CLE-Software
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Release ID:
2021/01/13
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Task ID:
Lagerverwaltung
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Miscellaneous Information
- komplettes Re-Design der Maske und den internen Funktionen
- Umrechnung mit Preiseineheiten Bsp. Preis per 1000m
- Buchungs Typ ist änderbar Einkauf oder Verkauf (relevant für Verbrauchsauskunft)
- Bessere Übersicht beim Einkauf in Fremdwährung
- Umrechnung der mittleren EK verbessert
- Anzeige den Stellplatzes bei Auswahl des Artikels
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A5oByYMAc0hE0Y7Jqnce1Nvy1SDigHlAPKAeWAckA5oBxQDkyTAxrCNITptx7KAeWAckA5oBxQDigHlAPKAeXAhDmgIWzCYOs3C9P8ZkFxVpyVA8oB5YByQDmgHFAOKAdqzgENYRrC9FsP5YByQDmgHFAOKAeUA8oB5YByYMIcSA5hzbWnNboUA+SA/SZBP4oAR8By4siRI6P8R+bmRznG0RWuCCwjAjX/Flp707skygHlwDZzQEOYhs2sYduS1H7uuusuXYpBmwuWExdddNFoF3JsGa2n7kIRmH8EbrnllmbTa5sNjtZWg60cUA7UnAMawjSEaQjTUDV4sLb20gqbhrD5N9q6A0UgFQEbwB5//PG1L7OvuQHS3tSgKweUA9vMgUFD2KFDhxp/4eNqfdDs+nTWkbNfxtfx1WdT2n/f+tuUW5Laj94J0zuBlgP2Yznhh7BLLz3a/PN//veb733vJ5unn/6JFn7jG7/QXHpp/8cWkWOtc/2jCCgCW4+AhjA1qNtsULW28m/pOZA9hKUGkBTfDwy5et6uj2a/jPfZrSMv7X+dPU1lgwZZQ5iGsNQQduzYkeaP/ugDzb/5Nx9qfv3X/492QPv1X7+g+df/+kPNd77zgebYsQsPDG08xCHHtt55Vr6Btg4l9tglS5gUYU+5jynXKhKsip1qCFMTvPQmWPenHN9mDmgIG/BxxPZhP0B/qgFpinXQIGsI0xCWGsJuv/3cduDiwQr4v/pXP9PcccfPawgboeG2OpQaPFL8EZYd5GLKfUy51qAgLEBZQ5ga1G02qFpb+bf0HNh4CPMDgD0Q+YK8fVBee9q+DHyDXTLII5+QwRf8MA078LxNioYd+wQOGfuEH8ig63XmSmsI0/DFA7j1l5YTGLIMPvHE4eaqq06+A8Z8w+2dsSefPLyi73WQYwvoXYveQltbmiYcxCAruoEM51PuY8q1Mm59USoawtQEL70J1v0px7eZA9lDmB8yomGifRi6d4rAMwgcvuCjTwY9wC4/kY7xUjZ9MpZvsk/sa64QDTI34sJ3dzCzTtNyggepH/zgtMb+Jox5wC+55Gjzgx+8p7n44vS3KSLHFtXFFriZtpZlDmGoWYC8He+HaeCmH9kyP5J7e9bHHiI71suRQ599Avcy0Cm/bCf8ZAQ0hKlB3WaDqrWVf0vPgUFDGA8Q+w8yGrqMxzqMexnTjJsN04zDH/NycNgBsk3Oeuva+XXgZ44QDbIGr90dvPi1txbNcgJDlkH7u6/rrvv0Cg/yEyc+03z3u6v6kAEix9QAd0egrSt7Kowbi2nG4ZF5hg+lIz8Rbwq/uF+/FvYDOWjW8zLoCK5GwA9ht956a/KbEiOZ2S+9idL9aVBQDigH1s2BtYcwDBLtg21vEGMcckAvY5px02fa8OiK/LId/MAW+uCnaO8jpef9YB0P2X7OuCWY/XAjLnx3BzLLBcsJDFAG/+k/Pb/59//+J5tf+ZUvr/Dtyzn+w3/4qebrXz9/hc+2hiPHVttAUT4CbY0iJtMpHOpdcpaZfg5tOnxtuo5f0+9jqJz1Gcc+BbsjwEPYY4891px77rnNddddd2AQM57JTIe/0l5DmJrTdZtT2Sl3diEHsoew9gFG73phoGA+45ADehnTjJs+04zDF0OWM846fT7ZjvEuH30+ve3caTTIGrx2d/Di195aN8sJP0j9i3/xd9u/Dbv11l9oh6777vtw86Mf/fXmu9/9qQO63hY51t0WStrWKBcG8ABNzDjUmcd4pN8l9zJvz3LGvZ6nve6mcu/PaFzmWz/dEeAhzIaraBBLDWCmryFMjfQuNNK6R+X5ujlQfAhrH4JusOobYGDj9TDIpOQpvvfj9TyNdQAhB/R87z+SgzdXiAaZG3HhuzuQWetmOeEHKaP/8T/+35s77ji3uf/+c5p/+S9/tvnTP/2x9rr++k+F+vCBHOtuCyVt65ALA3iAJmYc6sxjPNLvknuZt2c5417P0153U3nkz3zaT5dsT2XngR/C/CDWNYBpCFNjum5jKjvlzq7kQPYQhkHDHlx8+aGCZe1DLvFRxVxZtC6v2ecH+2Eb9gmc5bABhIzXGmIH+zlDNMgavHZ38OLX3rpTywkMUF3wt3/77zXPPfdjzfe+9/7O/ysMObbznW9PANo6FOjs16s9WaTHPMbNZAjtdb09yxn3ep72un1y02cbj3va/OGHZeAJrkYgGsJ4EIs+gmhyXHonTM30rjTTuk/l+jo5MGgIm/MQob2flvzSlJzYoEHmRlz47g5k1qpZTnQNX5DZNyPal3bYIGb/lxj4HiLHVttAUT4CXcODlxnNF/uKdIfKvW/4BDR/jOfS3q/fF+Qpf1gTEPaw83zIBVcjkBrCMIj5vwHD8AWoIUyN6TqNqWyUN7uSAxrCgr9zyxlKdk0HDbIGr90dvPi1t1bNcsIPUin6n/yTzzY//OF72ss+rhjpIcdW20BRioAisK0IdA1hGLS6oIYwNdO70kzrPpXr6+SAhjANYVnvkKFB5kZc+O4OZNYUWk5Ew1SKd889P9f8p/90OPk19sixbTWcWlcRUARWI6AhTI3lOo2lbJQ3yoG8HNAQpiFMQ9hduztMrTtIW6tmRTY1cEX8yy+/sLn88q8kbcyffhQBRaCeCNgQtumlZiyvGVOcFCflwO7lgIYwDWGDhrB62gPtZNsRsAfG0aNHk0NVNIileObH/OlHEVAE6oqAGsPdawz1mus1Vw5MkwPJIUwvwDQvgOKsOCsHlAPKAeWAckA5oBxQDigHdisHkkPYrn3xhO63+9sTrTDoRxFQBBQBRUARGBoBe36M8a453jGvuVFVL9HdS+xafNQ7Da0Wderb63jkyJFRPvljflDDNITp44j6OGKdZ167UgQUAUVgERGwhiP1UeShfDQvtcJdGzJ0v91Dp+WpfuYfgXVr2Je//OWw9qF+aQjTEKYhbP71QXegCCgCikC1EehqYG6//fbGrtxhDM1LrVBDSfdQsmvxsTzVz/wj0FXDUrXr05/+dPOa17ym+fCHP3ygvqF+rTWEtf/R5cDhhW0YH3ogU7Ypvvnvkg1df1f1VUjmX0R0B4qAIqAIbCMCqQbGvp0VP4anmhnmo3mpFXKP0Nd79MnZF+Pr2rGPFF7S95hr5u6zS69LltrrUL56J5zwecNUDePaxLh95PDNb35z8773va954xvf2Lz73e9uLrzwwv0ah/pVdAhLJXiKn5PcKVvjd8lyfEsn/RssFZJ5FxDtXhFQBBSBbUUg1cDce++9K1vKeUcMzUutkPuIVE8CnT459Dxc18778XQpv36dKemue+qSjbXHqHeydXGtHABHQKfd5wCZUxU5QgRSNYwHL8Y/8IEPNG9/+9vboevss89u3vKWt6z8XSzq1+AhrE2GzHeXoOuTOcX3ehGdsgUfkG0jHsuFp4cvxCYqJCPktVwoAoqAIqAILDwCXQ0MvxtmYeh7RwzNS60Qz0zAVP+R4sOuC25iuw2/XWuWlnXFqks21r5879SuSefd0xB5PtOMm76n4UNwvAh01TAevgw///zzm9e+9rXN5z73uebzn/98i3/qU5/afxfMdFC/Rh3C2kTYG9AMx2XJDJnHUzRs2S7SNR7zvT7LGI/04Evw4FDmC8l4qS1PioAioAgoAkuOQF8DM2QQQ/NSK/T9Q6rX8Hyj+WI/0PUQOuAz3eeLdQ2P9CMedAGhA3/gMwQOXYORPngpPcjhDzT8wQ58r+dp2LH+2Ljvndo16bB7GiLPZ5px0/c0fAiOF4G+GoZB7Ctf+Ur78cOPfvSj7dD1jne8o/ngBz+4MoCtPYS1LzT9LVhEM28o7g8IDkPKD+TejvUjmZezH+EHBzCLiS8kSO02liAEFQFFQBFQBBQBF4GcBiZ3EDNfNV9RD+F7jj7afLCO4Z7GOsz3dpFOlz7LGPd+TTZE7nUjf9FevR50PN/vh9dL4d4H+x4T971Tux86H56GyPOZZtz0PQ0fguNFIKeG2XB1xhlnNO985zvboesjH/lI86Y3vWnlb8EwrKGGDXonrH2he4YwTl7Wj3Dmwa6PF8nN1vOZTuFYUzAevDguvpAgtdvYghBUBBQBRUARUARcBHIbmJxBDM1LrZCfm8C5BzFeH+11Uvqez+uZjC+WAe9aJ+Xb28AX6zM+VN/bwr+HrMe4Xw8yQPYT8Vg+Bu57p3ZNOh+ehsjzmWbc9D0NH4LjRSCnhn384x9vXv/61zdf/OIXmwsuuKB53ete15x33nkH3gVb650we5FTFxK1TYTEkMYy9gNbQJYxznLgDNk/+OABGp9x6AkOH8Isjv4aL93lSRFQBBQBRWApEchpYKwxsS/m4B/74g785hiw1uEL+0r1E+g9AFnPP0tBQ8fbQO75pt/H83KmGYcv40V87A2QdRj3fuCPdRj3+vDvIdswDnvomwwXeIDeDvwxoeUF/7RrEsPTEHk+04ybvqfhQ3C8COTUsNNPP72xL+GwWvWud72rOfPMMw/UL1/Hst8Ja19kGrCQpMxn3ORM5+DeBmswZD99fOgC5vhnn8JPDWe+kCC129iCEFQEFAFFQBFQBFwEchqYnHfBrIExXzVfqb4BfQgg60W8LjnrM242nvY8L2eacV6/z0efvMuvt+1al2Xsk3Hvj2WMez32PSbue6d2D3Q+PA2R5zPNuOl7Gj4Ex4tATg1761vf2nzsYx9rzjnnnOYNb3hDk/qPmrmOZQ1h7QscDGBIVMgBPd9oljHeJ8uRex2jcdlavB7j0BE8Fa9ULHwhQWq38QQhqAgoAoqAIqAIuAj0NTC5Axg3L+azxiv1DDV+qv+I+MxjPPLDcsaxF+Z53NORjV/TbNguksOPl4HP9ik8Zev5bL+JDHsbE/reqd0rnQ9PQ+T5TDNu+p6GD8HxItBXw6w22X/M/OpXv7p529velvwYoulxHSs6hPFhaJNkbzhiHMnOPMP5gg77Y14X38t4He9DdHoY84VkvNSWJ0VAEVAEFIElR6CrgRkygHHzYj5rvLr6iK7+g3ser9dHR30O+0vJIz7v3/uADPvpk0Mf6+Tqp/S8P9DYT0R7GfbC0OPwMwb0vVO7HzrsnobI85lm3PQ9DR+C40Wgq4ZZXfrSl77UvPe9720+85nPJD+CiAGM61jWEDZGIspHesCZQ2x8IRkvteVJEVAEFAFFYMkRSDUwQwcwbl7MZ43XHJ7nm+6xbfrpE0eb+luyfdQ7Wfxw8bn3wxR0PN9sumTsU/g4EUjVMB6shuCoXRrCVEj2P7rZVQijQjJOasuLIqAIKAKKwJIjkGpg7Is38BN9CUfU1KB5qRV2PUeXImuHAvVO6p1weHcAcg3DAGz1KYVHtYt5qF8awlRIVEh2oIDoFhUBRUAR2FYEuIHhRsRwG75yBzDTR/NSK1zKoNV1HxrC8j/ZZHmqn/lHgGtYavBivq9znkb90hCmIUxD2Pzrg+5AEVAEFIFqI8ANjG9GhtJoXmqFXcOLZPnDy1JiZXmqn/lHYMwaZjUP9UtDmIYwDWHzrw+6A0VAEVAEqo2ANRxHjx7N+oP1rqHMfKB5qRUuZXjQfYwzMFqe6mf+ERirhll94zqWHMJqLXDaV51/jKzXRa+LckA5oBxQDigHlAPKAeWAciAvB5JDmH4LMs5vQZYSRztQ+lEEFAFFQBFQBIZGwJ4fR44c2fidMPNRe3O3lGe+7mOcHlC909BqUad+qbqjIUwfR9THEes889qVIqAIKAKLiIA1MF0fM0zJvvzlLx+wK9UMjeVXw8s4w8tS4mh5pZ/5R2Cs+uD9aAjTEKYhbP71QXegCCgCikC1EbDGIzVopfif/vSnm9e85jXNhz/84RVb38TURi9leNB9jDNMWn7qZ/4RKFVnsocwfPWih1McVFszZ51cvRxfpXTmsMfo3lVI5l9EdAeKgCKgCGwjAvb8SA1bEd8+dvjmN7+5ed/73te88Y1vbN797nc3F154YeujVDM0ll9+fvY97/vk7Ivxde3YRwov6bumNWG2eFUAACAASURBVKO9lLh39U7bqDjjrzlWffB+Bg1hUyVttE4Or8QBylk3R8f2hitHvzYdLiRtnDtyvE/eYTqZiPfI+GQb0EKKgCKgCOxIBOz5EQ1bKd4HPvCB5u1vf3trc/bZZzdvectb9r9d0TcxtdH87G6fLR2ftumTsy/G17VjHxFeym+0Vo28EvfPvROOu62DC7wIQqfdl1PokjlVkSNEoFSd0RDWUSBLFIn2ME285hj3wYUkKgic431y1t0WzntkfMz9lPI75h7lSxFQBBSB0hGw50dq4PL8888/v3nta1/bfO5zn2s+//nPt/inPvWpfftSzdBYfv3ztn0OBM/8FN/bR/QmtpE/8Er5hf/aYYn7597Jzlm7Bh04T0Pk+UwzHvmED8HxIjBWffB+Rh/CLDn44kPH/DaJqDD1yXL8wCd8eRuju2TQhx/oAzKfddlnpANd+GF6LnhfIUGqt/cPomLI+2R8zC2X8jvmHuVLEVAEFIHSEbDnhx+2IvorX/lK+/HDj370o63+O97xjuaDH/zgiq1vYmqj/TO9fQ5QrwO55xvNF/QMQtdD6IDPdJ8v1sUasGGZ50EXsE8e+TIb8OHH05Ff1oEd9Ngn47BhHtt4PvTHgn29U7t+cAA9n2nGzdTTgTuxNoxAqTozaAizF9pfnKhtIrhiE/HMhvmMwx/zUrjXNb2Ubp8MvqK9dfn0dqzLMuB9cujVBvsKCfK7vT8Qe8XBeLhIdPK1cgUEet6P2bHMy0FDh9fxtqChA9suGn69LnxBzj66eN4PaG8Df4KKgCKgCMw1Avb8iIYuzzvjjDOad77zna3uRz7ykeZNb3rT/t+CQbdUMzSW3+jZ3dZ36o36aPPBOvvPhT0fXsZrsgx85jEerRPZRHp9fljOeOSf5Yz7dWGb4rNtDg5/0AUEfwzY1zu1awYH2/OZZtxMPR24E2vDCIxVH7yfQUNYlJDtix8UBuiyPMXr02E54/AH6GVMM276TDO+iczbYl8M/Vosqxn3hSQ6+O29UaJ72tuYnHUYj3TJdYuyfpcv1oNf5qVw6Paty/KUL+ZDn3mGexp6goqAIqAIzDkC9vzAEJWCH//4x5vXv/71zRe/+MXmggsuaF73utc155133gE738TURkfP8ba2bziEsV/4A2SZ4cb3F3S8DdMpHLaArBfxvNzTZsO8FA7fEWQbyD3P6IgHfQ+9rpevQ/veqV2DDrOnIfJ8phk3fU/Dh+B4EShVZ0YfwiwZ/MWJ2yYLFSOTeX3QsGMbxiEH9DKmGceaY9t5v/DP0O+DZTXjvpBEB7+9N8p5T3sbL/c0uWpRk/sLOt6WacYjfcgBoWOwjxfJYc8yxnPkkT7sBBUBRUARmFME7PmRGr7AP/300xv7Eg6j3/WudzVnnnlmaFOqGRrLb+o53tZ0N3xA12TRxXLgBlmX+ZB18bAP6DDNOHxhLeiDz7TndfmBP9ZhHL6g59cBDbmHkLMfz2Oacb8Plq2L+96pXYMOr6ch8nymGTd9T8OH4HgRGKs+eD+jD2F9idomSzCEddmxDePexsuYZtzsmGZ8E5m39fvLkUc2NfB8IUFqt7FLFAGTRZe3BW2Q9T2faeiCh31EtJdFtlgX9oB9tvAV2bMt5B6m1mFb6AgqAoqAIjDHCNjzA8NWCr71rW9tPvaxjzXnnHNO84Y3vKGJ/qNms/VNTG106nnd1nTXe0AXMtAeejnTjJudpz3Py5lmvGsPkR7zGPfre799cu8L9ik+5PDr9Tzt9ZkeA/e9U7s+HWJPQ+T5TDNu+p6GD8HxIlCqzhQfwtrk6Pi4Ig6KT/aUHfNhAx6g50drsK7HPQ1/3g/rQeZ5bAsdz5sD7QsJUru930QRgAy6Hg6RR7rMY9zWYZpx7IF5Kdz7iWzBA0z5Yj50GXq5p1lXuCKgCCgCc4qAPT9Swxf49h8zv/rVr27e9ra3hR9DhF6pZmgsv13P87auu19Cp/oC1mU80mc549gL8zzu6cjGr2k2bBfJ4cfLwGf7FJ6yTfFTflJ8vxfWg2xT6Hundg06vJ6GyPOZZtz0PQ0fguNFYKz64P0MGsLshfaXT9Au+SYyXiflx/heD3SXzHTgE/hQO/gHhL2HfXKvXwvtCwmndntPzNjDIz7zGDeTLtrLvL6XM8047JjHOOQG7cfLPM/LmU7hJz2v+mZdvwb0BRUBRUARmGME7PmBISqCX/rSl5r3vve9zWc+85lOPbP1TUxtdNczu63zwRBmNibji/14O0/DHjbsB7qA0AUNCD58gDY564AP2CVP+Ur5gz58ej3IAVmPdRlnXcbZlvnAx4K+d2r3RofY0xB5PtOMm76n4UNwvAiUqjPZQ9hYCbl0P+1hSBTZOd+7LySc2l0FwGR89dmldM2OZYaDx7BlBkWJbb0+fME2knt7rws584f48XvwtPcrWhFQBBSBuUTAnh/R8LUOr1QzNJbfOT/nc/fePp8W2Ofk3v8Qvah3Qr/gn/MRDV1/1sH3Nl5P9DgRGKs+eD8awkYuJO2BGNnnkANfSjcqJOOktrwoAoqAIqAILDkC9vzAwIXm0egUDt0I+iamNrrUM7gmv0vtc0rEWL3TMipbqTqjIWzDgQkPEcASh7gGnyokyygkugtFQBFQBKaOgD0/MFDhWakh7LSVP5+o4TmfuwcNYfmvnXqnqatNmfU0hG04LOUWF+nFxUWFpMzBlldFQBFQBJYeAR7CMIytC0s1Q2P5VQ8R9xC7Ghf1TsuobmPVB+9H74RpuMv6bZwKyTIKie5CEVAEFIGpI2DPj6NHj+6/G7buAGY+fBNTG72rw4buOx4+1TtNXW3KrFeqziSHsFILyu9Z1T9E9BrpNVIOKAeUA8oB5YByQDmgHFAOlMuB5BCm32rEv9XY1bjYIdSPIqAIKAKKgCIwNAK71MTtao+g+457RvVOQ6tFnfqlapiGMH0cUR9HrPPMa1eKgCKgCCwiAqUamBr9ahiJh5FdjYuGsEWUsGKfYNMQpiFMQ9gyaoTuQhFQBBSBKiNQ47BUak+7OmzovuPhU0NYlSVp8KZK1YvsIQxfK+vhFAcv9+tQc/Wm2HO0BscuktfMUyEZfGZloAgoAoqAItA0xX6LXKox2sSvf4739SV9cu+vJI0eZd01YA/Ifrruk2WwjSD7mwuu3mkZJXCTmtBlO2gIi5KeD08kn5JX0178ffu9edrr10arkCyjkOguFAFFQBGYOgJdTcjSZP7Z3fes75N7f6Vo3gfjWC/iQWYwkjOPcbbztl163m4OtHqnqatNmfVK1SkNYRN9HNEXFk/XXkxUSMocbHlVBBQBRWDpESjVwNTo1z/L7Vmfet53ybyf0jTvkXFb19N+L11yyAC9rfffpRfZ1s5T77SM6laq1ow+hNkB4osPCPP9QeuT5fiBT/jyNkZ3yaAPP9AHZD7rss9IB7oMc/XYZpu4CskyConuQhFQBBSBqSNQqoGp0a9/TnN/kCODPiDboG8ANBn0wAOEHcu9DDqA0AVtsM9mDB1eg3Hex1xx9U5TV5sy65WqNYOGMBxQhnwwosMT8fyhjXSYl8KxNuQGgUdrdMnga1M7XoN9Mp6jw/o14CokZQ62vCoCioAisPQIlGpgavTrn9d43gNCDhrQ+Ix7PchZh/EcOXTguw96/yn9HD3T6brgO6UD+dygeqdlVLdStWbQEBYlPx8+xqGbw+vTYTnjWAPQy5hm3PSZZnwTmbfFvhj6tVhWM65CsoxCortQBBQBRWDqCJRqYGr065/jeOYDQg4akPnG44tlwA16W8/rk7Mvj0e2Xgd0jm6XDssYh/85Q/VOU1ebMuuVqjWjD2F2gPzFByg6YF4fNOzYhnHIAb2MacZNn2nGN5F5W+wL0K8D/hygCkmZgy2vioAioAgsPQKlGpga/frnOT/3gQOabgqHny45y1L6puMv6Kag9wv7XP1Iz/tkHZYxzjpzxdU7LaO6lao1ow9hfQclOmARj/2wnHHWMdzLmGbc644l8355f34Nls0BVyFZRiHRXSgCioAiMHUESjUwNfr1z3N+9gMHNN0UDj9dcpbl6EOnC3qfTDPOPlJ804EMkO2As4xxyOcM1TtNXW3KrFeq1hQfwvhAMc6HKuIzL4XDB+SAnm90rsz0WJdx7yeSeV60F/DmBFVIyhxseVUEFAFFYOkRKNXA1OjXP9d9T9BFe5n5Yh7jXgaadRjHviJel4z1GYcNYCRjHuOwAWQZ45DPGap3WkZ1K1VrBg1hdjj85Q9Hl3wTGa+T8mN8rwe6S2Y68Al8qB38A8IeEP4ZQjYHqEKyjEKiu1AEFAFFYOoIlGpgavTrn+e+J8ihfZ8AG0BeI6ULHZZH9tDrgvDRpWMy6AGyftfaLGOc7eeKq3eautqUWa9UrckewuZ6AKbe99IKCOKnQlLmYMurIqAIKAJLj0CpBqZGv3hmbgsutQfZVjw3XVe90zKqW6laoyFs5P+seakFUIVkGYVEd6EIKAKKwNQRKNXA1Oh306Z9U/ul9iCbxmVb9uqdpq42ZdYrVWs0hG04hFnB42tbB730uiokZQ62vCoCioAisPQIlGpgavRb+lns/XP/oQHstJU/SfGx2gat3mkZ1a1UrdEQtuEQto1DvY01VUiWUUh0F4qAIqAITB2BUg1MjX638XzWmvUNX3hN1DtNXW3KrFeq1mgI0xCW9ZsjFZIyB1teFQFFQBFYegRKNTA1+kXzLVjvYDTla6PeaRnVrVStSQ5hpRaU37MaxUAxUA4oB5QDygHlgHJAOaAcUA7sbg4kh7Apf1Ogter/jZEVCf0oAoqAIqAIKAJDI6Amc3ebTL32eu2VA+kc0BCmjyPq44hDOwrpKwKKgCKgCGRHQE1YuglTbBQb5cDu5oCGMA1hGsKyWwkpKgKKgCKgCAyNgJrM3W0y9drrtVcOpHNg0BDmvwp1k69DZVvG+z6aOES3z5fk+R+DtEOkH0VAEVAEFAFFYGgE1ISlmzDFRrFRDuxuDmQPYanhh/mM9w04rMv4ELsxdft87bp8ZQj7zvHmcPv/o53ffPPA0/ibzflJ2QHlCRnfaY4fXv0/3Q6df3D3WRtq73/v3hnvMs7V6/IhmSKgCCgCM4yAmszdbTL12uu1Vw6kc0BDmD6OOPzjiO1Acbg5fPhQc2CO+eb5zaHDh5vDh6IBbUD3MPLQ8s3zDzWrQ9feUIYbGLIe6zLedXtj63WtJZkioAgoAhVFQE1YuglTbBQb5cDu5sDGQxjeIbJ3s3BFPP9uF9MRDl8sM78RHel6HtPeB/YrmP54ohWJ/Z+9geL48cPN4ePf2WcbYsPO+cftnbKahjB7d+5w47baNDwYMb5yRwHBuowHqvussfX2HQtRBBQBRaDuCKjJ3N0mU6+9XnvlQDoHsocwDEAYZqKBhYcbxqHLvC6cZVi3z0eu3PuDnWB6ALPYREPYN22wOHy8OTWG2bBzftPyMYT54cPT9s7Z/gCPQQkfabTBHjxrMphPQ167j/Ob89uPGxJ/vy9x73rt84Gw38z1wvuzdQ43x4/TPaXeaVu5b7xLF+zD6+3FCm5xB4KKgCKgCNQaATVh6SZMsVFslAO7mwODhjAeVNA4ex5oP0gZn3k5eOSL7eDTeHxFdl08yATTg1g4hDV7QwemMBsYbDrgQYtx6xBWaBs6aOgxewx1K3qtYfs3XRg+vnP8sNMNPhq50pHwgIOhhxQGr7c37K3Y7Q17GND2hsb23cIVvZN7wb007aC1F4cVPdrfHnrwY5UHdcRRBBQBRaCmCKjJ3N0mU6+9XnvlQDoH1h7CMLDwUORxHoyA59hBB9D7jfgRj+1M7mnYCKaHL8QmHsJspjr1kcT2o4j2XRc8SDBuXcEK7YYR7hpW9LydKdIA1+rSMMd+QpwGMkxCg9dLD2FwaUu3w6IxvP+Vffl7id7NO/lRz/0hdcVehCKgCCgC9UZATVi6CVNsFBvlwO7mQPYQlhpgmJ/C0cgzTOkyH/rMS+F9uiZnW+gL9g9gFqPUENYOF+27VzZIBIOJHz48vfIRQ3o3y+u19Oo7nvsfVfS6ub1Ia5d4Byp3vZW1T74TxkNY+y6XxWdFD0Ml309iH3v3svLOX+79SU8RUAQUgQoioCZzd5tMvfZ67ZUD6RyYdAjjIagLZ5kfnljGOIYp5qVw6ArmDWAWp+QQhnekvkl/H8YDB+PWDHiaG4T2Y3nBINdn1+XTbNkvr9d+nHJv8PM+PM12LGOc/e3ph++EtTb8zl3PO2HJ/fOmhCsCioAiUGcE1ISlmzDFRrFRDuxuDmQPYdaI21DjLz/I+MGH9VnX60EGfo5dtCfwuvxhDegI9g9j6SFs72Nyhw6d+qbElcHk5Ef/8O5QO5SsvGNGwwgPGwcGFfcuE6/BeNiD7P2tFv7ebE9n5d2ldddbWduvQ/fOenyfe98oufquno8J0eH9iakIKAKKQL0RUJO5u02mXnu99sqBdA4MGsKmGFY0IPUPRFO8Dn6NriFs5YslrA/ggQN/F7U3wB8+fvzUxxZNtx1IMNzzsLE30ByijyiufHSRdN16qVak/VIL/kXCylC25nora5/0cf75p74dcf8r/AM9/KLh8PFv0peO8D5O4dA9CeneUzcrviKgCCgClURATVi6CVNsFBvlwO7mgIYw/WfNw/+z5koe7PVtY28Isy8n0Y8ioAgoAopAGwE1mbvbZOq112uvHEjngIYwDWEawkZrlDSEjRZKOVIEFIHFREBNWLoJU2wUG+XA7uZAdUOY/xic6Do+nmhFQj99EdAQ1hchyRUBRWD3IqAmc3ebTL32eu2VA+kc0BCmd8L0Ttju9US6Y0VAEVAEJouAmrB0E6bYKDbKgd3NgeQQpqTY3aTQa6/XXjmgHFAOKAeUA8oB5YByQDlQLgc0hJ1VLrhKXMVWOaAcUA4oB5QDygHlgHJAOaAc8DmgIUxDWPsfMfvEEK1ioRxQDigHlAPKAeWAckA5oBwokwMawjSEaQhTDigHlAPKAeWAckA5oBxQDigHJswBDWETBlu/SSjzmwTFVXFVDigHlAPKAeWAckA5oByYUw5oCNMQpt96KAeUA8oB5YByQDmgHFAOKAeUAxPmgIawCYM9p+lce9Vvk5QDygHlgHJAOaAcUA4oB5QDZXJAQ5iGMP3WQzmgHFAOKAeUA8oB5YByQDmgHJgwBzSETRhs/SahzG8SFFfFVTmgHFAOKAeUA8oB5YByYE45oCFMQ5h+66EcUA4oB5QDygHlgHJAOaAcUA5MmAPJIay59rRGl2KAHLDfLCz9x+7xyJEjzUUXXbTRZT7G9jWn3+xor/pNpHJAOaAcUA4oB5QDyoHuHNAQpmEza9i2g9T+PHRDc+jd/1vTPHTDsq6maQenTQcw2Fu8gG8KVcS6i5jio/goB5QDygHlgHJAOTC3HNAQpiFMQ5gNlBMOYbfffntjV+5wNreiov3qQagcUA4oB5QDygHlgHKgOweyh7BDhw41qQsfWTM58C6Yq9flIyXL8Z2jk/I/lM9rMc5+UnzW2TZuB2kX3wm79NJL24Hp2WefbV588cXG4B133NEcO3asc4iyeEVD1l133XUyjk3TGB7peJ6KWHcRU3wUH+WAckA5oBxQDigH5pYDg4awsQaBUkNHrt9cvTHuN7VWij/GmiV8WGLv2hBmg9aTTz7ZPPLII83x48fbgcngww8/3Dz11FPNZZddlhyiLF5+mDL63nvv3R/CDMl5R2xuRUX71YNQOaAcUA4oB5QDygHlQHcOaAgr/HHE1LCV4pcYoMbwaQdp14YwG5hs4IqGqYceeqi57777QpnpW7wiO+Pxu2EW0753xFTEuouY4qP4KAeUA8oB5YByQDkwtxwYdQjjwQK4QeAYBnJo2OXomt9IP+JBF3tJ0X22kLMf+GKZ4dABDjnT0PE+oAM5aPgAvzS0xN61Iez5559vrr766nCYsnfEXnjhhVDWN4QNHcTmVlS0Xz0IlQPKAeWAckA5oBxQDnTnwKAhDI0/Q27+MSAYDzqQe1nEhx1kgClbrz+2Xmr91DrMx96YNxQfuj70S0A7SLs2hL300kuN/U1Y9I7WJZdc0pj84osvDuUWr8iOebnviKmIdRcxxUfxUQ4oB5QDygHlgHJgbjkwaAjra+5TQ4bZRTLmsW/j+wtyb8N0CoctIPQAwTfYx/NyphmHT+YNxft8pPYLuzGhJfauDWH2d1833HBDOExdf/31zdNPPx3KbNCyePHAlcJzBrG5FRXtVw9C5YByQDmgHFAOKAeUA905sLUhzAYSHkowMPTxvJxpxjGgGC+XDxvsBZDtGff6XtYlZ90UPnR96JeAdpB2bQi76aabmmeeeaa58sorVwaqq666quXffPPNK3wetCxeTKdw+2IO/rG/Q/O6KmLdRUzxUXyUA8oB5YByQDmgHJhbDmxtCMOgwAOI8TzteV7ONOPwD8iyFO7X6rP1+uy3z5Z1U3ifD78+9EtAS+xdG8JsGLr77rsb+9uw2267rbGh64EHHmhefvnl5oknnjgwLPHwZPFiOsJz3gUzu7kVFe1XD0LlgHJAOaAcUA4oB5QD3Tmw9SHMDxI8kGCYYJ7HPR3Z9K2R8hH5Yt0cv6w/FB+6PvRLQDtIuziE2RB07bXXtt+E+OijjzYPPvhg+7dgr7zySnPjjTcmBy2LVzR4gZc7gGkI6y5gKvCKj3JAOaAcUA4oB5QDc8yBQUOYDRHRhaY/NWSYvEsWyXmdlDziGw+X98F84IB+f7m2bGe+vB3LGYcuQ96L98My4JEty8bELbl3dQjD4AR45513tqGw/7g59X+FWbyg7+GQAcxs51hYtGc9EJUDygHlgHJAOaAcUA6kcyB7CBuzoZevU4PiXGJhh0hD2EXtYGXfjGj/ibP93HPPPeGwZfHyw5fRQwcwDWHp4qXCrtgoB5QDygHlgHJAOTDXHNAQRu+czWUg2sY+LcE1hJ0cwmwwOnHiRPu3Yfb3Yddcc82BgcviFQ1h9sUb+Im+hCOymWtx0b71YFQOKAeUA8oB5YByQDkQ54CGMA1h+x/f7Bru7ABpCDs1hNmwdP/99zfPPfdc+DX2Fq9ooDKeDV+5A5jpq3jFxUtxUVyUA8oB5YByQDmgHJhrDmgI0xCmIeyhG9r50g5xanCK+JdffnlzxRVXhDZDfUX+wZtrcdG+9WBUDigHlAPKAeWAckA5EOeAhjANYcOGMHyWboHQisTRo0fDoQoDUQ40H2P7UgGLC5jiorgoB5QDygHlgHJAOTDHHEgOYXO8Ge1Zh1A5oBxQDigHlAPKAeWAckA5oByoPQeSQ1jX3wdJNr9vN9z0NbNEXvqP3eORI0c2fifMfOxCvJaeD7o/RUARGCcCtTdC2p+adeWAcmAbOaAhTB9H1McR9/oMO4A5HzfM0TFf+lEEFAFFQBFo9OVCZ6nB3UaDqzWVd7XngIYwDWEawva6JDusOQNWjo750o8ioAgoAoqAhrDaG0HtT8OKcmA7OZA9hB06dCjZrHfJoo/BDdWPfIg37Ucid2GosHv0A9all17a3H777c2zzz7bvPjiiy284447mmPHjh3QZdtdiJeaS0VAEVAEciKgBm87DZ7irrgrB+rOgVGGsCED0bYGsG2tOyQ2NevuwlBh98iDlA1aTz75ZPPII480x48fb2UGH3744eapp55qLrvsshV9tt2FeOU0X9JRBBQBRUCNYN2NoF4fvT7Kge3kgIYwfRwx+Q4nD4W7MFTYPfIgZf+hsg1czAP+0EMPNffdd18oM51diJdaS0VAEVAEciKgBm87DZ7irrgrB+rOgVGGMP8uk9F8oZnv40V+zJb57IP5rAedrnUhE8z7WOMuDBV2jxiyDD7//PPN1VdfvcKD3N4Re+GFF0KZhrCctkw6ioAisCsRUCNYdyOo10evj3JgOzkw+hDmByMejrpwDENsHw1T0APM1Wc92ArmDWAWJzugS/+xe8SQZfCll15q7G/CmAf8kksuaeUXX3xxKN+FeC09H3R/ioAiME4E1OBtp8FT3BV35UDdOVD9EOYHJQxmDKHjBy2mGYe+oIYwbjGsWGHIMmh/93XDDTes8CC//vrrm6effjqUmY750o8ioAgoAoqAvh1RjXDdjbBeH70+28qBIkMYD0jAMfDwMASZh5Gu8dg20vFyphmHraCGMG6Q7BBiyDJ40003Nc8880xz5ZVXrvCvuuqqln/zzTev8NnWfOlHEVAEFAFFQEPYtho8ravhQjlQdw4UGcK6hhsehhiPbLzc02bDPMb7ZNF64qWHsl0YKuweeZAy/O67727/Nuy2225rbOh64IEHmpdffrl54oknDuiy7S7ES82lIqAIKAI5EVAjWHcjqNdHr49yYDs5MMkQxsNRCscA1CVn2VD9yBY+BNPDF2KzC0OF3SMPUsCvvfba9psQH3300ebBBx9s/xbslVdeaW688cZQ3+x2IV45zZd0FAFFQBFQg7edBk9xV9yVA3XnwKAhzAYZf1mT7gecSAfN/Ca6WIv9g8eway3IBPsHL47RLgwVdo8YvLrgnXfe2XZV9h84p/6vsF2Il1pLRUARUARyIqBGsO5GUK+PXh/lwHZyIHsI44Zc+LABZgnx2oWhwu6xa/iCzL4Z0f4TZ/u55557QptdiFdO8yUdRUARUATU4G2nwVPcFXflQN05oCFM/1mz/rPmvR7JihUGrT544sSJ9m/D7O/DrrnmmgN25ks/ioAioAgoAvpiDjXCdTfCen30+mwrBzSEaQjTELbXJdkh7Bu+WH7//fc3zz33XPg19uZLP4qAIqAIKAIawrbV4GldDRfKgbpzQEOYhjANYXtdkhUrHrL68Msvv7y54oorQhvzpR9FQBFQBBQBDWFqhOtuhPX66PXZVg5oCNMQpiFsr0uyQ9g3eOXKzZd+FAFFQBFQBDSEbavB07oaLpQDdeeAhjANYRrC9roktIvLAwAAIABJREFUK1ZHjx7deBAzH+ZLP4qAIqAIKAIawtQI190I6/XR67OtHEgOYdvakNbVYVAOKAeUA8oB5YByQDmgHFAOKAeWnAPJIWwJX6uuexjvq/TtEOhHEVAEFAFFQBEYGoElN1G6Nw0JygHlwLo5oCFMH0fUxxGHdhTSVwQUAUVAEciOwLoNiuzU3CoHlANLzgENYRrCNIRltxJSVAQUAUVAERgagSU3Ubo3DQnKAeXAujmQPYQdOnSoia5tfOTP9oF1GQfPYIrfJ2Mfwk99nNESTD+KgCKgCCgCisDQCKzboMhOza1yQDmw5BwYNIRFQ0nXsBPpp3hD/LAu4+zb+F0y1hV+athKxcIOgX4UAUVAEVAEFIGhEVhyE6V705CgHFAOrJsDix7CbKCIBrGIlxo+xD85oFmC6UcRUAQUAUVAERgagXUbFNmpuVUOKAeWnAOjD2F4BwrQDzHg8yDUx2NdP1h5GdYDHxD8lH2kxza7jtsh0I8ioAgoAoqAIjA0AktuonRvGhKUA8qBdXNg0BBmg4q/eDiJBhnmMZ4ahjwf/tk2hUPX+2D9SObl7Ee43gkb2nBIXxFQBBQBReBUBNZtUGSn5lY5oBxYcg4MGsKigYQHGMahyzzGIQdkGeN98kjXbDyf6RSOtQQP/o2YHQL9KAKKgCKgCCgCQyOw5CZK96YhQTmgHFg3B0YfwmzA8RcPNSzzfNCswzjLIxw8g2bHNPNYxrjXF31qGLME048ioAgoAoqAIjA0Aus2KLJTc6scUA4sOQdGH8KGDC48AKXwyF+OLuvAB3iAxmcceoKnhi/Ewg6BfhQBRUARUAQUgaERWHITpXvTkKAcqDcHbrnllmbTq+TrW3wI4yGHcT8AsYxxDAHMS+HQ9b49P8eebYSf1lgS6kcRUAQUAUVAERgagZJNjHzX2wDrtdFrs+0csAHs8ccfX/sy+5L3MGgIs+HFX35AGSKPbMHr8mMy1gPOkHWYbzjLGPd6ok+9I2ZJqB9FQBFQBBQBRWBoBEo2MfKtRl85oBxI5cBihjANJKcGkl2MhSW4fhQBRUARUAQUgaERSDVI4qt5njQHPn518/gzNzWXnTVR3Nv1vt28Eq55QXPvMyQbsrchuoXu9bJv2N6/3bzyraubT6TWqGCfGsKu3e3hZSkDm4awoW2H9BUBRUARUAQsApM22qmGUPwdfx3c0DNFPrRDyN3N49/6dnPvETf4HbmpeeVbd8dDYd/w0icvfm8Wy7ubr398757293Myxvv3us939158f6fW0xCmIWz/o5NzHsg0hKmZUgQUAUVAEVgnAhrCTjWFisX0sfjEibvbd20e/8ZN8dCTOxS0g1PHOz/ez94Q8vUTdzePn/iFlSHY3km690Tinbm+4aVP7vcxNp27fq7e2PsjfxrCNIRpCFvnqS0bRUARUAQUgUVEQIPH9IOHYn4q5p84csHJj8yNMRS0PuhjhNTwH4g51jO48rE9e8fopuYyyM3HPo537GwNereJ19nXPXWPK2vbsNh+1HHvI4PfuODUANjagn918/WVd+l4bfrYptl866bm3m/t2ZHvA4Mk7w047WflXbJ9ny4WK/E4FRsbZnFfK0Ntxz1pCNMQpiFsEW2EbkIRUAQUAUVgnQisNIjcTAo/1RwrFuVjgaFglFhjYEkMSrbG/nq/0Hz9W6RnQ4kNRvty1nV4tFe2OyA/ua/9YacdgLD2qgzvEJ7UtT2e+thkK8Pg2K53Spbc98o94z6+ffJeTdbuZW+46/KZ8LM/eLGfs7ru6az26+n52xFvvfXW5DclRjIb4krWr+S3I5ZcVL4Tv704cJikp1xRDigHlAPKAeWAckA5sHEOdA4v68bXhgAMOc4HrWdDDYaI9qOI9jdiJE/iUV/IdpF8hUf7s+EFg1WrQwPMAZ9k18roHlmXcfPJdK9dwucQP133dNbqEPbYY4815557bnPdddcdGMSMZzLT4aFNQ9hKMrkEl6zohL5xwdPro9dHOaAcUA4oB5QDyoEacoAHhGA/eGeo/cjbNy5oPL3aE50cYJIfGTT/vJ7h7QBkdvxuUA8e7HPFb1LOHx08OeysvLvV2tG7X+1e2cbwvSGJ7yO6L9zPWLIBfjrvyQ1hNlxFg1hqADN9DWFtomj4Wj38iofioRxQDigHlAPKAeWAciA7B/wwsU5/uT+s0N9MpfysrLf3ztIRDGPBkIZhZsUueH275K2M3mFqP663R3e9a9Trk+6XdRkfMDwdGCTX9dN1T8EQ5gexrgFMQ1gqscXXb9WUA8oB5YByQDmgHFAOKAdyc8A3+rl20DvQ8AcDEnQNuvXwf2vhY4krctZtcR6k3Dqsy+sZbnvEMHfWWc3JNeHr5Lt3+HsxvNMX/U1Ycm8H7ivyGby75+0O3MOafgb+TZgNVjyIRR9BhI6GMJ9colVslQPKAeWAckA5oBxQDigHhubAgcbfDTdD/fXp+/XaAQkDkRvSVnRPfkzQPhaJgWnl3b5W13908Nt7f3N2ytbsHz9xwcoXbpwcrvZsv3GT+3u2k4PQyW8gTOzT7nllr2etfGzz8RNXxx+39HbOh90fhsKT+870s+83vqeub0e0jyb6vwHjAUxDWF+CS64irBxQDigHlAPKAeWAckA5oBwYmAM2dNGwtYj4rd5T1xDmB66I1t+ELSIpCv+2RTEaWHj0eqz8Vk35o/xRDigHlAPKAeXAsnOgffeJhi730cVZ9gU996QhTId62Ydar69eX+WAckA5oBxQDigHlAPV5wB/5G//2w9n/rp13ZMNYZteJYdT/T9hM0++kskh33rHTDmgHFAOKAeUA8oB5YByQDkwfg5oCNMQVv1vbnTwxz/4iqliqhxQDigHlAPKAeWAcmB7OZAcwpprT2t0KQbIATuk+lEEFAFFQBFQBIZGYJeaPDwzBdU/WQ6odxpaLerUL1XDNIRp2MwatlVI6iwM2pUioAgoArVHoFQDU6NfDV8avjgH1DvVXp3y9leq1mgI0xCmISzvDEpLEVAEFAFFYI0IlGpgavTLDbhwDWQawtYoGBWalKo12UPYoUOHmuiqpcjY3mrZyxL3oUJSYVXQlhQBRUARmEEESjUwNfr1z/9ae5O+ffXJ/X3WSOfeQ67eOveo3mkGBSpji6VqzaAhLErAkskbrZfi1bKP1P7mzlchyTilUlEEFAFFQBE4EIFSDUyNfv2zvtbepG9ffXJ/n3OmS96reqcD5WCWjFK1RkOYPo6Y9Q6iCsks64Y2rQgoAorA1iNQqoGp0a8fRko2+H6tIbTtK7W3LtmQNeaim4rDGPtX77T18jPKBkrVmtGHMBxeQE5iJLqXeRo24AOCb9B4EYQO5KzTJYvWgC3L2C/87QJUIRnlHMuJIqAIKAI7F4FSDUyNfn0/0NczoL8AjOxZ5v1BBsj20AX0sohvOilf4Hs70JDzOuyP9VgHdoBexj5YxvwuW+gBYh/wBTryAZ11oXqnZZS7UrVm0BCGBGXIiYlETvFgB3lEsww4IPsfYst25ovpoX7YFvvaBahCsoxCortQBBQBRWDqCJRqYGr06/uBrp4hkjGPcfQuzGMc6zLPcKahA18MIYM+YKTjeX6dLtsuXb8HrJPyx/yULfNZ3+Oeht2mUL3T1NVmvfXa19+ZMq9UrRk0hEXJ2Je4XXKWmW+mGce6zGOcbT2fZUP8RHYpHvwuGaqQuNMpUhFQBBQBRSArAqUamBr9+j4g6klYx+T+gjyyZR7jkU0k93peBzSg6TPu7SM56zOeY+v9eXumGe/z7XWZZtyvD7/rQvVOWSWiCqU2D/Z2wrixStWa0Ycw27i/kLztTdHfYHXR3gfoLl9ep0t3HZnZ+D3Dz9KhCkkVNUKbUAQUAUVgdhEo1cDU6Nf3Al09QyRjHuPwyzzDoyvSBQ/Q+zF+xAN/yDopP6m1N/Gda8t7wj1F+/Ey6KwL1TvNq1whn/yuS9Wa0YewrkTtOgQ+8b2u9+vlTDPu/Xq6S9fLvK3f05JpFRJ/JEUrAoqAIqAI5ESgVANTo1/fB0R9BHQiGfMYj2wiOfQMdslZBhzQ2zKf/QP3cqYZj/QjOfQMejnTjLMNcJYz7v12yeBrXajeKadC1KNjudDmg9tSqVpTfAjj5GbcHwJPe90+uddn2uOe5sPVJ2M52y0dVyFxJ1KkIqAIKAKKQFYESjUwNfr1vUBXzxDJmMe4+TWaeYxjXeYxDjmgl3XRXoa95PjytkYzj/HIn5czzXifrddlmnF/b/C7LlTvlFUiqlGyXGjzwe2oVK0ZNIRhcwx9YrKsvZHMjx9Gib+JL+8PviI+30O055Qt2y0dVyFxJ1KkIqAIKAKKQFYESjUwNfr1vQD6Bw+hF/GNF8mNxzLQ7AN2kDHNeOSnT567TuQbttG+IAPs24eXw86gl4EeSwZ/uVC9U1aJqEKpzZG9nTBurFK1JnsIy024pev5g7z0+8X9qZBUUSO0CUVAEVAEZheBUg1MjX7xzCwFl9CDLOEecl9f9U7zKFd+6LJdM69UrdEQRu/U5RyqXSoeHA8VknkUEu1SEVAEFIHaIlCqganRLz83S+BL6EGWcA+5r616p9qq0Xr7KVVrNIT1DGFWLPjKPXhL01MhWe/gykoRUAQUgV2PQKkGpka/Yz/7uf+Y6/CyhHtY93VV77SM6leq1mgI6xnC1j14S7NTIVlGIdFdKAKKgCIwdQRKNTA1+l3as1/3c9rK35kNjYd6p6mrTZn1StUaDWEawrIKjApJmYMtr4qAIqAILD0CpRqYGv0ObdKlv9mQU3v81Dsto7qVqjXJIazUgvJ7VrFvWVFsFVvlgHJAOaAcUA4oB5QDygHlQP05kBzCav/tgvY37W+P7DDrRxFQBBQBRaDeCFidPnLkSHPRRRdtdJmPmn3V3FyqN5m2N6k93uqd6q2XQ3Y2Vj202oz6aj41hOnjiPo44pCTKF1FQBFQBCqNgD3UNx3AYF+zL9tbrVftQ4H2N+2QaHmqn/lHYMx6aDUW9UtDmIYwDWHzrw+6A0VAEVAE2gc7hqhNYV/T0dh/jLt39a3Fvg4d+mpz6NDXBl2vetXX9odLNC+1Qg050w45tcfb8lQ/84/AmDVsrSEs+mrUiDfGgSjld4y97aoPFZL5FxHdgSKgCCw7AtwoYDC69NJLm9tvv7159tlnmxdffLGFd9xxR3Ps2LH9wQa6DCNfLOdIMj/C2Vc0gH3mM7/bPPPMi81TT/1/zS/+4l3BgPbV/b2ar5ov7hH6epk+OfvyOGwBIfc0+BEcohvZj8mzvUTXmGuU8tUVR8tV/cw/AmPWMKuRqGHZ74T5JPP0mMld0veY+9wlXyok8y8iugNFQBFYdgS4UbAHvQ1aTz75ZPPII480x48fbwcZgw8//HDz1FNPNZdddtn+cOOHJ+/L5Hjnqwt6P0azr2gI+8EP/vP+C/P97/+5hrCeT+iM1SON5WeMXii1lxR/6Jpj+YnW7fKt3mn/aFeP2OuIy292zBqGmmg+1xrCuhIuStChvNL+h+5H+qe1D1GflKIVAUVAEVAE6okANwr2oL/33nvbgSsajB566KHmvvvuGzSERX5yeLyvaAj7R//o7uaHP/zPzZ/+6Y8ae1fsoM483wmz3iHVz6T4Of3GJrbsfyw/7HNdPLWXFH/oOmP5idbt8m25r5/6I9C+hrRNT49Zw6xmmj+7Bg9hqWTzfKaBGwTOiQw+ZIDQYbmXQUew7OewVUjodApVBBQBRaDCCHCjYA/6559/vrn66qvDQcveEXvhhRdCGZqEnAErR4f3dXDAyvn7sOUPYV19DvqeSAcy9EARDTvTYTlwyEHDF/RTcugDrqOPtdgHePDn6dR+oA857EDzGsxjPnwAehnzIQPEegzVO1VYKIMtta8h8T09Zg1DfTWfg4awrkTzMqYN9zSSlPmc3Ck5dCAXLDt8Ib4qJHQ6hSoCioAiUGEEuFGwB/1LL73U2N+ERYPSJZdc0sovvvjiUO59wUf7UUS7d/tSDgeh4yH72rUhLOpZor4Hz1pA1jHc05GeX4ttIGOe9wudlO9I7v3BFtDLmYYO/GI/DL0O07ADz/tmOoVHtlg/JQPfoNdlmeHqnU6Wibn92+YLbXrMGmb10fzZNWgIQ8L5JIv4XQnfJfO+WBfrRjzIBMsMZSokdBqFKgKKgCJQYQS4UbAHvf3d1w033BAOWddff33z9NNPhzI0CX6YMjoavtpQHDqU5csPYVEYvY59oyL2gualVhj1IL5n6aPNB+swvomsz9bLQdv6fBkfMuAR7Xn+Pvpsc+zZJ+Ps2/sBzffEtoxDF/68zMuhB6jeKTrhdfPa19htkWurr09OtSW9Dtcw1FfzOXgISyWcT0ymGff2XhbJTcdfSHDBMkOXj6sKSXTMxFMEFAFFoJ4IcKNgD/qbbrqpeeaZZ5orr7xyf4gx/lVXXdXyb7755hU+Bh00CUwDH3sIs2bF/3Q1MHaPNV/+2QkavQ4g+AZ9fwMaOt6GacbhK2VXWo59e9i1nz4Z35/3Cxo+cH8pPvTYZ8TzcqYZj2zBA1Tv5E/39ml7DfniHbWvLzP2cK6tB+vTsBqG+mo+1xrCLLl8InbRQ2Tet7dFYgtOM3whziokwakUSxFQBBSBiiLAjQKGprvvvrv927DbbrutsaHrgQceaF5++eXmiSeeSA5gaBLgg6GGsO4hEM9MD9HLALI84nXJWZ9xs2GacfhjHuNjyCN/8Ov3xvwuGftk3NtHNOuncNh1ybtkXXs3mXqnigpkz1ba1zmhw7W1iiHMJ55PUk8j0bvsIOuyhQ77E15+IFMhSZxMsRUBRUARqCQC3Cjw4HTttde234T46KOPNg8++GD7t2CvvPJKc+ONNyYHsZQvDWHrDWFdvQv3POhnmMe498Mywz0Nf7DzcqahAxsv65MP1cc63m+KP9Q/66dwrNUl75OxHP4A1TtVUhx7ttG+hh06XA+rGcIsyTj5DAcN6HVSdMoW+pCzX5PpmiYGKiQdp1MiRUARUAQqiAA3CjyEefzOO+9sd2v/gXPq/wpL+dIQNv4Q1tfn+L4nosEDRG9kNC6swzLwWAdyL4NvD/v0IYcdaIZY30PWMXyIPLIFL/JjPKwBvRQN+0jOtuqdKiiMGVtoX/sOPa6HWxnCOKmETzP41BRnFZKO0ymRIqAIKAIVRIAbBT94MW3fjGj/ibP93HPPPeG7YSlfYw9hqbCtNjrz/mKOmp7lGDRq2tOS96LeKXXC6+JjqGbIO+R6uFqbDv49GOxW9U7VMKvF5s+u7L8JW/Ih0b31D5UqJDhWgoqAIqAI1BkBbhR46IrwEydOtH8bZn8fds011xwYxFK+9ocwH4I1vx1xtVFJ/Z9hpxoY21fNV+39hIaw/n5nzNfQclU/848A18O8muVr2akapiFMH2Mc/DFOFZL5FxHdgSKgCCw7AtwoRIOX591///3Nc889F36NfcpXO4TZx7aCy/sHzb7sq5qHNjGvetXX9odE81XzNWYDP4Yv/s2+BrBpBzB7/SxX9TP/CIxZw6wuoobpnTANZFkDmQrJ/IuI7kARUASWHQFuFDAAdcHLL7+8ueKKK/YHHNYd6ottPT62L/NX6zXG4CQf0w9LpWJueaqf+UdgzBpm9RH1S0OYhjANYfOvD7oDRUARUATaB/vRo0fDocoPRl20+bAmoVZfaGBqhKWaefmd52BmOaqf+UdgrHpodRf11Xwmh7Aai5v2VO9v//Ta6LVRDigHlAPKAeWAckA5oBxQDuTlQHII029d5vlbl1Kvmx0o/WwnAor9duJe86p4wJU67/I7z/qPvBDMa4BKxElnZ55np9TrZjmmn/lHoEStMJ8awvRxRH0csfL6oCJe+Qs0cHu33HJLs+mFB0KpxkF+59lIIi8ENYTpDNdxhvX8HviArFS9VE3VEKYhTENYpYce21IRRySWAW0Ae/zxx9e+zB4PBDVadTRatbwOyAtBDWG15OSu70PP72U8t0vV1OwhrO+rTfvku34Q537/KiTbKySK/fZiX2LlkkOY/zpq0GPUn9pr/ND9ITZdcIy4TemjVKMgv/lDnX+9h+altx+TrmkvQ+5rrvu2e9Tzu8RTdHqfpWqghjC9E6Z3wqY/z4NW9EW8s2nc89w+tDJWydXLcHVApaTvA4vNiFF6CIuam/a12LDWjeEj2ttYvE33t6n9WPexiZ9SjYL8agjry8uS56ek77772lTun98zelTt3FYtz3D5my9VAwcNYamDsL/pDR/ymya77Mt9NEeFxB/J6Wgf+/YcjrT8mL54S6X88hpzxTWElalTbc5t8Aza1L6G50+pRkF+NYT15XfJ81PSd999bSr3z++5PreWvu82x+gmPV2qBhYbwuwG+OJEbm/u2tP25Swz3NtBH3os9zLoCI7b6KiQ0OmcGPWxb3N+pD2M6Yu3VMovrzFXfNtDmK+ZEW08XKil0PN8k0PmdVkW2UHOMu8LPr2u14to9st+ItzbY70uXdhgHdCRzRS8Uo2C/JYbwjh3ovxheZSTLPf2oCMIO5+X4AN2ySGDrsGIx3yTg4YdbADBZz3I5gb983uuz62l77vNNbpJT5eqgYOGMEt+HAocBNCAkY7nmW5Kn/mwYx7jfg+gBccdwCyeKiR0OidGfezbM9CzB9YBbhA4zHNo2OXomt+UPtbcdVh6COP4A+ea2L6O9I4R04zDBjyDwE2WwiNZSpf5sPM8vw/Q0AfNdox7Peh76G267KBrEDj8eRr8KWCpRkF+ywxhUa4wj3HkI/MYR34xz/AuGj4j24jHvrpsvV6kyzopHHYsx77mAv3ze9eff3O5/zbnaLOlauDWhjA+QHzAGIcO8xiP5OAJjjuIqZDQaZwY9bG3MxBdvK32nOwxoAu5l0V847FepOPlTDMOW8GTEfBD2K233pr8psRIZvZ4IPg618adBizImc+4yZlmHLaAXsY0430+WZfx1Drgw6/Z8AU5+2Ic8j6YsvF8phmH/4gHWWmIvBDMH5rGjpV/jfvyweT+go/IlnmMRzZe7mmzYR7jOf6g4/2ANn98Qd+vwzTjKX3w5wAtv/Qzrwi0Oei2PHadgL/BQ5glPQ4JIPOAm8xfODBsB/2ULJJ7v94ffAmON4ipkLgTOSHpY9/me8/6rMO4mTENHNC7Nb6/oONtmGYc+oInI8BD2GOPPdace+65zXXXXXdgEDOeyUyHv9J+V4ewNqfcgMk8xvHcMJ7np54LKT3PZ5px+I14kJWGeLALzmMIi3KFeYwjd5hneHRFusZj20gn8uVtWAc+vG9v0ydnfcbhP+JBVjv0z289B7cfAcsnvnhHba4xYw8vVVOLDWFdB8MfKKYZhw/mMQ654HjDViqWKiTBqZyI5WPfnoGetVmHcTNj2nBc3iXrQcY8xiO/sBFcjQAPYTZcRYNYagAzfQ1hp+pdm4N7gxnjvo51yaDbpQMZYJeN14HuFLBUoyC/+UOdf5278iGSMY9x+GUe45Az9HJPmy7zGGc/KZz1Uzhsu+RdMr9H+JsL9M/v1aeBqJoi0OZhYkOlauBaQ1h0KIYcItb1viIZ8xjHIYx4kAmealg2iYUKSeJkTsD2sW/zvWdd1mHczJhO4V4Py+Xqsx5sBU9GwA9hfhDrGsDGHsLsdWpfq45BBnJA1BGmPe5p2Bjsk7E8ZQc+66ZwvyZsPWT7lMzrGB3xvP1UdKlGQX7rGMJ8vvncszxjHuOQRTzkp5fBJiVn/RQe2bJuzhpeHz7nAP3zW8/BOiPQ5ljH1krVwCJDGA6V3RQuPiz+QEU023XJvYzXET7OAGZxVCHpOJ2FRT72bc73rMk6jJsZ04z3ybrk5od9Md6z1Z0TR0MYD2LRRxBNjqvvnTC8Fgx9LYTM+O1rRR/zgwwQtpEeZPADHUDwvZ6neS22ZT34gi70PISN1wM/BeFniBw2Q9dKrbEpv1SjIL+bDWGcH8DxWoMGNL7hkdzLQMOW7SCDH6ZT+tDJlbNv2ILHPrAvD1kXOPzAHjTL54T75/fOPfBmcsNtbnbstVQNzB7Ctpn0OLjb3MOur61C0nE6C4t87PFwiiC2wgWFcZMzzXjK1nRwRfbwAeh14FfwZARSQxgGMf83YBi+ALuGsCXUqTaPaCis5Z6ifUW8be63VKMgv+sPYWPnQ205N/b9Lc2ff37rOVhnBOxc+Yt3WqoGagir8GFfYxFSIeHjOC2u2E8b79KrdQ1hGLS6oIaw8d7hz621qcY3xc/1O7ZeqUZBfjWEjZ2ru+JPz+/ST9Rp/JeqgVUOYQemUQ1K+x9N2FbhUiGZ5qBHqyj2UVTmy9MQtjpE1VzvsbdU3dUQlj+clGpiavObypV1+chBwHX9yG617kwVDz2/5/us5p2XqjNVDmFTHQ6tk1+UVEj4OE6LK/bTxrv0ajaEbXrhgaAall/DdiFWyAvB7Q2Hu5Bnusf8uqPnd+kn6jT+S9VUDWF6ly3rXTYVkmkOerSKYh9FZd68sQq6mqH8ZmgXYjVWXsnP+kPcLuSZ7jG/7uj5Pe9nNXZfqiYmh7BSC8rv+sVdsVPslAPKAeWAckA5oBxQDigHlAPzzwENYWfN/0XUQdRrqBxQDigHlAPKAeWAckA5oByYTw5oCNMQ1v4fYDq08zm0eq30WikHlAPKAeWAckA5oByYdw5oCNMQpiFMOaAcUA4oB5QDygHlgHJAOaAcmDAHNIRNGGz9xmLev7HQ66fXTzmgHFAOKAeUA8oB5YByYIwc0BCmIUy/9VAOKAeUA8oB5YByQDmgHFAOKAcmzAENYRMGe4ypWT702xflgHJAOaAcUA4oB5QDygHlwLxzQEOYhjD91kM5oBxQDigHlAPKAeWAckA5oByYMAc0hE0YbP3GYt6/sdDrp9dPOaAcUA4oB5QDygHlgHJgjBzQEKYhTL/1UA4oB5QDygHlgHJAOaAcUA4oBybMAQ1hEwbotDIpAAAgAElEQVR7jKlZPvTbF+WAckA5oBxQDigHlAPKAeXAvHMgOYQ1157W6FIMkAN20PWznQioyK5XZJG7gqpjlgOqYdupX7aqxf7IkSPNRRddtNFlPlQP16uHipviphyoLwc0hGnYzBq27fDqZzsRUOFcr3Bq+NLwxTmgGrad+mWrWuxtADt06NBGl/lQPVyvHipuiptyoL4c0BCmIUxD2PZ6k6yVVTjXK5zcgAvXQGbnSD/biYDFXkPYenVM9V9xUw4sNweyhjD77VXUxAzlRz66eCn/XTYlZdF+Il7JPWzLtxqY7TQvtqoK8HoF2J8VO6vR5fW66FLnPdpXqbW67m/JMtWw7dYwDWHr1THVf8VNObDcHNAQNuCdMN8UeVoNzPYe8kteWQV4vQLsz2PqvKb43t7oIbqRfYqX8pviD/WT0t8lvoaw7VVJi72GsPXqmOq/4qYcWG4OaAhbcwgb2hzNvdlRA7PdBkZFeHgR9mcudWZTfG9v9BDdyD7F6/LbJfP+huh626XTqmHbrWEYwk6cONF89atfbc/S17/+9cauX/3VX92nf+M3fqM5duzYPm36v/J//UpLmw/VwuG1UDFTzJQDdeZA1hBmD2f/cAcNiAd4RBsPF/QAwQcE36DxAIFDDtpDL4c9IPShx3zIAFkHegxTcvDZD3BA+DGaebCtDaqB2W4DowI6vID6M5Q6Z56PMwnIfobomh18wA6QfULP80B7G/bJMuZHPr0udDyfaexhCVA1bLs1DEPYH/zBHzR33XXXyefe3pZ+8zd/c59+/vnnm1/7tV/bp//wD/9QQ5j+Kx0N38qBReZA0SEsepgzj3E85JlnuKdZLyUzHS/zNPsBDjvWzZXB1uuDNp/sl/HIFna1QDUw221gNISNM4ThHDLkM+bPpT+bLGccPpjHOPx4XmQHHiDbMN4n97pMG95Hw/9SoGrYdmuYhrDhNUx1XzFTDiw7B7KHMHsQ46ENiIczaEDwYWN8viBP6afkrM841oGdp7t0vczbRj4jm8iO9RiPdHmdGnE1MNttYFSIhxdif478GYSc+Yz3yYfoRr7AMxj5gtzLjPZXpBvZRXrR+t4WdnOGqmHbrWEYwnzuDqH1ccThdVDPDsVMOVBvDhQdwqIHOfNSxRcPetb1jUKXbIiu9+NtsRfPz7FjHcbh03i4wKsVqoHZbgOjIjq8iPqzFJ1B02E+zqOH8LWubmQPnt8D872M14ce81J4nx+287pYZ+5QNWy7NQxD2G/91m81N9xwQ3vu7GOJdn3ta187eQ7tTxD2LstJk5m+/iZseP3TM0MxUw7UnwNbH8K6HuxdjUGXzDcRXbpe5m15f153CO112W/Xml5vW7QamO02MCqmw4upPyupM8h8xr290SxnvE8X8pRNip+zJtum8D4/bOd1sfe5Q9Ww7dYwDGGdfxPmhjDbsf4mbHjt0/NCMVMOzCMHBg1hXQ9n/xBP6bIe43jAM49x769PxnLGc/x4/WhvEY/tDPc0bPweIpp1a8DVwGy3gVFBHV5Q/bnh88gy5jMOHeal8D5dk5st28MGMqaBe31Pe1uWe9zTWMP7iGjWnSuuGrbdGoYh7Fvf+lbzO7/zO+1ZsC/hsMu+EbHNTzeEmcz09U7Y8PqnZ4ZiphyoPweKDmF4mFtxxQUeHuTgA4Lv9Txt+qwLOfiA4LMuyyA3HviAbAM9z/P8lJ/IJ3QjWbTONnlqYLbbwKiYDi+m/rzweWO8T4/l/qyyHy8zO5aDZn/AWY9xyBmy3HCTAUY4ZIBeJ4c2nblfqmHbrWEYwiwP173Mh2rh8FqomClmyoE6c2DwEDb3B3HO/rlZydHfBR01MNttYFRAhxfQGs+lasv2hjnVsO3WMAxhd955Z/t3XnYW7KOJdtn/BQba3vm68sor92nT1zthw+ufnhmKmXKg/hzQEBb8hleN0sFGSQ3MdhsYFdPhxVRD2MFzXGNMptqTath2axiGsM6/CWua9uOJ+n/Chtc7PSMUM+XA/HJAQ5j7yJAGsLhxUwOz3QZGxXV4cZ2que9ax+oJX126ksW1Z6y4qIZtt4ZhCON3wuxLN+zCO2GG8zthRuudsOG1T88LxUw5MI8c0BAWvBM21kN/SX7UwGy3gVFBHV5Ql3T+dC+bD2iqYdutYRjC+JcSQ3HzoVo4vBYqZoqZcqDOHNAQpiEs6w/u1cBst4FRAR1eQDW4bD64LCmGqmHbrWFHjx5tbIja5DIfqoXDa6FippgpB+rMgeQQpheszhdMr4teF+WAckA5oBxQDigHlAPKAeXAvHMgOYQt6TegupfNfyNuB10/24lArbG3fR05cmSj32zjt+LmZ+yHic795ud+STGs9Rxtp6pMu2rNsVfdUZ0oWedqzv1pq8B8Vxu7RrA/DWH6OKI+jlh5bai1iNu+MESNAbkwjYGXfLDK9/wat1rPUeXlZ5Tt1Rz7MWoN+1BtmF9tKPma1Zz7oxzuyp3ccsstzaYXn++xcQ1hGsI0hFVeRGot4ravMYYv+Bi7uJV8sMr3/BqtWs9R5eVnlO3VHHvVnfmd5TnV35pzf5TDXbkTG8Aef/zxtS+zH7tGsL/sIazrW4xwIEwHeBfM1evykZKV9F3TmtFeSt67Csn2Kk2tsbd9YYACvPTSS5vbb7+9efbZZ5sXX3yxhXfccUdz7NixA7qwAeTCNAbuz4idj9QF3dwzlKsHv0NgSd+pfWxjzWgvJfdR6znaXmWZbuWaYz9GrWEfUV7n8nLyP0cnd70herZu6oKfaG8RD/qlYO6auXqb7LPm3J+uAmxvpUUNYZskItuWSvxSfnnvNeMl71+FZHtFpNbY274wQBm0QevJJ59sHnnkkeb48eOtzODDDz/cPPXUU81ll122os+2hpu/MS9/Vsc8H2P64n2W8str1IyXvP9az9H2Kst0K9cc+zFrTnufI326hs9CCp/yLPMeUut6HU+n7LbFn2J/Nef+dBVg3JXa1y3TpYawoCCVSvxSfrdVIIauW/L+VUgyT3wBtVpjb/viQeree+9tBy7mAX/ooYea++67b0UfMkDzN+blz8+Y52NMX7zPUn55jZrxkvdf6zkqUDKqc1lz7MesOe19Bj3POmeOz0IKX8fvuja8h5QP1mE8pb9t/hR7rDn3qysUmRtqX7dM3Z0awjihgRsEjgOXQ8MuR9f8RvoRD7qA0MHewGcIHLoGI33wUnqQA7Ie+2ScdRlnW+YDHxuqkGSe+AJqtcbe9oUByuDzzz/fXH311Ss8yO0dsRdeeCGUQcf8jXn5MxCdqy4d6OOssS5k4EU07CIZ7AxCHulHvD4bL8da7Atrsgw47KHPfI9DBxBy7x8+WQ4b1mUcumPBWs9RgZJRncuaYz9mzWnv0w1hyGnkO/LZ08b3utABZB3vh3VY5m2gBwhd1jMZ81nm+UzDDpBlEY49eH3QKbn5Yhn0sUZEs77Xgwx8QPABwTdovBSEzOQ15351hSJzQ218M3UXNYQhERlGSYnE5ETMwWHHPj2P/XTJ+vSGyL3uuuvyfa3rs8sukvGam+AqJJknvoBarbG3fWGAMvjSSy819jdhzAN+ySWXtPKLL744lJue+Rvz8vlu5yO6WI/PEHQh97KIbzzWi3S8nOkU7v2aHuv2yb1upB/t1etBJ8XndXJw+IMuIPhjwlrPUYGSUZ3LmmM/Zs1p7zMYwjivDfc08nwTfspHymeOPnQMYt8eRjrMS+G8L/iHLtYAHclZ1iX367CuX4d1GcdazItsvdzsas796gpF5obaOJMuXgtAErXfjLiYL+ZAIqZglIDQjWTMg55BBJIh5N6G6RQOW0DWi3he7mmzYV4Kh+8Isg3knmd0xIO+h17XyzehVUj4WE+L1xp72xeGLIP2d1833HDDCg/y66+/vnn66adDGXTM35iXz/ec88E6jJsvpoEDRmuZjC/oeBumUzhsAVkv4nm5p82GeSkcviPINpB7ntERD/oeel0v34Su9RxNW022s1rNsR+z5rT3GQxhnLc+x5neBMcaKR8mZ1mOPnRStixnnWidlK7nsx+WsU/GocO8FA5dQNYzHtOMR/penqJrzv3tVIPNV21jveeGcXhmnn8n7NZbb01+U2IkM/uxawT7G/TtiEjEFOQkZDxKbpN7Ha+HdViPca8fyYwX8eEbkHUYxxrwwzCy9frQ8ZD9MM564Hse04ybPtNj4iokON7Tw1pjb/vCAGXwpptuap555pnmyiuvXOFfddVVLf/mm29e4bOt4VyYxsB9/uecD9Zh3HwxbTiunHW8Ldv0yaJ12Aa+mMc49g4/DCNbrw8dD9kP46wHvucxzbjpMz0mXus5mr6iTL9izbEfo9awD5+zPqe7aJbl4qbnL+yBfRjP64FO6YMPW6YjnNdjPNKFT78H8L0N+4ONh7DxuuB7yHomY9r7Bg0frOttma4596evBOOs2MaeXOG1YQgxD2GPPfZYc+655zbXXXfdgUHMeCYzHX7nbLFDWG4iczJ73NP+UGCNHD22Zdzbsk/gXh/8LtsuG9ibjtfzNHS71mKddXEVEhzp6WGtsbd9+UHq7rvvbv827Lbbbmts6HrggQeal19+uXniiScO6Hpb8zfm5XO96+xAl3UYNznTKdzrbeIXtoBda/p1WdfL4I+h18+RddnA3nS8nqeha7BLxnrr4LWeo+kryvQr1hz7MWtOe59bfieMz4Y/T55mXcO75F0y+PE6noZeBFmXcegyj3HIGbKccdYx3MuYZtzb9dmyvObcn74SjLNi+9rsuWIc3pnHQ5gNV9EglhrATH/xQxgnq8eN9jw+GIZ7OrKJfLBdJIcfLwOf7VN4yjbFT/lJ8f1eWA+ysaAKCY739LDW2Nu+/CBl9LXXXtt+E+Kjjz7aPPjgg+3fgr3yyivNjTfeGOrDh/kb8/K5n3M+WIdx88U0432yLrn5YV8pPPLBupHceLi8bpe+1/X0pj4jf+ABYo0xYa3naPqKMv2KNcd+zJrT3iedO3/O+mjO/6E4zkrKLlrb89gW/gC7ZF06KTvPZ9pwpnP2yfop3O+T9TZZw9syXXPuT18J1luxfZ3IlGnGocI8P4T5QaxrAKtuCLMbiy6f2JyAOTKv79dIySM+1oMMvjw/R+5t4Mugl3kausz3OHQAIff+jc886ANGdqwP+SZQhQTHe3pYa+xtXxiguuCdd97ZBs3+A+eu/yvM/I15+XzHeYkgdPncMG5yphlP2ZoOrsgePgC9Dmj24deCjH3ADrqArNunz7qwjyDrsU/GYce8HDvWh49NYK3naPqKMv2KNcd+zJrT3udIQ5jlOp8B4IA4C0bzBb63B591I1/Q89DbMQ1d7y+HDz/QNQg/kIH2Oim512c9ljHO62KdlF1KF3Ysrzn3p68E663Yvk5kyjTjUGFeNITxIBZ9BNHkuKp5J4yTa+54+wK5Qjn3eyq9fxUSHO/pYa2xt311DV+Q2Tcj2n/ibD/33HNP0sb8jXmVPhPb9K8adupdvtzXodZzNH1FmX7FmmM/Zs1p71O9xcovqXPPJ+stqb7VnPvTV4L1V7ScwOW9gA9ocsPtJzWEYRDzfwOG4QtQQ1iBgta+OAX8chFZGq5C4o/9dHStsbd9YdDqgydOnGj/Nsz+Puyaa64J7czfmNfSziDfj2qYhrDpKtDmK9Vaw+zOxqw57X2qt9AQRjlQc+5vfrLr99A1hGHQ6oIawiiZuQnZBFcDowam/tJxaoe1FnHbV9/wxfL777+/ee6555JfY2/+xrw2qRG126qGqYadqhD1Y7XWMIvcmDWnvc8CPUvt9Wjs/S2pvtWc+/VXjs13qCFMBWnj3wqNXeDW8adCsnkxWNdDrbG3ffGQ1YdffvnlzRVXXJG0MX9jXuvkuWyGDzdziVmt52jdujAnu5pjP2bNae9TPc8iep6x6lrNuT+nGrLuXm0I2/Qau0awv+z/J2yshJSfeTY5KiTrloDN7WqNve3r6NGjyaGqbyhjufnhwjQGrlozz1pT6nWr9RxtXiHq91Bz7MeoNeyjVP7K7zzrWc25X3/lGGeHfD5rw5NDWG0b1X7GfZdA8VQ8lQPKAeWAckA5oBxQDigHlAPbyYHkEKbfuszzty6lXjc7oPrZTgRUHNcrjqXOgvzOszaqhm2nftmqu1TDVB/mWR9KvW6qO9urO2OuXKqGaQjT57ezPr+tQjLmcR7mq9ThX7rfUg9V+Z1nk6UaNqzujKm99FrD96f6MM/6UOp1U90Zs5Jszxef8TFxDWEawjSEbe9cZ6085oHfJV+lHqryO88my3JfP9uJgOrOPM+Mat3mr5vqznZqztirlqph2UOYfWVodG1ySNf5GtJoD+BhL7l+c/Xgl2GOLfYVQfjK8WO6uXrwOwTm+FYhGftI5/srdfiX7tefgegc5uS+98P0OvapfbAvxnk9j+fqeTujc2xNJ3XBZ46f3PXgcyjM2YNqWH7NGVtz6bWG729o7rJ+Th7n6LDPsXBbN3VhjWhvEQ/6XXBduy6fXsZrMO71NqFVd8auJtvxx2d8THzQEBYlYqnEjdYy3pjrjeUr5SfFT91bF39MX7xOrl8Vku0cfFt1zAO/S744zw1P5XqK7+3HosdcbyxfKT8p/jqxGNMXr5/rVzVMNWyK+se5uQnOeZ3CN/E/1Jb3kLL1Op5O2UX8LtsuWeQrxWM/jKf01+Gr7kxTd+z1w9W1InTa19spdslK1Y6NhzBLyvZmJvpY35hrjeUr5SfFX+cgj+mL18/1q0LiTuuEZKnDv3S/nOd9dSr3HHif69BjrjWWr5SfFH/b983r5+5RNWzCouWWWnqt4fvj3NwE57xO4Zv4H2rLe0jZsg7jKf0ufpd9l6zLp5exH8a93ia06o4rBgXI9rUjv56GyPOZZtz0Pc1nfEx81CGs3bQbyozHFycz9MFL6UFu0NuwDDjrAIdv6LCvSAY5ZPADe9ApOeyhn4Lww/rwyTasx7rQgQ0g+Cld8CN9tgWuQoJjPD0c88Dvki/kLqA/Q+AbhMxDyHBOIIdtREMXOh56Gy83mnWAR367ZPADO+hiPdApOeyhn4Lww/rwyTasx7rQgQ0g+Cld8CN9tgWuGjZ97cKKqjsnzzSfgShvIYfMQ+Q8cho063kZdMBnXcPBZz3PZxnrexx2gF7uadPji+XeB2ivDz5sI9rbRLreDjqbQtUdVIFysH3tyL2nIfJ8phk3fU+XqmEbD2HtRvfeBTPc0z6BU3Lmm42n4cf40QW5t4Uu5Oy3TwYbQG8b8cEzCP8eeh3Q0GO6Dzc572uofmQLHwxVSHCMp4elDv/S/XL+Gp7KdeYb7ukuP126LGMfWMNDrwMaekwzzuukcNbvwyE3iLU99Dqgocd0H25y3vdQ/cgWPhiqhk1fu7Di0msN3x/nnOHRmeCcHQvHut6fp6EH6OVMQ8eg8aMr0mFeCo/WYV4Kx17gl/X6ZF1y7wf+N4WqO6gC5WD72pF7T0Pk+Uwzbvqe5jM+Jj5oCLNN+YsTtN00fSzR02McgMgn76FrjU1kXbapPaX4vF/WYTy1nteBL+P7i2XAU35ZHuEqJDjG08MxD/wu+fJ57M8HaNYzXhdtMtZJ4ezD42zjZaBZh3GTM814n6xL7v1E+wDPQ7ZlPLWe14E/4/uLZcBTflke4aph09curLjrdYfz0ec/05vgWCPlw+Qsy9GHTsqW5awTreN1oW+6fEEPPgDBhx1oL2ea8Uif5YxDdwyouoMqUA62rx259zREns8046bv6VI1bNAQ1peQ7abdEGY8f8FPlz50PPQ2Xm406zA+VGa2/sJ67JdxyP1azGecbRn39ibDxfZeDzL2xbjX9zLYe6hCgmM8PSx1+Jfu1+dwTq57HaOjC7679KHjobfxcqNZh/GhMrP1F9Zjv4xD7tdiPuNsy7i3Nxkutvd6kLEvxr2+l8HeQ9Ww6WsXVlx6reH783nn87OLZlkubnr+wh7Yh/G8HuiUPviwZTrCeT3G+3QhZxvsjXkpPfANsj77YBz6Xhf8MaHqDqpAOdi+juTe0xB5PtOMm76n+YyPiRcfwrqSub1JGtpYNyVL8VO2Xp9pxs2e6f+/vbtJtSWp2jheA3A27wBEtCNYVQiCY6iGCGKnpMryG+yoTRVE7YlDUBFRW4qIOgRRUWyUCrbU/RJHlneduJG5c++TmZF54iek8bXi6x9PrJMrz723cj6PHfncnvPRXo+X63M+9835un9uy/naLsbONjlf29dt0b9OOZK4xvuna174kcaqNbxE67VNXb5lzKm+U/V57GyT88Uml3P+Wlsef6ltPX49xrVxcv+pfD1GzLHUPttF31bKh+3vu2JGfufFf2+q1msuPyXf0nwer7TX5brPXPtcW4xT29TlsJtaS7afytd9s921tjz/rbZ136Vlfie8wHbpgwbS8HU5mur6XM75Yl+Xt/JhuwdhDxtLf4cshJzr68sRNnP1UzZz497SVs+d++b81Dpyfc7nvjk/N9+1trn2MkeeJ+fzuuo8RxLXeP90q8v/3MetNbxE67VNXb52t/Kcrb51/2yf87lvztf9b2mb61uPE2uZqo/2uTGf0jbXt6wpryvn87rqPB+2v++KGZ+7r8n7q3VX63OunNtuzce8U/1Ke25bYh82U31z+5RNa84ltnW/XJ7LT7XFWqfac33YrpHyO+EFtksfzi4NX5ejqa7P5Zwv9nU53/E185sGYXHRymbiyaJ+2GT6TVjY1PV1n2yX82GX++d8rKdlV7dFuTV+tMU4rXLU5f45H33z+nI++rfsWnV57Bgn0hgrypFGfYw3l3IkcY33T9e88CONVes5675ui3LLptTlJ2xLWttP2dV9sl3Oh10eN+frOefawrY1frTFfK1y1OX+OR998xpyPvq37Fp1eewYJ9IYK8qRRn2MN5fyYfv7rpiR37n9N2G1tkPzkYbWSzk/UV/3j/ps2xor7Oq07pfLYVuPt6S+HifGiDTGKGmuq/NRjjT6lXJ+on5uvGzz1Dy/E15gu/ThzNPwdTma6vpczvliX5e38mGLg7CnClH/F074jCw4krjG+6dbXf7nPu4Z75k1b+cn+bD9fVfM+Nx9Td6fO7zdHT4jW34nvMC2aQma4skz1cFU2NT1pc9cW77ja+YFYek3cWe84HutmSPJ13rf/JoXfqSx9rob5jnHSxcftq/fyrPxO+e4I3zZ+ufE72RPcN78Vj5MECYIe/RPck85YY6kn/PY6vI/93GntKx+/ReNMzDlw/iwPXzeGe6CNe7nA/mdfn5nzZm38h2CMEGYIGzNm7rBWFtd/uc+rheN/V40zsDay9AGzmnhkM/d1+T9neEuWON+vpHfWegkDm6W7/iaeUGYIEwQNujlX9ORHHEsLxr7vWicgXXRqP/1IXBE/7DVms5wF6xxP9/I7/TxOWvPupW/mAzCtprQuO+9YIABDdAADdAADdAADdAADYyrgckgzJeS/b6UnIF1cRL+14fAUdkf/QfHGe6VNe7nZ496j/p4lX1nPTL7tf2YO73fnT4D6yNrf18vcO7Z1vYTMZ4gzB9H9McRD+4bjurEw4kcNT3DD2hr3O+F7aj36ODuZ5XlHZn92v7Lnd7vTp+B9ZG1v8rlHmSQtf1EjCcIE4QJwg7uRI7qxMOJHDU9ww9oa9zvhe2o9+jg7meV5R2Z/dr+y53e706fgfWRtb/K5R5kkLX9RIy3KAjL/wGzqfzal+HhP6TWCJCm5s/2OR/ratVFm/S60+RI+nmao7IPJ3LUNN/rOb8Rbdl+jfyUz4n5WmnM2+rbqgt7KR/Wz0Ndn/moPqysfG3/9ZS7uOSOL7F5yhqm+pZ5p57o01pbqy7sR0iPrP3rN5dFEFjbT8R4i4Kw+qLce6lu6TdlO1Wf11jb1OVsK3/95aUw4kjiKu6fHpV9OJGjpnN3+16fcEu/Kdup+rze2qYuZ1t5Pmx/r3TbjEf1YWUXa/uvte5jvvNT+bXmWjJOXsOUfW1Tl6f6Pef6I2v/tls8tvXafiLGe/ZBGCew7AXlmhPkSPo5oKOyDydy1HRO0/f6hVv6TdlO1ef1Zpuczzbyt/m2o96jfp5lv5mPzH5t/7XWvcz3fiq/1lxLxslrmLLPNjk/ZT9C/ZG1v58HOP9Ma/uJGG/1IKxcvPzEJbtWV1/YupzHifxUGn0jnbJTv/wlhiPp50SOyj6cyFHTufs95xtKW35inGt19Zh1OY8T+ak0+kY6ZaeeD+vnmZbPfFQfVnawtv+q72Tc4ZJGvtjU5aiLNNpzGm0ljSe3l3zUZ9tcf6t9jJfHiLo6DZtI6/ZcDpuSRr5uj7a6/Vo5j9M7f2TtL7/BLNf2EzHeqkFYfTGK+HPdVD4uybX2GK/Y1U+MkW1ynfwLp30PC46knxM6KvtwIkdN53SefU22a9Xnuql8jHGtvdgVm9YTY2SbXCfPh/XzQk+b+ag+rOxqbf9V39O461HfKue2e/NT/cp8rbZWXb22sClptNVpyybXTeVjnGgv5Va+VZdtS3tdjj5HSI+s/afd6rF6r+0nYrxuQVhcnLiIkcalmbpUU/XRL8bNaW6Tv+9FhiPp53COyj6cyFHTubs+5Uda9bku58PHlLr8xLy17bX6aI9xc5rb5Pmwft7ovpmP6sPKbtb2X/X9rP3AXDm33ZqPeaf6lfbctsQ+bKb65vZs05pnyjbqc5+cX9Leso9+vdMja/++2zxmr7X9RIzXLQhrXZpcl/P5Ek3VT9kssc995dsvOBxJP8dzVPbhRI6azt3lKb/Qqs91U/mY61p7scs20a9Os03O13bKbX/V4nLUe9TPs+w385HZr+2/au3V93eunNuW5otd/cQa8hilrraL8pR91EffXG7l83w5f822Hj/WVacxTj12XQ67I6RH1v5+HuD8M63tJ2K8Zx+E1Zf7CJfyjGvgSPo5kaOyDydy1HTunk390G7V57qpfDeMBpsAACAASURBVMx1rb3YZZvoV6e1TV2u7ZWvB2NHvUf9PMt+Mx+Z/dr+q76L9d2dK+e2W/P1vKWcx2iV6z61fW6fawu72qYuh11J67ZczvncJ/J1e10OuyOkR9b+fh7g/DOt7SdivCGCsHIRj3xJj+Aorq2BI+nnRI7KPpzIUdM5TU/5g1Z9rpvKx1zX2otdtol+ddqyadXV/ZSng7Gj3qN+nmW/mY/Mfm3/Vd/B+t7OlXPbrfmYd6pfac9tS+zDZqpvbp+yac3Zss12OR9z5Lo6n8thf5T0yNrfzwOcf6a1/USMt2oQFherXIh46ouQL0vYRBr9c9rqH/Z1GralPvI5narPNvLtlxiOpJ8TOSr7cCJHTefu8pwvmPIrMV7u27KN9kijX6R1n1zONpHP6dSY2UaeD+vnrdozH9WHldWu7b/q+1ff2bnykraWTamLJ89f25a2sIv0mn20h30rzTaRz2npk8slX9e1ynmuVv/oE2ltc4TykbXfvq1qWwTW9hMx3l1B2BGEbQ3tF42tuHAkrWu5T91R2YcTOWq61V0w7r6+Zy3eR71H+3iRvrMcmf3a/mstvRrnnH6mPrcja7+vVzjX7Gv7iRhPEJb+exv15VF+4QQ5kn4O46jsw4kcNXV/X9xfLP7v4Tce/W7x2DMf1YeVU1nbf7lr/E7WwJG1P7ZXum33a/uJGE8QJgh76Y8JZAcSeY7ktgu7pvVR2YcTOWoa2pV6KSoaOOo9WtNXHHWsI7Nf23/xN/xN1sCRtX9Uf3HEda3tJ2I8QZggTBB2xBuf1nRUJx5O5Khp/kEo78XoqPcoXfVnmz0y+7X9F1/D12QNHFn7z9bhbLCxtf1EjCcIE4QJwja4sGsOeVQnHk7kqGn+QSjvxeio92hNX3HUsY7Mfm3/xdfwNVkDR9b+Uf3FEde1tp+I8SaDsDCQvnf1PzOOKaY0QAM0QAM0QAM0QAM0MK4GBGHvHffwXXxnTwM0QAM0QAPrauB973vf5fXXX394PvShD108x2YQZ/X+97//0Ud353jsc9vyXk1pYm1fKQgThD1yOmsLzHjr/nDHE08aoAEaOK4Gyov7a6+9dvnYxz52efPNNy/vvPOO5+AMyjl9/OMfv3z4wx++RCDmHMfWbUsTW/hdQZggTBBGAzRAAzRAAzSwggbKF/QSgAm+zvcS/8lPfvLht5flZds5nu/8trhzWROCsBUc5BYQjXncr5LOxtnQAA3QAA3spYFXX3318tZbbwnCDv7br6kX9vJH3IpWnKMgLDQSmtjCh/hNmMDO108aoAEaoAEaoIEVNFBe2OLl7Zb0Pe95z6V+bulf25ax6jrl64FFvHDfe45rM641kcsxV6su2lrpVtrYatzWHvasC00IwlZwkFtANKavrDRAAzRAAzRAA/e8vE+9vE7V7/kCOtpc8cJ9zzluweqaBur2utxa0xKbVr9rdVuNe23erdtDE1v4d78JE9j5+kkDNEADNEADNLCCBu55eZ96eZ2q3/qlc+Tx44X7nnPcgtutGlhiv8Tmnr1sNe49a1mzT2hCELaCg9wCojF9/aQBGqABGqABGrjn5X3py2uxy09+0Ywx6jRscr+wyW0lHzZRH3VT5Rin7leX8zh1W12OuaI+0qivx6rLxT7b3pqPF+57zvHWuZbY37qfJfZhU9J48lqiPepa5eiX2yIfbdE/0qiPNOpLeq1vtt07H5rYwr/7TZjAztdPGqABGqABGqCBFTRw78t7vJjGy2j9otmqz3XRP/rVbVEfad1el1t2pa62u1bO49xiG/0ivda3bo9+t6bxwn3vOd463zX7sq/WU/cLm7q+VW7ZlrqwzflSl8s5X9uXttw+la/7xRzX7KPf3mloQhC2goPcAqIxff2kARqgARqgARpY4+W9fpmNl9T65XPupXWurR4v267Vdss412yvtc+tv/S95YkX7jXO8ZZ5p2zrvU3ZRf0S+5ZNrsv5Mm4u53zMGWndlss537Kv2+ty9OmRhia28O9+Eyaw8/WTBmiABmiABmhgBQ2s+fKeX0RLvvXES2m2LXW53OpXt8c4rb73tN0yTsu2teZYR1573bdVjn5L0njhXvMcl8w7ZVPvdcou6pfYt2xyXc6XcXM552POSOu2XC751rOkb9j0SkMTgrAVHOQWEI3p6ycN0AAN0AAN0MA9L+/5ZTW/aOb6nM82ka/bcznnwz6ndXsu53zpk8s5X7fV5afY5rXW4y4p1/3nyvHCfc85zo17b1vN7do4S+xbNrku58t8uZzz9VrqtlzO+bpfPUer3OqzV11oYgv/7jdhAjtfP2mABmiABmiABlbQwD0v71MvqLk+5+PlM9flfP0SW7dda8/2db4ux1rqMety7le31eXa9lp7bV+XS/+lT7xw33OOS+e4xe7aXur2utyaq9jUdrlc5+tyPWa0RxrtuZzzS9pb9tFv7zQ0IQhbwUFuAdGYvn7SAA3QAA3QAA3c+/JeXjrrp37ZnGuvX1pb5dw/j92yrdvDJtLSnvPXyrfYxlilTzz1em4pZ9tr+Xjhvvccr41/a3vNrdU/GC2xLf3Dbq5ftGX7mDvaIs31kb+l35RtHqtnPjSxhX/3mzCBna+fNEADNEADNEADK2jg1Vdfvbz99tuLf/PS8+XS3C//hixeuJ3jy2xG1UtoQhC2goPcAqIxff2kARqgARqgARp4/fXXL5/4xCcEYTf8EcCjvNy/+eabl3J+5R47R0FY0WXWxBb+3W/CBHa+ftIADdAADdAADayggQ984AOXj3zkI5dPfepTArETBWJvvfXW5aMf/ejlgx/84MM9cI6CsFoTgrAVHOQWEI3p6ycN0AAN0AAN0EDRQHmBf+211y7ljzF5zsGg/PHDCMDiHjvHc5zdVnespYnQxlqp34QJ7Hz9pAEaoAEaoAEaoAEaoAEa2FEDgrAdYa8VORvH11YaoAEaoAEaoAEaoAEaOK8GBGGCMF89aIAGaIAGaIAGaIAGaIAGdtSAIGxH2L5WnPdrhbNzdjRAAzRAAzRAAzRAA2tpQBAmCPPVgwZogAZogAZogAZogAZoYEcNCMJ2hL1W5GwcX2FogAZogAZogAZogAZo4LwaEIQJwnz1oAEaoAEaoAEaoAEaoAEa2FEDgrAdYftacd6vFc7O2dEADdAADdAADdAADaylAUGYIMxXDxqgARqgARqgARqgARqggR01IAjbEfZakbNxfIWhARqgARqgARqgARqggfNqQBAmCPPVgwZogAZogAZogAZogAZoYEcNCMJ2hO1rxXm/Vjg7Z0cDNEADNEADNEADNLCWBgRhgjBfPWiABmiABmiABmiABmiABnbUgCBsR9hrRc7G8RWGBmiABmiABmiABmiABs6rAUGYIMxXDxqgARqgARqgARqgARqggR01IAjbEbavFef9WuHsnB0N0AAN0AAN0AAN0MBaGhCECcJ89aABGqABGqABGqABGqABGthRA4KwHWGvFTkbx1cYGqABGqABGqABGqABGjivBgRhgjBfPWiABmiABmiABmiABmiABnbUgCBsR9i+Vpz3a4Wzc3Y0QAM0QAM0QAM0QANraWAyCLt84/8uHgxogAZogAZogAZogAZogAbOpIESKL399tuXd95550lPGWOtoKseRxAm2BRs0wAN0AAN0AAN0AAN0MCz0UAJeJ4agEX/OnhaqywIc+GezYU70xcaa/VFkQZogAZogAZogAa20cCzCsJeeeWVQ76sl3W1njVEfdQ9P3VvW/G6tq7nyvPavrVv42BxxZUGaIAGaIAGaKClgVYQ9rnPfe7ywx/+8PLXv/718s9//vMh/dGPfnT5/Oc/P/tbs7V+81WPs/g3YU95gV7Sd4lNC/JUv6n61hhTdWuMMTV2r/qpPU3V91qneTlVGqABGqABGqABGqCBezRQB2El0PrjH/94+e1vf3v56le/+hB0lfQ3v/nN5U9/+tPlC1/4wmQgVgdPa5UFYTN/HPE5BiZTe5qqv0f4+nCYNEADNEADNEADNEADvTRQB2E/+9nPHgKu+HteOf31r399+fnPf37eIKy8xOcnoNd1uVzyxS7XtfqFXbTldKot1+d8zFePUWziibboV9dPjbGkX/TNY8Y8uX+0t9ryGNFnaVqPN9Uvz9/qk9vrMaba6nGyXautjBs29RzKHDsN0AAN0AAN0AAN0EBLA3UQ9ve///3yta99rRlold+I/eMf/2i2lWBtrd981eOs8puw+gW6wMh1OZ9B5fqpfNjn9qiLeUpb/dQ2U+XWuFEXY0bfqI95o74u39pvbtxbxs7rmcvH+vK82b5Vn+tyvrW+qbFyv5wP+1xX8nU57KQcLg3QAA3QAA3QAA3QwJQG6iDsX//616X8nbD8G7DIf/azn72U9s985jPN9jp4WqvcLQjLL9gFYC7nfMBt1dX9wraur/vmcs7n/vUYdbnul8s5f63fU9vrucp4tzylfz1GXV6yxpiz1bfV1rLLdTlfzx/jSW87a7zwogEaoAEaoAEaGEEDdRBW/t7Xt7/97WaQ9a1vfevy5z//udl2it+ElZfm+olDXvJCnW3qcaIc4+U095uqr21yOedz/5Kv23I552vbW9pafUv/+om1zY0dNvekedx67ijncaMu94v2qbZsm/O5Xytf6lr2YSv1A4UGaIAGaIAGaIAGaCA0UAdh3/ve9y5/+ctfLl/+8pcfBVtf+cpXHuq///3vP6qP35KdIgiLTbfS+gW6Lpc+uS7nW+PluinbXJ/zt8x1S79sm/NL5sv2OZ/3Gfm6vS6H3VQ6ZZ/rc35qnFw/Z5/bpvIx1lx7bgt7KWdLAzRAAzRAAzRAAzRQa6AOwkow9ZOf/ORS/m7YD37wg0sJun75y19e/v3vf1/+8Ic/TAZgpwzC8kvzVD4Du2aT26f6TdXnviVfl3O/ko/2SKM9l+t8XY4+ebw6H+W5vmFT0jrfKofdVJrnyja5PufDJtflfGnP5Zyfa6vt5mzrtlL2YEADNEADNEADNEADNNDSQCsIKwHVN77xjYd/CfF3v/vd5Ve/+tXD3wX7z3/+c/nud787GYiVsbZ4bvo7YeXFuX5i41P1ub3k5+xKW7bPtlFfp9km56fsSn2eJ8qtvi27PG70iTGibWm/sIs094+xW21hV8+b6+fyeezI1/ZRH+lc+9K2Mla2jbEjrdvmyrlNngOmARqgARqgARqgARoIDUwFYSUQy8+Pf/zjS/lf+Q84T/23wrYIwMqYi4Ow2JR0fYHXwQnG6zPGFFMaoAEaoAEaoAEaGEMDS4Ow8i8jlv+Ic/nfT3/600cBWgRrgrBn/EfQBGFjOASO3znTAA3QAA3QAA3QwPYaWBqElUDrm9/85sPfDSt/P+zrX//6S4GYIOwZBWHxx+8idRm3v4wYY0wDNEADNEADNEADY2jgliCsBGK/+MUvLn/729+a/4y9IOwZBWEcwBgOwDk7ZxqgARqgARqgARrYXwO3BmFf/OIXL1/60pde+i1YCdAEYYKwR/+ohQu9/4XGHHMaoAEaoAEaoAEaOL4GSuD06U9/uhlUxd/1WpKWMXYPwraa0Ljb/DOXuOJKAzRAAzRAAzRAAzRAA+fQwOS/jugAz3GAzsk50QAN0AAN0AAN0AAN0MC5NCAI2+g/wOYinOsiOC/nRQM0QAM0QAM0QAM0sJcGJoOwh38w3/+disAbb7xxqvU+ZbEj7TVzOvq+j76+YHmWdcZ6n5KOtNencNL3GATo9RjnYBUvCNDkCxYldwYea69xq6BsNgj7/e9/f/Gcg8F3vvOd/12M535mI+01n+XR93309QXLs6wz1vuUdKS9PoWTvsf4OUevxzgH9+HFOdDkCxZFF2fgscUauwVh77777sVzfAa16J7zmY2013yOR9/30dcXLM+yzljvU9KR9voUTvoe42ccvR7jHNyHF+dAky9YFF2cgccWaxSECQZng+EtRHdURzzSXvMZHH3fR19fsDzLOmO9T0lH2utTOOn7+EWrFw96PcY59Dr/I85Lk481eQYeW6zxkEHYK6+8MhsY5AsVtpHmtrn8rfZzYz3nti1EF7ymzmCqPvptlW6513vWXDjUzy3jLOW4ZN/1OvLYc223rHfK9tr68lqmxij12a5e81y/pW3X1rl0nLXspvaYOcRcua7ul9vCfsle63Gi71ppa1157Gvt2XaLfO/5t9jTWcek18cvvPU55rtatynPs7uXzxJN3jv2Wv2yLiK/xtgt33iNR6tPay1L7Vp9r9VdW+O1/q32UwZhLcitutaGo+5W++g3WrqF6ILh1BlM1Ue/rdIt93rPmlscWnX3jJ37LNl3a96oizSPuWb+2vqWzh92keY1tupy+5L8tXUuGWMtm9Z+oi7SPFeuy/lsk/NL9lqPU5fzeFvk954v9lDmjSfqpNu8yC7lSq/T/Ot7UpeXMmY3zbjFZokmW/161N2iiSW2LZtrPFp9WiyW2rX6Xqu7tsZr/VvthwvCAmCkrUW32lp1rb5Rd6t99Bst3UJ0wbCcQX0Orbqw3zrdcq/3rL1mU8Zo1d0zdu6zZN+teaMu0jzmmvl71levKZdzfu91rjnf3Fhze2y15bqcn5pjjTOZGnut+iX7WGuu1ji952+tadQ6el0eINDtclZPuU9LNPmU8dfse4smlti2bJbwqPtdK6/JoIy1ZI23znmaIKzADuB1vmw62up8lHOfqCupZ57BFqIL5vWZxLnks8x1uT7yc2PUbVGOvrGOSLfca8xxS9paZ9TFXmK8KEd7qa/zuRz9Srpk362+URdpHnPN/D3rq9eUyzm/9zrXnG9urLk9ttpyXc5PzbHWmZS58nxRjjTmj3Jtu6Q9+mbbkp+qb9m17HNdPVa0xVjS+Z8zW/Oh1//yD51G2uJe2lr16tbV8BJNHoX5lCZCR7k96mLtUa5toj3SJTzyGKXfknLMH/M8JV2yxlvHP1QQNgc0t7XyURdpgJgq1/VhL33saLYQXTCOM5hKi120tfrktshH2rKPuta4pW7Lvea5l+bLXuon+uZ95nxpj3Kd5rYYp6RL9l3Gqp8YY6o+2p+aLl1fnif2HnW5nPPRvka6ZJ1rzLNkjLk9lrbWE+PWbVGf0yV7nRuntOXx6nJpi7pIwz7KddpqD5t6vKn6GOMp9jFGniPqpI9/vuzFg15f3Kdg3tJnqy7spetqd4kmj8K8pYu6LsqRttYebZFmmyU86n7Xynn82ja3Lc0vWePSscLuWQVhLcilrn7K5lu2AUX6wtlsIbrgG2cwlcY5LTm/eozWHK1xwq6kW+41z7M0H3tq2ee2el/RFmnpn/P1eEv2Pdd/rq2e657ykvXlPcZ66jTmjvoor5UuXeda882NM7fHVluuy/mpOZbstR4nl0u+fvJcS2zDJtLcv+Tr+ihHGvZRjvSp9XX/KEtf/FzZmwW9Tt+HOIta/1Ev3Ua3SzR5FPYtbdR1UY401l7K+Sn1tU2pW8oj+k6lMW/MU8+d22/NL13jLeMeLgjLwAJywIyNteqjLtKWbdTV4+V6+ccOZwvRBeN8Vkvy0a+k2T6Xl9bnsSK/5V5jjlvSei+5b27L+SmbUj9lt2TfU33nxs1reUp+yfryOmKtdRpriPoor5UuXeda882NM7fHVluuy/mpOZbstR4nl3O+nqNuq8thH/WRRn2kdX2UI63t1qqvx42y9PHPlj150OvL/j/rPef3PJeR51qiyaPwaemjrotypGXtOZ/LdX1pW8oj+k6lwSzap8pRf0u6dI23jHmYIKwGFpuI+khLfSvfqqttcznbx1zSl39IbiG64JzPYEl+7vyif6T1HFP1YVfSLfea51mar9ec++W2nC82Ua7T3JbHWrLvGCv3i/xcW9g8JV2yvhi/XktdLnZL62LMpekt61w65r12c3ucayvztdrrdSzZaz1OLud8nrOuz22xhrCp06n2e+rL2PeOX88XZenLP1/2YkKvL9/rKX3vdSajz7NEk0dhFFrJ66nrohxpsc35XK7rS9stPOr+dTnPVfKtctTfkt6yxqXjnjIIy0ADfqSx8Vwu+Xha7VEnffmH5BaiC875jKKupHV9nF2uz/m6T7bPdrk+zxf5Lfcac9yS5rXX/eq21t6yTbTX45Tykn3nseoxYuyc1jZPKS9ZX4xfr7MuZ7u113vLOmMdW6Z5f5lDzsf8uS7no71Ol+y1jJOfeoxWW64r+eiT63NdzodNrot8SWO8SKMtl/MYUR/pnH3u17KLOunLP2P2YEKvL15EQ6uh61yO/B5nMvocSzR5FEahlXo9oZe6PZezTdRHmse7hUfdvy7HuKU+P6U+207lo3+d3rLGuu9U+TBB2NQC1ff5oRXctxBdjL1Hmi/ZtfnOvtdr+5tqP/q+j76+4HqWdcZ6n5KOtNelnG7xNUvHZLfOzz96fZkjvb7MZM/7RpOP+Z+BxxZrFIT5Z+r/97W55YC2EF1rnrXqyg+W/Nwy7tn2esve5myPvu+jry/YnmWdsd6npCPtdYpT9jNeaB+/UE0x61VPr//9DUDWbK+zMO9/7wpNPvYZZ+CxxRq7BGFlI57zMHjjjTcu5X8jnNlIe83nefR9H319wfIs64z1PiUdaa9P4aTvMX7W0esxzsF9eHEONPmCRdHFGXisvcbdg7CyAQ8GNEADNEADNEADNEADNEADo2pg9yDs4Vcq/g8BBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABSoaJMAAAB+tJREFUBBBAAAEEEEBgUAKCsEEP3rYRQAABBBBAAAEEEECgDwFBWB/uZkUAAQQQQAABBBBAAIFBCQjCBj1420YAAQQQQAABBBBAAIE+BARhfbibFQEEEEAAAQQQQAABBAYlIAgb9OBtGwEEEEAAAQQQQAABBPoQEIT14W5WBBBAAAEEEEAAAQQQGJSAIGzQg7dtBBBAAAEEEEAAAQQQ6ENAENaHu1kRQAABBBBAAA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