD33qYUqna2OMwE/xvRTfT/GkbZSQ0qbzhbvb0hUBCAdyQUe7Kkvt4hoX36S6pKn1mLYuaewCwOOvcYxuE01Z1WN/AHff+4jYsWPlLdu279j/5x/5+OBff/fbn1uA1xsq6HTmfmbQO/UzvhzIdlMxGEGkBF4iK4mE7J5oY8GdCsfwlLR6BnbH+k7mZFaWtf9c3bMB7cpqNVQ0N+AyeTaw8qTGk7g6cvCVwPeM9Y09QS2U1AJJPVTUa4pWXdJqGCaaKZOthOn2iHVTfbZvWOD+Z0Z87PbNTNVCNrQ07Yaw4K5LmjVNs5bQaoy4fw88trvBBbPG6d4ibT4YKa65yHDh9gEPPDlJf2QYDFN6A8+B3KdRq1OvTfIdL13ksWfOcN+ujWAUWqeWCBJDEpu8nmQw8mgMDfWaohZowsAnDFJCT+N5Kb6n8ZR2WWJXCiEMCDssKaOFIjgX7vgKl+qXhf2aZs9lDmK7Mo9JkIypHcCTlIKsEmdHJrZufTgydPs9qTnxi8pvBK1W69eA6DkD+GjYl3E0+OX77vzof1hZOhEEQUCqbRZFSZsdtIkXly7XBp0xunZ3B3LtwK0dgNNSti3PvBmDdpm4LFlhXMFUditDPEtVZwmd7DP5CnzPNgoELvsXBopaqKiHgkZd0Kob2o2UiWbCZGvEzMSAzbNL3LdnwC//+QaOHJvkvHWayQa064pmXdGsQbOWUq/FBP6QztCgpMLmAYpPljo9GicB7XpMP9H0XZ11f5jS7Us6dUWjG1ILW5yzMeZXvq/DL31Ycu+uDRgU2mjSVJOkCVGiiWLFMFIMQkl9pKgFkjAwhIEi9DS+b/1+T7kyCGUBrpxMEcKsatDVLo7RRmBcLYttdBZ5bYslHSs50rzehZK+xoG9AHaa2NU6Tm0yKU6yWpeUJIWDh48H9XrrP//UT7zO7/X6P99sNv7B6fx/MMBHww7GRL92aO8dP9VZOFzzPElgNDqQLksoUMp24GTFPZke97TOpYouaXOds3MBel1KRhQHHMcyudwu8U+Wgi/kSVZropS1yzzXiuZ7kjCQBL6iFtqRDPXQ0KxpWo2UdiNmohUx3R6weXaZ+3b3+aUPrWPPkWl2TFuHpVWXNBvSsnfd0KilNGoxcRrxl7e1kErhS4MShU2ojXC61ee7X73Elx+K6EYhfQfw3kDR7Sk6oUctCAn9NhdtS/jVH1jgFz4kuOfJDWgjSbVNq8eJLTQbRZpRzZa7hqGg5gvCwGY2A8/kGVtPaaTrbZXCJuFygBcpTwdy57ToAuz2vBQA15kjYkpGQg7+DNxZaUBRQmE/uyFJtLtIbXGclIrdew/VPvOF2//9W9/0SrG4tPKz01Pt/28BvrK4F4y+bvHU/XUlhwS+h00Ea0C6FjObSYtTCyq7lBW6W+uCyXMQa2P1tM6Y2uQH1BhTBfcanysDeFaDkWXylBK2E8gTeV2570tbvxEIaqGdedIIU5p1C+52M2KyPWB2ssP9u/v88geneerwOrZOCWaaJWlS82jWbP1KvZZQDyN8f8TxhSl8JVBSO1uuCDJtQKbYNGWTJytxjcHI2CaCYUp3KKn3FbXAJ/Br+N4EF29N+NXvn+O//Bnc9/R6p381cWqIk9SBRDMKNbVIMgxULsF8H3zPSjRbp2LwJE6muOpNURzD7GYzwKJCKNkojeKREptXn+crcSY7y1I1teC2FZ+GKNZ59edgNOKWrz5QP++8c66T8h++48Q/COBzh/+Wmt9tHH7mC4Ewi9QCBWgXhUtAI4UspEGuxcDL0+iFs5IBW5usL7IAfBXU5lnBDUVKOqsSlLKQS0raevJCnkDNhzDQ1GuGemj1c6Me025ETDYHrJvq8NDeIb/wgSmeODzL5knFbFMzURe0apJGTdGoC+o1e3HYVH/EfbsEvWFATWVTAawGz5oQUi2IE49mTXH9ZV3uf6pNPy7awfoDRTdUhIEi8AOnnye5ZJvmN37oDD/9p3DPrvXEWhJr7Zqlix7MUSAJA23Z29Wm+O7itnecTClknHRZ3rVA7vonnFwhv1DHgZ5LytwipiCytPToYrGs6jNOXPVi4upgUsmxUx1+932fC773u97Q+L0/+2L/p37g9f/4AF+aP0TQ2DE5f/gjf5Img5dKEpSS+J7OgWfHPWhkYsGlHLhVKlxhT7F0aU/kbJ1q41LHJtfXxhRMniUl8m4VSidDCNfe5sDtioxUDnDL4r5nmSzwsZ1AgSuwClPqTl606iMmWgOmWis8um/EL3xgiscOrWfjpMdsQzNRh2ZN0KwrGnVFI2fvlFqY0GoMueOxgOVOjampIk2egSVb0uNUsX5GcdPzetzxoLZdNJEugVxS8yU138P3AjyvjpSaS7YZfv2HzvDTf2q4Z896Yu0RuwpAW/ZqmTyMZV5dGHgSz3NFWFKgPJGvsNnnyy7CTKoUfVVFQqgAepHmL4q3ingpX41Lj1lhl3XRSizuAs04xRV62YtjFKes9IYv3f3MgT/7uX/31n/zLTceWr7ownP+cQE+6B5nNJj76fnTR79zsLIEIsBTNguW3axMsIypkqwbHjynxTwlxoLIkq5zBylja70Wcxf/yTNyufaWWQVdobuzikFPYeszPIPv28biWqCpBSn1WkKjFtOsjWg1hkxPdHj4mRE/86frePTABtZP+qxvpEw0jAO3Y++apB5a9q+FCY0wItEjulGIUBI/Y/Bcg2da1RWIxT7NYGjLBaIaUxnIhyn9wDJ4GEh8z8P3sg1oDZefY3jPvznNf/pjzT27NxBrj1EqiFLtWFxQizWhbwhc76rnFS1/yq1o9vi4rvzssVSYVd7BpHz8q7FQSU7mr9eQnpoKkxd63DWluOrFrJRDScnC/Dz79x74zq/d+ej+0Sj+L/+oDN7vHKbe3rZjz8N/dEU8PIpSCmMMSqX4pZ8TEkQiUUI7Bhd4qSCRhvSs4KYE7iKCH68nKaxuU7B26aTky63r0MkHBXluzIQrQsqqB2t+6nRzTL02YqrdZ6LZ5b5dCT/7vnU8cmADsxMes/WUiZqh5cBdr1k7MQN3PbR17O1mxK5DhtsfbhJIia+0C+IKpGTLd5wqEu1x4/NjLjivx/4jdWYb5F3qw1FKf+hY2FN4no+SxiWNDJftgN/44Xn+y59q7npqlmFcZ5RKosTQcDXcoY8FuZetXtpJFIlUab7CKSlKABclkJdYqxzQV4inJCO1ySsVM/bWblUu28BZIjBxr+OkKN+IE1waH6Ty2HPgJJ+79cErfuuXf3jHnn3HDl90wdZvPsCj/hFUMHlO58zXf9fj1Jt8uYyRPlqbfAJVGWxSGBIpUak9eKkSTn+b3E5KS+5IpuXMGDtkS+JYDods6VwFbmGQKrMFLRg85VjbMwSexvc1oa8Jg4RakFALIxq1EdMTfZa6fe58En7jrzby+L51rHPgnqwbWnVBsyZyr9w6L9qyd2ABXg9HRGnKcFCjpuxFJoWoVPJliRQbaHpWy3sjRq4FrAC4JghSAt/D9yWeUijp5wBHwJXnCn7j3yzxW/8z4Z7dM5zotBk2JZOpoZXYaQOhu/u5RDPOLqQE8ILB88/rPvRa8/2MY5v8XLk6c6PLLJ6RlikIzRSZ7SQtSjlycOelG1niT3B6cciB48tv+tjn701f89Ln/ftd+08euuT8Td9cgMeDvaRR89q4++hbzOgx6rUGaZqQpBKpTQngdglV0qanLbBlqfYgi7ILWZIdlDJr62cFNyVwZ+MeMvY2Tp4YVzVomdvzsjkqWXmsBXcYOHBP95hbGvDrf9ngs/fOMt+bYnZCMltz4K5Z3d1wgWU9lDRC4xjcau9aGAERX3s0YCkOmAmp1GMjSk6Esccjij3aoccrru5z356IbhwyEWvbxR5pgpGtVQ88C3BPGZT0EdImaDBw8TbJ7/zbFb5w34Bf++AGjs1PMZj0mAwErUTTSCCM7ejlQNmBRn4WaEqRB8HZYzlQL1+YFbmSs3i1iWJcWq4CuSFP7OXJvLw8Qzh/3IHdJYxiI7j1vv1Mb9z4lkar9Zed7uDQN5XB06SLVM0Lh4tf/Hd6eA9haEjTmMR5lok2LgJXeaNwKm1yI9WCVBqUlqTKJQNSUfFTC+spCySLSJ1xgFeCIFv+KkougHS1z9YGs8D2lC7GTPgpgZ9QC2LCIKZVH+B5fe54LOXPvtjm5rvXE+k269uCdTUrS6wFmPnkyt2FY+4ye8d43ohvPD1JP/LY1DAuYzjO4NlFLokTRc1XXHfJgERbgA9iwTBv8LUj13wvsziVA6LNPlrlIFg3KfjOl/dohSf44BcH3Pn0DKfiOv2apJ0Ymp6xIPdcHKKMi0uMA7kjBiFcHJMNEipYfC2A24dSjFQGell6Zi6LMeiMuU3JH3cJorzRQtvS3SgVDLVgIHw+9fUnuf75F/y7H/72Fz/yrZ3+3qmJv3sk3N8J8Nvv34cc/hVpOrNZxo+9LBDHEUGbOHHgkh4yVSRCIoQhEcqWpUp74BIt0cqUpEnB4MaBPAu8ynq7SOBUF0gLblORQkIUfm4mS+x4N50zt69sLUboxwRBTM2PaDSGBEGfv7rV491/sZ79c9P4YY2NLcF0mNIODc0Qmq7Dvh7abGfNJYRs/UrqVgIrT+ZXUnpRQKAUgTR5gJn9GZnVpk3W+CuJEp+6P2Tj5IDlfotBLNy4NRsr+H7qbD7l7E5LJNkxyFLqEw3Fm17S45pL5/iNjwz56JdmWUya9EOfpi9pe7YGJ/QgUOTNEF6W9HErn8ylSpEAcjb+KrlSTrRlkjJLDhVOi6k4LHn5RanBIusoilNBVAJ3PxUMtCExhvkTp7n1jkdfNhgMNh8+3tlrzNMIcen/HsCTVPOVJ996jkzue98m/z7O2xDhxQOkCC24pCHJ2Dtj0FSSCmk1eFZQpbXtjcxTvsWJNllLWfboZqOMKxNBllZ27C1L4HZpZ8vgusTcqQN5QuBZSRIGI0J/wKHTCe//QpNP3zXDgdNTtBs+0zWYClNaoXGp9wzc0oFb5kmhmtPeYWAvnHZzxKe+4bH3cJ2aEjZjmDkoFCgvViyrw+PE4+Id8IZruvzZLTP0Gh7t2DCMDWHk4gal8TzpZjNSAnkpvDd2Vdi+TvKz/6rPFece409vnubAqQkWkzp936OpBA0H9EAae+E4l0mVSEJW4hoqmnytW2ECmFVx1DiL20x1weJZaj/WVpbY6lFycOs0gWSENAMO7b+bn/uRc973vHdd+zrM8t8pVZ4V4P1hRD30+aubH9x689cPnX/fAyH/8TvqfM9rh9RCpwFdNZqUmsRJlFQqEmVQqXbVZ8I1/upicpUpZAqIkuYWZ9XckB1ok7NLdlFlwLauScbeKb6X2M4dLyEMRwTeiG4a8d6PB3zwCxs5vjCJVnWmJxTTgWEi0DQcczfy9L10dSpOmjjvPAd3YLOXozhi77GQXhQyFToXJ0s6Za5E9neaUk1K7NFuepy7NUKFQ7pRi0EgqLsZJIGTV76TKF7megh1luBVMTvR50fe1OctN57ig19Y4f2fnGF+0GTg1ah5ioYnqCtDmBjL5m7F9TImF0UaPwc4puqsjIO8AvRsVAVjUhRX+ZllOgWJsRIlY+2RhoEWjFKD0QnEQzzT4/vetMiPvmmFc1oPnx9321v91ssOGTNCiPAfBvCTJ08zM9Wa3Tzlf/xrd+/xj85t4lf+zGeyeYp3vGJEqqVj1uIutQNcKtHSMorO+iNLBTsZwDNZUgb3almSed6mBHCTS5QC3Bql3LgJL8VTKYEfUwsiAj+iM4z4xuOSv7q1zSfvmmGYtgiCgJlAMBlomoGhERoaQQHuWigJQ0nopIlNDDlnwgE88G3m8+BJw50PNYhin7BpVgWY2U2bcqAtiWKF73vcdE2Xj32lx55jTQY1O+9l5BuCBDs6I9IoZec0Whkhi+E+FFIv1baDphF6bJgc8J++o88l20d89NYWD+6aYG7QZKgCfN+j5gnqEkLpbNTMXpXG5hPGWdydh1yulMjIlD5HBeSr7qKQKK5VLtGCSGOb0d1MRaMTSEcQD/j2m5b4pe/vMllvcebE034avvHjNbHyvDRZmfsHM3hzYlo++tQz1978xa9P1IgJ6j7H5ht85s4GN169xGx7hDFl90QjtUJqjZKyqCMeB3XeUlbW3FnGbDVFZMxh284yoOu83FNK7ezA1AJcpbkc8byYTi/m7icFf35Lm1sfnmCx00LWa7Tqiknf0A40Dd/QCAz1AMfalrnroaQWKGqBoBbgKvS0A7cm9K3+Vt6IZ47B8U7NJlacvq0mTgoQWGbLSkvt7swb2oILtw144khCP/btmIYYggg3Kjp1EiVL1IAc68zJU+fOhoxTWx/+jpsGvOaFS3z1kS4f/lKbB3e1Weg26MiAXuARKEEgBaHE9nBKgydMXqyWWbA2sP+77MOCzcsXXp7CzwrODKSuDzQylrljDanRoBNII4hGbJoe8m0v67NlneDMQki3J5l76o6J8y7i2vWbz7+FZxke9KwAP3r0RDiK9B8/+OTx5iC1EgMBdz0asuuY5KbnJcSJzAM/KTUy1dYx0QptBCprAF4FclGRIwXAM1CXAJ4HOkWBvpUldvqVfUxRMiXI3AwZM9dNuOMhjy/e3eKzd05wZqWJqNXwWz5tDyZ828lT93GyA+qBcHfpSk6d7g4EYcbeGcC9hCBIqAURxsR87eGQwyfrrJsW+FI7J0IUjb4lFJg8F2AlxWDks2OD4Kar+3z63ohe7DOIBTXfECSWxUexKa1SKverEbIiU+y9IBibNfWohyPe8fIBr7pmgc/c1eULdze44/EWZzoNBiJgEHh4vsITAl8KfCnxhXFSyyARTnIVgedZQV4CuHYEljrJkma1OMY1OpsM2FlUmoCOQUcQx1y6dcRLnxeRah+BIQwSRoP9TSVf/Mfd5dOXAIN/EMAffPhJ5pf6PLq/QyfxSPQI0tgGNwqQCZ6SOfhSoZEiRRuF0qnT3WXGdmMcXNcI2clY6+iIkmNSArd1bgxKaIQDuOelBF5MrRYzGKXsOQ6HTij++rYJbnmwzZmlJvg1vLZPQ0lavqHlaeq+oe5Dzbfgrvl2JqEtM5Wlu3DfNw7kOgd54Nv2tP0nNE8cDMH33TJvSin6alowY7fMSbFuih3nfPm5Iy7d2mP38QaDmqCRCMLYMFI4a0879s7clMyCLLRK7rPrTCIqN33AZxj51Osjvve1I954/TJffqjH33ylwaETNXYfbxAthyShx9DzkErafIar71dYba4yeUgWQK8OmnK7N1tVEIX2xnZm5bYhuBR2CiaxADcO5CbN0/6eSmjUhvieoNFPWF54CsSzl9GeFeCdpeNiNBr+u7/5xAfWfftNZ3h0Pzy4W5LGGj0yGClAgZQxQmhEqpFSobVCGwtuC2hReSzkiChptbVlCTljF13xUmg7+kGmhKGdpJqkKacW4Lave+w7VueO++scX6qz/0QTwhDV8Kh5iqZnaHraugi+IfTs4PjQx4E4u0t3Vw7gOM3twO2nhL5lb3thRRycg12HGviyag9WteuYV5w3EGQDcXwu3THgwvV9njyQ0E98WrFg5EHgZgKqEsClFAgpK0wOY45FJoNKfZRx6jPyA9r1iO9+9YiXXLHC8aUVvvZAwIGjIV9+uMGJhRrpwEdLjzhQIJULlm1lliRLshWPa4K8dDHb5yZ/zHtoceDWqQO5A7r7mtQGVQMRxARRj0f2pzy0RxHFT69707f+0L87cPD4e847d8ua1sRZAT5/9Ktok37ntTtPNt9wXZ/5lS67jsLX7w85dkaiI4FWAq9uMFGCUtYGTFPlZpJkAJelZVNUwG0yqh7TJdkcqoK1s2mpdnn2w5Q4NRw4KnjigOK2+xs8eTDg6YN1VkYhoygEP0C1fUIlaChoeJp6yQcOvaxOIyubtXXhoZMlQaAIAukuAFNobz+1mUXf6vxaEGN0xOlFyciEeJ4kkAYvS5SMaXAoQJ6aot8xdX64wGN2OkKqIb3Yp+8J63TERcGYp3QlAykzkxqgvEpqWTB5qTHYd9OmotinPwrYOBWxfUPM888bMYgG/OuDHZ48FHDbfTWeOFjjwJGQOPEwoSKVCoQkLf9x2epRnMB8PF7FEssbwsuPDuA6dY/uTgqRQWiNCA2P7Qn4wp2S2++v8+ThFkeXZjhvutccyXu/01fqPf9LDL7v6S8xilZUZ+4JUfNTan7A5ecorr6ox7e8bMgHP9/gt/6iyd/cVuN11414xdW2bS7wNPVG4uSHBC1IYwty62uXpEkO5aKFJPuqdBlIXM1FHBn6Q8vkh45J/uetIf1Y8ejTNfYdDZnvBYzSALwAlI9qKwIpqCtoKENNYceZKVd4pCxrB76wSY8yuH1J4GRJGEAY4FwTmzK3U24TlxGNqdciziyl3HZPi043ZGrCbq+SlQxkOFjFbpnczLW4ZDRSrJtRvOb6IV9+cMCRTpOBL61M8cBPDH6cedbOY5eptQspzzqR+Xto45XewwI9SBWpp0h8RZx6xLFvrVQ/phnEvOTyhOsuGfHmlw155qjksV0+g0jx0dsaHDzlg5D0Bx5pJF35psR4patYiDGAlyvlTAXkIrEgNg789aZNyAkMr3hJxGuvi9ixJeHWO0M+9PkGnVEN7bcJ63V6fcOu3fvES669TP3PT3wpeefbXvv3A7gQEASt9+q0e6XyI7QxRInACyQ60Ty2y+eLd9UIlOBvv9pgdtrO07h6Z8w7XjnMu+RnJzVXXRbTrNkinIKt117SMpek0xc89rjHwoqkXpPcv8vn83fVGMaKYaw4eSpAC4/Y+Gjhg+chQg9PSgIlqElDzQE7VIZQGVsD7jnP1yuYO8j6MnNwK9ejKXL2DnxNEGQFWmnO3kEQo1TE1x9RfPreFirwrN1W0d9nZ/DMC0/TzPFQDIc+b7xhwGe/scJHvzZBL6nRdDrcz3R4nGUcTd4tJER2JWXHVpbkQQngrgs+8SyT+54i8Ty8JLVAVylK2UH60/WEGy5KuP6iGCNGvO3lfYax9ao/d1fIA7sC6qFgfkXx2JMBK33pVNKYL1rxEi3IjbH9q1ddFbNuMrW14im841VDrrowxhjD7LRmZtoS0+k5ifyiQAsJHhhpGCaaxeX+lZOT7fcaw4/8vRjcmAVgur1w5KMXmcl5FXgDm/kLI+ZWDL/5F20+9qUGKI9ICk4vC04v2T/imUM1Pv+1lv0DUpiYSrn2yphW3TYbn70Pxx0U5zos9xQPPhGw0pFITzHSipFRlpmEZ4vLpQdSIaXEl9KCWRpCqQmkBUKgIFDFjD4L8mJMsu/ZRoCs8bgMbsvwrqzWzxg8Ld0TQi/GmIjj8wHRqEY4IQlc2lu5qrxKFjPr6KFIrxcgt85TFPtMtRTb1kUEYsggCRkkgrpnh2BmNSRZQkvJcnmrzN/Lvod0yR9dGoKvXdFbafxDkrq8gbIJMpXYFrjYWq6eTJEqYes67VYMzSXbh0RmgPQ0nY7gwSc8lvsSJTNsV12xMtgFVoU0a4brroyYmNKY1P5wwwOv1BdqEnvA3vnaPnMrit/8sOJMzydWIaeHitoZrfafGFz0Yz/wbe1HnxmsXLWz/uwAP376NLDwHm/44MvXTx+0wPAj5roJv/mXTX7vbyZItBODuf6ynygBOpkRKg0ry3Dy62ZtPVZeLnIAuJMjBDrbcgHXLSGkDXSkHUrjCYEvHENLl3Z2wM4fVenRc530Crf1Hjm4bVuX3RIlDASBR15iahncsbinCVx21PdjwjDm6LzmI19ughfgS1EEmLk8WaO2uuQTZ0NCUxe/pKkF+bteM+Azdwx4+nSLXurTSOymtLYK0BSdOCrLCZSCveyY5jXaslTgJfLSiawWxvMUfmrB7DugK1kkzZRKkdI+l0K7eCjFExphNLMNzbe8WNvhS8IRWZYFEuUi8hKZZd/WEp2q/Ed0IkpzIlxBWWoIvZR//44VjIHf+ojgTAf6Xsiu3pB7nnj65d+9eOV76ir9sb+Twf/Tuz+PQQUb68d41dURzZogBW65t80ffKJNgm+rdCgBPD97q9tV07OGsaVlLK/kkasehds1LGti9gX4wuRSwJP2tR0umTXVlgqJPEpzUDLWLrrqC4DLXLaEgclb2oJAlwbnJPiOvQMvRsqIw6cEcys1hOcRSiryRIrS9UtO4BXpUAGeczqixGemPWLHxgG7T40YpB7DFMJU4KcGP3E6PMmKzHRJ/qrK+cj4xk7aNaVakEwaabxU27Jmz76/57LCVq6Ucw1uYFD+nrp4HulKniJ/91XjKM7C6aY4TtmI68Jo0GitUF7KT72tC8bwpXsGxMKj7qW848XzbAl6QaJW53tWwe+ux04ghODUiZA//tuNLhUsGMYe2ijw7KBLm1LMgFjWXKVPOQ5oUf5+6bkQRVmme54BxBPgO+/VJh2sQ+Fl2bbSoxoDeTYiwlO2eq7ccGzBLe1jkAE9Cz4duLPuH0/nEsX3rD4NgpiEmC98o87puTr+hCLIpIk0VQdl7K+mpMGLoTqlOX0jO8H29S/q8Y3Hh6wkNfqeRz3RRG6FygqiKllGoSk6h7JAsxi1Ya1DZdlb47qrBJ4WJErgpW7qrrsnUlUBrhx7Z66WA3ieWc7BXZRU5LnpHPTZqV9brpazBcINJMp+f6rtROB//7YhP/bmgYOOIfRqmNE+1BoKoQLwd3/gZiZbjRf/yce+es2x4z5x2oZstnY+YFq5e1VWjOduxaoPLipMVq4vVqWkgYQiRSyKgiXlvua5GSNFx04GdvJRCGVg53NQFLYfcS2AZwFnpru9TJYYp7erteSBHxP4Eac6mof31cEL8Jw8ydLzOYMzdv2TJbqKJuqCVWXuicexz9UXjJiZHNBZatBPFA0FfmL/FpUae4/LAMeCPH8jmdf25GUR2jg2F2ilSbXA14JUSVJlmTxR0lmRuqT1dR7USllibmlyYOcAF2VwZmCtJoTEWgAvs30F3O73a0OS+iip8aV2DSR2spcQzWv8qW978Wjx2+4Op79rbYCPYljuR9+ihH9VnHoQ1sYYuAB1bvJTKl8tEXUZwHbea3EFZye+/KioAkM6UBfPM+eA3GNWDuxe3qJWADt/nnevFMDOmm8tezvN7ZHr7cwStIxdgNvPqxNjBDE33xXyjSdbyNAjkMLO384rCIty0yKlPZ7NXGs0miLVisHQ5/rLBrzhJV3ef3OLKA3ppZJaahglpYtalGSKlI7Fy291NiYH7cli4JIDd6okSmnL6FK60RLakYkulUgUVaR53bjUZDtFZwxelSsl6THG4vn3K+xNccFAvkrEpfEWdjWM8YR3lYiG32KMvntNBn/smeOsm2q+5nc/8rV/dfBkB68WgpAVoZENhnFJzDxNWzyvLsnZh8jBPf4zjrHzqkAKUGQ1D9kynIG6XK+sFDmbe/kkLQfsEtg91w2T7bOZgduOUxhjbtezGbj2Nt/LGg6S0j0mIuZvvtYmNSEqz16WA8yirzGjgooGz1g8nxIl7Vy/NAs2PQQ+73hFn7/8wohlHTNIawxSgZ+Qs7iUBpmIXDZYu3Bci8qSNSlKIBeknut4Vw7knkFp22aYKm1XCSkdqCUyG/kmC1mSyZQqk5cBbipkt1YZxjir58yd/dz4ilD667TxidJFRL33r1ob3nx7PDj0Zb9+ThXgURQzGEQX9FZ65/dWVpisBTYocVdJGbiyBEz72qxi80xuZz+f/XFrglwUF4sQZV1ZvlfLTzPGzmYOqnx6VQFypcaG3Thg241kRWk+imVu388ak41j7iLA9ErsHfoRD++T7D1RwygfJSWB1Hhjq44sHYxxF4WKBi8aILKkT5oq4sTn/M0xl57X495n6sQqYJAIahL81OAlwkk314WTOB2ORKCpvqUosbgoSaNswkExkMlTmlRZoCthnEyRrgy6PLhTFuAuSZUyuEVJj4scuBlLF2BeE/xrypwq82eZca0HhFH/fJ2OLtA6/vIqBp8/s0g0GMCwz6RvU9njU1vzD8hqwBcMbSrsvRagRflnS0t5mcGzuYJCFBnBYs6g7R2UZZC7TpecyUtj2jwlKwAvD/+x3fbkwM6zlTlzpwSeTezYrqAYQ8wnvtZgYaGOCD3ru5dWllU1KMU6XLEIsxEZ5Tru3JvWijj2WDcteftNXR7e12aU1uirgHpqtXgWqyiJA3e2VmjniWeFuU6qjOnxfKJBaYxHNkxTaYPnVgils9XJuObkosmk3HRStBCOPy/mHmagzRVBmaVzUjSVnxXlr5U0RVGNakcB9gcxQX8enfZXS5Q//tBnUUpyam6ZqYa0Uwbd1U4lOKheTWXQrmbs8hVbZez832UAL0mVNVk8b4QtpjHJMfYuT5C1LC5RXhXggecGAPnZ1oEuw+kZ/DwVr93ztHL3lO3cefowfPzWFiMZoKRylmV1Jst4BnM86C6XlFZ1uMhrepLUI0w93v7qIX9+S5/HD9SJlU9fSoJUO/dIINPyMTMIKXJp4BZx917VfYsqXTYavLw4y423lrYkQKUmH9ZZHrsscydHPwvAS2wuSixccVrKhFew+Pj3VluORRyTpB6j0/tYXFywRVplgB88dJxzdmxu/Mdf+KNzT5+eI/QMKY5hyjPSyiDPQFn5AKsBX5Yy5cbVvDNnjLUzcFR7AkWFwSssrsYArqpzCFXG4C7JUwF3lr73s8ZkbWeG5C1iWU9n4u4xyo/Ye9yjGwWgbHmAX9bfJWCXL+KKi1LSw2bcC9flIfNWizd9wUVbhjy+NyLVIQMdUEttzbbnNLgSdjKrTSxlQLCDUMsgB1FkOF09jJcPNrVfU47R7fG04z+kLhrJZYnBi5r3jM2zVbcKcpyJwJhUqers1dp8TfauBJgZwAXaaJr12XMvv+4nGyvLP9FvT262AD9y9CSLS8uv3rF15qfvvm+IryTSGLSg5H1ki0KVrcvALYO5DORsOVolb8QYICrLuxgbDJnJlPJQTTd2LAd40e2SsXZ5F2Pf2fgZuC2Ai6FAflmelNlbub7OIGKxq/kff9tiYVBDhLb2O8h8+DxGEBWQn+2Wd7xoNyajosGto5IkHu2Gx4+/tctXH26zMAqIpMdASgLXQ5m5S0XXjSgt85qsjNagHbi19bUqzopwDG5BrLUL4rU7xsrkrtVqgJti9SiBfJzRC0BXX1vsrMXcZg3yNKuPobFD+EdxzIS/4afPnNxzdxIPPpMz+EOPPk29FrBv/2GSJEUoVSTgx6LWcfCueiwFDmt9b01pUmHt0siCskyRxbzBqlTJWHwc4Nbm8pwk8XKAZ5pb50Gl7+kc3L7r5Sw68i24fRUTBBF//TWfp/bXQfpIKQmz0lhR7CaR7xHv/tizVhOW2Lw83SuTKYm2LWdJ4nP5+X3e9JIV/vyWGtoLGciAUIo86aOkIBbZCOTVTC7KTG6yWpVqb6xWoIxdFWw3FvlsR6UhLc9PkZlzQ0mLOyaXVXlSBnwl6KyAvszca7N3oQAK2rWZWhd5pAmLC0eI0wCdjgqJspL4JGnAcuTRjwSNmtPSspAkVWCbZwH2mB++5pIt8g9fZruyPCmzuBLYsWIZcz8rwGUB8DzRkwHc2DnZTor4qnBL/NJwoEJzW/b2PTu1aqmj+dzXW8x3Qqg590QUAdjZJArjDQGl6tFVtl1mGWZ74qR2e76ptuJbX97ns98YstALiZTHIJXOnhTOvRGVGEaU38yxd/YlnbN50VLmZc6Kcs+ley0hdUDXboXKBjspp/lzNhdZY0o27fcsAJdVMJdX+XH2Lo5nEXxSwZ9dTRq1mMnJiPZUTJravUW9rz+wm20bp875y5sf+Mk7njiFMh41U0xEXSUtxnX0Wuy86mdL48AqPy9KAZmo6PAKm5dGimUjkcuzv8sdLna4O1VwZzsbZMytSsy9isGzcRPFyAlP2czlwUOCZw7X0IQI6eXNuUX1YPXiLCfDMgYo16IUTF5s/FTZFiRrN0s9MB4X74g4f9OQhd11TBpYFk+d5y+q80xEJlVy8nGCOyujBdeAUO60Ai2LBuFidqHT5dKyuCy5KanIwF08itJQIjvWr0xk7nt6jK1zUIsxYLvvyWxlqup36eSNlJpaTTMR7GZ6+tyfDCZf9Wjcf+yQp1NDbxBvVIjXzJ9ZYtt0AKKkrUpsIP9OIBfAPZskyT5s8ftKwM6AUdHe9rXV3g7kJUBbBseNAi774OW729JalcFdArnbr95XjrUdeyv32vNilIr5wr0t9s7XISjkiV8Kfsf/zvFxEWvJFL0q4Cw2e9IlLR5FHueti3j99X0eeLoB2idJrRb3UzfkM61KpRwwRTknWeBpB/SIItjMnkv3XLpVRWZ3YVlcm3z11OPOkc5WEJHjR5RXlSzIXEWa2Q7MBmSmx0X153TxvCyJkAakQBqBwaPfW6QZydd4yWhjmppDXuCu/pYH6+pQ80zeNCslyAqTn01Pi9WAZzWo8z6+MRAIl/XLLyaRvRY5yMuMnQFdKQfyXKKMgdtVE+YVhuPA9ooBQfmIN087kCdWnqiYeiPi3j2Kz3y9yWAYQMPDkwJfVKXJeIA5HmhX0b2G/h6zDMu+eJx4TLQ83nzjkFu+0ef+PQGm6TNIQ1thmdfsiFUsV4C7AHkeVRls0JldYMptvS6tHs8AnuYsbs9Fmjkq49IyW30lSF1ezUx+TgumNgV+srhBF3Jk/O/IiVOXCNgYZGauxB46bdCOfIJUkiYKT6cxaRLjiYRWaPsUlSjVG5fAnTHSuEuwSnNS/nfP8rNSlA6OqPybipOSAdtdDDl7K+HmgBfgzh59z+TbBnpeMULZ87KKuSrQ/Zyt7V055yQIIuIo5ZZ7Gjx9pAG+j5CKQJBvLlUOLoUc+xspXezjASaiNHa45IWbbFCSzD3xNPWIIo9Ltie89kU9HjtUZ5QEpNJnoBVBythnybxwxhjcPmZltEaNe/IarQQqm1cjBUZZosw88yzI1C7AlFoULooWFZmZHxPKz8sgJ2f9sp0o8s+f/b4iYSSFQEsLbKEtDrKVLyJkFEmSOCWJNd4H/uJmPE+xtLxCu67wvWw+Haukw7iltzabn53R8wvjLKCuvFepoTbT3sK9zofelFm7AvBicmoObAd0O+PP5Ezt5Y/Fc98Fl56KCYOIJw8LvvyNBv1BAE0fKUTFGsymva7KYq6i7+J5BjCcB71W+Wwx10Tl3T6tVsRrbxjx2TuGPHYgBC9gpCXD1DkqGlRaXvazz2FBRFoGe3U18RSFdJGWzbNVRTomV9KCPQN65oGXV1rLsuP4yWRMFdCrJGwFX/Z3I8ryx/1dpriItRZWQkmDECGnjjzI4pk9aJ3gLS7MIYQgjhPqoSiqYkvyYfyD/n0AvUqLi+rPy7F/J0sMXciT0tYaUqzhgZMXWGVZNi8ruJIW0NmM8FXgdne/VP9s7cHE3l3XTmJSbr67zp1P1qFm2+SCTJ6IanCZMXZ+F9ULvHorsXepjS2bpJA5KqmWFaCPhj4vu7zP61/c56nDNZLExwjFQHj4KcVnSktyIC07KquZvHh/49jQ6W6jc3aUOYhKfr+xMkRJkQO6XAtfcciE/dlxLOQ4oCRXKhZi6WcpSZ2yNSntgFfL8D56pY/qR2AM3lRLIqVkOEpzP3H85KwG+Nqyo8LSle+L1ReDyDxwUTkYtgqvpL0zoKtSRrOczcyZuwB3tquDNw5uZXJA+yVQZ86JdUzso1IxgR/z6CHJx7/WAgKQPkIo2xKXWYPCnPX4ZLDK6gkrbSum6qhU9p/M7qlt3bNTaFWevjfG4x2vGHDbPUMe3G8nCcRa0U+FK/hynyV1rD2ex3AfIKtoRDEGdFAGdwFaYCspUSU7UymnsWXB5kJY3S6zgLCkz4v8hg0gK+UastDXck3smFVYtBdUWb7Yv0prwzAJEDIAo/HCwC0/2qayc35Z46StkihllibT52tdAGcBeP68vAlSCeAla3BVqj5jbeEacCsgt8zty6rmrrB2/pgldgoNrlSC7yfEacLt99d5Yl8dfB+kDS6DfJxZiZ3GVrtxDT4uT0zpSV46W6oRqVQXphKtnKOSeowin8vOH/Kyay2LD1LL4iMRMNR2q8bczUhNrnntxygusnIZxjjAjTU0LNg1GGm1uTQ2D2GcbMlALspgLx+LXJJUDQSrEDLLsKQAZBk31WNZLecQuVyR2gX0wk4KM2nRbeZFiQVa4upTVl9xZWBWEzPjEgQhSh9cVKWLCy7Gg9QKc5flSQ7yUppelgBe6ujJwS2zyU+UGLwEblWAO9fdbtZfRZ4oWzW496Tgw7e0GMU+NHwnT8hb05Qo7RKcH4NsNRvTLGu5KCWgVwZVlncVNmtpcY9mKPme1/a5+c4me47biy/Vin6qbJVhKvJ5ggiDSB2Tp2MrSQb1UsCZbSyljA0wjTBIY8EtpdXn0skWKYXTwyXXJJMvY+RYlSiGNR01XZIschxnbrUs25GysCWFsNtO+r4lOGM06rf/+3/fIJX6zT17D18shMHLrTcqXrMFlKS892S2VXd5py5Z+TeZvLAjv1Z9X8k88yilLL5WdkVKGjvX16WeyzygrASSjrnzr2XD8E1uDebuiZeWGhpi9xiRyog//3yDv/zyJIQhqBpKeTSUoa6MG0dB3uDsl1rjikxqORElKSbDUglQs79VljKi2UVrhwlkNdhZ869BGM22jRHH5yUPPRGQCAlCoV07oVcmJ0oX3fiqYoqn+WtT/NT4VumrdPsY82uquyJXvlfpKKpOO1vVbTT2PbulTSHfKpOJs+S9sMD3lObcC6/auPPSF3/F27vvyOTi0srrRqOIRt1j9WZEpWXXLQ15UZX7fiFpzsbupRl2lQBErF4txrz3CnM7xswALx1rZ4VA+XYcqvyYMbepBpNeuuajUjG+F/PMCcnHvtrAzl+x7G21dwFOKaiOF6YUW4wFmvmLXJaMgUNXa0PKGwWYLKtp7IiFVDktnnp8x019Pn17g13HfJARRkhGqU/fORD5aplm6W1RgqspTRizrD0efKpMrpQeM3a2QaZN/GhdSJYsnZ9L3JKjUpYgme1cOCbjDF/FUr4CSFP6/cJ64doSn1SCJBkRDVdet7x4ZNIbDkfEUYwQpsTURTpcyNWSogzo/EOWtDawCrxr6fDxOpSyJMqAXTw3Bdiz7p5SQFneMlCV5EkOdsfcKpMo2dwPF1R6MrHaWyWkKuHzdzfZtbfQ3kLIfGRFIU3Is67lpZbK63HWrFYflxuQizkmpaSPLjrfdQZyl8KPYo9LLhjxxhf32P+xkCi1DeGpUAyFxHcyJbMO8maUkiY3OdBFrpeMEag8JjAoCitTZqAXLgAVwgHeFmjlgHbHRVfON0UiZzygFDbHmsu8ZwG81MXvs8kei9XyxZIkMXEc4UllJYQny3uYl+o9RBWsZVuvAHPB0tmHE2v9u7LuLun9tWrAVXZxyZIv717ngWVWkJ9PerIsrirgLgLKTGurfO6HS/DI1G6KqlJ8P+bAScUffarNUPqWvYVX6prPgttScdEaccizpeizpb88G73Yfk9UtHihwd3cFCVRWpFqjyT1CdOEH31Lj7+9vcH+Ex7IBERKLAQDYbdRzz8nWdo++4Cm+oFKTF6wt/1sUhZsbjIAG3s+LLCFK7G2z7XO6lKK86rHHbay9pZlKTXupDi8UYC9WBEKyxjj/j43B1Nga5Nsxs8jr5vOAJ6DsQx09+7jDgkO9PmHQ+RXo1wF8NXPKylfWbo6MylQZvCyVpWFg5KD3AWW+U5rjq0zLV4ElMWOEJ6y2nsl0rz/s22OnwmtPBEeQsrCGhTFSpM/H4/48/iyvPXUswA9B3y58aC81WI2uEeuCjiTxGPr7IgfelOX3/hwQCe2o46NkYy0srZhWmQJ7azyzFYr5Ei+tuS61n5HuctAZmxuBCYDtZMGUlqH2Rinwlzgp11wqtc89wUmNAWzMwbs/LlmFeasJDJ5rYzOCEMK0sTWiHtZ8JZNWPVUtVqvytwFaPM3ypeV8hUmSj+zeilaC+SVGoZSN32Vwc0YwM0YkxcSJd9pTZYSOeMTm1SCkvbuqRgvjPnkzSHv+0SbkfadPFEoIQkEq5uK10jLF8ep9MWzQNyUcUU1o1mU0lYrDSultFKRSo+al/Ajb+vxzOGAD37eanFQpAiGQuIJYxM/TpefjckLUIviA2ZSJZMkxqCMA7UBI9xF6TR5ppWzY6PzVc5eWKvyJGvK27Hg2JHIWuAvu20qNc7ulsSp3ffHywbg1ENFLVB5fUe55JNKQFBm6bOBffWHPBtzV9m7PK2pXOxlzg7wEnPLjLWl09zZxlResUFVuUqweLRZy8Ul+NuvNlgaOXALC/B8PJwo7MmzJr/WwnPpddlnLtuDtka71P2us5Yy6XYJ1mPgtlJFa48k9ZgIUt7yyj6fvrvBQleBjMFIYu3TL9loeeKnEmyKgsdNKV2fB5Y2Pisyr1aj6+xclQAvhGVznYFdGCdN7HuaEtjLwB4H+3ih2qr4ZmzVzPIlSQqRlIxiaSciN+uKUcNWqtVCu+8LFfAWH6b4uqiQU/nNxl+v9UGqwDBVeSLMmhKlDOpVQFfGgbmkv0s625NpKXtZsLenEvcY4zcSbv56jfufqKOlTz69NgsuS1nL4l6Uga6ZBPs7SdxJhHLJbL6tebk5mIq7khqJyuWKdVQ8nXDd5RFveGGfj3whABWBrZQmEh4D537JctthZTURjq2rgWehxS1zG1kKOB17Z6W12Xkss7keO9+6dKHZ41NUFpID3hQ4E8WRKsc3a+EvSzQaA52eQAUCb6otIZHMTNhRxNkclIxVxPjZGbuyylfX2ZYYMQbmVVeeIO/8yIvmhaHoNTQlJ6UK8mxXYyXXBrcqWYMy22LQ6W9PpihpB7/vPyL58M0tTnUDu9+1tDMYPUGxY0P2WVntMZcD7QqAnkWA540PYxnEqjdc8n7LMiVj8VSipW1r29BM+d439Lj7iZD9pyUEMWiFFpKRsHvtFDUz4yxelSsYrJMiLfgLLW6Pu03hG+eq2PNlgW7Pn6kkcuyWN+MgLtehFOqg3HlfdeWoTL9a/ZHtKmiIRimLnQThabx2Q5NGhsl2MRejmNex9okpY34c2BWA5wAwa7J4lb1NSYPrEtitQ1IEmuasEkWtCe5iQqqSqdPdFthS2SGao1TzJ3/d5s6H6zbaLgeXIhv+WViUsvzZzyLHioxm6TiNgXtNP5yqo5ID25TLaHUp4FTIVJNID5V4vOz5ET/8jhV++U8CRom0GSgtSYTPAFuwVjDeGpWF5VUFO8GsEnw6KWKTTcK9tsciswl1xeWw4JTGrMKFLj3HrYhVUGcuveBswzrJicFN6DKGfj+m208J6wme79lZfM2aJk4NSZqBXDwryMfBXgV6KXXN2qAuwF6uUxjT4MIlcbIZHGMsnj93uluuAe4sFa/yOhNduCcywQ8Svvagz6fvbDAa+VD3rPZ27B3m1mA1uBwvJa6AuwRoUTph4/RdIp7ch66AWxeFWDl7m2LjKqkVymg3qMc6KvVGwlteNuDWOwfc9qACFbsTJEnw6FeW9AzcVZAb7FCh8ipjSmxtWd2eI1vxK5wsMRh3PExWwpCxeyVWqbZAZhiyc16LAUYFW5vioFL5qO5CNG62iyFNDYOhJootlj3lCpJC34IiTuzcaG0KLViWLDmwyyftLJqoCArWlibjA2JUBnL3qDI2L+nt8r70q5g7e14qgbVATotHl9BR0k6JXe4Zbr67wZ6TNTuB02nvjL3zPSJF6aLLmWn1nQqgn0WflE5Q5rGtSm9XAs7qkM4s6Ey1RApFmqZI6RGPPHZujHnDS3rcvyugE7n0q44wCGKhGDqpslb5LFjNjQsqFZDvUCicy1Jic22KbQV15mgIk2vy7DiVU+mFrVxgqRrjFUdOiGc5blhJVAwvMiSJYeTAnabgFU0BGuGMxKwqLHUsPl4YtBbIy7IlA2/+4fMrtZSNKjP2mixeTFDKGwry12bV1NN8zG8O9mJou+c5ve38biVt7Ykm5S++UOd9n2pihNsWxbG3gpI1uLoJe63AsjgmJZCfhb3LjxWZkulvbUoZzbEy2jyr6ZwVKUmNQmlNnPpIpfmRN/fZd8LnfZ/2iBOX7BB21+mhkLaCjyzoHO/bLJ/VErOLgs2VKSSJyY+NZXQtMqmCkyYiDy5NfpysS1SeV1kEleUxymt8kvLqZzL2tqWymQpJUkOiDZ6NlS1Q8iHlafYhqwX5+Tkx1Tcug33c1imP68rBILOJVmZNsFvG1mNAZ0x/FwVIRZCpS0FmibmFLsCd1ZsEMftOST59e5NeL7DSRGb7QRaJnWJW+Rpzv0tsU161ygHS2Tg8J4zSC0P5PlaMpIu7TWqUPPG8tU0ipZ1p2GomvPnGPrfcVWffSZch0wJQaCEYYUd0FhKgYHKT1aLkn8NlNrOEjgO7xDjQC2sN5lWETpJId9mUJGuRzTSrV/qzsPia/JDX8Ji8QCvRdvOzVBu3m4XB8/0Az/NRCtCmoH73gQvPVowTz5oAr0TBZZZzEfBa0qRsD2YSRZUGyMhV7knB3lJmoC629s7Abb9eZCszieKphFGsufW+Jl99pF5IE8feUjj2luXAshh6U40hSsmvQnifdWlddbLGV8dKoscVYakqi5tK8sfJFC3RQqFTjRaKZOTxyqsiXnldn6Nf9BhpaxIiYtCQ4FmpUhG2ZblCoQNEEXhKaQPPMtC1MDZ4zWRLdp4zr7wSp5RLi0Vlhk51AH4Z4GMriSkdu3yFK3S41uD7PrVaiDc1s205iYe3+IH/bSbSSKNykMqcvV3nh6mCuwLyim4qTxNdLU/EmBORfy3X3tWJpYX21oVEkdpVEeoxB6WoNVG5553mGUulEmSQcMeDAe/+0ASp9uz+JsIxuFg7LV8dJDlmE5ZXLsbA/fcB+jiDZ7UpFJLE+s/VjnspdaVmXEsHdmOHBQWB5me+r8ueYz53PKDQgRPFWdBpFEOHUmGo9GtmmtngrEIjnD1YAropRkcYdy6NEXmyh1LBlay0pBU40WOMnY9IqgC8XBiWHStTAbplcbvldxAETE60b7ngvO3L6rU3ru/1V87sN0b8cByn9i2EyJfk6oySUvq8ch8bbVzOOpb+TVH/XLL9FBWHpAgcs7ro0tdkUURV3lqj0N/pGIMXssRzCR3PSzi2KHj3hye4+5Gm67MMQNmWNKXs/O2axO3c5maqyOp99Wzysfr5Sp28HJvlUhzPcpdS1qZXdo0yaVYtYTClSs+MKNx8blkiE2NYN5MQepr7H/dZHpRKIB2ctBsElLs95ixXaGWpFlXArXHL6sIrzRxjIIVS3Yt71KXVS1OtIc9XtNLrVGfPs2DTEIQ1Tp6a/96HHn5qj9ft2z3I09RuK2cPXGGbSHeJFLpn7ahJCJOvbjmLjTP3GiyesXSV1asXT7Z7QZnJiy01MoCnq7V3tv2dy1gqlZAGKR/+7ASf+VoTU8uY2/reuKxltltDNWtJvo/Qmkms/H9rL3GicrRKy2x52c2Zu8ziZR1c9sJNrsdNmb21JBUKqTWpVMiB4i0vH/L0gR7v+YBPFCYVLWUQRLlQcX9kxuSieH/ypA95y5qRLkZzgaYRJXniVrrMNhSQVwzqcTyUj9HY9TS+0BUMXjpu2TeFTdfXA0EQ2njF6w6UvX6Nxs9qwJ1ezqRP9ZdlgQilTGfx9msFmfnrVQMZq0u/HNfdorpdRlZvIsUYwOUa8kRm4C7kiVQpX30g5ENfaDJMPZuxFMWucUpi+y0zZh0fHCmLw5K34JWAXpVk4yfpbFqlkCPGna1Kl70xuUTJC6+y1H026k0Iq8EzkEtbL661RyrsDnHf9y097nks5LZH7D6kZG0ZwgIhKkLjAuSyVKMiBCoLPh2IFTa4NKIAupCUPO/suQsoTSFRxoFdCcjXAPla4B6XzMJdfLVQUK9Z2eaFfmr/WGPdhnx/V3dFVJgm/4XZF7NPZYoPNKZFy3o8BzNV98T235VT9W4kQMnzFjmgS5shiTVswTyYLIJKKROUl9AfCX7tzyY4cDzE+G63uDH29mWxy9vqeYOloLgM7Mp5WfWFZwW5GXteLr6qMHkl+BRnDTi1cI6KkMjUBp5ppDhvc8LP/8Ay9/zngO5QgkisgHZ/jDYekRZVJtcmX7GNsM+tR27yIFOJwhaUwiaDMqBntSeyAuLyKl4iiNIh+rvClrL2rhxdt5JEkd3iUBuNt3njBEJ6xKMV+t0VpJT2ByvAFpVlde3TM3YKS0xt33yN0bgZa68CNiVNWQK1GJcoaf69qlOSSZTC805S+MNPtnhkd4iR0iV0Mnli2btSMTguT8qB5fg9v6CzSrlyxD1+vEqh03gSraxHxwBdaWdb9Vq6hEeRwpfSpvGFdquf1lx9ccyPf/sKv/vXE0SpyNCZfXq0VIx06YPnIMcGuToDto3RMjdFOqbOM5oO6BmJmTLArfLJ5WvREVaih2dBeKYiykSQH1kBOtbMzLRoTrSIkxTv8ue/jiBoMXfycfY9+TmQIVnpZlH8bp4F5GsAfIy519LhVe1d3faiLE+E1KWgq9iEtLxBqZTaFVJZWSLLDK4SVD3ltntDPviJFp1BYLd4EI65UYX2FqXBObkfX5JTnA3Y1ZNSvFxDl49p7+xFNZFW6qyhyuy2hNbNDMwcFmFbx1ItEcJY9tZ2y3Pt7MMk8WjXYn7wbV0eeirg1nsVNHJkul+egTz7WDbl7usiJW+kTUDZSkJrDOQaHNyoiQLoRdns6tgFKLkoBQFWolFRPVjj8UuR0bSP/UHC26+/hpdcfyXLnS6e53lIz0N5At9PESK1+/IYFwnrapBjxt6scvLGPixjjC2z71W07fi2F9Udu1QF2EVnuSzr7xzcRUGVdNpb+gm7D3r80cfb7FvwXUbP7dRspwnhZdpbskZJ7GpwS3flri4qK4FZnD3gHMd7RaaMMXd2FqusbQNMCzjL4iJLBknL6IUWd/641KSx5vzphB97e5dDpzz2HhcYr3R1SgGaCsizk2pcXGawlYLKyXjjRjhkNeHlRFhmGZZrUbK3KYOd8uPYcRJrMPXqzQMKkogSEFLhBz6e7+PZ2dB2OwspNJ6fVvoBjbT9dYUXXgSYq+WmqWioasbKVGXLmGtSAXgF3Nlzuze6UiUWr4B7rOZExPhhwqmO4Nc+0ObTX2tg/KIM1vZauqylKFUMCuvZZiwuIP+8OdCpAjsHe756rb7wy1+oSJNxYFMEdoVtVrSySce4Vf/btYYZu7Gr9ZcVaWqfp9ogUrtJqyc1b3n5gM5I8tO/ozi9LCAsSRVJBeQ5c0Nei2JchtJkU16F88gd0xfeeBFYloNNnZPdGmpujQCzTAblY6VLj9koiVQX0sjuryoUUtVPeUp8eWJy4jVp3EEbZacpuWZXIcqzLsxZ375yFVZS9Bnw19q3pQBx2c+tsrmusLcSuiRTUueqlGVKguelRGg+/40mX3mggckTOV7pLlEO3OPsXS0Kq36tfGLWDjTXZus1b+MU7r5W9pC1wfZE6lJzwXga3zF5NkPQDqR0OhyDljZ9nSYK5Wle/cIhb3xxn7/8ou18wXOI1O6KNqBRRNrJD53Jk6LJwbh8iQW3ax9z7XF56p6ym1JkM7MO+rUAvuoYriFRsuOSuqrLVMMo0czOrENI+eVWPTzV7Q6QU7M76Z/5zKF60Pkf69bNUAsG+eanRUfMWFJFFZ50uYIvT9BkyZhSM0K5N3L832WvvUp9d9n+04XPLcfALXUO6hzcKiERKZ+9vc57/qzNsXnfZitl2TmRCCFKoyDGxw+bVTvErZYkJYIWrF5mqYJ/TX0ydtLWCiyL6+Asg3IqdeOyMl6iGMtswa61rTjcNpPy09+/wptu7OOT2NI7nYBJ7KNOwKRoA5GGkYGRFsQaYmP7HRNXkFc8dxvKGndPyb+eVO7ZYNHs7v6tofrcuKI/M/797D1di1oKw1Sw2NOs27iZk8vJ//iDv7z90NVX7rR79Hiqh5QJYdCnHg6JEh+M5ywit2bl+ttq8bwwS1QWj9UJntJjHnxWWLyqx4v9z0taPAO2KLG4A7cURaeOEg7gQcrROcUHP9Vkz/4Qmg7YpXT82dhbrcHgsrIakWf9nq1UdpyZcpgasRbGx9fCvODJLsmrrcJMrpRtwlQIO9ZMlqoOpUQYhTYa4ZJAwmiSSHPx+THf99YuDzwZcOhM6QO7U549N47JtaCQrNLGaBpjRzY7GVIpKXa1Jqbc7DDO3IIizVTW46Y4dvlxKafmXQYz1ZCkgkEi6ESChX7KXC9mMHR79ADUJ65CqBaeGiDjR1nph8SJKg1pyeoMxt5pfEkZ691ctVNWxQcvLEKxhgaXQlvv2z1aMI85JyW3RObsnbK4Ivn9v2xz+yM1qMuCuSvsbVdlL2Nqir+zPOu7APXaskSUKFqsenL22xqqxIFVF+nt0r2YIy7GAO+kiWu1sbrdJX6EbVa25arKHXeFFppUGETf8PKrRvzbd63wq382wVLWDZGZ13lq0oI8wUoR7TS5J4zV54K8FsWWGhRdPdoBOJd5mFUA1zCGm2c/jFkaP1N3qRF0I+ilhssv2sQbXnYZS50+f5wB3KttQ4Xn3vqHH/ncu2drEz99w8VuBy5XD26vqEJjZ5S0CtgZqMdAjgMRY4DOQSWr+tt+383gqzB36p6XHJM8wLSp+KE0/MmnWnzgky26qRseKFQV5EKhRFHvLbOS2DVAvJYsGc9UZqye+bl/X6BX0/TZ10rZQ0ryJfteCdjjzD7O6tmuB1La0lEh3P6nWtngM9G0/IQffluX04uSP/jIBIOSBrd63OkgAUZIEgdoDQTCzj7xRFFenVnr+cYFTm/nU64ysOfYKIG6lECv4muMyUsHL7toPJXw3a8e8C1X7373Tdd/16279x0vGNyrncc7f+RX+kmqDm5fv4P1rSXWT0pSXfzSDJiVc1dm5xLAc6BXvr8GuMdck6qjootEjzAlSaKdZKkyt5QJxjM8vTfgf97aYCV2EzHLQaWTJyKTJhVLsKgeLDc3POvkqnKAmf2tf6/IsspGa524ymgJWEObFwOCpJMj0vnhInt09mH+Pa3QwrJ4lgBKEk0rTHnnq/p8+Z6QR5+x/zbfJLm8WTKKbN6K26DNBrQYbEbBHgFpysdVFCB3ZCmMA7sppB5mrD68VAZSJIZKeHQ/q4Stl7toyvDSi6fYPqkPPviVn+9f/6pfKwAO8Ev//i14fo1Dz9xNd/4+eqHJA8KK61EGdNmcp/Q8S7+L6s9k0mR873KZsXzZSZG6YG/nmtjHUmApSokdX/P4gYAff/cUT+x1qXhZ1Jnk7I3ItbcSrJGSL8YqlNl6VaJiFYNXj3z5+3/3rWoNVhIZlHpjcwlCPmmqzN5lBs8cFSOkaz+0V4p2ySAhJMI5LCKCKy+Mee9PL/PD/03wxD4BPoVUyTSEzK5GiUYSYTVwIGyHveeAq5z2LoBenQkuixCudIxFDv4cW/nzAuTl+nGBtQJrvsYzhshcRXvLS1H9ITAG8E0bJvGDBt25gOGSa2SVpVNQCQwLQCPKunoNFi+zec7eZU+8CvicuXMdXgZ5GdyZZLGWYNdI/vhTDR59KiT1ypo7Y/GCvTPtnbkmeWA53mc5BvK1dHiFVXI6L9FPjvq/g8XNGJuXdTdl9jZFEFpxWrLXMi/Q0kIijEFkzzH2UWsLcKHc9zUq1Vx96YgffXOPn/ldj26CZYHKdvfGPc967aXV5QZSbPbSw5Bia8XLQC8APjYA35SOY+U4l8YDmgLw2c9k6X+JJagkNaQE1BrTJKafH8cc4FL5SC/YV6vV99frjfOF6efALepCjCtcN6uAXbD7Gin6EnMXafzxAFPn7yVc9WCuvTNZItISk1tZ4vkpfS344KebfPwrDUaqzNgl5nbo9UQ5Jb+6qaHqe5sCngLK3d4ZcFe5J1BJzotnw7ZZ/bRg8GKSVCZTMubGBZsZqLNMpnBMLowFdsHolsWFkU6aZMC2E08EBpEaQpHw9lf22XXY44OfatKLBfhmDOQOcdJYoBtJKpwXLcBzx1hRtl5LQ/LHwV4mi5JMwVSJJe+cKisFd0tSzVS7SaPR2F+vhfuiKM6/l3P05PQWjh+4+8thrf3RZnsdkJIXPmUFTplUKPdFKlNxNiolrJlXrbS9yzF/u6ylxeoUvCx9XVVkSpInc7qx4AOfafLf3t/mzHzg0u+lpA4FuCXj7D0GbApWyGRJOVVfSfCUDvIqsq6A+uwIN2f5YllzV0Ffzm5WR3tUpmCVZ41rWcw1XNW0XLprRZIoNs5ofu4HV/j+N/dohYnVIKbwxfO7dneTkk0ESAxEBkYaRkYQGUGkrY8eZ3cjiLUgMc4TN1V/PHEee+6HO/87KXng9vM7n9xAnGg2bpxlcrL10c/dcueXzz1ny2oGB5DSR3n1L3iKNwWBusqWmpoc1OMp9QoLQ4m9i0CStX4mZ0pr9ozLFFEBc8bmGeBdUkdpRAif+UqdX39/m1NLnq11FarK2s49EY5ZCu1t1vS88+eytDJlAWUZ2ONfF+NsLf4O+naAHc/SIRzITfF9V5OSZ5LHchLZpNdcslB1UsrSJX/UxgacFIyOhiQybJpK+bkfXGFhRfLRm1tQA0jGAs7M+pHu0cY32hVapVhQKiGcXLGyxZKFyV2WTGdX4xuTW4tCFMGpLdl176wFHoYEQ+D5GOSj7Wb9C12GleMryy/Ov/TVLBz7/N1K9h/0feHGnJVHM6Sr6q8LII41HYgyi5eZPS3Yefz35N62LgWWhQ2YMbeSGhkY9h3z+MjNDU7O+dYxyfeUXi1NZMk5qQJ77V7LcQ4uA72M3apkWa3V/z63smOymuFFJZtfALiwD8mBTbWOKN/rR45NyLKsbcYG6tuvK9JIsGk24V1v6HP+tsimCk2JybOMpymzeuIY3faUacfOWRZ06O4Zu4+0vUfasr5l94zpRSVbWmH47GvGvrZdlh7L3ejB9330tru/49tfUzmG3vjBbk7uQCDoLfdA91wDRNFVUyR+TIWpxxk6OzWFvVh2YVZr80xzZ88L1i7YW0jblCEDw/4THr/43gm+9lANwgzYpYwl7jUyt5M8UeyOtlat91pzvgv3pDp3cPXrjLX/nqheC+juPxWLsCxVyhYiNpMon80Xp+y2WGBn2lzkWl2XvmeBLjCIIdz0ghG/8uMdfuG9Exw4gXVWbFgJWhX0aMBmBd0EQyNzNjAIKyWE/ZeyxMjS2CRQ1gooc/Yukmxlpi/v4mwHgdrAc129xiU7t5Nqs+qYrgL4lvNegxBedHLfPKPuaZQUuV9duQNC6pJLUpUkPBu4qX5dCl0Beu6gZHcHbilSpA+Hznj80h9P8PFbG0SilMwR1qetBpmOvSFP5ozXm2T3Sga2zM5jkuRst0oi7H8H5GPPK9OuSo9kwAYnO1zlX6kIK/PDq8Fo2W2xtiEashGbQihIoeanvOPVA1INm3GAEAAALEpJREFUv/CHExw+M4aYbGkRJali3AqaPZaADq6epGIHuuNvMlDbTyHHz1UJ7BJDKkBqK922bd3M937na6M4SXn3L/wdAK/VZ1HBxH+emt1xadfsfnma9AA1lsDJAFg4ItWkT/lxLeCb6oWRAZuqBs+ZXKbWQfHg8JzHz/z+BJ+8rUEk3G5UFTlSenQ6bs3AkjJj28+7ZkNxjm+T/77xxE8V3c+CcVEF7FqgznGT2YQlLV4Gc7kZZRWDr6HBdVYVqiVGmIrbYqsUjWNxZbOe0mY6faV552sHeAp+9vcnODxH5hKWcuzaftEYB/Y8DUoetpcLwt2goCze0O7YZN54xthWtwvX/1nOONvzkKSayXaLCy867+sXX7D1Py8s91Ydcjn+BS+cpHfm4ythLdxTr5nUd7v/FmOHk9LE1rTiTecNvpUa7ZKulmU9XiRppCi7KOWvFd8THpxY8vi5P5zgk7c2iPJdqrKBNiWQo3IESkFl99+ixruquddsRysDveTLjmN23CLMiXyN31dh6Ir8EGcFfh585i+K7qpiK71ytWHJRckqDdcMPMc0udPqmcNiXNm0lxre/qoB/+9PdNg07SoPsz3HTerGEZccllybZ7q8VKWYP89+Nt+73F5oWQGV0+tDd+9rGGjBUAur6VNBLxUk0k+DRmPPb3zwtpV1U61VAF/F4NlNJ8s/Lr3GtUJ0rwaNHJcpVJ9XHJTS6amk90sMnq8GVKWJZfLCPRHCDvhJPMn7P1Pn47fULbjlmFuy6l5i77Iny+pGYjnG1GsFihUncCzgrH7/fz1d/2y3PPgsyxTMmGTJQD0+ckIUAWhZpmiX9EEgkK422+ReucHOFwHyRgYPwzteN2DPQZ93/1mLBByTl7NUZeY2jrV1ib2Fg4V7nT0vUuNk28lnr7Vwe+8Iay3GwpYE+MKOiJiaDB+fW1r58dnp9prHT671xdaGd9DtyTQS15hRXHNBZmk6q0zz3RFUPlinNCItnwFYGt2giq4bKdJVqfZxJhcizcGNJ/jy3SEf+1KDUTbtJhMZoggmC8DbA1hOya+aDjsuQcSz36n8mzykrNiG/4v5+eqt9O/WZGZKQWh2KVaYfIzBEWPShTUZvCxhTKmW3BjlGN26LWhBqA3f+doBr3rxEKF1wcI4T5wxFq+8Hvte5sbo2N7TuHiuI/eY/Yz9/cZNroqdLz5dU7zx+gtMkyj92R949ZqH9awMPrnhtRjd/xjRYxd55kCz0MRj7gcaSjrcniuz5on+/7f3pVFyFFe6X0RkZu29r2qtrV0IJBASErvZbWOWYRneM37e8DKMPeANg+03YHxmDF7xcsYzvMFgMz4YY2MeZmyDADMsRiBjMBYCBNrR1nt3dXVV5RLxfkRGZmRWdkutBQFv7jndlZWVlVWV+eXN7373xg0C3ZurIFO7AwRKis/HDYAwggeeSuOa79Xh5S2W32ZN89Q1IPe9N3wOpz2GjXv0bNo41CSGvaR1tSakJrA/II8pJvp6navoKfyQrsTT+WExFhEiCCq54FrA6SsqiAadAlR7rx+oUjnHN/U4Fnfb+M5nRvAFBvz2ibSqv5LGhR9gqlIF7W6mc/Dxru6gVj6uyapzLdcLQuCCoqO9pXTJe467uy6Xxo2fS94zHecTkaufKkrDT33fzM3pT1sjSJlV2fpM9ddmDhhzYBiO3xLNgcFsGNSW897Q8C9ovBP31nG9W1dOGEAMgvufTOPaH/jgNpOoiA7ssJiEkeisaNFmQ5paEgG1VmYQDyS1cxNJ9CQAnoBMDuQJ3DvEdZKX1rYRMukBjcMrTw5t+3DWjmjbCaWNB1nPAOw00MXVBcE5gbCBRTMc3PypEZx7UiUcsuNnNENuzsNsJ9czoG7Cn+6543+x9V4VcCowqyM4fdW0/oeeef77c7q7xHiH1pjouO8oLoNdHUD/9tU4bUk/OE/5F6cIaIRsvqOiZ3leufB/TwKDVSOtoxxdq1WB9NowCO5/IoMv/aCAlzZZsoCEEiRx7ahH17m3LjfFOHaEdydQEsReR+1rgaqiAzsB8HvBdi1rj/HuxJf0RA+0jCcQauEgMo0e8N/4QAlfRdEkxOiyUlwYKIc/JlNAOAKLux3886eKEAD+84k0Ar1P08CjR4KEXzYsfg+XObTX/QOtuu/rd2sIUF7FhacBV1w0HY0Njbj2ivGP74QAJ8aM6mubK5/cvG3ZPasWPpxLGeHAA2a4IKaAIAK9fRRVO6yGrq/jKBTkGCfhIkg1hz9K04SgURoC2VOaEfzuqTSu+0EB6zeZPrh9dUTJTgnZSoU2ddcMdO5I3TfGpSc6OKN13tprSciNXy2TBHkcwPFlXSKMuG8gpCh60JlAUyLAhf4eEgSjSjpUKX3uz0gm27HJQTBc1tyC2gJHdtu4+dMj4Bz43R/TMqAkfnAZIQeaAhSpMBMgLgBPoFDHUV8XDkCo2hT9fQwcBDAZhEGhaouYQfD+984sTW/HJ1PZrupEx3NCgLfUj/BTV8xfe+oSMlIefDHHsiNImxWYKQcvb2NY85KFsSrDXQ+l0dPLAuyesNTG8UfZaK33cMKyKlrzAtQTfv8KEXiaeCU7oXJE+INPp/CFWwp4ebPp0xId1PrVTGqeB9ybxGq9EdIUtTxRoBkBs75ekPB60kCsPx4MYIuE9fprIVURoa6sNwoCfJqi2jBLLh5ybglsleiRc86HdStcyHoQPSEEqhr7+COEbIEjZrn45tVFCAGsfjoFT7UTFl54NIienfKBzQVa8xzHL6uitYHj+CNtnLjU9h29wJ5ehrseTGPMZnhmXRovb035Q7BSyObq0NR56UgqNWNtX1+JYwKbEOBTO9sAWH2lAftiR6x8jDn3m47n4YX1Fm78SQGPrcmAEIYS18JHIbB9j4V7f8+RznMcvcDGZy8rYfkiG3V1XFZfemrjEE2EyG5Nj6618Nnv1OHVrYb8QREKoqkniAeZvvf2qQlTYy2TAkiimvdoQNYHOkAHcGzwQizSHJf8JWw+Eaihnf/xNtIlwwDsQv8j2jZ60kc6EpUgCqRDEqsrB/GbPmme3qcyjAi5PyJB7xN8cEdg0QwH3/1sEZ/6JsFjay14XM3L7Qeb6jdwwBAchXqO5QttfO6yEpYucJDJe0hxKf0pjb+7lWPJAgeECvxhTRpfu6OAl7bmMFau4vz3rnK29ZCLV7HGPmE0THj8J6YoJAW3vB7p/Owd2VTfJntw9fxbf13B125vQX8xBc7kAF6tlREADpt7sOFhdJTjkWcYnn4hhXOOL+OiMyp41wobbXkuB+pr2UFOgdVrUrj62wVs2GJIfS+4AMJ+1lG06nwv6r0DvRsh0CNjLhF+bQXEGo6tB/P6dpFjVOvFJ0XA4xdDxAVL71dTOotQRRGx3UQCUA3Uqnlm7ZhObdCELNkLLwAtOcQFAVUKi1wC8ScREq7AvBkOfnjNCK76VgGPrEnBU6fM/0JEAG15jlNWVHHxmRWcs6qCrMVBXED4PXhszvzPlfTGhBx/++6VNlYs7sf1/17FPf/VheOPmbVp5dJpO55dtxnHHdm9/wCXJ5CBkl9tRa7pY729Kx5/8vln0dufBwr+VNdEq7hR0TIJ9U5OOEZdD796JIsHn0nhnOOquPbDJRyzwJFFCUwW6T+yxsLV367Dhq0GhBkDr+7FJ/DeQUoXseAykDY1b63RkJrqwYQgU89F7CuOxd5eJNHtolGJ0MCrDX6I7z+86weDIPS8iwjS/XrRVcjLFZgjXl0LMPVyW/jPCcLtAAHCATjAvOkubvlcEf/wLYJH11gyBc8AuMDSBQ6++OESzllRRSEvSweFQ+BxBo8bvt7O4PGw05o8bxzM8dDeWMXKxaNgmYXY3Vv52Pd+/Lutl1944t7gu3eAs/R8CG8EQGHXpt0NT2wb2n0S0hTEyID6Q8AUxxNUpW2V7EMAKuuIhQkUS8AvH8qgf4TiG1cVsWyRg209DE+/YOKGH+WxYYsCtwZq3XtHyLDuXiVS1PAlfWROJKBEEKLWKCl68BmAPA7mhIsiAn5dRSFknx05Yh56wivEby2h54tVszFFNxTfDjg5lx6cQKMtMW+uqyiRgi3QyIVBFUXx961UMAgBuMCCmS6+//kRXP+veax53sT2Hoajj3DwzatGcdpxFTlFkO3vjxsS4J4BjxvwPAZPMHDO5HeGX39COUiRYPm8LI5bceQT3fPfvatcKqGxPo+9GdvrFgC+euPXMWXxOQM2byz2DFmXrtu4G3UZA3kTyDBZrcp8QPJgegyEZ01pQH7Z2JbtDNt2MzTXA7ffk8G3/yOHbXuYBLceONYkdOLtH1SZbFjvHTby0QY1qPl21Gh5GlsmIS/XG0hSX9WhVHtdlW9GXtMe1XpVu0L8KWGCdSSi5sQ/Wy/TDT/HvyiD76Fp+lEBSZvWRN9/WNlZ2/QUYfEbFZE7HUFYs6Nf2GFlKIIcK1F8mxO0NHGcstxGU4sA94AvfbSEM1fa0mt7/sBp1aDf/3M9OR254//ZrgnHseB48jXH8dA5/WR0ds37vOG+8mSmsGiffMdePbiyE4/pRltLYW3Vrt430Nd/wSuvbELGkteHywGbU5RcYNQjsGFI7kf9ecGJ37zOd3XCBXbsZHhjD8X6LQZ6eqk/aiTOF8bx3NA9uzQlIobSYHS4WeCdYycMah0SPhbRwilEPlF7DfGF2JsmsKiTJkh026qsw3890jtF5+yKoYQ5/Vgtebx5kMbFiV86y0To2Qli/Bx+ECi9vApEg8HW6sM8gvYWjoUzXTzfbqBrigfCBHg1/K4CYRmA9OImHM+A4xhwXBOu69MVAJTYqG86Btxcfp+gS9Z63tC+wnbfAX7E7Ha8/NqOrZefu+Kq59f+hZX60u9z7AoIIbA9grIjS3cEJKd2BAOE0q21M+UA3TM8XHNFCeefXsG0Dg+bdzJs7WVyTJNemKNHfol/tdJgvOQ1qZmPjsUQ+FFPGIedWhJI3iZh4wnXJfLzuEIS2zYy8kfUbiPi2ypM+jIiFwKExDm5eoMKaGPBpk9XpLxNwkSd/xpJuIgpBbbsYLj5tjz++GcT1SrBDZ8sYfYUB9zWfmOQIWVwPdnD3HZMVG0LFduA4zJwIZCy8sjwzt/kmk+9qlJ6Y1smP2NfYTt+qj7JFs7twsN/WLPt/LOOWXf0wg40ZDw05ggKaYGMKZBmAhkKWP7tOnJmhQBsgZkdLr565SguOauCQkrgtGU2zjmxipQhYim9cTx53G9qwSXRBjAQEsuj+hJFsBeNfyfdOCIXBImuTwZtgkcfx/YmLSYNX4u/LwgwVXCp/UWDR/3CIJHHIIDVhrtFxnXqr0U4v5KF/f96Io8AFZfgt0+m8OhzJkarBPc8mMENP8pjyx4D1Ioe66CvIqeSirgGKraJ0TELAyNp9PSbsDEL+ebj1+3atnZS4AYm4cGVzZnZiWnTum7evm1zd4aN/u3uniH0DXNUHYEqIzA8AYOQ6M2WC6Qox9FLqrjy4hIuPbMCEwLclkMpb/h4CRt3MDz6bFqfUQMTg1wLLkmomtR47vjNAKjllAmfEDfd00fW+zuflEdPsHEwnfhi1Gsr2jKeRyfBmmg7CiX/wR+jQGKqCQk8f3jhSH8oVIJOaB7d/62CAU88a+Frt+bhehQwZV33Lx7KAAT4u4tLOGZeFQblQWmGqmL0PArXY3BcitGyiV19JpjZgs7U7LvbupbePNC3c7JwnZwHB4A5c2Zi9SOPDHdOmf6RJfNzTx451wBjkmpHmugAknd7LnLEwQfPLeH+bw3gb08vw/Q4hCukhuoJtDa7uPzdFWTTsaRUXAOv0cKjjDy5+1RtG2QANfQ4AK8O/r1hdJ9lkn238ZI/UXUl9MTqtWh/Q21nehII0fepHyAS9he+n0DEf6hWkhuPSsYqFP/x+zR6+llYO8QobEpx9+ocLvh8E+74bQ4VwcGYq4HcL9nlBJQKuK6HV7YKbNnNnpwxfdZHnvnjH4abW6dN+nhOGuAAcO57zsHcGcbYqpNOs1vayxiqVmG7VCoZ/vzukm+7yBEbHzyviJs+MYSWHAfjAHf9Ed9cnhnqAu85voqlCx0QXnMjjhzEuH4Xems9E6kVVO3Ng0PU8nLEPi48gxORpch2B2phZpsEVGK8qsPI+yL6N4ldGIgFl/pnhDRFB3CEqogJfhgBBAWef9nEb59KgTMf3EHbagMONdBbTOG6f23ATx7IoUo8WJYjSwW41MS5ILBMjmxmAEaugvedd6a9c9AbW3nCGdgfmzRFUWblZ4Fz/uyrA6euGiiuyWQNG4zK2yW1AeG6mN02ivNOGMKXPlREfZbAtsOPUxWJsqJHoL7Bw2WnV/DMn9NwmDpLuhvVibJGT1A7xrJmmm2EoB/PQyepJLV0BIg5rVp+s7+2N2JeY0oyQRC7xOmJXNb0boIaKqOCzUjmNPY+qAATYcAa/FgtbvIY8POH0xgeMqRWqwrkgloiAlCBoVED1/87Q8UdwrnH2+jIOxCComobqNgGKOWY3pHG9SctLefaZjwbJhMnb/sN8K72JhRHy1/+h8vPEEO7dnxmw6sb0imLwawS9JQ8LJ8/hBs+0IcTFzkwWBpjZTUQIRyKJuDXgcMD4wLzZrnonOJh2x4aK0aLeXBFT3TurZ5rpz/QdNUuSAI+ScIy0fcxGewK7M9NUezluVoXZjV58vZC89gxcAZbKmoRyIV+fUmMmwdqinINwQWgvoN23CAd9a6dDK9tMWTBVaTaU6vZh1QE+stpfPnWDB76YxFffH8FM9uAkVIKpbIBwEWmMK/CCn9zi+NmvmJZ2UkfU2X7DXAAKOQz/N/u+PUNC+a0OwVr7Nq+vl6rYhN0tlfxP86u4MQjLDhuBhVbgVGNkpcDHYRw/QtbgHEPSxbZWDDDwbYdpvxmEWQlQy2oEkQCqIGo11Z7ijvnmDqie/TwjUnufHzbBwk8tIh6pK0bZ1MgprQoykE07ZuM8z61fSAXau/3Pbgu4wVKDInRnTj/NgTWbzXwl/WWbL+s05OgdbVfyEzlmFDHAx59sQDCRvH+Uy0InsFYhaC1tcsWxrRvvLH5yX+au/j8CasF92YHBHAAaCoI22rpuKmtrmzv3lm8cXevR+dMI+hqaMLO3ixM5vhtmLk/MWvYjxDwwcY5qOAQLlBVyYDIgVSLCeoJYmGornbowE7g2fHmmrFPi1r8ihDJG9cGr+On7MdjJSRpGxFdDpxq4KFF7b6Fto0P4iBfEySC/AsDCLm3StWrAFALToXGc0TkhkWQTgE04N46/zYBaoJQBkYITCozzqm0QJox7Okx8Ic/MUxvIyh7KZ5vbr/RSHV+Z/vuYXufgTiO7T+58e2Si/4G86aPlk9aOfW+xYsXCsE5DGpgqJjFyGgGY5U0ytUUqrYF27ZgOyYcz4TLmT8pkhzcKjhB3hI4ZZkNasXL5EgU3NpDZER8jYKiABdt5JPEvRMRNpEXTpAGD4GoUhNY7ruFwWGwq5pEEdEynKGsKC8OEgW0FuxGCosFACLgOcBjz1kYdXSAa+BmDClGUDAEGkyBRouj0eJoyXhozgKOAwjBsWDRYmHWz7zvxU2V8mlnnHfAh++AAQ4AjU1TMbW7+7XW9gVXHr/qWG4YMt3ruhS2Y6Bqm6jYJqqO5adhDXie4dcj0GC8X86UiR/DFAleXEO17xV1761KYyPjK2OAnyhRE1dFSNKnTyAdHkxwizjBVYs6MOPv0R5rE0XRO1+gj0fAHaorQd+VYH8auCNJonDvjk3w6HMWSrYqjgmbnxLKkKYEBSZQMARyBkfWFEgbAiYDAA6PCyw44hi+dPHcK2fPX/janNmTlwST7KAAvGPqMmzZwuylRx93W0cr+1xXZwEpswLDkPUNFdvwAS4zVa4n6ww4p4EMpQ6+acSDvZiSop3xmr4mZGIw1nDweNAZvIckc/HYfg6JiUmtDl/UvTNCgEZoChB6dBEFsHoftO10sOsNPoHoRaAOiOMqJ6QepQsyCEGGCmSYQMYQyFoy880I4HjASIkjnW3CyBj93NFLl93WyIr2cUv3rZhqb3bAHFzZrFmzMTq8y1u67JyNQz2NxcGdewqOPYhiKY+qY8Ey5AzKFACjHJwxcOGGaWb/oFcdFSTFNIwJ+LdSUaC9bVzasjd0EnX2yX4j+ZBeADET8APD5BfD7sYkfAyngZRqSpzP69NERsAOhNRFW/bTnUiZcb8uqYpBgRSTHjtjCWRNwDIEyi7QUxRoa2zAGaefXHzP6cs2bntjjzdnzpyDdnwOGsABwLQyIGL4Ny1Tjvv7XGb4ltvuXt00Mmhg7tQUmuocMCpgMi9oyK4fOEKAkSrFr/8rDdsm/jfTgU2D46bkQBYBrwiGoQU3cM11x4UQvVblQDI1+y4hTs4iFYPjbTNRvYqGXz0/E20VJ8IAVQO13g1LFb8FyR6i6E2YHOKCIJXiuPCUCp5fn8FIMBxTFmPJ3pCyLCNlALm0QEOOYvoUF6l6A21TTx44+9Rjr97dO/qbtubcQT2OBxXgqUwDAGB0tP/ObPPZRkNb4eYdu9a0DoyMIptmyKbDPnlhwkUWQxAiUBYCL200AZeGQ9ZqbnnjKCgkvAzidEXZRPw5STqMbnBQj/uBmZbcAeIgVsDVtsX40mGQ1QzqUBA0mpfvC8d5RlrBQZVAy9E3YMARs12kqcCIq0i6lk7yYySDCqRMgvo8xaLZ7Tj7jOW9dR0nflFw586F86bgYNtB4eBxy+ebMVYWt1/yvhOuO2H5wl7DIAB4mGVEdKYISjgEFdjdY6BnyB+toCcGIp5crx4cB8hJnjpBMgy2fSuB9yCazpdD9SPk49FaFn0ZNZxbwC+vUPw+Pp7TA9rrPXS0ubKtm9+UUwgOz9+eQxV4CXgcqG9Z2Nvcddp1jLDb6+uaD8kxOCQAB4C6unq88KenbmtpLlwzc3rbQCblwDS9yCwRYZcrDtcT+OXqLF7ZrHWwUsAORvTIVZEBxSTsGKuPTtFnaoh4ZxJ50JEQrH8r432iqsOaWpFYCl/3wmGToPiyPAqRIDNhEHK0tJbCcygWznJw0ZljsJjqdOUCgsPlsqLQ9QDbBUpljoamjgHKMtc8tPrR23K5g0tLdDtkAAeAE089Bw354Z92TWn/dHvHlGLKqMAyXZiq3RuTLd0My8WuPoZ7Hs7AUzULASVRaV65jhCt16DGwcMZATRgI6aQxMF9EJCcWPB0EI7dAV9osS+R2BpOqz6sAbC+HUKqwrXXpUcOG3ZSAJeeMYaOVlvKI/7YXMfjGPPnky+WPUybPr3Y3tH16W27Sj89/7z3HoSjNb4dUoADQCHr8kIhe3dDY/sVDS3TKimrBMuyYZqyl6GZsrFniOCrtxewaYcFwcZriywRHO9aFR2RE2Ymw3XRE57EycdfsX92QAAnE+9lr8CPFGBG9XKB5CfRrljRzKcO6NDbq4ZAei9DBu5SdHe5uP4jI2hvtAHbAbwKhGdjzOXoGeOYPXdWZfq0risK+cLdZZscUBp+X+yQA3zmog8gbQ17Rmbqr/J1bZcX6mdUMlYJ2UwZVq6KviJw3Y/qcPfqPBy9XiGgJSH/Jhin70lMFozkhPT1OHT0Y5zczIRKyHjfZd+kzMl/sci8P4jdfbRMZgjgOBXxOTTXXwunIeSCgXkUl50xhq9fOYi2ugrYWBWsMgYyNoajFk6vdE7rvHz+jPZfvTHoeNddfdkhOhuhHVQVZTzrmP1RFN/4oZfveu+9g1vv/V8vbarc8fz69dlM2sLvns3hgcdzqHhGwnQkOhcPg0umJXcio9J1oCMMq5IC0UlZTLWYcDNNtQjG4u5t/2QvOyWTfM9ed6eEby1F76uE8jeIYNxlXDLUW0og8N7cb6zPAEFgGR4uPb2MjMnxu2fSMEyAWEvGaLrpQ3Tu5fc+ufke8X++cun+no1J2ZsCcAAoTP0Utr3ybTF9Ab3nii8vNl5/Lf2jV9dvqe8ZS8EzU1IojfCKWHMfhL2+47M0yEtgHDBPALKD7833b49kordO5s6TsNFEF5ffKSXYUI6Qj8mFWqVhOIxtnAmt/G09m8EgAhe9q4IzjrfB6bxhkq77u9bO6+/5yi0C//SVjx30Iz+e7VNflINl3/3hQ3jflefjrm+7605f0rwz2zjz5Je38+xIBQAMv4E6JKCD2YolTWFUtioM+p7Q0JNTmjQ1YHQ2h8RG9/E/qGVtElJSuy6+TNU6PwimlAT9UMJtwr4o8b4niY96fxaa/Bvi6+U06GHia6LfrSe/dGoX0DoSq+XR1NpojX3Y+lp+VwrOLZSrBijrwI7iaf2/fuqIq3/++86fnXfCNJx+0uffTMgdPkXsjd2DsCzjIz/7v0/f9IOfPda6p283XMdG1aF+QYrlV6IxECKVwxQBLCJgUn/WNK3BT9CwBwoUIsh4UhrSGR0MNU2A1HMftPprcjrFcDlsHCQvPkr85j5UvR4+l9sQbb1/gfr7jz6KyKNapgRgTP1OOW+pnIUacpmEz6mfW5BTGfmvabNUhzU8GjiDnIScYS3YHxE1k/XqE/Uy5sGgLihzYZkuXFdgpGSBk+nIt72vt671tGsFd37MrNbDgrM3jaLEbWpHI0rF0o8/ccmJxKDk6/2772odHNyNnz7YhMFKQbppok3iihDUkakA9ZbIiGrhkQTPRLfvuF4c34j4nDrgw9Falb0WQsUskVLHqEhNzKB9v8jEXjXDEHS5SCR+looPQsGFhLEDQRhw+k3vVcdZ+FMRcl9J0RvmmxQYKbm49QETljUVH73swt5s85nXuVz82LIaDgQqB2SHDeAAkCvksKunfNsl7z7OraPF7/b13NX4x5ccrH2VABYDoeFEUoYCNGrph04n1GvyxE18iyII09zRaWUkkscbdxGxYFhY+FwfNhZBUsLudFWQUJG8Ufy3JAWe+rYahdCD3cjXDn5v2AhIrQ9/lsbHE3oWeprIx6iNjTsp7luzCB+48MLBXPOKL5im9xNC9t4/8FDaYQU4AHS2ZSC4cyfIqQOi+OrsVcdmv7H21RdNgwApLUKIzNKAkIbEeXdSW4iobBddJpGFqHwWwUVC7YcKxPxLJVKnvc9aeAJQo82GtIl04V92eyWWoubOFRmzrbaKVxWCyPYf1J+cVdWbCIDEmwoBfpKHweNA1QZmdZ/pnLKi5ZoLzlq50RPZ/yTksMPrrZOVfuCxdZjW2WL9ad3GDz37l9f/5bGn1pFiqUKLLoMrZICZogIW9Tm44qlE49wIG9vr6Xm1LtqUMmw+mdyY059hVwVyilsH24TLISeXHJsxonH1cJ16zijAGKJc3OfYIR8XkUdKQm4erhcBHyexdZLD1/LuMHjUp1qP0TsCfw4mtS9/Al/Gg0mBKeWy1r9qgBoZ3ty+RORbFlxp5BbdAbHHJnT54YaUPOeH+wsoO/fUxegfHLSPmt9154qjuhede8Lcf1wypxmOPYaqKwt2Ai2chOBmmifXlRTlBBXrAOLZOhK7Hcc4ee1idCRLPBMYT6jE95lguneZaICGej1QMbQvEFc/avalbR/pHRPcjcIkDhfwS5kh0+/BDGzRpA8hAqZhg9ISuDEN3Dz2H43swkUc3XdWhgffMuAG3kIAB4DTVi7E8sUzy+X+ng3Prb/opi98qPnGj14wxSukKByHgwgf1FQE03Pry/GJpgKLjWrxV9Ws061mfVItB5JrPCZj8UASSnrznycOk5vgvhtSEn1Gap2Xq2g5+lslqCWgPU7hef6jtsxVw3viApRh68hi76lN82+ce/RZN+3eU9yQys8rZxqWHAJk7L+9qTr4vtpvH/gFVv+iWxy78u8f+/Xd96Rszlbs6R0y4FRhEg7LIGBMv43H+mRrNGU8wPk6QHS4W2SZaF2zlBwvdxw2FiKxbWPaN1X9wBP6g8elyZq+5NH+4LruTXy9O6qbR2VPomTSQGbU6UlokSIrfSCDNoQtDLgFGCXIZOuRbTqjOmX2B7953DEn/++GmSvFe88+9Gn3/bG3DAdPsj39RTiuA0rp19e8sHnVD297gAqnvKqnZ8CwTBZwXR2kgO+R1B9HpE1OJCjVuC3TwBHq2sm8XCWWSA0PD3XwCP9WHJwRGJQE/NtQj+pzFQcnIryAdZDSsKE/pUmaeLjMqL6eR3i4Mum5aUBN1EDkgIcHmjgHhIt0ttHN5YynO2ddyNP5BU8TeNd5xIJhNhxuqIxrb2mA6/bD2+5DyjILQ8Ojt657eeulm7buomPlMizTkMGU9msEBzxB4HqyOT/noSdXoDUC8Crao4M7HlCOkwQi8YSP/5wRMOIHmzrAKYHB/LsPCwNMBWY9saMHlPEAMwwko0keRoWfDBJg/gS9IfB58D5AOQHV0ZXC40ohEQE1kl7fgWVlkMl18nxD9y8Mq/Bxzp3ijPkXHm5I7JO9bQAOAH99eRPy2XTLa5t3XvXQo88t7h8cumD9KxuRMhkYo8EPEkICu+IQVF3A9ed7IQhT/ApMBg3BFQV4shfXpyChNKqqMBoFeghsOi7ADQX0mIISqidRJYWoTOU4akoAcMr9fXIYLFRCVIYXAnA92dajYjO4Hg0CSAICzj0ADlrau5HJ1t/X0rFiXabQ9T3PLffVNc0+3FDYZ3tbAVzZyxu2oa4uP+OFF1+55cV1Gy5Ys3Yd+gdHYJkMlsFAiEDVAfpGKUaqajIjCWbDD0oNJvznUe/JJqAp0qvF5uypAbkGdBZ6b4PRGoAbTAFchJ6cCNAIPdHS79ojIQkAZ4qaSHAbjCcsS5lPUhWGUjmF/uE0qjbz5+jxQOHCStehuX0xWjvm3tfSMf9qu1ramq+ffrhP/aTtbQlwAOjp7YNpmnPWv7zpqMHh0lUv/PWVk5//y6soFotoKJgwGMFA1cH6XUDvsIVcCshQOQuFyQBTAZyFwI8CvDYYDAM7rWAqoonXAtwIQE5hMArDCD23EQBdu8BYrf4deG+iPfc9cYSiKIAzDsP33FK75jAMDybzYBguDMNDNuWgf4Tj1e1NKI40wmAE2VQFuVwBrZ3z0Nox73HC8t9raul+0fPc1/N1TYf7lO+XHf5U035aW2sLALwuhHgdwDrPczqXHrXg39av3zBn66b1bGanh2MX9+HF7UXcdFcb+op5IEWCaQYZ9VPUkWFbsQwmqZXm1Oh0or+HA3JmPeHPmEDCLlQ1WiOJqD2RMgOqBXd6MkbXvPVdad9HfcXIIOtIMRUH9YGez1QxMlbGLfdm8MIGE8u7BRbNsjB73pHe1GlzX7dt9xNds07YBWBD0hw8byd72wJcmX8CNuzc3b/B9byz6/KZrvectfyXfdsfr5vTXswVcrsxo2EYu/oyqJoGUlzAoGFP7HAUORLrOfQikABMQvhzRsoZmgE1L6WeSJJgp36dtV7voSdhAjDrtIckee4Q8ECtnh89KNHaFUJC6mJQD5mUjVd3OFj712Y4XiOa2qaWTj/n1JF8xr24pW3KDkrZ1rc7sJW97QGubEpHMzgXW6dNad1eKo0d0dZgr2ysW3pr/2vr8u1tWxoy20vwBFB2AUY40oxENOHIkLO4h9U/KHD6AhwEVEgZkvgFKoQDnEjAU1+qDOaIDz5gnCIxRT2CGptQy9ZrUAKNWhVDcUR6mQS/yd9Otpd2waic+93lBqZ1dhU//D9PGWhvX250NOBj06bNXJPL54cB8HcKuPVj8Y4ye2wbBAxqZX5OiqMf/+DuvtJnb7rjYfu5dVvJ8MjYgjS308wZRcYKuTZTXJzJcnSTkaAORZkOoHhCSHF3nYcbhuTgJqMwDArTpDANAsv0P8OQ/Ntk0ALEqCSol/8G1Ehvc0GEDJgNAcvgMAwOk8k+7JKecKQtBw31DNk0r1Aj/0qqsMDMNp5ypzXvU996+N7bU7O7CpWK7fKFszsP96k76PaO8eC6WdnpAMCLJQeGQX+cSjm3mwbD6asWsJaG/L94lfK8bZs2n9i7ZxcbKlZQrnqoVhxkLAaDyYxjUBBF/HYJXIT0A5B1MUAwVA48zPZJ8Ps1HQTgVHbb9d8W8dohmFWAqFdJaiD3984j7RvgZ0c5mL9/Cg+EODCYAddLgSOLTF2zV98+9clsxtjguSNXep7rUZaD8/qtwsx2jx3u83Uo7R0JcGWFnKkWlc9z9/QOfTydTjX29PT98733P2T9+a9bPbDMMQRiWU9vL8rlEigI0qYBgxEYFPA4YAsC7kleDfhlABrF0EZDAD5X9vztGCcBVdFT9aH+LVuaheUHWgaThIkXAgHCAY9TOC6F58kA0hIAgQuTObBSadTVd4BSPDdS9P5sZOawqfNOswt1zV9ynOpgNt14uE/Lm2rvSIoyGbvzl4+BEJxcrdpnlUZHL66Ux+Zzt4zNmzeCwgP3bJTGbPSPcLicwWDUB3S8/NYHsyqHpfBlQQLLJLBMikyKIZ2myKSAtCVgGYBpCBgGl3o8CxM8+rzyQakrBQT3MFYBegcNOJ6JfC6FbJqiu3sW6upMZDLpV7OZzC+ZkXoIQjzeOv3Mw32ID6v9fw9wZbt7BgDgbNdxZ/cPDPCf/+JXvKujZdb0qa3XvrZxG3b0cax/fQ+GBweQsSQRMU0J+ECtoFKhMY0wRW8yAssiSFkM2QxDPkORTQOZlEDKElKP1/RrOd4RQXKKUQ+ce+ACSKdc1NfXAcZUbNxOUdc4DZ49eFO1MrD5lHedT+vrGyg1jI0AHkxn3p669cG2dzRFmYx1tDUBwIPq+chwH0zTaujv2/M0IRTpOs+Zv2DhZ0zGz7SYQNXx8Ojjz6E8NgpKCBxXgDIC4TkYq9iB3McYYDkErsvAqIFcisGggMk4TJVG99US0zSRTqVACYftUgAC9XVZtHUdCyEYUhZHOsVXj5bs7w5VmTltxiJMmdLxuF2tDnV0tB3uQ/iWtP8G+DhWV98CAEMA7geA1zbvAoBXILx2RgUvVxz86YUN8JwKKKUQRKBStZ1z3nXcDcMjxXOrtuOotD5jgGVQFHIGmuoo6nICKYsHHFwIDsYsM5XOP9C/69kbTNMyPcEgBEc6k0N71xEAsWAwQU2D7GkCNs89curhPkRvC/tvinIQ7cGHnwQhpH3bG7vry+WqIKqWhQImo8hnGRoKFIUsh2WEurfgHMxIkXx95zCE2NM9f9Xh/invGPt/f/vRcHVUO0QAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMjE6MzU6NDMrMDA6MDC1cYGTAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDIxOjM1OjQzKzAwOjAwxCw5LwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 38991517
{'hecke_orbit_code': 18014398543042454, 'n': 1, 'trace_an': 70}
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id: 38991518
{'hecke_orbit_code': 18014398543042454, 'n': 2, 'trace_an': 70}
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id: 38991519
{'hecke_orbit_code': 18014398543042454, 'n': 3, 'trace_an': 25}
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id: 38991520
{'hecke_orbit_code': 18014398543042454, 'n': 4, 'trace_an': 70}
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id: 38991521
{'hecke_orbit_code': 18014398543042454, 'n': 5, 'trace_an': 18}
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id: 38991522
{'hecke_orbit_code': 18014398543042454, 'n': 6, 'trace_an': 25}
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id: 38991523
{'hecke_orbit_code': 18014398543042454, 'n': 7, 'trace_an': 50}
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id: 38991524
{'hecke_orbit_code': 18014398543042454, 'n': 8, 'trace_an': 70}
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id: 38991525
{'hecke_orbit_code': 18014398543042454, 'n': 9, 'trace_an': 89}
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id: 38991526
{'hecke_orbit_code': 18014398543042454, 'n': 10, 'trace_an': 18}
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id: 38991527
{'hecke_orbit_code': 18014398543042454, 'n': 11, 'trace_an': 41}
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id: 38991528
{'hecke_orbit_code': 18014398543042454, 'n': 12, 'trace_an': 25}
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id: 38991529
{'hecke_orbit_code': 18014398543042454, 'n': 13, 'trace_an': 41}
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id: 38991530
{'hecke_orbit_code': 18014398543042454, 'n': 14, 'trace_an': 50}
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id: 38991531
{'hecke_orbit_code': 18014398543042454, 'n': 15, 'trace_an': 13}
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id: 38991532
{'hecke_orbit_code': 18014398543042454, 'n': 16, 'trace_an': 70}
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id: 38991533
{'hecke_orbit_code': 18014398543042454, 'n': 17, 'trace_an': 40}
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id: 38991534
{'hecke_orbit_code': 18014398543042454, 'n': 18, 'trace_an': 89}
-
id: 38991535
{'hecke_orbit_code': 18014398543042454, 'n': 19, 'trace_an': 55}
-
id: 38991536
{'hecke_orbit_code': 18014398543042454, 'n': 20, 'trace_an': 18}
-
id: 38991537
{'hecke_orbit_code': 18014398543042454, 'n': 21, 'trace_an': 2}
-
id: 38991538
{'hecke_orbit_code': 18014398543042454, 'n': 22, 'trace_an': 41}
-
id: 38991539
{'hecke_orbit_code': 18014398543042454, 'n': 23, 'trace_an': 41}
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id: 38991540
{'hecke_orbit_code': 18014398543042454, 'n': 24, 'trace_an': 25}
-
id: 38991541
{'hecke_orbit_code': 18014398543042454, 'n': 25, 'trace_an': 104}
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id: 38991542
{'hecke_orbit_code': 18014398543042454, 'n': 26, 'trace_an': 41}
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id: 38991543
{'hecke_orbit_code': 18014398543042454, 'n': 27, 'trace_an': 82}
-
id: 38991544
{'hecke_orbit_code': 18014398543042454, 'n': 28, 'trace_an': 50}
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id: 38991545
{'hecke_orbit_code': 18014398543042454, 'n': 29, 'trace_an': 11}
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id: 38991546
{'hecke_orbit_code': 18014398543042454, 'n': 30, 'trace_an': 13}
-
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