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mf_newspaces • Show schema
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{'Nk2': 504, 'analytic_conductor': 1.0061150654681328, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 3, 'char_parity': 1, 'char_values': [126, 3, [29, 73], [2, 3]], 'conrey_index': 43, 'cusp_dim': 40, 'dim': 12, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 343630938238, 'hecke_orbit_dims': [2, 2, 4, 4], 'label': '126.2.f', 'level': 126, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 56, 'mf_new_dim': 12, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 6, 'sturm_bound': 48, 'trace_bound': 3, 'trace_display': [2, 6, -4, 0], 'traces': [12, 2, 6, -6, -4, 2, 0, -4, -2, 0, -2, 0, 0, 4, -8, -6, 4, 0, 12, -4, 4, -6, 4, 2, -18, 0, -36, 0, 8, 16, -12, 2, 14, -6, -8, -2, 24, -14, 28, 0, -18, 0, -6, 4, -40, 0, 0, -6, -6, 10, -22, 0, 0, 2, 24, 4, -6, 0, 14, 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32, -24, 0, -188, 144, -36, 0, -36, 8, -120, 6, -280, 54, 120, 2, 56, 48, -6, -120, -48, -64, 136, 12, -128, -20, -36, -20, -36, -96, 88, 4, 72, -48, -96, -12, 36, 48, 0, -20, 108, -60, 58, -10, 12, 48, 4, 24, -220, -28, 156, -8, -68, -12, 88, -10, 6, -116, 16, -72, -20, 64, -84, -44, -128, 0, 96, -56, -120, 76, 132, 0, -2, 138, -72, 140, 4, 72, 112, 20, -18, -24, 80, 24, 136, 96, 96, 0, 8, 54, 8, -76, -12, -48, -176, -12, -36, -108, -90, 76, 0, -48, 104, 2, -72, -38, 28, 0, -36, -56, 84, -40, 36, 168, -48, 32, 24, -24, -108, -12, 72, -6, -60, -36, -32, -18, 36, 4, -24, -96, 94, -144, 48, 24, 72, 4, 60, 114, 0, 42, -144, 42, -64, 24, -84, -108, 54, -108, 200, 24, 60, 54, 96, 14, -12, 72, 16, -34, -144, 4, 86, -12, -12, 28, 60, 56, 140, 0, -36, -96, -6, 46, 184, -18, 248, 80, 168, -8, 110, 48, -64, 40, 72, -28, -4, -60, -46, 40, 36, -10, -132, 12, 196, 72, 24, 24, -160, 48, -56, -8, 66, 192, 90, 84, 40, 4, -120, 28, 70, -36, -144, 114, -24, 52, -188, 0, -18, 64, 60, 8, 132, 12, 120, 72, 120, 40, -48, -24, -112, 40, -48, -12, -144, 24, 16, -16, -24, -28, -72, -48], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 132717
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 43, 'conrey_indexes': [43, 85], 'label': '126.2.f', 'level': 126, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 2, 'sub_label': '18.2.c', 'sub_level': 18, 'sub_mult': 2, 'weight': 2}
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id: 132718
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 43, 'conrey_indexes': [43, 85], 'label': '126.2.f', 'level': 126, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 43], 'sub_dim': 12, 'sub_label': '63.2.f', 'sub_level': 63, 'sub_mult': 2, 'weight': 2}
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id: 132716
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 43, 'conrey_indexes': [43, 85], 'label': '126.2.f', 'level': 126, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 43, 'sub_conrey_indexes': [43, 85], 'sub_dim': 12, 'sub_label': '126.2.f', 'sub_level': 126, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '126.2.f', 'level': 126, 'portrait': 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7NLTY6c9jl62nDsrCZlyFQr5VRbMRiMSOMEISRBrc55G312zY2ohWCM4Oyq4YLNhnqYcrbtc2xBESjwfRgNJBdtT+iNYgJP4ivNsYWA022femC4aOuAxWUPbaAeSnZsjDl/S4dGfYQQEMWSdr/BmZWQ2aYkTUKOnfE5clpwdD5hvh3h10dcdUGPd7xGMxrOcPhUi+NnFPMLKaeXYk4sGg4sGq6+ZJFffesyW6anOHJ6hjNLdRaWfRZWBUvtlOV2zFI7ZaGtWR1Is+W88/SrX3bxff/Xj1z8r2ut3QchPSpE67mGxl97+64H+O/98afRSbyjPr3xdw4dmX/jpvBjvPnli/R7G1luN1lq11lcDVha9VjqCJazk7O4mnKmDYcXBJvmVviVf7jM9RfXOT4/y7H5JvNLHqcXDWeWEk4spJxYSdm4ocf33Njnwq2KZhjiyxqLqyELy4qFVRiMIE4MnjI0ainTEwmJgWNnoO5H1EIPT6a06tAZhDTrIwTQCDXL7ZCVrqRZFyx3BEvdlEZoMECzplgdCqbrIzypqNcjAk9y9LRPoj1mW4JmKFAKkkTQHwoWVu3FtNiJ8f0htUbCBdtHvPb6mM1TTU4vTHH8TMDpRZhfSji7nHBsAQ4vG667fJH//9uW2Tw9xdHTM3aVWPZZXBUstzUrnZjlTsJyx7DYE5zuSLrdLu9864h/9RMvJ9K7/mp5ufPzvq+O77zkB55riDzr7btWg5+aX2Cy1Zg6cPjUP33fB79w3VMHH3njfU8usnGjxyW7DTdeuEqiJUlq76kWaDyMVhgDGBAiRQrD4cVpfu3Dkn/3tgWu2RUz1ZxhojFBsxYy2fCZbkk2r0iOLUzxidsbqGDEpTuHnLclpdsbcN5cwmtenDKKPQSarz0cstwLaaQjTi4q2t0am7aHLPXhzAJcfJ7k4LxhzzafqUbEyRXF5qmEVEsWu3UWu5rNMzHLbcVEQ3HB1j6HT4VcsjPh5IJhtVPnou0p522OOLaYMtEa0e7G3PFIDZBEseZFVw64/jzDUs/nwq0RF58nCUSdwXADDz8dcnZZsrCcsriacGpJc3hB0E2GPP/SVX75LT02Tsxw5OQUZ1dqLK76LLUFKx3Najem3Utp9w2rA8FCX7HUi7n5shV+6KZlOvOfZam3540q2GE2bnv9g/Go/54k6a/Wm9+ddS7flQz+udvuoF4Pw4XF1ffe++C+H3/0qWPq5JkunTRgvqe55vwz/NbPnOXKCxqcWZpmqd1kuV1jpeOz1PZY6cJKO2Wlk7DcSVjswLFlQXNywPMuXuVNLx5x0dY6vf4kJxcaLKz4LLUlKx3D4qrm7KqmN0zpRprhKGHj1IhLdmqMEQSeYf/JkCSts2uT5KIdKdNTQ86uRDx1uMnVu2FqYoW7H5tm41TEVFOw1PW5aHtEFCU8cHCSKE7Zs0Wz0hfMtIZsmPS4+4mYqUaDK3enPHU05uyyz2wr5KLthp1bIjQRB04qfN+AMVx6fsyGCUF/ENIfBvQGHmeWPRZXBSudlJVOymI75fiSoB0n7D6vwxtvWuG6ixRT9UlOnp1gcTVkse2x3LbMvdqNWe2mrPYMS12Y70nmV1Ou3zPPf/yZRfZsb7G0Oslq10Mzi1e/IJ2YvfwDfjj1T9JkNLr48pc819BZc/uuAvjCwlk8z/Nvu+0Lfmty9r1f+/q3f2zvMye9USoZxpLOUHCmLznbTXje7nn+008tcfXuBmeWp1luN1jphCx3AlY6HitdQbuTstJNWO0mrHQMJ1cFZ3qayYk+11/c4UdelnDxthr9YZOFlTrLnYBOT9LpC3qDUpJEiUBr8D1DvQZbZjXb5oagRuw9nvDkwYCaqvOya2P8oM1De1tsmVM89EzK9jlFf5QyUU9ZWNFctUewsKJp1nwGQ8H2zQkP7q2xbQ4ePDAiEHVuvhqCWp8nDqc8faSOJGDrrGLrDNRr4HuCVAviBOIEBkPoDTXdvqbT1yz34Gzb0IlTLjq/yw+/fJXr92im6w2W2xOcXmyw1A5YbitWurDaSVntJrR7Kas9zXJPMN+TnGlrrr/4DP/xp89y2c46i6uTrHYbdPshvYGi2xfIYEey44Ln/9nxEwv/5JZbvydOkiSem9v4XEOpuH3XALzdXmViYtI7evTQr37t9tt/fN/TB+cWV3qhTc4Y+kNDdwjtgeDsQDLfjbnu/LP81j9Z4prdIWdzkHdrrHYCVrseq13BatfYJbebsNpLWenBmTYsjwxCDfn+m9pctiPh+j2GqWaNdq9GkvgkqSJOrPQBgzaG0E+YaPV55KBkOIq5/cEWIq6xe1vATVf3iPQKX/n2DFftDljodjhxusnzLol5+qhHbAyHTxl+9vVDDp3UxLrF08c1z98jOHq2z9LKFFddFPPVBwfEoyYvusJn944IIzp8+SHBaCh47EBIq+7T8ISVYYDWEKWGODWMNLT7mqnJIddeMuCK84a8/kUpigbdXpOzKw2Ws2Oz0pG0u4bVXkKnl4PbsNyXnOlJFjoJN1x8hv/8jxe4ZEeNxdVp2t067V5Ib+DTG3h0B4pOXzCKw9Hc5vMXXvayV3xg9+7dv7K6uppMT08/15ACvksA/s0v/R5nTj5Su/KGt/2rAweP/LtHHnlMdPopg2FKf5jSH2r6Q0NvDORnegnXX3SW//TTC1x1QcBqe4ql1Sar3RrtXsBqz6PdVbR7gk5f0+kldPsp3YGm3Tcs9wUrA0MvSrjkgiGT9QSdJLz+pgFX704ZxQpPGkax4dN3NXjmZJMt05qjpwI86uzZprjqIkOt0eO+vX3OLLS49qI6MzOr3PFwwPN2BSz2ugz6TaY3GB7eJ3nbLUMe3GfYOBPSG3VZWZ3iiov6fP1h2DQxwbWX9JhfXeXex6dp+E2uvhAuOm+I8nocnNdsmok4eirmM3eHDGKFlBDFhmsuGvG9Lx4Rxx5TdbjifEFv0KDTq7PaDVnt+bR7ik5P0u5Bp5/S7aV0+imdvqY9gKWMuVf6I15w0Vl+/adXuHJXjaX2BO1ug04/pNv36Q48y+ADSW8g6PY1w5HhsiuuMjt3XvCru3bt/NieC3ceBIbPdRHXcw7wx7/1W0y0vMap+dEvnF3o/er82T7dgaI3FPQHhv7QBbpl894Q2kPBwkAy39Fcd+ESP/LyRd5wU8pErcnCygQrHcs27Z5Pp6/o9CXdPvSyf7M/0PZxZOiP7EXTjwxRqgkCg5eF376CUBqMloS+x4YJxfaNkvO3GnZuGZCKDp+7V/H0wQledW3Ai65d4X2fTZkKZnj1C/vc+VjMZG2SrVt6fOPBOt9/U8rtj6Ts2hDSnOhy9yMh33ODT6t1hvd9eoaXXF7nldd3eOzYkC99y8ckDXZuCti1RbB9k2bDVEQYxGiT4nspStmykcCDWiCIY4/+MKDT9+gPPXpDRW8g6Q2gNzT0BppeP6U3sBd6Z4ANJnuCM23DxESHN928wI+8bMTl59dZXG3R6dXp9EK6Awvu/kDafzM/RyNNrx/TG6RIv6V/4PXfE196yYXXd3u9x2983qXPKb6eUxdl3/2/ie/JWq/b/pcmXvllk0Q0aiHamMwJEYBCCLK7RkqNFBopDJ40hEry1OEN/Js/bPDUiTP84At7XHfRiMlmi+V2k2a9xoTDOr2hpD/0GAxhODIMY80oMsSJJkkMqVakGjAglcD3BDUfWg3JZEuwZVazfVOfqck2X3/McPt9AYGc5JXXBlx9SYdvPhmRxlNcewWsDkYcm6/x2hsN05MDal7IKJac7STIRPI9uwWPtUY8/HSNlz1/hhdc1eWhZySCSa69JOBnf2CJLz0QcecjDZ4+EbJj1mPzbMhks06rAbUAfN+gpD2eaSpINMSJII4Fo9gwHMEg0gyHmsEoWw1Hmt4QukM425MsdCEWQ266cpnve1GHt92aMoommF9s0unX6PWD7Ph52fGT9AciIwfNYJgwjAyjGFaWVuTv/8ln/Q1zG988MzO5/x0//9vDP/qdd/7vCfA49r3RaPjL0WDhF5K4L8OwTqI1qRYYk501IRBCIYRAihQlQUpQyuB5Bl9p6p5god/gQ1/ewZfva/Pa61b4/ptWueqCHrNTDZbaDbqDkP7Apz/yGIwUw5FiFAlGsSROIEkVaQra2GVNSvA9CH1Ds66ZnojZvrFPYno8czLmk98KeOrgBDP1Otdd7HHz8zrc9WSbr9wzyY0Xh2ycHfCF+w06rTMzEbHUGdmLBtg81WNlMUSJGi+8epkv3V3j+Hyd193YJ0mX+NrDG4jTGs+/dBPf94I2u7a2uftxj0eP1zGHQ7bPSmaagkZNEAYCT4kM5AZtrC5PUnvRRrFhlF3Ewwj6EXSGgpWRYKUL0htyzSWrvOnmNrdcG7Nhos7S6jSr3Tr9YUC3H9AbevSHtny3NxQMhhbcg2HKcJQyGGkGI80wMmgUq6s9OUr4V7u2bzjvv/7KTzz0/v/yc+9W3nMDtf/lf9V0fo/T81sIw+id7eWnX7uydPImkw4D3/MIdYJOrWNhbxIhQAqBFBIpcnALPJXiKwgUhJ6m7hkmhorFzgwf+HKLrz3a5cbL2/z4q1e5dEebDVM14qTGYBTSHQQMhh6jWJEkkjiVaC3QRlhwC0MYpjTDhDCIkWrI2faIz9wnOTofcOj4NCausWe7z6XnK553SQfhn+Xh/ROcN1vjigsMs9OrLLVrbJtVIDWfvzckRFIPDd/7ggEf+nzK6YWQuY2Kxe6IJw6GbJub5roLF7jz0Tb3PDnJcBRwyfmzXHt+nyvP77D/1CpHzxjueaLBoWMNQiEJPUkzhJrD5MZAqg1JClEKUSLojQSdoaAdQawThBpy1e4Ob7+1w42XaXZs9OkPZji73MhAHdAfWIkzGCr6I8lgJBgMYTAyDEYW3MPIgnsUGYaxZXGkYmmlH977yMF3/MbvfXq10Wyp9/zpl37niWNt3vtLb/77C/D/9P6PQ+tNNLvv/jnd3/trMj7bagSCWPpEMYDAGIEhlyQGKW0gJaVAKYWnJJ6X4imB72kCTxP6UAsM9SBlqibpjHyWV2f4+DcnuevJAVPNAW+9pc3uTaskscdF2w2X7FIMR9YtSbXEGBuOKJkSBgkHTsLhs4JBovnIVxqs9qYY9gNm64qtMx47t3hcsE1wxYVtUrnEf/9Mi157khsv9di9o8ujh1M67Ro7dkOzntCJaoSBBGMIfJ/VIZw4I7n4/JDLdg/Z90zE4wfq3HjFDP/odYv80ee73LevRW/gsdRuccG2GpdvH/CiS7t87wu6tAdLfPgrdfpxwPEzPo8dDgg8SwQAGkg1JFqTRLBlU8Rll/TRaczuLSP+wStGTDY8Nk8HRHGdE2dq9AcBg5FvJdxI0R8qBiOZ3WEYGSvrcnDHNrgs3o9gGAuGiWCYeuw93uHhj9w1ddGuzf/hFS/clb73l2rvjpY+QDD743//AP7rf/BlXnzLLeqf/fqf/6MW9/zWm1/8SLhnR42uajKKNEpqhDAgTMbaBimULYySEiWFBbcSeJ7C8yS+lxL4KUFkCEeamm9oxpqJGszUBb1I0hm0ONZu8a4PzkIaI0m44uI+l5wXMYoERqcYY5cMKQVSSoIw4PGDAQeO1agHPk1PsqEp2L1VsnHGY+ucZOcWzcU7V4hZ4vc+3eLY0Umu3+Nz4Q6N9Drc/mDIdMNndgqmJ4Y06zUU1r/uDAKWepqltmG12+SW69o8+kzEwZMes5M1nn/ZFP/o+5b5vU/Bgwea9IaG1Z7H/NIEW2brzM2M2Do54Jf+wYBGrcPTxzWPHVKEoUEqG59klWcYDVEkuOS8hGv2pAjjEccBmGmGUcjpBZ/+yGcw8hiOFMNIWQkXCYYjySASDEcwjDSjSDMa6eL5MM7AncmfQSwYRIJeIujEgm4sGA1GDFYear380mO/9ZvtK+Mz/Z/8g+58I21t/qG/PwB/zx9/gWt2T/tf+KtPvP3hp479t2/es+g/+tQE7/rZDhdtS+n1GygZIqVBSlsNKKVvnyvwlMFTEt+zSY7At/eRLxhFktDXjIKUemSs5kystTcVa6IERrFgmEhGaUic1DhwuMWT+w2pAZ0ZykpYueMrQehBK4RLN0KrDlNNyXRLMTvlMTcNO7eM2Dq3ysgs8+5PTnLw0BTXXuCxa5tk944V7j844vj8NC/aI5me0ATegJr0UQbrq2tAD1nu1Di14HHjFXUuu6DDY/tCNkxKGrUWV+9J+SdvWOHdn9I8ebJFu6dpdxQLKx4bplrMTNaZaiVMNBKmGxGvuT4m9GN8laCURkr7vYwRaC2JEsXysiJJPKJEEcWKUZw9RtLeY8kwkoxiwSgSDCMYRcYCO0ozLa8Zxca+H8MgKpm7Hwu6saQdC7pxihkOueq8Zd71s2d5+WWnwuX5+n+T/kd1z7vmT84c+XS86fzv/7sP8A985AtsmpvwHth79Cf3PnXwdx958oivJqb43L0KKQX/4WdXuXSbtbyk1CiZoqR1SzzpZ+BWeJ7C9wy+Jwk8B+CBIspOThwbokQTxZo4sUFWnu1LUpMt2QatbTCZJ0uEACXBk9ZuC30IQ0mjJmnWFJMtyfQEbJxO2bmlz0RrhY/fGXP3kzOsLk5wxXmK87d6XLhjhFCr/OXXJ9jYUMxMSjZMjbjzccnJM4qLt0CcCi7YmPLiq0bsOzDFUluw3G7x5pd2eGDfkEOnJM2aJPAnuXw3/Pt/uMidTw34zB0bWOzCzo0pKx2PqZZishXSqgc063VqoaYWpPietsdMZqshYACt7eqRakmSCJJUEieCKBHEsSSKBaPEsn2UwCiyAWoUa6JIM0qszrZBq70PYyy4E0E/lrQjQTuB4SiGqM+V563w6z+zxKuvN7Q7U3R6h33tTb5HNZpKBtv/4PDTtyW7Ln7N322Ax0kiDh6e/8ePPP7Mbzy194g/U/fRI0GvMcHn7hUMIsUP3NThLbd2mWol9AZ1lNJ4KsXzNJ6X4nsevucReJLAV4x8C+goEPbExIIoVkQJxHFp+SWpJklNAe40tfZjbkPmOQglhZVAniDwBGEgqYeSRl0w0TBMtVLmpiI2znRBrvAX31B86EuzbKjVuHKn4LwtPudt0ezcvMoXHtIsr9S5eodkakIyPRFx5KxPp++hFKSppFVXbN2UcM9jmtWOZn4p5PLdDV5yTZuv3Rsy3YQwDFBqkit2w0+++iy+PMsn75xm78kamzsxGyYTJpuKVl3SqCvqoUcYeIS+9fA9CVKa4jti7EWtjSBNIdGCNLEXXJJaEsgJIk40cawzsjDEGaCjJAc3jOJSb/diYVk7McSjEZN+l7e+YZEfvKnPzVcLOt0Wg5EN8jurh3zRDX9rchZfqeDd2fX3dxPg//73v8Cxjv75Jx96+lcPHzrWDHxFKgyTWmDw6NPiKw8q7n2yxmJ3iXe+uc/sZEx3UKevanheSuD5BJ6f6W2PINaEgSSKFFEiiDL2KdgoESSJsictNdb604ZUm5K1HeYWAmuzKezKEEA9gEZN02rYwT5zU0M2za7wrX0Rf/iFJgeOTXLepM/uzYLtmwK2bxJcuL2H8Ff46oPTTIeK2UnJVNMw1Row0dIEvnWEtIZR5LHajen0U9o9xcKqT7ff4pZrz3DbvX0OnG5RD2M8FSDEJLu3SX7sFUvceOk87//8JPc/Oc22rmTTRMxEQ9Cs2QsyDCWhL/G9zDpUAinKC9mYTLKY7ILXkKaaNEv1JwUx5EC3jG1XQcMok3ujxIJ7kGvtBIZRgh4OmKh1eeebl/gXP9KnHoS0e3UGoxqjyCdKFAaPYedAsx6O/sPm8y9R7VN//tuTW3/07x7AV1e7hIH/T9/13k/96t79JyYDab3aQEHTM5kd59GXTTqRx3/5mM8DT6/ylld2ufX6LjOTMb1BjZEf4PsBQeAzijyi2Ha/RIEiSiRxIonj7DHNAJ5mLJUKUk1hAeYODcYGsUJm0kTZQqrA19QCTaOW0KwlTLZGbJzp0hn0+M9/6XH7w7N0O012bxCct1Gwbc6C+/wtQ1qNZT701YCTp5tctkUw3VJMT6RoM6I7EHjSgk0by+KTjQSpElZ6PqsdOLNcZ895dX7sllX+4qsBx876+F6Mkj7GtIhTxRU7lvmVt3X42qM93v/pDZw+0WDLJEzXU5phSj0s4xPfk3gqC5yFHeplv3p5odsLH3SqSbIVzgLdkkOSQpRYgEeJYJRagA8S6CWSTgLDWKOjEZO1Lq95xQo/+soeN1+lkTRYbtcYRSFR7BNFPnHi2dEXCka945OLZ7xbdl391d9+5K7/wjU3/Yu/OwD/pV/9Hf7ju35ZqsnLr33o8YOTdc9OZbL+tim8ZiUEvhT0ZI1O5PG5e0PufKjJq65r8yOv6nPz8yKmWiFRFDKMAka+TxR7xImfSRJFkqgM3JIkFSSJJE1zvSkyvS3QY8wtBSilUQp8pfF9q2GbtZhmPaLVGKBUl28+YfjE3RPc8eAGNjcVl2+BzTOSzRsCtm6UbJuL2L19hQcPDPn0nRuZDRSzE5KJpmRuesgzJwx3PhQijb2Y0lQgULzs2pg7H4tYWK3R6aUsrnhsm2vxhhf3eORgm8f2bqARJCglAB+dNhiNFNs2hfzozStsmZrnk3fXuefRaU52asyEgomaoRloagEEXoqnbM5AZd/XLcwwuWTR1jPPGT3JgJ2kEGtLGHEKo8Qydj8R9BIYxBqdRMwGPV724hV+9FUdXnFdQsMLiGJbtxLFPqMM2FGsiBNFklpLNhloBifPvnpx+bW/fmp1z7+788vvSV9y6z/97gZ4Nk2qtrCwuPM//j9/8Jaj+/b95KDXY6IhC7ZQmjIbKcFLIZSCrvQZJB7LScgn7qpz+yN9bri0yzvf1OOq3RHTEx6pDhgMA0axTxxbkCepIk5twibVijQRJNo6B9oItC4r73J/XQrr1nhK4ytN4Kc06jH1cISnRgyTIU8c1bz3s1M8fGAaLw3ZM2vYNGXYMKXYOBOweVaydS5m19YuZ1Y7/OlXmpi4xpaNgsmWx2TTMNGIGKQp2igCKRAyY3CtUJ4i0ZruUNPpp6x2PU4v1rl0osVbb1nlN8/WOXS2gefFVtoYj0TXGMWSbj/gxZd2eeGlbR47fJz3fmaCfcdaLCzXCaWk7gtaoaHm2e4jX5kiSVY9XxQBt9aQZC6PlXcQpYJIW2APU+jHhlGU4JmIDZM9rr6oy7948yrXXRzTavhEo1YBbHt+PKLEI87JKFUF+WjtkSSJT2fpX9dqB5Jhsvk3vvzZ3x/e+n0/+90L8H1PP0Oz2bzkqb3P3Lu8tOQnUV9MNhRxape/1FhmSKQpXAsvgUAaalLQV4KeFzL0PJajGl98wA7A/J4XtHnDKwZccX6P8zYMmGx6RImfdch7jCLPsoOWpKnKgG1XDIMow5gM3IGvLcN5Kb4X46uI0ysJ+09p7nrc45HDE3z7ySmSuM6WCcPGlmFmQjA7qZid8tk4I9myIWHb3IDpqWX+8jb41hNTXL1NMD0hmGhKWg1NqzGim0YEvsJLrFQwxjoYjCT9YUonK4Bq9wzLHY+zyxPcdFmP73nBMn/02ZDmkkSJ2AJSe8RJwCiW9Ic+G6ZqXL+ny/ve2ePbezs8ctjn3sdaHF+usW+xTqgkdWXlUeAZQt+gyIg8Oyw5k6fGyrlYW+aOUhhEVqrEJsEkMa1gyJ4tAy47v88PvrLHq2+MaQU+w9EEnU5AHAcZoD3ixJ6T8i5JkqwDSwtbN5MKomgoZG/534UNlYpg9rc+8bH39X/wh376uw/g8/PzbNq0qfbNb971g1/60lf8JOrLZsMjSQxetuQlGjxpSHJwS4MnwU+tNg8SQ10LBkrS92qMgoB2UucvvjHBlx8esGN2wOte3GXzdML5m0dcf0kfgWJ2RuIpSZp6aC0xRmbMna/LefJIY4RtChiMNNJLuGevx8HTki/e12D/qRarq3UC4Vu2ntFMNqwPPtXymJ3ymJ0SbJpJ2LJhwNaNK3zrSStNtk16bGjBRNNjoiGYbCZIGfHUUUW7r9jezIbbGhjFkk2zgkt2jvjmgqE9MHQHlsUXV0Pml6Z404vP8uSRJe5/fA5fGRAxxkCSWok2jBSDoUe7FzDdavLSq3q88to+S7cscOAU3HZ/jYOnQh7Y10D4HgtDj+GSQgqJECLT5CIDuclAbkiNxqQa5aXMTIyYFDHXXTbg/E1Dts7EfN+LIjbPCGYmFIPhJMurAXGaATqugjpJPOJUOuAWWYuhKO5xIhh2e/gD/1dueOEN8prnvfA3FxbeMJyb2/TdBfBaLfQOHz70b48dPfz/i0Y92az71ouWBpUaVGrlSJIFdUkKXmrwUoOfLYm+gjA11JWgqQXDVDD0fEa+T3tY57GjCY8emUXomB0bh1y7a8BkM+XmG4ZsnY1J4wSjsxNnSmlCpkGlMkQavv1YnScPNQhqkocONji1VKfmeUwEkp0zhqmaZqJmaNUlEw3JZMtjasJjdhLmphM2zQzZsalDygofun2KpaUJrtyhmWzZHstWQzPRiDEm5r4nA5aWfS6csdlFY2A0kmyckrzg8gHffDi1ddX9hE5PsdL1ObPU5PLdA972yjb37a1zeGkCJTQQZzUmfpagEfRHkt7AZ7UXMtFoMT0x5PqLBtx0+ZDTS0MeP9yhVk95/JDHfY+FpEYipKCo0y5sRANGg9akiWHzhoSbbxgyXddctUuzfU6QpB5aNxjFPosrvo1/0mz1THNQKxsPJTJ7X6wFd2YE5KZAnCg6/a7cf+DQv56a2eLNzMz+eyD5rgH4PffcyRdv+0LQ7fbesv/AM0EQKOvBSo1MsuKozI/2UjeYERm7G3ztBjdQSw2NVBBrqwVHviDSPpH2ibXhZHuCY/dppEr54sMxDS9BG21PkrHd6iI/g0Lau5RooWj3fJLII/QkrZrhwlloBoZWkFAPoVkTNGqKVl0x0fCKRM/sVMLG6SGbN3RJ9Aq/9bE6D++f5bwNhqmmyMAtaNZTmrWIZmNIrV7HzwI9kcmCVAuixGcwGLI61EyHtla7O9C0u4qVRsCx+UmuuWDEL/7IGf7TxzyOr9ZBpGiToDXEqUeUyKx2RNEbevQGPu1uSL3WoJ4Fyy+7KsIPIq6/KOXNLxkis0SaELqo98k1XE4OqbZW41RLoWTAcOixuOqRpLmOtkBOU2njn1QVzd+FDMlcrTQtk0q5LMm99xzs1qWBxx57NOh2B29pNJvvuvuuu5IX33TTcw/wxx97EClFONw09959e588T2AIPIUUGiEFSmpUakgL5hakqSnsOZuEsV84TQ1JDn6dV8QJkixAjbUNIBMNUShJm5JEe8RJyGJkM+DGlHkDIWx5qiesReln0mhz01CfNoSeppZp05ovqIf23ggVjbpHq6GYaAqmW5rpVsKGqREbZ3ps27TEH3xe88k7NrJp0mNDSzPZsBdDs44FeD3i9LJm/8mQeiDsBU9e6ScYjjwu2pqweXZEtxfSH2p6g5ROX7Ha82i1a0w0pviRl55l/4l5/uSz2zPLUKN1knnWHqMorx+R9IeKRs2jHvrUA1s0FgQpgZ8Q+im1IMUTKUqmRU29kLrik+erX5pKFpclqZZonT+KDOD2dZoxcpqW0w1K+SELQLv31AV3SmZJ5mDXHDp06LyXvvTl7w1q9Z+57/77Rzdcf/1zB/CVlRWmpqYa997ztXc//dTD/xAiEQaSNAUhJEIYUmFBniiTAduQKoGXea85o6cu0B3bqvo8e53bW1lmzpgc3NXPJ3NpIuzf9bKLKpCmrGvxIPQltUBQC23CpF7zaNYFEw2YbKZMtRKmJyLmpntsnVvm0UND/uzr22jWQjZPaCYbgmZD0agLmvXMR6+PePiI4MF9NXZN278vMgrXBvojj+dfYtizfci3H5ukH8FgmNIbaDo9yWrDZ2GlTi2c4odvXuL+pxZ4/PBm7CWrSXVKok2WjLH1JIORpFET1ENFPdSEvp8BXON7Gl+leEpbezSr+ymY3DlueULIJoVE4UbpLNVvwZ1ZsdnIDttsIRzQ26A1lyP2Z2REZkkqScgeTUZuhlE09L717fv/4fXXX69ffeurfm5lZaX/t+nv/FsBvL0yT7+79H+fOr7/J7rt09RD336JrGZbZWydpCJjcU2q7BfRqcLTJgO2yQ5IlnioANomJHRW41zYWqZ0APKTUtyyE2YrEjNLUpAVboms1NaCO/AFoa8IA0EtUNRqkmZN0GoYJhopk82EqVbE7FSfLbMrPHKoz794/yZOnJ7iwlnNVANadUmzrmjWoFFLadQSfH/EIDJ40iNUFJo3lyhxIklTn1aQMEw1vZG0HTJDq8nbXUU9DKkFLXZujvnP/3iVX3y/4NH9m8BIUp2SppokiYlizSjyGI4kw5GkHkIYSGqBIQgUgWcIPAtyzzMFwJU0lsULqeKAHCDLH5gc4EYUNS3ayTPkc2ksUeXAL4FsiSt7T+cgp1y1U2MzqhkeDh05Ier1iZ+44IILDsZR/B/+Nhj9Hwb4Q9/+LN3Oye0njz39/F7nOM2aJNaGNMkmMKUWWKkUxWOqLIhVqtEqY21lilS6PWDuY+nR6iwGSo2VIcbkTGMYw3YJcGmbJVRWT+5lF55lb5lVJsoMDNJKlJqhWdO0GikTjZjJZsTM5IBNs6s8dKDPv/7jWQ6emGHXtGG6Qaa5Fc26pFk3NMKUVj2i3U/41N11TOoRKIOUwmrw7PvEiUQJj9ff1OXOJyM6w5ptJBim9LOG3kbPox6EhMEEuzcn/MY/WuKX/kjy0L6NWWtdam29JM3GW0hGsWI4st8pDAWhLwh9k31fkxWvGZTKKzdBZDUrgirQSybPU/xZ0izLDqcu4POV2AG61hTMbd9zAJ6TWwbuJCO6PDbbt/8Iw0/c9vwrL790+5/9+adO/NiP/o9N0PofAnivs0ijNbvtwN5v/s6gO/8GHbephQEqMdbjTkVWwARpBqq8wEenhlRJUq0tiFNTgNk4NSO6YGtTHNTcziodElOyDWU6Os9UCgfgtp5cZAC3qWzflxYAgaAW2hFr9VDTqqc0M3BPtwbMTbctuP9whicOz7FrVrKhmTJZt4VTzbqi4bB3ox5hRMT88gRS2G1OZCWLaBlNG5/N0wZPJ/QSwSAyDEa2Gbrbl9RDRS3wCfwanjfJFTsTfuMnz/Cv/xAe3DdHahRxqkmcupEo0oxCRS2QBJH9foGflxrnhVgW4Pa4mOxYuSB3P+sY0MnBnZsuopSMBbM7q3DqrMZOXVC5cmcAz0wGuyrBaqcNYv4N11x9ZfqWH/n+f/aqVy6e3LJpw/8qgJ8gjlYujkdn36SjMzTqPnFig0qZiKwDJ0tNK6xUkeBpMhYnC1ooAF6COn9txkDtMDdu0ZSpnBFR6G6RGSeirBZUEs/LAS4IfFsaWwsN9VBTD1MatZRmPWGiMWKyacH94P4h/+oPpnn8yBw7phVzTc1kXdBsSBo1RaMuadbsv9GoJYRexLefgdNLAc3AIKWVKEKIcrnXtvl5y4zgigt73Ptki/4obwfTWdCpqAWKwA8yDT3F5TtTfvOnzvCL7zM8uG8jicmYPDXEqa1/j2JDFEiCQGa1KbJYsTwvk2lZX6uSFADPC7OKoykc6ZfLQqzbUkpEUaywObArr/NKzuy8pqkpZGcuS3JGT1JDmth6GIPH4eNnOXpi4U2P7z347k6nd/J/CYMvnboLP2Tb6uIjv7E6fze1mkbGOjs4dqsNlRiUlKSZa2IDSwptZgPEbFnz8iWvCvSirDWvAsQe3YJRSo7JWMdh78znVVJkrW4U5bC+ss3EgW9s3XdgC6zqYUq9ZmtRWvURreaA2ckOD+0f8i9+f5a9xzaydcpjY0MzWYdm3VbxleytadRS6mFM4I944qDHwkKdCzZR1oJk16TOnJTByOPCHYIrdve541FNP5IMsh7HwVDTG9jqwMD38L0ATzWQUnP5jhX+y8+e4Z+/1/Dg0xuJtceGVFuAxxCFtnY7DLUFeLZa2QIskd2zOEmWUk7kYM/APX7LSUU7JGNJqJryz8mpiJkc0sqZ2wV7ok2mye17ceasjGL41G33okX4G9dcddGbPvOl+06+/tU3/H8H8LT7Rf7gP9/MG9/+3q2D1WPXkS4R+vXMewaEzOwngZS2O15JG3TapcsCvVjGlHvl5+xGhbFtur1kboxjBWZnwl1W7d+m7OPMnBNPgeeBrwyBZ/B9Qy3QhL4Fdy1MaBSFVn1mJrs8tH/E//3fZ9l73NqBcw2bAGrWshLVmrKuS6izhoOEWhAj1Yhe5COVh69sV5Jl8RIgpT/s0wxiIKEbhbZVLNIMo5T+UBIGKgsUfXxPo1QDKQ17thn+6z8+wz9/j+aBpzcRp37WYGyIUsPIN9QSR4P7Gl/Zizxv/VNSIlV5nHKQu8fTKScvQU5JNNo4q6zOa+0d2ek8z4GeAz/NgJ0WsiW3DO33SFGcONPmi998/LpD852tv/Wv33Hyjz5zH+94/XcO8r8RwEeDVd7+zz8zFfVP/jnx/sDzWnipRntZGWreAZ9JglQLkkz72k4aUWizfClLC31NBdyu1nazkgVzZ5mc/GTk98I1ye8q99wNvp8B3NcEviYMUupBSi1IqNdiGrURk60Bk60O9+9L+Ll3b2Tf8Tk2tnzm6prJmqGVMXejpmjUFPWasfdQUw8T6rWII/OaP/1Ki7AGvuNU5B/bmNJi6/YDfuzWNn/29T5nF2sM4ry5VzMIUsKhLMtfPd+x9wwXb4ff/b8W+Pn/lnLPUxsZJDXmUkGUaho+jGJDLTCEXl5Ca1cwz9MZwAVSlStdTg5WTuUgX0vlOcG4sjEHtqmswGPsneXhUgfwaQXo9nlceOMGpTzuf+pEcNnVl/zlwePHfuCC7Rsee8ffoEnibwTwr3xjRbTqJ27cPHV8YxoHGMjazOyBKxhUSFJpl54c6CovXc0BPraslaDOvG1dLoMFczufJT/sbmAksy4WKVxwm6zeW2ctbzoDuE181IKEWhhRr0VMtfoM4x633Q/v+shm9h3fwIaWZ8FdL8FdrylqNZUlhmxgWgsSwiAhDCI0Cf1RnclA4EljmbEIgfOL2XrKceLRaio8MWKYaAaxKBp5w5FmGGgGviLwJYGn8JSHUkF20Rh2bxH85k+v8l/+POXOpzZwsttimComfUMr0ESpIfQMYWIIvNwiNY4OFyWDZ05P/uhKv7Ugzy9YU2T5DWXclIO+OL9O/qKUMC7IqbB4vqoLAU1Ps+/xfbsWX7rnA+mgfQN/gzT+dwzwpYVDpEn82kfv+9QfnDrdm2o1avYgZEAC2xWfCGkZVGc+uLQuSFGbrXNPNW9EMJVgpQgiHYBXmNsBeHESMlDbMticwa1TkNtifuYDB54Fd5gBshZENGojNkz1WGgP+M0/a/CBr24kMpNsbCnm6pqpumGiSOHbXs1GaGec1EM7rqIW2gvF90bc/pBPqn3LljKzCGX5PcrWMZvqlsLnlud1+f3PbqAb+0xmLF6L7DSqnMF9pTIGz9hVGIwWXHqe5P2/2ObDtw/49Q9u4vTyNL0Jj+lUMZFo6r4hjE3mh9sYxPZtCsdNyaSdC/AsrlqXyPPzlKHdjY1KqZJ/V5O9V7J6WglGS8AnurQbLYHCdF2wcPIIH/7oZze//W1vfPVT+w59/rJLLvifC/CVxUNg9M95YnmrUfYEKWGXX5S2B0LbE6m0QaeCVAoH3A7A8wSCdhIJzgHBsaTGmdtl7bz8tWDvrM5byVKW2OU4y+RlYyZCPyEowD2gXutz+0Oav/zmBH9++0a0mGBjS7ChlsmSGjRqIgO1pBYqahl71wJdrAShH+MFQ77ywBQ69QkVBWgKXVvWNNmyg1ShpMet1/V53ycj+klgWTzvXM+CTs+z+lkpZTV9xuD2+AimJyVvv7VD3TvNX32zz+0Pb+BMUqcfKCYTTcPPmFxB4JksLjEFi+cXjpLCSf5ksUOmBSvZTod1cgMgzya7jO42VmizNhAtMtLO87JRpZSexgiOnVrd+vT+oz+npPz8/1QGX154Bim9dxx44q9uEHqRILDZMAs0g0SgBUgpLbi1QGfSxE3z5sB2A8oyJewwgBHrArsC8BzYmCz6zzJzyhRZugq4la3JCPyUIIgI/YhWfUBQG/DhL3u86wNzHFmZwfdrbKrDbKiZqGmbnQztmLR6zYK7nrF3LTBZgGpXhHoYsdzR9JMA5SkCqQuXoqLBKVeyJFGM4oDQGzA12ac9ajKMJaMoZRgYgsjWrltrU5XBobCbaeXBj9aCqZbkR17R5WXPX+Q3/mTEB780x3LcYhD6NGNBy7dNEKESBch9mSV+nJWvCNSFc6zHWHw8+CwY3VTvpex0A9Eq2NNiNS/BnpdfCJONqERyYn6VO+569Iaf+6k3vuPRJ/b/0dVXXPS3B3g8PM1n/uBSbrjlv71Qpifm6mGEVCIbLpMXEAmMFNlVKYogSo0BPK9tqEqSnK3LOg1wSl0rwDbFwbXs4gwJyoIvT9rhN15+91LbkuYlBEFM4MXUayPCYMDeoyl/dWedP71tAydXpmnWfWZqhunA0KppGiE0swKsWihtKj+U1ALrnddCG6iGvmXvVnPIl+9UHDjUoJ4nVHJ3wkFI/v3TrFApij0u2w0vu6bLx78+S7fu0UpEMX9k6Gk8X5c2n5TOhWMqiZkklWyZ7PErP9Fj99aYj985yeNHphh6dXqpR9MTNJUh9PI5MFkRmrLH0xNlHJNfmLkFnJNL/k0qp8gFuGPp6vFHxkCeJ4rWMH3JCCLz6dHw9OGFuU984dsv/Dc//wt/dOT4AufvePatU/56gI+WeN3bH/qphWOf+HFfnsavqTV6LGfhsjgHPLdtzIhCjuTPC9bGcUocSshrIdaA22XvTCIVA4OkzjRlNnYiA7bnpQR+RD2MCIIRvXjEez9W4/2f38CZpSliVWeyqZgNDROBDc5ccFvGVlkxlsjY24K7llXt1cKYNI158khAPw6ZCbLlX+aSSowdrzLQTBLFhPK4/PyIv/RGdCOPQSCox5l2jjV+pLNCKTvlSyg7hUtkp9Bqe3vMk1Qy0fD5+R/q8ZZXn+EPP9/hfZ/cwHK/xcAL6fqKhieoKwiVtkCX1hDIP3MB8gLgpmofrsFA9bnL5q50KYiNtYBOnYsh99rzC8deYIqnj62y+3T7x594+u77Tp9def/fisGH7ccIJy5rzB/4vSuj3t4g9CMQ5f9S2ncOOzsd7Frrspu9qEpzLgjWMvg5ZUkF3PYuHfa2BUS6mKmiVIqvEnwvoVaLCL0R7UHCfY8J/uBzU3z1oWmW+hPUaiFzAUwGmlZgaAaGemhlScHcobL1KqEkDKw0qfklyAM/oVGLOLOS8LlvzjDCI/AccOeNRbkGL5jLVubFqcIYn9ff3OF9X+izsNpgkIhs/oghiMGP0iJB4yk7NEkJWf7blQvHdjc16orNMwN+/k1Drtl9kvd9bpJH9k+w1GsyVCF+oKh5krqEQBlbZZmVFOcZzirIHbmyDshdoJfEVW2NG2f0tKhxKYGeg7siWzMURInhnkcOBY2PfuPK//pL/6DxjQcO9F/6/Av/xwBukmNE7aXvqfntf5bIk/g1H4x2GFcUAaEmZ2ZZkSHFa5e1s/83nwFeAPyc4DY2yBkHttCIjLmlA257TwjDiMCPWO0l3P6Q5JPfaPKF+6ZYaLdQ9RoTTcWUDxOBDcIagaEeUNSF5+C20kRZaRIYwgzYYZC7MTGhP+LRg5LFQUjoSYJs7Jxylvp8Wa90tKcimwzgMVMXXHdhj8/cO00/8RkmglpsCCLr39tBSAI1suxtL6Cyk7hgSZ1V9xlBnHg0aj4/8JIBL3veMl+8r8snvtHk7scmOdttEHkB/UDhS0kgBaGEQGbaXJSWa87i0nFV3JR+8bzirowzuLBT6ypMXZUoafY7aa7Hc7DnFwwee4+vcHV78M8++qUH72h3h5/4H2JwY5aAmbl45SPfr+Jv0awPSHWKMTL7sLIqTXKAI9BGOoB2Gbxkb8i97lKXllydPxjHDnSYO0+eSGOL94uRb5ZNa6Gd07fQTvjyAx6fv7PFJ781yXKniQhqhC2flieY8i2w676hnoM7ENRCYevDA0nNtwN1agEFe1uAa+vGeAmBH1MLRnzh3pBTK3VmW8Iu+YULsY7LVkiUUodvmPL43hf0+NRdsQV4LBj5ECZ2mpQfaWvtOWUIllUdkDuraZo1Yef/frM24i2vHPDaFyzzmW/1+NydDe58pMXZdoNEBQwCz47JkwJfSjxhGd2XoLIxHxLHYcmv2HUAjnMxFxc1TlUiJcATI7J+UEhwgs3i/zUYcg9ZQxzxlbse4YqLtn3/v/qp13zz1pPdhV3b1t+U9pwAPz1/mpRkV4P4x6ebR4ijJkmUkBrlsHQGZKQD5qzhF4HRsmT7grVFVZY4J7wC8QLnZkya6AzgGWtLjcyAHdZikjjhxILhyaMef3rbFN96ssXps03SsIbXshs4TXjQ9FIavp2rXcs6eixD5+C2FXkW3KIAeBgYQl9b5vZTAt/Wrjxx2LD3SA0hfQKFk3EUWZBZwnwNCLOET5J6XHb+kCsu6LLvZJ2+L2kkqQW3gsgzWfCcTa2SEkmelJE5J5RZ4SwOsmUBHkniM4h86uGIt94y4tbnrfKtJ7t88LYmTx2tc+RsnaQXktQ9Rp6HEBKVzWVXQlrpImxnfiFbWP8CLgBOlcXTMQCnjEsTk2VKc68xu5M/t7n80/uXmAkHPx4nZ95DurrwN2Lw//qBL/Pzv/Yh/HBObWge5KItTV56tebKC2LLvlqite3Ds2wtHQDb97QRoKug1jlz59KkgHD1sLhLnxSmZO98+xKpUcI6JEolCJVwZhluv9Nj75E6t3+rwelOjaNnG+CFqJZPw1O0lKHpGepeBmrPUPMhDEQ2Y7wEdxjYOpDQl4Q+BBX2Tgl9ndmOCfX6iIPzcORUHSU9K0+ku7QzppXHbLKiFczjgq2Gi7f0eOLQDP2GZfHQAz8x+HGWnVW6yEDa+pHcpZEZqPJgXzpDN1XWbaOIE58wCtgwEfGDLxlx46Vt5nttvnJPyL4jIV9+sMmZpRAjfWLpkRfT5Dtt5Kl8iSiKyATOozsqLntfmyrgLSvnYGYMyC64s7SmSREmBVKu3B3x4ss6XL7tc4j2w6oRLTJc+ji12Td9ZwDXWvO67/n+Td9++On3v/8j9wufrVxw3ohtG2N+4nU9LtkR06jH7Niq8bREZCC3QaSqsPk4exfAzjW80x5cALwIZvKWqqzlK2uYNSpFG83CAjxzQvHROxo8tD/k6LE63VFIPw3BC5BNn5oSNDxoKE1NZaB2qwl9YV9n4A6zMtMwA3nB3Hn9ip9mzG3BHQYxkph2XxKZwKbCpbbDL0XVA3cZ1uSJrrwNLJXEqYcwilYzAkYMYp+hJ6gnJiuDzUdJ2/KIsvZGOqUAsgSU+zdSWQDcz0Y6RLFP4AdsmIzYsiHmih0julGfI8fbPLI/4C++1mDf8ZClhYDUeMRKoYUqGrhterYoWskSQlUuN5X/mLIksTgQLjtXwa20RhnNjm0RzXrCpedFvP17+2zdqLlge4rHXpGmV71/au6lt5h0+cx3zOD/4u2vFp/66kO7l1b6Fw7jgIEf8sjhGo8ejLnzkSZKpOzaHvEDLxny/EtGXH9lTKpTWgFM1R2dbSSpA3CoAnzdm9BZu5kuvPZRYljpGfDh2EnJ1+8P6AwVt32rzv6jNXppQGJ8UD54ASpUBEpSV4ZGDmplnYIwB3fWrhb4EHq26SEMbHmqZW9BGEAYlDImB3ley5K7JycXUz5x+wRn23WmJ3PNWmXv9arydOF4WJCPRj4bZhRvfMWQOx7uc6LdoB9IGokgiCFSBi8BLyaTZpRaHGcUBLIsbc185nyUXZLaCb1JqvC9Eui+l+D7MS0v5tqLEq65cMQP3zrg6aOSL34rpDNS3HF/jRMnAvAkS32PYawyQNur2BRi/FnslXGgF8xtEEYz1Uhp+prUaJ5/1YgbLon4/pcM2bU1QQlBM7QOUaoDkiQljbsXqrCxW8286qxzeJ8d4O3Vbn3rbOuDDz1xrCGaExijQSUYk9BJE9AJjxwIeXRvky1zMdu3JOhUc/2lEd9/8xBjbNHMTMuw54KYWph9h+IMn1u1CWmIRoLHnrH7wnie4InDPn/51RpGSJa6PseOhyRGoX0fozzwfaT0kFISSkFNZqCWOkto2BqMIB+yWfRiUswaL8Gdy5K8IcLKEsvemtDL2DsDROiPuPMxxR1PNBGBIlT56GLHPRkjtiIucWpy8s700cjn5iuGvPjqLn9xxxT9JGSYQOjZ0QpekvvrecY2K5PIBvqUOj9nclENaPNueF8WYyD81CNJEqLEx1NJ4UIplXD1roRr9oxI0Rx/bY/ljsAIwcdur/H4IR/PEwxGisef8YhGKqu5WQfoLotj6/zD0OJjupXaCkRteMNLRzz/0gidwLbNKVvmDCaS6NQnNXZrlTRVJKlng+fB4cZMc/aDMupfA/S/I4Df8+hhDh8/G3TaHVqBop8oUqkw2geZgE4xJsX4KSfbASeX7dLywNOa930utV8gMWzbkPKq60dMNbUdvFntVBhjbosCKWG1J/nsPTWWewoh7aQqUg+EsnqwpkDa10rYqD9UUJOGUGqCzNf1XWAr20kfZM3Gvi8IPWEfs66XIKvas21sVpoEgbGMH2SsnfnefiZPoiTmyaMBnV6NsCUJs4ldRcOzcOsIKxxWFpxloxkSrYhinw3TkivOHxD6A1ubkgjCxAaaXmycbhxt67eLi0gW5JE7XWXrX55RTota9MSTpL4kSVMSpVBJnkNIilyCJ1Oksg7Vzk0JF2xNEVLz/D09jLEFbas9wWfvDlgdiGz+oVifvxygaw1TTc0tz4/YusGQJvZnUtqsOEaSJj5RT2UJQ5XZnyqLJxRJ4jOKe8SDg4Ew/XX/3BqAnz6zxEq7/xP/9Q9vmxEGmtKgPMFQSyIhSY3dNawIAGRaWWaMzjaZDDQnVwwf/EJzrGpqHOFuaiy7SwmhAF9ics1XPMosordZt1AYKz2yJEWQ7W7g52loZYounrwe2na5CGc7FAvuXJoEfq7R7ewUO8tQZ+MXUgLPuif1cMTRRc1X72+ACghUZg+OBZhrGh0LFs994NLSS1KPJPW59foRH7mtz1Nnm3R9n3piC6X8rEgq/xuisEx1yeBjZQG5tZvXA9lWMV04OF6iSLw0c2hSlKfwZJoFs2nhVEWRRmQBvlR2tooQmkageeurNVJll64zTAixDqM5NnESK6KhLHIq2nXoTHnx69y8SB2ApwoMdBfunNmw62d/YtBfek+9MfvsAP/S1+4jipK3Lp85PVH3NImWKGHwhWAkYaSF7QM0CmO8asSLseDPOUoZCBzOyr/rGp3mICGnJMrHvInCI9tmRBoCYWwyIk9K5I85CJznvkfRzZKzuO8JfD/vWVTZ7hGZLAksuAPfEGRdP4GfZp53auta/BgpY546Ijl4uo5QXpEgKepE3LLT7GtWC5Gyqrm0rEtJUsvi528ecemuPvvOjBgkPgNPUEvtHEcvMUW9u8y0eLVhWGaHXDirhSwH33u5/27vnqdJUpkBXOKlyuYVsnqe3I7NE2o2wZY7WtbhGgx1aeVmrhfF45rl2jEasteFAbHWoHBBXs5lUYWs6y8uTZjw0bcK6b/nWRl8dbWDNib4rXd/VEodUfcg0gapBTI1eEYQCENsINKClGx0gJHl+IZKQYkbWKz3PR1zKXsuhfUBpMjmWmPB6guDLzLgirKQyR3iqVQJ8vKe92GKrPGh7KoPfJmBvAR3eS87fwKnScIGYxbgsYm55+E6Syt1vAlFkKe5x1Pc63z1CsiN46ZoyXDkMzMtedE1A75y/4huUmeQKhpJuTJ5qckm1rqJL10JNO2RFyUHFTJFF4FnogV+KovKSwtwnZUD5PUvFswW4PlFlQFdkD06Q4ScQrw8C+3av6ZyHHJJJYqfmXGAOyDPJ23l4+LiWBIlhqBzSu667EeCwaAb1etl0qcC8OFoBPBbYcD1nkgJPAlp/kEFUtvsnG8EoTQklfRqmaEy2fO/7paPVhMOsFWmXT2RZQIxBWiUKJfm/HleN+EVO7JloC/qNvI2LYGfjYzw1gBcrAPsTJ54Gt+3m2RZeZIQeDGBFzG/rHlwfx2jgiz75xR/OYGl64EX4HZqNcrxxaJYek3qcd2emNnZPp3FBv2kTkMJ/EyLq7w8WNixcBKNENI+Fn9JlkxZqffINr71bN+sVvYxVfaeKImXFa4lKs2SVrp4LEBelE6UZRNlUVZeHOdUkjyruZKvNmX5hyEPxMtyj9TIiuUZJ8ru0xSp69M0+S3gn52TwZ/cewhg89PPHJFgmTBvKs0ntNoTYWt7ffLUq2E8htRmfd4ultL8FAgH4MLG/kK4LGicwh8L+tylKICuHKDn06uKHZFz9rYBpW3ZksXd6nFK+9DXhPkkqIy9/RzkforvJ3hejJQRX3/I5+5HW4iaR5ABvPC/i7tY851LBi/Zu/TEbVKmPwh40ZVDXv68Pn/2lYgoDemnklrWkOtJUEnug2ddPolmPKmUyxWNyBIrgrKKT9pz6QmryZUg9bIpZEpaHzqVBXOXDF4CXBYJuLGMs5PPoMLkFXgXK7hxbONKLy6icpy0lmUVZjYjMUlgefGIXF06vHn8LxQAX213mJxoXfa+P/7L83v9PkrZsQ5SWimNMZbFjQVZXg2oM2nigjt/vV6f0/jJLlg8z1qKks2LrUZktejHBXbx2mHtYkSbdOaAZN3k5XyQEtxFUOmVHffFPD+HuX0vwVeWwQdpwn//7CyRCPGkIshr0Z0cSFlH49p3VR2en8g0T6vrnKE8pPH5me/r8qmvDVlJa/TTGvUU/Gwqr0rs34xzqSKwMoGxcMdlci9jcS+bHubZjnbfy0fn2Ta2NDVZttRkJbomCy7zVUoX0kiKsk7ILWXO2+qqUmW93HUVK9UK0+r4OJNJ4lSXGXKQxKMBC2cOn3/ldT942aDffareaFUBLq2/c/6pk8c2RsOBPSmmZFewEbsu/vjYEB5KlbVGi1d0qFtANdY0LNYBepGtK+VLpWte5tsAUsz6KNqw8hkgmTzxPJmBPO8yd2RJBmzfmeMX+JbFfT/fDcKytx9GPHVIcmqpBspHSWH19zrMnWN7fAxDAXanlS/VEp1aKyzJbLAtMzEX7+hz34EGsRfQTwQ1JWywKS3IZdb3KRMqQZ6ty8v/WMbkRZWncXpjs7+vtGVuD1KpswllpmjeltLGYva5rBS+uQxetNMVRXIlubkr+fgaX2Hx/ILMHt1CPRfsNnci6KwOGRw+vvHq6zlfSvXUGgZ/7MknaTVqet+JgV7sOVeOCz4D0gkmKyFkBvrxjz1eWukytwtwN+tXlmaW4K4A3WmSVTmDK1GwuHIG2xTbf2cAtwzOs4C7bFAeZ29P2eAySmL+9AtNTi/UEWEuT9yBls73ofrd1zQDVAJNCgbXWhElHlvnBG/73g5P/PcWvSRkqEIGqa1N8fLvnuAATGRsqbFOlC7OiSar+iRnxLKq0frlVrJ4OpMo0mZMlc6TSqIEdCFVqGhxUZEqVS0+7paucVhM5aEMPJ3CPFe+kK3ioUjYMB3jhaf0k48/pLUeFv9kAfDR6rcRQ/mK5f7SRYcXDZtaEl9V2TYj9Qqyi4vuWYLKypdyXldA4Da6VtjcAbjElmwWXScleyspMtYu5xDmd5WPbFPSzkbJAe6ZbJSEw9y+65iUIPez/XzqYcQzJ+Br32oQiwAlFaEswVYBt6yyuHEaM0u3YKxv1dGXSeKhtc8rXzjivE/22XuszsjzbeJHClsSkFC5qKTTP2kZXJKPKDDGsQ/zctQiprLDmLxsQJOXZsytpDUXCvuznEpbujc4etyMnU8n6KyULZw78MxBnVfQFxJmzJyzbYvWxt0022Ghl1z0uW8+/ApPJV+qAPyeB5/mRdddzNv/5a+He49FJEaSaMuOnqrWUjxLX8L64Hae5FrMdRdcDV5lcBfcYi3QHWBLVe5WnOvvfBahypk7myrrjYE7KO7WOSnZW2cJnRLcvhejvIhHD3mcaYegfLvBU9bBL/PgeMyXXi/IJK+ocxM+2tHiqSLRtlZk08SIa3cP2Ht0hE4D+iq0nnieVHLsQpu2N845y0CeyxWnCSXvZPey516mz5UmmyWZSRJ3UKe7SjlAFyIfZ+FKFed8i3GydJT32lDtnC/z/zeXOFKU3VzbN6zy+hfuDf/kv/wneitP0Zy+zAK80x3yrQeffssff+Ken+t05pkInNEBFaY157zi1oB6jLULQI+d9NydEaxtcl3L4KJkSVem5OwtS92tMub2lSzGtnlqjLl959E3eCrb690rH8vUtW1a7g1T/vS2KZZGISJUeELgSW1tTVm9OCu627UJySyw3NnIi+iKACrze7PS1smGx9te0+cz3xrSS2rEymcgLYuXdSluoOkCywaetkhE29r9/NGUVqVRuWyx81LysXoqG7unlSEV2aRg4eh+UWVxF+hF1r7AUrlKgxNsrhOflOCpol1kQMpn4OSrYBSHCBEzt2HHz/3ye566X6f9DxcM/syhUzTqYXPxzKLfFBGtwLctUipfdqujdcXYXxz/YGuDCYfBBGv+rTx5mRfvFyApJp+WMwdVtnNvPompHD/mypRcd8tK0sf3sxFuOcCL57kVmEsSnYE9xcsSO76X4IcRH/p8yP1PNkAGCOVRU6YSXAo5viLZby7GEF5xUYr67bGdFNI8fe9zw2UD3vKKLu//XB3tBQxkQK1IdDkBuDBUR69lksVoMBbcObRciZRLFs8ItATP2DJslWHA7m9q5YusaPESbGsDTdYBtln72dYA3Di4Kn9YqD1hMELYIkAjiYUBQuJYQ7Dsq/rRpk5HFACvB4KaL2iF0ApsJV7eT6ikqYBuPGh8NoCvCTArDC6qbC7Wsl9lPoesTkK1YJdVBs86zt1Ac3zwZkVzu5JEOZ63l/ndytqCnrKNy4vLmq9+q8VirwahjydsZtdz9KmbondZfL2bO1i+DPZcy9DWXUSxx3RT8soX9vn03UPmOyGR8uinomgSzle4ItAjCzYd09AUmhy00U77of0cXuaoqHywk8wcFpXNeXeC/Hy4qcxH04ky6VSuvo5UWqPJnffPgSU3CC1lbWZXS4Mmz6ALtNEIE+BHAXHio1MrybzHnznJzu0bd/7hR778+qMnztKsWZdBynWWXPdDjDsj2dgmF8xkzgtOsiP//yq10mPAd7W3kFUtXowYk+WQT1eelDKFKnt7Bq/C2u7dsredo+KOnMgYXCUEXsThM4J9h2tggqL2xMt7L8fuTmy5ph58XRdFu/c8LS2KAiyNx2W7InZtHjK/XMeklsWDtCwPUA7YbFCXPy9BXsqUnNWFA3TL3toBupextpJ2xrt9NIWDVVxUUhS6vJQkLtDdz0IB9jxLgAN4jCg/f4Uc8/cM0giENmiRj2IWCBEw7J9BmpXXb9r1ui9G/aNHPU8aRsPhxYr09WfOLrBhIih1FI4uLj6EcK6mcaYWY6+dpWUssKwegOqSXpElxUHMQe1IE5lN0xoPMMfAbUe4rQW3V+xbU0oSP3/08rroFN+PgIQ7H26yb74Ooa09D2Q5+2S8PU04yD4XiRvnSSFRKlJFFTIlGvpctCnipuf1uXdfA9KARHkMtCRM17o4xSwTUbCMk2DJgS0qtps2diKZNiLT5KAzUOtshdIOuaTSIDUFc5cSTZSyM19NpCnOd8no4x367gXggtsU7+XeutQUlZRWNoEUkm5niSjm9Wk8+t1Uy6Ne6FkGmKoLNjRtE0AViMIJFsZAOwbk/GEtwEu7LP+3iuSREGPBpZPeFiIrCS0BrvIxv87YX9cHr9ajZFt2FAM4x1g7Y+xcnni5PMlHT3gxnooJw4iHjkg+8qUWoyiAhitP1gOWI8GcYzMuTwqZoqm4KZXmBKcpebLu8ZZbBtxxb58HDwYY5TMUAQORBZtpCeqqTZczuCtXXLe3nF+jlSxWlfzC1ZKCvbUjxexslgzUujQHyqDTwZEWFS1e+vUuAebkaSrkWYLeOHiyRYCuQyOFoZ/W6Q1q2ex1hZfEMXEcoURKo2azfm6adw3zrtFE45KlZPjx/6/yuzlT5182ly6yZOz8/aL/sNixQRRyxaaTKaoJ86AoHzyfM3cBcJV3pmeMns0uLCSJSlFemnW2JARBRJSkfPHuBo8frYPvI4QqS2OFKYaQSudiXmMPujGmC+68QM1JR+u8wEg7ox+0YjTyuXxnzKtf1OepYw0GSYSWHgOtCNKyfkcJR6pU/rQFucGp/My7xzLGVkZjZAZ2KTGqtA7z59IIlM4YvTAEhBNoCoRmTUyVX3glbkThm1cxVQV/FVtV+eOyPmBH3Y0MSRITRwneBz78KXzf58yZBcJAZdbLGEDPxchjJ68E73hgOXbSs19cV5pUGL2UIdIBuDvPOmdt97EAdz4+2QG558wJ97w0swJ15bFkcJu5PHAKPndngzi27C2lsPJEVEtj8w2V3eA5X7oKoDnZulKLrze3cf1gs1VTfN9Lhnzi6wP2nbQsPpKSQZqxuDYWfCkFyEkz7Zrm/knG5Kr6OTyVefPKfh6ZWYdKCkymzfOgv5Qq2XfXJhtEVErMYlBQQXBVh8cye5UsK5h7NiIt/s0yurHBpsfxo4/SXjlBmiZ4C2cXkErS6w0KRjRZYdUa4FaupvU0OOsGlML9MKL6Wp4D4Pk+OxVg5+6JKq1Cl7XzJgBPWub2su4eF+iel0+IKt0Tv+hmSQpge16Mr2ISk/Cpb9S554k61D0QHr4U+E7prltKINa5n1uEi0qyJ9+1bN2AM5VopRgNfF54RZ/Xv6zP4T+vM9I+OlUMhI+f2kyvyqVJWrJhKVVKJs+zhKUPbo9l/loZXYBdG4HUpZOls94WN0ehjVNmoamAuWJfFkRoquQ3hplx0iSnivXS/o712e/1SBKN0RrPWmvSSXPD+FT/Cku7f2jsCluzzIx/2AywJcirUqSc1CQo7cB89oeb2Fmn4Mrx7d3B91UWd6bOOnelyqROLk08leB7MQfnBR/4Ygu8AISPkLIcbeb0XhZuD+dqcqgKhRzUIMCZjT5e5F8kffJeRO2hY48ff3WfT9/R5Ol5H6RHnCoGUtoqw3xVYTx/YZzPUcqVMgVuyjr17LU0ApPZsTIrtislCsgM1DIrf8ktXbeeqGIoSPu3Zfah3NWuKkuqey+tG4iOq4fsWV5hCOBldYFIYdu6pBJrTk5VQ4rKEnKuJcO9IqUTQLgBWH4wXB3u7hPjsnbOFEqSpebLUtr8wvRyaSJNlcHziVA5YxcWYJ61zCWJZe88c2m8hE9+vc7+o3XwLJA8mQWXwvk8ogS1e8Hm5L0G7I4ELPaedMbblbtfjHf72OFAceJz0XlDvv+lPX7nz2vEKsYIn2EqbdeTFsjUkQWFX+uyt31ujABVLXkuBvMogTRgjEZmwJaZ9jbSMnolGVfIFdbIzRysUpu1wF6DHbOGwcvn68xGdIFqINSiiC28emio13whGZHEFlDnulWDx+pVVF1KnIlHDqALJ0VUQV04JzmgKyxOCXDXkitS1M5+PBmgK/pbGcff1oU88VTpdyuZUg7ttCzuhxF7jwn+5LYWcTZzRUgbXBb+93gSTArnGDhX+TqHNAeSpixfXU+TF/2IebCprC9eDxRvf22fL9zd4IljPsjINkqk0sqnnMVzsKWZVFkH5EXgOZa2N8YeX6NsFanUti48txalMAiTycgc/M5qJipgZ805r7gqDj7yvO+4KsgtwgoenZDClh9DT0oSfBFHI9RH/vzPdvu+94H9z+zfBKYSyK13L3bkKgqdXLvO/fnY82KzI5m9J4vXSubTUkU2JUys1dcqr/fOwetYghlb+5kt6J8D3H5lOxP3ns0QzwqqAi9CyYj3f7rB5+6cJPFqdgSc9KgrQz0bR+ErO5LCyzr3i/a4PJPqZFVLGShQnuP6FBdtvjtF/n3zLpq8/tpk72XdM2hmpmMWVgV3PhbaOSjCTp4SwjZor004OaSUL+djFJiDyX3fON0sRVDq9ANUqyPHJNia5o5qo0c+H2bNTh+FZKvuxWnGcgW581S0/GlBlMAVV7/wuhe8+NbbvG/f93DjxImTe/qDIWHgV5bOv57Fc9G/TqBJ9ap12dxlcOmwes7WuVar1IOPsXa50VQ5BMeVKMoztgjK02Na3Bmx7KWFRPG9GKUSlIrxg5ijZwQf/1qTofatPBHKjqUoWuUcret8VjdWKRmpfF6RAhVGF0XypdjmJR/z4PRraqUKqVL3FT/0ij4f+mKTw/MeyBgjFAPtoQrXJI8LjJ10SWnVFfRXFmDbz6AMyjgsjsj0OCjj6HABwti6EGlA566JqTpka+1C++eq8dgYniqYevbS2ipeJVoPWVk8vueolzY8mSUr8k7zyh6I6wHcBTJj4M1/VtFJYp3lqSpN3OIqMQ6aQtutBXYJ+HyfmXJntXKPHlMNKp1Ocfs8sbM/nABTq4Tf/+wEzxyzHTtIDykUvgBfmLIhevzE4Z6o/C7OfULGGE07zOY2QViwl25KqiSpttNi95w35Ge+r8u/fX9ImkYg7AXQR6DIL0IL9qKbKl/ThQPy4pzngWYOciujPFl+Tpknp7Ig0wjbuiiF3atJZM9zqakdYLvHS7sXv0uIDsaKBFB16amsRDlp5N8hTSk28PImmx7dlkejbsflWtvKnJPBx8V9NaUqqh9MuFlQV3uNb3LkALsCaorovawgLFlbChzdXbZWKSeZU+7VY4fYFI8ZqFVeDivs9KawEfPwAY+vfbvBMM02s5ceSlJMjS13dHMr6JyyA4ex1/hZzurnetA4wDbuUqwl2mjL4sXE2KytLbEs/ooXDLjqKwMe3u9DKwbtkeAzFLa1rVJGOx4TZBqjKi8yJidj76yzRUqDyprMrYNiXZbcRTEic06MwOQAroBalMBew9zrrHjuo4Po8aOZy6ScIIZDaPcMYS+rJhTCakUhnC1GnqVFJ1dy1Q8xZgsWTkJZOOMynRtdr8/cJstiliAvGFyYbOiNM6NPuSy+DnPnAWXxmL2XDc5Xns1anl3WfPBzEzx1qGRvIaTD3tWmhrXe91gmd50TUrIlhX6tas9yP6NqN7l03BRNIm1b22W7RrztdT1OfDDgbM9qcSMkI63wRRb8FZ/FYXGnWs9UAk/7jsJh7Mz31pKC2Y3IHzPZkgeYeQAqygKrc4G9XPWrYF/rzvGst8KN0nYj2XxsiZdPWsvrO4TIkw/r/4vj5nrVhHdYPAdvDnaqX9AdTCkr75fAFqIKbCmdzhLhdJpUWFxnkiUHsc5GkLlsXjYyqDyxo+xAzdsfCPjTz07QiwM7S0J4SJE3FQvbWe70ixaOgctAY7HHupSTs3amgSuBm8EGXhUmd4CeKrRM7Yz2xKNRT/iH39fn3idDPnp7ACqTKkIw0BKVlrX2JYOPF2CVMHdntqjMG8dYa7DYEzNvhnB8cJO5KkbkKXxRgLwoHZC2kU44xVbrxWr541pJ/CwAN+UenHms54WBbbz18rH9nBvcawFeBa/7odZk9FgL6KruLhMmtoDH7aDPnqt8W5CStSuBZqGtTQXcJYNnwJZVS9CTMX4QcXTF8LEvN1nqBFnW0gcpbXDp1n0Xcmp8JzJndXPYW4yRo4Gil7XC5HlghwNqQzZ7XTsjzMoUvtQeUeQzN5nyQ7f2uPvhOsdXFMgIhCTGFmNJp4aDcxRgVdEiis+qMJgMxMpgPfBMxkpBNY1vrAQp4yoLNpMD2oxlL0WJI+nUqRSPQlRXQcH6K6ID8iQxRJEmjjXe+D6L48uBGPuhcH5v3DFYL2DI/fD10tiVbFel7tvp+XNkSf66APYaoGtHoqyfscx3YlNFcJngeQlCpnzjgZCvPVy3fW3Sy4JLSSCqXTNKUI0hYP0aFBfl5zgpLshz16ISbOZ7jOqqXLHg1qh8EGWkeNW1I15yXZ+PftVHp7lUUYy0ylyfbI+d1GmGGKsXN5BNmLDMncsRlb1XlBfk7WKZLy5Elo3Njo3JGLtM37v3nL3L9D3CoBmXLYKix2ANi4tzHNOyX9MYg7e8qllupwxGmlqtGiiuuZocYIux5+N2mBwHfYW5x0YruMBeo8GNE2hmYBblXvT5xCVP5a/1OvJkjLFzcMvE3lXM0QX49NcbrLSDouYEKfEEWWFVzt5m3QC5smqtc/jF2jPhSJNz+MOs9X3znk2pJSqzDpW0LD41mfKGl/W595Eah5aylK9QaARDIS24KasM80/mFmAVGzCUcEE5KwzSFBWFUtogVGfn0wW6cY5NwehyneOVp97XJcky6zkObHdT4Apepd3XdHpSMTOp8CzzlDsLr+9NrgXyOPgrGpRznHzJml26imVMOsu+A/LSIjSOHq8mP1z29rIEiVfZMzNn7vx5FlwqW1QVac1/+8gEf3VHE2pj7C3LgT7VeGEdoLt21jpAX5dzXECZXP+aMtjUYzUqzrboqVaobAyy1Ip46PGmlw85frbNv/t9n34ak4+dTrTPEIFytS+mco6NsRWJhYVoyiSPkaIMOmXOkJk/njG2cYCui+ZjKz2yMSZOIG7W4CSvMykZfEwpnBOHovI9hCiJwbMzse3ckDVp1nOwswvwNT/HkSbCArrK3lUmX5e9s4L5cv6Go7uLgTOuPMmCyFx+OO/nzkm+zWCuv/N6Ey9IeHyfx2fvbJBK3zK3yIfrU2lqqJTGgnOCxouGqifmXPAuuupxZYrD4pqyms+tMDSy4qrITIunaYrSCa+/ecCHbhvyyNMKIyOyVA+x8BjoTKbkn8mRKF7ls1oZovLPmhkPVqrkssWxF7PacCnyTnv7vsgDzry1LV9BhHvszPrYGgf9OPDXEKkAbdCFD26si6KN/WG5//lY0CSeHczl76wzlm3NUm6qgWXl75WTWUvQ5xtQufZgBmpXf0tXY5uCrWW2cVXB3q73rWK6Q8P7Ptvk8KkaBB7IzBqUwhmHbIrakzVlsWtYaEzOneNm3CcFQ5dA0kVln1Mjvp6jopXdUVqnNvkT++zaMuKnX9/lF9/j00kkiBi0xAhJhLv1YH6xVstnKxdfduEpQXExKiPySXCWnU0uT1yg505GdmyM1fZF/UkRaObgzkki19yueZFXGY43TGS/5/wtyC8siyEvSWzTppTFbnEV26vQz+PLg6Pj1pMoValTMjWML+/OHI1Cq+XF89VBM4XuFnodoGtHpox73lXWVjJGyQSvlvCHf97kL7/cIvFK5kaosiXNLVxad7UZB3vBjeXyuR7Si3LZcR3uSBRnr0udTZ/S+bYkJnNWjLDzDIVCSY3WHipO+aFX93n6mM9vfyTbU9zY3jONz0hIW+5aACjTI4UuyT+jsLYIWdaSbBBrhbmtxlbGklAJdHv+jCNJcuBVWTyXJNXCqzVEmv9Obk27uJP5x80CXkw5aXiiKRg2Bc26Ha1QyAgXsMVVPsbc6y0V5MFB9SIpm2Ad9i4kkVkDduXob+no7/FRvq4Usa9LpvYcSSLz/WakDTCDMGbfMcWff6XJUteHUNmgzEns2EH7rNs1L8cP8vhJES7Y15Mn+dJPmTGpgD0PNE05MDNnbllN/mgxLlcUc82UH3lVj8/fVefpEwrC2EoVIUi1z2CNTVg+GlGCGvKMZvZjF0wZW0pZfneTneNxoEuRrRPuSi/H+jQLRs7XkPICrASelfeN1fYYtLCd9nGc0O6ltHop3vSEIOpDs1YeXJd1zyVRqsxdBXT+swqosyutZPMqY6+VKOVjVXdrVEWDl1trVKxAqZH57gRSl2CXVppoNLfd02L/4dBe6tK3d6Fs25sw5XaAY6MhqtJkvY6UKmufs6anqlLGXJQy6VMWYbktbTKTJpJUSqTJrMNUI4VHnKTsuSDmNS/sc+CvfNI0YxNt9XiCx0gIlMl28HBBnnu72SfPi61yTW6yFTr3x/MG5UKGiPWAbqrHDKwn7h7DgqVdsnCSURU8igrpukw/GKb0BprBELzzd1/Vj1P1jOcfuCJJEtvgO/4/rdGW1RFc6zF4FQRjddMFe5ezpEv/2xnm6A7UEXot0PMA0wGzZfO0lCUZqAtbUCX4tYRPfTPkt/9sguWBb7V3Jk+KtHyu+QVFC1gRALurUsHe45lCUT0p6zH4uE3osHphEWqBlrlkcTxxUdaqGMcX1zIrxIo1MzXNO3+sw6HTPp/5uoS6xE3ax0IxoOqJo3MmL9nbYOejoK0OVwZHg+MkaEr9ey6gVxi8ALapHLtqz69ZB4eiYPjxVRNjaDTrXLj7vGeuvOKKvtq5fW55YWHpmTTVb0NHeF45LqDIIrouwngfYl4PIty6kTGbz/23BEXdc6W+pOKKkFl9pXOS+9x5nUnhlkjH85Zl84Jy600KDR7j+zGnlwS//ReT3Plo085zk9kmstkwzbo0hE5jQzEeTebbpYzNJs8G5Lgbs7qDiMbr4+0oDOdYivJxvSIzWTmupmzoHQvIhSP18smHc1MJiTF868mAbt81ogUUforIYJ8Dq3pJVscDirXvi/FVKt+ufY0LWmh3d2UrtitxL3pTvdCLakucOnHK2p2yxEEzNdmk21l564MP3v+A12pKhEiMNJoIC6Zx5qmw9TrBZVWemPXZ3GXuSnWbc6IcvV0meTJtLcbZWzuSxfG5pXbckgSV6W4pbcYykpo//VyLj3+lmUmTnL2t9vYy9q5OrFrHPRkLLvNTX2Xx8gcVyeKc9TWbCBQzsZ26FOck6kKqZDJF2F0ZpCx7OKVUaKNJUg8Zp/zQqwY8ftjndz+oGKbS+YACjcfI+ioUWly5TJ5/wcxBwXreuTzJvfGctU3G2lJawMo0uwAc58wOr8qki6Ot19fcrJUoFexV2dxow3Ck6fUTo7XA2zQTI6Wk30tZyUJ792p0l4rqMuFcz86yAzhpa1d3ldp7PNDM50qX2ttUHwsdPh5gOuB27UDp3pOM1WMQCd94OOCDX2wxSjyb1BE5yGXme1NUDKoxt6Q6vXVMf1eCyr/+Nv47OVPl2cSCuZyESh5g2lrsTKpUgF3WjAuhkEKTJB5hQ/O2V/d48PGQ2x+281as5WERpo1gpEXG4WtBbiSgLaghA2VhFZYXfxEvi7w+3AGyK11c4hsDq0uSFXytwWN5EN1jGaca000Zpontqk9Sk+3aYGVA3vBQYZ/KSTElIxlXN5URrhx7zwX0WiZ3bMJKl7qjuUUV5FZzm7XMXfwszfxvx/P2Es4MBL/9ZxM8eTAsd0uWHki7o7Jlb1Nob5EFVdIBcD4WOB9tN353AbyGyccBPfbCXX7d4itd1Kc4vZrF3e5/aVxHRVpvPBUKITziYcoVu2Pe+WNtHtvnMz+osjgIUukxMiBd5paZq5Kdc5N75VbdZHP1rXY3+WtRpulzNrfnvgr0NXkEgHOw+HpALzFY3Z4wTcnGnmSYNmozRnposQCmbyXKWGA0Hky6jF68Nwby0jmpsrgL7HKmdClPSotwnMGzMlUnoVPYghUWdxM7lsE9lRClhj/5dIs7HqnbRspcmqzD3t746lIElOUucMI9yJVHUQH2OMYr/OEGmYiKVejWh5czBI0DeifpIwSpEMjCMjRoodBSo40i1T4yMrzi6ogf/4Euv/MxaRlbiIyl7fNUK4Yyp2GHwfMANPtGUhgn+UPRsoY0BcClGAO7zOy8sVXPza9U1cHaIsDyZ2INLvN3jTFsnptg25aNxHGM9+KbX0ut1uLA0/fw+IMnkDJYA9RxJi+BPSZbit9bfzZ0Vaa4AHI9b+0ke7QDcl1l8PXAXYA6LbW3SpBBwiNPhvzOBycYRtk2D05Sp3ROnHEQIndP3JqZqhxZV4OPnZA1Z+BZqLwaXIksiKqC2miRyZO8/kOUo9bcRJDI6saFRgtFmihqgeadb+3wtYdC7n9CYQKRJYEyoEtItGKYf9is9tXk1qHOgZ2x/Bhrm6wAy+RSxDhgz/zy0hq0x1BTHt+8BIYK0M+Nu8rvZI+jKOXaa67m1be8hNXVLp7n+Xh+gJS26qDcxNRUTt6656f4+bgPPgbqnPXkWKRfMGXG3m4w6QC7ahOWtqAcA3dFlsgET1h78NAJj//0wQkW+gGoEtgue/uO7naHybv6e70A0x7c6l48BcOcC9WOQ1BIAIexy1YZV4dTOAn5Zq7GmLEUvsxY2606VKRCI6RCJJq5RsK/fFubX3y34uBpASJxPrj9somWBciFLJkckX0WSdYJXzpsxXWqRZZRLDPXhgzs4/Ikw0au06skOcbQonr8xhWGoJSNyvMIg5AgGOEl2X7lw5FgFAnC0GYLx83z9W4GJ7isBALOe2OOSUWmOD54Lk2Ey9hZ8OluIa1EmbyRGbit5i7Bbl2TFC9MWO3Dv3/fJJ++o0HiO7q78L1FZYtwt9b72epOCsbO38dpcqgIy2c7gtV0ff67lc4e3MSPqMgVbWwHu9ECI2Q2Kzt7FAYhrD8uhEGnduMST2p+4GVDenGbn/+PitV+ps00pWSRXgFykWU2DVntt86/vGV1o/Nqwyz4zPS2/d2yVDYPQoUD8jyPgEumQhQAFs9+6KoXhLD9l57K0hqZreoZA8oLn5ZSfGZ2w/TrSZez/kznHzflgS/tJPdP5AzuFsqs3VKuor8zRnc3EpVyHfYW68mT8rHK4hbYStgyWCM1n7yzwVe+XSfJh6wIWTK4w96ecLcBqcqS8dqc9Z6PR5pVzfgsDOEAvQrqZ8luaoo53tJhcOFcANoIhJZWokhpGd1IROoRaMOrbxjwAzeHfOgLEp1mV7bOtk7WWJAbyVCDzvVDIVtyF8dYuSKtPZcHnxobrObyhKImpZocKxjdOKQxLj/MOQ6d8749D4LYpGzfsgEh5GcajdrT7XYHb+OmrRzc+6Wjc7O1z6T96dcvnz2N8gLbtGncfyw34sf/YulRFtIEQ1WeuEztMLkEmfU4Vm1CvQbgpT3ogtzKEpmxeM7enpeg0Xzi9jrv+qNJTrezvQNF1oYmMuckA7c/xt7KkSf55y+Aj5UkJfusA+ri0aX6dXFd8cArYMdJXrj14di7zDW4LL1xaWTmnsiCSHJNngrbH6+BONZsnUj4pZ9s048kn/xGk0Q7HzAPNLUgznsoTa7Bc0a3yMqZWjnP3QAz7/zJz7vbCFEhCgfsLm+uRwrjGd/8B8NRysWTc0i/+ZmPffJrR3/0jbfaEuBWbYj0DNMTPdL+iEQr0ry73tGB5T9+btFSXcLPAez8+ZjnXVqFY3ujC2MBLFwWdzR3xtoyY3EVpBxbkHzoc032Hwqhkevt9bS3qQC64pqM6+3sXj05brH9uefmiXFkn4OV1k3hO6W0FMGlBZnW0gJZ5LszSKTjmYtMsghhA87USIT2iGPDxbsS3vp9Xe5/NODwgoQAx8jOrmbtkUrBMJMwbsCJBJUNNzHSoDLWNqJ0U/KQwpJ7WSNeYfOcI59N1blSbp1VThvBah8Wu4b2QDMYZHv0AMxsmEV69R5RMx60jd8fJdZyyg+sFhVGyZercaGy1qDPdPY6LC6ldnxwx1WReh15ojPQ5z/LgkpRuiayqBRMONMR/O6HJ/jSfXWou+DOH0tb0JduYqdaIDZeNehWWFZYewzQ48x+TkC7wM5WySLR5sqV4p4zdVmbIoWjzfMaFSEQmV0ohCkfhdXjaebRpH3Na58/4sBbOvzmHwvO9oPyQ0ucLTY9EikYkmPBOE5OntG09KtlVpyFNRhzlyVndZkTgXE98vKAFPgxa4/TesDOJ4Gl2pCKgNbMTLx9x+Zetz8svgaeH/K8Hc//8LGTvLsfzYApS1ArgytVWYft7lHusm/hY2e1ItVtn90Ze67f7XTF55pajGlt5QaRaVYT7jB51m8ZK8MffaLJe/+yRWRU0ZdYMLdUgG3NKofYl936blNx1bsvWbrwwsUYjp3Vq3jrr9PgZv2XxkF2Zc4fjmXIWOre5Ju8yjKVn49fLixElXnjHmnq4Qn4uR/q8hNv6FLTKRT3BExin5sEtCExMDIw0oJYY+9GkBhINCTa7pacajtzX7uvs01ni+fG3VWOTDE4cwjde/7/GkhS+3eS1N7jNPs3U8OOuRqh7r77lS+47MP1elgyuKjdwEN3/yEIOZLqNEK0UdIWUBbd3FkLlch35KJ6cooTXLD4eIBpEM7FIERVb1cymRXtrSuyZFx/l+n4BOFrHt4b8Ik7GkSJcqoEHXkiZFYOy5odGsbT8c/WuTMe5btuyrk0+brs7T4WgLYCNF96ZQFyM5a+FxUWEzpnb/sohSglTC5VsO6KEFm2M9V4YcIbX9HnjvtC7nuqjgmyz1LIFFMyeab70VZzF0Z2nsbXNhDNmVvl2U+KMLXij9vXmczJPPL1pFyRG9BlEiy/ACxOoV4L2DTTHP3qb76PW194ecngAFt3XMz2nVd9bcNMur9Rj7PNT50tPlzpMFb8tNb9GOublOv8rtIVOeKytlwv/S7TbOiORolSkhQMHqQ8vN/nF397igf2hjZbKfImhlyeSIQQNiWPcXzv6n7vpRwx64O8YOfqWOhCo58D1Osi3LkEqro7T407J7gSE2UzC/OT7MxTyVl8DbNrWbJ4sTWKRzpSXH9pzG++c5VrLh7a0VAmdRjceW0MqS6ZPDIZk2tBkrNssYlWztjl6xygaX4v2N7ZTnGsHCEtpseW/0+sIUohSgWjRNAeCWa37ODNP/hq3vD6W4rjVvSZzm25FuW35HDxkzIdxqCsz2q3sTOkwtYSi+KAmnVP4prsZWEXmjFbMM9oVrOVJYO74E+rvrcYY28/JdKCP/x0k289Ukf7yn414cqTMVvQ6dRRWX1JgdEKyB02l6V96j6ulSri2RE+5n27Tkr5XsnibpJHFo8O2MdS+TrbPiRn8zzQxD0XWlomNwphNDI2vPiaEe94fY9f+G2fKBFZIQ7FNvclHXp2THGe8JHORCxtj6cRWcZTlkPhig6grEwj19xi7HE9Bs9Zu7goMpmUZMORhrGhXq9z4QXbGAyitQC32yJzxKtffDYYHd8t6ZAaRZx4COFlMizbPcv5sA4BVeRJtUWtqtGrjkkJbFGxBx39nTN7ztyiDCyVl5Ai+P2/avGJ2xtEnhwLKsvAUua2oKDC3uNN0HId4BYXK2s7eBxD8DtyS85F5K7OzrV3wd7FheA2JzuBls73NMoNAau5hc6mvhqBMGXgKYRC6NLWTTF4seFNrxzw9DGP3/94iySlvJLPAXLrlGToLDKXTuVhFgirDND578vMN68Qi3Ov2KrZ9y+liQX3MBUMEsEoNWyammDrXOtuT8o/SuK4+H+Lj+uHUwxXv/7UzNzOIzPTCVMTKzRrAwIvKetDnHQ1omSDSro9rw7MUu+ljs4G90iHrQsAm6J6sKwQ1FUNLpx0vCodk0gLfu+vmrzrDyc4teSk4uUYgwvhJHXKdHzO3hWf27lYq2BeuzVJeULGd+U9R7PxOghfL7VQkSvknpvrZpX14aVvPhZw6vJ5MfKtCD5FIVXszxQ6VWybTfmld3T4mTd2CVWSleflAWd2d+SKNhBpGGpRBJ9WqohShhQyo9TNaTEZYCygzP6fSrEZ1RVOZzKolwiWI82g16fpSS67bNfxj33x/mdmZybXMjhAbeoiDMx/9utX6P3PLMkf/54+ge8xinynNzDLQLnMXakgHPe8TVFR6DK2qCR4zBhTm/J5rr1d5hZZI4Nn+PiXGvyHP5jkbNu3Wy6I9e4ue5dtaMoB8HhwOe6DV0sRrARYJ7PzHYjvc+C8YGtnY6gCuMYBvHEsRCdlr7P6azfQzFjbMrWVKjb5QyZRMqmCIu8CiiPD5qmUX/5HHRbbkj//YjM3se1tDZMrDJIYijp1TZ6mF8VKab3yMuDMlYihnNNSxKquTDnHcw0MEphQq7zjjUtce9XF+upLds2PH1dZeSVCjAl+4VuPbL7/o1+5gNsfbuApQ5KqbGxvvoNV9VbqVofViwAyZ+6SjUspMu6aVIFduiZpUeOdB5Yq0Bw44/FXtzc4uzQGblnV3UXG0pEmLqjXAtqslScu2Me/99jz/9Gby+Qug0N1OH41y1kyuHb1uB5/lIWUscGpzIZ6yop9qLUijSSbZ1Le9Mo+F26Os6BTl8Fmhcntz4yBJGPz2Aji7HViHDZ3rMSqDVgGy+PM7SbKJfb8+dIQSJCp4WXXjPjRl0/y4ssm76+H3i/Uw6ByTJX74ld/9T/z8pe9Jt29vfWTO2cO7Lj6wg7oJt1+jSRVxZ4oxVykcZ2dZy4LFqZSY6LGgS10pZDKrfV23ROpxnR3qDk07/Ervz/JR29vlPXdbo13UVAl8SRZj6UpAsxqX2XZO1rpjXT7S7P0fPmzcqtDkb8W6+wQJ9zNtez7xfQwt6jLeU8Uj+PbnItyAoGsSsbqysn6d8y6F6urewurU2uu2JUwM6N5ZK/HSltmQ1Hy/8O5zEX5r5Re/phXmj8xVORc8RZj9U+uI+WurLLc7NcIWBz4jAaz7DjvhmP91bPvu/KKSysAr0gUgOuvfz79QfdDe/d/84r7H5+c2LFxgkaNYiSDO42qUnuSfZAyYHS97lyWOGztShWXuYWrvceDygQVaA6d8fg3757kY19tOjagstfrOaSJh9OGNsbe+fJY+LKSc4Nk7NxWADLO6sVJyudkl2d0TbZyXIs7AWaF4V2GKwZ0ltuOFCPfhOOwZHLByhUKaWJtjKwRISsDKIwCbRAi5q2v7uMr+KX3THHoTAB+Wn4gjWPr2A9tkMRGkApIpSBwsp0mkyzFyNn8UsifaltP7tTvFRpDVgBux31vnZHMbfG4/JJ656KLL/tQLWytWRXl+BuTU9M88OT8H0/OvXT5vifnOHG2QW/gEyfZbrtaZoPZxy5it1khv+K+I3CXoBZ/HbhDC+5fes8kH/9KAy3zCkHX8y5dE4RN5uTlsOsN8MkrBguZcY5WtILhxh2WMcnyt72trT/sggAAKh9JREFUG1hVps2WAWXFF3flC3m9eNkEUbUTS2/c5AGnUWWwmW88myrQgjffOuDX/mmbXZsiaz4XQWZa+uSFZLFXoc788chUJUsedOosENXO99WUcsW9uXhS0uB70Axh2wbJTXtC3nDrS5Y3Tp7649kNM2uOp7feQX7ZjZewcPZ01D81RTNctdGyduogxkq91pbGmnOCW6wBtxtgpg64dQXcnq85eFLxL98zyafuaJBUEjjVOhPL5lXXxC2HrQJ9fM7JWHJnvSDTsQVdT3yNv/W3QvpawK8fdJYpe5m5GsLYQfMVn1zb7p+8jFYAOstqYowNRGVmI2bK1e5zn6BEyg+/qo+vDL/4nikOnw6qyHGZXJCRjChAXvSljVcvjTF5cTxNWUxmDBViyc8bCLr9lCNnpujEl0RNsXXdwyjXe7PZbA6U6L7tRTds789O9PH9LApe78oa7975a8Ct1gN3kYZPy6SOKMGulAYfPvTlJp//eoPErMfcVWlSlsK6W1tXh/gUMop1wOyyNE55bH6uxnC8LuD/BmBeMxfEyTOUzO2ydfWeT7/KS/jygHJ8cGe1aTlfkWXRAVSweBZ4msw+9IXh+1424K239i1qc+YmLZm8qFvJ2BwqTJ7kdSvnYPLi7lzY47dMGZOkML8UUZ86v39msfO2RqM2+I4Bfmz/V4wnBwcbzfqBRl2gZHqO81VlbUEOnr8O3HnzcFnPnQNbOOBW2UQq7Qk+c2edj9zWYJAqGyGKc1uCwpEmaiwlX5EoODIlf6SafKhUDlZAD+VYX/e/rHn+12B7TX04jlNl8prT7P2145arjkqe8jZjoK5Ik2yuYfmezFyW3FFxC7UyZyUWNJTmH7ymx+te0kcl2nrkFTfFTfHnQNffMcgria18PszY8SE7HHFq0Maj0WgcaHeHB//iE7evm15bF+AGOHvsnjMm6f9Ua+o8EyflrlXF3ymYykn2yFyqPLvmzjvfc+2tRIpwwF2k4FVK6sEXvlXj3/zOFHsPhZaSHTCXHTqlNCkCS2HGAst1XIYKcM36DL6e7nYli3sRjB+jvwbcRTDF2oCykCHgaHBRYevyZ8JhfkeTuyyejX1zNXx1/ERZs2JMZhuabONZ45FGkssviHnXz7f5nhcO8FJdTQS5mtyxEL8jkBtsM4fD4to9AC5oBQhSLt6z06x0hj/1uS/de0bK9Y/xuhr8/D23snT2EPXGZHpo/wMcPnyCVqs8VRW/u7Lcr5d+L8HteuFu+l1IvUZzS6lJPMEX7q7x7949yeOHQuv1uXpbjmtvUfG8PeHYfmuck7EhPg6Q1wz3qYDWYeuK1TauYb6DmykZqUhwuOczbz4uQE4l82n1NkUbmxHV0RLrVx0KRFbxl2txg0FjEz86201KaPLLxXYN6ax+ZJRw9a6I//DP2kgJt91dIxFjVKlZlzo18pyaXGRgt0cy3wYl25NzTK7knV+vfvm13PySG9OVlTaXXHT+dw5wgLA+R63ROpxq7wO1+vTbjVmpZP2qpa/5awtcIcv31Bp3ZLy2RGdp+tw1Seyc68AevF/6nUkeP+yCu9qV4zK4EJnH7bI3jjRZp5l4fLeJijd8rmBzzB50LcI18D4X1k31Z4UKcXU3Dnsbp6AJ4+ju8ve0MVlfJiW4IatTYZ2+TRvQ5VN7hJZ5oZFtODDWQrTZy6zwNQP5tRdGvOudqxhj+MLdDbTvgjqj4HHgPwvIRZaNFdLuOC4M1tKUaxNAqdZs2jRNGKgPbNowfbhROyeMkef6QbM1weFn7l6Ynp7+9LbzdttakLE2skqjcFF7UtamuJpb/bXgTgpw4ws+e1edf/M7kzxxOLSzu8V6XnfG3plqzl0Tfz29nccIjAXGcE4mZ7yIyn3M2XY9uTJ+W+e9dQWjC3Kzzu86qC+CUtYGnHm3jzHZbBUn8+lKErOORjduaa0bdLqltsZDDwVXnB/zrnd2+N6XDBCJE2SuZyM+i1xxa1aKstki6BRF00NechsnhssuvZiZmZlPf+n2uxcmWhN/c4ADTE5vZMeu532x1ZS/OzvTxJMR0u3ocetGcgnitJm5mjsH9//b3pfHyVGcZz9VfczMzt7a+5BWKwmtQEIXYPjAIGxsIBAbG7A/5+cE48QOITEhie3YcfjyYTtgYgc74ANsgzniBGNjwHFMwNjmRkhcOkBCQgcrabWrXWnvnau76/ujqrqranr2kpAAf/X7zU5PXzvT8/Q7z/u8R5GS4Oa8HC7wi2eS+NK3qvDKbhfMNZxITTGR1ptH/Gxi5powo/VxfJ5J/IRIBtcmJshJuM50RmeioIRYjlMNmE5LooZkupISBX8MvVzRyAMDwEWJWUoFUBAofDxM1LIENxeOJ7PAcgTLOvK4/uphXHB6FqQgEr6Zysu9KUEuq4J8BfBeoAI/SsDK5AOkK2rASOKm009d9XBTY/2k19eebOOchuMwMrhlYt6iszZ3s/H8QM9LrqQdavtiWmTVS+ncKl1RKuIJlwKZTfCrZ5L4x5sq8cobjgjBS6ttKifyNQesrTxUWZAYy0UFr8S02qbjGYHb1MSL1cBiNSXudZz1Zuqzqn1Dt+CSroQ3hwS0WBOuIybImQJ2BiJ0cRYQzr/Bo5FhnxVQkVfFQo1b6uOUAn4goJPzsXRuAdddNYIgYPifZ1MIxFcGeNEHDKOdyiqFrkg6woCoCFnQFl8kZPH6ZoLjuzrzF1141ubnN7w+cfKK4yYF+KQWHAASyWr87RUX/mAk03CnT+pBiadMha2COwg5t5oVyIuDdYUkDtyBDfz3s0l84VuV2LzLFRNCqQ6kHQNu7lhSIgqIReprWCUv28GpQDfBHZNYBeO1qYboFp3o6+XytHJlJ0H8FIAPOThMKw7DgqsSouJsAmE5Il9XHPnky1aYnMWVFtWS21xCFJb8a1eP4vzTsrBCdSXQFRbmTWLJebSTJ2VJK84rhQqicifvBZjbUo3FHVV3rjrp3T+or6ue8tLaU+2QSDVjaGAbCLXX9u7Y/iE/u7vOtqKvU5UIQx1bZhAq4LZEobAJbtsNUKDAw8+mcM3NknNLyU/wa2qAGzREXRitBFMq4xnUvoKqcqJa7FDvNmiL7H2iSX9iRw3cqqQYA/K415PjmptdKYOHICYs2qZRFhPUJKrooXKbMmEUMcL6RCorFEQmsAQURLR/owFFgIBHOOU/Cyvtiy35so48vvqZEQDAw8+keMGEq3zKGCsOcEueD3hbibBZq1KX6oEg6wMEFOU19QOnn3bK2ueeeRQdbZPTE2AaFhwAquuOgxO8dHv7/EXrG+sJ0qkJ2GEhhCw7U3m4aGGscXA15VVYbjdAzyEL9z5ahn/4typs2CEdSkUGpHGWOypgcImaBqu2fuC3R6wzaT4UJGrARbFioqmBJpINzjIDGx4C2qQlmtUWZw2ftUhnsSQTF/lUW4GoQSEmNXJNF5e5KpKLywhnnCW34WcJVizI4bqrhnHpOeNonuNxXq7q4oFnWHWe2BQwIBcA+YBo+rjHeOVOfwZgqTSWrzx+/a/Xbb99+dKF07qmU1pwOZIVCwGW+zYbd1ZkJjLNlCTgByRSTqieU2IVcW2j5CwRYFevjWtuqcQT65LYO+gUS4GxnNsCRG1kxLulJBgzr04IbD0sL4uKi5xLUgzmovXQK3tiwT5tVCvPpuVWihugWO5wvnimAphpljnUyCHlQYOTEx38AQggclgCYclBA/B5d7ijCRoAgWX0TJGWXEiIWQ/LOvK44e+G8di6HP7PLZU8d0VN09YkRHkBLPjgRcyU8cmx5PeYYwSMjKOhpmz/iYtbv51MONO+vNMGOE0sR1/vy49kgk/3bdh5X/P8Of2wKJBwvdCxLO4bGIGbRytFByqXYVefjc/fXIkHf1cGL7D4hDixUuAk4Aa/AGHjHpkrDSOoo1TrmA6jGaGU9GQqy46Y10Uu5kx4eAncq69VR7Lo/hDWOQySyAfRtXMpIRKxPrwRiJQHAQoGRoOQt4NSjm1gUpBLaoS8h/ZaH//7/RNIOAx/f1MVdvc5OsiB6C5UqoN8xkHuMAJKAqRsBtfycdkf1uPSCz/Ql0oFj6xYsnja13FaFEUOP7nczwRdl1XXnrW7u7cKec8GoBYrKEUJ1AvlQYt6oGLyVSvJsKvfxpe+K7ICiQJuqZbQKcANfq0k945tdYwYSgLFIutp+UUglviMLDjRLLsK6ZK0RT23uoOhcWuyt4FsXRIXmfcK51YlRAl0eaCZfBWG6BG1Z4BMWQ2Kc1ei0D2JoSu0BF0R4f0cgc0YPnR2Bv98pUi1zcVVA+mhfhYwFAJOVwJG4FrAgnqGM5adsrtr/oLLlnct8zGDMSOAj/VsYg/fNmdjys1dUlvXknesHFLJAlynANsqhAXBqlIim/JYlg8rybCzlxcr3PNIGTxYPJaugdme0nJHLdeMRCpEXFub5AoRyIs6xZa6CRQwm1REkxcNhOs30RTDINpm2oUastessgJkLZVWpSCaVk6KuLi8QdSeKmEWIlOmJwyzDk2Q00lAbvNgkEdgBwwfe/8ErvvMCDqa8gK5PhAUIrCHjwLAPLDAR9ZnGM0TjGR8zJvbmj8wkLukpqZh49q1G9mU11UZ06YoAHDc8Sei5421cNzq/SOD9MWhvq2nAn0oS/CqaQJFSVElQctHIQDWbkjgh/en8ZNHy7jzWATuqWmJarnDqQs1tUSfZiTOeutqiQFgxXqHL4kO6pkR7xLr2eSbVEts7hc5m7KPoaK0ABEdIQg7w4ZqClECRJKHBzw3HJS3peOcnJ+ABpTTFfDOtTpdgUZTIDpeEcJ/GRglYPBAEeCj780gXyC47f4yPLc1ibwPwPIQhvUlHw84QQ8CBpYooLW9BqtXn/DiyUsX7X/kt8/htNOWzwSyM3b0AQAPP/k80qmKNS9uWvu7HdvuwRUXjmN+M0XBJ5EUKJ9t3pTnR/+Vxldvr8D+QRtMLQw2GvOEoXe5bIKbMuFMyrk7maaeWKIHh0lb9Hkoo/4nUk7U5/4kWu6KJWov9VrMaD+L8rpLi6rH8nkxZX2mZRHjmKjmU19m4f/WakUJA7XkzG9M2R7p/fpEuUo7arVLr9mBzEyQCwN2Acy8/jDfSMY9qB7MU9U0/pobOSJiHSAMPcM2vvLDCtzxyzTygZHXLw2bDyxonsDl5w/i4vMvwaJFZ5ydyY48VlFz6oyxOiOKIsf8eZ1YvfK4ben0wvvGMsejf9ABD7io7R08WAkPPiH4/gNp/N/vV6BnwIkBt/gG1UY9UhqM4dxy1jMV3Jr1VppmxoXeQ0vOFOusqSREpyAx2qDqVGqW/nDHdAI+0JmNmi+uJ2epIXsj1wTEoC1RXngQqKF7ha5oeSoGXQkofN8SfVYsha7wVFvGLPg+BQKCtjoPX/7zEXzqojHYzOO8XA3rC3OeTlGsWLQIjbXz77OSS7aVl8+f1SW1ZnPQzd+8AWeffspo0ip7+pzVhzrb60e6HDqqTJftg1oM3f02bn0gjX+9qwJ9w45e/a4+4iKUcZxb1FXapcBNUPxQLLWc3MrcpnWzoiSGmysWXWyX1fPRMSTcNzpGrifhcXJ7nCZPi5ZJkbMcth+mMLYJiqgoQKZvIdsUy+kQi3wJk4ppd7TayCiyGJEPEt3pkfselqODQdwkPlCZDrBySQGEAN19FCPjhN+aoaWx4CYbkUgsfqCrve2qFze80rNo8cpZAXxGHFwd55x7Abzx5/eBnPdC/tD+i0huFxxH/HQ5DGtfTeDa71TiyU0JjBcs0bdE5dU2ing3COQ3J2mHg6h4IZr9TEQqIStwVL07Xv6LDcEbX3DROs2Km8NAgepkzkYeFJwZIoU05OHEcDwl32b8jTEluqm+lvJgqJ8TzsEJgdDX1SJmET2VCV0BQyD4OIigxRRhlJNTbq4LMsob7hOIqR0C3pschINb3lRUOj0B4OWBxkof1/zZCM56Vw7XfqcS615NALYQNAMfJ8xvwCUfeN8LeyZy+847/4zZwnT2AAcAK9UEkNYbnfSKzs279n+if2APWdFV4Br3Nyvx1MtJMGfqErOId3PQhJXwROrcTOfYikXSLDekksL0MLyCQa1esgigOg/RVpXArKa4RFiNDiPxxxbJg3EbibpKeIeEafvJmyIEujxGeJOSwRAWaeGAocIQNSrKEICE/4YKwyorumg4Y0QgCiP4e6IyKkp5L0LQgK/TeCBCRxSej7Tl4/xTski7DJ+7sQq7Dlg4ceE4yqsWsJNXLrnjjNULb3xjf//hQHR2HDz8cmkb/NGHJ+zK+r9Yt/fytV++ZQF+94KLr99ZjidfToIlpBNhNONR5oeXzXlkyqtLo/C7Q5giBRaD21ICOHrhc3RN1esb/iybD8366j/RYbNNINbqqygkk9wEhz2YflNoYX1TV2fGfkxfBwgNHKSYn5scXdXLQ06ulLYFESeX7Sbksi/bT4QPG77vhK89j6fcnrkih7+7bAxrVmZw0xcL3t3Xr7irqqbpL267/9mJjpaGw7psh2XBAcCuPA89A9ncuWvyj1clXlq5rGl78tYHKW+CqSkjRpGCUWYmU15Dyw3dahcXC+vtHqgCYLWZpqlth4hTHM/w2URiHDJJiWdlewmjPa3BTMutRCT5CujWXaExKlWRiUqc8UR3rKQkhKhSYdTHXsqO8tQBwMvXxLXkrZnBqQgNwABQUDDRtZayAPCpsOSEh/vlFIWQNMUKT8gQwPE81KY9bNo1B89uXLZneHzwys98eHuOJP7ocOF5+AAHgJa6JBjrv2beRef6zz2T/dwzWza5cN0QwJHkp7czBiJFJOo+Fc02TAXQtaaYiGhJkbOGOAssl4XtMnk5ivfVePeMkEpiF6ccRXQEGgeP2y/sj1IE9IiKcBATMBKENwpRgU5E/xQlCsqUk6mllWaZJQc+BSWBaPbJpcIgoOD9rViY70Ko7HOi0xRGAeJTIEdx8nE+PnHx6fmm+R/6j+rWpjxJpA8fmDhCAAeA7MSYlyxb/tXdQ71edfXANb0Hxihsi0s/YYRSPqI+f2F7BwlsqI151NwS3Upr4Ibw1xWwqxy6SC5UHlE+iYF2lHBAoVOR0k6ousfUg011pJpXIpGo8m+iBn6U1FjCIscUUVhfOpt8mYnzqO+DLwXiytBwWfSgZEz4lKJLLQWY6F5LCBOt37hzSxm35NFpmZhB2YLPKDyvANtpDC67YNH1w1bn1xJsr4cjNA6Lg6sjlZ6PR9duzS7sXHL/l664yG9rruPWNhDtvIQFp5TAEVw7SYEEYXAIgyvAbks5kCrcWwY6CCuW9RDRlajrkQ5KxIBf7hRLJ0pikhQtSUDE6uFE3aPEUPmzEadnJdZri9rpSXRcmFSurA/D8hGdMXl6YGjjajV+WOcpuLgvJpfVSt20ia9ET5WAwvMteL4d9lkhol4gn6cYz7fBR+u1DWXr/2UePpftnNt+pGB55Cw4AJxzahcAvNLWUPeZujT5+sG9d7jb9w0kbn+kAaOeBYeSkGNTiGgcIuoRN9Nw2LEWEUDlMqCDW1UutGWDsugL0ctii12Cw0j3kkxmn6fPUWKj9goVIYplhoJbElp1lX+bJ+Z8PHrfUUsGfk5u/cN0LZm4JU9uvMmQg4tfDkL4rwMVHJwRWd0lt7NQdw9EuoBFA0zkGH74qwQOji3BR97TfsMpS3tu6HuN5pq6vnEEEXmEAS4+lNc4p+xHc9tX/+R9S/7ns79+fvzz9z5DnMIoRYXDwlwHIAKrqYhQcQNoaayKMxgBMAK/tg3FwNakO+OhAirOpJuriLl/8eLhjTiwQuHXJf6hGsmE7O0HXUUJr0n4WgARAvAyp0X2G5SVNTLCyxAFikjE6xmBCG7xm4lQFu4bao6MoCDOPzSex2v7W7F61Yczq0571yuDg7lcU1f1kbqC4TiiAIe4YADywzuvyVd1fuAfL/z04ytQ6L2gpSyAbfH6uoKouZP0gjuTgnpAt8hmsEVycCC6QbSYi2lVTWlQLigA0pr5FH0e5bxTgfkIIJyDkkQwDpUQ6B9S5eFMBVG0mYTHCY6tWO/QYiv/N6QzMqqogVx/O0TcLZHvQyCn6mZEBH+o5Ouc0ng+D+lnMi7KUhau+6uTRwrpM655YvPg3WeeWHf4Fy9mHHGAy1HV+RVc973TwNiKR2vsje/e072ncjxHMZyl8AJuDyjR6yiLp/ETX6e01ohey+9ZPsVV2GigL7VRZSHqL0CJz6VZb/P8xvuLOweL+eUPF0r801IBoXAmNiiWOkR1jAqjvAdVTSEhqPV9JMilyijtuHrzEHGDqd3NQHjBBBWFECD8xvJ9G6PjSYyMW6hr6BrpTNT9E/F/ftN7V39kmqia+ZhVLsp0x2/++8f40z/+6HPzWqrHaitx5sTEoLtniGC8EDXItAlgWSycccHM9tNoS1xjepg3gn6DlKrD1J1VEtv0PswfCYOsRj4JVfNKzHwUYqwvnYtSSuqk4k6L3c/cH3HniPJq4lIZVKUJyv5AlHcS5ZIAkH3GwUEdFlqErSvkvoqPIrIWHduHHzBs3pGEby8er6nv+tJ4tuzmeYsvejMheORUlFKjtSnNWloWfu+8NQs+e8XHqgsdTQcwNM6LSwkQqSWycz9lxVOMxIBb63UC5TGp4wfd30J0Y5QacRa9eDl+60wy82MtNNM3shLrp3PykrsaVttsug/IYmR9ljY/UBsFETGHU/SQ2yCcypqKDF7fN4CN+5oKWbrwsxWV7d87MJicUfHCbMabRlHkWLPmHDD/Tg+0+bZn1zf78+dmv/Psa4ccL6iCRQHbikBu8m5MAta4XuXTGmSam4p4RmQNS51HvXFmQ8eLophFOxj0AhE1KfKmSxRKaKtU7m68D5XCAAALzL2iM0WWnwlnE2DM4slWAe+qkMmPob19YWGJ3/SXX79vyR3n7Nzs3fgPH5zFVZrZeNMBDgDEugz/+sP/LHzlxx++/aHrf05TqeS/3fPQcCJpESRtXSlRf2rDCy7+qBZM/ZKLtOSprPhU7xfFVlvfGrdtMltePMzIoopPE3Ka06nsR5SFWZlCBdyxvoW8niFFiTR28/9JOTAQ8Qo/ADyfh/BTCYZtfUtz+0ZP+OvLP7b49kve+7hf2fjJ2bzjGY83lYOr45Ff3IexDUvZvIVnv3DBxRhKEf9Myx93KXzIyKakJPrUIlHU07TuRd+JwcnNKGbsg0b/g0gqJHO9NVqkcGgKYzkmH5xGPJ3G5ovH825TGi3FzYt4trl9Gg/Nr1Gum269lQ62suABcfP9iKQspf94Nk+RzSeRrJg71tbW9ffvOu2W711/y2p2zpqPHy3YHTnpdrrjmht/jhXzbIxm2dWvbn39/PUbu08fHCmkyxIUFo20b0D5+QW0ixxN6RwTzRPHR86pPj13USGEAvCoqCEqUZPHWApgrXC9nBJQThuoFkQoJWpUdzq1Qguj6CJ6ZsY6pj1b2na1DE2WvfHwuRVTmkaMY6L2dSwEtxxqYXI4ezJMri4uPeGW3LYYHLuAnFcxHtidTzc1dz40kU18a35LD2raLzuqeDvqAFfH3fc/mRgaHtt0/y+fWJQfH0TCiX5Q1AAFEGW8yb4e6mSiYbgc8ZZMU2WgA0sDuAYoot0YlgAsMQCuzYspjjssgIfrmbEP09Zb2na5HIj3xlMdiAJ2WadJtBvF7PNuUEMWAdwXzqScJsVUUvTgnYeaGidfVjHnG9RK/NNxq754xHJLZjqOCgcvNT5+0Rne0FjmK1te2XJCb0/hc6Nj49SxuRTlByy01AC/oJSJDko8RFbURiH8aUd0jOksTaYbkRIv4oI96rwPppWIQDKF/VAilrHVO/JZ3WZmDSrrINZxHzOMTWrnC0W/kI6oExhA6NgIQ/Y+A/h0g9EsyQFTOLnITfHD6f98JJLVQUCrrnfsxNcyOe+YgRs4CjLhZIMQ4u94/Y27//rTF//7n3zsgkJrY1WQdADbYpGVFLxclQ1DCiMsuLTmsoe0tOpynhf1JpmJN0ZKvjDWlXJqFU+15HZlqOpfXOWNWvRgJl3FJmbFXnP5r3WrLScw0OZbohFlYeBdXws+hecT+L4EO7/u+QLBeIYiILWwE3XXBnTOv/QMONmlp35+Fsg4cuOoOZmlxq23fBtzaqtGHJve29JcP1BVkTqrp6eXTOREh1PCpUTbFgn04IAu+AQF2fVf1WwR4SZyxkhx8x9tmWhOF1Udz5hl6URqBb9UD/6EjidinFAogRbFLyDae453CosKkVFqv0mWhSMd0Rul9YQ6wUH468fD7PmChbxH4Xv8V1bSniBgGM84aGpfxeYvPOnLr2x44oZEWUPm7PP+8ljD69hSFIB/YQCy/QMHXz33fWf+86LOFmfvMPv8+ue3OoXMGKhD4FgErsPBO5FjyOZ57+i8R+AF8jwyaYuIQkKIZB+E+dHaUHNR4t4XireF6zT6olKVeNrCSlAVUxok+tuKpS+EIf4Nl8omjPkw0hTImKM6E144HY04mBIerMkxDu6JjA0GIOEGcGzeh7KymuZa21sGqlv+153zOuZ/tXXeCV55RfWRBcosxzEHuBz1dXMw0H/A62zuvebKT15sP3/ihvc8/dRDy9e+fMitLndQXWHDtoCDIz4OjgYYyVJM+PxrsAgLp+tmFLAZAQ34spr7EfXIhhbAAcxAkY58DdDGc9wgBmeZfF+UzEPR+TiJHA2ouSfTu748SU3kiki1RHBuojQL4jN3yCloOKO3LYZcgWJ0nGJgmH8P1eUFpJNZHMw1e/OXnHyPn9tzZbqitjDQP+DVN0zdt/tojbcMwAGgrr4BAFjfnl984aI1dqKz+aTvFrD3MprrtcqTObQ2UOwZyGPdLoL+jI+cB4BYSDoUaYshAcAFEx0O+LQXsdG+aY7JeLPqwJrafLRDybOUHuFNyJPRmPErpHFw1YFW1Y/wt6DE5wqpjT5DnkUD2BafvcOxPSQTBRD4vMkqyePhdRb27ieYU8mwsKMCS5pa/ZHRxXc9tKnmyjKnLHf5iuojiocjMd5SAJejsf0D2L2nP9fUnvrbP/t4346X1v9mVbnTd3FT9Ta81O3DcqrxVx/sRzafx72PVWH/SBWQsDhfBxAo85xHRbsiGjgJ0LU8FsN6kxL7qvvHvS41GAxWoQCYqJRk0isVWfVSGYcxRwjrrZf+hbNP0wCO7aEslcXQWAY/fTyJiayFS8/0kK7ox/qnanHmiS1wy1rum9/1nhdX1tV/x89lc3ay8U3HxWzGWxLgANDRXg8Awy8899B1nR2tbQs7FpDAb/5w38824sQWHxefWoa2xlHkMgdxy38lkXNSSAa8FM6G0MzNk5ZCDCl+SWL2idbr8kn8vtO33KXos/owD9CsuWKxTWmx5AdTQS5XyT7vlofyVAb/8VsLX7unCR01SSysD7ByUYBCag3mN7f+POENXP3IY1v2fvTS6c20cKzGWxbgcqx+1/lgbGgvYP3N6EjDzZee13D9QM/2kw8O7aQt9UOkuSbH2/HCCA7FmLNSFi60avKFXDStNzH4umKu1X1mHT0rZblL5ZArr0PaImeGKGHVw7fOIpoCRTKU+SkWDdBzKIlCkEBt2mYZ1hE0tS1af27noi+2tXXu9H1vb1td2Ww/6VEbb3mAAwAh1QDQ/eqrW7pXnLDgkjfKss3HL2y7d2jot/Of2rQXsCw4hMCWZVTG8Vq7YBiRT8MZNNeVIgkExZbeDHObkcGiIRmT4TiGx5jcmkV1kDDplmLV5WdWP2z4XsOiBON9QkaJeRP7XMHCacePY0tPNd694uTd1TWFj1TULN5fRem+5hpzqoa37pi1sTlWo7f7BTS2rwJw4MR1L7/+oyuufbDx0Jjdmh0ZhUsZKKWwCZCwGVyLaf3D+byeQle3ZPCIxOSBEC1kT8KcdDU0L0L1RA3H6/kpWmEEIs1cFjKYOTKE6KF7GXbX2jjLfBORa0Kp/IxmG2WEyohtBfxhizlOtfyUAI7jw7U9UMoQBAFsO0BVZQLpCrrvEPlU32Dm+MuXLare+NhTL+Hsd6861hCY0XjbARwAGBsDkCY/eWiCNdbu/YPN2/ZcvW79xqW79h5s3vzGIFyLoD5NUMa7OofRPYsCjsXgCIBbFoEdk+yk54uoiVhqzokB9LAXuBIYIlH+SqRcKFU2BqhNgEeJVFEASu/7rSZfyZuBiR7iBsAdrls7YgJfQDTjpAxJ10M6NQbH9pAptMNym/bXN5+wOVXR8S1nouJXI+XzCUWWVZWnjvVXP+PxtgS4OV7ZuhMA/vQ/f7n+9C3dBy7ZvGVPRdIbRWUK8HwLozkxWazNkLAZEjbg2IBtkdDCEy3ZSY1s6q2TKVGSrQSoLSojm2pCVXGJmnQ+46KOxe8hxoJbcdmEMVmFBELbFlVSdgDXDpBwfbiOB9f2QQnFWMZBNs+QTuYxr81HZW3H6Fhu3s+SVWueBnBbdV3nsf5qD3u8LTj4VOOErk4AuG3/gYN37ek99Mzd9z2xtK4MV+3asZ3ksoPYN+pjd18S1YRPasR1XxLltihh71KjiJ+rDqcSMocMhauh9FInVYs4gHDav7CVscrHoQR2JtED+cxpfKpuMK6SyBmOCRhcO0BZcgI7eoC9vTWor61HfXMHS1SO3pRufP/mtF1/JyH1hWP9nR6p8Y6w4Op4dcsOJBJuzd59+08fGRm9uGmO94mhQ79mX7h1mIz026ivpEgnCVKuaFkuHLYw08604IJ2cOupp8Vqz5RqlMXk22YWYmzxgUlRYoqwZe2qJf0LqnT1CpOj+KdhjK9z7QCphI9UMo/KsnEMTmTw4LrF7Pwz30Na6uw7Kisr7quta3y6UMgPzql/+1ttdbwjLLg6jl+yAAAGA8Z+CWA98Q5+d7TvRfrBc1b/YGwws+jVLduSXm4Mjg0kHA62gidqDomSWyLyzwEGKuxwVD1DNMuqhvvjwV0sHZpZf7LkkRhqSFQmpsigcl8SFYhECgxfF/g8VydgBIELuE4AN1GFivqV2SrH2j7yZP5Ti5esDjraqrsB9M2qaf/bYLwzP5Ux/v2B5+D7fn1bfWpBVWXZ3d3de52XXnqxOjN+sGpkJIf+oTzyhQCuQ+E6NHRMGROOqU1g2wQ2Vbl1BGjLIkKN0YsbQCJnFJDgjBAaV74mW2fY4a8Gt8JAZNl5xQyD63CnEkxMAksYHIuH2/3AwsCwg4LvoqO9bvj4pcuH6huaC743/seuNbSDUqs/PWfNsf5q3vTxewFwABg4NAwBtdTPHvxd/sL3nfTnu3e9+snXtu/13jjgL39t+xsJi2WQz40j4VBM5IB8gSHpUqSSFAmXwhEzpal6NaUEtkVgW1TMpKZU3ysSIcD7+jExL7u8+EShQwQI6ZBUeiTtkPWRhDC4NpBMcNrh2j5yeYKxrAPX9lFVmURdjYXKmnm5XT3OBifVaJ+0atntE4devrVt4RkugAxjjLmJ6mP9lRyV8XsDcHUcHOiHZdnYtvVltC9Y7Wbz+W+8tm1Xwxu7drZmMxNnVKSyeHbDHnTvzyGBLNLJAOmUhVTKgW1ZKBQCFHxet2VZRFh+S+SsSwYc6efy198PgILH86cZmFBduNWXgwqdPuEArsNgi4z9gscpBwsCOLaP8jIf9TVAfS3BgZEU9vXXbF3Y5tLW9vaB5tbWPbV18w5Q6n721799Mf+uU1bD8zzU1791svyO1njHcfDpjDl12hedB3BVJpMFTl26hFruJ6jfHYzThxE4uUTX3KpP5yYG0+VlNgq5QfT3D2BsPMBElk+OmnIpLAuwKEXCAQCCgscBGzqFFgduvgDkcgx5zwch3PITpaYqm+etppMuhWsDjs2QdAPkCwGyPsGhIR8VlXPQ3lqP8qSP1paq8fJEz/fHrHJ/Tvlpv/mDP1xmeV7QDWCT4ySO9WV+S4zfSws+nbH1tZ2wbMvNZrKX9vb1lrk2LaTczEUTWe+DI2PAeMbD40+/BOZNoKbSQW2VjTlVQP9gBjv3ZFBdbiGZoCh4DNXlQE2lj6Exiu3dPkbGPFRXWKgqt1DwgGSCorqC4eCIhVzB5eerpKip8NBQl0Rd8woUfBvDYz4yOfpgS2P5A0kXTkNj40Qikfyp7/v5uoaOY33J3pLj99KCT2d0Le4EuHX/MQAUciMAweP5Avuu59Mgk8lj05ZujI8wlJW5KE/bqKlmJNl4yjcnSHfXgmbLt22GgSGgo5liblMGfYdssJSF/kEPcxsszGsGDg77sKiD4+YVrHRl89a7frr5b9yEzVIpC2VlHmpqq9G19FQQ6sLzGc0XsJ0Au+bUVh7rS/S2GP/fgh/B8cj6bviet2D7ls2prlYCEIbeAYZFbRbmtUyg96CNTbsS6B8soKORYlE7Q+9BHwFzcEJnHq0LF2cotXYQsuRYf5R3zPh/zvTUFzrRF9AAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjE6Mjc6MjUtMDU6MDDgBQNbAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIxOjI3OjI1LTA1OjAwkVi75wAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54133000
{'hecke_orbit_code': 343630938238, 'n': 1, 'trace_an': 12}
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id: 54133001
{'hecke_orbit_code': 343630938238, 'n': 2, 'trace_an': 2}
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id: 54133002
{'hecke_orbit_code': 343630938238, 'n': 3, 'trace_an': 6}
-
id: 54133003
{'hecke_orbit_code': 343630938238, 'n': 4, 'trace_an': -6}
-
id: 54133004
{'hecke_orbit_code': 343630938238, 'n': 5, 'trace_an': -4}
-
id: 54133005
{'hecke_orbit_code': 343630938238, 'n': 6, 'trace_an': 2}
-
id: 54133006
{'hecke_orbit_code': 343630938238, 'n': 7, 'trace_an': 0}
-
id: 54133007
{'hecke_orbit_code': 343630938238, 'n': 8, 'trace_an': -4}
-
id: 54133008
{'hecke_orbit_code': 343630938238, 'n': 9, 'trace_an': -2}
-
id: 54133009
{'hecke_orbit_code': 343630938238, 'n': 10, 'trace_an': 0}
-
id: 54133010
{'hecke_orbit_code': 343630938238, 'n': 11, 'trace_an': -2}
-
id: 54133011
{'hecke_orbit_code': 343630938238, 'n': 12, 'trace_an': 0}
-
id: 54133012
{'hecke_orbit_code': 343630938238, 'n': 13, 'trace_an': 0}
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id: 54133013
{'hecke_orbit_code': 343630938238, 'n': 14, 'trace_an': 4}
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id: 54133014
{'hecke_orbit_code': 343630938238, 'n': 15, 'trace_an': -8}
-
id: 54133015
{'hecke_orbit_code': 343630938238, 'n': 16, 'trace_an': -6}
-
id: 54133016
{'hecke_orbit_code': 343630938238, 'n': 17, 'trace_an': 4}
-
id: 54133017
{'hecke_orbit_code': 343630938238, 'n': 18, 'trace_an': 0}
-
id: 54133018
{'hecke_orbit_code': 343630938238, 'n': 19, 'trace_an': 12}
-
id: 54133019
{'hecke_orbit_code': 343630938238, 'n': 20, 'trace_an': -4}
-
id: 54133020
{'hecke_orbit_code': 343630938238, 'n': 21, 'trace_an': 4}
-
id: 54133021
{'hecke_orbit_code': 343630938238, 'n': 22, 'trace_an': -6}
-
id: 54133022
{'hecke_orbit_code': 343630938238, 'n': 23, 'trace_an': 4}
-
id: 54133023
{'hecke_orbit_code': 343630938238, 'n': 24, 'trace_an': 2}
-
id: 54133024
{'hecke_orbit_code': 343630938238, 'n': 25, 'trace_an': -18}
-
id: 54133025
{'hecke_orbit_code': 343630938238, 'n': 26, 'trace_an': 0}
-
id: 54133026
{'hecke_orbit_code': 343630938238, 'n': 27, 'trace_an': -36}
-
id: 54133027
{'hecke_orbit_code': 343630938238, 'n': 28, 'trace_an': 0}
-
id: 54133028
{'hecke_orbit_code': 343630938238, 'n': 29, 'trace_an': 8}
-
id: 54133029
{'hecke_orbit_code': 343630938238, 'n': 30, 'trace_an': 16}
-
id: 54133030
{'hecke_orbit_code': 343630938238, 'n': 31, 'trace_an': -12}
-
id: 54133031
{'hecke_orbit_code': 343630938238, 'n': 32, 'trace_an': 2}
-
id: 54133032
{'hecke_orbit_code': 343630938238, 'n': 33, 'trace_an': 14}
-
id: 54133033
{'hecke_orbit_code': 343630938238, 'n': 34, 'trace_an': -6}
-
id: 54133034
{'hecke_orbit_code': 343630938238, 'n': 35, 'trace_an': -8}
-
id: 54133035
{'hecke_orbit_code': 343630938238, 'n': 36, 'trace_an': -2}
-
id: 54133036
{'hecke_orbit_code': 343630938238, 'n': 37, 'trace_an': 24}
-
id: 54133037
{'hecke_orbit_code': 343630938238, 'n': 38, 'trace_an': -14}
-
id: 54133038
{'hecke_orbit_code': 343630938238, 'n': 39, 'trace_an': 28}
-
id: 54133039
{'hecke_orbit_code': 343630938238, 'n': 40, 'trace_an': 0}
-
id: 54133040
{'hecke_orbit_code': 343630938238, 'n': 41, 'trace_an': -18}
-
id: 54133041
{'hecke_orbit_code': 343630938238, 'n': 42, 'trace_an': 0}
-
id: 54133042
{'hecke_orbit_code': 343630938238, 'n': 43, 'trace_an': -6}
-
id: 54133043
{'hecke_orbit_code': 343630938238, 'n': 44, 'trace_an': 4}
-
id: 54133044
{'hecke_orbit_code': 343630938238, 'n': 45, 'trace_an': -40}
-
id: 54133045
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