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mf_newspaces • Show schema
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{'Nk2': 2646, 'analytic_conductor': 12.422920515471954, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [54, 6, [29], [5]], 'conrey_indexes': [17, 35], 'cusp_dim': 96, 'dim': 12, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206275870774, 'hecke_orbit_dims': [12], 'label': '54.7.d', 'level': 54, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 120, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 6, 'sturm_bound': 63, 'trace_bound': 0, 'trace_display': [0, 0, -432, 240], 'traces': [12, 0, 0, 192, -432, 0, 240, 0, 0, 0, -378, 0, 1680, 4752, 0, -6144, 0, 0, -2820, -13824, 0, -3600, 76248, 0, 8094, 0, 0, 15360, -97092, 0, 21480, 0, 0, -27360, 0, 0, -25536, -97632, 0, 0, 410562, 0, 71430, 0, 0, -135072, 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-2112115200, 0, 0, -3569265408, 1193066496, 0, -3469891680, 1316330460, 0, -1976270412, 0, 0, 2000609280], 'weight': 7, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 113660
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [17, 35], 'label': '54.7.d', 'level': 54, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [2, 5], 'sub_dim': 10, 'sub_label': '9.7.d', 'sub_level': 9, 'sub_mult': 4, 'weight': 7}
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id: 113657
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [17, 35], 'label': '54.7.d', 'level': 54, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [5, 11], 'sub_dim': 12, 'sub_label': '18.7.d', 'sub_level': 18, 'sub_mult': 2, 'weight': 7}
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id: 113658
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [17, 35], 'label': '54.7.d', 'level': 54, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [8, 17], 'sub_dim': 10, 'sub_label': '27.7.d', 'sub_level': 27, 'sub_mult': 2, 'weight': 7}
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id: 113659
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [17, 35], 'label': '54.7.d', 'level': 54, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [17, 35], 'sub_dim': 12, 'sub_label': '54.7.d', 'sub_level': 54, 'sub_mult': 1, 'weight': 7}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '54.7.d', 'level': 54, 'portrait': 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akEYK1gftWyc72lGqTMtzyOLSh8BZ4HYV+ye3NCN4zxtcRThmMLPqdbHlXfsntjn8VljbFQDSRbZmO2b2hTq4YIAVEsafVqnFkJmKpL0iTg2BmPI6cFR+cS5loRXjXk0p1dfvidhnAwyeFTDY6fUcwtpJxeijmxaDmwaLns/EX+1UeW2TAxzpHTk5xZqjK/7LG4KlhqpSytxLR6KVoJFnvGfvC7JsxtN1772IArf35q3aaD1qRHN85++5cDfNsD/Jc+9kWOn7FbPvou/9c3jS2+//f+9Bk+/Y1jfOKfhwg7yeJqldWOx1JLs9SC5VbKcitmcTXlTAsOLwjWzazwL79/mWv2Vjk+N8WxuTpzS5rTi5YzSwknFlJOrKTMTnd5x7U9ztuoqAcBnqywuBqwsKxYWIV+CHFi0cpSq6RMNBMSC8fOQNWLqAQaLVMaVWj3A+rVEAHUAsNyK2ClI6lXBcttwVInpRZYLFCvKFYHgolqiJaKajXC15Kjpz0So5lqCOqBQClIEkFvIFhYdYtpsR3jeQMqtYSdm0O+45qY9eN1Ti+Mc/yMz+lFmFtKmF9OOLYAh5ctV120yL/+6DLrJ8Y5enqS+eUhuJdbhpV2zEo7odWzLLQlkR7we//0JA8+dylp/Q3ceMX4X95w4dLPrLb18Ykt73+9IfItH9+2GvzYydN4QWW811r4R7d//u6rfudTh97/5iv2c+nemERFbF0f0+15GOPWaGrAGI01CmsBC0KkSGE5vDjBv/kTyf/x0QUu3xEzXp+kWWtSrwSM1TwmGpL1K5JjC+N87u4ayg+5YNuArRtSOt0+W2cS3nljShhrBIZ7ng5Y7gbU0pCTi4pWp8K6zQFLPTizAHu3Sg7OWfZs8hivRZxcUawfT0iNZLFTZbFjWD8Zs9xSNGuKnRt7HD4VcP62hJMLltV2ld2bU7aujzi2mNJshLQ6Mfc+UwEkUWy44ZI+12y1LHU9ztsYsXerxBdV+oNpnn4lYH5ZsrCcsriacGrJcHhB0EkGXH3BKr/w4S6zzUmOnBxnfqXC4qrHUkuw0jasdmJa3ZRWz7LcFZzqSvpxyp2PGR5+/jBV/wgXrdvy/i+cPM9efd1bn7R24TfTaLCqgy2vN2TO+fi2BPinb7+Xx586ErQ7C/93r/3sD0wGK+rokTa/c3SCRqNHVRsOnOxxyY5VUiOx4ECdfSQhFVKAlAIlEzxlObY8xr/8hMeVe1f5wI2L7N7UY3ZijJMLNRZWPJZaPpvXWRZXNfOrAcdP1Hn5kGEQJsyOhxw8brBW4GvL/pMeSRoQr6uye0vKxO4B8ysRSyfrXLVXM95c4cjcBO1ujETR73voqYjxRsT+MxUSa6j5HlFNMN4YYK3HicWQTr/GJbtSzqwMuPdpj6lGg92bLds2SAyK8abC8yxYwQXbPaabgl4/oDcYZ3FBc2ZZs7gqWGmnrLSdVDu+JGjFKbu2tXn/TStctVsxXp3i4Ikmi6sBiy3Ncssx92onZrWTstqxrHQFc13JUjvh6j0rXHpenyt2C+r+OK12h7uePPqB9uDT773x6ivPazTW/eSJg/eGm3e95fWGzlmPbyuJ8swrc/zwrzwrvv6r1/3SSy+98LZPfearlx87dcTfNF1hblFzaM5ydEWwOoi5avc8v/JjS1y2s8aZ5QmWWzVW2gHLbZ+VtmalI2i1U1Y6CaudhJW25eSq4EzXMNbscc3eNh96c8LeTRV6gzoLK1WW2z7trqTdE3T7Q0kSJQJjwNOWagU2TBk2zQxAhbx8POHFgz4VVeXNV8R4founXm6wYUbx1Kspm2cUvTClWU1ZWDFcukewsGKoVzz6A8Hm9QlPvlxh0ww8eSDEF1Vuvgz8So8XDqe8cqSKxGfjlGLjJFQr4GlBagRxAnEC/QF0B4ZOz9DuGZa7MN+ytOOU3ds7fO9bVrlmj2GiWmO51eT0Yo2lls9yS7HSgdV2ymonodVNWe1alrsw15WcaRmu2TvH//lj81yyo0KrM8apxXEOn2xwYiFkdqrNWPOCZGLddX/c7538yVvfeVsMSSzEtw+bf9sAfGV5lfGJMf3Qkwd+8bmnHvzfFucOeIeOrnJmJSU1Fimg3bcsdSVnepK5TsxV2xf41Z9c5PJdAfMFyCusdnxWO5rVjmC1Y92W20lY7aasdOFMC5ZDi1ADvvumFhduSbhmj2W8XqHVrZAkHkmqiBNJagRgMdYSeAnNRo9nDkoGYczdTzYQcYVdm3xuuqxLZFa469FJLt3ls9Bpc+J0nSvPj3nlqCa2lsOnLD/+7gGHThpi0+CV44ar9wiOzvdYWhnn0t0xX3+yTxzWueFij11bIqxo87WnBOFA8NyBgEbVo6ZFsWMZA1FqiVNLaKDVM4yPDbji/D4Xbx3w7htSFDU63TrzKzWW2+7arLQlrY5ltZvQ7jpwt7qWpZ7kTFey0E54w94z/IefWOCCLRUWVsdZaddYaVdpdz2EgDSFkwseS20/vPLSLQu33vaWP+yqC/6lF7eS8fFvj2rF1x3g822L9KgMVo7sClePf/DhJw7/y6efeVZoCf0wpd1N6IeWMLL0QkO7L1jtCxb6krluwjW75/mVH1vg0p0+q61xllbrrHYqtLo+q11Nq6NodQXtnqHdTej0Ujp94zRmT7DSt3SjhPN3DhirJpgk4d039blsV0oYK7S0hLHl8w/UePVknQ0ThqOnfDRV9mxSXLrbUql1eezlHmcWGlyxu8rk5Cr3Pu1z5Q6fxW6Hfq/OxLTl6X2Sj94y4Ml9ltnJgG7YYWV1nIt397jvaVjXbHLF+V3mVld55PkJal6dy86D3VsHKN3l4Jxh3WTE0VMxdzwY0I8VUkIUWy7fHfKdN4bEsWa8ChdvF3T7NdrdKqudgNWuR6uraHclrS60eymdbkq7l9LuGVp9WO4KTnclK72Q63bP8+9+bIVLdlRYWm2y2q3R7ga0uz7dgWYQSXoDSavjrm0lMFx40aW2Onbev/7Jf/GJX/7uW68c/Kdf+kevN7xef4A/+szzeH79kqX5Vx8/c/irnogTOb/s0+5Lun1Dt5/SH6T0Q0M/tHQGhu4A2gPBQl9xum246rwlPvSWRd57U0qzUmdhpclKu0qrG9DqerR7inZP0ulBt2/pDVJ6feNeQ0svhFZf0IssUWrwfYvOohNPQSAt1kgCTzPdVGyelWzfaNm2oU8q2nzxEcUrB5u8/QqfG65Y4Xe/kDLuT3Lb9T3ufy5mrDLGxg1dvvFkle++KeXuZ1J2TAfUmx0efCbgHW/waDTO8Lufn+SNF1V52zVtnjs24KsPe9ikxrZ1Pjs2CDavM0yPRwR+jLEpnk5RypWN+BoqviCONb2BT7un6Q003YGi25d0+9AdWHdNeyndvlvo7T6OMLqCMy1Ls9nmAzcv8KE3h1y0vcriSoNWt0qnF9Dpe3R6mt5AZk9Bp+/+zU435syKYdOmgAv2Nn7xg9/70w/OTE7c1xsQjVdfP5i9rkHmb/3Wb/DCk49UVlbnv+f5A8e9jVOL8l031EjSSdzak4BACIGUKUIahAAlDFJYlEzxleSlw9P8/36/xksnzvC+67tctTtkrN5guVWnXq3Q7Hl0+ppuX9EdSHoDTX8Ag9AyiA1hZIkTQ5JYUqNIDWBBKoGnBRUPGjXJWEOwYcqweV2P8bEW9z1nufsxH1+O8bYrfC47v803X4xI43GuuBhW+yHH5ip8x7WWibE+FR0QxpL5doJMJO/YJXiuEfL0KxXefPUk113a4alXJYIxrjjf58ffs8RXn4i4/5kar5wI2DKlWT8VMFav0qhBxQfPsyjprmeaChIDcSKIY0EYWwYh9CPDYGDohym9gaEXOpLoDGC+K1noQCwG3HTJMu+6oc1Hb00JoyZzi3XavQqdnk+3r92zBO7ewNLrp3T7Ca2u4ehiwgV7FpmqrvvFfS88t3JmcuPeMOzNv54Ye10B/uarUr3aXvqFJ5bb/4uXKumJSVpdS+AbqhVJasEiEEIhpQO5EqAkSGXR2uIpQ1ULFno1PvW1LXztsRbfcdUK333TKpfu7DI1XmOpVaPTD+j1PXqhph8qBqEijARhLIkTSFJFmoKx2dKS4GkIPEu9aphoxmye7ZHYLq+ejLn9YZ+XDjaZrFa5aq/m5ivbPPBii7seGuPavQGzU32+/LjFpFUmmxFL7dAtGmD9eJeVxQAlKlx/2TJffbDC8bkq33VtjyRd4p6np4nTCldfsI53Xddix8YWDz6vefZ4FXs4YPOUZLIuqFUEgS/QSmQgtxjrdHmSukUbxZYwW8SDCHqR2/1WQsFKB6QecPn5q3zg5ha3XBEz3ayytDrBaqdKb+DT6efgVvQHkm4o6A8EvdC6nXWQMggNYWyYqIIyE8ydgqee/2K1Ob3nl//Rj/3AUytt+7GJ5uvD4n/jAD/04h/x83+6kQs2hT/7n7/89Hd8+MbDN+3cGPhVv4q1PivtFCkg8A3GOGqSCKSQzvoToJRAqRRPga8g0IaqtjQHisX2JH/4tQb3PNvh2ota/MBtq1ywpcX0eIU4qdAPAzp9n/5AE8aKJJHEqcQYgbHCgVtYgiClHiQEfoxUA+ZbIXc8Jjk653Po+AQ2rrBns8cF2xVXnt9GePM8vb/J1qkKF++0TE2sstSqsGlKgTR86ZGAAEk1sHzndX0+9aWU0wsBM7OKxU7ICwcDNs1McNV5C9z/bIuHXhxjEPqcv32KK7b3uGR7m/2nVjl6xvLQCzUOHasRCEmgJfUAKiUmtxZSY0lSiFKIEkE3FLQHglYEsUkQasClu9r84K1trr3QsGXWo9efZH655hh74NPrO4nTDxW9gaQfCvoD6IeWfpgyiJx0DGOLtTBRV5w4rTg+Zzkx3wl049Uffu/B31/dsbGhrP3DX//Yf6nxj3/4g393Af71u+9hx4Vv5d988JM/dcc9r/ybzz6w0Ngxscj7bgwYq0/QG3ikRhTOhcBm7O3kglIKrSRauxSypw2+NgQeVHxL1U8Zr0jaocfy6iR/8c0xHnixz3i9z0duabFr3SpJrNm92XL+DsUgdG5JaiTWOoZRMiXwEw6chMPzgn5i+NO7aqx2xxn0fKaqio2Tmm0bNDs3CS4+r0Uql/idOxp0W2Nce4Fm15YOzx5OabcqbNkF9WpCO6oQ+BKsxfc8Vgdw4oxk7/aAC3cN2PdqxPMHqlx78SQ/+l2L/MGXOjy2r0G3r1lqNdi5qcJFm/vccEGH77yuQ6u/xJ/cVaUX+xw/4/HcYR9fOyIAMLjkV2IMSQQb1kVceH4Pk8bs2hDy998aMlbTrJ/wieIqJ85U6PV9+qHnJFyo6A0U/VBmTxhE1sm6DNyDyBCGlkFsiRIwxtmU3UhweEnw3TfvR3QOjn/2y5f824G4OP3HP/IDH7v//vt44xvf/HcP4L/xqbv4jUd3qJX2F350/uSBX33ppdWgKhV3Pj7GTZecYdM6WG3X6YWaKNJolSdrQCmJksKBWwm0Vmgt8XSK76X4kSUIDRXPUo8NzQpMVgXdSNLuNzjWavDvPzkFaYwk4eK9Pc7fGhFGAmtSrHWBmpNBEj/wef6gz4FjFaq+R11LpuuCXRsls5OajTOSbRsMe7etELPEf/58g2NHx7hmj8d5WwxSt7n7yYCJmsfUOEw0B9SrFRRu8bb7Pktdw1LLstqpc8tVLZ59NeLgSc3UWIWrLxznR9+1zH/+K3jyQJ3uwLLa1cwtNdkwVWVmMmTjWJ9/8ff71CptXjlueO6QIggsUrn4BAFYizUQRYLztyZcvidFWE0c+2AnGEQBpxc8eqFHP9QMQsUgcow9iIQrM44EgxAH5sgQhu51EDnmHkTOZQpjiBLoRpK5rmBmepnvfIOh3Z6hu7za0LUTv3rv3X8c33TT4PfmjnwuXb/9fX93AG7TT4Fse2998d4ffO7Z0//JhHPejo0BnX7MV18c41f+fJWP/+yqe0O6wkAbdKRR0qCVRiuLVhJPuSSH77ln6AnCSBJ4htBPqUbWac7EXfTx2BAlEMaCQSIJ04A4qXDgcIMX91tSCyYzlJVwcsdTgkBDI4ALZqFRhfG6ZKKhmBrXzEzAtg0hG2dWCe0yH7t9jIOHxrlip2bHJsmuLSs8fjDk+NwEN+yRTDQNvu5TkR7K4nYnA5gBy+0KpxY0115c5cKdbZ7bFzA9JqlVGly2J+Un37vCx/7K8OLJBq2uodVWLKxopscbTI5VGW8kNGsJE7WId14TE3gxnkpQyiCl+1zWCoyRRIlieVmRJJooUUSxIoyz10i6ZywZRJIwdtWLgwjCyDpgR6l7jS1RbDJgwyC2hBEMYkEvFiyFkuVBxH/88Bku2znBN56qc2xOMr+0L1judf7To/v3mLtevOwTP/VLX40/9vO3/e0H+O2f/yqf++K0Vhz6kYrc9xsXrHvRk+tnODnfYKxpeXmxS7efUK32iFMPkbkjSnlo5aG1RSuF1gpPW7xI4usSwH1FlN2cOLZEiSGKDXHigqw825ekNtuyLca4YDJPlogscNXS2W2BB0EgqVUk9YpirCGZaMLsRMq2DT2ajRX+4v6YB1+cZHWxycVbFds3as7bEiLUKp+9r8lsTTE5JpkeD7n/ecnJM4q9GyBOBTtnU268NGTfgXGWWoLlVoPveVObJ/YNOHRKUq9IfG+Mi3bBL37/Ive/1OeOe6dZ7MC22ZSVtma8oRhrBDSqPvVqlUpgqPgpnjaOEKQFYR2RAyaTfqmRJIkgSSVxIogSQRxLolgQJo7towTCyAWoUWyIIkOYuEDV/ZmTJQ7g0I8FvViyGglWIksa9hmvhhydj7j/2YSDJwQnlhXfeHW/995b0t/8ue/21eW7t//eP7jt68nlV7/9bzfAwyQR/f6xn3j4iYO/9MRLC955O6rcdtUS152/wmV7Y2I54L6nBIM4olnvIrCOuXWKp7JXrfEija8lvqcIPQfoyBfuxsSCKFZECcTx0PJLUkOS2gLcaeqCIWPda95IrqRwEkgLfC0IfEk1kNSqgmbNMt5ImRmPmJ3sgFzhz7+h+NRXp5iuVLhkm2DrBo+tGwzb1q/y5acMyytVLtsiGW9KJpoRR+Y92j2NUpCmkkZVsXFdwkPPGVbbhrmlgIt21Xjj5S3ueSRgog5B4KPUGBfvgh+5bR5PznP7/RO8fLLC+nbM9FjCWF3RqEpqVUU10AS+JvCch68lSGmLz4h1i9pYQZpCYgRp4hZckjoSyAkiTgxxbDKysMTZrpiDO4xhkO2M/VjQjQWtWNBOLMmgz6TfI0wNX7gv4jMP95loCK69qM1tV/fYOdv3qsb/1SMnU09K72PZ+vvbCfDnnrwTY+3PPPDwwX81P3esrqly7xMVHnyux9uuWmHHppRvPlpl33HJb/xFyj/53j5T4ymdXoJWFTyV4sUevvbwdYrvafzYEPiSKFJEiSDK2Kdgo0SQJMrdtNQ6689YUmOHrF1ibiFwNpvC7Qw+VH2oVQyNmhvsMzM+YN3UCg/vi/j9L9c5cGyMrWMeu9YLNq/z2bxOcN7mLsJb4etPTjARKKbGJON1y3ijT7Nh8D2JEM7CCyPNaiem3UtpdRULqx6dXoNbrjjDnY/0OHC6QTWI0cpHiDF2bZJ831uXuPaCOT7+pTEef3GCTR3JumZMsyaoV9yCDAJJ4Ek8nVmHSiDFcCFbm0kWmy14A2lqSLNUf1IQQw50B2i3C1rCDNRh4iRJPxG0Y0EngUGUYAZ9mpU2P/3BJa4+P6be6NConmTnJsHbLjd4Yoxjc5McOHiyvjxQ/3bdpovUn//Fl37tQx/4zr9dAF/tWzwPdfuTcFH8b28Z85fH9m4NCHSEJy3Hlhrc/kCNhJRe12BMzH/8TI0nX13lw2/rcus1HSbHYrr9Cn7s43s+ge8RRpoo1o6tfUWUSOJEEsfZa5oBPM1YKhVZGa2zAK0VDtvWWYFCZtJEuUIq3zNUfEOtklCvJIw1QmYnO7T7Xf7DZzV3Pz1Fp11n17Rg66xg04wD9/YNAxq1ZT71dZ+Tp+tcuEEw0VBMNFOMDen0BVo6sBnrWHysliBVwkrXY7UNZ5ar7Nla5ftuWeXPv+5zbN7D0zFKeljbIE4VF29Z5l9+tM09z3b5+OenOX2ixoYxmKim1IOUajCMTzwt0SoLnAWILGltGS50t/DBpIYk2+Ec0B05JClEiQN4lAjCNGPtBLqJdMCODWkUMlbp8M63rvD33tblTZel1CoBU3s1l242mLRCp9/g0Jkmx+eqHDguefXEibHmMW753f+w+9d++/d+iR//0Z//2wPwxaVVAq/yfcHC1//1/qVTM5NNxcbZapY+jkiMwe8KVkMf0YB+GtCKKnzxkQr3P9Xl7Ve1+NDbe9x8ZcR4IyCKAgaRT+h5RLEmTrxMkiiSRGXgliSpIEkkaSoKu9HpbYFZw9zOTzcoBZ4yeJ7TsPVKTL0a0aj1UarDN1+wfO7BJvc+Oc36uuKiDbB+UrJ+2mfjrGTTTMSuzSs8eWDA5++fZcpXTDUlzbpkZmLAqycs9z8VIK1bTGkqECjefEXM/c9FLKxWaHdTFlc0m2YavPfGLs8cbPHcy9PU/ASlBOBh0hphqNi0LuDv3bzChvE5bn+wykPPTnCyXWEyEDQrlrpvqPjg6xStspxB9nnLhRk2lyzGeeY5oycZsJMUYuMII04hTBxj9xJBN4F+bDBJxJTf5c03rvL33t7irVcl1LRPnFRZ7fhEsUeSeHT7FZZbVZZbAQurmrmlmPmlBCtP3PZnf9L9d++78V3/x/lfnkjf+h0/8e0N8OWuoVYTlfm501s/9Ud/dOF9T53cvmPjEh+5VbBhMMuRkx6+J6j5hjR1wKpnGq6jfAaJZjkJ+NwDVe5+pscbLujwsx/ocumuiIkxTZr69Ac+YewRxw7kSaqIU5ewSY0iTQSJcc6BsQJjhpV3tgC3RUqLVgZPGXwvpVaNqQYhWoUMkgEvHDX81hfGefrABDoN2DNlWTdumR5XzE76rJ+SbJyJ2bGxw5nVNn90Vx0bV9gwKxhraMbqlmYtop+mGKvwpUDIjMGNQmlFYgydgaHdS1ntaE4vVrmg2eAjt6zyy/NVDs3X0Dp20sZqElMhjCWdns+NF3S4/oIWzx0+zm/d0WTfsQYLy1UCKal6gkZgqWjXfeQpW1iu5YfNAF5kPzOXx8k7iFJBZBywByn0YksYJWgbMT3W5bLdHf7Z96xy1d6ERk0ThQ3avYAo9ohjTRj7hJGmH/r0Qtf4HUaW08sJi2HELRec8bZMxD//+Qe/Gb/1HR/8E2t//CgkAyG8b0+Av7JvH9Va/fxDB1955OSpwx5hyNcem2Sp16WmQsKOG0XmKaj6zqvVwuJJQSUV9JWgqwMGnsdyVOUrT7gBmO+4vsV739Ln4u1dtk73GatrosTLOuQ1YaSJE0ViJGmqMmBLjHHpoiKMycDte8YxnE7xdIynIk6vJOw/ZXjgec0zh5s8+uI4SVxlQ9My27BMNgVTY4qpcY/ZScmG6YRNM30mxpf57J3w8AvjXLZJMNEUNOuSRs3QqIV00gjfU+jESQVrnYNBKOkNUtpZAVSra1lua+aXm9x0YZd3XLfMH3whoL4kUSJ2gDSaOPEJY0lv4DE9XuGaPR1+92e7PPpym2cOezzyXIPjyxX2LVYJlKSqnDzytSXwLIqMyLPLkjN5ap2ci41j7iiFfuSkSmwTbBLT8Afs2dDnwu093ve2LrddG9PwPQaDBp2WT5T4RIl25JMookgTxppBpEkSgVaWTTMJt17fxq90ueECzb5DQqz2T/zC/KkX/rmn4uvCQfeZv05M/rUBfGF+numZmcpzz9z/vpef/Zp3en4ga4Fi67jk2RfG8bVl00SCp13w42unGZRwH9xPoKIs1TTbClVA6Hu0kip/fl+Trz3VZ8tUn++6scP6iYTt60OuOb+HQDE1KdFKkqYaYyTWyoy5833ZZsxtsMJl2/qhQeqEh17WHDwt+cpjNfafarC6WsUXnmPrScNYzfng4w3N1LhmalywbjJhw3SfjbMrPPyikyabxjTTDWjWNc2aYKyeIGXES0cVrZ5ic93pYGshjCXrpgTnbwv55oKl1bd0+o7FF1cD5pbG+cCN87x4ZInHn5/BUxZEjLWQpE6iDSJFf6BpdX0mGnXedGmXt13RY+mWBQ6cgjsfr3DwVMAT+2oIT7Mw0AyWFFJIhBCZJhcZyG0GcktqDTY1KJ0y2QwZEzFXXdhn+7oBGydj3nVDxPpJwWRT0R+MsbzqEyeaONXEsSZKNEni5GOcycgoUiSpRCvL9ITh4mmNp5qcWqiSGB9l+/Jzn7/bu+Gm+vve8qab9s3NLQzWr//rGfX81wbwV0/7+tVj+/931Xv6f71q97xcWppmbilCCkOz4pprpRBuyI0ArEBKi5IWnbqyVD+FILVUlaBuBINUMNAeoefRGlR57mjCs0emECZmy+yAK3b0Gaun3PyGARunYtI4wZrsxtmhNCHToFJZIgOPPlflxUM1/IrkqYM1Ti1VqWhN05dsm7SMV9x7blQlzZpkrKEZb2qmxmBmImHd5IAt69qkrPCpu8dZWmpyyRbDWMP1WDZqhmYtxtqYx170WVr2OG/S7VjWQhhKZscl113U55tPp3T6km4vod1VrHQ8zizVuWhXn4++rcVjL1c5vNRECQPEWY2JlyVoBL1Q0u17rHYDmrUGE80B1+zuc9NFA04vDXj+cJtKNeX5Q5rHngtIrURIV6GZXxsgs1gMGEOaWNZPJ9z8hgETVcOlOwybZwRJqjGmRhh7LK643dM1hmRSMdbEiSyaRcrPJHWBfhhJjs81MBYGkaTbU5xe1Hz1iY6k8dLPX3nFtF63bvoXgeTbBuD33PsNjr50h9/ttj589PBz/mSjRqUiadYVSrqKvMRYyKL3NHMxlHFVcDq1eKklzoIbX0MltdRSQWycFgx9QZR6RMYjNpaTrSbHHjNIlfKVp2NqOsFY426SdQtK5HdQSPeUEiMUra5HEmkCLWlULOdNQd23NPyEagD1iqBWUTSqimZNF4meqfGE2YkB66c7JGaFX/1Mlaf3T7F12jJeFxm4BfVqSr0SUa8NqFSreFmgJzJZkBpBlHj0+wNWB4aJwNVqd/qGVkexUvM5NjfG5TtDfu5DZ/iVz2iOr1ZBpBibYAzEqSZKZFY7ougONN2+R6sTUK3UqGbB8psvjfD8iGt2p3zPGweuIlMahDCZTTqMvnNySI2zGscbCiV9BgPN4qrOKi4dmJNEkRgX+yRp/pqDufx17mpl8VC2lpLUgb3TF/RDw8U7fDrzz/pf/rL3z2697f1qtT34+fFm5fUH+G9+5nGenZPBBZNTv7U499hWXzc4Me+hNfie63DXygWVzovOInblonadWlfHnIKXWpI8kjd5RZzT7WmmDRPjap6jQJLWJYnRxEnAYuQy4HbYfexkCaCFW0helq1cX7dUJyyBNlQybVrxBNXAPWuBolbVNGqKZl0w0TBMNBKmx0NmJ7tsWrfE733JcPu9s6wb00w3DGM1txjqVRzAqxGnlw37TwZUfbdbZeUhpEYwCDW7NyasnwrpdAN6A9fc0e4pVruaRqtCszbOh940z/4Tc3ziC5szy9BgTJJ51powyutHJL2BolbRVAOPqu+Kxnw/xfcSAi+l4qdokaJkisxq6vMae8gzu273S1PJ4rIkNRJj8leRgVySGInJnKs0HYI6B3TxfZIHriJzbDKHK4UoFkQxaC3ZNB2w3IbHnnqhsmfP3jdffcUgsP17Q1F9y+sHcJsugZysffzTX//YU89/4/ufeCYUezbV8T0nD7yswENJQZrazI6ymBRSY5wtJR3YtbGZvTcs9UzXWFjF97m9lWXmrM3BPfr+8vJa1xxh0Znn7UuLp7O6Fg2BJ6n4gkrgEibViqZeFTRrMFZPGW8kTDQjZia6bJxZ5tlDA/74vk3UKwHrm4axmqBeU9Sqgno189GrIU8fETy5r8KOCff7RUbhxkIv1Fx9vmXP5gGPPjdGL4L+IKXbN7S7ktWax8JKlUowzvfevMTjLy3w/OH1uCVrSE1KYmyWjHH1JP1QUqsIqoGiGhgCz8sAbvC0wVMpWhlnj0qbZTozJi/f1ywh5JJConCjTJbqT03Jik1lAeA0A7ZrvBAFceWNGMYMs6hJivPbE0dKUSwYr2vO27bM/Q/dcf1s86b/LKa+66eOnFjtbd/8/7y/838I4PsPncbTi/+0mb70Qwfm2sw2a6RGEXiAgFRJVGqJpXCAHgG5IjU2A7bNVrarE0lTRkBtsixkWqojKZIVuQVYBnd2w6QY2mNKgFIua6mzTh1fg+8JAk8R+IKKr6hUJPWKoFGzNGspY/WE8UbE1HiPDVMrPHOoxz/7+DpOnB7nvCnDeA0aVUm9qqhXoFZJqVUSPC+kH1m01ASKQvPmEiVOJGnq0fATBqmhG0rXPjdwmrzVUVSDgIrfYNv6mP/wE6v83McFz+5fB1aSmpQ0NSRJTBQbwkgzCCWDUFINIPAlFd/i+wpfW3ztQK61LQCupHUsXkiVEsgBsvyBzQFuRVHTMqxtoQC5u2+isBqHhJUxeEqWUKLw2nNMgMX3JEvLE5xZ6Yg77jryQ+/6rkMH4yj6t/8jGP1/DPC7vv5ZWiuHNj/46OGrj508xNYNAms8wsjdSGPyD+PkQZIqUpUBPDUYNfxwqbJFwsFl18Qwy1byam3G2jarJbH516PYHgJcusBWSZfR09IlPhx7y6wyUWZgkE6iVCz1iqFRS2nWYsbqEZNjfdZNrfLUgR4//1+mOHhikh0TlokameZW1KuSetVSC1Ia1YhWL+GvHqxiU42vLFIKp8GzzxMnEiU0776pw/0vRrQHFddIMEjp9RWdvqTW1VT9gMBvsmt9wi/96BL/4g8kT+2bzVrrUmfrJWk23kISxopB6D5TEAgCTxB4Nvu8NqvMtCjlGFwJEFnNimAU6EMmz1P8lNjcWYsF4AtSykE/BHdBWGmeTHL3PkkdFlLjynr7A8upeUhtxIZ1+3jiEXv1xOyWzXfe+Wcn3vnOv/c3B/Cov4xXmdj00MP3/rpIz7zXJ0QKzeR44sotIzFMmydZMVOxum224o0DcToEty3VjJiRV3dBcztr6JDYIdswTEfnmUpRArirJxcZwF0q2/OkA4AvqARuxFo1MDSqKfUM3BONPjMTLQfu35/khcMz7JiSTNdTxqqucKpeVdRK7F2rRlgRMbfcRAqJVq5LaQicjNGsx/oJizYJ3UTQjyz90DVDd3qSaqCo+B6+V0HrMS7elvBLP3KGn/99eHLfDKlVxKkhKdWNRJEhDBQVX+JH7vP5nswWdV6I5QDurovNrlUZ5OX3ugboZFIjN11sXg5Bidnz79fsxinFDp4mJgO4zT5DXshlmRqD4ye6tLvH3nvr9r3p+W94z08fP/GOk1s2T/7NAHxh4RBBpbHXF6c+sGv9Ia7bG9Ad5DdH0xtk/Y5SEktQqUCnQ0ZPJaTWJWJMugbU+TNj6RzotszclIum7MgdEYXuFplxIobVgkqidQ5wge+50thKYKkGhmqQUquk1KsJzVrIWN2B+8n9A/75703w/JEZtkwoZuqGsaqgXpPUKopaVVKvuH+jVkkIdMSjr8LpJZ+6bzNr1FlzxXZvXPPzhknBxed1eeTFBr0wbwczWdCpqPgK3/MzDT3ORdtSfvkfnOHnftfy5L5ZEpsxeQaUKHFjJCJf4vsyq02RxY6ldSbTJAXIc4DnhVnF1RQl6ZfLQpzbkt+T1IoM6BTANuXvS6A2hRy1GYPnZc1uLIhb4JaTSz7tvs/42CIbdq18oDpx+GOdbufk3wiDv/ziE/i6semRx1/9pU/e/iSzkxHvvmGF3Rs9VtpjLK7WEMJDCIXI2DNOXCCpUkGqsg+dlW0aJUbBnX1dlLXmAGdoM+Ygz6+8Y50Se2c+r5LCAVxRlMO6pgnwPevqvn1XYFUNUqoVV4vSqIY06n2mxto8tX/AP/vtKV4+NsvGcc1szTBWhXrVVfEN2dtQq6RUgxjfC3nhoGZhocrOdQxrQbI1aTInpR9qztsiuHhXj3ufNfQiST9ySaj+wNDtu+pA39N42kerGlIaLtqywv/142f4J79lefKVWWKjmU6NA3gMUeBqt4PAOIBnu5UrwBLZM6tTkUMpJ3KwZ+Be+8hJJQd6LhvXpvyNzWKlPHZKc+lpC0JLjJMoSdac0g8t7b7lTFuy0EvZvbXNbdcMmJEPsHSq/kuNsT0fePiRx09ef901//MA/thjj7P0zNVE5/3+RgZHr6rS597HZ3jghR7XnL/KD97SplHThKEi0RJrDAKnPVOTFRsZB2r3WnJDTM5ujDC2S7cPmRtbsgKzO1HeVvNkkizY2zknWoHW4CmLry2eZ6n4hsBz4K4ECbWi0KrH5FiHp/aH/NPfmeLl484OnKm5BFC9kpWoVpRzXQKTNRwkVPwYqUK6kYdUGk9ZlKKU4MorCvOmA4+6HwMJnShwrWKRYRCl9AaSwFdZoOjhaYNSNaS07Nlk+b9/4gz/5DcNT7yyjjj1sgZjS5RaQs9SSUoa3DN4yi3yvPVPSYlUw+uUg7x8PYu0/ppgfihXStLR5LX2+U6cg90OzYJcouR2cMbgUWJpDwRebcA/f/8Zrj5PUvUmefCZiMPPPXPV5i2rG/+XH//wyReef5KLL7nqfw7Ar7nmanFyy+KlDzzwjc9+6i+f8Ns9yeYxWOrW+epDFTzb4e+/TWJxvq/WLnsnM2A7aTLUZ7YIVEZZIHdHygFOuWCq+KKkGfNn4Zrkz2wb1srieRnAPYPvGQI/peqnVPyEaiWmVgkZa/QZa7R5fF/CT31sln3HZ5hteMxUDWMVSyNj7lpFUasoqhXrnoGhGiRUKxFH5gx/dFeDoAJeyanI37a1Q4ut0/P5vltb/PF9PeYXK/TjvLnX0PdTgoEclr9qr2TvWfZuht/4xwv8zH9KeeilWfpJhZlUEKWGmgdhbKn4lkDnJbRuB9PaZAAXrpk72+mGmWZRXE93kd3AzyGT5+1wQ9loisDflnbgs3fm0erFvF5/2FX1fbd0+Y6r6iysjHFmKeD87QM29I74m3de/GfPPPXYNf1ua/V/GoOvLh5QNur/4eFD+3dsnPCZqrlbNjMB56WKsWCGk/OOsQQumHFuhstaGnW2TjsL1EY4T9sMtXbB3KX3kl/ucmAksy4WKcrgtlm9t3Etb9pkAHeJj4qfUAkiqpWI8UaPQdzlzsfh3//pevYdn2a6oR24q0NwVyuKSkVliSEXmFb8hMBPCPwIQ0IvrDLmC7S0jhmLEDhfzM5TjhNNo67QImSQGPqxcADPGqkHvqHvKXxP4muFVhql/GzRWHZtEPzyj63yf/1Zyv0vTXOy02CQKsY8S8M3RKkl0JYgsfg6t0htSYeLIYNnTk/+WpZ+ax/De1JytIp4aRT0OZOnhRtmhzjIFounBJsmBasr63jkeZX57WCtT28Ay90XZl88duTaU0veXfDf3gX03wzwR546wMtH4tsWjv7l+nF/kV2bK/RDQZK4D+F5gvEG9AYp9YpBKosS1r0akenpTJoUrC2GF6HklJQj9rOYuwTw4iZkoHZlsDmDO6cgt8W8zAf2tQN3kAGy4kfUKiHT410WWn1++Y9r/OHXZ4nsGLMNxUzVMF61NIsUvuvVrAVuxkk1cOMqKoFbKJ4Oufspj9R4ji1lZhHK4ecYto5J4lQhhcctV3b47S9M04k9xjIWr0RuGlXO4J5SGYNn7CrcNb1gq+TjP9fiT+7u8+8+uY7TyxN0m5qJVNFMDFXPEsQ288NdDOL6NkXJTcmkXRngImPzMqOUQV6Qjx2S0YhUKdWdl2RMmnX7Fx1WGSFVA8GZJUkYKTztfhanMAgNi6snxzdv2/iH/+VX3v+jf/Jr+7/k1Xb/9QL82LFjWGN+6qlnOhtvvihmvKPp9BRR7BIAWrmALfCNu2jKFA2vOWBzEOc12qaUSBhagEAJ4GuZu8zaeflrwd5ZnbdLYmQ3URtX961NMWYi8BL8Atx9qpUedz9l+Ow3m/zZ3bMY0WS2IZiuZLKkArWKyEAtqQSKSsbeFd8UO0HgxWh/wF1PjGNSj0BRgKbQtcOapiyjp1BSc+tVPX739ohe4jsWj23R0d4PjdPO2s2GUYqCwcmmf02MSX7w1jZVfZq//GaPu5+e5kxSpecrxhJDzcuYXIGvbRaX2ILF84WjpCglf7LYIdOCI9nOEuvkLJ6Dfq3rNewgGk3SjcRSUhDFhlYnIYxSpHQYiBNXTrzcTbnx6qWNp0+d/Ckp5Zf+Whm833oRqfQPP/HQ594w2NShXjEE3sAVuccyO2VBoJTr6M514shKL4E890+L7wutPVwQ5wL2CMBzYGOz6D/7vcoWWboRcCtXk+F7Kb4fEXgRjWofv9LnT76m+fd/OMORlUk8r8K6KkwFhmbFuOxk4MakVSsO3NWMvSu+zQJUtyNUg4jltqGX+Cit8KUpXIoRDQ5F6jtJFGHsE+g+42M9WmGdQSwJo5SBb/EjV7vurE01DA6Fds5MVj9ijGC8IfnQWzu8+epFfukTIZ/86gzLcYN+4FGPBQ3PNUEEWbmyVi5G0LldWPjiQzYvrnWJxdeSeZmIRu8jJRa3o65LaYEApMKVZ4SJQQ3cnxnjgmZXl674+sMhr55+5g3f/6H3/PBjT+/7gzdc8V8/x/O/CvATp+b5mX+whw/98G9e//y+4zOX7jjDlnUevdBNQQpjV/+bHyUyvBh5ICLOBvhZwB6VJCNNCiPAtsUFduyS13m7BSWlG5cglQO2VsPufE8n+H6Mr2OqlZDA7/Py0ZS/vL/KH905zcmVCepVj8mKZcK3NCqGWgD1rACrEkiXyg8kFd9555XABaqB59i7UR/wtfsVBw7VqOYJldydKCEk//xpVqgUxZoLd8GbL+/wF/dN0alqGokbnhlG1s2J8czQ5pOytHDsSGImSSUbxrr8yx/qsmtjzF/cP8bzR8YZ6CrdVFPXgrqyBDqfA5MVoSl3PbUYxjH5wpRi1IY9i8nLAM8+YN4iWG6qGGX34f9bJOrivELd/b04FYSJG+C0GkGo2lxy4bGZ/a88df0P/eQv/EG/O0e1vv5/DOBz8yv89L96/h888vAXf+DT94T8uZD8x59c5LyNHoOwSm8QEEYecQbyMnBhKEE4J7jFCGuX60msHeWJAtxl9hZ2BNxKZvJIGnRWWOTpBK1TfC+iGkT4fkg3Dvmtz1T4+JemObM0TqyqjNUVU4Gl6bvgrAxux9gqK8YSGXs7cFeyqr1KEJOmMS8e8enFAZN+tv3LHBRi5LOVA80kUTSV5qLtEZ/VIZ1I0/cF1TjTzrHBi0xWKOWmfAnlpnCJ7BY6be8SSEkqadY8fuaDXT582xl+/0ttfvf2aZZ7Dfo6oOMpalpQVRAo44AurcsVZO+5AHkBcDtqH66h8ZFYaYSsGNHieco/B7E9B/MnWYl0LxasRmDjmJ1bVvg//+E8UX+ViN0/sHjgK48NwpWP/9fw+y0B3lp+mebE7tonPvXHl3zh3gP+weMprXCaf/Qxzfe8cYX33bTMZNPHGDeJNI61K6M0w46ac4O6pL3zC2KHxUgj9FDaFofgdk9ZYm9XQGQymZRmwzkTPJ1QqUQEOqTVT3jsOcHvfXGcrz81wVKvSaUSMOPDmG9o+Ja6b6kGTpYUzB0oV68SSALfSZOKNwS57yXUKhFnVhK++M1JQjS+LoE7byzKNXgObusq8+JUYa3Hu29u87tf7rGwWqOfCMLYWX1+DF6UFgkardy0XSXk8N8eWTiuu6lWVayf7PMzHxhw+a6T/O4Xx3hmf5Olbp2BCvB8RUVLqhJ8ZV2VZVZSnGc4R0FeAjqcO/AsARwrRhmcUQYvaluyr5OsJLqfClqhBSI2jrV5/83LvOemmIu3+yyuGk4svup/4/5vXLLj8u+rPfHsvt7Vl722VPmWAH/m5QW0133H1Hj3p2/Yu0TYrbJ/TvLqsXX86z8a5y/vX+KDb3SjijdMBnT7FdeylCpM6pp+UyuxpgzstbIk37bLBRCjF0/g/PSzgC0MImNuWQK3eyYEQYTvRax2E+5+SnL7N+p8+bFxFloNVLVCs64Y96DpuyCs5luqPkVdeA5uJ02Ukya+zYLpNHu6CbSBF/LsQcliPyDQEl86u1SVtvph0F3qaE9FNhlAM1kVXHVelzsemaCXeAwSQSW2+JHz77V2waYKHXu7BTTsJC6AY7LqPiuIE02t4vGeN/Z585XLfOWxDp/7Rp0HnxtjvlMj0j49X+FJiS8FgQRfZtpcDC3XnMWlGE2s5exzVrntGiY3a3bqtATw1EJkBAPjBgoNwoStMy3ef/MS779xwEXbPQbhBKfma+w/0eDLj0Zcf3X3p8/rPHavT/9z/48YvN9tU6k1Zr5w533ffee9B0jDFIlhXQPqPiz1A549uJ7HXqrz2L45/t2PdNgwFdMPK8SJlxVUqaK73fnbo9KEEYCfTQlFZVseTOYAz5Mn0o15k9K4cW/SsWklcHP6FloJX3tC86X7G9z+8BjL7TrCrxA0PBpaMO45YFc9SzUHty+oBMLVh/uSiucG6lR8CvbO3aLAS/B1gu/FVPyQLz8ScGqlylRDuC2/cCHOEZgVEmWow6fHNd95XZe/eiB2AI8FoQdB4qZJeZFx1l6pDMGxagnkDIkkzZqw83+/Xgn58Nv6fMd1y9zxcJcv3l/j/mcazLdqJMqn77uhp1oKPCmzhnCn0ZVw/bOSksOSrdhvJVfWShVTAnhqBbGFyArCrCrSxCE7Z1f5dz+6wPtuMnS6YywsN2l1K/QHHgjB+dsTZHSA1ure777sqrd8c2WltzAxUfvvA/jp+QWCarRj4/TgB3bPdnnh0CS1IHGjHkJLzUupaMmpTpO//Kbr2vmNn21TqVhklJKmOgO4wFg5Ik/OYu/iPyOkUMpU2tLTZLIkY21pkBmwg0pMEiecWLC8eFTzR3eO8/CLDU7P10mDCrrhDnBqaqjrlJrn5mpXso4ex9A5uF1FngO3KAAe+JbAM465vRTfc7UrLxy2vHykgpAevqKUcRRZkDmE+VkgzBI+Saq5cPuAi3d22HeySs+T1JLUgVtBpG0WPGdTq6REkidlpPvXy5ZcVtTlygI0SeLRjzyqQchHbgm59cpVHn6xwyfvrPPS0SpH5qsk3YCkqgm1RgiJyuayayldTb1wnfmFdOGcSmVkM87ZO7VgsrgsKT1dhjOBJGTSa/NvfvgM773RsrgyxeLqGKudCu2uT2/ghj3VVZVvPtZjZkv4AxeGi7856LcW/rsY/BvfvJ/f+dTnqNcmVU0dpVIZsGm2TqsjGIQpvdBQ6xu0NMRGcjyq8VcPjvP+t3R51/V9JIYk9QoGH0oTWWLvTJ+d23Qa9blz9pYma7UyxfxCpRKESjizDHffr3n5SJW7H65xul3h6HwNdIBqeNS0oqEsdW2p6gzU2lLxIPBFNmN8CO7Ad3UggScJPPBH2Dsl8ExmOyZUqyEH5+DIqSpKaidPZHlrZ41WHvrBeZmpawXT7Nxo2bvBEUqv5lg80OAlFi+myDHkGUhXP5K7NLK4pk7bylJjQtZqlirixCOIfKabEe97Y8i1F7SY67a466GAfUcCvvZknTNLAVZ6xFKDUkRSQlZAl6fy3cEEowAva/OyUzKiwbGZR577hgmkMSoZ8NbrW7zr+pB+OMlKu87iSo2l1YBWT7tjU0J3OlxKyvypx3jx6eOq01nhoQfv54Yb3/jfBnBfp3zkPW9ed/TokY/ff39LWDtBpSKYmtBEkWIQGno1p3WX+q7uut/SfO2RgO984yoeIGWKKSSKLFicIrAUJdIeNZ6GwcyQtZW0iKxh1qoUYw0LC/DqCcWn763x1P6Ao8eqdMKAXhqA9pF1j4oS1DTUlKGiMlCXqwk94b7PwB1kZaZBBvKCufP6FS/NmNuBO/BjJDGtniSyvkuFS+OGX4pRD7zMsDYvS8jbwFJJnGqEVTTqERDSjz0GWlBNbFYGmyVnlHFOSlF7I0ulAHIIqPLvSGUBcC/JxijHHr7nMz0WsWE65uItIZ2ox5HjLZ7Z7/Pn99TYdzxgacEnsZpEKYxQRQO3S8+61Tts8B4lLDvynyKTlwHbgE0dwE2MZyLecV2fasPSWhYMQp+5pSpnljXdPtk4Z3eA0vb1NQ4dXBHjExd/fMvWq27pdTtn/psZfO+1bxKrhx/ftWXm+Hk3Xb7IameKTs8UTQxxNvdi6/qEVLdY7HSQzZB6FaQPvozBJG57tApjZQboUYCf8yFMltjKu74NYWJZ6Vrw4NhJyX2P+7QHijsfrrL/aIVu6pNYD5QH2kcFCl9JqspSy0GtnFMQ5ODO2tV8DwLtmh4C35WnOvYWBD4E/lDG5CDPa1ly9+TkYsrn7m4y36oyMZZr1lH2LupQ8teCwfP+RkkYekxPKt7/1gH3Pt3jRKtGz5fUEoEfQ6QsOgEdk0kzhlqc0igI5LC0NWtOGLaSuQm9Sarw9BDonk7wvJiGjrlid8Ll54V87619Xjkq+crDAe1Qce/jFU6c8EFLlnqaQawyQEtsvkV9y1pbALMG5OnwNU3pDmCua7BJh1dPTPLkPoFJU6LEDQeNU0uaWNoDy8mVEDE2f97WHTt3velNN89zltB9DYBXw261rcY/+YW7j9WaFclVe7ssrlQJ42E/nhAw0Yx4yzUtrJxDezHdgeCu+yvuwqaWiYZl766EwLfZSIIysM8FcBc4RqHguVcVvVCiteSFwx6f/XoFKyRLHY9jxwMSqzCeh1UaPA8pNVJKAimoyAzU0mQJDVeD4Wdpaq/oxaSYNT4Edy5L8oYIJ0scexsCnbF3BojAC7n/OcW9L9QRviJQ+ejiknuyhtgKF8nktfDDzvQw9Lj54gE3Xtbhz+8dp5cEDBIItDtBQSe5v55nbE0mGeQanZ8zuRgNaLPdIvGycQ+pwks1SZIQJR5aJYULpVTCZTsSLt8TkmI4/h1dltsCKwSfubvC84c8tBb0Q8Xzr2qiUGU1N+cAepnFcXX+QWDYszNmomEwqTtl4/PfrPBnX61jdY00rjPth0w03L9kbH64lmW+I7hkj6TBkdrk2K2fbHcGlwO9/yaAP/bCfgbdeX/DRIfxWh1jYqYn+qSZ9QcWT7vew9nJmNlpQ0zMD/6rCf7i3hpGuHT8pmnD268JGa+7QvdS8cI5mNuhQEpY7Uq+8FCF5a5CSDepilSDUK5zuKJAuu+VcFF/oKAiLYE0+Jmv65WA7akM2FmzsecJAi3ca9b14mdVe66NzUkT37eO8f2MtTPf28vkSZTEvHjUp92tEDQkgcwKrAo7s1xHOPz4RdFVPkfRSBKjiGKP6QnJxdv7BF7f1aYkgiBxgaaObakbx7j67WIR5SFfbsXKYV22yTuJ0qIWPdGS1JMkaUqiFCrJcwhJkUvQMkUq51BtW5ewc6M7zvHqPV2sdQVtq13BFx70We2LbP6heO3IM2NyYyzjdcstV0dsmnZjRVDwmXuq/PC/mqafNmmO+/Sb0O4bN92LYbOIFrAw7/N0f4VbVl72JxuL5/x1ZwHcpkustHo/9L/+uzsnZ+sdvv+2ECV0kbhxg+MtWqdU/ZBGo4OQMZ/+apWvPtwgFToraoCTK4JPfrk+bH0/N7KHAM8NNSkhEOBJbK75ilcX2ess6xYI66RHlqTws9MNvDwNrWzRxZPXQ7suF1E6DsWBO5cmvpdrdDc7xc0yNNn4hTSbVe6GdR5dNHz98RooH19l9uCaAPNs47ic7BDZXECZDdXRJKnHrdeE/OmdPV6ar9PxPKqJK5TysiKp/HeIwjI1QwZfUxbggvus9t6KrNHXFA6OThSJTjOHJkVphc6tV5VmR6KkRJFBSOPOKVVpJiMNNd/wkdsMQtksZ1EiM3Gue05RUJdGkjiUWcxleMf1Az7w9i5//JUK3b7PMemzEjniyAcnWetmKB7rRHz/rW0GKw9PLk/9+A8dPNr6zV3bxr41wO+5/36MST5y897jzcnxmC0b5vCkJE10FijKLOhL8YKIw2cMd3y5ym99ZoKVuOKQlDOJEuCfA9cj21cZ4HKIiJyakFnxj0tKa+nmmvjC4hWZN8dqXl77nZWp5l97mqKbJWdxTws8L+9ZVNnpEZks8R24fc/iZ10/vpdmnnfq6lq8GCljXjoiOXi6ilC6SJAUdSLlstPso44WIGXVlemwLiVJHYtvXx9ywY4e+86E9BOPvhZUUvBSJ1PyeneZafHRhmGZIUGUdgtZtJKlOvff3VNrk80ONK7bJ3UAlyrNXrMscWbNugRb5mhJB+r+wAyt3AzkuUlw7kc5k+f+rkwMDZ3wCz/YYaphuePBmEOnG/Q8HyXzsaEWa1JSk+KrhAefr3N6sd38/u958CO+p3/zWzJ4OOhgrPV/+Tc+KY8eG2CV4vZHprDWtUYXtg5O7yntsf94wJP7arRD3yFJavJI/lsGHQWo85+L4QxBsm747Os8q+ZJN41Wi2Ehky4BXKkhyIdPURxepbPXvKve92QG8iG4h89h549fapJwwZgDeGxjHnq6ytJKFd1U+Hmae22K+1wEVga5HR2qMwg9JickN1ze567HQzpJlX6qqCXDnUmnNptYW058mZFA0+2ZoqjRHjY8myLwTIzAS2VReekAntW9SEWSDQqSIn8d5iDKRoAcyVXkAB9mocuGsC3d9ZzhZRZ/JSZl62zCL/5In/fcHLL/+CJKq4L4bF5Lngo3UtrW0CpisnJabtv7UX9ltR1NjDfPDXBrQgT86vlb6tc89VSVfScDzvSm6CVg0wRrDDavd8wAalAYIRGBRMjh0dtnEfUQxiP4zlVjDmaVp4czIEthswRDFlhlqWMlhgBXMh+F4G6+qwUXIwB3Dcci6yxfC3BxDmBn8kQbPM+dC+/kSYKvY3wdMbdseHJ/Fav8LPtXKv4qBZZizQfPk1zlmoy0aGNzgZ9NNVftiZma6tFerNFLqtSUwMu0uMrLg4VrD5QYhJDutfhNcmjJlr33zB832jjTQLnXVLlnoqSTKMo6iSJtllTLwW2H7J0XvGVlE6Jk87rPPpQrQ5VmRzBAthCKRF5s8VTKtRcYrr3AySAAgxsXlxpFkniEkc9yu8YrRxrsOzx2zcy25FeBn35NBl9dehVg/aaJl+W2DYbllqCiLf1YMkg9wlS47FO5cD1Dcb5FSkZtsbVud7GVrvm+qC/J/iwHddGlUwZ7uedSOGAXQM+6xb2skF8X7O0CSteyJYun0+MM7UPPEOSToDL29nKQeymel6B1jJQR9z3l8eCzDURF42cAL/zv4ilGPvMogw/Ze+iJu6RMr+9zwyUD3nJljz++KyJKA3qppJI1FmsJKsl98KzLJzFDx6b4ZU6uGESWYBEMWwWl63TX2eQxJUi1QKXWTSUzBpXKAtwqB3exkE1RMiFLwzyHOYxSuQV2TRhiz0mAuVwZ5EmD7Cd5RjwngHwufLsXcPBEzFOH98vJ9YfWr90vC4BH4Sqe37zwC1/6k+0vvrjAE/sNigqTNWimhjib+h9nE1+TfOCLHfbV5W/73IJkTbnlWrDnWUuxJg0s8rR3aevPpIrrbBmCfTgOIZ/9UZoDknWTD+eDDMFdBJV62HFfzPMrMbenEzzlGLyfJvzOF6aIRICWCj+vRS/lQIafsWzfjerwHOhpnlbPbLw01Ujr8Q/f1eGv7hmwklbopRWqKXjZnBmVuN8Z51IlkwuCNTKgzOQ6u2c6mx6mXZe7p7OhTMa1saWpzbKlFqVk5gy5VsShTJGl3ztk4HJJsyiAPQrwgvjOkcjOc9nDxTi8LsWo5myKrZaWay9dpmUlg/7+Lbe87UN7Fpfbr05PNkcBrpUExPYDB47P3vVgwJgvqHruV6XGtQ7F+aFExQDFPIlQrhbjWz5EabsSYpTx8wuTb+8jTCiH8mWka17mxwAO2btow8pngGTyRGuZgTzvMi/JkgzYXmmOn+85Fve8/DQIx95eEPHSIcmppQooDyWF09/nYO4ivChnM4f3MmPuYW14sQWnbhveMBmzd0uPxw7UiLVPLxFUlHDBpnQgl1nfp0zWZIBd30z2yzImLwqebMaKw7qVVBnH3BpSaVCpKHpb0/x3pPnIN+mYu7BE7SiDl+rHc5ki1rL1mmvhdjYxsrvlk2zT7CymKB0eOpakDjhVfz1v2BER9QY3GsMPa+0XJ1oVAP/cPc+ArJh1Ex3zlis1c4uKMM7PTBzOrohiCLNZFnFq3RTRUod8eVZgGetrtXcBckZ7FocdJHYE3OUhmsMMHkPJokTB4koNB9sUx39nAHcMzrcA97BBeS17a+WCyyiJ+aMv1zm9UEUEuTwpD7QsZTFLn13k7A0j+nsYaFIwlTGKKNFsnBF89DvbvPA7DbpJwEAF9FNXm6Lzz55QYlKRBXbODCDTr5as0Kk41aE8rkNkfrkcDkRVMiMPgzJ5G6J0MqXUZFLcq2I8hh1l8JIWF2vufwFuO3y1hRwZlhfEiSRKZHY6s3RHR0bDYyMHEZyYl2zb2Yb4ECaMi3+7APiBV14F5FtrJtzdrIEQHr1BdmRzdpRzFFkGkUHHri4iys5UTEqz6fIERjmnM/J5xBp5UryOlmGWQTIC8OxYvGEP4XD2oFKlKVZq+FT5yDYl3WyUHODaZqMkSsztlR2TIci97DyfahDx6gm45+EasXD2VSCHYBsBtxxlcVtqzBzWRo+OJy66fFJJkmiM8Xjb9SFbb+/x8rEqofZc4kdmcUbCmkU11LaOwSX5DA5rS/ZhqcMmzeY/pgZ0Nj9Sp9n8QiWRGcCVIJujMgymCyIqnBxG9He5hTG/32dhIrsmJrM1c7mWD9WPsiPG3dxLRT8ShKED9iAy9AeWTs/QWjnO049/jTgxowCPuy/i1S/i9s/+52DhjIesJdSr2dEafTd3ehBK+mGK1qBCW8iFWNpssGY2QLMAeC5G1pRUrQE2ZZkywuBl9hZnM3kJ2FINTyvO9Xc+i1DlzJ1NldVrwO0XT+ecDNnbZAmdIbg9HaN0xLOHNGdaASjPHfCUdfBLwVkNDmUffE2MRXlKrsldlKLENT9BQbOuGXLFrj4vHw0xqU9PBc4Tz5NKJbvQpe2HgzTJQZ7LlayqczjhAHT2tc70ucqGNGnjJMnIoE5T2qXWAn0E3G5XofReci2+tnnZlgFuhx59ksmRQSzpDyS9UNEfCHqhGyXRDw29fkp3YEhSw+Ki4KFnkuCf/ew/4puP7ufma3c7gC8sh8yffvnDp4/d81Pj3hGiRGHSBsutKoGnXJmip/C0K8+ExCUNhhtvAcjh9jsqxvNVW67LWAuAcu1GrmFHgS2GLFmWKTl7y6HuVhlze0oWY9u0WsPcXunVs2iVnfWuh6/D1LVrWu4OUv7oznGWwgARKLQQaGlc0CtHF+fa8Wfla5EpZedsmLKrIgs/3GSlrWM1zUff2eOOhwd0kwqx8uhLx+LDupRyoFkK7rLA0yXfDBaJzV/L0wxULlvcvBSjMrDLTMIoSyrctU5lSfeLIXPnEmUYdIrR91LaqddKlKFtmlc/CuLUSZMwkvRCd9xJp2fp9d28mH6Y0ukZlruWvk15ZbHFzPb6Tz3/4quPd3r9PykY/JGn56lUgvo3H+p5jz9bQ3qK73u7ZayaZgNZJJXsFF2LIkndGeaJBKOsc06ExYj/eqBZZu5Cf4ucycUogxeTT0Flc/NGJUp5/FhZpuS6W44kfTwvG+GWA7z4OrcCc0liMrCn6Cyx4+kEL4j41JcCHn+xBtJHKE1F2ZHgUsi1O5L7cGINwkdclKJ+e81JCmlui3m84cI+H35rh49/sYrRPn3pUykSXaUAvAys3L2ATKY4cFPS4aN9sxmbS9CZeaCyvIIyZXCLUlNyzuBDS3dEh5flZ3Hf7eh2VsjZ4UiRtDgKxR0WEEYO3KudhG7P9SSEkWEQwdRYyodu69MPBdMz855MT9RrMhxKlF0bBb4v6O3VBHHVjQazhkoQUQkSkkTSCBUVX2OtpNMbuts5EMlA/i3nmYwAXIxsXeXSUlli8SHIy+ydM7ccZfCs47wcaK4dvDmiucuSRJU8b5353crZglq5xuXFZcPXH26w2K1A4KGFwBd2OB4i96OlOIvFz/UoD5YfBntly1CRGkUUaybqkrdd3+PzDw6YawdEStNLRdEkXFyXQvdmwWbJNLSFJgdjTVGjkr8PnRkFSjmQOfZ2Q1LTUoCfu1ijk7CGSafhAht1UgqZkoP8Na5HLlPKI7LTVNJqpyytxrR7Dthx6hZOw2geeWaKQZiwcUsVWfcII/fv66NHj7Nx/YZtn77jjncfP7aPt167ylit6kozVYqUtijnBMlDz9dodSGM8qMnst48CSIvhT1H7cmIB17WpWLNk9IIsdJI37x7pbiw+WjkNfJkKFMYZW/thoGuBXnB4F4+R6U8ciJjcJXg64jDZwT7DlfA+kXtic6Dr7XBMaWnYERvntNFMeVnfvCTKAqwDJoLd0TsWD9gbrmKTR2L++mwPCDPbA7T5aKQCqXemkym5KwuSkB37G1KQNfSBZ2OvXNZaEnXLKqcdITJ5lEK6xZ6weDDr8lzA8V1yReggALk7t0q5QabmqblleMDnj4ssEIWQ1ylgDMdwbNHEiqVPh/c8iLbZje8e/eF7//K8tKJo3oQW7r97t7jZ8y7f/3TS5x5p2XHuiXe8YY+002DMa4nb7ULdz0Z8PnHZ4nbAY3AreL8zq09C/01nZMC5Hnb0+h2vnbYzPAiDpm7kCaSzLpaE2CuAbcb4XY2uHVxbs1Qknj5q87rolM8LwIS7n+6zr65KgSu9tyXw9kna9vTRAnZr0XitvRFIVFGpIoqZEo08Ni9LuKmK3s8sq8GqU+iNH0jCdKzXZyyDnb1HqLEmjmwxVm+s5GZZFHZAsxAbbIdypTIZZhlFiWZkrG5FIiUgtnzWYr5OO3RuMSOyNayOtDKlSqvm4qYnV6kIyR3PVlnpaOcI2MNM2Mx77ymz/b1Ke++rs366Te+O0m7vxH45qj2PYeorbMV9q6b4OsPuwHktz/cpeJHpKlBCuhHin1H69g4YOu42+4DPWTU/A2VXzPhchbAR7/OPrAcBXUOeJVt+cMgU4ywdx545j54Ae5iNmHe5nUO1s4YO5cnOpcn+egJHaNVTBBEPHVE8qdfbRBGPtTK8uRcwGLIWGet9uF2XGzLBkYrDEvNCaWm5LGq5sO39Ln3kR5PHvSxymMgfPoiCzbTcnBX1sE5bMpypZRcwRQOhlGy2FXyhWskBXubkhSTxf0BaUYt3vx+IjLZVJBaCcxrgvARl41sKrGyBJ47GmbXZstFO1f5+29ZZhC5X5imbrbLBVs9VtrjHDo6iWiOs3sKolihq36MsBHnb0v4rhslDz2vMacUrx70aUeCMHXWnxKCpgfTVYunhj7juSTGuaTIqD0o1vx/o6AesrgoLqQoAJ4NbRdDOSLzQEsNg6J88HzO3AXAVd6ZnjF6NruwkCQqRek062xJ8P2IKEn5yoM1nj9aBc+dXlGUxorcMs3cg7Wf7RwgHwG3HR6BaMtSpWgYzkY/GEUYely0Lea2G3q8dKxGP4kwUtM3Cj8dljIoUZIqI7/agdxiz26TzBhbWYOVGdilxKqhdZg7K9IKZCYP0sIyFEWAKYVAmNFd5Cxyy66JXIMVGCb5ypW2SSpZ7dQZbyiuPi9EyhRr3cIfhD7tXpWjp2p87dGUt1cMm3bErLZi9G9/4vMEvubQiXlePABVadg4YZmIoBcKwuy0LCmcXxxod65NeahkGYRrdTWc+8/XAqE4XaAE9rwOvJAmoszelNibkdcC3Pn45BLIdWlOuNZpZgWakdchg7vM5YFT8MX7a8SxY28phZMnYrQ0Nj9QeUSOFS4KedXoObT42VPAXivYbFQU73rjgM/d12ffScfioZT004zFjUUZkOlQLpBmejzNg7uMydXo+9Aq8+aVez8ysw6VFFjpAGfksP5HygzswmnvUTIalScjWrwE9vQc2MjlrhCu8ycxLsEjRUCcKDxdQQiLtS672Rt49AeaejXlfW9ZRaqHeOrhI1gTo0+dWUJpSbfdZ6aqGa8rLIZ2N6XTt4SJG1butgyG9ch6VBqM+r/nZnGRa9JcexdBSBnYQ509osHl8AQCpYZWYZm18yYALcnOg8y7e4ZA1zqfEDV0T7yimyUpgK11jKdiEpvwV9+o8tALVahqEBpPCjxR6txZm8E8S4u/lggXI8keO9JatibgTCVGKcK+x/UX93j3m3sc/rMqofEwqaIvPLzU7bQqZ840l0pDZ6XM5OXVlmtupYa+uLKmALuxAmkc0KUcsvqICWBLrG3WklXZF88BbDMGFyVwW6wUheVcJKmsa7iJYpVNLnaFYVGsaXc1qx0FWBpVTVCJoH8CrEWfvyX7uOsEdU9Qq1oOn5K8dMiSGsd2JjttwYFKFGfO6FI9SM6+BciBUT92+IEpL4TS3xtOalrD2GUPvASqkYIr5Rodhl+veWonR/Q5nkoNkzq5NNEqwdMxB+cEf/iVBmgfhIeQcjjarNR7WdxoXqvJYVQo5KAGASNztMvp+1LSJ2Px1GhMrPmB23p8/t46r8x5IDVxquhL6aoM812F0SzikL3XyJWidMAOEy7Z99IKbGbHSulS+tIKJ1kkBahlVv6SW7rleqIRLGTZzlyfC8rEYDEiXyjDgxDyst4kFURSFngy1p032htI9h21HJmzVDzFjs0B01MVksSg62MDpFQMBn1aYZs0tcy1A1p9N6FJK1l422fVikgxyl5SnAXsYssZkSTlFStG/qx8TkyZtWV5a1TDwE7lMwCzoFLl7Wr5oafF13lAaYesXWQtc0ni2DvPXFqdcPt9VfYfrYJ2QNIyCy5F6f2UFnV5B8vJ+yywl7RlcZhTaShp0Yx8VrePGw4UJx67tw747jd1+fU/qxCrGCs8BqnEE3mKvSQLKAvaUZBbK0CVTmgoFp+TKtI6p0JmwJbGAd1Kx+jlZFzxtWFkNx5ZZMaOEqFwMcgIXozDkjIWU9iUljgZllTb0nUcb8TMznY52XFza3rJGKJrMMagv/GUoFYNxMJSxKl5N5vOF4KxwBJ4eWp+qNVGV1zGuqwF6xqQl8DNOUA91OCiqDsZsjijAFdlBrcjDK7yYe5l/a1syd82hTzRauh3K5kyHNrpWNwLIl4+JvjEnQ3ibOaKkC64LPxvaUdulJBDCTbUZ+eWKDmQDMPy1XNp8lyi5PUpqXK+eNVX/OB39PjygzVeOOaBjFyjRCqdfMpJKAdbmkmVMsgtoM7F5Pl7cNfXKpDWIo1EySGzSmERmQYvB56iJFmHYD8HLkoNLqMk5xaCkcNgdThjfbTCyWHCcvlOzRW7IwSWxEqE0iKJB+h/+KM/sevIgRf/45MP38tM0CCMKYAiSltpPqE/32xH3hQlsI9oLFEAfJiSP5uxyxq8YO81wB6VJnZUpqwF98j5PENAO7fEnkOmZCMScmmiYoRN+Nw9dY6cqLgcv9RI4cCjS11Gud5dW4MyYhOeQ62UCfWcSR/LiA5PsyGmaTYaOY40OzcPeN9burz0qQomVSA0sfDpG9cQIQUZk5fPEh1lcje6PV9c2c/XlBJIa7NA07jgM/szKQTCumtg7LAoTlhGroc5R1ySk9goe9uRnwlT+vs58Eqjt/MMcLsr0VojpWUQWuJU8c53XPsfL7r8gu/W88eeq5n+yT17tnRp1DxaHcVqV9AbuNnUceyOXM6Pg7PDa3O2HBlh6pL1l3vhBZBHQZ2z+hDgpe2uHLGfBe5cngwDygLg2roiqALU2d8ps7dOC4niZYNulIrx/JijZwR/cU+dgfGcPBHKjaUoWuVGO4xymVJUypV2rJwActIsmHKE0UWRfMnBbfO66FK/plGqkCpVT/HBt/b41FfqHJ7TIGOsUPSNRpXcKxcXZEFnXlKxlskLvSSwyqLKLI7I9DgoW9LhEoS12Ew3mzzBY8XoLn/W4s9Az1rgl7E0BHuu1YdVh2R1Ku6Q4TCy9AaWdtfQ7hukGDC78cSeVsfWtPZieknI00danL/FcOVun4XlMU4t+Kx0nICP45QktaWIf4jw4c0TpZU2egzd2R9gVJoMt/iyvl8rT0ZZW5bBPQLw/MwZWwJ3xuDKoGVeIeiGh7oJTqMMblTCb3+hyavHXMeOY2+FLygYXJ3rxpV3t0J/n5PDh9PL1jD4SFaxfGjXiEyRpMZNi92zdcA/fFeH//3jAWkagXALoIdAFQGnswhHG9nO1uTuLeWBpgN5Hn8pWWb0oesjJVjhdngp3PuV0gG4YOlzgP0sX/ys70eduGL9FQB3PQn9QUqrk3B6KWG+m3DlBV02T0R4ekAvjNESGPQVrx6uc+i4oeKvcukORRgrd/5OKrJZKDmD25Fh9cXWN/IGxVBrr5UruWQ5R2p7BNwjAC8NYlf53G07Ik/KAFelZM7wrB7jQJy/qrQAtlIJSiYomRLUYp4+oLnn0RqDNDvMXmrnr5d2j2Ga2o7cECkYYeyRIpyyShFDFh+CXRSHdI1ocGscixd/prLOcsfib72uz6V39Xl6vweNGIwmwWMgXGvbSBltaWcp7x9F/Ycic3VEAXaV/VxKmwWbGZuLjM1FBvpMZlgrXgPY4iy5Igt8nBvwlN5qEZBn/cFRbBmEKcvtlNMrhov3dnnHNYqoX0MHGqxCX7Wny86pPtvrhsW2T6Mh6cVtwqiBsblEcL9CyOG2Rc5OheYeWj5r9Xde+HOubUtQkiUjzG3XyBNbalez2dCbczO4UufS2llAWbxmf5YNztfaZS3nlw2f/GKTlw4N2VsI5054opTckZybkUrMUxDAazF4+aaNMLlgtJWtXIAli+xmIl1b24U7Qj76XV1OfNJnvitBKKyQhEbhiSz4K95LHmiWWZxMhQ+ZXOXBnM0znIWCGe46BbAzoGf3zuGmXPh1brCXpQqlnxUSr4RuUb5W+UnZme4PfEu11mO55fGZu8Y5MRdx6WWwbVuCTlKL1j2W+qd44tAE62ckJ54UVKVhvGELezDXVoU8yd8UJZaGs7aWYT0CxSLJ/eJirh4lzV1m6xzoRb1HaaKTKHWaqPx0NVvM88hBPHyW2XzYyKDyxI5yAzXvfsLnj77QpBv7bpaE0EiRNxULN7as1C9aOAYl1i6DfYSChmgapsjzCrpcHhTb/1omLwE9VZhsPHWSaGrVhO9/V49HXgz49N0+qEyqCEHfSFTKcFB+seLWFmANYV6e2aLsULI43T3s2lIykyYytxMzHzvT4oZhXczZYB9N/OTXy5SwtPZ1NH/giLde02zdkHJdPeTQacmWmeP0EktodyOUQj+5r8aRYw3uuGucM60K9Yo7K2bzjKDiG7SWBTPb0pIq/lu+uZxjFa7dftY0BORHfBQNrIUOtyN6W4rM/xZmhMVHZUo2GL9g8dKzZAWO2oIJWsZ4fsTRFctnvlZnqe1nWUsPpHTBZbnuW5TeY0laFaxTSs0LyIv5RvFd1pUMAW+zMdNlN8VmMqWwDO0whS+NJoo8ZsZSPnhrlwefrnJ8RYGMQEhiXDFWIaUyC+dcBVgj20vpUDCFJbPLMw0uskSMY1BrLVbmTkqmv+3wvgohsEUl4ZqGjLWyZARLJYVwjoeUbuZNJfDZMjXNxdsGNOuSbbMpuqGYmJJorI+kzuapCXas1+7EYs8NodRaFj54sd2WSem1NNMaRpPn+HvDrapksa1lbVHW33mbVAncYqi585PWtDwb3CNMLvOvk0J/a50gZMo3ngi45+nqcARdZg36YrRrRpXea3nhlj/jt870DIFeBvnaE5/LxVe5o2JMGdwGZZSTK5Hi7VeEvPGqHp/+uodJc6miCI3KXJ/sjJ1UZBXhGdjFGpBLSvo7Y3KZM3wO6KwrqMg4ZgmY7NrYTN7moB+99+53y7w2vLCas12lTBZrX3OAZRN44gQWVyXdfo2KX0UrS5zEbN9Zg9RDTzYFdp1AXCQJAoU1brhPbyDphy5aLU1qe83I91wrkXP8/WGFGWdp8qIjZoTBSw2uRWJneJqxVOXzMUsgl2ZEa3trUvFuJFkWXKqYowvw+ftqrLT8ouYEKdGCrLDKFjKpDG55rmtyDkyfhfGSQ1HeesuJnrMdlWHPpjQSlVmHSjoWHx9Lee+bezzyTIVDS1nKVygMgoGQDtw5i5ZEytmdPy7WzAGt5HCHUQW4bSZThLMHMzYffj28Hrn+XpvVHHrgOeAZ7i4iixfOYUPn9ePGuqkOq+2UfpjZ2VZgUoOqG2Rg0amISOjiVxa4eBdUPMlKp8qRUw2On/GK5M5ZW7F8DcCvkSuji8Ge9fcKJ0Ku2fZH6o6Hx4MXFmEO8LLmLh0GO5QpaYm586+z4FK5oqrIGP7Tnzb5y3vrUFnD3nI40GfU0x0uxpEbUGx1ZwP9nEReNsQtQ4a02RwTs6ZGpSindSPeVDYGWRpFPNB84C0Djs+3+D9+26OXxuRjpxPjMUCgyt01WOIRdhxmNIs6rNwbl4XB4hI/NpMQ1t07m8kQKbJFWVyfIVPnrD5ChqWdfqi/RzuAynUskiHQ3a+3LLYSDs8ntHop1SBl5/o+WveQMkIvdyIefyXhy/ckvOvGlMkxyXxLkPR9hMmnQWUn6xbAY0RWrGX3kZt7LlCXAV8Cdv4zJYdd2mVQy7z+WlGal2eHQWQ2O0+vkSO57s6f5U557Sc8v0/zhftrpNJzzC3y4fqMNDWMlMZSXrzi3Aw+guiz4V101Y/IlBKLG4bVfOUKQytHXBWZafE0TVEm4d039/nUnQOeeUVhZUSW6iEWmr7JZAolPZ5t+UU2s5AjJWmSLT4lhmtSCQd+YcFKp9NtKajMZ8kbASJj/SJnUhovUSbDoSTJTqjLQS7d7yEr9hPSDVWt1yTTkzG7zmuz3BKsG4952xUtvGafAQl602TKjlnBuvok+w/X6CUpTxxM2DlpuXBrzHjTQyl3NEVRB6JG9fNrAfxsWWNHGW8E2Gfr7mJ6Upm5xVBvOwnjgF5MQy00dom5y+xd8r61iukMLL/7hTqHT1XA1yAza1CK0jhkW9SenFUWW/qMrLlZrxUc5cQ9IlUKSZIPyLQjUuXsdrbcOlQYY9zJDUaRxB47NoT82Ls7/NxverQTCSIGI7FCEiGL09FkwZTnCjZFoaEcmDPIy9J7zXfXbGFY4YCea/EymZHHrWsYmgLka48KzyY15F9ncUD+d1Q252aqablol2XzbMST+8aJwinmFsZI+02s76OXWlUalSrveaPgol0dnjwSc3ShylhVFuw0LGjK5v/JsxMHZcYqxnWtlStrgD6ix+Wo7hZilLXliDQxRTtTDnClhq+jnne6BtQJSsYomaArCb//Z3U++7UGic6kiXC6tWhJKxcurXmfa8Eus5sx/PD5jTo3ws95YGqpRnz0iBNbOhrQZgPtTaY5JalQSKld4BmnfPC2Hq8c8/i1P83OFLeu98zgEQrparkzBh+CWxRsTQ5a6QCcz9SHLLBkCHJHrC5lnweVQ6BnelrYwjk6q3WtvMeVL192DV0iKV/wTjJoNSSAVsfD932+9nTCSwdg5zqft71Rs22rRC90LCeWI14+3OV4F17Yrxn3BFNNQTVQ2ZDK7FwbbQugl8G51soZSXSUQD8qUdzlKgOmAPVIgDnqnrhB7CWQj5xTb0d09ujZ9c4qlNIFmH4Qs++Y4s/uqrPU8SBQWWCpETIrOxXnHmg/IlPWSJKRRT1iGp6bwfMzQ3NUDcEuimxiMTAzZ265JvkjnEwxxmBSRSoVM/WUD729y5ceqPLKCQVB7FAqBKnx6JNXF65l8Bz0Dry5Li+/t5zNrSgNDpIMNfg5gC6EKHIq5FIlB3v5whTXbnRYUN69ZaSb6yJjCJWkOxAsrvrUqnVuuarDuskFpmoDNs9uZqo5hpbWIx74HDla4dhxj2ZVsmeTZLypqVcV1cANh3cNA8NRxiMAf41Hmb2Hq3KUvcuuyWux9og0kTY7UiP/3rkljtHz8teSTMmO+tZZKl5LJ00MhjsfarD/cOC2JTlkcCUojkcpD95f63eXM5ej8kx8y+tSuo/nYPBRFn/tljbpTmowEimHlYZSKGSqiZOUPTtj3nl9jwN/6ZGmWZRmnB5P0AyES7sLk2WbTQZyJbBmKFdUBn5J5oXL/DXT3TmbC/czUQJ6Hli64fjDa4bNr4E9iyDXYkgIEAZS4UY6FxN5rZuXkiSKQdRkZqLCzReFhKFPtdJAqir6bW+8unf+NvlqNX354uNzHs26pFZxp4zpEqDVSLA3ysJrqWntn5a1lsg02NCBWDO8UZQ87zLgS4wtS25JcaR3VjzlAJ8O5UkG6sIWVAleJeGvvhnwa3/cZLnvOe2dBZbDtHw2XL8Ath0JhotFWny+tZnC0qrmnJfpbJuwxOo5ixvjZEJ5MJA1AiPW1otnDC6zQqzYMFkx/Oz3tTl02uOO+yRUHbjzdx0LVTA5CIfaHOR5cFXwd1arIm3xuWzG8tZkbJ47JVkBlsxkSa6hh5lt+5qAtuf4JndipHQp+kRaVGIJI+gOBK2uZHFFcOKMR73qM9ee4I1je17def5FPXX+rmB5YeHMqxVffHTHhpg9WxO2bYiYGkvd7JB8KlRppp9Ww0q9PJtYuCtyjdsyUjhlS39Wqg5UtuSIjNaXuPJXU/p+NKDUhQwxQwuwCCgN5UYGpWI8L+b0kuDX/nyM+5+tZ7XePigfpEYrQVVaglJjQ3n2SfnYlNHZ5MM5iWsHEp1rzEXeATPsTDpXFaU9+1rmE1xLxDD8fs1sQiwz4wmJtTz8ok+nt8bXLPkpZfstF1VngTD7mX1NRA63a3vOH4vRhV32/ksjuPNak/LXafEz10KZGDf1uNMznFgwHFswnFo0zC+njDdrdDpLH3nwkcef0D0jIDI2Tfp0o0W6qQVhaQaS9ZMNFlerpKkobLvcwhuZHZsXnxtRGoFQ+oTl7Xskc1kavyvOZu3y9FIlR2XJkMXXOCU5o8s8keN0t5QuYxlJwx99scFf3FUfShOhQJbYWw4nVqkR9l4TWJexkvPiGkeF4nOXMDHiM48yuM1PRhuRKFnJbMlNOcs6lMPGCCkkRrrOHxmnfPDtfZ4/7PEbn1QMUll6g8IFnYWDP8rkRelszuS5PMF53opMluSvJW2el3aUs5vClmzCNcZN4SBB0QNcxtEwGTisATKpZb4Ns7Md/Iq7R3UdM1aPqPmRDVSKvv0ht833uzDoKJSnwcKOdZZ336CpBGINWw+lRHkbTfMh6vm2mr+5UhBaTvYMm3VLh6aeJU3MiAZX0hSZy7MBnq6xBNNCgztWj0EkfONpn09+pUGYaJfUERnIcQPf8+BSZRKl7JacXXty9nyXb6FKzibDEgvmRFEAm3xednZNsQWQ3RzNfAyyq1GxRmJk1pwsLMK4U9CSRBPUDB+9rcuTzwfc/bSbt+J0hMzISRNa4bT4ueRK9o5VSZLms86do1IGePZnIiuXzvIkNh8MZEsSRZTBXTokK2dqOzxiVZCDW4ycE7plneLdb7JsXR8hACVjatU+fqCwNkVfuTVASkm/X6PdckeTAIzXJWeWFZtnDRXfTRfKm3elGLJ3cQy1ESSJJM3HUJfmy+VRczmjOcLaa04KUBmzDxn77FO+lHIHkpaZuwxumSd2sk4drRPO9AW/9sdNXjwYDE9Lltqxd5aWHw7zKTk8JQCflY1d8ywD+CwmX7Oz29f6s7PS9vasYHP4zM+/zLS4sBnQnXUohCYepFy8K+Znv6/Fc/s85vqjLA6CFM1AgihAfTbIrRgmplQOzjxJ5BRPPhWu8MSloWD0wh/PM5plm9TkpxhbktQddJbLlPw6SZFNBzbDI9hnxxQLizPEYXZ4VWTw/QqVagVrDPp9b2+itWZhMeH06ZRBVCGMnIk+VrcEfkrFT6kESTEBSkp30JFBkCbuYCCRODbIb5IxpXtbMHjJKSlLlDUD1YeneWUZS1GWJsPg8ixwF9nK8tfO+45Syyc+3+DeZ6rubO88ayndwbUuazlk8IKtS9tjeVJUWY6UZUnhe5dlSxnEo9WpI9JkxCo8Z23KEOiOzbPAUwwlihEZ2IXCSIOxitR4yMjy1ssifuA9HX79M5IwLxAxxRsnNYqBJMtOWjeVRw61hCpo1xZBpspclIL0xDC7nYM9n3UiOZsQ8suRM3dSNDO4mqj8RL/8HnjS2dXGuvhsuZXw0iGNpwVhLOj0Y2ZmJhifWEeaxuh1O99DrT7G/JP34Xlf5ILtKSsdjzBSeNpQqybUKglVP8b3kiJ4Exl7x4liEHlYPNJUItJsmxblza1sCQ597vIBRkNL0IzUnpSBParFzwHuckpepUiVuKef8MyLAb/+ySaDKDvmIUvojDgnJTvwXC1pozp8dObLWjCfk7j/K9bBCLBZq8WHrG1N5lgY4VhVlnR4XkorJDJVGGEwQpEmiopv+NmPtLnnqYDHX1BYP4turSgOgkiMYpC/WVlmcKe7i905TwAVssR9YeWoZJEZs4vMGB82Dw+vxzBcs9msE+jHgl6cTVbLAJ4XvlW87DQR62b3dPoRYQzLPcGGqQEfePfFXH/tm2l3WujxRkC9EVCt+JxaSahUWtT9Gs16kA09jKlVIip+TDX7WqkUMm0Yxz6r7TpJquiHFMHmWnAX0qTsqJS97ZGkTq67TQH6skxR2THTa8EtS+BWMkELZw8eOqH5lU82Wej5oErgLrH3UHsPj2cZKfw6R5nBMHM7ehZP/oPXVOQl5i4SKeeQJUUKH5vPr3eBvCxJk5EUvsRKkzUFD+tUUmEQUiESw0wt4X/7aIuf+5ji4GkBIhnlVClIjGRA5qXIUsCZtesoSQF8K92Eq1yi2Pzv5pIlkx9u1vgQ5KIEckEWNFoXA8QpLPUkiz3op4bEZNpbSuq+oB5AIzHEqTsILdCgAphZnzA7FmGNJjFVjInQnb4lqFheOZrwyTs9dqwf442XSN5wUUSzFjHe6DHWGNCs9Vlsxew7ZrEydTNAEERRhLICaSvEsTvqzRTt/qOgyEFTBKpylKlHQZ3/vZIsEcMkTnGcdHaWelmyONckRQcJqz34xd8d4/P31ki8su7OfW/hwF12TUYCS84+6jCDw8ifl6w1Uf6L35K6R9P17j/ZnV8LeOCsNP4Iozt5kpqsf1ZYhHB140JYTOoOLtHS8J43D+jGLX7m/1Ss9jJtlteuGgFSuyPFS0yeA5csI2lLwC8uRrYIi44Hk/3vmX/tGpeHzsxaF8oTWVApYWamx0bZw8Qx4M7kNEJz8EyVE0sVahWPqSpMG8NMw3DlDskNl1lmxiJ2bonQylCrGnSgJb5ffWXXxuodP/TOLe/2RIfN6y1TzZCtG1bxvTb7jiU8uk/y2CsVnnq5RoqHUK4gSRjLxZvh1qsqVHx3aNuwZmS4rQ3PbxllarXWLSlAvfZnpiRVhl+XqwSVcsBWwpXBWmm4/f4adz1aJcmHGArXCADqNdh7VIqs7Rc9S3PD2nhtVKp8i0CzHGWOdPaUvl+rx3OtKmUGbDlkcFEkhrLvjXQSRUpXR24lItX4xnLbG/q85+aAT31ZYtJsZZvs6GQDVmoSKxkYJ5eCXK5It5uQpfRV9oFtodFz2ZLde1licOsWgZC2VKOSk4rLD1R8yfppePv1fc7f1gbr7q3nxVhhePxljydeqfDAS01ePtKk1Q8Axf5jsNrx2bHlQtTU5B2bdtVf6XR76O3bN3Pkla8cvfyC6h0bG2Pv7iwfZ3YqwdhV7nsuYv8pzWfvmeSlE1UGSYAnNIGSBAqqHjQDy8qyZd+RgM2zilrFHYeNziRJ6UYX57mc0x1Z87Uwr6G/yyB3skTKNJMsaeF3Gwyfu7vKv/+DMU63srMDRdaGJjLnJAO3J8vNxHbE+y52opy1czswJ+hvEVCOVFmIc+K6APDIz3INPsLiw3kkeSmtEaPTaIWQrgHYDMkkL85KhULgqvPi2LCxmfAvfqRFL5Lc/o164Z45NsIZBkYQS5cWzwGdAzfX3bkcUaU/z0tqCx0inXNCNqyz/HklDtzu3FJJraLYNKuZrk1RURVqlZDAjwm8GK1jdrwp5j039jlwqs+n72nxysk6zx0c54kjFSZODZC1cU4tV+74/7f33nGSXeWZ//ecc0PFzjM9PT09OWtGeVAkSAiJaMAiOOAF27D22l7buz+8NvayxpldvF6DMdjGgMEYm4xEkkRQQAKhLM1IGoXJmjzTudIN5+wf56aq6VFAgDD7O/pcVXV1T3VX1XPf+573fZ7n/eTnbtr/86+7Ip2TGaC1pFaZZKSyn+vvLvGF2yps3zVCGHt0Apf+EiySAk8ZSo6m7BgqvqFeFgz32dpqq5MOYJXWmTRV3yfRu9gsKooVisNF86itc8ALm4Yokbfl7Wa0EL1FEr1VhPJiDpyQfOIrVR7f40MlzbcLde8septTmjm9hKqF6LF5daXABS8gvTdoi15kn/rlwuoeOE25MG3f23Ha1rSyEM2TXF1oaeviwm44YyMR2iEMDetXRrzplfPc9YDH3hMSPPLdoU5epHaIhaCdANpP2/g6rYEXgJ3k6BbwadpSqJVIck+VQgMn7QR7jqDkSYSQHD5ZIowlfVWfcinE96JkIK/tSk8Mx/zaT0Vo5rh39zxfuK3GtTf7bGqHRECQ/AIH4PDMBI5bbhzYvyKcm3rQ/eA1Axw7WWewLPArlnOtk/p26r9dcqHsC6plyzp0EtvdWNtLUpqapQDJNpaqEK2LTZtkDroSBpGCWCyQmgidbCYTgGeRO2UKRhybE7zvk3VuuLMM5e5uZapwURJ8mXQtRbdT1SlWbD35Yhe5qgjoQiR/SkJ4EdjpB56UCotN4C6gs0C5MIngslgjT6K5jvOx3loYtLD5eIwd8x03NS87r8Oun5vj3R8VHG96+R+d5NT2EuwQJdbJxU2kkSLnoZB3MYsNoRTkqV2FthcCZKoUyq7wlsYghHWsarYln7nrDwAARelJREFUM/MuWks6oaLkWdmhkpp0GrKU4LsR561qsnRwnqDl8FOXLgpfcuGSRrPVzgHeiSpcuG39J3/3j//8/L0Hxv9LRRrOWSGplexfY0ktmijxu3Md8F1ByRdUS5KSb0dkp5uz7EPPKicFRqAoaihPLf11NXRETzQXdhMpMpDnKUrqTBUqw0e+UOMDn60RmDTvLhxSAQIH8DBZzTtNTzJQ9zAmc0D3yNJ6N58LhO6FcJ5tKnvSk64WdXKcAvTUrzttbxfALZPqijQ2PRHGJEaW2n6dbDpjbRCxwXFCfuP18xydkrzvE/20ixsKKQogV8Ra0klBLk3WUSWt8iTlQ1JzlPTlFWrrcVKA0KYw2SI9OYyttISRodWxU/OAbJSgq6w3eBRL5lsO7Y5EYKhV6tQqVX7hSsPo4j3vX730Fz95fOqRHOAvvGg973nvR1BSduYnA4ZXzDDY71At2z9x18GATlC4lLgW4GVfUvYVvmeHxKb+3L2kqmJd28mIVcWSXwpg0xW5s0PonkiepyYy45xECFdz306PL9xUIYhUgSWYlgadLHrbykmPx+ApuXd3Bag3eqf7i2Lxu2sm0dMI4l2kpAzwCWiy6FzgaqRlw+w2j+QyafpY7xF7K9IUJmkC2YgubcqiNXGscfyIn76syU13+tz5cBnjJX9HlqaQNHxsdaUjEr2oSNrpUuAIO6Aqj/A2OquuRMxG8jg9d7LSpz1sF9NYx6pAIKVEkA+G9bwYR9nnOzlt2PWEfc5qyaWv2s/EeB3kys6Xr/8ITnVDDnCAl7xgK67r37i9/8jrRDS5drAvoF4JmZwPuW+fw8l5n8X94HtWmOx7gpKv8H2F71nQuwqUYwrswJzDkmklM652qqHs3TiaHmCbLN+20T7q2mCqhEilvJh7H3f53b/u5+6dvu1WphFb5uAWQtiWvDAZ36RLJleI3t3svFNTlYwiW4zUPenKUyI7ST3A9ETwAsmp+Fi62Uy4KTIRF6QVE3FKFBeFuniyF0qjuFC2AdMxnL8x5N2/PcN//d+C+x4r2dIhJL4Pya0ApINGEiQteJ3QZbWwV8XiRlQXXluR+ip0MoZQ2ykNsTFEGpzYEMWaMBJ0gsSk1ZKrMysN4WsWDbaZasxx954Kc7M+fRVBvSzYOF96fMNZ59/YStKTLoBv2LgJv1SV+3dfIxuzxwlkxOG5mGu/U2H3YZ9yMga75NqUpORJfE8ltwLfBc/VeCofGaIKh/UEzD1LikQpC9y4QLAqgFsUI3kuYCimKMqNCbTgw9dWuf3+MtpV9qWJYlOnpyxYUOqonspJ2lKmB9DpgFeK3yvcduUlTwPcXdWUnsdM8fGeMqHMwF7YcKZYTHJwmUZxkvZ9Er11uuHXdjMXCwVGI0PDxWd1+KVXNXj7X7sEEXanmDr5CFOI5gpjJKG085siIfALlRWF3deY9AWkqUt2VROI2L7XUZzQhgWE0iDDNKDZfQQp8TeRqkllJz2sGtO89kWTfPW7Hp3QpYnClMblmWeeIZut5qkA11ojYN/J1trjX/32idUHjjcxWjA14zJQkgz1GUpeAm5fUvIUvicpeYKSB76n7eRgt3s8dq83YGbGI+OkGpLm4nGhm6l7gK3txlOkObfOSoLKiYgR/N3na3zhWxUCRxa0lbIAcjvvMxczFHLv3oZOb907A3FhzmMhLSkC+mnuK7uxXqCMdjd4Tq2J0yVOTgJrOj8njeZJaiMSxbvI6uQymbBgqypCJ6VEFDEGJzJcfXmLRw84/N3nakRx8cw1eT6uDQiFSSgBWtg0JdKJf6MhEWSYpOtqcLqYJwnIk5NOJoIGEZF87sX+QcJZT1qjUsLJGZ+R/gGev7nJpmURQRTTCPoYm1h+PIrZp9OKSBHg1WofDz14x8Pnblmzb/sDD14weTzC8x2Wjttf6DlFcDsJuJOUxdP4nh2N7Tkaz9X5iGxH46XjQgpi4N6WezFii+IGM/s67oniMcqJCLTgH66p8ucfrnNsxktSE9m9sRQKhCg0dXLGYCagptht7a595yAXp6YrdH8v33g+tWwtxU2xFm4KQCjWxOkCvylUU0QhV88fS8uHRmhLpU0jd9IAEkIjSCK4MHYzGhmWDkX8wS/NYQz84zU1OlkkL1xSjLZnkZBZNA8QRALCpDMcCYOX6gRSp6z05CyohCA94QpMTXTP65X2NZEYH8UOrbZCHi/juzY4dsIhqn1r923fcc/D55593qkABxgYWgVwdMvG1VoHO2StLGm2NdPzGiUFfha1Jb5rwe15Gt81yaHxPI3nxgWAx/kUMycu+JTk+beQeY1bJMAWIrkv8mguZJxFcaUihAOfu77Mn364j+MzySagKyVZKHqbnpJgWspMyGBF8PZuMNPokzZ7CmH7mUbuBbFeqJrkFZTCeBPy/Z5NjRPAJLXnzLRT5DxyUTzSDWeSs9tUJd10SoRRhIFhtD/mnW+d4+Ss5N+ur3XvlnV6324h7ZOlin1JIHOgRwI8Y4iNwDWpgZFJTthctiay0znP1y2xIKUkmIKrriCKbaFges7QbEuqJYctW1fqTetWHu19T7sAboSPMebt5ZK54Iw10fN8v8NdOz2McSj7inLJbihLnpWvZVE7idy+Z6O166Ygj5MJwvGpVg6FiogsgDpt6QtRjN72e0rGSBEjZIx04fGjDp//VoXjJx2rNxQLlASFzDuWoiBkEMWuZZ6iPBUtVnbj+lTg0/WpnZ5V+DTS9FPSlARcpidNSevjupCSpBWVNHUxWqIxxML6sEkhk82hsYr8TCdpiAPD6FDM1Zc3ufM+j11HvMKbkeRAmQFh0p4Uid7TSLSQBEIQCUEgBZ4BX1vjghSwWiUnIYUaeqogSvwZrajaMgbjKDH/j21Tsa8GSs2z84mIesln1Tru8svu20XPZbML4ONL+ji675rg4nP79ddvnuWa7whmZ11WLZbUKopKWeBngLa3rmPBbUGtk/uxBXoavZ2iLlInZb1i3t0dsUUB5EWwSxkjRIz0YfcRh3f9XR+f/3bZdmzSnJuFUxNrAdEdvRWF6L1AWbDYzcz+f0q5sMj/Fl218fSHsogv8kjdeywMbJEh3BSief4cac5t8hZ+9rgo5N75kdfMCzVyYUDLBMM2duqW4epL2zSbc7zr7+rsOeLZTmf6V2ppwW1kN8CFyO5roQiMIEoAHxgoSQv02ORgz2yitbEnXaoOS0qHcSyIHFsfD0ML9LIv2LQKRhe3uP1Bw3S8WP/Dv94R/OrPv+T0AAdYPLGN2bnmJx7Y9cgZpnOivmW5YqBPUStDyde56DitlqR5tpumI2kUj3ELrdXcLi2vgshCdM4AneVkpnBfZ4f0YM9Rh99/fx+f+WalUAbsLQtacMsE3C5Jx7LoVtuVc5+m3l3Mq9OoXCwF9kTqYvzo3Xo+WdAuquqLaM83mT2T2CDbUHaVD4uNH53WwpOhuiZleqaDWk0GciFk8nwSjCLWdlP/pquauI7hD/6mnz3HXPtGpmdcGr1N4Y0iAbgQ9jPQVh8aCGUnFktBSVthd2zIyoRxVtI02cCzOBVARLkHfNvRtANNJ1Q02xVWjDr8zJWjcxNnbP2EcqsLXixPWfc/sL3SaR59+PCuTy8PwjJB6OC5Jimy5529dIpCMdcuRm/HiexYbKfX0TWphgg7WkQqnZy5FHjC6e/KD+nZyP0HH+jjszdUiGTaqXTynDuxXiu6w5Yl+InPiZt4DaZq+aJqXqZRvjg5OVO/Fxy+ZGEgrRLk6npR+J5V1VuWnMwnQsue8ePZ/eLv7XUY6B7VcuptwdWryJvvtYxO0sI0yOTmSD0Sv7RCJSKUo4mV4FM3VPjvH6iz94iX1MjTSJ3eL56YAuJCF63IAUrnHUlBWRlKCkrK4CuDrxLnBmVwnWSidvKeFK+WjgTXFbQjO8L89//za/avXLZo08pVZzR7sewsBPA1q5Zz7LgT3HF7H2NDbVaMdXCdCG0EQeDYLmFyaXcK4M7SEjedFGwPx4kSb5II5YRIN8bO1TAcOyo4clIxMaYZGo4ttTKmR/AK0hXsPqT4b+/v45qbykQpwrLLY29qkm8sHWG6cu+ikeYpm8keSmxWt+2NzoXIfbrvPZNVTD/Sr3urKSl4uidBJKw+YxK/FJJUhAWjuEgqLOmsd22MLR8ak1wF0tRFYaTlkSuhecNLmriu4Xf/po+9hx2LssLfK3QifNAwOByzfCzm8AmH40cdkAIjFdpRGOWipUtbuoTaoa0FFQ0VbXWYobaDNSINsWPsOES7bSCIDO3IzirylWFRf8zzzuhj+cR4sGjx2ILv64IAL9f6Wu0Dj//Ceees+WY8f2NldKSN64R0Ao/5xiCNZhljQBWit91UhjhOjJeA2nUCPDfEc0KEiGjFEY8elFz3nRKtjsRxBbc/4LLzEZfzzulw5rqQoANXXdDh3E0hZY/EUxdwBZ+4ocJXby4R6YQhRSH3LhCp7OM2x+5SyZMAmx5lf0/Dpgu0p0lVFm7wFJD+DEBuzMJfZ3l41uVMMuSFcvZ0s5ZUKTQmz7uzjWZaKy/m5TIjTKUccoNBS4NIBtiL2PY3XvnCNtsfcfnTD9dsgMJeaMue4ZytIVc9r0OnYzhrXch55wQ8/LDL97a7OK6g2VFc/50yuw77NEIXjUesPFqOR6gVbS2pakM58UDxEi2mm4yFNAZmOoLJTkAUhbhKMR0KLh5c22w0Gr9QKVdbTxvgn/rK1029Xtu9Z2/fruu+ObB1shFb/omE11/isnapzEDtuxGem0RrN8R1IjwnxPMCPDegFVqxxKETDh+8pp8Dxz2eOOyBVggEoQCNZv9NZb50Y4yJNR+9NuQVz2/zppe2eN7WEMc1fPUWn3/9WplWpCxiu8CcFGrTaJ7k3pYpmE5lWJgO232cKks7BfCcekcUcuxniu9TKLMmOXMKrc1uiqw4tRnU1fixpCaxwIZTZNYQVgGUDo9KI7hI8t/8vt1ECiMh0lRczc++rMW9jzlcd6uP4xq2nRnyppe1eMUlbRaPxOhYoLQtG06cr7l8W8deLbThra+Y58Bxhw9eU+HgCZ8dj1WYa5eIHI/I9Qi0opMCXVliVsk1CMeOKjlvXcirXjiH70Q4jmZyrsLaDWLXQHV692M7v2wWen8XBHgrgJHZm4+dM1F/W3DOxHc/ds0R4VYko6MOjYZDq9Oh5FuObtmzUdpNInWp1KHkBcy2Y76zXXLDbVU+9vUaU/MeBg8jk+QqibL2Q4yJTUysQ1ARBycFH/qC4gs3+rzrV+cZGND8+Qdr7Nzj2J18tqEp5hP5Tj4VqKZlQacHxKeAmdNsMjm1gdPF/+6K7KdCesEI3wtmk5eVF47M3T/fzREvHt32y0WRRBrFNbaFn6culo1nRPI1iWjC6GyjSjIzCGMFP5vXRPzFb8/R5xsGBzXv+pV5hvtjiA1xR0HsEsQO2qisvW7LkoZlIzErRiMu3TrL1Lzh41+vcP1tFe7aWWW6WSZ0fWZdj7aSVBxBPXnxrjT0eYaaX2ZmusaqpW0qfoNDs+vNLffJt83NPXjsrVdPLPgeLwjwX/7pKzl54lGGhvriuegultx8LROLqqwYcxmo2Rp32Q+plDqU/Q6e28F3A8rVDnPzMXc9Ivn0jVW+8t0aB4+WiV0PvHwkn5TWozr9IGOtMSaGOADa4BhMrJmeklz/XZ/x4ZjHn1CJGccCwF4oegtw6OGYyKLZZ3d7vstzMI3AC0TyJ4vOOcafRvw2+Y+ZnodzPkqPCWfvY4Wf7+psJmKENJrnUTyvopDVypP2PTKZt2Nzc1ssTHggWmKUts8VG9Yti7nkeQHLFsX0D2pEkJhgxh5R5BFGLnHsWPlcun9Jm3ZJoaFeDvnNqzu87vltvvzdBp/5VpUHdlWZmS/TKfuE2iOIJaGxm/ZqaJieMzy6XxJGVUb6W5yxaQtDSy+Ow84ME6vXPH2AA8x1ljAk6ntPzrgfO3fz0FtG+0L6aobR4Q6jww2G++aoVVp4XgfPCQjiiOvvdvnSzTVuvrvKI09UwfWh7CKVg5ISV4qskpHq97SBQCuaWhIiwMSgQ1QsuOqSDn/+63MMVi3B5hNfrdDK+Mm9Zak8eithX1gxNVEFQPemIvkEsgWAXSwN9iC8+LNdQD/tF0+O9/ROb23cVqeL9W8S0n+ezaTNEZGRskSSZuTNn2JEF4VauG2FF3nlMiNjmdSSyoBQhlYo+PhXy/zZh2sM1TTKgZdd1MJEEh07hKFHJ0xBntPW0g51ykEKQ7tPWzIY8OuvCbji/IAb72nw5Zsr3HBfjahVouF4tByXZschjEUieAiYnpOctWER5w6qj61cNry3QFx++gBfOd7H4Se+fuJVl1evHeufeMvdd+5kqF+ybPE0sZnm7t0hX7xFIYWDlIp2qLjtvip7TlTQxoeqBbanBCVpRaue1JnvX9pAMQZCLZiLBNM4BLFCRIZXXNLkT39zhs0rI4SCt7ymye07PLbvUmSGHMXUpNBUKVZOcnB3q3RONfVZIE0hT0coAp28cZOKV4onwilrgccWTBhPB/4CLyM19TMmyW0KLMM079ZJiTr37y5GcZIqCgij85Z9Vy5eSFEoqG4UPL7P4eNfLHP4sMsRB37/vRKj4WUXBOhAEoQerU6JTmABnkbwTJ2VWVzbBmAn9HCdkBWLA37xpSFXnD/Drfc36EQSIRUah8/c1McTx2vsnSzjuYbl1TaBv4kH9i259u7Hbjvxuldc+swBDrBkvA/YdH0UPf6+lctqv7lm2S6+/VDER74ywHzgs+uwIA6agMZID4QPnoujHHxJUuMEX2or7FXddee05h1rgx8KQi0JIsOrLp7nz35jhjOWxei2REjD8zYFXHFRm4f2esTZ5b24/bM5vZNE77QEe6re0nRlN13Ru5hT03M/QW9vebCrBFz85tMFbwp2051zF/PslGuVSdoKgE9B2926T76nk2nCRiSNHVE4EYrt/QKHPLGgSPNwyz2371UUC77+nRJ37PShJDFSsmOvw++/T8JvzPDicw2d0GWuUU4AnkTvVItbYJYqpXEi2wAMHZcw9HDdkKVDIT93RYBKZgs1WlUuXNehGTb50Feq3HJ3P+NLRxiolt9XGT/3+plDDz3p+/ukABfiAg4ferx58UVX7PjwZzvBR//pkHf0mI+rfZb3SUbqAbuOCY5MlRGqjOM4lJQt4PsSPKXxVGImr2zpNAW5SlLqFBPVCOajmAu2zfHHb2uwfolLu+0mHJQI14tYvTSiVtbMtMjTlIw5KLrr3nKBygmclh7bpb8sgLkI4ixD6S18p4/33HKarxeK3qb3i+KGszcHL5YNuzScBbosFIBv1TeimJMX6uIZ2zC5lUbbDWJizpm+5vmWYPchhzhSULHNNOModhyq8vt/X+ZP3jrLpnGPkzNVglDatCZrXOmEUapxlLINQhWjHI0bK0Lp4EQuQRjhuy6e2+bolGD3EyMEwSADtZD/+LJZXnLOcYYWbQ7WbbxsRxQ93nzJFWd8/wAHqNf7qdUv+ND7P/I/t0Wd8bctq8+xeqnHijHBRVsn+dzts/zVF5ZS8VzqrkmitRUmuyrpHqq062kB7iqR3XeS+1JK1q00vPZFHksHB5meTevqASiBCjSvf1Gbf/lqyO0PJuLYntyhO/emW7FTiN5FSuxpLZHpqY33fI/se3mJML012GrL014mPdHzmncO7DQPOnXqA0ma0it86GrlJ5YPiQbIiiAMUCgZpkDPhRQi22Cmr0pIeHiPy6dvKng7Sh+kj+MrHj/Wx/s+28frLnap+BWr4Mq6kjrzlLdUjzjpgCucSBM6ykb1yII+jh2EiPmXb3pcc1M/F28osXxJmRVjHptWCGRl6GO3fWbDh658y56nfGufEuC1+iIeePBxlHJuj+cPv7Y10xlZsyxm1fgck80Gt+6oU3VcRssaPzXDF/asTYHtZWC29Uw3vXUFviPxPUmtqlixBHzZz5GTilqlRdlP5vEKg6sjXBnnxo5dnRdbk7GpiU2B8pEohfKg7M63u+myxce7RQ1PKiQWp0b0ZwDtIsbzO4InraxAzqnurZEbEuNTWczNSerbiZ1EAnmTVU7yKJ7K3HLylkxycYiNIIzTppoHqoSnXPpdw0hJQ8vn3p0uy0Yl9SqU/UTl5ciEqySTxqC1QI7jhEYdS5RSWZ7eDlykMFx0Rofr72pw8w7FqmOKg8dcYmf1iZe/4gW3L1/9AMOLFz97gAOcecZa7r3rpo88/6Itrzu6/+DLpuePsf2JJtd+t8zJyX5WD0Ldj7M3gRRoScnbLQDbcURifSvxXMsxr5QUfVWB58a0O4pm28u44zKxQzY6VacWPnqRlwxTUlXRoWqh5k7vXM6u6MypoO4lWHXH6wXWswD6QoQr03unJwdP2/RZBUUUUpqeDajOJqvRpfbJyVgiA7uROttkdr++JCWUDkI6VB1Dn6ep+ZY+3QljpuciYu0QhIKyJ/E8gx+lIBe4jsRzNHEsbHTXljsDlveNgVbHZ3F9nl955Qxf+k5Eq+VxrDnG4OiWO++4d99HXvLiFzyt9/RpARygb2glURS+/7HD/tlfvc0bOzxdYXraZdWIYKQPlFTMNjSNto0sriIRIos8amcT2yzA/UTXWS2LxBHLKjtibQcLxbFCayuN0qZQCspQaSsoOd/bZDwTq9Y5dZPZ6xp7yuQGFr7Nf2/3904H7qcD8i6OyUKPd1VPUkAXTgZTqKbQE8UL/17ohPEgSSolOi8fphWVRDgci0SVn6poCg2ffFmQW7dXeyQOD4ShodWOrbWcUWgtiLQgjq3dg+cKotiCO04GJ3jGAh0Dc02XmYaDowwjAz4XbZhhzZKIJ46FnOxUDm9cP/F+1/F4uks+3R9cs3olzY684cKLXn/05RevQSFZt1iwdqli3USJ8ze5LBvTzAci806xEVpY3aZvXYusrlNR8q2IolISlH1DyTe4rpWt2c+3MGDJiAX+7GL0FqeIGfLcu2hhUTAgKlYZTxPJuyP6AnNrejafTwvVT4r2/H4+OqT32/lgge4UpXBLIZfuMcyPu4bI5iNQLPFKZrfpuPB8NmVvJLfvuyPySXuxtt7e7cDQ7tj58c22odWGVkckh6TdUbQCe9sJFEFoG1DlUsCuo5o7HhLs3Kt4dH+F3QcHiCLJgZOrZlYu8d7cOPG5r40vW7hrudB62hEc4Owtq+Op6eNvfmzfmmsGqwdXrl7ksnqZw/LRiPXLp+g4LW7cvoiBsrHGQK7I5mymh+eqJD2xms6SDyXfyt3chPqZDQntxY0AIWV+mUwieGrBlrpUZTVwSVdEL24sT1Xx5PXtU9KTXuCK7r/p+8X00115GTGP2IbEpF4UNp8iB7lORcKITCgssOr2WKeJVtKu14Y4OdtTRZVJDDtT0GccmFzP2/WaU1PQMDIEkcYJsAKV1B0lNe1Ph0pp67xlze0tXqqlgMeOtPj2AwNsGHOYmXeI4xITYxW2bdtw3CktvWMybDyTFsLTj+AA1954q/mVKy94oNOMX/fTL1oZnL8p4sx1TTatPsrDh6b59I01+jxD2bO2bmXf5mBp5E41nalg2R4mUQnpbLedjjDpVvUYgtimL0VRcRq9s8FRRQ530d87rcX25OPdde/cLrMLuOmDpvcxkfv0ZCnLAuh/khPAPMUDGbgXeAw4JWKn/iEUFD5pNLYjQQqR28gkTbB6R53cL44nNIVbJQyeG2ONCRPBAiJT50QawtgQhBCEdgpaOzlagaEdYI80mgeSZlvRbDu0Og7NtsebLm+xZuUU2w8G7NgT8N0H2jxxckMQd8TPXLLt7TNrV1R5JusZRfBXX/589u26HaEGDkdN757O1OMXHjg6zYe+BrfcP4KKfUb7oa8qqZRslHYcS/h3lN1cuK6dwWlFyyYTLFv5Wy5IzjSbCYfB8WJuuNlj9yE3VRqAtENbfZGP3M643wWwZxYRsjvnzjqZnFomzPDZUzJ8umuhystpQWx4xpeANMUW6QmQVw2TlM4gk3a+lFYGllk+9OiOBKmneOKhElvDTpkAXxlFFCtWLw256vwO/3J9DXydGfbEWhDFlk4RxVZaFigSnW3xt8nsJLT/BgIFYSzRxkWICkuGDe/4mRlu2n6cL9zUx+yJAV7Yt/aeRUs2Hv7WLR9gbOmFPzyAA6xYcyHt2dsP+eMb37HrsdkbP/uZb3HLvf0srkkWDUO9KqmVreOVknmTQCmBm9m+kSvxvYKWs+CjkjrIpiLlMNbc+YjHiZnUCtlG78xAUxYaPLKnkykL4JanKQ/K7tSkG6CFSFyI7D/ItOQZXXdTjKbATh5Lmz8UOOEpyEXq9Cp0/o9zo5Nss56pp7TJhsvGOiaKFcN9Iedv6PBv3wyJ4wgjNYGWRNoOL7PgtqVhFaaNM/uXZMSyhOsSqVTALVAtQbMtaHd8mm2HkYESV541D3EH2beNdRu2vmPvsflDr7r8mYH7+wI4gF9fBow8enT2yOcGa2uvvmjdSXzPxXWgUlbUypKSby+PjbbV1TmSU8DtpUJl1wqV3cRuQjm5maaUMb4f8uBexd3bS2jcZAyJgyNSKVoqPytI0VQ+hjt1TioyCbs2lFJ0eaMUIX1K/v001g8+H88bQL01cZGAWSTdIpOgXmcskOR16cTmOFHV238v6d6+JoAUBhlb5b2UCqXtzE0PxXlbAs5Y2eGBvWWME9PRio4GP7ajR5wYnKj4fqezMXXy1yiEsJ3SKLYVF4Oh5ErmK5KZhuTISReMy+KBPtZsXvK5sRVrHm01Tn5f79z3BXAhlvGN6796aPFg/bf6hpaokhO+Jg7bCOEw1AcjAzH9tYC9R+DEjI+jrCbRVlZsOpKmJ55j8BJ7CVcl8rfCdGLPiYjimC99u8RdO8t2gJR0kVJaOkCSf7uJsWdOB+gGt1ggevfOmX/KDWOafD9JrfvZgHvBGvgzSF+6yo7G/p06M9UpNqQE2mhUVoaUyecKJIJkmdhJSK2tXYN0CCOH8ze0eeXzGzx8oEIY+YTKpR1DSQncBOAqMl19hmyPkuyplLR22xU/Zmq+xf4jkoGKYKjPYaDPASL66z7rFw98sTHn/9Zj93zt0Mte8fLv6z19RpvM4rriqpdTXTR08E1vuPzujZuGefxwEyEMS0dCNq+aIuIYN9w9z4GjAXFsgZYC3G4sCyZBbi59czKbCavr9NyQh/cJvnhLhSD2wPFAOLgSStJYL0RpuiJ3Cu6icDgX9AqUSMdrF2whevLu52qdkqo8Q3CnkyHyoappvZm89pxs1i2H2240I53cjyVxJIlilfyMzb8jrQgDD18pXvOCJptXtiEK0XFMS9tpaGGigA/j9DAEkXWLDUJDEGjCSKO15SKtGIt5yUXTGH+OHQc0RyZDMBETS2bx+xazZsur7l6+sv/g9wtueBYAB1i9cpTl4+v+qlxb/9ENK5eZVWMB61dMMtk6wQe/7HHoWBk3AZHn2IpJ2bcGQb6n8d24YPOW+qhEuMngVscJiU3Et+7xuGdX2eY30sVRkoq0KuyM6yLzQ2XMxSLBK1W95+XD3lTlKTG1QGfmGeXOz3A9s/NM9JQT86pKDnLrChXF6W1+P47tIN8oVsnXijABd6wVceQQxQ6dtss5q2MuO28eV7YhDgi0oRlbkAcxhJEgiEgOk1RUDO3A3oaRnf4RxQ4Tw2V+9VVz1AZmefiwZs/hCL+0wlz6vE0fbYi1f9U2K57Ve6iezT/+oz/6X2y75KpQi8p1F545tLys7t/ylTvm5Gdv7ufE8TqrFytGBhwG6oq+GtQrMdWSpuQVcm8nBXqM50Z4no3avhdQKrV59Ijmj/9xgCOTVfDKCOVRVoJqajfgJFE85bpI02U34CiRWTZk9gOFPHwhcUNXt1IUmjzZyZC0u5NLfz7WWxR4LKKQGqTTCwr/Rua/o5cf0zufU8huktjCBLG84ZIu29FMG0OiAHyyjmeWeVvST561pxvE4nuRlG89P2Z0OOS2uzyOzTgY5WCkSpicIinH5iXX/IqSbIMFOEriKEkcu0wsdjhrTYNStcHeY4NcecXLbz9jbfX1ZQ62161Z/awA/n3l4MX1yisv5uEHbukcPbHz1/bNLH/Btbc4q8bqHmevFFQrksG6w0AdBmsR/bWIkhdbyRTW6yNNS7oieCJc1irkSzeX2b63Ar4P0sNTIonexfSkh7GY+ZKkxK8FKiO92sZeZIj8LpmlWN4uf9ZZzGlya/F0fjZLp0wOxN5/UtRq5i8k+fkkPdNWPW+t1PI3xZ4P1oE2s7KTGhk5KOHSaftsXdnklS+a57FPlGhHLqFUNIRMKlrC9jKktUnWGjqh7UkEIeg4TgZP2QHCM41+xheVeOOlU5yxcWV74+atN3dcvzO2xH+27/Kzi+Dp+tsPfpR3/OG/mnJl9fCyofjCRdUjyihF2XMYGRAsGoxYPNRh6UiD/lrLzk00EiktnTKN3uk0Lc8N8EstbrpH8t5/G+TIbA3cMspxqCmoOknkdixT0ZK5TEbsclJiVwr2JEWRhSOPwk/9+oqRtzuiP4sI3hO1n+x+tlcoRnLZHel76+wZj0Qv0KYvRnJS5U5+5mR1f0RXBE8HhYHBcTVLRgIee0Ky56CHlg5aOgXCW949NsBcW3CsIZlryaQ8az3AHUcSRHaftWzFpcHLX/yivxwedv+wXunTT/3JPPV61hE8XYO1TrRu1do/XVQ7EH3tG9vf+cC+SG5ZbkXKo8Mtli+Z5I5HOnzrXp9zVrlsXO7gqihzWnKy6B1S8ju0goj3fnqQB3dXoOohlENZCSpJ5E7TkiK4i/zyNIpLlV7W8xKJHcFnQIvkstkdzRMJYrdjMHkzpavD8qPakWZAS9OGfHq0yAwK8iGrKUkrNqDjFOTZU9nehEzq3ZJMl5m3ZpOfFbbVbhtuTjakIGj7nLGqyX9+wyy3P1hmJnSIpKIpnESeCLFjf4+rBM/b3GTzxjm+dY/PXQ/1o41lj/bVFBOLW8yGfbqlVv+FX1/37mPHTkQ/qLftBxLBAd7znr/kzW9+Q1TrG52qVIZ/afr4filMJFaPh6xfcZz79jT5y08N8cShOkO1CiP9DuVSTLkUUvJDSm6A7wWU/Q7atHnPJyt89qZ+OqoKTpmSo6g7hrKj8R27abW3CdAT74zsVgkcJwG8IxLgd0dSyKsNaZ7Y2xYv5t6SQkQu5OO23vvDieC9+Xj6/Nn8ox7uexaDjeV72E1kfqSbTa1FlqNj8pjd/drzq1wu8yu4DxjDssUByom5/SGfKHbsWBQh8AR4ylB2Yagm2bLa44VnwraNDXYeDHj4QInBsmSkP8bxB/GqQ390+94T77n19ttar73qih8ULH9wERxgdMlmXJ9HBuqVM799290/V3Mn/0fJPyZu29nhA58fxYvLbF3tMNLvYkyEozS+G9m0xAtw3YBSqcM9jwk+/fU6c0EFSiUcx6GSediRRHCSUSlp/i260pM0B0/9Am2US9yftCGMdS7OTYhCcRLBMhCSR/auriGFgkr2Q5wmmD/7CN/dYS3OHC2qlEx25RGJWyuRbYmHkT3SEzgFqIpt+qYTW2NLt5fdvzebUF2I4qkFhNRUKzFvuLLJNbc2uPsRFy0VDeHhCoEXCaqJKP/4lM89O0tsWlXid19/kvdfO8nR432gRrj0+VeFo8vO/F4YtJrrV499P2/RadcPFODVigBov/s97330934n+uMbblgx/q9fa7/12/dUWFrzWLtMMbHEZfGAob8W0F9rM1BrUvLbKBniuR20CPnQl/vYdbwCno9ULhUJVaUpdaUmBXA7As8pSOEKEdumKSLLk22KYpCh9Z/uhIY4qdnml3AbGdMieVHUi0nb3KIb7D+g1fVchdxanBLZU+ClDa1E8QDJaD9JIGztux1Iu7lLsto0f1fK+gmmDD87RUGTzqfO4rroPrnSUTNCGFQnYtVIxNteMct9j5RsDR04GbuEsUSgqXiG49MhvucBNdYtF/yPnz/Jjv2thtN/6fEzz3zeX5bL/vWG/h8kHIEfMMDT9Xu/81vsPTKvHce57/LJL84e3n9r3+iAYtW4z9JFmrGRNmMj8wz0TbH/ZIdOEHHBpgDPj/jWfQ4331dDizLC8akoQc3RedXEsZJAN0lTXEck0dymJDY9kRnIVVYmlPnsF2Pz9iiOiGNDO7QzQE0ikpUifWNsu1tLi53sCvCkEbsbn892iZ47aR6ebTRVwU02KeMZBEpqwkgSRIJGy1YxjBFJ7p2XUB3HAtzR6UlcMNXMEJ7MTkoGyRYPFfh4bswLzw544VkNvnWvi0CzbXNAo+1y6FgNcFAyBhMQxy5ClBlfvBjHXX3T8jNf9upyGToBpuT/4PczPxSAA6xcUuPIrk/97eXnCXfv7vE/KotjfVvXzVGvhPTXOkg1xT9/U3HNd0dYXO/wmXcdY25ect2tZfYdqYJXoqQUNcdQdlJr3d6KSUHfmeTfjiMzWZT9AGUhDy/aIhs6oeHApCGKpG0OydSHOn9z4kSNboGdK2Z68/Qf5kqzY9txzTeXxVGNlqRmEmMd+3i90mH/kQqHT7iJH7o92R0lUOk+Rdv3UTu91NxEkJwwDWVvFM9SJQ+nEzMxGnLVpS2+99gArUDyu69rMFjTXPPdBp/99jC7TpSYbETsP6mZaynqA8tmj0brv3H0luviS9a87If23v3QAA6wZM0bue66r773km0b4pJs/sXt9x+rbp7wGOxv8vFvuHzyhsWMVEts2hBybBIMkzy+zycIypQqDv2Ooepo663idKcmabXEdSx43S5hhZ28nIM9j/iWKqAZqGvGR2fYfjRix+4B+n1J1dH4ibFKWqWQOpmH2ovqdBXLLSkai1+epma+oFrHnPq97ufqGdaUDtOSloGZlltLXki51GLHvpjbHl6Mbhv6qmQ6WNeRuLFEO7ZNr51cKGEN7kmADXa6RiqEsANk0z1BekIIDMOVgHUrNLWKS8Wr8fDjVS47N+LXXjFJtTzJJ65fTL3usGJsjthb0yj3bfjvZ9fl+190+Q8P3PBDBjjAVZccNNScD26/dyI8PFN/33BllzsXSW66Z4BVQx5bV0nWj5eYa1SZasxyeK6CKvsMulB3tQW2JAN3cUNZBG8mZnUFrqMKCqIc2H5CFaiVYwb7OqwYazE0PMl/+F8uJ9p1O19D6DzPzcDdE7kXQmCxFt1bXD9NiO9iBj5VypOlKKY7F87mkNpucMkLqVVatMM53v1v/Tx+wGf9iN1QV0qGUmwHiMXJwAGdKefJOp7560kUP1kNnGTcucEYx8rbtOV4N5sRi6tNli6OmZ+SPL5PUXarnLnO5YqzTnDvzgYV0ccbrtgQHmyMv/0r9zr/uGxo9ofJdAB+BAAX9bfxyU9dHz16cOLDr71sR3xiqv23H702dMuUWT+hWLnUYXxxi2q5wZe+57L9wCCLa5LhkgV3xu3OJh0k9W4n91hx00idgNtzZULsSg9L8Cp7mnIpplYJqZYDXCdm/dIAXzY5EVapOhJPCkvc0gKVqNW7aKq9H0mGh1yzmW7MuuVAdp0C5EI+nypzukSXxV+TVjXobtsrlaYpdviA7wU0ww6PHvIIY8l82zI17e/XmdG90SSyNHoU9DkVIe0hhEoiI0uhBXtixLEkTPgrCNgwHvH8LfP82zf6OHjSagNcp8z6FcNc/YIZHjk6Hp5ob/r1X/65Nf/0gh1Ho/VbX/nDht8PH+AAP/fGq2ge/WxYXjzykc9ds1Ges85778EDB/3lSxRrJzpMLJnixgc6/MN1ixgs+YzXNVXPzufUiRF6WudVQiQEKtEdtV2J56R6T/LInYw5LHuGkh9TKUVUShFlP8RREa0AjI6IdUwrllS0wNOmqz5+ChG7sNKOX8ai7d0VLrAb7UpJxKknT9Z0WuDX5idPd0VDCZ1x6F0nTOjGhvnY0AwFfmCDRM4P0TlFwQBGFrgp9kYikiqNREUGR1p7N52UE4NE5ialpt1xkELw1pdOc3jyJPc/NILnhLiOgzYlxsdXdl6+fvVvXfaOiz6yd+b++J2/cuWPAno/GoADVEZfx+e+cH188bI/+fua9wfu/iHxFwPl/bXhgWnuebzBn31yGN2usXpY01+BamL6Mz1vaHbyGZayEMWz/NvJwe274GYA113KoVLCYPQ9y3dRSSfVFoA1kRHJMKQc3KfDdga05IusdU83Q/F0VIBMJJw9UOiUFh4rai8X+v3ZBjAFurSca6uRMETa0IoFlVDgJcZMuahbZ09u/1PZs2fRO2NnigTYOVWg3VFMzdvdabXk0gkUoyOSP/jZaf7kXxR79tepHNdMLFs5X+5b+47LLvvg3z983wCbzv7RgBt+hAAHuPq1V/GNGz7DJec679+ybr2za+/My763ffqST36rXq2KOhNLDRVf0FdV1KuKSgn2nehw3y4oK/sB2YgisspIqtD3XIGfAtsjmbicg9t3U3BbEYWdI2TNhVIUnja/Jo/OReFAkatB9v2cz5HF9wKzLvtFhQBvCuDuOrAnmir+O3Ir5eIT5idTfkYYHRNrTTty6MQCL5GTSWkZf/Y1aLo7mJLEbjPpwCZyw4TDIoTB92Ncp8OjB0rsP+JR8RX9NYdG22F6vsTSkTL/6ZUn+Mpd5YaSS25z+zZ+bfse3v+lL/8am85+8Y8Scj9agANcceXr07t//c1bbvjg8jWN7Rsf+d66AW+O4zOGvrLH6LDLyIBk+ZIO27yTPHq8wuyJKvVSnAknbNSWNjVxJb5XALirszme6SxP10mFFQnvRUU4KkycapMPtOdvLebUPUKeQgQt0F8XaMqcbmVpiCiMA8xAng6askX7Iisw5Yt0nwiikOqkExkErkhSL+3QiSy1wY3S/YxARPmoqyxlya4aEinSKXHWrClO3Grr5ZAjM3N8+maBj8/EYoehfsdqOE2Hm+4usW7lsuCiLYPvbUXqD9/8c6/8gXFLnun6kQO8uC648CXR1GTrT+aO7zmj0Wj8zhPfa8vhgSrLlwhGBjqsHJujr2+aWtnlRJwYzSSdSt8VeJ7EL0Rv3zOUXDswyYLaAt11NE6X6WMih/NCrr3VY2rOQ0iVzfPp7t5RSEEWYhYWeScpzySN3E/BVkzJXeRGmVrakqTWCROvAPg8OCeV8UzcUPg5I9BaMVgXvObSBu/7QkgQ+3S0ICwq3+O06WUyTxOt8wFXxdejpCRwDVFkOSyOo2m0Ih49IOgrGQQBrbbGVS4DfS1OtPrYNv7q5obVY389M9eM4J3PGcaeU4DXPBE/+tiOf37pK1695cGH9/72sckb3Y0T03JsOKJa1vTXmtz1mGTvUZ+KZ+vfniPwXYnvq8RnJbGh8OxGMlXpu8ogs/mT+UzJVOvpOBGIiDsfqdPseMiSzCzIMgITOaGq67YX5MWxKDIHRpaeFAsU6Sp0/Q1Yq5HUMLMwuSEdjprMg7JlvWJUT27jxL/EEqwUfVXFtg0dICCMNe1UvaNNwjA0RML++1gbImUNgbJcP/t7ZSZQ8F1DGElaHYeVSwxb1je5d2cN96Rgcj5kphkzMLCUNSuq71qz4azvLBkdmBl6zmJ3+tc/x2tg0Rn0L1r9eK1/47lvftML/3hi7Xqz/1jMoZN29OBD+12mp336yxrfhZIvqZasYWelJCglHislz1AuaarlmFo5plyyQmYpU6CazIRdqYhaJeDWBxT3PFRGSw9XCrxE25mBvMdHRYhuZU3KHkxLaUU2Yar5TFexwtJVmOlhMxa1lFrnaUhKd+3+OjkSdqDVUyqiyCGKHM47I+KFZ84TtyMCDVHP5lkbQxgbWoGh2bZHK9B0Ak0QaDpBTKsd02gbGm1ru9YJFXMNl5E+n43LAwwxo8MtVoxFXHLxZrN8w+V/NFGZ/J/33vaZrwshAt/9Yfd5n3w9pxEcYPGAJWgZs/shOPfPXHeFe8cO57898sjjbsnrcNsDHssHJdVSjOsI60Rbd+ir2nRFJ7ySkmeo+DG1SkSlHCKFYa7p0e6o7FKfltUcFSOdkCdOSqbmSiBdSsqaSBYtKDIlkCxE7QKFNHfNynPVnBbbTTftXV2R0th6htFdwhvipNmURvaiTbJOSplxLImlKWgsrY4yjD0Gqx0mhtsQh4SxR6Rt9M9KrlLQCQyzrWTQk58orYT19kZYsLc7Ah07+K5lJTbaLgePD/CCLcf53vaQl13sc86Za8OR8Zf8r33Bmj8dWbUhOnfT0ucaWsCPQQRPlxCrOX6MaPmKgXf+9Kvf+FdveeNr7jTecHDgSJnz10K1JulEgnpFMTpkWDfRZLi/TRDay7XraKrliOH+JuOLJ5kPZnj0Cclsw6EdyKQCAEpoyn7EsZMxn/pmlWOtirVw7qEDdI3t7orihWgtC6O6C6O7bZVC5NZwp1lpOpLOZbfKd3tEOhULk5hjFqM3WeS2QmIbvaNIEkYOYejS7ngMlF3ecEWT0ZEmQagtwJMyn+8K+iqKNRMGv9pm/5ThxJyk0TYEsQW67wim5yN2Hw44NhUw2wDPiZlthNz5YI1FfT4rVw0F67f8zJ3Pu/Tn/+qb31zzznNGp35swA0/RgAHWDw6jBCLjRff9HurJiafP7L00k+86rKz4kvPdRkYmEdIh0VDgvXLGwwNHuXBffMcO2k3Rp6jqVUChgdm2Xding9c63PbfZIT09ICXNsSl1Iazw25+X7F3Y/UwClRdURC6DI5oSuhBGTqe3rEDzKPgqrAWkwJXamS6Kku0MbkoI5ja5IUpV/r/ATo6qim/PVExBDGkiBSBJEijBRB5BCELu3A5/z1mhedNU8URgTJCSKlBfhQn8MlZ7r86qvnmFgyxeF5w1xHEEa2lLh4WLFpTYdjjRaPH4w5MRUTxYYDx+bZvs8jdp8Xv/6lF3ziiZng+Z+97q7f+7X/JMyiRUPPNYy61nOeoiy0lq28mj0HjndGl1X+62/8hyO77rn3i+eODLhXj9XarFjSQjPNR65z2X+gxFmrbBPI8zR91Q5Hplr80T8NcfJEP+evMTQ7IhuGJKWmXAo4PhPyhZsrHJupU6kr6o6m7Gjb+VQmaRJZsBbb7sX0IevwSZEoxK3AQhQ2jjrro9jKtehpaqbG9bZlbp9dCkvPNeS5vNam8LttvmWMBbfWie+gAYFK+CkOSro02yWGBzr89AvnueX+Jo2OR1S2pF9HCcolQavjc96qOn/45iO8/R89pht1hqomM8vfttFhcHCWz90k2XPI0F9TrFs7jqot+tzyda+55+KJ0b+Ng1bH8Z962sJzsX4sAQ6wamIRwMz/954v//nBk6uX/fzl28TSvpM/3Zq6lU98I+a+h4c5f7XHQF3hu5qSF1OttHnsmOHB3f2ctczgewUfFGWsPYXT4bq7BDdtH8DxS/S7UHEMJcemKL4LJdeSuJQSifQr/cDpKqPJhI6bkr5SFb8xNgpjbKqR/5vu+rhVF9nnj2Od6UGVsoIFKezfrx0y1l4qU7MAt7dK5RyXlBClhDUwbTQrvGDrHC8+d4bP3FqjHSp7hdB2VHY7EByfLnPGKp+lgw22n6zTiaATxkzNOew5WGXbxjazjWluvW8NazdfwAVn931+w7rdvx01bn9CiDc911B50vVjC/B0/e/feSXGNJ8A9V9mpg7+TTDX+ovlD1W2iWBOLhrUwnMtQ9Bz7SjwT99UZbAqqZeh7Cc2zW5MyYuoltvMNjtc/70q080+hvsk/Z5VnNiWvr10W1tnazcXRYa5ljWVTKm6YPNsJ2mA+MkgZyfptMYaRJi4SWmD1gm9VaZXkgTo2j5/GGnCMM6MXx1pDeER9m/I0ysSkySTbPYcwiiZd6PT/YFBCCcbQifnNYuHQq66YJ5v3NdgptPPcCgIQugEmmZbMddwmJ6v8jMvmuTBPTFBJOkEhiCMeOJYQBjXzbKxcf3iofPuPPecre9Ysmxs92TjgieGh2rPNTyecv3YAxxAiArAfhN9Z39cXf668zZ3xi48e+DT19+yY1VVHKNath84aHYf6mPAh1pZUi0rqmVNtRJRq3SoV5vcvF3wpTsXMVDzWFSys2VS+wkvYSCWPEmtoqiUFdoYDjwWEHQMfRWD6+QgtVQBkfmce66NsDoWNAS02hCEMUaTb0BFYkqkbPQOQ7JyXOoC6zrWq0RIcJRCJxM7HGUo+zF9tYBmR/Po/jpaO9QqdvNoxzMqW540Vo9ptEApw1XnTfLJNdN8/b4KM22H/ram0YppNB3mmor5RolVSxwUIUr6zDY1i3TIeVvLM7Jy0fFmp/WzG1asPLz3eOPgmWdUnmtIPO317wLg6RLOxZw4dN/B4S1vOTjhT71mfHztRx/Z8fnRR/a0x8f6GxhhUDj016CvagdbDdRChvvbLBqc45EDbf7qs8NIWWWsqhmqaEopwT+pjrhKUPIltYrD4iHJ6vEG5b4pPvqVQdYqQcU3SZS10bvkQ7Wk7YwhL8Z1bFOp0YL9RwRTMwbfg5KvMpB7DnZsi2eQMubxJ2KabZ3IyKz7rtZWgeM6tkFjDDhKUylFjC+a4u++6vLQTp9Vo6CNtbMr+RqdqeddWoFDJ1RoIxh1Iv7r1XMcnJpiz8FFlB1BrRwz24iZnlNMzZUolX1WLG6yqF7mrDP6mG7Xjzy4T7zpZ69ef/uug35T0TRXvujM5xoGz2j9uwI4wMjSs5mbD/G8we3/558eOu9nX/qGlzu1w79dE/dv+fwtYixsdliyXNBXUwzUDOOLmpT8Ke5+tMGf/XMfD+wdYnwQFtU0w3VJtSyZahimZnVGRHIda+A/WNcsGQoYOt5mthnQivwk3RAoZfkvlZKmXompV2PKfoTvxlTLIaFu8Jlb68xM+iwdFghpiWG2gmGoV2PGF3Wo1Ob51C0+JnSolSxfpOwZtNZIGeO6kqikCuW9iP76PCebAxybNgxVI6oVRa1sUxmZRPnJGYepOZ9axSXWAkfFnLe+w9/856O86+OCA4f6ODjp0F+LmWko9h9x2Lq2zFt/ymfHnrWHX/HirTvGxsf/enRs5Ju/+Y5/5m/e/VvP9Uf/fa1/dwAHqNdcSIoa7/5vfLU5u+ursOKX79p3xyVvGmu8riYfrT9xqMPIgKZcmeGfvym47nt1Dp4oUy27DJU1g3XJ6LDLyqWSY7PzfO0OcB2HPmNLfzZVsbwVtCbWmjjxjlfSTowr+YZaWTNQD1k02Ga4v4nBWio0o1kmWx4nZkv0VTQlz7bcpbC0gr5KzOLBJoGZYqY9RKftMdm0u9FFNVhsNFKB70mC0ErLDMkGUmmEhCAStENDGGpibaVkJS+mrzbNbdtLHD85xIoxByl8Sl5Ebb7GuvEWf/m2I1z7nZhPf6Ofo1OCkYGA3cfqrN+wae78s53PnrntstsMfHjJ0pXP9Uf9rNe/S4D3rkrfGoAPz8+3Pk50/Du7doZbFi32f9Mx94mP3aB5cNciXnlhk1t2Rhw4ADUf+quS0WGHdcsDlutJvvVAnXbo2vY4aY6dgEmYjIeSqtF916Yr9WrM6FALoaa5d09E3S8xMeISxopGK2S6Ba3ADmey40Rsjl32I+qVNtV2B9eVyBiWjnaoVFpWKDzt4SqrQgordo8RFxo+GG3HhxTsLpQ0lLyYdtDizsckYTOk5HvUyg79NY8w8nj0sRLffWCYs1Z7RC+YZtcTE2zZeqY5Oqvft3TNi3dMjA1/rFavhs/1Z/qDWj8RAE9XrVYOH3p47z86A68dPKP/4DcmZxddvU2qt2xe8bDx1QPi+jtclg7ECGFb/kN9sHSkwY4DMbPzLqNVQxCRlezshtBGUillZk9h6blQKWmG+jpUKzN8+HrN9XcM88JNFa66wLBmWZsrzmvysa/FdJKKSsrbdpTN1xEBX7+nRBB4bFoCL7nA4+Kzp/na3U0+9pVRphqSeiW23JDQVkzCWBFHEhNroqQGLpKNq+faKcWDFQ+3pNl/ULNsNqIx7GIMHDnp4VDlwf1lRoY2ml9843qx54j5p3pl4nM/u2XJbfONYKpWf2ZDnn7c108UwAE2b1oJMDU1b768SJ5754qVUx946N6T8t4nrvzQL/xUZ11r7sHSl24JqJQEQ30Rymly/y6HsT6XzStCTkzDfMtNGH2JDYNjFellF3wvoel6UPY1/bU2u48G3Hx/P56poPCYmTco6bF1VQuICSLXNmsyPowt9yEiduz2IBL0VwVxVMZEQ1y29TA33jvPyaP9LO4zdEJt/bWTGZNB6BNHiVkP9kSsVzSR6fDAbsXmFQOcu+YkOx6LmJwVNFoKz+vw3YcHuejcS9rv/DUeu/Vu920jY5fqNRv794M+KsRPHBSAn0CAp2uwJgCOAkff/dHvoYV+8etf7K/xyhf987pNh92ZIw8MuP7B/pmm4LsPDrBtJVxwVsQXviOYadguo5IGx41xHEPJVVRLUCkpSp7EVeC7mkqpw0MHJMdOVDh/laC/JlBKW+pqLIm0tkSqLgGxSQZjxXa8i7STgGfmYd+RCudsKLNpeZvrDtTpRJIo1rQDQ6MtabRcWh2fKIoIYktxlRIGahFN3eRb95YJ22W2bfL5/G2CUklR6186M7H+qumlm8fDRiP8ha1bD+/aeq44LsTgc/0x/dDXTyzAi+v3fvECOu3p40pyoh2Is/rdvcGmy67+lQd37vilSv/j0WtfXD5rQB3yBwcO0mh1MO0IjKTsB/hugOMYKr5ioApD/Q6usp1KqQyTcxHbd7n0VxwG65J6VVL2QqRMFTKp32FGHEwML8lkY7EWtAPDXEMzOaOYma9y1upJbt8eEusSjhSEsebEtKRecWi0fKI4phEY5lqaOLaNLq0jpHJoRMNUBjZ3XnGZuf/VFw87Gzed95Hb73z878/fttRrd0RrcmaFGR4aeK4/lh/J+n8C4AB+aQAsvpoP7T6Ko5y/RTh/u+msX/DWbY7+8sSxvYt37npofNvZnUuJYkYHj1CptDh8wqPdjvBkwHC/z7rlEXc9omm0PVaPC45MKe57xGWoIhiqK4b7Y0YGOrjKbgyjONmwKlsq1Cn7T0scR+M4drbNiVnDQD1mclYxO1/ivPWGkUGNCAWjw5JqpcXdO10qvmJmDqJIMjYEbrmMX65T7VOP1aITd73xZevVylUXinVr1hw58zz37ft3fSMoVcu86PmbEO7Acyw/+NGv/2cAXlybV48WvwyA35yZC1gyceamq16i3nLs2BG9Z+cNgOu3zPn/cXTxE9XLLuxn4/gkq5c+zvV3OczP9RME4JZs53OgCqNDhuVLGrTjJkcmS1S8gLHhEMepUK8oXEcRRjDXsH4ihycdOh2HsUGB8CP2HIV6WXBiSqEdjyCCktD0V0OEP8u9u0usGFuKXx/jzM0xL75otLH7yNQ/LBkejsfXnn1LFL/yS5dvOfu5fnt/rNb/kwBfaPXXPYCHgd8FmDy2FykdL4oadx84tL/iVLxw7dLWaxYNbH31G5XCRB794l5mWyEjgz4rF9fYtCZk9cQ0f/0ZlzWLXMZGY+rlFsJU2biyTbNj2HPEY/chWL00JDQBzfmQLcs148safPzr/Yw3SzQCyYjsMDpQot8f4fwLz0G6EbqmWDrgXDMyVvrihdK4i4Ymmi+plD8TRlGwccPK5/ot/LFc/z/AT7OGFq8EG93/BSDozALcLIT5wOUj6DiO2L1jH3PBLH11l6GBCotGWmJg7DX/Z9mykxuXLSFeNjrNz7zUJwqqbDu7ycy8RtZ95ubB61cEej3nny2ZGCqzZiJQ/WNrdt51x73/xUhpXKfGUN1loG+IzVsvwvdd1m1ACngM2HPlxr7n+i36d7GeW8HcT9hqzO4nCOI1N9y8vbx0JGLZonkOHi9xYsZj48oWjZbhkf0uzZZh7XKfE7OSIycDlg4qVizRVAbPbQnp7Nq4btlz/VJ+Ytb/BTnRMss5PyEvAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjQ2OjQ2LTA1OjAwEPWxPAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTo0Njo0Ni0wNTowMGGoCYAAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 7}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 42501000
{'hecke_orbit_code': 206275870774, 'n': 1, 'trace_an': 12}
-
id: 42501001
{'hecke_orbit_code': 206275870774, 'n': 2, 'trace_an': 0}
-
id: 42501002
{'hecke_orbit_code': 206275870774, 'n': 3, 'trace_an': 0}
-
id: 42501003
{'hecke_orbit_code': 206275870774, 'n': 4, 'trace_an': 192}
-
id: 42501004
{'hecke_orbit_code': 206275870774, 'n': 5, 'trace_an': -432}
-
id: 42501005
{'hecke_orbit_code': 206275870774, 'n': 6, 'trace_an': 0}
-
id: 42501006
{'hecke_orbit_code': 206275870774, 'n': 7, 'trace_an': 240}
-
id: 42501007
{'hecke_orbit_code': 206275870774, 'n': 8, 'trace_an': 0}
-
id: 42501008
{'hecke_orbit_code': 206275870774, 'n': 9, 'trace_an': 0}
-
id: 42501009
{'hecke_orbit_code': 206275870774, 'n': 10, 'trace_an': 0}
-
id: 42501010
{'hecke_orbit_code': 206275870774, 'n': 11, 'trace_an': -378}
-
id: 42501011
{'hecke_orbit_code': 206275870774, 'n': 12, 'trace_an': 0}
-
id: 42501012
{'hecke_orbit_code': 206275870774, 'n': 13, 'trace_an': 1680}
-
id: 42501013
{'hecke_orbit_code': 206275870774, 'n': 14, 'trace_an': 4752}
-
id: 42501014
{'hecke_orbit_code': 206275870774, 'n': 15, 'trace_an': 0}
-
id: 42501015
{'hecke_orbit_code': 206275870774, 'n': 16, 'trace_an': -6144}
-
id: 42501016
{'hecke_orbit_code': 206275870774, 'n': 17, 'trace_an': 0}
-
id: 42501017
{'hecke_orbit_code': 206275870774, 'n': 18, 'trace_an': 0}
-
id: 42501018
{'hecke_orbit_code': 206275870774, 'n': 19, 'trace_an': -2820}
-
id: 42501019
{'hecke_orbit_code': 206275870774, 'n': 20, 'trace_an': -13824}
-
id: 42501020
{'hecke_orbit_code': 206275870774, 'n': 21, 'trace_an': 0}
-
id: 42501021
{'hecke_orbit_code': 206275870774, 'n': 22, 'trace_an': -3600}
-
id: 42501022
{'hecke_orbit_code': 206275870774, 'n': 23, 'trace_an': 76248}
-
id: 42501023
{'hecke_orbit_code': 206275870774, 'n': 24, 'trace_an': 0}
-
id: 42501024
{'hecke_orbit_code': 206275870774, 'n': 25, 'trace_an': 8094}
-
id: 42501025
{'hecke_orbit_code': 206275870774, 'n': 26, 'trace_an': 0}
-
id: 42501026
{'hecke_orbit_code': 206275870774, 'n': 27, 'trace_an': 0}
-
id: 42501027
{'hecke_orbit_code': 206275870774, 'n': 28, 'trace_an': 15360}
-
id: 42501028
{'hecke_orbit_code': 206275870774, 'n': 29, 'trace_an': -97092}
-
id: 42501029
{'hecke_orbit_code': 206275870774, 'n': 30, 'trace_an': 0}
-
id: 42501030
{'hecke_orbit_code': 206275870774, 'n': 31, 'trace_an': 21480}
-
id: 42501031
{'hecke_orbit_code': 206275870774, 'n': 32, 'trace_an': 0}
-
id: 42501032
{'hecke_orbit_code': 206275870774, 'n': 33, 'trace_an': 0}
-
id: 42501033
{'hecke_orbit_code': 206275870774, 'n': 34, 'trace_an': -27360}
-
id: 42501034
{'hecke_orbit_code': 206275870774, 'n': 35, 'trace_an': 0}
-
id: 42501035
{'hecke_orbit_code': 206275870774, 'n': 36, 'trace_an': 0}
-
id: 42501036
{'hecke_orbit_code': 206275870774, 'n': 37, 'trace_an': -25536}
-
id: 42501037
{'hecke_orbit_code': 206275870774, 'n': 38, 'trace_an': -97632}
-
id: 42501038
{'hecke_orbit_code': 206275870774, 'n': 39, 'trace_an': 0}
-
id: 42501039
{'hecke_orbit_code': 206275870774, 'n': 40, 'trace_an': 0}
-
id: 42501040
{'hecke_orbit_code': 206275870774, 'n': 41, 'trace_an': 410562}
-
id: 42501041
{'hecke_orbit_code': 206275870774, 'n': 42, 'trace_an': 0}
-
id: 42501042
{'hecke_orbit_code': 206275870774, 'n': 43, 'trace_an': 71430}
-
id: 42501043
{'hecke_orbit_code': 206275870774, 'n': 44, 'trace_an': 0}
-
id: 42501044
{'hecke_orbit_code': 206275870774, 'n': 45, 'trace_an': 0}
-
id: 42501045
{'hecke_orbit_code': 206275870774, 'n': 46, 'trace_an': -135072}
-
id: 42501046
{'hecke_orbit_code': 206275870774, 'n': 47, 'trace_an': -347652}
-
id: 42501047
{'hecke_orbit_code': 206275870774, 'n': 48, 'trace_an': 0}
-
id: 42501048
{'hecke_orbit_code': 206275870774, 'n': 49, 'trace_an': -135954}
-
id: 42501049
{'hecke_orbit_code': 206275870774, 'n': 50, 'trace_an': -311040}
-
id: 42501050
{'hecke_orbit_code': 206275870774, 'n': 51, 'trace_an': 0}
-
id: 42501051
{'hecke_orbit_code': 206275870774, 'n': 52, 'trace_an': -53760}
-
id: 42501052
{'hecke_orbit_code': 206275870774, 'n': 53, 'trace_an': 0}
-
id: 42501053
{'hecke_orbit_code': 206275870774, 'n': 54, 'trace_an': 0}
-
id: 42501054
{'hecke_orbit_code': 206275870774, 'n': 55, 'trace_an': 580392}
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