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mf_newspaces • Show schema
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{'Nk2': 552, 'analytic_conductor': 1.1019355478936692, 'char_conductor': 23, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 11, 'char_parity': 1, 'char_values': [138, 11, [47, 97], [11, 7]], 'conrey_indexes': [13, 25, 31, 49, 55, 73, 85, 121, 127, 133], 'cusp_dim': 200, 'dim': 40, 'eis_dim': 80, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 274911461514, 'hecke_orbit_dims': [10, 10, 10, 10], 'label': '138.2.e', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 280, 'mf_new_dim': 40, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 48, 'trace_bound': 3, 'trace_display': [0, 0, 8, 8], 'traces': [40, 0, 0, -4, 8, 0, 8, 0, -4, 4, 24, 0, 16, 8, 8, -4, -20, 0, -16, -36, 4, -32, -64, 0, -52, -28, 0, -36, -12, 12, -12, 0, 12, 24, 20, -4, -16, 32, -36, 4, -12, 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92, 28, 160, 144, 32, -24, 136, -44, 32, 208, -8, -12, 140, -92, -72, 72, -72, 136, 400, 16, -36, -92, 8, -88, 136, -16, 412, -24, 72, 40, 220, -84, -324, -260, 4, -32, -144, 16, -232, 140, -92, -72, 96, 8, 76, 144, -96, -36, -432, -40, 216, -24, 72, 200, -36, 0, -76, -44, -40, -28, 184, -132, 12, -108, 20, -56, 44, 40, -20, -292, 48, 112, 100, 0, 88, 40, 4, -92, -68, 16, 40, 36, 32, -72], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 136119
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [13, 25, 31, 49, 55, 73, 85, 121, 127, 133], 'label': '138.2.e', 'level': 138, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [2, 3, 4, 6, 8, 9, 12, 13, 16, 18], 'sub_dim': 10, 'sub_label': '23.2.c', 'sub_level': 23, 'sub_mult': 4, 'weight': 2}
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id: 136120
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [13, 25, 31, 49, 55, 73, 85, 121, 127, 133], 'label': '138.2.e', 'level': 138, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [3, 9, 13, 25, 27, 29, 31, 35, 39, 41], 'sub_dim': 20, 'sub_label': '46.2.c', 'sub_level': 46, 'sub_mult': 2, 'weight': 2}
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id: 136121
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [13, 25, 31, 49, 55, 73, 85, 121, 127, 133], 'label': '138.2.e', 'level': 138, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [4, 13, 16, 25, 31, 49, 52, 55, 58, 64], 'sub_dim': 40, 'sub_label': '69.2.e', 'sub_level': 69, 'sub_mult': 2, 'weight': 2}
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id: 136118
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [13, 25, 31, 49, 55, 73, 85, 121, 127, 133], 'label': '138.2.e', 'level': 138, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [13, 25, 31, 49, 55, 73, 85, 121, 127, 133], 'sub_dim': 40, 'sub_label': '138.2.e', 'sub_level': 138, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '138.2.e', 'level': 138, 'portrait': 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pz2OXracGxOkzJkqpVyqq0YDEakcYIQkqBW57wNPjvXj6iFYIxgbsWwa5OhHqbMtX2OzSsCBb4Po4Hkwm0JvVFM4El8pTk2H3C67VMPDBduGbCw5KEN1EPJ9g0x52/u0KiPEAKiWNLuNzi7HDLblKRJyLGzPkdOC46eSTjTjvDrI67c1ePHXq8ZDWc4fKrF8bOKM/MppxdjTiwYDiwYrrp4gV975xKbp6c4cnqGs4t15pZ8FlYES9lxXOqmLKxoFnrSrNt+nn7DKy+6/90/sOcXas0LDkJyVIiJ5xsa3/L2bQ/w//6Bz5LG8faJdet/5+ixM2/dUv8Y3/fKeXq9jSystFhcqbO4ErLQ9ljqUJychZWUs204PC/YuH6ZX/mhJa67qM7xM7McO9PkzKLH6QXD2cWEE/MpJ5ZTNqzr8R3X97lgi6IZhviyxsJKyPySYn4FBiOIE4OnDI1ayvREQmLg2Fmo+xG10MOTKa06dAYhzfoIATRCzVI7ZLkradYFSx3BYjelERoM0KwpVoaC6foITyrq9YjAkxw97ZNoj9mWoBkKlIIkEfSHgvkVezEtdGJ8f0itkbBr24g3XBezaarJ6fkpjp8NOL0AZxYT5pYSjs3D4SXDtZct8H+9a4lN01McPT1jV4kC3JrlTsxyJ2Gpa1joCk50JP1Oh3e/a8h/+PFXkrDjE9328s96nnd8467vfb4h8py3b1sNfvbsPBOtxtSho6f+1e//8ReufeS2R9/68NPzbN7kcfEuwfUXtIkTRZpKUi1JNRjjYbTCGMCAEClSGA4vTPOfPir55XfNc/XOmKnmDBONCZq1kMmGz3RLsmlZcmx+ik/e1kAFIy7ZMeS8zSnd3oDz1ie8/qUpo9hDoPnaIyFLvZBGOuLkgqLdrbFxW8hiH87Ow0XnSQ6eMezZ6jPViDi5rNg0lZBqyUK3zkJXs2kmZqmtmGgodm3pc/hUyMU7Ek7OG1Y6dS7clnLepohjCykTrRHtbsztj9YASRRrXnLFgOvOMyz2fC7YEnHReZJA1BkM1/HIsyFzS5L5pZSFlYRTi5rD84JuMuSFl6zwS+/osWFihiMnp5hbrrGw4rPYFix3NCvdmHYvpd03rPQFcwPFci/mpsuW+b4bl+ie+SzLgwvfmsqdZtPO73poMBy8P437K62Jdc83ZNa8fVsy+JdvvYN6LQwXllZ+/4FH9v7ww08eVYdPdminIWd6mmvOP8tv/eQcV+xqcGZxmqV2k6V2jaWOz1LbY7kLy+3UslAnYaEDx5YEzckBL7hohbe9dMSFW+r0+pOcnG8wv+yz2JYsdwwLK5q5FU1vmNKNNMNRwoapERfv0BgjCDzD/pMhSVpn50bJhdtTpqeGzC1HPH24yVW7YWpimbsfn2bDVMRUU7DY9blwW0QUJTx4cJIoTtmzWbPcF8y0hqyb9Lj7yZipRoMrdqc8fTRmbslnthVy4TbDjs0RmogDJxW+b8AYLjk/Zt2EoD8I6Q8DegOPs0seCyuC5U7KcidloZ1yfFHQjhN2n9fhrTcuc+2Fiqn6JCfnJljIV762Ze6VbsxKN2Wla1jswZme5Ew75boLz/BffnKBC7e1WFqZZKXjMUw2IIJd6cyGS/8krE/9dBKPRpdd9dLnGzqrbt9WAF+Yn8PzPP8LX/yCPzm17ve/fud9P/jsgRPeIJb0h4KVoeBsT3G2m/CC3Wf4rz+xyFW7Gpxdmmap3WC5E7LUCVjueCx3Be1OynI3YaWbsNwxnFwRnO1pJif6XHdRh+9/RcJFW2v0h03ml+ssdQI6PUmnL+gNSkkSJQKtwfcM9RpsntVsXT8ENeKZ4wlPHQyoqTqvuCbGD9o8/EyLzesVD+9L2bZe0R+lTNRT5pc1V+4RzC9rmjWfwVCwbVPCQ8/U2LoeHjowIhB1broKglqfJw+nPHukjiRgy6xiywzUa+B7glQL4gTiBAZD6A013b6m09cs9WCubejEKRee3+X7XrnCdXs00/UGS+0JTi80WGwHLLUVy11Y6aSsdBPavZSVnmEpA/fZtua6i87yX35ijkt31FlYnmK526DTC2l3PVa6Ar++Ldm159o/O35i7qdvfu3r4yRJ4vXrNzzfUCpu3zYAb68sMzE55R07eujXbrvtqz+899lD65fa/XAw0gwGhs5Q0x3AykAyN5Cc6cZce/4cv/XTi1y9O2SuAHmNlW7ASnYCVrrGLrndhJVeynIPzrZhaWQQash33djm0u0J1+0xTDVrtHs1ksQnSRVxIkm1AAzaGEI/YaLV59GDkuEo5raHWoi4xu6tATde1SPSy3zlvhmu3B0w3+1w4nSTF1wc8+xRj9gYDp8y/NSbhxw6qYl1i2ePa164R3B0rs/i8hRXXhjz1YcGxKMmL7ncZ/f2CCM63PqwYDQUPH4gpFX3aXjCyjBAa4hSQ5waRhrafc3U5JBrLh5w+XlD3vySFEWDbq/J3HKDpY49NssdSbtrWOkldHoW3O2eYbEvOduTzHcSXnTRWf7bv5zn4u01FlamaXfrtHs1On2fTs+jO5D0BoI4DUcbNp0///JXvOpPdu/e/SsrKyvJ9PT08w0p4NsE4F/67Ac4fvjx2g2v+IF/f/jw4V9+9NHHRbefMow0g2FKf6jpDTW9oaEzgPZAMD+QnOklXHfhHP/1J+a5clfASnuKxZUmK90a7V7ASs+j3VW0e4JOX9PpJXT7Kd2Bpt03LPUFywNDL0q4eNeQyXqCThLefOOAq3anjGKFJw2j2PCZuxrsO9lk87Tm6KkAjzp7tiquvNBQa/S4/5k+Z+dbXHNhnZmZFW5/JOAFOwMWel0G/SbT6wyP7JW86+YhD+01bJgJ6Y26LK9McfmFfe54BDZOTHDNxT3OrKxw7xPTNPwmV10AF543RHk9Dp7RbJyJOHoq5rN3hwxihZQQxYarLxzxnS8dEcceU3W4/HxBb9Cg06uz0g1Z6fm0e4pOT9LuQaef0u2ldPopnb6mPYClnuB0T7LcH/HiC+f4zz+xzBU7ayyuTNDuWebu9AO6A49uX9EbCHpDQW+gGUaGyy+/0py/c9ev7dq546927dxxEBg+30VczzvA7/rK79FsBI25+d7PLS51fm1xqctgJOmPBIOhYTBMGYxckGt6Q+gMBfMDxemO5toLFvn+Vy7wlhtTJmpN5pcnWO7UafdC2j2fTl/R6Uu6fegNDP1hSn+g7ePI0B/Zi6YfGaJUEwQGLwu/fQWhNBgtCX2PdROKbRsk528x7Ng8IBUdbrlX8ezBCV5zTcBLrlnmA59LmQpmeN0Nfe58PGayNsmWzT2+/lCd77ox5bZHU3auC2lOdLn70ZDveJFPq3WWD3xmhpddVufV13V4/NiQL9/jY5IGOzYG7Nws2LZRs24qIgxitEnxvRSlbNlI4EEtEMSxR38Y0Ol79IcevaGiN5D0BtAbGnoDTa+f0hvYC70zgJWBYL4nONs2TEx0eNtN83z/K0Zcdn6dheUW7V6dbj+kO/Dp9j16gxLcg5FhMNT0hwmDUUpYa+k3vfF18cV7Lriu2+s98YKrLvl/L8Afueu3CAK/1usO/v3i4vIvLS8P5DD26Y+s5h7kIB+llslHOjuYmu4QuiPB0lAy14EoHfCu15/le27oc+2FHmnaYqndZLlbo9v36Q6yEzPMfvcQhiPDMNaMIkOcaJLEkGpINWBAKoHvCWo+tBqSyZZg86xm28YBU5Nt7njccNv9AYGc5NoLA66+uMNDh3o8sXeKV1/jEzaW+PxdNd5wfcj01AK33DnNK64VfOreiE31Bt/xkg633GNoqCle8cIhDx3s8sS+Sa7dXeOai4cE4SJfflBx56MNZhoh22c9Ns0KJpuSVgNqAfi+QUl7PNNUkGiIE0EcC0axYTiCQWQYDnVBFP2RJYnuEOZ6kvkuxGLIjRcv8aaXdHjXa1NG0QQLK006/Rrdvg1i7V2WxzAD9zBKMyIydAcxftDUM7Mb/tPE5ORvjkaj4e//t3c/bxh7Xm3CqVbkJXHvl0y8+HOKkWw2QsQoL2STCGGbcIRQCCGQMkUJUBKkMniewVeauieY7zf4yK3bufX+Nm+4dpnvunGFK3f1mJ1qsNhu0B2E9Ac+/ZHHYKQYjhSjSDCKJXECSapIU9DGXvVSgu9B6Buadc30RMy2DX0S02PfyZhP3RPw9MEJZup1rr3I46YXdLjrqTZf+eYk118UsmF2wBceMOi0zsxExGJnZC8aYNNUj+WFECVq3HDVEl++u8bxM3XeeH2fJF3ka4+sI05rvPCSjbzpxW12bmlz9xMejx2vYw6HbJuVzDQFjZogDASeEhnIDdpYXZ6k9qKNYsMou4iHEfQju/otjwTLXZDekKsvXuFtN7W5+ZqYdRN1FlemWenW6Q8DuoMc3IrBUGasLegPjZWQo8QSxcjKlDhVLC705GKXf3/VVevP+61f+7GHf+c9//p9vv/8JM3/wQFu2n/A/NI6Aj9+d3/l6Td0+idv9GUSNOohQiSAATyEAIlEAlIIpJBIgU2zK4FSKb6CQEHoaeqeYWKoWOjM8Ce3tvjaY12uv6zND79uhUu2t1k3VSNOagxGId1BwGDoMYoVSSKJU4nWAm2EBbcwhGFKM0wIgxiphsy1R3z2fsnRMwGHjk9j4hp7tvlccr7iBRd3EP4cj+yf4LzZGpfvMsxOr7DYrrF1VoHUfP7ekBBJPTR854sHfOTzKafnQ9ZvUCx0Rzx5MGTr+mmuvWCeOx9r882nJhmOAi4+f5Zrzu9zxfkd9p9a4ehZwzefbHDoWINQSEJP0gyh5jC5MZBqQ5JClEKUCHojQWcoaEcQ6wShhly5u8OPvLbD9Zdqtm/w6Q9mmFtqWMYeBvQHVuIMRrY23a6oWOYepYyiNAO2BfcgWy0irVhY6Ie9Rw792K/83mdXmhMN9Zsf+tLvHDvd5f2/+LZ/ugD/zQ9+Eia+h7D7/p9h+OR/Ijrd8pWkXgtB2LMjhLHgFgopDFLaQEoqgVIKT0k8L8VTAt/TBJ4m9KEWGOpBylRN0hn5LK3M8PFvTHLXUwOmmgPeeXOb3RtXSGKPC7cZLt6pGI6sW5JqiTFWrSmZEgYJB07C4TnBINH8+VcarPSmGPYDZuuKLTMeOzZ77NoquPyCNqlc5H9+tkWvPcn1l3js3t7lscMpnXaN7buhWU/oRDXCQIIxBL7PyhBOnJVcdH7IpbuH7N0X8cSBOtdfPsM/f+MCf/T5LvfvbdEbeCy2W+zaWuOybQNeckmX73xxl/ZgkY9+pU4/Djh+1ufxwwGBZ4kAQGOlVqI1SQSbN0ZcenEfncbs3jziB141YrLhsWk6IIrrnDhboz8IGIx8+kMvA7ViMJLZHYaRydg6ZRiljCJtX0f2PohgEAv6sWCoPU6ebPPEX35j6vLdm379NS/Zlb7/F3nfcPHD1Gbf9U8P4L/+h1/mhlffrP71r//lP58Q3/ytt7/0sfDiHSFSNMgDbSFcgBuk8JASlJQoJSy4lcDzFJ4n8b2UwE8JIkM40tR8QzPWTNRgpi7oRZLOoMWxdov3fHgW0hhJwuUX9bn4vIhRJDA6xRgri6QUSCkJwoAnDgYcOFajHvg0Pcm6pmD3FsmGGY8t6yU7Nmsu2rFMzCL/4zMtjh2d5Lo9Phds10ivw20PhUw3fGanYHpiSLNeQ2H9684gYLGnWWwbVrpNbr62zWP7Ig6e9JidrPHCS6f4529a4n98Gh460KQ3NKz0PM4sTrB5ts76mRFbJgf84g8MaNQ6PHtc8/ghRRgapNJIkeksYzAaokhw8XkJV+9JEcYjjgMw0wyjkNPzPv2Rz2DkMRwphpFl7GEkGI4kg0gwHMEw0owizWhkH4eRthrfAfcwA3cvFqxEkm6iSQd9hisPtV5+yfHf+o32FfFy9I4/7J39WNrc+H3/dAD+3z/0Ra7Ytc6/5ROf+pGHnjrye3ffO+8/9vQk7/mpDnu2a3tSpLF3oVHSoKSPkgZPeXjKWEArm+QIfHsf+YJRJAl9zShIqUfGas7EWntTsSZKYBQLholklIbESY0Dh1s8td+QGlt9CKCElTu+EoQetEK4ZAO06jDVlEy3FLNTHuunYcfmEVvWrzAyS7zvU5McPDTFNbs8dm6V7N6+zAMHRxw/M81L9kimJzSBN6AmfZTB+uoa0EOWOjVOzXtcf3mdS3d1eHxvyLpJSaPW4qo9KT/9lmXe92nNUydbtHuadkcxv+yxbqrFzGSdqVbCRCNhuhHx+utiQj/GVwkqO55gC8C0lkSJYmlJkSQeUaKIYsUozh4jae+xtM0hsWAUCYYRjCJjgZ0x9ig2RLGVJKM4Y/U4A3ck6MaC5VjQjVMY9rnyvGXe81NzvPrSU+HKvP97xv+EHnpX/vHi8Y/Hs9v/98uV/+0Af++HvsSG2QnvnseP/vijjx/83XufOOrTnOSWewVSCn79p1a4ZGsXT2qk0DaQlNrelY/yDJ5SeJ7C9wx+JAk8B+CBIspOThwbokQTxZo4sUFWnu1LUpMt2QatbTCZJ0tEFrh60tptoQ9hKGnUJM2aYrIlmZ6ADdMpOzb3mWgt8/E7Y+5+aoaVhQkuP09x/haPC7aPEGqFv75jgg0NxcykZN3UiDufkJw8q7hoM8SpYNeGlJdeOWLvgSkW24Kldou3v7zDg3uHHDoladYkgT/JZbvhV39ogTufHvDZ29ex0IUdG1KWOx5TLcVkK6RVD2jW69RCTS1I8T1tCUEaEMYSOaC1XT1SLUkSQZJK4kQQJYI4lkSxYJRYto8SGEU2QI1iTRRpRokNVO17hmGcATzOZYmkEwvaMQxGCUQ9rjhvmf/8k0t8x4sM3e4E/eEBXwSN94etQPn1bX+4ePyTyez27/nHDXBfxOLkqdP/8qFH9//G408d8WfqHu1EETHBLfcqBpHiu2/s8IOv7TLZSlD9Op7UKC/FUxrPS/E9Dz/yCDxJ4CtGvgV0FAh7YmJBFCuiBOK4tPySVJOkpgB3mhpMxtrGUEgjJQVKCjxPEHiCMJDUQ0mjLphoGKZaKeunIjbMdEEu85dfV3zky7Osq9W4YofgvM0+523W7Ni0whce1iwt17lqu2RqQjI9EXFkzqfT91AK0lTSqiu2bEz45uOalY7mzGLIZbsbvOzqNl+7N2S6CWEYoNQkl++GH3/dHL6c41N3TvPMyRqbOjHrJhMmm4pWXdKoK+qhRxh4hL718D0JUpriO2LsRa2NIE0h0YI0sRdckloSyAkiTjRxrDOyMMTZqpiDexTDMFsZB5kk6SSCbgLRcMik3+Wdb1nge27s8/KroNttMoxqxElA1D/ojyL/t/yW7wsZvi+7/v5xAvxDH7kFrfXPfvPxvb+2/8Cx5lRdMUoNUgjawmckWnzlIcW9T9VY6C7y7rf3mZ1K6A0SvGGIr1L82CfwfAIvJfA9glgTBpIoUkSJIMrYp2CjRJAkyp601FjrTxtSbUrWdphbCKzNprArQwD1ABo1TathB/usnxqycXaZe/ZGfOgLTQ4cm+S8SZ/dmwTbNgZs2yi4YFsP4S/z1YemmQ4Vs5OSqaZhqjVgoqUJfGt7ag2jyGOlG9Ppp7R7ivkVn26/xc3XnOWL9/Y5cLpFPYzxVIAQk+zeKvnBVy1y/SVn+ODnJ3ngqWm2diUbJ2ImGoJmzV6QYSgJfYnvZdahEkhRXsjGZJLFlH5/mmrSLNWfFMSQA90C2q6ChlEG6lFiJckgEXRiC+xhlKCHQyZqHd799kX+3ff3qQch7V6dYRQSRQFR7BPFis780abX8399asM16tAzt7x31yVv/McH8JVOl8D3/9UH/tenfu3o0eOTzVAQa4NKrN5VQtAVHn3ZpBN5/PZf+Tz47ArveHWX117XYWYyojeoEcQBgR8QBj6jyCOKbfdLFCiiRBInkjjOHtMM4GnGUqkg1RQWoDHCYtvYIFbITJooW0gV+JpaoGnUEpq1hMnWiA0zXTqDHv/trz1ue2SWbqfJ7nWC8zYItq634D5/85BWY4mPfDXg5Okml24WTLcU0xMp2ozoDgSetGDTxrL4ZCNBqoTlns9KB84u1dlzXp0fvHmFv/xqwLE5H9+LUdLHmBZxqrh8+xK/8q4OX3usxwc/s47TJxpsnoTpekozTKmHZXziexJPZYFzlk+wX7280O2FDzrVJNkKZ4FuySFJIUoswKNEMEoz1k6gl0gL7FiTRiMma11e/6pl/tmre9x0pUbSYKldYxSHGbD98tzFkmRwZjJO99983UuOv/frX3ofL/+On/nHA/D//Ju/x2//5/9LNjdedM3jTx2Y9JVBSoGXmAzcoKTBlwJfCnqyRifyuOXeGnc+3OQ117b5/tf0uekFEVOtkCgKGUYBI98epDjxM0miSBKVgVuSpIIkkaRprjdFprcFeoy5rZ+uUQp8pfF9q2GbtZhmPaLVGKBUl288afjk3RPc/tA6NjUVl22GTTOSTesCtmyQbF0fsXvbMg8dGPKZOzcwGyhmJyQTTcn66SH7ThjufDhEGnsxpalAoHjFNTF3Ph4xv1Kj00tZWPbYur7FW17a49GDbR5/Zh2NIEEpAfjotMFopNi6MeSf3bTM5qkzfOruOt98bJqTnRozoWCiZmgGmloAgZfiqSxnkH1fN29tcsmirWeeM3qSATtJIdaWMOIURoll7H4i6CUwiDU6iZgNerzipSv8s9e0edW1CQ0vYBQ36PRDRlFAlHjEcU5MNsC1mh96o9Ovu+3W7f+5k2775S999g/S73jzT317AzybJlWbX1jY8bvv+6N37N377I93O10aoSTOwG29bVAJeAJ8CaEUdKXPIFEsJQGfvKvBbY/2eNElXd79th5X7o6YnvRI04DBMGAU+8TZcpekiji1CZtUK9JEkGjrHGgj0LqsvDMFuK1j4ymNrzSBn9Kox9TDEZ4aMUyGPHlU8/ufm+KRA9N4acieWcPGKcO6KcWGmYBNs5It62N2bulydqXDn36liYlrbN4gmGx5TDYNE42IQZqijSKQAiEzBtcK5SkSrekONZ1+ykrX4/RCnUsmWrzz5hV+c67OobkGnhdbaWM8El1jFEu6/YCXXtLlhkvaPH74OL//2Qn2Hmsxv1QnlJK6L2iFhppnu498ZWySTI6fL4qAW2tIMpfHyjuIUkGkLbCHKfRjwyhK8EzEuskeV13Y5d+9fYVrL0poNXyiUYtOPySKfKLEsnacKOLYJtXixLJ3nK28o2jkd/sLv1BrysSE63/jc5/4n8M3vfUnv30BvvfZfTSbzYv3Prv/3sXFBX847IlaqEgSg5ACmeTgtmD3JHgJBNIQKsFACXpeyND3WYpqfOlBOwDzO25o85ZXDrj8/B7nrRsw2fSIEj/rkPcYRR5xoki0JE1VBmyJ1mAQZRiTgTvwtWU4L8X3YnwVcXo5Yf8pzV1PeDx6eIL7npoiietsnjBsaBlmJgSzk4rZKZ8NM5LN6xK2rh8wPbXEX38R7nlyiqu2CqYnBBNNSauhaTVGdNOIwFd4iZUKxlgHg5GkP0zpZAVQ7Z5hqeMxtzTBjZf2+I4XL/FHnwtpLkqUiC0gtUecBIxiSX/os26qxnV7unzg3T3ue6bDo4d97n28xfGlGnsX6oRKUldWHgWeIfQNiozIs8OSM3lqrJyLtWXuKIVBZKVKbBJMEtMKhuzZPODS8/t8z6t7vO76mFbgMxy26LYDoiRnbD8DsyJOPOJEFsydg9u+JxiNBmIwWvrlRkukYX3mtz7+lx/ov+37f+LbD+CnT59h06aNta9//c7v+fKXbvWHg76shx5xYooEjhK2ZsL63OClxurfFPwEaspQT7OlUIWMAp92Uucv75jg1ocHbJ8d8MaXdtk0nXD+phHXXdxHoJidkXhKkqYeWkuMkRlz5+tynjzSGGGbAgYjjfQSvvmMx8HTki/d32D/qRYrK3UC4Vu2ntFMNqwPPtXymJ3ymJ0SbJxJ2LxuwJYNy9zzlJUmWyc91rVgoukx0RBMNhOkjHj6qKLdV2xrZsNtDYxiycZZwcU7Rnxj3tAeGLoDy+ILKyFnFqd420vneOrIIg88sR5fGRAxxkCSWok2jBSDoUe7FzDdavLyK3u8+po+izfPc+AUfPGBGgdPhTy4t4HwPeaHHsNFhRQSIUSmyUUGcpOB3JAajUmtizUzMWJSxFx76YDzNw7ZMhPzppdEbJoRzEwoBsNJllYCC+I0kyKJl8nG/C5X3ZNEZPGSJNGCfqfLKPF+5cWXvUhefc0Nv7nw2rcM181u/PYCeBgG3oEDB/7jocOH/n+DQU/Wah5JauzBlAYlTAZsq8eVBC9r4PVTW5YapBAkhroSNLVgmAqGns/I92kP6zx+NOGxI7MIHbN9w5Brdg6YbKbc9KIhW2Zj0jjB6OzEmVKakGlQqQyRhvser/PUoQZBTfLwwQanFuvUPI+JQLJjxjBV00zUDK26ZKIhmWx5TE14zE7C+umEjTNDtm/skLLMR26bYnFxgiu2ayZbtsey1dBMNGKMibn/qYDFJZ8LZmx20RgYjSQbpiQvvmzANx5JbeNAP6HTUyx3fc4uNrls94B3vbrN/c/UObw4gRIaiLMaEz9L0Aj6I0lv4LPSC5lotJieGHLdhQNuvGzI6cUhTxzuUKunPHHI4/7HQ1IjEVJQ1GkXNqIBo0Fr0sSwaV3CTS8aMl3XXLlTs229IEk9tG4win0Wlu3qaRtDMqmYsXUeF+V1PhbQGbhzIyADudX7HoPljjxy+NAvzK7b7E1Pz/4qkHzbAPzB++/k1lu/GHQ73Xc8s3df4PsKrQ1SGBJh9V8iQCqQKcjEsrgnBZ62y6CfGuLUZhNjDbXU0EgFsbZacBQIotQn0j6xNpxsT3Dsfo1UKV96JKbhJWij7Ukytltd5GdQSHuXEi0U7Z5PEnmEnqRVM1wwC83A0AoS6iE0a4JGTdGqKyYaXpHomZ1K2DA9ZNO6Lole5rf+qs4j+2c5b51hqikycAua9ZRmLaLZGFKr1/GzQE9ksiDVgijxGQyGrAw106Gt1e4ONO2uYrkRcOzMJFfvGvHz33+W//pXHsdX6iBStEnQGuLUI0pkVjui6A09egOfdjekXmtQz4LlV1wZ4QcR112Y8vaXDYtEmhC6WFlzDZeTQ6qt1TjVUigZMBx6LKx4WcWlBXOSKBJtY58kzR9zQNvnedCfg9oCWlpQJzm47WOawmOPPR4sLfffUW8033P7Hd9IXvmKm55/gD/26EMIIcJtW9b//tf3PXVe4INSiiQt0+9p9qi0yYBtii+VpAZP2S/p6zyCN9a20sYegCzKj7UNIBMNUShJm5JEe8RJyEJkM+DGlHkDW5EIXiaN/CxbualpqE8bQk9Ty7RpzRfUQ3tvhIpG3aPVUEw0BdMtzXQrYd3UiA0zPbZuXOQPP6/51O0b2Djpsa6lmWzYi6FZxwK8HnF6SbP/ZEg9EDbpQl7pJxiOPC7ckrBpdkS3F9qGjkFKp69Y6Xm02jUmGlN8/8vn2H/iDH/8uW2ZZajROsk8a49RlNePSPpDRaPmUQ996oEtGguClMBPCP2UWpDiiRQlU5s1FgYhdcUnz1e/NJUsLNmJBVrnjyIDuSTREp2BOE1zQGegLoBsmTrR2WPxMxwrlwwLgihJ2bf/0Hkvu+kVvz812frJBx98cPTCF77w+QN4u73ExMR045t3f+19Tz7xyA8ZHYkwkCQJSCFJM3An0iClJtU2a5hKg1KaNAWVgpdbVZlvnZd6pmMWVvE6t7eyzJwxObirny8vr5Uiv7Cs5x1Ig+9ldS0ehL6kFghqoU2Y1GsezbpgogGTzZSpVsL0RMT66R5b1i/x2KEhf3bHVpq1kE0TmsmGoNlQNOqCZj3z0esjHjkieGhvjZ3T9u+LjMK1gf7I44UXG/ZsG3Lf45P0IxgMU3oDTacnWWn4zC/XqYVTfN9Nizzw9DxPHN6EvWQ1qU5JtMmSMbaeZDCSNGqCeqioh5rQ9zOAa3xP4yubHVZKZ1LRlEzuHLc8IWSTQqJwo3SW6k+1Y8WmMnNeRNZwYX9WvC5YupqbKIGdlVFkGec4GXgPPvjgD734+uv1zTe/+meWlpf7M3+H/s6/E8CXF8/SbS/929Mn9v/oyvIZfM9D6gxU0n7BnL1TJWzWLHuuUkGqDJ62X8761rZOJE2pgFpnWcjUqSMpkhW5BeiCOzthUpT2mBKglM1aelmnTuBB4AtCXxEGglqgqNUkzZqg1TBMNFImmwlTrYjZqT6bZ5d59FCff/fBjZw4PcUFs5qpBrTqkmZd0axBo5bSqCX4/ohBZPCkR6goNG8uUeJEkqY+rSBhmGp6I2nb54ZWk7e7inoYUgta7NgU89/+5Qo//0HBY/s3gpGkOiVNNUkSE8WaUeQxHEmGI0k9hDCQ1AJDECgCzxB4FuSeZwqAK2llZClVHJADZPkDkwPciKKmpaxtoQC5PW+isBoLwsoBrh1QF+c5O/+pybKqcPTYSdFsPfOj5+/adTCOol//u2D0/zHA7/r65zk7d3rb6ePPvnB54QS1QKK1IdFWDkgJiQSlBVJmX1xaUKepRiuRAduQKlMkHGx2TZRZNserNRlrm6yWxOTPq9guAS5ts4T9PAJP2sSHZW+ZVSbKDAzSSpSaoVnTtBopE42YyWbEzOSAjbMrPHygzy/8r1kOnphh57RhukGmuRXNuqRZNzTClFY9ot1P+PTddUzqEWSJLiFK7zlOJEp4vPnGLnc+FdEZ1rIWsJT+QNEdSBo9j3oQEgYT7N6U8Bv/fJFf/CPJw3s3WM9fp9bWS9JsvIVkFCuGI/udwlAQ+oLQN9n3tUG9pwxKZbJRgMhqVgRVoJdMnqf4cdjcWosF4AtSKkFdvM5/llKCPAO2zh4T57U2ggOHjvHZz33phVddfsm2T3zysyfe+j1v/ocDeLu9wMTE7NYnH7vrd9orZ98SjdoEfkCqQWZSQ4o8c5fJEg2JzICrJKnWxZfLwW2cmhFdebQHNLezSofElGxDmY7OM5XCAbiSZX2G79lUtu9LC4BAUAvtiLV6qGnVU5oZuKdbA9ZPty24PzTDk4fXs3NWsq6ZMlm3hVPNuqLhsHejHmFExJmlCaSw25zIShbRMpo2PpumDZ5O6CWCQWQYjGwzdLcvqYeKWuAT+DU8b5LLdyT8xo+f5Rc+BA/tXU9qFHGqSZy6kSjSjEJFLZAEkf1+gS+zizovxLIAzy1buQrk7mcdAzpZZWJuupi8HAKH2fPXY6uxUxeU33XqvM4BrgVLi20C//Rbrr7y8vR73vKmfzM3v3hyw/rZfyCAL51i1F+5aNSff1synKdeU6Rao/IvKQ2Jyq7c7FFrKxHyA5BmiZj8CxZgzu8ZS+dANy5z4xZNmcoZEYXuFplxIspqQSXxvBzggsC3pbG10FAPNfUwpVFLadYTJhojJpsW3A/tH/Lv/3CaJ46sZ/u0Yn1TM1kXNBuSRk3RqEuaNfs7GrWE0Iu4bx+cXgxoBja5JYS15orlXkv6Q4/NM4LLL+hx71Mt+qO8HUxnQaeiFigCP8g09BSX7Uj5zX9xlp//gOGhvRtITMbkqSFObf17FBuiQBIEMqtNkcWK5XmZTJMUIM8BnhdmFUdTONIvl4VYtyU/J6kRGdApgK3d11klZwns8jyPA9v9d0Yojp+c48Sp+bft3Xfofd1u7+Q/CIOfPHIvtZrcOnfmyd84dew+wsBk1WnGAa8NHlNptZaWVlqosaVMa9BKVMGdPS/KWnOAY49uwSglx2Ss47B35vMqaWvOlaIoh7VNExD4xtZ9B7bAqh6m1Gu2FqVVH9FqDpid7PDw/iH/7g9meebYBrZMeWxoaCbr0KzbKr6SvTWNWko9jAn8EU8e9Jifr7NrI2UtSHZN6sxJGYw8LtguuHx3n9sf0/QjySCySajBUNMb2OrAwPfwvQBPNZBSc9n2ZX77p87yf/y+4aFnNxBrj3WptgCPIQpt7XYYagvwbLWyBVgiu2d1KrKUciIHewbu8VtOKjnQc9k4nvLXJouVKrFTCeryuRNXOUSXAz2K7Q55Rvq/cfmlF77tK7ffd/LmV/7tdob7WwH89LF7+bP3vpQ3vvNPtywtHLnWJMvUwsAGO7kuywJGnelupQ1pwdwG7bB4frVbVyRnNyqMbdPtJXNjHCswOxPusiqF1fyyYG/rnHgKPA98ZQg8g+8baoEm9C24a2FCoyi06jMz2eXh/SP+7f+c5Znj1g5c37AJoGYtK1GtKeu6hDprOEioBTFSjehFPlJ5+MqgFBmLlwBJ07zpwKcZxEBCNwptq1hkRzH0h5IwUFmg6ON7GqUaSGnYs9Xw3//lWf6P92sefHYjcepnDcaGKDWMfEMtcTS4r/GVvcjz1j8lpc1NZMcpB7l7PIu0/lgwX8oVRzrqvNY+B3EOdpMNRx1n6rUfc5CnRnLq7Ap33fP4tfMLnS0/96/fefLWr93Pa1/1ov89AB8NlvmBf337VK9z+i8GneNBGAi0TkmkROncNckDRFHRZKm7dKVu0JjrayrgdrW2m5UsmDvL5OQnI78Xrkl+z5ZhTxl8PwO4rwl8TRik1IOUWpBQr8U0aiMmWwMmWx0e2JvwM+/bwN7j69nQ8llf10zWDK2MuRs1RaOmqNeMvYeaephQr0UcOaP506+0CGvgO05F/rGNKS22bj/gB1/b5s/u6DO3UGOQt4GNNIMgJRzKsvzV8x17z3DRNvjdfz3Pz/5eyjef3sAgqbE+FUSppuHDKDbUAkPo5SW0dgXzPJ0BXNhm7myly8nByqkc5AKEAVNSek4wrmzUReBvnBV49cqcP5Z4cA2GUtpYp8WAUOzdfzx4wVWX/PXJ02e/e8umdY+7MPh7BXjSe0T0l9Pru+3eBqU0QthgUUiDTG3DrqqA2pQRt86tJjIWH3NIclBrYT1tXWrtgrmdz5IfbjcwklkXSx7gWnBn9S6eti1vns4AbhMftSChFkbUaxFTrT7DuMcXH4D3/Pkm9h5fx7qWZ8FdL8FdrylqNZUlhmxgWgsSwiAhDCI0Cf1RnclA4Enb4CGKEDi/mK2nHCcerabCEyOGiWYQi6KRNxxphoFm4CsCXxJ4Ck95KBVkF41h92bBb/7ECr/9Fyl3Pr2Ok90Ww1Qx6RtagSZKDaFnCBND4OUWqXF0uCgZPHN68kdX+o3fynPiOFpFvFSC3q09L895VYqUZbsl6IsA1VjX5Z6Hntl55RV7/mRuvv0i/hZp/L8xwLsr+9Bp/IbTB/7iD016cir0/SxAkIUFWFp8smw0yJncmBLgOmdtUQaTjlPiRuyrmNsBeHESMlDnpbgyL+hSpS3mZz5w4Flwhxkga0FEozZi3VSP+faA3/yzBn/y1Q1EZpINLcX6umaqbpgoUvi2V7MR2hkn9dCOq6iF9kLxvRG3PeyTat+yZVZ7I2T5PcrWMUmcKqTwufkFXf7gc+voxj6TGYvXIjuNKmdwX6mMwTN2FQajBZecJ/ngz7f56G0D/vOHN3J6aZrehMd0qphINHXfEMYm88NtDGL7NoXjpmTSzgW4yNjcZRQX5AX5mJKMKlLFqTs3bg7D5GUvRdIuB3WFxXXpqz/y1HHe+8FbNv38z7z1dY8+eejzV1++6+8X4FH3WYzRP4Ne2BIGaaEhpTRILVBZKjf3sEtgZ7o676rRbuQtHCnitpSJczK3y9p5+WvB3lmdd1GtqEy2HGeZvGzMROgnBAW4B9RrfW57WPPX35jgL27bgBYTbGgJ1tUyWVKDRk1koJbUQkUtY+9aoIuVIPRjvGDIVx6cQqc+oaIATaFry5omm8JOFUp6vPbaPh/4VEQ/CSyLx6boaB+MtNXOnp0NoxQFg9vjI5ielPzIazvUvdN84ht9bntkHWeTOv1AMZloGn7G5AoCz2RxiSlYPL9wlBRO8ieLHTItWMl2OqyTs3gO+nHXq2TxapLOWsN5RtphceP46doaFaNUcGKus+WRp4//jJTy83+vDB51H0cI/8cWj334RaTz+CpAZrsnWD9blnJkLNvlpnlz5sqX6DKBICruiDFiTWBXAJ4DG5NF/1lmTpVVixVwK1uTEfgpQRAR+hGt+oCgNuCjt3q850/Wc2R5Bt+vsbEOs6FmoqZtdjK0Y9LqNQvuesbetcBkAapdEephxFJH008ClKcIpC5ciooGp1zdkkQxigNCb8DUZJ/2qMkwlnZqVGAIIlu7bq1NVQaHwm6mRVY/orVgqiX5/ld1ecULF/iNPx7x4S+vZyluMQh9mrGg5dsmiFCJAuS+zBI/zspXBOrCOdYOi4+TuUtE1fNYZfCS3avyNL+XHVh5kJk1YGSkeOxMm0/f9tiLfvVn3/Jjdz20/49uvPbCvzvA4+Fp7vzYDi698QM3DLqL64UweF6K0KZgb60NSutCnuRBlHHBnrG2wU3/ljUPVUnilLpWgG2KA2zZxRkSlAVfnrTDb7z87qW2Jc1LCIKYwIup10aEwYBnjqZ84s46f/rFdZxcnqZZ95mpGaYDQ6umaYTQzAqwaqG0qfxQUgusd14LbaAa+pa9W80ht96pOHCoQT1PqOTuhIOQXJKlWaFSFHtcuhtecXWXj98xS7fu0Urs8MxRZBh6Gs/Xpc0npXPhmEpiJkklmyd7/MqP9ti9Jebjd07yxJEphl6dXurR9ARNZQi9fA5MVoSm7PH0RBnH5BemFFUbdhWTuwDPvmDeIlgA3AX/WC1RBezO+zmw3Tqk06fn13/u1vtv+LV/+//7o4Mn5tm9bf3fDeA6nudlb3/mXyye+PgP62QOT0mMSZHSMrfSAm0kaSpRRmTVbmUyoypDSg1ecUioOiXkLL4WuFdNvyrBbWep2EcvKyzyvQTPSwn8iHoYEQQjevGI3/+rGh/8/DrOLk4RqzqTTcVsaJgIbHDmgtsytsqKsUTG3hbctaxqrxbGpGnMU0cC+nHITJAt/zIHhah8NzfQTBLFhPK47PyIv/ZGdCOPQSCox5l2jjV+pLNCKYmSAqFsUC+yU2i1vT3mSSqZaPj87Pf2eMfrzvKhz3f4wKfWsdRvMfBCur6i4QnqCkKlLdClsbmC7DMXIC8Abqr24RiNV2Ill8FXMXm5WqfnAHtaMLgoHw2kQnDo1DKHz7R/+OFn77z/xNmVD/6dGDzuPYrXuLzRPv47VzB6IgiDCPAyNhZoKYuD6qkxUGunGi1jcAo5kjO2cK70shipQg/OsliC296lw962gMhWynkqzYZzJvheQq0WEXoj2oOE+x8X/OEtU3z14WkW+xPUaiHrA5gMNK3A0AwM9dDKkoK5Q2XrVUJJGFhpUvNLkAd+QqMWcXY54ZZvzDDCI/AccOeNRbkGz8FtbGVenCqM8XnzTR0+8IU+8ysNBolgFFurL4jBj9IiQeMpZZ0PIcvfXblwbHdTo67YNDPgZ9825OrdJ/nALZM8un+CxV6ToQrxA0XNk9QlBMrYKsuspDjPcFZB7gC9XJAYP2WFvDSiytyU9rB2AF9IlApzW2AnJusVNYIU293/1QcPB7L29Sv+6Fd/oHHHA/v6r7huz/8zgCejU6Rx+zuEGf4bYU4T+F4WDOYgtSfIZCxeAN9pGTMVULt6uwT5KsZ2gG2Po7FBzjiwhbUoldRIB9z2nhCGEYEfsdJLuO1hyae+3uQL908x326h6jUmmoopHyYCG4Q1AkM9oKgLz8FtpYmy0iQwhBmwwyB3Y2JCf8RjByULg5DQkwTSJniUs9TnkrnS0Z6KrAPGY6YuuPaCHp+9d5p+4jNMBLXYEETWv/c8G2yqUWbJShC5PeMypc6cLSOIE49Gzee7XzbgFS9Y4kv3d/nk15vc/fgkc90GkRfQDxS+lARSEEoIZKbNRWm55iwuhVhVr7IqAK0k5Zzv7FyEeWCZp/t1BmTtgDoxtuElLf5fg0Fy/NQi/f7o33zs1kdub3eHn/x/xODGLAHT64eLf/1dSf8hq7sxGCyw85l3KgN6ztzGBXn23JC9Rwn0PO1rHF06TglFZVseTOYAz5Mn0tjifalR0hbyB76VC6EfM99OuPVBj8/f2eJT90yy1Gkighphy6flCaZ8C+y6b6jn4A4EtVDY+vBAUvPtQJ1aQMHeFuDaujFeQuDH1IIRX7g35NRyndmWsEt+4UKsEZgVEqXU4eumPL7zxT0+fVdsAR4LRj6EiZ0m5UfaWntOGYJlVQfklESSZk3Y+e9v1ka849UD3vDiJT57T49b7mxw56Mt5toNEhUwCDw7Jk8KfCnxhGV0X2JbDoXIzkOpzcdKgZxzWWryCshzgOPYpQ6gExwnxRhboqEN2UDHwoe8496nuebiHd/173/81d947cne/M6tzb8dwE+dOY0m3lnTwx+eah0iTWroxALXkAeTypEh+fOc0csLocLe4NiAjiwZCyrdsldXloisE0XmrC3tPMPATwhrMUmccGLe8NRRjz/94hT3PNXi9FyTNKzhtewGThMeNL2Uhm/nateyjh7L0Dm4bUWeBbcoAB4GhtDXlrn9lMC3tStPHjY8c6SGkD6Bwsk4iizILGG+CoRZwidJPS49f8jlu7rsPVmn70saSWrBrSDyTBY8Z1OrpESSJ2Wk/e2uJZfnJFLbT5kkPoPIpx6OeOfNI177ghXuearLh7/Y5OmjdY7M1Ul6IUndY+R5CCFR2Vx2T8pspo3tzC+kC2sqFdxTWtSusAZjk8uRLAta0L527ql9RBc106f3tZkJOj8cJ2ffT7oy/7di8P/+ka/x7l//M/xwg1rXPMCeTTVuujLlit0JxghEBugkVaVMKcBcsnluXxmHuXFBTgny8UNT8blz9s4HdAoLbM9LUSpBqISzS3DbnR7PHKlz2z0NTndqHJ1rgBeiWj4NT9FShqZnqHsZqD1DzYcwENmM8RLcYWDrQEJfEvoQVNg7JfR1Zjsm1OsjDp6BI6fqKOlZeSLdpZ0xrVy1ytKiFcxj1xbDRZt7PHlohn7DsnjogZ8Y/DjLzipdZCBt/Uju0sjimGpTSkXrKWetZqkiTnzCKGDdRMT3vGzE9Ze0OdNr85Vvhuw9EnLrQ03OLoYY6RNLD5QikhKynTbyVL5ElMVZLtDdeYhjIK8yui7rilxAkyUKTOII9hSr6FOu2B3x0ku7XLr5Flh+RNVHC3TPfprWxu/+mwFcG3jjG75n432P7P/gBz/6iPD1FnadN2TrhogffWOfi7fHNOop522NkFoSaJkdTFmObRhncBfkBcDPAe4imClZW0mDyBpmjUrRRjM/D/tOKD52e4OH94ccPVanOwrppyF4AbLpU1OChgcNpampDNRuNaEv7OsM3GFWZhpmIC+YO69f8dOMuS24wyBGEtPuSyIT2FS41Hb4pah64C7DmrwsIW8DSyVx6iGMotWMgBGD2GfoCeqJycpgs+SM0tZJKWpvpFMKIEtAuX8jlQXA/SQboxz7BH7AusmIzetiLt8+ohv1OXK8zaP7A/7yaw32Hg9ZnA9IjEeiFFqoooHbpmft1Vs2eIuxs5k/MeUrk/F5ztQ44NamYGylNcpotm+LadZTLtkR8SNv6LNlQ8KurQaR7hej+AUfbM28+maTLp39GzP4v3vnK8XHv/ro7oXl/gXD2GOgWjx6OOCxgwl3PtJEyZSd22K++2VDrrt4xAuviEm1phXAVN1ABnCMtFnLAsyikCfnXNiEztrN8q5vzSgxLPcM+HDspOSOBwI6Q8UX76mz/2iNXhqQGB+UD16AChWBktSVoZGDWlmnIMzBnbWrBT6Enm16CANbnmrZWxAGEAaljMlBntey5O7JyYWUT942wVy7zvRkrlmr7O2QWpXFi/5GyWjks25G8dZXDbn9kT4n2g36gaSRCIIYImXwEvBiMmlGqcVxRkEgy9LWrDmhbCWzE3qTVOF7JdB9L8H3Y1pezDUXJlx9wYjve+2AZ49KvnRPSGekuP2BGidOBOBJFvsew1hlgJaYfIk6l71SWivlVY6psLYwhqlGStPXpEbzwisjrrt4xHe/bMjObQkKaIU2rojTgFEqEEnnAr/p7w5nv2uOVUL3HACfW+rU1001Pvz1B/c3TBgCKUiJ0TGdxAOT8uiBkMeeabB5fcK2zQk61Vx3ScR33TTEGDvVdaZl2LMrphZm36E4w5K1bzZwjEaCx/cp+iOJ50mePOzz11+tYYRksetz7HhIYhTa9zHKA99HSg8pJaEU1GQGaqmzhIatwQiyNLVf9GJSzBovwZ3LkrwhwsoSy96a0MvYOwNE6I+483HF7U82EYEiVPnoYsc9GSO2wkVyanPyzvTRyOemy4e89Kouf3n7FP0kZJhA6EGUZLNkiuFJJhsBIRDZQJ9S5+dMLqoBbbZaJH427iFV+KlHkiREiY+nksKFUirhqp0JV+8ZkaI5/oYeSx2BEYK/uq3GE4d8PE8wGCme2OcRjVRWc7MG0F1wY+v8w9DiY7qV2gpEbXjLy0e88JIIncC2TSmbNhiIJEYrUq0YjjwbOGvPNs30HmvU133nh3XauRro/40Afs/jRzlwdC5YWuohlIcxCoQC6YFOwaQYUoynOdk2nFyymunBZw0fuCW1XyAxbF2X8prrRkw1NbowRM+B7QwFUsJKT/K5b9ZY6imEtJKH1LOfQSmoZZ9FKJSwUX+ooCYNodQEma/rO8D2VQbsrNnY9wWhJ+xj1vUSZFV7to3NSpMgMJbxg4y1M9/bz+RJlMQ8dTSg06sRtiShzAqsCjvTrSMsz3VRdJXnDrQk0Yoo9lk3Lbn8/AGhP7C1KYkgTGyg6cXG6cbRtn67uIjykC+3YmVZxVck38o6osSTpL4kSVMSpVBJnkNIilyCJ1Oksg7Vjo0Ju7akCKl54Z4extiCtpWe4HN3B6wMRDb/UHyLyNN+pqmm5uYXRmxZZ0iz/cekslgwRpImPnGvlLxal0DXmSxO0y5R71DgJaM1/9wqgJ86u8hyu/+j//eHvjijpCFAEBuB0Z4FmswCgFw3SWNnr2V6yuRLT6A5uWz48BeaVVO0iuoqwHMZIyWEAnyJyTVf8Wgjey/LuoXCWOmRJSmCbHcDP09DK1N08eT10LbLRTjboVhw59Ik8HONbmen2FmGOhu/kGazyu2wzqMLmq8+0AAVEKjMHhwLMFcbx252T2QZO5kN1fFIUp/XXjfiz7/Y5+m5Jl3fp57YQik/K5LK/4YoLFNdMvhYWYCNhXL3IptuoHXh4HiJIsk3HFApylN2EwJpQW63REmJIo2QGiXswCUrIzWNQPPO12mEMlnOwtHbkL12v3x2EWpIYkU0lNkMSYGOxdoxnJFF0GydunJeS3vu7pmZ83/6R0eDxfeH9Wrf5iqAf+Vr9zOKkncunDo90VSG2EBsBLGAJP8jwlTPUgHeXE9l7ykDAZybth2QZ1quQEROTcis+McmpT1p55oEwuAXmTfLan5e+52VqebPfY+imyVncd8T+H7es6iy3SMyWRJYcAe+Ici6fgI/zTzv1Na1+DFSxjx9RHLwdB2hvCJBUtSJuGWn2Vet1GPklZZpWZeSpJbFz9804pKdffaeHTFIfAaeoJZaLvESU9S7y0yLVxuGZXYKhLNayLK5wMv9d3v3PE2SygzgEi+1AJcqzR51sa2MzJyswtGSFtSDoS6t3AzkgrxOxlTPdUHkmaOG67CVWW/XmNAO2HWRTLTxS295YSLxH3snwn//czL4wlIHrU3wC7/9Mbncj23hjQDPGAJjq8zTnHEM6LxwKifoSiCBw9hrAXysJypjntxblSKba02ZVfMleMIWBOWFTJ4DcKVKkJd3UWxe5WWPeVd94MsM5CW4y3vZ+RM4TRI2GLMAj03MNx+ps7hcx5tQBHmaezzFvca3r4DcOG6KlgxHPjPTkpdcPeArD4zoJnUGqaKRlCuTl5psYq2b+NKVQNMeeVHaykVlp3Yq9QR+KovKSwvwrO5FKpJsUJAU+WOZg3CNAFnJVeQAL7PQzjevnH93mlb+06ql7CYHV2fFtREo2cNnn1y/48eCeNSO/HBybYAPBiOA34q1um4QG6snM2O/KJTKd9PFyUQVLFFekQXwn4u3nURBDmaVp4czIEtRHZqf73Rsh3mWdRNelhr3Vb5rg6gA3DYci6yzfBzgYg1gZ/LE0/i+3RfeypOEwIsJvIgzS5qH9tcxKsiyf07xlxNYuh54Ae5CJ7vji0Ux+8+kHtfuiZmd7dNZaNBP6jSUwM+0eD7M1K5uBontsJJo50/JSmKtrP/IlnovqwBV9jFV9p4oaSWKMlaiZJPJ8sd8N7y8dc4tm8hZuyyOK0nOjTtXqVU3L5InAfP33FxK5QLIQKxiPKWv0zr6LeDfnJPBH37yMMCmA88eljWR4qty+2W38bcoYEeQD95xDfz8StTjX0IUXF3eRT6FKqsvyd7LQV106bhgd3suhQV2AfSsW9zPCvm9gr1tQGlbtmRxt3qc0j70NWE+CSpjbz8HuZ/i+wmeFyNlxB0P+9z9WAtR8wgygBf+d3F32r9WMXjJ3qUnbpMy/UHAS64Y8soX9Pmzr0REaUg/ldSyxmIv20RA5uWtEkSiVyWVcrmis0KLsqLTAj3VBu0Jq8mVIPUEKrWza5TWqFQW4FbS3e4xA3tWMiGdYZ5iTJ6UF/q5Ka9gcgfsVADtgN7Jggtso/vK4jEZTOzfNL5eFgCfW+iwfra15z/+97/e3u31qfm2y8OMfYiCeaDIQrlAroiSMRZ3/WAX3EV9d1EG66SBRZ72dpb+fGVRlP2XDmsXI9qkMwck6yYv54OU4C6CSq/suC/m+TnM7XsJvrIMPkgT/ufnZolEiCcVQV6L7uRAyu/o2ndVHZ4DvWz1k1lSxkMan598U5dPf23Iclqjn9aop+CnAi+1Gwl40hDnUiWTC4JxIeAwuZexuJe1GHp2XIPviWxOiW1jS1OTZUsNSsnMGdJI5YBbSufvlkk5t6R5LaA/161SVeqAuewYyl0ityJPQNxn1Hv2/A07f+jSJGo/7QWTVYCHoUeS6h/rtdsvHXS71IOyzrgEt32y+j0KafIcPklWJJgvXRTTX90ASYhyea8woSzlS6VrXubbAJbsXbRh5TNAMnnieTIDed5l7siSDNi+M8cv8C2L+36+G4Rlbz+MePqQ5NRiDZSPksLq7zWYuwgvxNrHw+RdLJkG16ndisWOJPbZPBNz0fY+9x9oEHsB/URQU8IGm9luGTLr+5TJWAa4SJQDJmPyouDJ7ZHN/r7Slrk9SKVGpaLobU3zv5HmI9+kZe7CEjVVBnfqx/MRzX8TgLvkWNidq/R6/u9ymaKIkxFq4ciGDTs5Xwj5dP67CoAfO3aKIPBQ6ZCJGiCrfXYu+4wDv3z9XKq72glfgJxqz2LZQWIq4HaHaJYZPErJokTB4kqVg22K7b8zgFsG5znAXTYoj7O3p2xwGSUxf/qFJqfn64gwlyfuQEsni1nlmXM2AeSOSs7gWiuixGPLesG7vrPDk/+zRS8JGaqQQWprU7z8uyc4TCqywE5jXSldnBlNVtFJHnCWVY3WL7eSxcvG61ny0MXYa1uiq3GbTIpzVYzHMFUGd7T4+Pl/TpBXsCeq761idGyNzXKqTx97VKfpsPg9BcD/8pNfQSnJ4aPH8T1KSys7Oi643avsuSG9BsArdpYL7moZpguSCsBlOfdQOuytpMhYu5xDmN9VPrJNSTsbJQe4Z7JREg5z+65jUoLcz/bzqYcR+07A1+5pEIsAJRWhLMFWAbessrhxGjPdYKnSt5p3+aSSJPHQ2ufVN4w471N9njlWZ+T5NvEjszgjYeyiMs5xzkCezeAwxrEPTTl7Js3mP6YavGxAk5dm8wuVRGYAV4JsjkoZTBdEVDg5pSxxmZzK5/qbgryy5pfqoXBXsp8bQZIatIgvPHvq0VcZnX65AvCHHt3HtVfv4d/8/HvDXj8qPvA4iCtLh/te5YmLZvelybqzqx0hFZlSYXCXvcVqJneALVW5W3Guv/NZhCpn7myqrDcG7qC4W+ekZG+dJXRKcPtejPIiHjvkcbYdgvLtBk9ZB78UrGpwcH3wcbfMnZKrcxelKHHNd1Dw2Dgx4prdA545OkKnAX0VWk88Tyo5dqFN25eDNMlBnsuVImmSSyPwsudeps+VtmP3PG0lSWVQp3ZWqXGgV8BN4ZG7Zc+u0bC2fegCfNw3d587GDTW+lRmiEmWwvf/wrtZnt/H9Po9FuC9/oCHHn32HZ/54t0/031sH54SlSts9WwSg1mDulfb+dnr4mCXXz7/dy4A3NqNXMNWgS1KlnRlSs7estTdKmNuX8libJunxpjbdx59g6eyvd698rFMXdum5d4w5U+/OMXiKESECk8IPKlt0CurF+f4+DP3OGVK2TobeWFdltDI/XCdlbZONjze9fo+n71nSC+pESufgbQsXtaluIGmE9xlgactEtEYJCZ/dKcZqBwodl6KVhnYZSZhlCEV5QYGhe4XJXPnEqUMOsUan2VMqhSxYvl+BVpGFGpiHI/VmE+SxAPC2tTP/NdP7HsgiQcfLRj88NGT1Gph8+zcvG/SGN/3K36lG5Wfk7GrdL3q6XizakV/Z18+L94flyZC2p2RxSqJ4o4fc2VKrrtlJenj+9kItxzgxfPcCswlic7AnuJliR3fS/DDiI98PuSBpxogA4TyqClTCS6FHF+R7JcTYwivuCiISsLHLaG1vrjPiy4d8I5XdfngLXW0FzCQAbUi0eUE4C6wXOAYDcaCOwfGeBuhNhmbS/BMNkQ1yyso7YJbOE3JOYOXlm5Fh1PGU8X5X6XHDatpcY2bGTMxHHUhhCQxI3rdBb+3cqKZZrUpHuTJkLw+w77O6wfGmfrvAnDXGsT1h13dWpEoznyOCnvnzC2rDJ51nLuB5vjgzYrmdiWJcjxvL/O7lbUFPWUblxeWNF+9p8VCrwahjycEgTDleIjcj5ZiFYuveb4K1naDPdcytIVFUewx3ZS8+oY+n7l7yJlOSKQ8+qkomoSL41Lo3izYdOjJFJoctNFFjUr+OTzjjLk2ImNvO2ovdQL83MWqTsIqk07lBVZ1UqquSjUms288B6jO0ZResbG1LXXQKFJjczjekaMn2Lp5w46Pf/rWNy8uzNOoebaiq6J/HHHyN4gq3SW5mKfhfJmKLhVjd5wRYs5I37x7pTiw+WjkMXlSyhSq7O0ZvApru3fL3naOijtyImNwlRB4EYfPCvYeroEJitoTLw++xoNjViez8hO0poui3XteSCSKAiyNx6U7I3ZuGnJmqY5JLYsHaVkekGc2y3S5KKRCCYVcppCxunCAbtlbO0D3pA06LXvnstCQjl1UOekIbbKV2W7+WxoIwgF5honCYamKk7VIYa0egnIIaAZ+HbCwsMjEbP/NF1/+mi8tL5466gH0B6OLjNFvXlxcoBYGZQ1V+Sf/Vo7JKs93FXvjtD1Vl/PxYTPlQSyZu5Amksy6Ggswx8BtR7itBrdX7FtTShI/f/TyuugU348A2+yx90wdQlt7Hshy9sl4e5pwvvC5SNxdDQuJUpEqqpAp0dDnwo0RN76gz717G5AGJMpjoCVhutrFcXWwZUbhKNYc2NX5NNoItMwki8ouwAzUOluhtEMuZZZZODIlY3MpECkFsxcXXAUHVWflb2OUV3GZ24aS3uIS2xP95jgZ/q6Bo16uiTyVj+kV5WBz191eI1tZYezx1wXIy4B1TebOfl4MX89AnQNeZUt+GWSKCnvngWfugxfgLmYT5m1ea7B2xti5PPFyeZKPnvBiPBUThhEPH5H8+ZdbjKIAGq48WQtYuR+9llvgMhJOIZRbYeg0JzhNyZN1j3fcPOD2e/s8dDDAKJ+hCBiILNhMx9iykAZuNFee0zKu0kURk1ayWFXyC1dLCvbWjhSTxfmxVdSuxZufT0QmmxBVeSJwVnfjgLz8qOOHbVweV7Od2ciJrE84l/ZeHCdEUYwxqXUcsiXK1rKIVeBei4XWck3c56vkCWJMmlRBXbK4KA6kKACeDW0XpRyReaClyqAoHzyfM3cBcJV3pmeMns0uLCSJSlFemnW2JARBRJSkfOnuBk8crYPvI4QqS2OFyQK8zD0Y/25rgLwCbuOONXPnOEon2LRafDTyuWxHzOte0ufpYw0GSYSWHgOtCNKylEE5rFm1J3NfubSAi0rnjLGV0RiZgV1KjCqtw9xZkUYUu+mlhWUoigBTCoHQ1VVknNyq2HBWl+dY8dYiiaI4K5N7cSKIE00cx8RJgvfpz3wW3/c5c2aeMLA9diIfY7zGVfNct3Fgk3sHa+ptUXmv2F3AAXteB15IE+GyNw57U3kswJ2PT3ZA7jlzwj0vzaxAXXksGdxmLg+cglvubBDHlr2lFFaeiGppbL6hsvu9couoAJqbFXaAXXUzzh1stmqKN71syCfvGLD3pGXxkZQM0ozFtUFp7I7SuTRIM3mQ5v5JRpOq+jk8lZ13ZT+PzKxDJQVGWqWjZVn/I2UGdkE2q9KVlSXYoQQ72c8rACeXUlVwn1OxuLmZ7EmRCTYee595ghMnT6PTGG9ufh4lJd3uAKmykyHKGd3fCtvn+kBrX6XPBXJRShSZR+au9i53IFCqtApd1s6bADxJth9k3t1TAt3z8glRpXviF90sSQFsz4vxVUxiEj799TrffLIOdQ+Ehy8FvnA6d8YzmKu0+LlOlKgke0yltWws4EwlWilGA58bLu/z5lf0OfwXdUbaR6eKgfDxU2unqpw50/wYl86Ky+Tu1ZZrbqVKX1wZXYBdG4HUFuhSlqxeMQGMfa6FQejsXELZVjd+/sfIb00cnRvj5aNjtxoD/V6PONYYo/FGkf3AUWIPdD4P2rj7Jf4tAe5u51f1v8UYCHKAj+0sIMYY2/XAHVBVCq6UbXQon4/dPStHvDXuSpVJnVyaeCrB92IOnhH8yZda4AUgfISU5Wgzp/eyONE5Wz3HkXJdFPIUtJM6L9P3TtInY/FUe+jY44df1+cztzd59owP0iNOFQMpbZVhvqpgqsCqCEpHrhSlA6YASf5aGoHJ7FgpbUpfGmEli6QAtczKX3JLt6hRgQzs5XketwrH2bvE0beSDWIVkwth7K559TxLq0s9JsgDg/KEmDV/7ep3ViVy8qvT0aUl6MsvWtRLF5nLcp8Yl7WluzSqMrBT+QzALKhUebtavulp8TwPKE3J2kXWMpcklr3zzKXxEj51R539R+vgWSB5MgsuhfN5RAlq6X4/yvua9JMDHcogL7cOddVRSXOpknrEic+F5w35rpf3+J2/qBGrGCN8hqnEF3mKPQdPWSLhAjt/bowA5ezQUFx8VqpIA8ZoK0Vy7S0NRlpGd5NxxXPtHAdZHhvXD0esrcvXIkrOAfg8yCz/R/sF3FXCA00YBCKOnHl3q8/DucHtspVYQ3O7X2YVwB3GLq78MakiqAJcuQxuKgyu8mHurv5WxvG3dSFPPFX63UqmlEM7LYv7YcQzxwR//MUWcTZzRUgbXBb+d2GNZd8rO5PFyapEmasxngeYefnqWpo8lyh5fUqqrC9eDxQ/8oY+X7i7wZPHfJCRbZRIpZVPOYvnYEszqeKC3GD7Zlcxef4Z7PE1CqQxSC1tj0AmX6UwiEyDu4Fn6Yi5YF8tS8lWlbUki0uSaxGpeyDLzL0Ak28brkQUxaiP/cVHdwe+9yf79u/fKIQ19EV2l3+De9W2K608VbBv9rPc9ZAye08WroiS+bRUkW25J1bra5XXe+fgdSxBr3RJ8ozlWuC2bkm1oMresxniWUFV4EUoGfHBzzS45c5JEq9mR8BJj7oy1LNxFL6yIym8rHO/aI/LM6lOVlVJWdSoK89xfQqZle9OkX9f7WzHUo6ILrpo0MxMx8yvCO58PMQgQdjJU0LYBu3VCSdRJSkhKgTocOZYo4thVXDM2NaOgDFi7CJhdVmCHntNvjlCtefS3erE3QVi/LUe+/1aQ5oYLr3yhmuve/Hrvug9+uhjjRMnT+7RaYTve2i9Fm9Xv/wq9q6wePYvMwbJrzpXa8kx5s7fK6NvZ7lzI3aHtcuNppwNp2QpUZRnbBFUBup8f/YKe3tpIVH8bNCNUjF+EHP0rODjX2sy1L6VJ0LZsRRFq1y1wyiXKWUG12Wp8nlFClSISBTJl2KTgEymuP2aWqlCqtR9xfe+qs9HvtTk8BkPZIwRioH2UM5xt3FBFnRmJkIJV1G1JIzAKINyWRyR6XFQxtHhEoQxGGGljM4TPKYaa60Kvln7eZW9RQVfq1TEWtFn5kD1ByNOnji+J0l0w5toGiabUAsVqbaayYz/snFcO39hlebOP5iofsi1pUm1alA4QFktT0wluJQuuCsAz/ecMQ64MwZXGk/mFYLaXgAqyWZ/lAGmVgl/8LkJ9h2zHTtIDykUgQBf2A5/dzTbeHNDVX+v7QOsxW4lG7n6Owe7K1MkqbbTYvecN+Qn39TlP34wJE0jEPYC6CNQRcBpLcJqvedqTV4wcwZolX9G7DHPP6d02FhKK4O1sZagzt7TotThegzgriYft5BxjqGLLxeMYuwbjB/X/hCW2hqvluD1Yk0/0kSJRklZsipr/IG1AF5h8nEN7ryuBBWimJtdLZFdrbnH976UKp+7bSra2wW4cpI55V492oI4f1RpAWylEpRMUDIlbMQ8csDja/c1GKbZZvbSs/66s3qUaWpTuWjHT96qCMo5hq4HjQPsYsRDrsGNLsZ15KOq06xWvO4rXvXiAVd+ZcAj+31oxaA9EnyGwra2VcpoHbZ0qa+whe0IhayD3YJdZT+X0mTBZsbmImNzkYE+CyKNEauALZ3zr8dZfFwJrBV4jrFtVTFUsRr6mkZ9SLPex3vqcMrc6YTFlZh106qYWjq+P2JVqolVv9TVd3mCowC5Y/AX7OaUlVbqT4qqNTMmT4zTrmayoTdrM7gaB7cbUBaP2XvZ4HzPs1nLuSXNh2+Z4OlDJXsLYd0JXzjJnUrNzFgQNXYi1lxN3WwmVS1Zbuvh1qXIim2YpopE2ra2S3eOeNcbe5z4cMBcz2pxIyQjrfBFFvwVn8XtR3et4CqTqzylb/IMZ6FgylWnAHYG9IyUdB6A5tnUVWAfJ781GH0NwK8m2erFILB4WT9tuGiHYctmg3fejEANJAuhxN3S2d1Vq/JLizoBseYHKDzNXP9VwF4FsltolQOm7BbJGdxkHngpU1TW2V10mqh8dzVTzPPIQVzeXTYvGxlUnthRdqDmbQ8G/OnnJujFgZ0lITykyJuKhR1b5vSLjttgjIF9NTtQUHfpg48FbgYbdFWY3AF6qtAytTPaE49GPeGH3tTn3qdCPnZbACqTKkIw0BKVlrX2JXuPF2CVMHdntihTSharu01xQSqZSROZ24kGLSzTayEKkMvs7+VOk4Yyhc/q47UqSbgGyFfZ0g7Z9EeSs4t1jNfCWzflM+r7TLV8PE+Vv3gNgLtLhXD+kljjQ1WWw7EP4D4vmxucbnpHAlR2/FJYgDksXpUp2WD8gsWdu2MFVm3BBE/G+EHE0WXDX93aZLETZFlLH6S0waVb913IqfGdyErhVlEoYwU7htK+XbWfjTO+LO96N5lMKSxDU6bwpfaIIp/1kynf+9oedz9S5/iyAhmBkMTYYqxCSmWe+FoFWJXlxam/VhgyuzzT4Pb3WaswszhlztyM6XAL9kKimqzwarykAfs7oYob3BzKWmzu4C0VdvvvbiyYXxbIEDwvm7Qa+DJL1Y9fKWLVL3P/WP4wDuZVGmtMb5VL/DiwKbbmVhX9nbdJOeAWpebObTRPrgZ3hcll/jwp9LfnJQiZ8vUHQ772SN32tUkvCy4lgah2zSj3szqSq3IcnjPTUwLdBfn4js9u8VXuqGjtglujtLJyJVK85poRL7u2z8e+6qPTXKooRlplrk+2x04qsorwDOxiDOQSR39nTC5zhs8BnXUFFWUd9gIy2XExWcLF5Mcoj7lE8Wdxa1WEIGP2Mn7LffJV2HPAt4qABYwiiGJNHBu8di+l10/R2u5ycK7bKj0+9gdXgds94c6/cQHsgj2XIxXgS1eymDKwdP1h5e6P6YBc6orW9sdS8XYkWRZcqpij8/CZOxost4Oi5gQp8QRZYZUpZJIL7grIRRXXq47fOLodu3B8ENCqOm1n6GSqpU26ZNahkpbFpyZT3vKKPvc+WuPQYpbyFQqNYCikBTdllWEuUlZ3/thYMwe0kuUKowpwm0ymCGsPZmyeuyk5MZlch2vbAJHN7SmMjCLglGVJrQvc6qMLanPOYyslNOuSyZbC81U+wswSV2WnifH/WbAmc68J8rWALXLtxZpyxGX0wj0ptHcJ8GoCxNHczmawpUxJHebOn2fBpbJFVZHW/N6fT/CJ25tQG2NvWQ70qUorU3GA8uW/OD5rAH1N+nAN8aJgKKtNodzaujJZNffHtcp2mJZIrYiHHm975ZDjc21++Q98+mlMPnY60T5DBMrVvhjiClmVGc0CA7k3LguDBZlZiEJYqhbSAtlkQM8D0VKHZ8fMZLIlsxZdohSmxAw5Ttw4bw38jR/HPHBPU02cGOLE4K2bBhMbFieN3c4tzcZ/O8d9LXG/FoO7H7hI4AC4dhpucFYFdg4gJY3zc7ffMQc2zrw8UwaR2ew8b0yO5Lo7v7ud8l6Q8MRej8/d2SCVvmVukQ/Xp9LUUCmNxb2AxdoMPs4Oq85JWZs9ngE0uV2oxoDtjA7OXRWZafE0TVE64c03DfjIF4c8+qzCyIgs1UMsPAY6kyk4ejyTKLlMopAjjjTJLj4lymtSCYtmYcBIk4Ecxyo0BaBFdgEgSjmTY6mQLeciTJdUxeojamMYgzGGVEO3F7OwHFNrJnib1/VQ6ZCTjZR2336Yc90q0mStD1R8MFM94aIKYlEA3AW2qViEriwZZ+58224rYSzQvVxbF4B3mNtlb8f79lRMd2j4wOeaHD5Vg8ADmVmDUjjjkE1Re7KqLNY9GePH4tyHslpnXzB0VuRk7FLvSpXV7Wy5dajQWtudG7QiiX12bh7xE2/u8vPv9+kkEkQMWmKEJEIWu6NJcjZfK9gU+ZKSgTmDvMy6fUyut8vpw0bYYNPV3laPZyXY+cUi3ey2lUFCCkBXyCJ3XspA8znGv2WJslQbOoOUMysa1dR4DzwDSwtwalFQC0tNvBbvrBXNlgA3a550kQUKrhVYDS7Ln7m6WzgAV7nudfalkYWLoisOipUnruedjoE6QckYJRO8WsKH/qLJX9/aIvEyaSKsbi1a0tzCpbHPOQ52a3u6+o1Vvrh7Qioj8XCY2ymfLYFsnK0BTTbQ3raa6VSSCoWUng0845TvfV2fZ4/5vPfPsz3Fje090/iMhLS13Hm0N+aouGPRjMwALHNdTuZ2ZBdklvmWImPwPLjMzqErU0wma0oGd+ammHMUXeUX4Pj7DkLdS1MKwaZ1PlfvgfN3pHijUUivH9DtSUtgTgC1CuTuB3CuprVBXQW9C+ZxDes+V86UJHdEWPlaF8CW0qwCt6uzq3vXW6tQShtgBmHM3mOKv/hKk8WuD6HKAksPIbOyU7H2QPuKTBmTJJWLvmIars3gJvcM8w7xAuz5PGxTDszMmVuOJX+ElSlaa3SqSKVifTPl+1/T4/N31Xn2hIIwhmwHjVT7DMirC8cZPAc9GePaz6Ccz52zeQ7oHOg6IwMhRGEZSmktRunIlxLcbr26qGAmz7WsHjFRIlw4RzLHlVKSmq9o+AGBDPG2bghQ2mNlXpTbH666WpxfUrm6qnrbZevq3Yy5DWbN4PJcrF2+zp0TXZEqXl55V5S/6lKOZFt9e1kq3pNWmmg0X/xmi/2HQ1uSKEsGV4JiexR38P64311hIVE9CedcStdYGVc7KWOdPmu2tEm7U4OWSCmLXZOlUMjUI05S9uyKef0NfQ58widNM12orR5P8BgKm3YXOgOSzkCuBMYpulM5s0MhTVShu8vEkBT5NVQ6KFVGd4+VS3YOkEW5ClZH0K2WKRVtbix+MYbeQDO3LPAbEu+Sy67o+77ad+rE/svTNC27UcTYLxhjqOoJHZMnksrVWDA4ZlVwOT680SZ0nOcVze1qcKd8NGdqmSd60lKeZKAubEGV4NcSPv2NkPf+2QRLA99q7yywLNPy+f7s40md8e/kLKUVLV6hmbUZfNwmdFg9Z3GtrUxwBwMZLdBivF48Y3CZFWLFmpma5t0/2OHQaZ/P3iGhbsGdf+pYqILJQVjU5iAvCpJKq8EYrBWSfS+TsbzRGdArgM5lSy5LSmIriKHwyp1Sjuzf5WCHvOLUHhRRLDDCXWzs/5NaB8X3AzZv2bbv8isu76vL9qxbaq/M75OYd+l0VM4bEVR05qr3Cqdjjco/aSrvWdatPi+G2isngFRjPrcypb/tFlI5AaVXyBBdWoBFQKlxGxmUivH9mNOLgvf+5SR3Pta089xkACoA6eEpQV3a7VvyxgZ39om7bUp1Nnk5J3F8INFaYy7y1bLsTFrrWJqx41oG4y4xlK/HZhNiWD+VkBjDPU8FdPtjvqbjp0jclccd2T++7Kwenzb+j8waP8pLAMr+SQpnppLJdf+dSwJjZQ2V953/N000tVqD+YWFd959z/0Peo2aQkpttK+Jo/FrtvyWclwLrVqqx52Tqt7OzX3hMqGsShMlTJEEKudP6wprl2w+FlzmTknxszyRY3W3lDZjGUnNn97S4uNfaZbSRCiQDnvLcmJVsY3KWEA5fs+PzbijgnO8ipNd8ZmrDF7uQ+NKlKxk1nFTVlmHsuzhlEKipe38kXHK975mwBOHfX73w4phKp0PKGzQWTj4VSYvSmczVORaW2Edk3wAWhFsZmwspa2lsTIlY/OMmXNGz9lbjulwxrHkro7OoEwpKMx04RzXNIVRrFHD1Ggt8AoJkLFqMTPDOUcukNeUJNkS4p5guWaA6SR5pLvkO3rbGabuet/5thnVANPxu/OgUrpWoOt9xyASvv5IwIe/1GKUeDapk29wix34ngeXKpMolVVsVe3J6vkuz6FKVpOhQ2+WlRztTb6pV+aeYAog2zma+RhknW2QKtEya04WBqHtLmhJ4hE2NO96XY+Hngi57RE7b8VmZywqtfEYGWG1+FpyJfvEyplXqTIJk1uD2RQ48r2hROaq5O6Jyf5kLkEKC9E9hhV/vGolVg0NQZrhsAJwrE2YpqbYANfzPRuEJTKtineeA8AVphobsOgEnu50pdUJHQfYLnM7wC7YWpjVWlzZDUld5nbBLTNgy6xTx/MSzg4E7/2zCZ46GJa7JUvPsneWli+H+TiWoAPgVXbo2N0F8ComX7Vkn+O9VWl7syrYLO/5/peZFhcmA7q1DoXwiIcpl++OefcPtnl8r8+ZQZXFQZDiMZRZsGaMrVwaA7kRmaMiSsZUWdq+ALegElgWwWahr3HA7WKmrKcfJ1GMWI1Fk/+sdFbyQ52khlGk0Ubj1err8TyPYbRInAzxvDGZkf9SB7QF+N0rbI3AUrAa2FWJMr4FBoUsyZlbVBwUXbC4lGuAu8hWOiwurfcdpYY//kyL2x+t20bKPGspPezuyWQdOxTbF+ZjICqrkAuLcZnisLobY7oYrwwvNVVpUrEK16xNKYFu2TwLPEUpUbTIwC4UWmq0UaTaR0aGV10V8cPf3eV3/koyygu0dfHB7V7w+aeWq0GuhPMzTcHcKvPLC4BnpdA5q+dJHreVzU0E5bjA5LUp5b9zwQ7OqukQiCxcPhvfrJuZYHbdLEmS4F19/RtpNFo8/si9nDx5K54nMwauSgwYs//WAPO4/h5n8dLzdp4LU0nLV/d/qQK7kCV5DYocA/dYSl5mrokMEh59KuR3PjzBMMq2ecgSOhXnxLED12pJq+pwdwb3ajCvSdzn0i5uwqcA/bgWL1nbaMuI9lFgpKPD81JaIZGpQguNFoo0UdQCzbvf2eFrD4c88KTCBCJLAoliI4hkLZDLMX/cSQDlX9ogCg2eW/s5kPPqQimyLKYpj6cRY0SRa3UzJgGLj+D46Nmfz/ewQIIwmpfecA0vu/GldLodpO/5+H6A56kSeE65aq5/3e7vSi22U8Y6XvFXlRrl/7eqW9zZh1Gp8edOQOmCu9hD3e6jbmVJ+VzJBE9Ye/DQCY//+uEJ5vsBKAfcDnuX2tvgDpN3s5drMbbLKpWMz9h/xwFd2oLiHLIkfy/fDJWiEcLuMC3XmEgrHb/cHRgkSY0iSRTrG4b/811tdm0fgU5BJ9W70SQaRhpGWtit3LUg0ZAY+5jvkpxqSEz+Or+L4rnOf2ac59pYSZXVjeTbqLj/jy4eTba1IeW/Nfm/L39WdNdn7wmpCMLA4jr3pz2lCZS2xoLIEz7jk/rXkiklW7vLiVyDuYuEjyNHCntrLMAUjt4unJRMd8sK8N3nOdATpEzxwoSVPvzqByb5zO0NEt/V3bnvLSy4XdekEliyeqvDDLaV9x1rTbj/8Dmpu5quJ7fC8hoQF/A5c7pp/AqjW3mSaoktcjIIYevGhTDo1G5c4knNd79iSC9u87P/RbHSz7RZXoytBUiPxEiG2pUkudZ26sARWflslt3M0vb28xhcT7xSm1I8X83UZpX8reLNrR8vfubo6DjSJIkuiq+kEIYgCJ/1lPjszOwsUiRV77lg3jWaDsbYumTisgHhXJ62rMz90FWHRI0z+TnAnfneeUBpm4dTlLBlsEZqPnVnja/cVyfJh6wI2wgA6hzsXZUibu/leHlsJTXv3CtS5TkCTTfKXD1jZK0MZ8lghuosEbcQqzo0KGd7SWrsBrOelrzuRQO++6Y+UieQJmBS0DEYy+RGGxKzBpObnLVzBhcV1q4weTECo2TgdM3nxrk7rG6ovM6Ze/zfptn7ozhlZnYWg/hsrVZ71hjwZtdv5fGHbztaqzc/OzW97s2jwSKedNyCInjUjtB39Lkb7WZMb3fXKgNKMR5QOoFlhcErGlxn0kgXr0stnjG3SEt5okrd7XkJGs0nb6vznj+a5HQ7K3YXWRuayJyTDNy+dJuJTcX7rqxglPZgJdM7HlAWr8cE+mpcO0mMKpO7fZF5lWE+jyQvpdWiOo1WCGkbgHV5XPPirFQoBHYTkzjWbJlI+MUfb9OPJJ/6epNEO9GDtCLaaI84syXB6u6cyRHWHVH5cylQuhpo2iDTKaFdk8Uz1jaOOnBYveK+GBwMOudF2mORxCkbN25gYmLis1+89Y6jb/7Om+0ePVLoTAbkBUvlLxiXHmsZ8Wtt/lk2FOuK3HEDS5E38BZB5tgmo1I7jsoYuFWKFE5QKZJSfwcpx+YlH7mlyf5DITRyve343iKzBYVZlcwZL6haqzy2dFfcXQtKFI/XoohxZK8F9DUYu3w9bhfm6XtZ9D1Kh8mFtvO9Re6LCxtwpkYitEccGy7amfDON3V54LGAw/PSSpUcodp+SaM9EikYZqsG0tiVI2s+Njp/LwO8yGpUMgeFAsxZQ4Tg3EB3bMQ8mHRreyogN875MJaY0tSQpIY01SSJPboewOTMJny/1puYPxqvLCpfyrRSVOSCGhfU+QXvMHb1yiq3eK7YhMX71a2gLaO7gM4sQ+WyuQvuUqYUmUuVcLYj+N2PTvDl++u2/kK6wM6kiYRQZllLUZ1UNb6deKkFx+4OeqvMvZq1n+tWZDYzq9BNdVeAzhp2YcbgObO7bK7TnJgyfS6sHk+xo9/SvuYNLxxx4B0dfvN/Ceb6zoeWUO4ja0FOzuSlpVEUW+VFaQZQuQYXpYsiZekMCcrOn3HbsOKVkwPZlC6KkwByJWKqDVJ5rF83G5+3fWtvMBgUXwPfr/FDr9rz0TRefl+jEWS1G65bspaEyPshz2HtqdUpdldnF46IK0kqzompvHYDyRLcVqJImUkUlRArzR99ssnv/3WLyFRrvPOUPNjZfT6m8LzdWSyVcRBjiZ2Cp4vVbCz4HAe1WBvnRVA5Jk9cUFf6Nsc88zxdv7ra0OptM+aulJpcZd64Hf/mCcHPfG+PH31Ll1ruqpj8MbFOi0kx2hAbGGaaPNIQG5Fp8KqDYp0WUXFRXN2tHX1ecUhcF+Vc7xvjOCjGujspRJHBD+rMLbTfd8Vlez5ar9dKBt+8dQ+P3/eHCCFHOvLodXUWzIsiqs2u3SqDP4dEqW4IurbuXq2/dfXRkSWWwfOAUjvZyqxxWCQIX/PIMwGfvL1BlGSTMZ0WNJe9rXMyNmNwlfZ22GQN9pYOiEswl/r8ueLLcZlSBbxdg03BzqUOLyZOFY8lk8ss6WMH7WSjGnIJo21+I3dXhLBzKNNU44UJb31Vn9vvD7n/6XpRB57LlOJDamWZPJcmeQYzz2Zq27lfJIJEXo9SsnnFG890tjSm2EGi2nW/tvZ2+KUoLEkSg1ABtebk6Ff/y4e44rKLSoADbNh8KZ4Xfq27fPTtkWcu1E67knBOR7k8OGl5aYr3KvZgkckcA3Xht+vVUsXxva1cydyT3OOWpXOS24FSpqgw5eH9Pj//3ikefCbMwJ0xtsyBbkfTudpbOexdcU+ogr04qA7IEauXy3G58i2RnUmP/FRVNHf203Edro3tq9TaDmnSBoSWaKFttjBL30ttirLa/D1trC63UkVZ9IwM110S85vvXuHf/rbgkX01q8ehzHTmV3MG8lx/B47+dnW5zI6tyYKYvMYpv17cwNIIkQ3JN8X7uTtZputLsBdkYsrDmBqBH4T7X/riq77W74+KY1sAfHbT1fhBUx5+9jYpRVr00rmBUHkCV/vj4+ztet9iDPjVPc41486JG1yWDL5alhS620+JtOBDn2lyz6N1tK/sVxM5sNdI6jidOmpN56RkjFK2jI1lG5MnY0fqW4K7EmSOvWfc98dsQukkgwpNTrlBVAF8kQWbmQYX5P64QWiJEAphNMIoZGx46dUjfuzNPX7uvT5RImxwQq69qYA8FYJIZhdABmx0mc1U2YHJA868o8eIsk58tYOSOS4ZvioOinuchXMMM5AnqWGi1ZCvftkLZLfXXw1wYzTGcGRq9vy5eHhydxQN0FpVLKzxlHxZaFWtM3FB7gK8APw5AsuqRHFsQeHobwfcUtod0VLgDz7R4pO3NYg8J6isSBPLKmUzg6O98zslmNfsns9bvJwLoAh8zp23/NZYd05WNcGz2hMvts1zEj7CZPvn5GyeSRtbOCURGesLI+18ksxVsc89BJBi8GLD21494NljHn/w8RZJKspGzHGQY6cRj7LSWJM1QmjyYDJjbG1npCjjFGMJUdiGRZDppO/dctpKCUi1YqA4Zok2NBoNLtmzcw44kqa6+HnxccPaJJ35u5/euHn7kYkJD5n53mWSowwsx9vIxmtExqsBy59V55lIVc1GljUmVc+7cE7cKsHMMYk0/I9PNHnPhyY4teik4seDy8zCskmdsmIw75TPQVzKlLVqb8a2Jhl3UiqB57duW8sR7nrhZf111RPP0VFl7vEA0xkWlJXQWs/cGfnmJoC0cgJPjzRVbJlJ+cUf6/CTb+0SytgWWJs84EzK4NMkYGyyZVQEnllKX0Oix9L6RpQBZ5Eoqqb13aCzTO8789GdNL570SepQfhNdu/ZfeSzX33o6empidUMDtCa3g1wxq9foOPkMVkJIqVZfUUxztRV+SKFdpoaymBTSu2wdq7BS6Z2tbjMEzqi9L1l3sjgGT7+5Qa//oeTzLV9u+XCKua2gWXJ3mbMEqQoLstHOo9r7ercwfx9V6v87Zl7Tay7rkrhoDjbm2QMKXOpkieD8gSLcQqwMA6LZ/c84DRkOtxq99xKFCiSyLBpKuWX/nmHhbbkL77UrEbUazC5QRJpq1a0tLXrHnZwkQ08s9mGuWTJU/iZDBay1OfgavMx67AomzVFfkIKqPmCF1xxvr7s4p1nxk9EBeBShhhjfq43CF6cpP711lem4mdX9HXuqlT0eCY7cOQIOLJEZxfLGLgr+ttkUiQPMDP2FllgKVJUoNl/xuMTtzWYW/Sh7lqBsgwwhSwzlsJpZKho71KifKuyWFnF9Wrguz/kHMD/G9grq61BmxlEuOy9uk5cOJJFi1K6GC3RQCpyR11m59JKGGGUrQM3hjQybJpJedur+9z/SMCBMyILOlPW1OSAQZJkF0DuqpQ/s0FxIVmEKaZkGUH2Ga12z49hrs3HXSurjJ3hn9IQ+JKpGg/UQv/nhKwe2MqYH+HNcuzQ/dH07CaN8G3CgGo9tjuXpJJxdORIGSBmoHbqR0RRPFVKj7zsteqSZP8mDypz9hYpKtQcPOPxq38wySe+UYeaC+h8/EMOdkea5LUzOYPjsLdYDWRXhxf/Hft3hRRxLJQyGBKl0+Kgv5qCX52qr5TMuro8f00ecGbSBDcJNL7XjVNmW9yl0/bmTslSmWzxSIeCt71syC//VJtdmyKIHKmS++Q6Ln1zozGmWr8SaYize6pLmZFqQaLHfHJT/puifsWpvSn8dV1KnNzCrtcCtm7bou+4455o2/qJCsArDA6wafuLiKL+R44eeubyZHBoQildDLgclyAwLk1WB5ZuUFkJOAuLcJy9NaISUOqqNAk0h856/If3TfJXX206NmBeQDUWWMLY8Pq1bcFz+t2urnadlTEmdmLOClG7z56LtN1iqwraccG9xpg3MgbXebq+nIhlM5pZK5ooZQrklYY2IhUGhM4/aZYi1wYhYt75uj6+gl98/xSHzgbgp+XnywuxdUa30sNgQVz64xQBp8ZmOVVeM449P3ZgJ85A/XJEhHECyyKdD9kELYEv4YLzN3dueslVH2k1G6uO66pBbbXGOvqd5f+184IXLNXCBN+3k1nHM4yVdHqF0asVhTYYLQG8VgApC6Yed0vGwB1acP/i+yf5+FcaaJlXCJaNwyXYbemfJ8b7LMcdk7GZLayd1Bln7VXFVsUF8HdT42tKk1ySUGYxqbB1vhVhHmAyxthrM7sxstz7pwhEy8AzTRVowdtfO+A//as2OzfmTJ46TO5mPfPMp9X5sYaRyaoR86CzCEDdADMfJlqtLy8ynrrc2jwPXuMUogSGieDGl163tLi4/L82b5xddTy9tQ7yuo3nM+x5UW8uRCdLGGw0XuEjR3NXmHycvYviKl3o9tXWoMPcmeYWY+D2fM3BLb3DtgAAKNBJREFUk4r/8/2TfPr2BkklgTPO3HIN1yTT3oyl5B0Zktequ2C33231GIXxjNoqN+VvDWzL0O5rt4XNrcZyXZeiKcKZaShwG5PL4quczY2QaJ2ztdXgxkibRNKG3Bu0/JugRMr3vaaPrww///4pDp8OViOnaKvJ/3+JRhJnwSfFb7T6W1Fqc0U+PD/r7c+7dsY88HJ1E4U9uGn9JOeff1504a7Nax7XNUdtesHEwOjld63btL3frLUJPLc1rCopyiDRFFWJhcctHE3uSBMhqv52Ce50TXArpcGHj9za5PN3NEhMztxOUCmrrsl4KWylWpDVaflxFl+ruIq1WP1ciP0bgrwC1rHX+TLuPh+XKKVlJpxHu01IXi9e3HVpE5q8YdmxEHMWN0ZlNeTKPk8VvjC86RUD3vnavqVmPcbkOZvnz43OdLll5JGBoYGRKWvK85qVwk4cswYL29A4+jvT4qNUcLabctkVu/sLK513TU+2Bmtiea03P/zZL5nYTB+ckBsP7G7UrpyoWdatnr+SuVdlN8dqTfJa8iq485/rDNCZu1IUVOXlrxrtCT5/Z40//2KDQapsCWDFBjwHuNeSJm7wuAbg1wLwqvuYVeImeVwt/q3MkjU1dxY55Xq7TPyULL0qGeT8G1sLbp0GbUxhEWpHh2uTZzKrCSC7DYlBaGvaCUo2T2NNI9D8wOt7PPysxxe/2SBVlImgtdKzxU8ywMq89MOCV4kyy6mckoScvXW+cuY63PmNqYaN6yRvfKk68OqrFw8e2veZNf7yORi8N1LcvPPOs5dtjv5FWL/cDIayAGjJ4ms1LOiCuQsQF/82HfO5nWyk00epsiE9ObhTD75wT43/8DtTPHMoHAN3NiKqAnALVlsGa6oZS1Y3U69VAlsB9xh75+hezexrQPlbsfgYuMfT9OPvreryGX90LMPKjHGT7fujqy5KZaBnUYUoswy2rTosKg+NRxpJLtsV856fbfMdNwzwUp0lgsaSQSapvtZZC5mmrEg0WY+nKXV5mlcnmjLxU/Zy2oUjyerSayrh+ot2mEeeMP/iX/zSM2ebtTXxvTaD/8vvfS0ri4fYEEyli6e/ydzhZ/CyUQ3ukmdPtJuur95LlyRj6sL3Th3XJM3sw/x5WryXeIIv3F3jl983yROHQlvAPV76WuhvWXFNPNZgb0d7S9frHndIxoBb8bqpPq/gudDlzk/OBXJT/Vml9qR4r6z9XlU2m9uLomorAkXxU57GFxmT5yC3zomVKkIahMk0eVZ1iCRj8SzpLm1bmZDAKOGqnRG//m/aSAlfvLtGIqCYWUhRP5DdlfOlJUYLElF+X4XAJ9voSud5BqvVx1fA1NjkkdIQoLn55dfwpte+KJ1baLNpx86/OcABGs1ZvGDycL2W/snGDf6PhGqOURwSxT5pKh0XwRQgzzX5apminZ/pbwluJTU6sAfvF39nkicOPxe4y6BSCFtEFYwHlqvkyVoW4Rplsi6Y12Js56J4ztvfMugc98bzE15tihBrSBRTJE/yOSuFXQgIZZlamLz2qJyORW4hZhNahZHZI1lixy72JgP5NRdEvOdnVzDG8IW7G2ifc+iBtQ6GIM0FUPZ5PaxMyQEpKbdZEdmlFmvoJTAYxlywZYqRVn+yft3MYaX8c/61c34kP5zi/oe+PH+qPfOZWx69gvf8uWB+JbVjNIozuxrcsnIvA0hRyBK9CtxqDNz4gs/dVec//M4kTx4OquDGBbZXWoKs5ZqU7ojMHZQ1rL+CzZ2fWeBWJ8aOM/e4lHHrUb4liM8BbPfnqwBM7ilXwV1ocl2+X+7rU0qU4rVeIwHkTK41RbCZB6Ayc1nKuhU9Ely+M+Y97+7wxpcNEPneNyat3nFf5wGp/YA6CzbjPOh0AtCU7DsUCTZDmgo2To/4jz94jPf+23W8+Kr6Z+5/+CvzszMT5zzOz3nNnels5byLXvalpw9t+N0zC5dxan6CUezbZYyS4Vxwi4qzUtXchQaXif13GbiFC+4A/v/tfXuUHcV556+quu9z7p2ZOy+NNHoDQiCJx+G5gDFmsYFl1yYGZzfYgThn8R772DhZx2sbsw6OMbGP4wUC+NgEHD/wOtg4YC84EDsOEAECCwwSQjz0lkaaGWk0D83MfXRX7R9dVV1V3fMQGjGAU+fM3L7d1ffR/avv/r7f99VXP38yh+tvacZL2zMQGWpLgAnLLamJnHpmgpuStPmWtqXW4V8DxJa1NkFtAD6VjpgBHeNkF+8Jv9Kw2MI64O4jCeseFwkyS0u4CVi2Nm7vd8vAqT9zJhCTUc4I5CriiRrB6iV1fPXTw7jsnCpIQ06/EQbQucPRNfCF/IWJQd6QIFe8m6vvLu9nk8/R3QScsWIZTlvRfNvJq8585PRTWqY0JN5UB//zu1dj08uvj3/8qgs3vvyiqAe1sczo2ATy2QYoRWTBXXDDzDnh0ax7RxKkNNR0RYObcQiP4OEnc/jibWW8tMOP6hfroE1SLTHTYD3jz+XdCToC47mhe8cTpVPkwhSgutRkKn4+sxb9GCturaVww4IruqItOIl5utbBHWVFzwQy5MSItqiqWBEXV+F/oqkLoogm5cZzeenlpAlaD7FqUQM3fWoEIRf4p6fy4Ja6IoeokFKu1dRihQSBNaYJPJVQJa+zR4FChqNIKPYOnVTPVy7euK9353j3gtOnvKLTsqZ5nc349Y/PvWvJwuL32iolRAsFIUlHqK11m/p2DG4jQqnUEqKkQOChp3L43C1lbNyWicE9iRQYURWiAR7VFZRBhIRyokA9ifV2gByB1+DY5nGnnxvGd/3LaWVC57mlgQsFaPlqCcpCkjRF0hEd6QRSrLhp6WNNPO5HDXWFxVZdRjoFN+gKZ+A1YPWSOv7606O45OwqmFZXeIo+7v5xbclDac3r0pKbeSpqgalCUwsaovi95sqpd/nZ5mlNhjddh0pbB0YHXwGh3tN7t7x2eWN8V3u0ckIc6CGGcxk7lOZ0tBjkpkNJwMEyAg0KPPJUHjf8reTcLripKwfG1ETxbgajtkmKY5nIN4FSfpIqShpPT2QHvjETPTXKUzRxU13RgR+tqBhpsiLO4BMc4JFiGllqJlKtOZeaOjGoCzgFodHiVpRTCHBwZUv1THtjlKkIZi3E6iV1fOWTIwCAR57MIwgB+Dw2SBx2Oqa6jgIAKASReSz6EsiDXE7V4wTl1s7955975tPPvfhvaG9vm/byzsjvLVVWIJjYdE9H96pnm8s5ZDN1eCywOHY6uLkh+6n0VwluEoJmBXoPMtz3qwK+cEsZL7yeBu5JrLicPuYGdOzIpKl5Jyc2JKy3y7strm3zbtPBdI9b0ssMxoMV8BGG5Sbxc23RnQAQhMm/Uyy4cj5VhFNr4LE11+XfrEpZRsahtuDMcDiZfq5m6vMacPIxdXz1uhFcedE4uit1kIZhyYUxa99yRCVvl+sCcYOT1zjBBCcYagB+qQVnnbnm2See337PqWuOmZH9mNaCq5YvHQOI+u206p88MVrrDngGZgTTlgLNLMEUy01C0CywbZ+HG75VxuPPZLF70JtcCkScPKXQSRSoYQR0kCy/ZtUWtKx3iiSorThJApsQYzuGrTsoYIAf9m4H0Ta4hdNfA5Y4gR+Xjghh0BS7diGRHD1K9nMnL8cTmInUlyEoiAgNSx5NUqZcfh7KZV65/ERG7RT9WI0s+df+5xD+dV0O//tbJWzfR4CM8eVkXrtlXtX359F95gAaiNQUIQDUOUrl3N4TV/Tcns9OLgu6bUYWHACyTSvheXg03/HHfSy3HIhSsGKH0gS241C6lptlInB/9rYy7nu0gN0H/GT4fTLLLZHjQfJuqoBtrGuPWBa0NG4DsPbMJMf5hLFtUhOXk6cAeMbMxVBJ3F0CzmsZDmLMye2+Sq62AWzIiZYVdzIMuam8UM3dI+tsRjllsMjh5NqCy0dRBxa2hviv7xvH1z41giXz6lEYUjgyIk/h48ZPFhdAgCjIdPLKHtz4icv6PIZHzzpp6YwBPmMLDgA0tyYMq/1Xk+xpD4qxXUsoCwyrF8/iicP1oeVcEhKCZYGtfR6uv1NmBRImaQmZxHK7yomcCa+sN5JSoF07MUU5SbHcLsVI491RnzQIT+VOvjGybjmPxkvE4XkiswBNvVvo6Wq2igJd7dW24jQK+EBlIkIHfAQATnmktOiAUWQPKZXLvScseMzJRY3D8wQuv2ACQUhw/e1lbO/zbUsO43zzOhIa64MiWhDssnOP337ycT1XL5zfFuIw2owtOAAM7XtSNDZ2veix4StKzfPqGW88Eb0kUhYk1FVOQrBcBO4v3F7Gjx8tIACDXnJsMstNTUcTzkoMRh1zA8zu9LM0mTDBuUkMYOICO42bq3OcX4aZROknR7XNxy0L7QZ8tPUnBj+PZwBF5ySrX8VW3ObsVj65kXOuq2VxO/vQDALZltzg5AGBxwX+20Xj+OonhyNLXuMpASFZ/Fwr3+oLhMDEOE5c1lEfGBm7YtGC9hcf+uf1YtrraLTDsuCt3ecgGPklsqx1r6hln6se3HtWY7wGwIPKC4/oikqRjcuqNTjw9AtZ/N0/FvEPvypAriWIWOemk1tuHc2KtW49edhcqY1A0qaktbbphUgFegKs+jE+2ZIHTSQfgapi3TFVDESDVyLa5OKuFi6iD5pYPFbNnHHncJr7VClmijg5i8YWm1KACw6KaOFZUCIXk53KkkfKDCiAMASFwB/+xwnUA4K7f1bAus1Z1EMPsnhK9CFICO1Vq5sRcHS1ZXHxOcc+d95pK/ee9cATuOy9px3WtT0sCw4AXvkS1OqkN/TP/Xzdez8mqjmEIZWlvJTF5HoWPPVC1AXFPQ814Y8+X8G9jxRtcCdm4piWWyrV0qoa0LdoiquemGtFJivECjuxCjGV0b+QKdRFY9gEcwqoSTwqJu2TBuw4kONYaMdiW9TF0MG5ISNyk3tb57lWXHFtg5eDpFt+peyY2rri7jydk4fci8L6IQFCgY+8dww/uvkgrrnsEDI0sDMROTe+dBTbKPoE1175brz/Pad+HoL3/vEHzjtcuB6eBdc3gx0LZFtf5bT3fsEWfDAIdoAxVVNcTR6OyqkFguA7DxRw090l9A/5UUhqMl0bxnNFtqVS4VITsxKsArBb09sEN2BbdeqAN7LIxKIsSDkeY5xYOE9VTsxBkQJu4oA89aD5MyF1b1iW2xwkUR9l7a3oppW/EisqXBA91zFWVGRxb/WokrBURqHi2/JBIOrDLQselc0O5WJVNAhBGUdPe4Avf2wUvgd8+/4mBHUAWcj3YlCBRAQNrFzWjuMXd9x/+ppjXh0YGHwjUD18Cw4ATeUKRvf+qJfR6nWZfPcD1GuRH4zLQvQBmBdiZ7+Hb/yohJvvKaN/WGrcepqZW7skhXMj5t2+CW49M96QBB1VJHU6GpLUxARxutNJYjpiWP94ACTRazMWMpURT2I7xZJbla30I0nSDes5ifvomfc27xaOpY8VFVizgcy8FJHGya3cFZubR329KJ88ZAhrBF3NUXGhP79qFAvn1aIVJnQeOYfgHF1tJSxf3PXAoYnwupvv/EVvZ+f0QZ209oYsOAB0LL4KY0O/25MrLV8/svcfPoBaPzJ+Ax5rwM+GePplHzfeWcYTG3IYCzxDBpTA1QA29pnbElXM4N3m0n7xItSSg1vr6ji53ubSI7ANqm2hXSlxEi6ehmgYL2LtE5OfN0WXFBVRgxCSWxPEzzVPV9xbglYNwJh/m4PBzFGBxb91pFRKOHFfKVMSIo07BVQeN+VxPrmQN4MT6NVBCIEgHKIeoqvEccOfjuD8M2u48c5mPLNJ/kSLKLf/1ON78Ocffd/68Wp9zwVnrXyjMH3jAAcAP7cAfrb9m/VDq5fV+LZrtu57nfQsDPDKZh+fvbUF//a7PIRPoyWzNYiNPw1qArVmThzQkeCG8Ucmn35mDAuDspigdlJiDQuv6YeJcAOklpoCqbQ4x13lJflkanBrnk2M/Rq0ajviJ8I4pukKiUGppEUuDClRAdsAfwx2oQNKJuAVZYk+jpQROQUoj8L4MgLEJRGgkrpEvqhcgZlEhUCJopsgMpclRIFxXHJ6FcXrBP7iFoFXXs+hc14VTa0rxPmnH/f3Z5y07Jv7+oeOBKJHnlFxaP9vwBjJbts38psv3Xrv2Scs7MMjTxexbmMeIuPZwNYAJ0nAG8lTytHzoSYvJNeOt7apCXojD0VadaW0uPut1dQoSTkm+b8qhk+jtFwm96s+0RKK0ZxHJut1UNmX6m2SfB/zvczPqpZl1O9hLGdoLNWol38xF9HVS5+r/ZMsXmAd5/ZxcyaWsayMGeMgxrlmHhLR+7ixD/q5TuNQlJaGoJkQ617y8fCTWZy9KhuM0g/fG/onfAwIah++7Iwjwucb4uBma2q/APsmzqp5hfMf+y8XnFI9YbHAc1tyEJksQLMAzQDMB6gPtWx2OgePwU0dcDMqLPoxVSiekCR4LdqRxreJk1tCbKutTIFFt10PczashWymFU33QmNVQ/WH6msFfkwrnaaQOMEgnZsCoy9NRDsnzTnXfY3Z+maBTx6t8hYEHgLuIQgzaARZhLUM1iwN8PKuAg7UTtvV1dz78ZK3/YjBDRwhRVFt6fwchBi44dhF7wvXP9P4Cy/7eqZez0Iv0aa1XIMDGBJgtA2LlugSx8pyQ2rcSAZx4tRXYYNXbZOpnUv13tamMxgUgOyJEUT3t7T2aXjKVMqJS8fd8L11iubZZt6KrK+i+LjsYE9nM+gIMaKhxODchjzJQUEJj6kLIXHQkpOoRLisbM+pLOYponvHIeSCUkJer+izkZDp7xeGGYxVGzhl1bvrlQWX/2je4u76e5YUZwOaswNwAKiOjwW5wslf2XHwQNDZNn7D9n2jFB4z7oKqDWa5cjElgeFQIs4t8RAD2l6BQTizcYSmDfY0M5EENmLLnhqNNIGpH4j1C2A3Msm2gVwDlOYAEM6j1T0hAzqqigHoOG025s+qQGVUVCc6Qat/xHAc1blS0tPvpfg+pKpCAQ4RFdmHiutE4OdCXj/lcBKqlzPUEW4JdFX6Qln8GufgWMA/8p9OvLnRtPyvaX1XMFu4PGKKolq+uASP//a16nHLVv7jZz96cWN+W5H74KBuUR64XDwO2ljglpMX0qaaJfK9YVh1GI4mkk6lFU4nyu1JWmCLsli4JbqPC2fX8TzcZkqEdi44Ubs05YDRL34kTvQo2idk2F39EnDhDBYdLDKKeRphezHNnyokZAaQEsuLS1kxNAp9BqGHWp0hEB0gXteNrL7l6/nBm6rLFy+aLVjaE4uOtH33O7ehs600XGkt3rvxpW3jJAzPHRqtgisKAhNpiMENt0hPzLOZtNbuEtsW3yYC7vLbZlRTHUvsU05gGnenzn5C5Jgkemxa+5TjSeJqsnq1AuN43M/+DmkJYCpAZQ84od9HDaSEH6G3bd8i9jGIjtxavokxOJPPhXVMbcfNWiXU+DPeyAikCUHRCCgCURHU6/6rYqnla4KPTMw/4UuzCcnZs+CAvpnVQsZ77ft/c+2mP7v6wokVPQVQUUdsWojGuYpO6gglYrVEO49wp5nFc/VS51AaXywRlndAZN4Ui564oXYXTNZNm+xi2O/rNjeMntaEuyHs8xOvp7qkJGYlnE4YASDX4TS0cph9LcfSdU7NSctGGq5KHZAZipD3hYsAY/WmBryem7P5hV8eHQ2q846/cTbhqHEw6627swXbdoz+4PKLz/vcXV9cNLK0YySKVhkj37Ta8Wz4uLSDybtjUIqkxUvRt60VGVxLBNtR1Mdda5mybbY3rHsfThPxgzllzQIuHLBbeSMu0ONsw7gEnKGuaFUG9j6TkpjqCsxBYlOWUEcxjUEhI5yMBugfDvH93yx8dOnJD10/Nn4gXLT6i0cDirPnZJpNqQuH+u66bcUiny7tWXjjtn3DZRCip+XFZY2FYa0NRYRIlQTxsSkLZAKONRaT9gVca+xYdvPFAAv8JvhI2v6U5zNqZlBHOX0k6ZQm8lRkkAdmpqB5nnIiIZ1G2I6pOyVOyPtnOpl6KqVUZeSmzmOJ9Uxi+cVcIPLBZH4JFwBCggAUzS0LR0ptJ/3qK986BUtP+tDRgCGAWebgbvvqN34BLPzoukql81Ce4V29fQczkYwUzU7LEBFzb5q0zKkRS+tP2LwZSHJxavNui1M7x+NfAOKcS6xj0XlmjRQiAz0xx7YfScr+lEGawsGT/Nns5xQmUq8NksrfFSVzz5cvm1CJ0gwAAOsc/UgQ/wIomUb+vkbqVgT9RoNA+CeOtXWceP05q/jfvuf8Dx9NCB4dC262JZWs6Glv/1Ylzxo1jtvWPr/NZ9ksKIQukKmy2QyWnsKt3VqCItmHqosv9E5tjFNoylQWPj439hlcyhPd7CnM9XSm3DksYHNG01grnZqYIXzVT+WcSP0biOttxxIi0Y6iOllp4HqXkZgVvZxIWHQYb+MmfwFG0AkkjnzKaCcjE/DLqxvcX/OZ4eqSvyN8cBLvY/baUbXgAPDQA/fiuHddyZceu+wF0ZjopSK4uLdvmBV8hgITyDBZYs28YkhatSkt+QwUlEQdcMdKx8eIpbpYFtdSVkwFRb0eMXR4YiguxFJXLD8gzVI71tK20sZnV1YYzjlwXk8NUgXDFOtu9Umx4npw6/1CfseIC5ljOVqNgel5oIQI+N4Eii3LGrmm4z7h5Vd/N8e2B5WFHzza8Dv6AAeAx/7fvTj5rAv5xWd1vjAeFPoowUXDg0NeU0Yg50UgjEp4EVmDg6SDmzrUJOUYMRxVM+3FBJKiINSlRTRJTxSYYskPGrj2cWLRFqoADpOm2AMmOejsXwma9pykgM6hIapCa/ze0X2gErF6vwSqvt4avOYx6P7RtllLRgXXhFa7BAjCkKEReGgEHkJBQAlHvrS8liuf8Klc58q7vcZrQbb9I28G9I6OipLW/vITV2Dtpkb49J3f//YFpy7/zBknLDhUygGlTIi8L1DnBFW5MldoWnJ1UYH0vwSVSXJZDQbnuNqRkPIMeuLsTlAU40Mm982wWQEeQHuKyXRZYndRG+ZzY9uUAKP9xJD90qRCWyLU+SemImOpM/HnIbIGvMdCeEygWvcxMpbBRC0Pkjn2EMmt+cyDP/2Xb48PDISs5U9mF1xTtMO4DbPT/urWn2F+q4dqQ1xXr43fuGHDhub+wRG8uj/AriEGAg9FBmSZsAI/lMa5KcqiKmpDaax7pzuU9nNiWHCzj0tPFK2gRmCHGrREBYSIfjStufl6NEGNVKCJkEmoFI1Aw1wapb+/MM6XsQKdhRg/WucY653q7EG9Cp553Hg9K9sQoIksw+i5x0L4fgMEDfQdzOL1HV3w/PLYooUdazvnLftlEHq3NOVH0Ln0qjcVb0fdyXTbDdf9AQCg0WjcGgRB+MMfTpzCws1XjQdbsl+/r4DegxUU8rZFNrVqtY8a+13u6nJRO3xuF+ZJs/rW+2kTQCxzEPWbwj6Ycl/85ofdBKCX8DBfFzAlu2gSMjF0xshBlBxZ6oGxDAjoOZ0Ecr5EnDcevYzQ8yji7EajLAXiY+onIp8J0T9SxW0/LSLPCvVzT5t/677B3JdOO//yWcstOdz2pgNcNd/38cSjt92+pLuSm9fStGvzjswN9UZAPQpkmZy6SdQdhdadbb5s8tKYGyaCN0gOAtOhsjwvJLFo0yBivbbVL+3caa6DPq6zAZPnKAqhPqYFVNXB2K/1bdj7VKUrC/zx6ZZSo1aIoACsYBHMN5G18TkFQiDkFEAAsDLOPvfS8eOPnX/L0OjYnIF7Jtf/qLfNrzyH9pbCql+t2/rbz936L37tUI2WM9HNC2VJAzWpQU96SFFN3Pon5k+961xa+9UjUuiJo6aYkyAsukGUwmLmnxjn0MkpivV5zUFrTGSwVSRhfC5hO9eJbYOOJKiNsCkJNa+huYBvtF8VW7XXaOI6cgkIZDN1NJUYH89dGbZ0vPuTbc3N93CgwaaTS49imzMLrlpL+yloreD1Umv+1C9cW7xy22tbvvTY2ufI6IRALWDgAHwaLW9BkAbs+MZMKUkjhXa4VlntNiy8eb5pXi0K5TijR9r02xgVY5XubQcyidaqYVCHyBrbVl5VnzWjnGbkUtEMASdyKd9f1xOXL6gWAhaCYqJKMV7LomvBOaLUtfjL3c1LfoJM81aANxh5U4S6SducA3xeGwGAal//gU2XnvuumzZu6vYLGfHZtes3+1sPHMLAsI+yrIUfT+kyUmPNme5IcvFUXq76wVFXEP+zwW3D982yRxb1diiKxF8MdjMxSp2j6IgwPrMCugoOAXHYPoIwAJU3Lotzkoi6RHJi5N0zypHN1NB/kKDWaK7lSiv3t3Zf+L2mjuU3VceHgnx2zskBgDdRJpyudXW2oa+vP2jJ7r7h2muu+OY3v3jpszddK+qNxhgaPAK1R1WZNpmYZa5KTJDKf01mbVlxOBadJEEPc3uaX4i0Np0PaoJxps1cGNbKGYedMQjjuFU2wu1vfiBrP4mL4OultGU+tyAgCCEwih88tjAYCC/5MWGl47KFtr8cOrg/yBdbjxgPs9Xm3IKbbd68LgAQO7f84nPHLvKzw2MX3XnhWTuv3rl9L6uPjcDPMvieLSikemVOS1NTYotO9L4E2GXHqQbREbUZfPZEd+FabqWgRBabSFRrh1U4oJXWmjjlJhLvJfmNmukDQkFDIQvAcmSzzWhuXh6+94Izv797qPPj48PF2unNbx1gq/bW+B1Jaa/v2o9yU7556459n7jnhw+f2rev74PDQweiChSgCLm5jHXc0icvJKOXsVPnTkAgqs6npYXr6CNNOpKuvq6P0cl1cEIxyeeB83lEimPs5Mi7hf5NZ5MoPV05pzKmkDLjXh1XTQDG8t8EQSjAaIi2tha0tLbfv/CYS5/LFuffwYPxYZbtnmvIpLa3LMBVu+PuBzFRbfQs7mm7dWRo8A8eX/sMdvUOgVAPQiAGOmxw6BlAMwG3BLQbxEnkoiAd4AnwHoGKkgzhm4vXQqsdJG0gUOccRzlRIE6Am9qUj6oFqSQt4QKo1zkCUcGy405DpbX5ZyLouw4ku3vRisvnGiJTtrc8wAHg0KExMEYX7d7du+yJZzbd/PiTG07fs3s3FQCpNSiCUElZMQhcgCvnVPpIsYW1AOXmwBBNV0zg2ttx2q1KU7UsOJka4FYklSIB3MTCWXpwuiAX6YOCxhIgS9RPgY5EMgPwTNZAaQQM41UGQiA6Ort4qbLm2eb2NZ9va+/eyjnfmcvn5xoa07a3BcBVe3zdywg5X7D2qee7u9vz923Y+MrSJ57bhWqDopghyHhCFt6RzqgEEaNE77coC8Wk1joK/SfpSYT5ZH44lQnYaQAnlMaDajqAI6YjSfoR79cghiOXqtcwa8loix1vMwowprRtCWoq4Mmwey5bx1iVYCw4HvMXrNiWzwx/qHvRyXsJoXuKLavnGgozbm8rgAPA40+ux3lnn4qBgYNrDo3s+O4dP3yw67Hf1hegOoQME/A9qgHCtPJCLErAFD1x8lMiYCiQOc6lSTmIkaE3A4CbeSpmvssRAdzK6kvycYuDm7xbAp+xCNQe4xHQVWAHIXw/xLyODF7a3bxn0TF/1Hfs0oV/UmhqfnHPjt+hZ8kpcw2Bw2pvO4ADAA9qICxDzrv2VfH1/yEu3fTKrk//9rkNq/r7Brr7BoYACGR8Bo8CHiNgLI5+Mhpb4hgwRAeRYrmQxHKiAfq0aKamMzAATk1rPTnA0zg4ASxaYvLr2AFOXwKRkKQDGidgCV0aLgK3gOdxeIyDIAABQSbfiqZSZe/8hSdszJcW39LU2vswcBGpVgORz8988ae3SntbAtxtL23eCgB/+sivnzln/+DIFRte3loaGBhCLktQzDGtnxMaO4kJ3k3jBC6Y+dGWFZ8e4O4+NYBM51T9uripBKYza/FwKuwBCRvg+n3Nz5twMA0eLq257wlk/DoyXoBsvgXl1uWjfrb5p50Lz1gL4O7WtmVzfWuPuL0jAK7a4MERv3//0NX3PfCvq8arjU+9svkVMjE2jFyWgVGqC2ISB+CmekKQlIbTKIrKPzHBb/aPfyWmL75pUhJ1U2zaYQA1haK4N5QYA4NaA0RxdAEBDkYDtFcK6Fm0XIBkb5u3+D0bc/nW72VypcZc38vZau8ogAPA+he3IpfLtm7bseecsdHhD/qUX/PM+t+Jza/tIuABcjkfakIupSSmLIjBMun8UBPgDhd352ZqMNOpAW6qO9ZNcSx5DFZoymGeY9ZY0ecwaAdSHaQ0QDZDUSgtEkuWrya5rPj7lpam+0vl7rVBUD9YaD5urm/hrLZ3HMBVE9Ed7zpwYHDR//3Jzykn+bt4Y/zY7du25AYOjIJzDo8ReB6RTmgE1mjJaLlkjMyxNlUURlVJZWJwZuK+r6Yl6rUZswHOmA1wag4ulV9lWHZmAFzRDDUQVP1BtTqDoiiMCvgsoiJcEBBWxrJlS6qtLdnX9h8M/vupZ1zCm0qtOwH0TTl5+m3c3pnfymm/+KenEIZhx4KupuXlUuEHr27Z5a99cn3LgQMDzRABolrVAozJYpANjiAQhhWNLb1SZCKAx7waADjn0bpKkA4ti/ozRjXA1WsxFv15cjuazxity8R5nAloglqdp5xF5VQCQBBQ1BoEQRDV5GYege8RFPMeOjrbhxcvO2WoqbmnETTGPlLMjGwhlA109vyHub41R739XgAcAEZHR1SKf/7nv3ysfs4ZJ33s+Rc2fLS/ry8AcNLu3buzjNSx/+AI+g5EC9x6EqCEKqASeJRIkMX7KI2y7+oNjnqDgwsR/TowAt+j8LwI4FqJkRbc84CMB/hSv+cCqDcI6o0I5FQC2mNK1xfyuQBjeoV6eCx67B0gELQJHZUCFvT01IQQL3R1dnnLjjnxnt4dL3x78YrzMkJgAhCiXCrP9S15U9pbKtnqaLZSdEMFgPG9e/vged4dvufd8YcfujxTrwff2L5jR+fY8K4FO/pGzt3w6iiG+/eAkQAjYxOoV+vwPYJCzgNhHhQpoZTAYxQZPzK/tTrHRDVaOTjjR3q8DxlJlR4s50AIASKXXWRUIOMLZP0o87oRUIzXItqR8eQKaNF8Apk0FS27xyBAqA/qFdBS8lBpCTeHXoEWyyv2rzlxya4FPYv7Pc//zCubnq1nsgUsXH46Sk2lOZ1dMxft98aCT9fCsAYCsVIQ/5pXt+zhDz/8z2jUx7O5fOnavv4DxVyWYmx0EIODg1pxyWV9lAoeyk0ElXKIx16YwI69QKWJoVwgaCoyNOU95HMMPovyZqp1Ds4FPI+ikCUoFYBSMURzU4CWpgls7Q3w2PoiWkoU5aKHYp7AY6FcxY+jUqlgQXcF2UyAfLF97MDgoe9UWovhsuXH/7q5Yw0Tgu8EsKFYyM31JX1LtN8bCz5dYywLAC8D+F8AsOnlrfA8lhmfqK7fubu34DPSELz6Ac7F+4UAgiDAiy9ugM9q6GgjOKZnDHU2gRceLGBifwOkDch4HkQW8BlHcxPH2DjQdyDE+ARHqchAhYdCFvBZA23lMTQ3V/HI8zkMjudQaaHI5Xx0zyvhuONXgVIWrSoM8mClNfdA1ud+uaV7/IRM/ic8DOqVjqVzfQnfku3fAT5JO2HlMgCoA7gXAEZHRwHgMSFwJwBeq9exc/ce8NoQikWgXGrgzNWMjOcu/j9bX9tzfHc5DFvLHkpFD81FYF5bDQNDBPkKw4GhAF2tDKWih3IT0FYO0N0xwZpbuza/3rfuz7xsQWSzBLmch7ZKBWtOOhPM8yEEqBB4jQDbmkqlub5Eb4v27xRlFtuzL+9CoxEuf2rdhnxbIUBz0UMhx9BUEOhur6J/kGBnv4+BwQDzKgzFvIdCHmhpCtDeWkN715oJQr0tfmH5XH+Vd0z7/4v6A34OYv7/AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjI3OjMzLTA1OjAwT382/wAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMToyNzozMy0wNTowMD4ijkMAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45267000
{'hecke_orbit_code': 274911461514, 'n': 1, 'trace_an': 40}
-
id: 45267001
{'hecke_orbit_code': 274911461514, 'n': 2, 'trace_an': 0}
-
id: 45267002
{'hecke_orbit_code': 274911461514, 'n': 3, 'trace_an': 0}
-
id: 45267003
{'hecke_orbit_code': 274911461514, 'n': 4, 'trace_an': -4}
-
id: 45267004
{'hecke_orbit_code': 274911461514, 'n': 5, 'trace_an': 8}
-
id: 45267005
{'hecke_orbit_code': 274911461514, 'n': 6, 'trace_an': 0}
-
id: 45267006
{'hecke_orbit_code': 274911461514, 'n': 7, 'trace_an': 8}
-
id: 45267007
{'hecke_orbit_code': 274911461514, 'n': 8, 'trace_an': 0}
-
id: 45267008
{'hecke_orbit_code': 274911461514, 'n': 9, 'trace_an': -4}
-
id: 45267009
{'hecke_orbit_code': 274911461514, 'n': 10, 'trace_an': 4}
-
id: 45267010
{'hecke_orbit_code': 274911461514, 'n': 11, 'trace_an': 24}
-
id: 45267011
{'hecke_orbit_code': 274911461514, 'n': 12, 'trace_an': 0}
-
id: 45267012
{'hecke_orbit_code': 274911461514, 'n': 13, 'trace_an': 16}
-
id: 45267013
{'hecke_orbit_code': 274911461514, 'n': 14, 'trace_an': 8}
-
id: 45267014
{'hecke_orbit_code': 274911461514, 'n': 15, 'trace_an': 8}
-
id: 45267015
{'hecke_orbit_code': 274911461514, 'n': 16, 'trace_an': -4}
-
id: 45267016
{'hecke_orbit_code': 274911461514, 'n': 17, 'trace_an': -20}
-
id: 45267017
{'hecke_orbit_code': 274911461514, 'n': 18, 'trace_an': 0}
-
id: 45267018
{'hecke_orbit_code': 274911461514, 'n': 19, 'trace_an': -16}
-
id: 45267019
{'hecke_orbit_code': 274911461514, 'n': 20, 'trace_an': -36}
-
id: 45267020
{'hecke_orbit_code': 274911461514, 'n': 21, 'trace_an': 4}
-
id: 45267021
{'hecke_orbit_code': 274911461514, 'n': 22, 'trace_an': -32}
-
id: 45267022
{'hecke_orbit_code': 274911461514, 'n': 23, 'trace_an': -64}
-
id: 45267023
{'hecke_orbit_code': 274911461514, 'n': 24, 'trace_an': 0}
-
id: 45267024
{'hecke_orbit_code': 274911461514, 'n': 25, 'trace_an': -52}
-
id: 45267025
{'hecke_orbit_code': 274911461514, 'n': 26, 'trace_an': -28}
-
id: 45267026
{'hecke_orbit_code': 274911461514, 'n': 27, 'trace_an': 0}
-
id: 45267027
{'hecke_orbit_code': 274911461514, 'n': 28, 'trace_an': -36}
-
id: 45267028
{'hecke_orbit_code': 274911461514, 'n': 29, 'trace_an': -12}
-
id: 45267029
{'hecke_orbit_code': 274911461514, 'n': 30, 'trace_an': 12}
-
id: 45267030
{'hecke_orbit_code': 274911461514, 'n': 31, 'trace_an': -12}
-
id: 45267031
{'hecke_orbit_code': 274911461514, 'n': 32, 'trace_an': 0}
-
id: 45267032
{'hecke_orbit_code': 274911461514, 'n': 33, 'trace_an': 12}
-
id: 45267033
{'hecke_orbit_code': 274911461514, 'n': 34, 'trace_an': 24}
-
id: 45267034
{'hecke_orbit_code': 274911461514, 'n': 35, 'trace_an': 20}
-
id: 45267035
{'hecke_orbit_code': 274911461514, 'n': 36, 'trace_an': -4}
-
id: 45267036
{'hecke_orbit_code': 274911461514, 'n': 37, 'trace_an': -16}
-
id: 45267037
{'hecke_orbit_code': 274911461514, 'n': 38, 'trace_an': 32}
-
id: 45267038
{'hecke_orbit_code': 274911461514, 'n': 39, 'trace_an': -36}
-
id: 45267039
{'hecke_orbit_code': 274911461514, 'n': 40, 'trace_an': 4}
-
id: 45267040
{'hecke_orbit_code': 274911461514, 'n': 41, 'trace_an': -12}
-
id: 45267041
{'hecke_orbit_code': 274911461514, 'n': 42, 'trace_an': 12}
-
id: 45267042
{'hecke_orbit_code': 274911461514, 'n': 43, 'trace_an': 16}
-
id: 45267043
{'hecke_orbit_code': 274911461514, 'n': 44, 'trace_an': 24}
-
id: 45267044
{'hecke_orbit_code': 274911461514, 'n': 45, 'trace_an': 8}
-
id: 45267045
{'hecke_orbit_code': 274911461514, 'n': 46, 'trace_an': 20}
-
id: 45267046
{'hecke_orbit_code': 274911461514, 'n': 47, 'trace_an': -48}
-
id: 45267047
{'hecke_orbit_code': 274911461514, 'n': 48, 'trace_an': 0}
-
id: 45267048
{'hecke_orbit_code': 274911461514, 'n': 49, 'trace_an': 44}
-
id: 45267049
{'hecke_orbit_code': 274911461514, 'n': 50, 'trace_an': 24}
-
id: 45267050
{'hecke_orbit_code': 274911461514, 'n': 51, 'trace_an': -16}
-
id: 45267051
{'hecke_orbit_code': 274911461514, 'n': 52, 'trace_an': 16}
-
id: 45267052
{'hecke_orbit_code': 274911461514, 'n': 53, 'trace_an': -12}
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id: 45267053
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