powerkeys for TouchBar Mac.json

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Quoi8qnB3achA7SA7AIiXqXcYhq2i3K5NOz5sLBnKOemYU9Rbh4N20K5I3LCPUy5RBp2H+XSlIS7h3Kjadhmyk2jYbdTbggNu5lyw2nYOsr1omF2yg2kYTdSzketWSHlomnYDZT7iYatZCnQsGWUu0jDDJTrR8MWUE5B08sMy8ssyvWhYSlheZmmQYOXAHdZqwU6IrZTUgPtgWxZmXQUDIiYpnf/oKttFxOh8+lhm/ftZMG/PBs3mRr3QbhwA1uFNv1778fg2yaHyO4jYbY9YCbzUG25Hta2oLaIqL3ofYioRTXe0UTtUXEs2etDr/3Gu3sS6ekwjcCc8tdJdPIDe9iSdBRj/Ig+fz2Ha+9bgRq7WE32sZro6jShclCuO2UO7fSBcZbtKVGiqpJJtATH7ore9Kb4oabmjShNzd/P5bgv5Ew+pd9zSpFTt0gGW8GkQ6oX/gYGQbfnG6WhbnhyzRcqMcsAy7HJ8P87g/s9w+TjepXhtC79Ox2MQNX8g3UbwIxdgC3IR2ePgh1KPyiO06V/qNpkQ/vmO5D+k6tNP/knna/hLrD8H2960/VYaz4ELfYMn2NIP6PatJhsM1MPzMKN8dQ8uvvS+D4ghfGkvjaLjWhveMl8LdIZKR5r2653t2PjJbOqg1nYPJFsknNkP5ANEbZn4kRaG/Nx3UZWugb3597tE2lzJOhfDtSwJ0ttGN0CxpjU8ESsyrETg63SpgBbCvsburkJ1Do21Q6WxmcwIzTBnmQd2WuAEfBkhqoEk7ax2XtgAhEOJuw63EptPgQ+QwPFD6AUd8FyXHwHLDro0at1uwMZHX0QPKKzPValv20NirImg7tV79uXrXrhXLb7XLMXCC8EVepl72pqvlSJY2BnviIdd7cH9J6NAlZgJDQ+bHP1NW9Ea2EH9nfNXcpxsAN4gTQamPem1n4+OojQHqYTe/ib6dT8rWr98/iACY2kYbdOD/hcTCM+ZcwHhocn9QgxpSOuAT/f+34et+dH6DqHNjP2Axo5MTTyb2jk4f7Iv+kqsoNGPpMcso7JNxo8M/Xp7WIK2TVjH1xMDurGv0N2ILDZP6x3jwLvOf4DqBb/MPe1hA346ozTGWj2ce03E6jd+MaOVa1vthMrHz2F2KGRGcQqXRFBuHjKCTRsIOWs0YTri5wn4me6QXmMhn1zFeHOzSFcC5X8fg6RzEqm9plKHqOSx6lkVC/CHaGSe6jOa6nkHiq5j0omU8lXqeRvqWQaldxOJbdTyVVU8kkqWUslB1PJB6lkPZXcTCXvopJrqeQPNOxWKrmOcn+mknYqOZlKHqJhxVTyesp9RiVXUMlGavN30DADlZxPuXeo5BwqOZ7qvIeGpVDJSZTbTSXHUMlfUZ2lc3DmiJuDM8cYNnPguh27mhfMkvf9sXRgqnTpR2B9ALYmCnzavkpqaJPvkKleaKDdkPQRX9wrxJI1rmp9uT/thr645/1e2/qH9Uy9+yNf3KOz8FBuP+gfrHX/kHRU75nzqbcatxa+1/Xpx1zfZrtPd5x3SGRiBC/q3B95K/qz2eZLcviz1xdXNItuStJ/EmNw/0LPpXxxH5INz+U1ju+gcXi4xn5+jZt6qPH9flKNh9LDNL6UwjQmd6cRZtezTONtIRovEY2byQryjBgP6kqpusBgHn90mmR3FpzB9e73SF5/0Lt/1rkPeCf6NX8L8wiearn3+OKmM+WwaUlVUeWSyWp8JW4Pw6dm6fwF64/DdPaCLdlWusScTE4vR8yaxizcm/SADGhY9gM/lJx7WrZCSUn4ADrJ7KAy0HU2wJxhcG9sgEloF0xCmunkUcSy6aSfF0ynUxLE9i7pSw/PPRtBGUxpn6O+jU20/mAa8b2fk/53sRceyHpczSRwByS4hdhePIOG6fBFmB8gFUjNY2luiwJTKpvuP8Km568f++L6p7EJ/STUR1poHeVPlW4zb/tqM9kcwU4g4kM0lR46hQZWQAbPRJ3nalgEfaAfDVPaRkGoUuZ4yqJzPOI4Nc7Lo5tq0sAPZ1udZ0M0HiqqNO1aQe6Khl1T67tkfXx/Ca5B3LUryVJEofMsjoZktujcObC7zIohFeohG89duCDADajeoxyn9xjGgWCtncSuw12Q3pM9DuWrkcAIm5HAGPVQWbOTcTNTNoUcv5JHM7ieeHSkIBAGm6F+JD5PcMWTVebHBvdn3uxR9LQWd9ntROrZ1ZjgrijylMfny3H/bPC8gkXQj27Uj96PjwKmQyRDrw3qHDxSr8WwnF5QI8H1Rc5Yi1pTM2ecUBWR4ykcF23wEK05HldiTm27alMaLJW0UD6l1qOF6wZlDj7gOAwpajxzyWld0lHN7miSn+Puo/qam0dGC2K8xmMYqSabnvdbas77NKrsvel7VfObZbAAfM/1keZss1a2J9v9puzg2Y817oOa0W8mvamtfVOMVT13Xu/JnxuNO62obFlvTNK3Jzv9b84iSLDtKOwmYdMLdY+bYDe0hQc7ObSNB9rJA+3kxjaDptPW691Y47B1RQIFq5EASdpQHtpQbmg7vVs5rvUt3BBP3qOphs5TOQjmgtnjscIhBt7S2oboPdoYynu0acRPU913XHWOWxyXqIHayZY1acBXqVXkRGtRLenw33ibFNg//4KVj8fbnkdJ94K99nMKNii+8eKbdtjZ9whlwHdV0HeZEh/HQH8lB5RycrAYtwt3NnX97hlHzwFLhtPnUlNGkFH97GQ6UGZrm11xBvc53W37cBSFWB7vwOGSkZZHbA+k+JP33HBie9uz1DLXRE37AnCgNiPY8wu6VJYuxel49k5QEhtC1konvfFK9nCKRjoFptJbMZwd8+o8RrVu9Fv6XsvV+rFL1PpeBmizjvaRbqEmY75Wk9PURu/2K/BIWowkGRwUOBDzjd+YgmcwbQM9WWmexXN0k9+uaYiqaTmnkx0JmYb9JwyXktq9lxR0+p7MNgp7rwg8GrIBiU8h+mP9BY4RXsdGCTlUGJQSfmyBSrdJlDqDSof1SOn+6R2V5kuUXhlU+sawniit6kSpTx6u9LNhAaX2HimdIlX6KjnA/4NEb0VQb3yP9B5L9q+PPiYL28ak9lWtpQq/57vUkyS2qjVfEbZygnkUBmu7oW7jMeh1vrityaQTajxRObUnRDVkazhZSR2DChiqwDDlMVhPebTHdOmvO06C7RMVGnckrPUhRzFdLAoMnnI1nq7dQFYcl2DeUQriTG3SCY1nlaBRPXdM77l5RLS3fSjacsMIMBz5I+LJgN7vfSket1v7cjw2tXa2Rel4R9MepRRjdbv8llk/doH6tmh8e1QX6wXc+iyYhDU8VQeTmziR5uIlYpTf1HnEJvI88gZIyP03vWfhJN/ruvToipMhFS45pfAsyER1y2sqoRy5ZLFzCWZHTzSU5YCu7vroaBxmda7D3jPxbJUw3ZNzmD1V/3YINurXYjROPDNI8Rpx1svMnl2pdOzupBRhCzed+3T7QhjKQ3U1DZNIo0Lj+iu+9Y4hZP7P9lSkZXuK5xgmf6GvuyVKV/MljGvaBbwFQ1j/gv/H8Vzmc/BYXDd8YmCGnY0ejdkTM+lvM45IT+Lx9PhFAbWcTzqkd1/Q3CWfM02MhG1vn7b+Oh8sfw4aJr+p9+1t+3tSg672TdWmj1BRzQWZqvZdoHImv6WvW4ZnH6qaV5Cvu76XTOdu0p1t1sv26mrOR7hidxkrrEWa6TKN6oWlyprvxV57xcWZm9p34Ysdd2fhAyw8H4z4YCSa9hEvoqPSHoEN5RvEZ+NpjbuJvGDTqDFqlmmWeVcPJitKddsiMHqLOlF1F1VV6ldV81U0qCtk6qBMWndzjvtvSQ1GbyzVhbPpaYmxpGMqkdTRTpz+6Qq1LiKLqteAo93UjinsVpLqPe5VDcHDZFXtneQZRcbOK6GVDmISngw1eQTkcw1I8nkHD2bb9YjeZF1/KelQ0pveyMF02oD15AxYuVKtZDl03PvCYHJKPR+GGgznHFX2l6Dy3WkkMkxLELspjiSpwSQLB+MvDb7EMxofNTiJgZbX192q1IF27ypMru76KKWm+lal0zUcFwAjyLK4qVF7GF/Ap69bGAHskbbh+IhbV7e8SVeXcxizgy/f3ATLsjKc2GlYA4Q1k0fZLGwpWXNsPAJ1JA6G+v9hOP5SJY5WUAoEtvXSpX+qqp2Mx/nLD8NapinbA0tyTw6oSvXipFe3CpY8nyY1eMticUUxtlVgJzAGT1RSg6Y6LVEsbJTRX3TI9emnnRlJsALv9+hoaBnVqzHa2kOVV2nd72e1Z/86Qymq9T7YDcjXNvR2y+xXamr2NmfLmoEcZfBgZMc7uof0MpCIggz+dg/4qB5oUDe1yf1npqo+OCWPCjzE8jbGsmY8zh5NibE4EUuNDEg+GivQp3pPYseYHfE27MFVmx6ko/RVfA+1t2gQFam9jf6CJ34i9Gnar3D/N5ruC+tWy3Cx/DUVFm8kh6CpP0wgR4j9QEizi8Uhm5fPNL4PoKMUXkVUfjABTRR4pL4/ISjZSJ8ZYAA9nC0dRGyFxHx5vxgoCPUUoXPfh3T1pKvJ0MLy3ueaphrFlkv4yxHoy+RAdz05qidHh58nNYQYZOiy/aeQtR3aIZibPoRk2l4N/lZHNSrTf+5Vk7FGjadNfVh1v4YZ9YzS4Qb0tSK0iNeAz1aZODDpKOFBnWlQ4KiajW/IX0DfsDB9G6g+qqo/MjVNMsLh/BUXUi2rXq8PBTlsq8uII/PyXwYIQmj2s9kxIMzP0K+/HUwKm4wjrS7nnDdiIG3JFdD/z4GFFXMgtAGapy02qAQmCKWuZs9FMVFXkOi5ObJvzZdpNb5o15c62X5dwS1K7JdHdXXiTCWetx/U1cwVXG/r3IPb9qNtk6z/dDB23tRl+GAXpVrQdNv5CFgMiP1r33QtMrjP6GqPgunP1HtuiMYD4ZkG2DriumWaNxp/f5XeKI7Wea6Lhqo7eyW29uzAjp+uYD6+Emf+SKq+IiZDAUsiVy+9Z0EMNr1c2vR/vhKrIfVJ4sQt7wP1/mEMlH1bx/aH+lNDjO+IxXG1eHfGEIsIu2Ctt6ayr9w1AjJ15UhsT3yoTF5lXJe6G7YE3qED6ISBbV+NOlHfXVGwlga7lCsrqr/UNGfkuqGqF2Q63x6Y+07Dqv829uCjNy7yG8mHGNAOhLR3TYaSVEEvkD4D0qRA308myX5BnLidvfG9+Vigo6EF6vhImZ1+1GT8EiL6VLVHIshc9RD9tZD3bki/euNDgtgLd32tT2OoR7v1tM4XcR6P+z39LpCnHG+KsGGB5cSeaPbDjsx4XfoR1xX0IKLVHIHrJHzm0+D6Apoi/Yj4d3ZE0qSqGUbOZ3Oqde5V9W2jw/KLe0qdD39JVg+RVJu+JQ+YwG9Pi9LgmSPTebJl0ezJLvQRl7rtXZ07Y8kk/AUM9n99TaPSMPsV8uDXk1MtPqcvGLKooO8sg+wCZBofAYtTcNVQ03JJJ2tu3yPDyUBU4F4uvcm1p22YZDxB3kEAw34PxC6Ppu8er6KmJarmnEJ150tkj1ilhPp/GcmCvrfjg+zPdAUqsoKZRX5I+I5edhFmUlUt/gAMLfOvwa05B+uaDSTSHp1HmUbs8a8goDUC7VdBFCy9wE+nyj7nfaY/M+mn2A81ajJOTCSN9ysYUG0jUdozPI38PJL8lqMmYx8NdyqYUX92on/CV90P2zfIoMEzLh1ztelGqCryWL25FdPHfN8u0HzJzmHjVnhi/or10b43BlYgTa6ZNZ+PqrmgcJnIzwDiIbU7aGrjILU9bTE1X8jI4QVMp+1geHb44kwQ3lZdnS5UXqUr0PSFlcVuukpc3owJjNLVZUf3RSruNR/4+5pb8wKZAmFdzcYGmMNGXyIPRxrC+kv1xmZBnJWT/oNq032yEIPg3kOSUC18i5mdFVCw2ktk/iamx9j6HTD1kPtdE0juY+kPS31xj7NHQTa8/ZE9nTwRRXbEv229ShZqc+uZ+VJtegJVe9aCCftatQlb2qu5iF30DdWmGjLNElM2habV6J9s4yaQybbVLYTkXXVnKhQ/Q6HAX1xdCaSm5pa+0F1GIelZEL0NhDPFPvqaW2JAoBf47vGOrGmRwYZgf8xWEGwnvwWAHo6dajaEt+KvA0B/Ub0/hcMXMQU5pvDmRTyTWhdDzqReRgaI2icgRusfyTP0jAfHE1OzmThxVlxDPAwGtPXdSyR4JQ3W0+ALMLi9GzB4GKRMV5EGVbYFBtKIp8YJ5OlfrCG9IMbVH39QoUvPildtwhW9oS71FghP8rUNCWniBxsMdc7oTQ0GlfaM3jMSY/chsf/eVor2Ata5i17FM7LdicQOb9zhfaYPXfmNxpGER6iNC8lnG3SNUXQBVxxDUnYvjKdHXQvVIDKJGt7TetWf5qo2/eEnPEd6HVNS1VYQa8LyWmtFDiaqCO+zvbEZRzSPFQR2ZqZu3fATqZPscaROUokTdxJ/RlkM0q3ltEaX0+AFNPhqrDIdBr9CgsEaQz/HI2JyOnzBi2eSxCpHolVui6E/1cbfmT6iIJnW+fpdO5ZMPaE/AIGEnhlLEhpPnLhp2C8/7QUJ9brg83kPYLbWAVtUnwPZ/gaue+B6GS5//ZP5p3FhJa2/hXbmloTUZ7B6F8YwN565arqkaJwEy6NpvUlOzuAM2dgIPcfnNfdiMx9ktCASHx+2AIVP6Fa1/i260/krHh8NwSQC+4pmGE/vjCHjySbHH9x8jdUlsd8wYyaNoalAp6vETpe+Ml6cHVjveCJ6QXhbbzZf40QAsoVENpLIRlecglVRdNsJ2ET9fTRZIsWQX/WjRcHf+hhmQyupsr04CeJE2TyaTJQHR9OJMkLn6QXrwjexkf6CfulNqk07yO+aMubQ/PcitsfnixtP86pXZcNiu18F0zBMl66JccXq0q+JFzXh6xWQ0o8Oy38vjDGJxIgkMUj+95D89xtPsqZRE8sQSQxmVBcGMw7WaUtz3Dh1uQa2LWT6czzF0XjKMxNP/6PxKGeqd+VZNHT7xRE5npvHoZVbMBpXKytIiaaT7URj20hICccrXa6toMu13BzPrTG46FuAv5CuzYVe0TYbusCE0aSvDCFOHH67yjsZorUeoQbnSzUJPkKcOPxtjrc3BLfdA6OjeT89Kemva8yMpsO9JKYtFX9PiIuVRg3rq2Qv1zYCG7JNSZ7zk7gynVsHUpm0J0t+cQDtjFKq+4S2x/GntjQbb44i2TgEQ9dbA7241fFz+PgJPQGmD9B+Blv48ChqC2MM6WtjXL0N6RvADj5M7OD4daOIHVQV1RP7V0Dt3xd6z/BxGKU3iXKibSXYc7B/c8PsX7P3mUjy874y/GFDB9tnA+Nxa7x/bBrcFZOozZszTpxADB5ovgsz49pEjVwTWayNaBuJ0s5JbVGw3jo+UpCenHmnRaAdCf7usi711/2CQ30d0aJgW5pgHw6Rz9gE8t7HwwTD9FWG6JvQjT7vE0ocHNUS/alXh8Q/qew6frC9dsh06WdVm+rJdP0Tnkv56OoIVtG4/1mf7blK0/5Gpsum9UzQtO/LdBVp3d9qqr8cle1uGTdKk9boWq4ryFKiSRmiq1usxD18zZew9DwAe0dYtc0Dw+DTFyygEvq6JSABO6mTIPEelZgBEu1eC+QZlh/RmrqFvjly5wD/7iZQ/dpNPhcsBLOidXU3x0eDxuhFdWJitPeYksyF9zW0vQcZjRH3E5ma16N1stfFfrhfblDSAYonOJqzb+BnW8TMJXVTZi+pu3m2rK1XTt2UqJy6m6NkuGH/lZLa0qEa1Quq6vNG8bPq88vEY9Xnl7iO6utMsraD+smf5Li/xQzoa/ZH62X7obe6z3qvVZLNcYPm7D6SwnxQG5lTVxhJU1ACqSTnDUkshSsghb7jMIkWTOIoJvFxTp04TtZ2IGfyjwa3F5b/qtoz0Jo7ZOQviE6hccDjgHacMmeDDWuVQ7V13N+Fzyd1qfujyAC29SEb5SbvMTlbb+8j6/d9OK3oYTlelxGJB0tryTOnqd9fQQ3NQL1nlaCbPeIQ8M7YVlyjw75n9gh80qG6/SgZlMordDXnYl5Do6JTLTxHJq89X8JG+0C0925/ahYZ/Y17I8ksWUeSJ7Mw4IfAVK/b87mSHOI3RuvrXNHeIvJr4JEwAey6gsxjf0UnfY8Td4mPAt02FzcQdSnCrmiSbvZpnTv1PiKbsRGdPScV3h30x4tlV7BMtJA5pJ8F+bqlYA3jriU/Ap9CLB9Itg1DNvUHfMrg/hFPKWBnluMujIjOcd8cEYO/m3Cvwuy8NYyodK0DW9ef5lBFUxFnGepSXi9i8/NsXWMDHsv7eRVu/9KbHD96l5A58vVoQ/oZ10egpWkYWTV7Z6B/YwQ+laGmLeL5IPlbPwnrUiC9r8s62HFvjRBmH1a1ngSL7Ru/GfZZvvF3kfvd5H4PudeT+73kfh+5P0DuD5H7w+T+CLk/Ru5byP135P4kuT9F7lvJfTu5P0PufyT3HeT+PLnvJPcXyH0Xue8m95fJ/VVybyD3veS+j9z3k3sTub9F7u+Q+3vk3kzuh8j9MLl/SO5HyP1jcj9G7sfJvYXcPyf3E+R+kty95H6K3L8i92/I/TS5f0/uP5B7O7mfI/cL5H6R3C+Ru6DCu5zcleQeSe7R5N6b3PuSe39yjyH3geQeS+6DyT2e3IeR+3ByH0nuanIfQ+7jyH0CuU8i9yvJfQq5T1ORSbBuxF9g7GuMvvEb+8KerqQSbcdJ6BIlY8EatR5DajZSh5BajlQTUjakXkXqF0jtROpZpLYjhavr1i1ItSH1AFJRMG213o3UaKRuRyoDKTywKPkKqXKkZLiOKCSpIXUtUuuQwo1xyf1ILUDqaaTmIPUGUslIHUdqElIXkRqJ1AhcPcUiNQOp3kgtRgqPuUtuRAo3jSX3I/UVUn9G6nOk3vavvEo+R+o9pGLApLTuQ2o6UruR+gGpHUjVY/09hdSTSD2C1CtI3YvUl0htRupHpG5BKhJrSEQqFqkbkboBa2M1Urh4aF2BVC1SBqR+hdR8pLYglYbUs0hNQ2ofUuOQwvOt1mFIxWNtxCA1EalIpGYgdRFGf4kWqe+ROo+l9CJ1DZboOFIupA4jVY/UW0g9jVQDUk1IvYDUCaSeQQp/E9j6O6QGI/UQUuORugepa7Hkm5DCDti6HqlVSNmR+g1SRUjdAtar9XqkMtFvGVLfIqVDCje4rXORMiCVgtRhpK5ESgamvVVNyobUYKQeRaovUnuQkiN1FqlzsHotScX8fYPU1UidQGoDUh8j9QhSzUi9iNR+pI4hhWcGJXLcvj6P1Hiktl7EP54UhMAHtTR2e6mVflBJbXTZ7TaHmJBnq7A41IstVc4EYYlR48JPEZZazE5Lns1WKtAvAJrDffNczpIuQmx2/9dHQz4qB2odDnMVuDku0bym1OJns60FmBfIGjC5jkKLw1JotIhBwc78QiLRPJTazIVZ7JuHxMtSIJqcFlFf7hTN5QWWFWaHFSOGha0zOwJ8gc3u1+WwiGZreRgzv9RWsDbgQ4rasfBhMTQd/EMkl1lEl6N8hbnU1WWkHogUdpRxYqBRdNjKi6GylpcX2nLM5eZiiyPPYauE8olmR7FFJBUlZM4aixVKwgvp96CAz7KRGhON9GPBS4wBYnG5raIc+0iO2W4HLwgwi5biqqTQsGDDJAWyzVomz2x1+KuitBS/6WUJ98dmKMYmK7RUWgqxdZxMPpDnAIvfvZJ4LbPc5LJCRwn1LrXZ1i63SwTz8FubBdixyVcy0WsJ+YSxnQUEfdi3Q+1VRAX6ORfYHORDZsK6zFmCYCRfrDLli+MLnOPXu8ZPu9I5HpKiPn6PoH++mIe3LAE9puFNoJ+vhBShCbJIMlg28pFMlHQmJZuMwS92BcXzq+wWaCz8inW2xVngsNqh7YPB2kqrU7SUi1ZzKUoGdNL6Lyw0wIAh5VhAv1LLvr5MqkAotBSZXaUi6ztCASZTLjpzi7KhggsgnSqNmGcWS2ZZHA6bY5bgLDFDxV+NX+mzmwssgs1uKV9gLbXMEnBcCuWWCqHQgWOKtrLG38ZG1xqac1BhYSWcZe4klMaDqoc+1kkAUzgLcuoqFwUoHtMlOCz2UshRbphYhVUs8QuEag7NRVHHtDpksaM8JlhmW8fSWxDwIwbFbw5CTYbVudhaXphbRBp+loDfDRbI6Lga8qiF5hMhPvGYj5+jI1ln3qSss4Qis5PmBlNjwxAVMR9koD4gjsMKnddhKwsOUcx/aRFJFLqJdb1FKLWUF0PdFM2vEi3O5U4Y5dryAlshuLMEHITUGMwqM1caiOQsSyCYZJLowqwTBbNKpUJrLVXacleZBSwHdNZy6LusWwvVL9F5KuxbqqfvzZT0TJNJsyzLYBUtJlOQlvYXSCo0OLwdaSAO3szklMzEWWlLk2YI66YnI5mZNGNpcoo/IDMsADwxS3hcBZtP8rVC/zdb/d8zFcjX72SygysjZAP6KGVmmUKG3wfF76vitdjBtkSsnH2FJP93quXVSkF5Z4SgWNlbkH0OE3e/PoL8+n6CUN5PUDaDe1wlKFJiBPkVgwThukGC7A5wHwL3dXA/GCQoxscKQsxgQaYfLAi2wYKifYggv3WEIGseIShvHiUI20YJij5qQf4LtaD8GNzlo0HPaEHx+WhB9vMYQfHoOEGIHy/I5o0X5OoJgrJ+giDDvxxqngj0JEFYPVmQb0kQBHWiIG+eLsjyoDZWpwiy+hTIe5rwvxYN62ibe5n7FnMPM/d75l5kbmQFdY8zPobxw5g7jrnTmJvG3PnMfYHFyxepe5+Luo8xdytzn2fuy8zdz9xm5t7A4pcw18Hcm5l7B3Prmfswc59k7h+Zu4u5e5n7MdN/grnfMPccc+Us/32ZO5i5aua+w/R8yNwrmX8Kc+cyV8fcFiZ3irk/MPcSc6NZugOZO5y5E5ibyNxZzM1m7hLmrmTuGuaWMncZS38d46uZez3zL2KunbnrmbuJufcw9y4W7yHG/465zzDXwNp9BXNXM/dG5orMvYW5m5l7L3Pz1nT8pvN/Jfqy72ELzJUx9wj7Lrj/e96r7wzmMzNKEQFmC7+hLEyS6Cu+hco1bOpZuQZ24e/X01PgkzKUH3IzdZ9j8RfOo67/+6YTWPifJfozmf+rEn+/nN/fr+cGJv+ORH4/8/9I4u+X8/u/u4G6x5j7M3P7sfjDmatmrj/f/nz6069g7h3MvZu5DzJ3F3O/YK4/f+3Mjd7I0mPuWOZexdyZzF3A3MXMvZ65Vcz9BXMfYe4LzH2JufuZ+zlzZaweopg7gbkp/nrrpN+Fwv/d+kA/lSCR9b8dXYT7USnpp05Ju7X0sB+vZm58bffy90r0T7qMvFT/6i7k//D09uQeqOkW/0k71GJi/bngv9fe/bP4n5pvDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODo7/2Rgw5ohs9fLEyhXZyxbaE8lXO9i/1ZPmL5u/LMseDf8m2ePJfYdsWeIO2VKMl2nKnb8oy5Rl0BiNpnGmJUZ8cYj/zSNLHVv61Q/MNNEXsVjK7GKVqcBcUGIRquN31of7ryNvBhKqj/gYZCgR/oqX6l3f+wMhrIt30VRH12u6fueRP14Xb4XxBwdeWRPiEXxpTYhn4G00IX7hr7Lx5ybsHUd+6dA33Pj9ypzFRkt5YSBi+Ct4/FL+V5AEefKWEn8kp0XUgW5pQTp7SQ+EdHh1Tv0gaJ1s+h6ZZa5yiwEqGVun5VJIA5hMTtFcsNZUUALpuMwOyHJmYVVpIXi71pjW4EtMoDm2yOpjO/SS4Mtmqpv71MdlmtZmLciCxlpgc5UXkrdbrbA4nOAscZWtQS2bzwQSHqxhbxUxLchdlqU1GXI12aCUeGns9sVWUahuiKwf0o1YVqnNVUgEV9bHZ5rGOY3GJZDTcyGFG+d0Js9gNUDfm6IvFy0Ou62UZm+J0AMhZ9KMfHxLiku0u1DAYi5zXp2HjRR40w++wAdll9FX3ZRZykVSZyEiuQ5rcW4REyCjpH5od4WDeszGlwVVb46sH3YZwWCFQ6UFhl79FZeJttBhtpdYC5w42oZfRpaOrOqY+hGXEcRORnMSXz+yG9lss6MCunr1Q8H8jupO3Ao9TSwoQbXqmG4EQ+uiJahbPaCbOPpc0o3U9eqB3Uih6SjFKlAP6kaKvkzHus6SFdYW6thu4iyFcSeux9oTqvPq1XHdiK7MA71NQb1o9x1HZOoY7MdJicHSJyeDeSxfZ3GIS4xafEVUvo04Vc5EbaLJbrQlZiVmGYsXCPWCo0VGx8+ipESX3W5xFOCbzYzGKhLoZcqNxlD12qR00xqHtbDYkm8LFtloS/O/rSyLxj7deezpM0wwZGzlhVbyHqTS0qr5RBm+HCmorspoDNUIub0WdZ5j2TUmpaGWEkvBWkshxlyevyAN4yyrcqYuh0GctmIhjVEtZzFSidFckZRaUGJ2mAtgmKPuQovRaixeV4yimwOiFQ6raEkWbVWV601iJ0Zg2fpSUsR6OSui+Z8qormqcqHRNpO9nC9QyIdoPpxJSVm2sjJzeaHBWm7JTTc7il1oXiA1KOnCdcVEeEtA2ETraqFLdK6ALmCzm29yWbLCC5uUCCbfgW9h0ojGZKtJJMXY2rmO9CLoltbictJ5oIviy8cshcR0gJ0LVZU4AyY8oHSJxkVGq8lopXp3dKo3pdhhq6iqMlqJzC6/zHQmQytoBagnrzXDhg1tVdpUDSxW8kyYrEgPsZXZQRxffmUss5VmYc8wmdItlXas7fJi4xpJLkyabGdikmlh0gwa1epEG+6EiSCXZr5JDtNa1gIWJfD2rTzRgaHNclg6LTHqbGWWwFvZ0P+IHGde8sJC+lJDHGPEL2SyLTJbS8n4IgFkynVYivGNcQ5TEfQcE1Q8viXOZKWLGhhLKGleY3OIZBQQzmmH/IhFpJMrwGPNeovDRvoxcgX0jWDYSRUD/Qsx0AmmrMRWSLqZAkxewB8WQjD8RZLhLWExgksk6CnBkOLg6x2DOnd0Gm7El5thW3caGng5JLZruASsbwzmKpuLlLopLMzoQmtFl0bQHMEwqzNkoQcNEgxhb6ML5rYlNMxphwHrzLcZYWGGzUkaCGuykM0/Jhtk1kTq+zTxL4XKIWLnKOusKiONoQTOUmklmd6MTJHDQkpXjwzk3WkhSwbyRkBsCPQuMTtLTAVgXEQiuiXg57SYHTD5YeUrIbtWqJPgMg9qPNQzt6gIFo6kqjF+WaAPNBDWUlZQZidV6WdpB21mLL47j9QZ6iwj1UTe1FlmLyULGzq3YsWhAFuHQys6XAWB1iTVFggOLl+h0kJ9w9roXGhIaHerjhjY5bIc6jYQGnyHXshCG+o7IBC2TocaDwQEFutQ5QFP/2AMU7Y1JLi7V4Fim0QM7HIZD03DFLG1fMC/IdyfvB8V2yrE2xn0bo6ANrPbnNZKbDkoezFpmSOYtJ2NZWKBNCLYrTUu0WKAMpHGQ4WhOwY6IPyvsWRN7CX6xRLcvZA+C4bUWmQlvel0aFgZqK4kLUCasmMQeXkrNmZkhyBXuT9wc2igMzy5egyDAH9nfigSCuC0kLwvt9K2QxHoiKx/b2VsqYWUZQdjy1nwrkiYPegyiy5k6JyzzL8lg7boVsJEtDZ1JUM3ctBEQQHyps4Q/Uci4y+zh8CGCsYn5tLfxwsD7yolDRWmqpO9BrRXUFGFtbQ0vwQmYIGsHwWZyVRWAtbKUgANYiqB2ofd2hB5V+cMDc7qXnfKD/a6SzZ04AHlwDUDBw6ctFURvaJNflE+sPfAgVfBv7w2RfqgQRnLli3Lt94vPxX5uGzpcsDKuPg1m2SLN0TeKfuNfIvCFTnxM5k9L09dLWuQ5WVmNvQFIuK0LFGdGJPYoqhXkvR0VkGIEZTC+T6CMAf4+Vr8pBp+OkEQVLIYWgQh8P6wGH8+8ygf7eeLJOGPSHivRH6QLJyfKeHXSHirLFzfi5LwTyT8MHk4v1bCb5bwL0r4jyX8QEU4X075CD9fS/nAK5AekPDPU17p59+hfOB1oH+T8F9LeJ+EH6gM51MpH+hXOgl/PeEzI/38RspH+fktlO/l51+nfG8//xXl+/j5QRGE7+vnZ1K+n5+/gfL9/fytlFf5+d9RPtCejZQf4Oe/pHzg9XdRkYQf5OenUD7Wzy+lfJyft0WG1886CV8t4e+U8L+IDK+/LVR/gP+zJHy/hP9UwrdL+AFR4fwECZ8q4RdJ+FUS3iHh744KL8+jEv73Ev4ZCf+8hN8l4Zsk/AcS/nNJfk5LeBxJoeNHHR0ef5KET5TwaRJeEx2u/zoJ74wOb786SfjvJfxeCX9Qwp+Q8O0Svl+vcH5ir/D0Z0nCDRL+Wol8uST8Dgl/n4R/XMK/IdF3TBL+tYSP6B3Ox0n48b0l9qd3uP6lEnm7hL9dEv9BCf+0hH9Nwn8g4U9J+DOS9HyS8Kg+4bxKwsf3Cbf30yV8noS/UcLfQvjMAP+IJPwlSfhHknCvJD9YEGRwAsFBg4YcjTdGQCONhhmNMRpgNLpoaNF4osFEIzkELvyA7BVwTYULv9CXINB3OyfBhS9HnA4XvgQ6Fa4ZcM2EKx2uWXDNFuj6IAOuuXDNgysTLg1c8+HCT5Vnw6WFa4FA3wGth2sRXIvhMsCVCxc+E1kGlxGufLiWw3U1XCvhuhYu/DjFDXCZ4DLDtQauArgK4bLAVQwXfsvCinUO11q4SuEqg6scLhtc+PHAm+DC11E74RLhcsG1Dq4KuCpplZLJDicgnHRwfYNf9MFXPS+EKweuJQJd50jzvCIkz9fAdR1c17N8rxboWsjF0qribfefaDuCzlbW/+xJbedHtP/c0ey/80j2HziL7ckh7D9w+soe+vx7D197dur6Lx23/tvPWbs9YP0HT1Z78NTsn31m9p88re3imLbD+Wx3z7q7fsIZdpzb2VPVjme7nTxa7cE5byfP2Tt7xH7Zp6c9eG7ag6ePPX7u2MMnjT15yNjD54uXfbTYg4eJPXqMeLnnhpd7YtijZ4U9ejjY/WNB9mgg+EyAPQzwPwXocPzfybl/Jwf+XZ70d3HE383ZfqeH+tIvAHV2uN/JqX6nx/ldn+N3OMD3n9yzI3t6Vk8P6aWn82HH8mHn8eEH8dIT+Mv9HsJ/NO8/k/cfxgdO4bs+fu/uG07dfSes40l9t7+k+Qc+/RTsL919DKqzM/ouvh7W2Zej/Af1XX/WquOpfWdfDOvk82KX+aiX9Ai/w9l9d1/PCj3M7/DxM8nxfXfn9pc5sO/k41mdnd13dmjf2Wl958f0nZ7PBw7mQ0/k/Ufx/jP4wOF7N6fu3R63d33O3tkBe/cn65c5Uu/uLL3DIXqHn0s5zIWOWQkJqTOSUlJTgq/0v3C8bwPsro4KwTOlFLr1kk+kfvLpdLcnP01PZSPehzh4yntGkBMP3KY1sm1VBN2GfbklViYEzjjt+BnBtZYq59RUQEp6SkryzMT0lKQZRckphanTUxPTYQuSOD05OdliKUopWFOULixZ8PQqwxfXnZj7p7vTaxfd//jQEl/gCPhymOVqPxpROzn2nthPbnl8p+ORhsfedHYmt/m9xG9OHZ4weNo1tcf635B/Tcv717374RVFOUPHt1smzH70vj/vvnShfeLSr4afOpvxQ3/jiDOvPb8298V37/9pg2/EvKV37fcNz/aaz04a/k3RolkJq3KuW78i9dd1QzZOmffy3eZhV/2ylzrlvdypkY+sff9W4x/bT04ffkvFjgc33zc47dxVDz/xqz998sS2lgz7pJ8H1Bx46VnlhxdNFdtXNF5z28PT9spu2NVyXHmNpe83Qx/QjFSNmGu99umvj/70YkriUltneempX8naxQenj0qtrZ99sSLn/n79rxmwf83fSn/zt8qm5q9OvbUnvs+RwROPbv9iyQPJ0zL2DHz5wUWT7629q//Nr//xV7FTocmxrfvSLnMT7jRfmTOvsqxUvY5OHxljkqYljlH7P+mVMQYW8VPTxsyb23vO6OzcrPxr8rRqeykYDHXe8vkGfZZ6zNQE8s1JS0JCdn62Os+gN+arQUdCgnbJGPWYElG0Q3etqKiYZkapaQW2MhR0JvjXBWh9pkKEaYVi4RhIhmoPyw74FloLxARwE0jw3N6078q/CPZdmULad9Xyf6nvfr3lC/02xaENT+w8uPGos/CzmS/ffu/vtM5NWz/d9lTB2c1dPsLqKR6qUtcvedrS31V5d8SiLTuWLbmx+rXGYU9MPXdo5lNDss7fcbn4xhuv/Tz6qa/ujShu/OBin5kf7Xr7eKv26YNb5h6498iys9Pas35vWJjT2/Psn+J2/t43uPWNlT9OnyBbvyuj4QZ5fOR9Nb9+9tZnnl9p299a1KD86ODBtfLclRG+m3fevL7241c8OveUP6w92zep8dctdeN+8dG5L1L7/0JzYHxlafZ15VO/rLqpPTflxDWVjRMWvbBszwefPHf0lq++LRgwZkD6vXX7J7x8Rcy19/V+bXvcxwtzH6zRHP7t2oN/aPndq0O0mSNv+Nvc9566ubj1zzVL4j8cMka/4fgvss2ffHdmVnNM2lV9s80vfy1fFbtv+pXffPhgiVXxs+bY+yVXx7w9quHLUTf0uvHTH/NumP7Bh49999jigV/UPS3TFq06u+a+2+7/sf34i2cmRrbcO2742as/nrrj/oeUp55aP/3my5XvXw1P/nP6FQ1fxrt+6Tq85skbnvzF7/9+0Drl05/eGPLelPO2v360sOxXH9676FcVfecunbfk0NlHE5XPtL1w+yfmWbqHJz619eftAz8e1urZfOrAikqbs3rgvQVLbHfufOWxx667x3TlDs+iA1v7XjjeB/t29OX6AQcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHx/8CHLjw9aW+7Htu+ObT8XDF9BOEWkFNwvH7LPjdFJMpT7NQe612WW5HHbKOXh2AeprkqCdfuzK/k/iZkgiMj2CX/22ZJpNoqRSDYlJ91TOpvkkRQT7sja5KoTqUNZGXMDtD+HB9W+dQfWmyIB+qL5rp6xuIT17qXGIptVscnehryaD68mRBvvv8FdAvX3SRv8R5VN/kED70TczSt9my70LgS+LLydu+JfquYfoWhfCh6KiPvNk61WQpFx1VHfP3JNOnDOG7e8Ouib5uPoSXtAfTJ5fwXetzlVdYywtN1vIiWyf6nmHx80L47vKH/Rj7gsmUrcnXmLJylxiptkxJP5a4ipArhuSj2BbSjbvUpxaCehQh8vitpWFh8aX1Fq5PzfT5vzOkluiTgvUT8n0RrDqpvoeYPv+4RP5y9XYkUG8hAdWSeqsOlhfhrzP/y89NplKzyVlVtsZWarLjp1q60NccwoeWE79PNbJjOZ2WUoelyNkxf83V4e3QLNEXEfLtzhB9BeyrBE6pvtNMX0wIL2kHiT7yOYkQXlLe28LbAfnu27XAVlZmK+9KXzTTNykkTqg+6VgLzg8G/ZLF2my9f2w1MNnqII9INAX1hOoaA5KJTA7LEg3u6pCES14XhM1gRE430peBY1/Db5tNaqLfCot/B+aXSPrNMf9YloVcKJ/QeZUQpL1Nv5EmBX63TC1Q+57gcjoSSq1rEvDl/Sz8CpaPm/q3fR379rzsl87Wfjdj7uo+ySweLWMfciFNihRlll8phDc01Hc16sH5KhSY7mqWBhlfN56CUk6RJRirnKKlLMFgXeMwO6oSFjjAmlfgp4cSgp8OmVbk901gXxFxJmSFhDP9aaH6hRMk14GywoU9eppmGpTauiY0X+Hx+kZI49EsTpsfGhPjrQyLdzIKv/7WTXnox4k6Lwv7cBHRV50Zqrd3cXg5yDSFVMgHj0Iy1iG+sFfRTXz/95ACGrBcofEnyXcou4tvc1jCKrRj+oru8u//2FJAB8bXhcaPlF0ufkg/Ca+HMD3k3q0e/4eaLlOey+aHfD7Gr6RjPiIuF9//lafL5EPoTg/9DFQ3/UI+SdltfPbFoC77Bf3yYZfxO7TJP1iP5OtSoRUgjS9TdBuffH2qu/iXST/4dap/Lv/BD1d1FV/WbfyVeVnhdmo4xFcLEvtNRGn4BIHaYXUTnXcmMx7nFcQIxrccgnnFIHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBw/B+HTyE/eNEm33ahWLHtnEm5rf3qiG0/5EZu+3lD1LafX5f98lqZcN9MQdjRcodwPjo68/yofsJ35pFCfrRw8ZBvrGzbD1nCL6sjqpddA3LeiZpt3omybaPUig9+pRFWonsfuC0gIxOqD8khzheKQdtPKGK3zwX55XD9rBix3QLujwpheyK4n4PbrpBtxzifKeTbP1cM3u6PkwThLYq47UbiDt6Oeds8U4jBdKJvEw7KZZrnSVoR1YdkwoXv/fHGYt7uyDwf3yvzfNw1Wdsw7lLUQdKIC0sjnunOYuHSfMewcr41X07S1Y0Xto3qI3z3RJyQj2n0gjTmQR2NBb5XTva24UzOnSuQehEy5SvVoOMHKCfy98+Vr2wB3VNJurHbMT9xrF5GgdsOciXzqA4hInPbCUG47yz4+foI59Fvzxz5yi8gn5jnzxVDtkeyuDEsjTN9Ms+j/l6sjltARsHKKAM3P0bYSfRMh3aC9I8KfrnY7eeB/nPvzPPGfsJOrHcl1XH+pd8Jv8Q4YjJtYxe4GkGIbVHEb/8R4pC8pstXnmT0ZzOhjALN1ylwz4F+f/8Jr+NYqOO47S+CTNNMWmZZr0wi4w/bIbB2gz4nVwfjbPf7Q/loe1L/JwVpO1L/x9DfpNmG8r8A+jyrmzdYnm9LxnaJB11Dt/9JoPX1KnGHbv8zceOJ/wbQ7YwUvtuiEPIrjt5K+tZuEj4E2nLw9lSgH1cKOy9An3awdM5h/1YMI3m+XZW5bZ5C3iYosi4I7b581P8Z6FYK1cvuCuQrfvtvgb7mx6iZqP8RoD/3+Ya0KDLPa0DuN8ArSP3Hbb8faAH8ft6wEMbxAhjPWhjX2TC+s7ZdtM3fBuP9lw0K04dqQX2YXtXL1pH8Dtq+ENwzJL247etJPxi0vY6FbQYXZdeC61PIDrZfDWM/Vw52QgF2QvjlpK8q3+/1cua984Ss7yfJNj+8WS7sPAPlpH1Jtt3F4mdgfQjCDMjjITr2Bm3PFmhfNSpaXtypPPfiIJn3xb8oWl4o+SbzXuE24ZdRULZYkI+DqzfQJccz7/1xrAB1je0du308i/8jqddB2/OF4Fj6eUMW5HM+1IMGyi4jZadpx0LacWTcTwT506Q+4yDOoO2Tgc//2bdT/bPvL/56wj6xY5h8pSAf9SHS9SG0PYTOC6ETQ+iYEPr00CDdHELvCKHrQ2h7CJ0XQieG0DEh9On4EP0h9I4Quj6EtofQeSF0YggdE0KfHhKiP4TeEULXM3rAUDqOTy98jdi/vAEC8c8ThPjzUOc6Bfl7ufh2oNcy+gzQ1YzGdnmA0V8D/TSjTwH9GqO/BNrE6BNA47yG9GdAX8vo46iH0UeBFmWUPgL0XOb/AdBeRh8CeiiTOQB0FqPfAbqJ0W8C/QOj9wM9U07p14G+h9ENQP+J0a8AfZLRu4E+xfL8ItB9lZTeCXQio/8E9FJG/xHoUqADf6CmsdtLrfQPjtRGl91uc4gJebYKi0O92FLlTBAKLUVmV6mYYy43F1scQoGtXLSUi87comyrw1Ig2hxVGjHPLJbMsjgcNscswVlidlgKr8a/eLObCyyCzW4pX2AttcwShGNnfT7612Dk71kIQl38uxj8u8EUgV7b5tAwpDFeX5CIZX89k6IkfspR4X8m/v8lMqMUEZeX4uDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4OD4nw/DXPpegZuZu5K5hczdzNz7mLuFuXbmPsPcXczdx9xm5h5jrpe55zKom8l4JXNjmDucuZOYm8LcH5grsO+192VuPHPHMdf//foS5rqZ++vLfCeeg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg+O/EwPGCqtHoptpyp2/KMuUZdAYjaZxpiXGBdZSS4653FxscQhLnadl9YMyC6tKC01O0bXGtMZaXgj+jvj62A4Rr7Y51jrt5gKL4Dwnq4/TmEzOCmuRaFqQuyxLazLkarJBjHhp7PbFVlFwqOsHdyOVVWpzFaJc9cr6IZmmcU6jcYlQfe6Sj0JWj37O5BnZliKzq1Q0ig5rebG+XLQ47LZSs2i1la9YIvRAyJk0I99SKea6RLsLBSzmMufVeUJ9fHd5szks2WbRLFSvrh96GbkFNld5IUlKqG7wBXI/7DLRFjrM9hJrgVOojq6/4jKy+jJoLqE6pn74ZQQNtgKWk/j6Ed3IZpsdFVaQeiiY35HdiVuh4cWCElQ7qhu50KpoCapWx3QTR59L+oC6Xj2gG6kci2guxRpQD+xGKnfNjZYC0brOkhXWFOpB3cRZ6jI7xPVYeUJ1Xr06thvRlXmgtymoF8aXUxiFPTApMVj05GRTga18ncUhLjFqHQ6bI99GnCpnojbRZDfaErMSs4zFC4R6wRlNO/6ipESX3W5xFJidlkKjsYqExYyigyJUtzYp3bTGYS0stuTbgoU12tKWGGnXz6Jx4zuLO32GyVUOWSu0ImsuLa2aT1QtcNjKgsqqjMZQfZDRa1Gjmg3RpDRUUmIpWGspxIjL8xekYZRlVc7U5TDw0lYspBEmsQipejAplSuSUgtKzA5zAYxM1FxoMVqNxeuKUTLRL1nhsIqWZNFWVbneJHYybJetLyWlS6OlM/9TpTNXVS402mYuMWocDnNVoHyZJBPOpKQsW1mZubzQYC235KabHcWuMku5CIlBIReuKyayOr+siVbSQpfoXAHNbrObb3JZssLLmZToFKGHgZhGNCZbTSIpQl6nKtKLoBtai8tJf4Eu6YBcWwqJpbCUhWlKnGGBkpYX6xKNi4xWk9FK1a7sTG1KscNWUVVltBKR1UxkOhOhdbMClEO+LYXYnqGNSZuohEZKngnTBOkWtjI7SF9tFUuMZbbSLOwPJlO6pdKO9VxebFwjyYNJk+1MTDItTJpBo1qdtvJlFieY7FyaczvMVEuMOluZJduKxYbxgt6VgzJNlkowEEBXywZmmmxrbiwwlTmLjVB+9Nwc8LTZRZPTUlqEvvUBX4el1AKjCj0fCvEUzWD+wG+LxE/jgpRplMJlFtHlKF9hLnWR6FtlUAnUNNAhSGtuWTCBHd1KmEiCu7qS8eeoIShgwW4Qor8pGFRhLS3NL4F2FerphC8zmcpKoKosBS7RYiqxmHEeHyLvan1QbdsZje7zkYIwB9z5WnME8kq4VLIYqhKueOqq/PHyKB/l54sk4Y9IeK9EfpAsnJ8p4ddIeKssXN+LkvBPJPwweTi/VsJvlvAvSviPJfxARThfTvnAK4dulfC/obzSz/+F8JkRfv5Dykf6+fOUj/bzw5WE7+XntZTv7edLKd/Hz9dTvm+gPJTv5+ePUL6/n/+J8oH6VEcQPsbPZ1J+gJ9fTfmBfr6W8oP8/HbKx/r5JsILCj//HuUD/fCYhG+T8OclfGRkOH9lZHh7aCX8Ggl/s4Svl/CPR4bnFxNCBhsQGw0bCoWxgbARsOKxsrGCsVKxIrFysELGwzUBrolwTYJrMuYXrqvgmgLXVLimwZUAFzYwVjpWdOJ/YbqIzizFP7uG6Xz18s+tW/6dK5Z/YK3Sk1XKP7A+YRuZf+8CpWdLk39pUfJvX450uxD5B5cgPdgJ/rP7wP/kuqbDiqa7zXjX++3L7rR7sMnuwV63x9vcHm5se7Kn7eF29rI72R7sXXu0bb3cPvVyO9Qe7U17tBntfhtKF8Xhq2HJMjh8/Ru28O3JirebpW63a9yuF7edrWo7LGc7nkWZCx2zEhJSZySlpKYk++fpC8f7NsBM+Qc2XSJS6DQqH0T95KPoDCs/RldnEb+FOLi6+1SQy/xTfSObfiPotHqoJVYmBNZSdluFxbHWUuWcmgpISU9JSZ6ZmJ6SNKMoOaUwdXpqYjpMnYnTk5OTLZailII1RenCkgVPrzJ8cd2JuX+6O7120f2PDy3xBZaCl8MsV/vRiNrJsffEfnLL4zsdjzQ89qazM7n00bO+zRvZWPzOvRvTJp9YtWJ6alnV8FNnM37obxxx5rXn1+a++O79P23wjejMr/6HeR+5UtbdmfjmmG/XrFFOeueWBxfPyh5Y67hx/qKfrp332+Pl69tuu3HD9p7q68zvym21198nbtjdvPXO4f2t01e9evL5qH9F3/cHVlXseLbP+V0xQ7OiH5v549b8u65auXXdN+Yl8gfG3P3ehhUH9o6cM/ZTGTSvjK2SoHvcdBM4r8yZV1lWqoZ1jBMGd8aYpGmJY9QWmIRxrsoYAxPN1LQx8+b2njM6Ozcr/5o8rdpeanWK6rzl8w36LPWYqQkJYGFLLQkJ2fnZ6jyD3pivBh0JCdolY9RjSkTRDj2zoqJimhmlphXYylDQmZDnsMF6SKwygLKpEGFaoVg4BpKh2sOyA76F1gIxAdwEEjy3N+2n8teD/VSmkPZTtfxf6qdfb/lCv01xaMMTOw9uPOos/Gzmy7ff+zutc9PWT7c9VXB2c5fbxp7ioSp1/ZKnLf1dlXdHLNqyY9mSG6tfaxz2xNRzh2Y+NSTr/B2Xi9/r4VHmzAen3j/txzN7pshaJi9qiT/65IDHPrj/p6dOvdn8YOmztz7z/Erb/taiBuVHBw+uleeujPDdvPPm9bUfv+LRuaf84XLhp37+/T7n23/vPbExs++60wmfP2xYXrQkamPMT9mbttx0/JOmGTc++dixzLv1H644GTE38tWZ8hUvRal+N27W1pPz33my5PZv/tX0Lxe++tSBh+vzrjt3sWFGXsaWmh/iDy08VPDHu0a/tGJ9ddJTUSf+0+lbFM8d/TrtL++uueLRe/otv2Nvn6nvlc3vlTQ+9XbHLapW+bHU6LaZpwYcduX94fiutq8HD15wRa3102NfN3pjL1y48vuR5gvH+2Dfjb5cO3NwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBw/K/A/wOx3WJxAKoCAA== | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":1}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f1"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":1}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f1"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f2"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":2}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f2"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":2},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":2}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys 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B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":2},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":2}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F2 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 | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":2}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f2"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":2}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f2"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f3"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":3}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f3"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":3},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":3}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F3 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":3},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":3}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F3 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":3},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":3}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F3 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 | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":3}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f3"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":3}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f3"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f4"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":4}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f4"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":4},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":4}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F4 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":4},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":4}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F4 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":4},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":4}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F4 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 | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":4}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f4"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":4}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f4"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f5"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":5}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f5"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":5},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":5}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F5 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":5},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":5}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F5 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":5},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":5}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F5 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Quoi8qnB3achA7SA7AIiXqXcYhq2i3K5NOz5sLBnKOemYU9Rbh4N20K5I3LCPUy5RBp2H+XSlIS7h3Kjadhmyk2jYbdTbggNu5lyw2nYOsr1omF2yg2kYTdSzketWSHlomnYDZT7iYatZCnQsGWUu0jDDJTrR8MWUE5B08sMy8ssyvWhYSlheZmmQYOXAHdZqwU6IrZTUgPtgWxZmXQUDIiYpnf/oKttFxOh8+lhm/ftZMG/PBs3mRr3QbhwA1uFNv1778fg2yaHyO4jYbY9YCbzUG25Hta2oLaIqL3ofYioRTXe0UTtUXEs2etDr/3Gu3sS6ekwjcCc8tdJdPIDe9iSdBRj/Ig+fz2Ha+9bgRq7WE32sZro6jShclCuO2UO7fSBcZbtKVGiqpJJtATH7ore9Kb4oabmjShNzd/P5bgv5Ew+pd9zSpFTt0gGW8GkQ6oX/gYGQbfnG6WhbnhyzRcqMcsAy7HJ8P87g/s9w+TjepXhtC79Ox2MQNX8g3UbwIxdgC3IR2ePgh1KPyiO06V/qNpkQ/vmO5D+k6tNP/knna/hLrD8H2960/VYaz4ELfYMn2NIP6PatJhsM1MPzMKN8dQ8uvvS+D4ghfGkvjaLjWhveMl8LdIZKR5r2653t2PjJbOqg1nYPJFsknNkP5ANEbZn4kRaG/Nx3UZWugb3597tE2lzJOhfDtSwJ0ttGN0CxpjU8ESsyrETg63SpgBbCvsburkJ1Do21Q6WxmcwIzTBnmQd2WuAEfBkhqoEk7ax2XtgAhEOJuw63EptPgQ+QwPFD6AUd8FyXHwHLDro0at1uwMZHX0QPKKzPValv20NirImg7tV79uXrXrhXLb7XLMXCC8EVepl72pqvlSJY2BnviIdd7cH9J6NAlZgJDQ+bHP1NW9Ea2EH9nfNXcpxsAN4gTQamPem1n4+OojQHqYTe/ib6dT8rWr98/iACY2kYbdOD/hcTCM+ZcwHhocn9QgxpSOuAT/f+34et+dH6DqHNjP2Axo5MTTyb2jk4f7Iv+kqsoNGPpMcso7JNxo8M/Xp7WIK2TVjH1xMDurGv0N2ILDZP6x3jwLvOf4DqBb/MPe1hA346ozTGWj2ce03E6jd+MaOVa1vthMrHz2F2KGRGcQqXRFBuHjKCTRsIOWs0YTri5wn4me6QXmMhn1zFeHOzSFcC5X8fg6RzEqm9plKHqOSx6lkVC/CHaGSe6jOa6nkHiq5j0omU8lXqeRvqWQaldxOJbdTyVVU8kkqWUslB1PJB6lkPZXcTCXvopJrqeQPNOxWKrmOcn+mknYqOZlKHqJhxVTyesp9RiVXUMlGavN30DADlZxPuXeo5BwqOZ7qvIeGpVDJSZTbTSXHUMlfUZ2lc3DmiJuDM8cYNnPguh27mhfMkvf9sXRgqnTpR2B9ALYmCnzavkpqaJPvkKleaKDdkPQRX9wrxJI1rmp9uT/thr645/1e2/qH9Uy9+yNf3KOz8FBuP+gfrHX/kHRU75nzqbcatxa+1/Xpx1zfZrtPd5x3SGRiBC/q3B95K/qz2eZLcviz1xdXNItuStJ/EmNw/0LPpXxxH5INz+U1ju+gcXi4xn5+jZt6qPH9flKNh9LDNL6UwjQmd6cRZtezTONtIRovEY2byQryjBgP6kqpusBgHn90mmR3FpzB9e73SF5/0Lt/1rkPeCf6NX8L8wiearn3+OKmM+WwaUlVUeWSyWp8JW4Pw6dm6fwF64/DdPaCLdlWusScTE4vR8yaxizcm/SADGhY9gM/lJx7WrZCSUn4ADrJ7KAy0HU2wJxhcG9sgEloF0xCmunkUcSy6aSfF0ynUxLE9i7pSw/PPRtBGUxpn6O+jU20/mAa8b2fk/53sRceyHpczSRwByS4hdhePIOG6fBFmB8gFUjNY2luiwJTKpvuP8Km568f++L6p7EJ/STUR1poHeVPlW4zb/tqM9kcwU4g4kM0lR46hQZWQAbPRJ3nalgEfaAfDVPaRkGoUuZ4yqJzPOI4Nc7Lo5tq0sAPZ1udZ0M0HiqqNO1aQe6Khl1T67tkfXx/Ca5B3LUryVJEofMsjoZktujcObC7zIohFeohG89duCDADajeoxyn9xjGgWCtncSuw12Q3pM9DuWrkcAIm5HAGPVQWbOTcTNTNoUcv5JHM7ieeHSkIBAGm6F+JD5PcMWTVebHBvdn3uxR9LQWd9ntROrZ1ZjgrijylMfny3H/bPC8gkXQj27Uj96PjwKmQyRDrw3qHDxSr8WwnF5QI8H1Rc5Yi1pTM2ecUBWR4ykcF23wEK05HldiTm27alMaLJW0UD6l1qOF6wZlDj7gOAwpajxzyWld0lHN7miSn+Puo/qam0dGC2K8xmMYqSabnvdbas77NKrsvel7VfObZbAAfM/1keZss1a2J9v9puzg2Y817oOa0W8mvamtfVOMVT13Xu/JnxuNO62obFlvTNK3Jzv9b84iSLDtKOwmYdMLdY+bYDe0hQc7ObSNB9rJA+3kxjaDptPW691Y47B1RQIFq5EASdpQHtpQbmg7vVs5rvUt3BBP3qOphs5TOQjmgtnjscIhBt7S2oboPdoYynu0acRPU913XHWOWxyXqIHayZY1acBXqVXkRGtRLenw33ibFNg//4KVj8fbnkdJ94K99nMKNii+8eKbdtjZ9whlwHdV0HeZEh/HQH8lB5RycrAYtwt3NnX97hlHzwFLhtPnUlNGkFH97GQ6UGZrm11xBvc53W37cBSFWB7vwOGSkZZHbA+k+JP33HBie9uz1DLXRE37AnCgNiPY8wu6VJYuxel49k5QEhtC1konvfFK9nCKRjoFptJbMZwd8+o8RrVu9Fv6XsvV+rFL1PpeBmizjvaRbqEmY75Wk9PURu/2K/BIWowkGRwUOBDzjd+YgmcwbQM9WWmexXN0k9+uaYiqaTmnkx0JmYb9JwyXktq9lxR0+p7MNgp7rwg8GrIBiU8h+mP9BY4RXsdGCTlUGJQSfmyBSrdJlDqDSof1SOn+6R2V5kuUXhlU+sawniit6kSpTx6u9LNhAaX2HimdIlX6KjnA/4NEb0VQb3yP9B5L9q+PPiYL28ak9lWtpQq/57vUkyS2qjVfEbZygnkUBmu7oW7jMeh1vrityaQTajxRObUnRDVkazhZSR2DChiqwDDlMVhPebTHdOmvO06C7RMVGnckrPUhRzFdLAoMnnI1nq7dQFYcl2DeUQriTG3SCY1nlaBRPXdM77l5RLS3fSjacsMIMBz5I+LJgN7vfSket1v7cjw2tXa2Rel4R9MepRRjdbv8llk/doH6tmh8e1QX6wXc+iyYhDU8VQeTmziR5uIlYpTf1HnEJvI88gZIyP03vWfhJN/ruvToipMhFS45pfAsyER1y2sqoRy5ZLFzCWZHTzSU5YCu7vroaBxmda7D3jPxbJUw3ZNzmD1V/3YINurXYjROPDNI8Rpx1svMnl2pdOzupBRhCzed+3T7QhjKQ3U1DZNIo0Lj+iu+9Y4hZP7P9lSkZXuK5xgmf6GvuyVKV/MljGvaBbwFQ1j/gv/H8Vzmc/BYXDd8YmCGnY0ejdkTM+lvM45IT+Lx9PhFAbWcTzqkd1/Q3CWfM02MhG1vn7b+Oh8sfw4aJr+p9+1t+3tSg672TdWmj1BRzQWZqvZdoHImv6WvW4ZnH6qaV5Cvu76XTOdu0p1t1sv26mrOR7hidxkrrEWa6TKN6oWlyprvxV57xcWZm9p34Ysdd2fhAyw8H4z4YCSa9hEvoqPSHoEN5RvEZ+NpjbuJvGDTqDFqlmmWeVcPJitKddsiMHqLOlF1F1VV6ldV81U0qCtk6qBMWndzjvtvSQ1GbyzVhbPpaYmxpGMqkdTRTpz+6Qq1LiKLqteAo93UjinsVpLqPe5VDcHDZFXtneQZRcbOK6GVDmISngw1eQTkcw1I8nkHD2bb9YjeZF1/KelQ0pveyMF02oD15AxYuVKtZDl03PvCYHJKPR+GGgznHFX2l6Dy3WkkMkxLELspjiSpwSQLB+MvDb7EMxofNTiJgZbX192q1IF27ypMru76KKWm+lal0zUcFwAjyLK4qVF7GF/Ap69bGAHskbbh+IhbV7e8SVeXcxizgy/f3ATLsjKc2GlYA4Q1k0fZLGwpWXNsPAJ1JA6G+v9hOP5SJY5WUAoEtvXSpX+qqp2Mx/nLD8NapinbA0tyTw6oSvXipFe3CpY8nyY1eMticUUxtlVgJzAGT1RSg6Y6LVEsbJTRX3TI9emnnRlJsALv9+hoaBnVqzHa2kOVV2nd72e1Z/86Qymq9T7YDcjXNvR2y+xXamr2NmfLmoEcZfBgZMc7uof0MpCIggz+dg/4qB5oUDe1yf1npqo+OCWPCjzE8jbGsmY8zh5NibE4EUuNDEg+GivQp3pPYseYHfE27MFVmx6ko/RVfA+1t2gQFam9jf6CJ34i9Gnar3D/N5ruC+tWy3Cx/DUVFm8kh6CpP0wgR4j9QEizi8Uhm5fPNL4PoKMUXkVUfjABTRR4pL4/ISjZSJ8ZYAA9nC0dRGyFxHx5vxgoCPUUoXPfh3T1pKvJ0MLy3ueaphrFlkv4yxHoy+RAdz05qidHh58nNYQYZOiy/aeQtR3aIZibPoRk2l4N/lZHNSrTf+5Vk7FGjadNfVh1v4YZ9YzS4Qb0tSK0iNeAz1aZODDpKOFBnWlQ4KiajW/IX0DfsDB9G6g+qqo/MjVNMsLh/BUXUi2rXq8PBTlsq8uII/PyXwYIQmj2s9kxIMzP0K+/HUwKm4wjrS7nnDdiIG3JFdD/z4GFFXMgtAGapy02qAQmCKWuZs9FMVFXkOi5ObJvzZdpNb5o15c62X5dwS1K7JdHdXXiTCWetx/U1cwVXG/r3IPb9qNtk6z/dDB23tRl+GAXpVrQdNv5CFgMiP1r33QtMrjP6GqPgunP1HtuiMYD4ZkG2DriumWaNxp/f5XeKI7Wea6Lhqo7eyW29uzAjp+uYD6+Emf+SKq+IiZDAUsiVy+9Z0EMNr1c2vR/vhKrIfVJ4sQt7wP1/mEMlH1bx/aH+lNDjO+IxXG1eHfGEIsIu2Ctt6ayr9w1AjJ15UhsT3yoTF5lXJe6G7YE3qED6ISBbV+NOlHfXVGwlga7lCsrqr/UNGfkuqGqF2Q63x6Y+07Dqv829uCjNy7yG8mHGNAOhLR3TYaSVEEvkD4D0qRA308myX5BnLidvfG9+Vigo6EF6vhImZ1+1GT8EiL6VLVHIshc9RD9tZD3bki/euNDgtgLd32tT2OoR7v1tM4XcR6P+z39LpCnHG+KsGGB5cSeaPbDjsx4XfoR1xX0IKLVHIHrJHzm0+D6Apoi/Yj4d3ZE0qSqGUbOZ3Oqde5V9W2jw/KLe0qdD39JVg+RVJu+JQ+YwG9Pi9LgmSPTebJl0ezJLvQRl7rtXZ07Y8kk/AUM9n99TaPSMPsV8uDXk1MtPqcvGLKooO8sg+wCZBofAYtTcNVQ03JJJ2tu3yPDyUBU4F4uvcm1p22YZDxB3kEAw34PxC6Ppu8er6KmJarmnEJ150tkj1ilhPp/GcmCvrfjg+zPdAUqsoKZRX5I+I5edhFmUlUt/gAMLfOvwa05B+uaDSTSHp1HmUbs8a8goDUC7VdBFCy9wE+nyj7nfaY/M+mn2A81ajJOTCSN9ysYUG0jUdozPI38PJL8lqMmYx8NdyqYUX92on/CV90P2zfIoMEzLh1ztelGqCryWL25FdPHfN8u0HzJzmHjVnhi/or10b43BlYgTa6ZNZ+PqrmgcJnIzwDiIbU7aGrjILU9bTE1X8jI4QVMp+1geHb44kwQ3lZdnS5UXqUr0PSFlcVuukpc3owJjNLVZUf3RSruNR/4+5pb8wKZAmFdzcYGmMNGXyIPRxrC+kv1xmZBnJWT/oNq032yEIPg3kOSUC18i5mdFVCw2ktk/iamx9j6HTD1kPtdE0juY+kPS31xj7NHQTa8/ZE9nTwRRXbEv229ShZqc+uZ+VJtegJVe9aCCftatQlb2qu5iF30DdWmGjLNElM2habV6J9s4yaQybbVLYTkXXVnKhQ/Q6HAX1xdCaSm5pa+0F1GIelZEL0NhDPFPvqaW2JAoBf47vGOrGmRwYZgf8xWEGwnvwWAHo6dajaEt+KvA0B/Ub0/hcMXMQU5pvDmRTyTWhdDzqReRgaI2icgRusfyTP0jAfHE1OzmThxVlxDPAwGtPXdSyR4JQ3W0+ALMLi9GzB4GKRMV5EGVbYFBtKIp8YJ5OlfrCG9IMbVH39QoUvPildtwhW9oS71FghP8rUNCWniBxsMdc7oTQ0GlfaM3jMSY/chsf/eVor2Ata5i17FM7LdicQOb9zhfaYPXfmNxpGER6iNC8lnG3SNUXQBVxxDUnYvjKdHXQvVIDKJGt7TetWf5qo2/eEnPEd6HVNS1VYQa8LyWmtFDiaqCO+zvbEZRzSPFQR2ZqZu3fATqZPscaROUokTdxJ/RlkM0q3ltEaX0+AFNPhqrDIdBr9CgsEaQz/HI2JyOnzBi2eSxCpHolVui6E/1cbfmT6iIJnW+fpdO5ZMPaE/AIGEnhlLEhpPnLhp2C8/7QUJ9brg83kPYLbWAVtUnwPZ/gaue+B6GS5//ZP5p3FhJa2/hXbmloTUZ7B6F8YwN565arqkaJwEy6NpvUlOzuAM2dgIPcfnNfdiMx9ktCASHx+2AIVP6Fa1/i260/krHh8NwSQC+4pmGE/vjCHjySbHH9x8jdUlsd8wYyaNoalAp6vETpe+Ml6cHVjveCJ6QXhbbzZf40QAsoVENpLIRlecglVRdNsJ2ET9fTRZIsWQX/WjRcHf+hhmQyupsr04CeJE2TyaTJQHR9OJMkLn6QXrwjexkf6CfulNqk07yO+aMubQ/PcitsfnixtP86pXZcNiu18F0zBMl66JccXq0q+JFzXh6xWQ0o8Oy38vjDGJxIgkMUj+95D89xtPsqZRE8sQSQxmVBcGMw7WaUtz3Dh1uQa2LWT6czzF0XjKMxNP/6PxKGeqd+VZNHT7xRE5npvHoZVbMBpXKytIiaaT7URj20hICccrXa6toMu13BzPrTG46FuAv5CuzYVe0TYbusCE0aSvDCFOHH67yjsZorUeoQbnSzUJPkKcOPxtjrc3BLfdA6OjeT89Kemva8yMpsO9JKYtFX9PiIuVRg3rq2Qv1zYCG7JNSZ7zk7gynVsHUpm0J0t+cQDtjFKq+4S2x/GntjQbb44i2TgEQ9dbA7241fFz+PgJPQGmD9B+Blv48ChqC2MM6WtjXL0N6RvADj5M7OD4daOIHVQV1RP7V0Dt3xd6z/BxGKU3iXKibSXYc7B/c8PsX7P3mUjy874y/GFDB9tnA+Nxa7x/bBrcFZOozZszTpxADB5ovgsz49pEjVwTWayNaBuJ0s5JbVGw3jo+UpCenHmnRaAdCf7usi711/2CQ30d0aJgW5pgHw6Rz9gE8t7HwwTD9FWG6JvQjT7vE0ocHNUS/alXh8Q/qew6frC9dsh06WdVm+rJdP0Tnkv56OoIVtG4/1mf7blK0/5Gpsum9UzQtO/LdBVp3d9qqr8cle1uGTdKk9boWq4ryFKiSRmiq1usxD18zZew9DwAe0dYtc0Dw+DTFyygEvq6JSABO6mTIPEelZgBEu1eC+QZlh/RmrqFvjly5wD/7iZQ/dpNPhcsBLOidXU3x0eDxuhFdWJitPeYksyF9zW0vQcZjRH3E5ma16N1stfFfrhfblDSAYonOJqzb+BnW8TMJXVTZi+pu3m2rK1XTt2UqJy6m6NkuGH/lZLa0qEa1Quq6vNG8bPq88vEY9Xnl7iO6utMsraD+smf5Li/xQzoa/ZH62X7obe6z3qvVZLNcYPm7D6SwnxQG5lTVxhJU1ACqSTnDUkshSsghb7jMIkWTOIoJvFxTp04TtZ2IGfyjwa3F5b/qtoz0Jo7ZOQviE6hccDjgHacMmeDDWuVQ7V13N+Fzyd1qfujyAC29SEb5SbvMTlbb+8j6/d9OK3oYTlelxGJB0tryTOnqd9fQQ3NQL1nlaCbPeIQ8M7YVlyjw75n9gh80qG6/SgZlMordDXnYl5Do6JTLTxHJq89X8JG+0C0925/ahYZ/Y17I8ksWUeSJ7Mw4IfAVK/b87mSHOI3RuvrXNHeIvJr4JEwAey6gsxjf0UnfY8Td4mPAt02FzcQdSnCrmiSbvZpnTv1PiKbsRGdPScV3h30x4tlV7BMtJA5pJ8F+bqlYA3jriU/Ap9CLB9Itg1DNvUHfMrg/hFPKWBnluMujIjOcd8cEYO/m3Cvwuy8NYyodK0DW9ef5lBFUxFnGepSXi9i8/NsXWMDHsv7eRVu/9KbHD96l5A58vVoQ/oZ10egpWkYWTV7Z6B/YwQ+laGmLeL5IPlbPwnrUiC9r8s62HFvjRBmH1a1ngSL7Ru/GfZZvvF3kfvd5H4PudeT+73kfh+5P0DuD5H7w+T+CLk/Ru5byP135P4kuT9F7lvJfTu5P0PufyT3HeT+PLnvJPcXyH0Xue8m95fJ/VVybyD3veS+j9z3k3sTub9F7u+Q+3vk3kzuh8j9MLl/SO5HyP1jcj9G7sfJvYXcPyf3E+R+kty95H6K3L8i92/I/TS5f0/uP5B7O7mfI/cL5H6R3C+Ru6DCu5zcleQeSe7R5N6b3PuSe39yjyH3geQeS+6DyT2e3IeR+3ByH0nuanIfQ+7jyH0CuU8i9yvJfQq5T1ORSbBuxF9g7GuMvvEb+8KerqQSbcdJ6BIlY8EatR5DajZSh5BajlQTUjakXkXqF0jtROpZpLYjhavr1i1ItSH1AFJRMG213o3UaKRuRyoDKTywKPkKqXKkZLiOKCSpIXUtUuuQwo1xyf1ILUDqaaTmIPUGUslIHUdqElIXkRqJ1AhcPcUiNQOp3kgtRgqPuUtuRAo3jSX3I/UVUn9G6nOk3vavvEo+R+o9pGLApLTuQ2o6UruR+gGpHUjVY/09hdSTSD2C1CtI3YvUl0htRupHpG5BKhJrSEQqFqkbkboBa2M1Urh4aF2BVC1SBqR+hdR8pLYglYbUs0hNQ2ofUuOQwvOt1mFIxWNtxCA1EalIpGYgdRFGf4kWqe+ROo+l9CJ1DZboOFIupA4jVY/UW0g9jVQDUk1IvYDUCaSeQQp/E9j6O6QGI/UQUuORugepa7Hkm5DCDti6HqlVSNmR+g1SRUjdAtar9XqkMtFvGVLfIqVDCje4rXORMiCVgtRhpK5ESgamvVVNyobUYKQeRaovUnuQkiN1FqlzsHotScX8fYPU1UidQGoDUh8j9QhSzUi9iNR+pI4hhWcGJXLcvj6P1Hiktl7EP54UhMAHtTR2e6mVflBJbXTZ7TaHmJBnq7A41IstVc4EYYlR48JPEZZazE5Lns1WKtAvAJrDffNczpIuQmx2/9dHQz4qB2odDnMVuDku0bym1OJns60FmBfIGjC5jkKLw1JotIhBwc78QiLRPJTazIVZ7JuHxMtSIJqcFlFf7hTN5QWWFWaHFSOGha0zOwJ8gc3u1+WwiGZreRgzv9RWsDbgQ4rasfBhMTQd/EMkl1lEl6N8hbnU1WWkHogUdpRxYqBRdNjKi6GylpcX2nLM5eZiiyPPYauE8olmR7FFJBUlZM4aixVKwgvp96CAz7KRGhON9GPBS4wBYnG5raIc+0iO2W4HLwgwi5biqqTQsGDDJAWyzVomz2x1+KuitBS/6WUJ98dmKMYmK7RUWgqxdZxMPpDnAIvfvZJ4LbPc5LJCRwn1LrXZ1i63SwTz8FubBdixyVcy0WsJ+YSxnQUEfdi3Q+1VRAX6ORfYHORDZsK6zFmCYCRfrDLli+MLnOPXu8ZPu9I5HpKiPn6PoH++mIe3LAE9puFNoJ+vhBShCbJIMlg28pFMlHQmJZuMwS92BcXzq+wWaCz8inW2xVngsNqh7YPB2kqrU7SUi1ZzKUoGdNL6Lyw0wIAh5VhAv1LLvr5MqkAotBSZXaUi6ztCASZTLjpzi7KhggsgnSqNmGcWS2ZZHA6bY5bgLDFDxV+NX+mzmwssgs1uKV9gLbXMEnBcCuWWCqHQgWOKtrLG38ZG1xqac1BhYSWcZe4klMaDqoc+1kkAUzgLcuoqFwUoHtMlOCz2UshRbphYhVUs8QuEag7NRVHHtDpksaM8JlhmW8fSWxDwIwbFbw5CTYbVudhaXphbRBp+loDfDRbI6Lga8qiF5hMhPvGYj5+jI1ln3qSss4Qis5PmBlNjwxAVMR9koD4gjsMKnddhKwsOUcx/aRFJFLqJdb1FKLWUF0PdFM2vEi3O5U4Y5dryAlshuLMEHITUGMwqM1caiOQsSyCYZJLowqwTBbNKpUJrLVXacleZBSwHdNZy6LusWwvVL9F5KuxbqqfvzZT0TJNJsyzLYBUtJlOQlvYXSCo0OLwdaSAO3szklMzEWWlLk2YI66YnI5mZNGNpcoo/IDMsADwxS3hcBZtP8rVC/zdb/d8zFcjX72SygysjZAP6KGVmmUKG3wfF76vitdjBtkSsnH2FJP93quXVSkF5Z4SgWNlbkH0OE3e/PoL8+n6CUN5PUDaDe1wlKFJiBPkVgwThukGC7A5wHwL3dXA/GCQoxscKQsxgQaYfLAi2wYKifYggv3WEIGseIShvHiUI20YJij5qQf4LtaD8GNzlo0HPaEHx+WhB9vMYQfHoOEGIHy/I5o0X5OoJgrJ+giDDvxxqngj0JEFYPVmQb0kQBHWiIG+eLsjyoDZWpwiy+hTIe5rwvxYN62ibe5n7FnMPM/d75l5kbmQFdY8zPobxw5g7jrnTmJvG3PnMfYHFyxepe5+Luo8xdytzn2fuy8zdz9xm5t7A4pcw18Hcm5l7B3Prmfswc59k7h+Zu4u5e5n7MdN/grnfMPccc+Us/32ZO5i5aua+w/R8yNwrmX8Kc+cyV8fcFiZ3irk/MPcSc6NZugOZO5y5E5ibyNxZzM1m7hLmrmTuGuaWMncZS38d46uZez3zL2KunbnrmbuJufcw9y4W7yHG/465zzDXwNp9BXNXM/dG5orMvYW5m5l7L3Pz1nT8pvN/Jfqy72ELzJUx9wj7Lrj/e96r7wzmMzNKEQFmC7+hLEyS6Cu+hco1bOpZuQZ24e/X01PgkzKUH3IzdZ9j8RfOo67/+6YTWPifJfozmf+rEn+/nN/fr+cGJv+ORH4/8/9I4u+X8/u/u4G6x5j7M3P7sfjDmatmrj/f/nz6069g7h3MvZu5DzJ3F3O/YK4/f+3Mjd7I0mPuWOZexdyZzF3A3MXMvZ65Vcz9BXMfYe4LzH2JufuZ+zlzZaweopg7gbkp/nrrpN+Fwv/d+kA/lSCR9b8dXYT7USnpp05Ju7X0sB+vZm58bffy90r0T7qMvFT/6i7k//D09uQeqOkW/0k71GJi/bngv9fe/bP4n5pvDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODo7/2Rgw5ohs9fLEyhXZyxbaE8lXO9i/1ZPmL5u/LMseDf8m2ePJfYdsWeIO2VKMl2nKnb8oy5Rl0BiNpnGmJUZ8cYj/zSNLHVv61Q/MNNEXsVjK7GKVqcBcUGIRquN31of7ryNvBhKqj/gYZCgR/oqX6l3f+wMhrIt30VRH12u6fueRP14Xb4XxBwdeWRPiEXxpTYhn4G00IX7hr7Lx5ybsHUd+6dA33Pj9ypzFRkt5YSBi+Ct4/FL+V5AEefKWEn8kp0XUgW5pQTp7SQ+EdHh1Tv0gaJ1s+h6ZZa5yiwEqGVun5VJIA5hMTtFcsNZUUALpuMwOyHJmYVVpIXi71pjW4EtMoDm2yOpjO/SS4Mtmqpv71MdlmtZmLciCxlpgc5UXkrdbrbA4nOAscZWtQS2bzwQSHqxhbxUxLchdlqU1GXI12aCUeGns9sVWUahuiKwf0o1YVqnNVUgEV9bHZ5rGOY3GJZDTcyGFG+d0Js9gNUDfm6IvFy0Ou62UZm+J0AMhZ9KMfHxLiku0u1DAYi5zXp2HjRR40w++wAdll9FX3ZRZykVSZyEiuQ5rcW4REyCjpH5od4WDeszGlwVVb46sH3YZwWCFQ6UFhl79FZeJttBhtpdYC5w42oZfRpaOrOqY+hGXEcRORnMSXz+yG9lss6MCunr1Q8H8jupO3Ao9TSwoQbXqmG4EQ+uiJahbPaCbOPpc0o3U9eqB3Uih6SjFKlAP6kaKvkzHus6SFdYW6thu4iyFcSeux9oTqvPq1XHdiK7MA71NQb1o9x1HZOoY7MdJicHSJyeDeSxfZ3GIS4xafEVUvo04Vc5EbaLJbrQlZiVmGYsXCPWCo0VGx8+ipESX3W5xFOCbzYzGKhLoZcqNxlD12qR00xqHtbDYkm8LFtloS/O/rSyLxj7deezpM0wwZGzlhVbyHqTS0qr5RBm+HCmorspoDNUIub0WdZ5j2TUmpaGWEkvBWkshxlyevyAN4yyrcqYuh0GctmIhjVEtZzFSidFckZRaUGJ2mAtgmKPuQovRaixeV4yimwOiFQ6raEkWbVWV601iJ0Zg2fpSUsR6OSui+Z8qormqcqHRNpO9nC9QyIdoPpxJSVm2sjJzeaHBWm7JTTc7il1oXiA1KOnCdcVEeEtA2ETraqFLdK6ALmCzm29yWbLCC5uUCCbfgW9h0ojGZKtJJMXY2rmO9CLoltbictJ5oIviy8cshcR0gJ0LVZU4AyY8oHSJxkVGq8lopXp3dKo3pdhhq6iqMlqJzC6/zHQmQytoBagnrzXDhg1tVdpUDSxW8kyYrEgPsZXZQRxffmUss5VmYc8wmdItlXas7fJi4xpJLkyabGdikmlh0gwa1epEG+6EiSCXZr5JDtNa1gIWJfD2rTzRgaHNclg6LTHqbGWWwFvZ0P+IHGde8sJC+lJDHGPEL2SyLTJbS8n4IgFkynVYivGNcQ5TEfQcE1Q8viXOZKWLGhhLKGleY3OIZBQQzmmH/IhFpJMrwGPNeovDRvoxcgX0jWDYSRUD/Qsx0AmmrMRWSLqZAkxewB8WQjD8RZLhLWExgksk6CnBkOLg6x2DOnd0Gm7El5thW3caGng5JLZruASsbwzmKpuLlLopLMzoQmtFl0bQHMEwqzNkoQcNEgxhb6ML5rYlNMxphwHrzLcZYWGGzUkaCGuykM0/Jhtk1kTq+zTxL4XKIWLnKOusKiONoQTOUmklmd6MTJHDQkpXjwzk3WkhSwbyRkBsCPQuMTtLTAVgXEQiuiXg57SYHTD5YeUrIbtWqJPgMg9qPNQzt6gIFo6kqjF+WaAPNBDWUlZQZidV6WdpB21mLL47j9QZ6iwj1UTe1FlmLyULGzq3YsWhAFuHQys6XAWB1iTVFggOLl+h0kJ9w9roXGhIaHerjhjY5bIc6jYQGnyHXshCG+o7IBC2TocaDwQEFutQ5QFP/2AMU7Y1JLi7V4Fim0QM7HIZD03DFLG1fMC/IdyfvB8V2yrE2xn0bo6ANrPbnNZKbDkoezFpmSOYtJ2NZWKBNCLYrTUu0WKAMpHGQ4WhOwY6IPyvsWRN7CX6xRLcvZA+C4bUWmQlvel0aFgZqK4kLUCasmMQeXkrNmZkhyBXuT9wc2igMzy5egyDAH9nfigSCuC0kLwvt9K2QxHoiKx/b2VsqYWUZQdjy1nwrkiYPegyiy5k6JyzzL8lg7boVsJEtDZ1JUM3ctBEQQHyps4Q/Uci4y+zh8CGCsYn5tLfxwsD7yolDRWmqpO9BrRXUFGFtbQ0vwQmYIGsHwWZyVRWAtbKUgANYiqB2ofd2hB5V+cMDc7qXnfKD/a6SzZ04AHlwDUDBw6ctFURvaJNflE+sPfAgVfBv7w2RfqgQRnLli3Lt94vPxX5uGzpcsDKuPg1m2SLN0TeKfuNfIvCFTnxM5k9L09dLWuQ5WVmNvQFIuK0LFGdGJPYoqhXkvR0VkGIEZTC+T6CMAf4+Vr8pBp+OkEQVLIYWgQh8P6wGH8+8ygf7eeLJOGPSHivRH6QLJyfKeHXSHirLFzfi5LwTyT8MHk4v1bCb5bwL0r4jyX8QEU4X075CD9fS/nAK5AekPDPU17p59+hfOB1oH+T8F9LeJ+EH6gM51MpH+hXOgl/PeEzI/38RspH+fktlO/l51+nfG8//xXl+/j5QRGE7+vnZ1K+n5+/gfL9/fytlFf5+d9RPtCejZQf4Oe/pHzg9XdRkYQf5OenUD7Wzy+lfJyft0WG1886CV8t4e+U8L+IDK+/LVR/gP+zJHy/hP9UwrdL+AFR4fwECZ8q4RdJ+FUS3iHh744KL8+jEv73Ev4ZCf+8hN8l4Zsk/AcS/nNJfk5LeBxJoeNHHR0ef5KET5TwaRJeEx2u/zoJ74wOb786SfjvJfxeCX9Qwp+Q8O0Svl+vcH5ir/D0Z0nCDRL+Wol8uST8Dgl/n4R/XMK/IdF3TBL+tYSP6B3Ox0n48b0l9qd3uP6lEnm7hL9dEv9BCf+0hH9Nwn8g4U9J+DOS9HyS8Kg+4bxKwsf3Cbf30yV8noS/UcLfQvjMAP+IJPwlSfhHknCvJD9YEGRwAsFBg4YcjTdGQCONhhmNMRpgNLpoaNF4osFEIzkELvyA7BVwTYULv9CXINB3OyfBhS9HnA4XvgQ6Fa4ZcM2EKx2uWXDNFuj6IAOuuXDNgysTLg1c8+HCT5Vnw6WFa4FA3wGth2sRXIvhMsCVCxc+E1kGlxGufLiWw3U1XCvhuhYu/DjFDXCZ4DLDtQauArgK4bLAVQwXfsvCinUO11q4SuEqg6scLhtc+PHAm+DC11E74RLhcsG1Dq4KuCpplZLJDicgnHRwfYNf9MFXPS+EKweuJQJd50jzvCIkz9fAdR1c17N8rxboWsjF0qribfefaDuCzlbW/+xJbedHtP/c0ey/80j2HziL7ckh7D9w+soe+vx7D197dur6Lx23/tvPWbs9YP0HT1Z78NTsn31m9p88re3imLbD+Wx3z7q7fsIZdpzb2VPVjme7nTxa7cE5byfP2Tt7xH7Zp6c9eG7ag6ePPX7u2MMnjT15yNjD54uXfbTYg4eJPXqMeLnnhpd7YtijZ4U9ejjY/WNB9mgg+EyAPQzwPwXocPzfybl/Jwf+XZ70d3HE383ZfqeH+tIvAHV2uN/JqX6nx/ldn+N3OMD3n9yzI3t6Vk8P6aWn82HH8mHn8eEH8dIT+Mv9HsJ/NO8/k/cfxgdO4bs+fu/uG07dfSes40l9t7+k+Qc+/RTsL919DKqzM/ouvh7W2Zej/Af1XX/WquOpfWdfDOvk82KX+aiX9Ai/w9l9d1/PCj3M7/DxM8nxfXfn9pc5sO/k41mdnd13dmjf2Wl958f0nZ7PBw7mQ0/k/Ufx/jP4wOF7N6fu3R63d33O3tkBe/cn65c5Uu/uLL3DIXqHn0s5zIWOWQkJqTOSUlJTgq/0v3C8bwPsro4KwTOlFLr1kk+kfvLpdLcnP01PZSPehzh4yntGkBMP3KY1sm1VBN2GfbklViYEzjjt+BnBtZYq59RUQEp6SkryzMT0lKQZRckphanTUxPTYQuSOD05OdliKUopWFOULixZ8PQqwxfXnZj7p7vTaxfd//jQEl/gCPhymOVqPxpROzn2nthPbnl8p+ORhsfedHYmt/m9xG9OHZ4weNo1tcf635B/Tcv717374RVFOUPHt1smzH70vj/vvnShfeLSr4afOpvxQ3/jiDOvPb8298V37/9pg2/EvKV37fcNz/aaz04a/k3RolkJq3KuW78i9dd1QzZOmffy3eZhV/2ylzrlvdypkY+sff9W4x/bT04ffkvFjgc33zc47dxVDz/xqz998sS2lgz7pJ8H1Bx46VnlhxdNFdtXNF5z28PT9spu2NVyXHmNpe83Qx/QjFSNmGu99umvj/70YkriUltneempX8naxQenj0qtrZ99sSLn/n79rxmwf83fSn/zt8qm5q9OvbUnvs+RwROPbv9iyQPJ0zL2DHz5wUWT7629q//Nr//xV7FTocmxrfvSLnMT7jRfmTOvsqxUvY5OHxljkqYljlH7P+mVMQYW8VPTxsyb23vO6OzcrPxr8rRqeykYDHXe8vkGfZZ6zNQE8s1JS0JCdn62Os+gN+arQUdCgnbJGPWYElG0Q3etqKiYZkapaQW2MhR0JvjXBWh9pkKEaYVi4RhIhmoPyw74FloLxARwE0jw3N6078q/CPZdmULad9Xyf6nvfr3lC/02xaENT+w8uPGos/CzmS/ffu/vtM5NWz/d9lTB2c1dPsLqKR6qUtcvedrS31V5d8SiLTuWLbmx+rXGYU9MPXdo5lNDss7fcbn4xhuv/Tz6qa/ujShu/OBin5kf7Xr7eKv26YNb5h6498iys9Pas35vWJjT2/Psn+J2/t43uPWNlT9OnyBbvyuj4QZ5fOR9Nb9+9tZnnl9p299a1KD86ODBtfLclRG+m3fevL7241c8OveUP6w92zep8dctdeN+8dG5L1L7/0JzYHxlafZ15VO/rLqpPTflxDWVjRMWvbBszwefPHf0lq++LRgwZkD6vXX7J7x8Rcy19/V+bXvcxwtzH6zRHP7t2oN/aPndq0O0mSNv+Nvc9566ubj1zzVL4j8cMka/4fgvss2ffHdmVnNM2lV9s80vfy1fFbtv+pXffPhgiVXxs+bY+yVXx7w9quHLUTf0uvHTH/NumP7Bh49999jigV/UPS3TFq06u+a+2+7/sf34i2cmRrbcO2742as/nrrj/oeUp55aP/3my5XvXw1P/nP6FQ1fxrt+6Tq85skbnvzF7/9+0Drl05/eGPLelPO2v360sOxXH9676FcVfecunbfk0NlHE5XPtL1w+yfmWbqHJz619eftAz8e1urZfOrAikqbs3rgvQVLbHfufOWxx667x3TlDs+iA1v7XjjeB/t29OX6AQcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHx/8CHLjw9aW+7Htu+ObT8XDF9BOEWkFNwvH7LPjdFJMpT7NQe612WW5HHbKOXh2AeprkqCdfuzK/k/iZkgiMj2CX/22ZJpNoqRSDYlJ91TOpvkkRQT7sja5KoTqUNZGXMDtD+HB9W+dQfWmyIB+qL5rp6xuIT17qXGIptVscnehryaD68mRBvvv8FdAvX3SRv8R5VN/kED70TczSt9my70LgS+LLydu+JfquYfoWhfCh6KiPvNk61WQpFx1VHfP3JNOnDOG7e8Ouib5uPoSXtAfTJ5fwXetzlVdYywtN1vIiWyf6nmHx80L47vKH/Rj7gsmUrcnXmLJylxiptkxJP5a4ipArhuSj2BbSjbvUpxaCehQh8vitpWFh8aX1Fq5PzfT5vzOkluiTgvUT8n0RrDqpvoeYPv+4RP5y9XYkUG8hAdWSeqsOlhfhrzP/y89NplKzyVlVtsZWarLjp1q60NccwoeWE79PNbJjOZ2WUoelyNkxf83V4e3QLNEXEfLtzhB9BeyrBE6pvtNMX0wIL2kHiT7yOYkQXlLe28LbAfnu27XAVlZmK+9KXzTTNykkTqg+6VgLzg8G/ZLF2my9f2w1MNnqII9INAX1hOoaA5KJTA7LEg3u6pCES14XhM1gRE430peBY1/Db5tNaqLfCot/B+aXSPrNMf9YloVcKJ/QeZUQpL1Nv5EmBX63TC1Q+57gcjoSSq1rEvDl/Sz8CpaPm/q3fR379rzsl87Wfjdj7uo+ySweLWMfciFNihRlll8phDc01Hc16sH5KhSY7mqWBhlfN56CUk6RJRirnKKlLMFgXeMwO6oSFjjAmlfgp4cSgp8OmVbk901gXxFxJmSFhDP9aaH6hRMk14GywoU9eppmGpTauiY0X+Hx+kZI49EsTpsfGhPjrQyLdzIKv/7WTXnox4k6Lwv7cBHRV50Zqrd3cXg5yDSFVMgHj0Iy1iG+sFfRTXz/95ACGrBcofEnyXcou4tvc1jCKrRj+oru8u//2FJAB8bXhcaPlF0ufkg/Ca+HMD3k3q0e/4eaLlOey+aHfD7Gr6RjPiIuF9//lafL5EPoTg/9DFQ3/UI+SdltfPbFoC77Bf3yYZfxO7TJP1iP5OtSoRUgjS9TdBuffH2qu/iXST/4dap/Lv/BD1d1FV/WbfyVeVnhdmo4xFcLEvtNRGn4BIHaYXUTnXcmMx7nFcQIxrccgnnFIHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBw/B+HTyE/eNEm33ahWLHtnEm5rf3qiG0/5EZu+3lD1LafX5f98lqZcN9MQdjRcodwPjo68/yofsJ35pFCfrRw8ZBvrGzbD1nCL6sjqpddA3LeiZpt3omybaPUig9+pRFWonsfuC0gIxOqD8khzheKQdtPKGK3zwX55XD9rBix3QLujwpheyK4n4PbrpBtxzifKeTbP1cM3u6PkwThLYq47UbiDt6Oeds8U4jBdKJvEw7KZZrnSVoR1YdkwoXv/fHGYt7uyDwf3yvzfNw1Wdsw7lLUQdKIC0sjnunOYuHSfMewcr41X07S1Y0Xto3qI3z3RJyQj2n0gjTmQR2NBb5XTva24UzOnSuQehEy5SvVoOMHKCfy98+Vr2wB3VNJurHbMT9xrF5GgdsOciXzqA4hInPbCUG47yz4+foI59Fvzxz5yi8gn5jnzxVDtkeyuDEsjTN9Ms+j/l6sjltARsHKKAM3P0bYSfRMh3aC9I8KfrnY7eeB/nPvzPPGfsJOrHcl1XH+pd8Jv8Q4YjJtYxe4GkGIbVHEb/8R4pC8pstXnmT0ZzOhjALN1ylwz4F+f/8Jr+NYqOO47S+CTNNMWmZZr0wi4w/bIbB2gz4nVwfjbPf7Q/loe1L/JwVpO1L/x9DfpNmG8r8A+jyrmzdYnm9LxnaJB11Dt/9JoPX1KnGHbv8zceOJ/wbQ7YwUvtuiEPIrjt5K+tZuEj4E2nLw9lSgH1cKOy9An3awdM5h/1YMI3m+XZW5bZ5C3iYosi4I7b581P8Z6FYK1cvuCuQrfvtvgb7mx6iZqP8RoD/3+Ya0KDLPa0DuN8ArSP3Hbb8faAH8ft6wEMbxAhjPWhjX2TC+s7ZdtM3fBuP9lw0K04dqQX2YXtXL1pH8Dtq+ENwzJL247etJPxi0vY6FbQYXZdeC61PIDrZfDWM/Vw52QgF2QvjlpK8q3+/1cua984Ss7yfJNj+8WS7sPAPlpH1Jtt3F4mdgfQjCDMjjITr2Bm3PFmhfNSpaXtypPPfiIJn3xb8oWl4o+SbzXuE24ZdRULZYkI+DqzfQJccz7/1xrAB1je0du308i/8jqddB2/OF4Fj6eUMW5HM+1IMGyi4jZadpx0LacWTcTwT506Q+4yDOoO2Tgc//2bdT/bPvL/56wj6xY5h8pSAf9SHS9SG0PYTOC6ETQ+iYEPr00CDdHELvCKHrQ2h7CJ0XQieG0DEh9On4EP0h9I4Quj6EtofQeSF0YggdE0KfHhKiP4TeEULXM3rAUDqOTy98jdi/vAEC8c8ThPjzUOc6Bfl7ufh2oNcy+gzQ1YzGdnmA0V8D/TSjTwH9GqO/BNrE6BNA47yG9GdAX8vo46iH0UeBFmWUPgL0XOb/AdBeRh8CeiiTOQB0FqPfAbqJ0W8C/QOj9wM9U07p14G+h9ENQP+J0a8AfZLRu4E+xfL8ItB9lZTeCXQio/8E9FJG/xHoUqADf6CmsdtLrfQPjtRGl91uc4gJebYKi0O92FLlTBAKLUVmV6mYYy43F1scQoGtXLSUi87comyrw1Ig2hxVGjHPLJbMsjgcNscswVlidlgKr8a/eLObCyyCzW4pX2AttcwShGNnfT7612Dk71kIQl38uxj8u8EUgV7b5tAwpDFeX5CIZX89k6IkfspR4X8m/v8lMqMUEZeX4uDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4OD4nw/DXPpegZuZu5K5hczdzNz7mLuFuXbmPsPcXczdx9xm5h5jrpe55zKom8l4JXNjmDucuZOYm8LcH5grsO+192VuPHPHMdf//foS5rqZ++vLfCeeg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg+O/EwPGCqtHoptpyp2/KMuUZdAYjaZxpiXGBdZSS4653FxscQhLnadl9YMyC6tKC01O0bXGtMZaXgj+jvj62A4Rr7Y51jrt5gKL4Dwnq4/TmEzOCmuRaFqQuyxLazLkarJBjHhp7PbFVlFwqOsHdyOVVWpzFaJc9cr6IZmmcU6jcYlQfe6Sj0JWj37O5BnZliKzq1Q0ig5rebG+XLQ47LZSs2i1la9YIvRAyJk0I99SKea6RLsLBSzmMufVeUJ9fHd5szks2WbRLFSvrh96GbkFNld5IUlKqG7wBXI/7DLRFjrM9hJrgVOojq6/4jKy+jJoLqE6pn74ZQQNtgKWk/j6Ed3IZpsdFVaQeiiY35HdiVuh4cWCElQ7qhu50KpoCapWx3QTR59L+oC6Xj2gG6kci2guxRpQD+xGKnfNjZYC0brOkhXWFOpB3cRZ6jI7xPVYeUJ1Xr06thvRlXmgtymoF8aXUxiFPTApMVj05GRTga18ncUhLjFqHQ6bI99GnCpnojbRZDfaErMSs4zFC4R6wRlNO/6ipESX3W5xFJidlkKjsYqExYyigyJUtzYp3bTGYS0stuTbgoU12tKWGGnXz6Jx4zuLO32GyVUOWSu0ImsuLa2aT1QtcNjKgsqqjMZQfZDRa1Gjmg3RpDRUUmIpWGspxIjL8xekYZRlVc7U5TDw0lYspBEmsQipejAplSuSUgtKzA5zAYxM1FxoMVqNxeuKUTLRL1nhsIqWZNFWVbneJHYybJetLyWlS6OlM/9TpTNXVS402mYuMWocDnNVoHyZJBPOpKQsW1mZubzQYC235KabHcWuMku5CIlBIReuKyayOr+siVbSQpfoXAHNbrObb3JZssLLmZToFKGHgZhGNCZbTSIpQl6nKtKLoBtai8tJf4Eu6YBcWwqJpbCUhWlKnGGBkpYX6xKNi4xWk9FK1a7sTG1KscNWUVVltBKR1UxkOhOhdbMClEO+LYXYnqGNSZuohEZKngnTBOkWtjI7SF9tFUuMZbbSLOwPJlO6pdKO9VxebFwjyYNJk+1MTDItTJpBo1qdtvJlFieY7FyaczvMVEuMOluZJduKxYbxgt6VgzJNlkowEEBXywZmmmxrbiwwlTmLjVB+9Nwc8LTZRZPTUlqEvvUBX4el1AKjCj0fCvEUzWD+wG+LxE/jgpRplMJlFtHlKF9hLnWR6FtlUAnUNNAhSGtuWTCBHd1KmEiCu7qS8eeoIShgwW4Qor8pGFRhLS3NL4F2FerphC8zmcpKoKosBS7RYiqxmHEeHyLvan1QbdsZje7zkYIwB9z5WnME8kq4VLIYqhKueOqq/PHyKB/l54sk4Y9IeK9EfpAsnJ8p4ddIeKssXN+LkvBPJPwweTi/VsJvlvAvSviPJfxARThfTvnAK4dulfC/obzSz/+F8JkRfv5Dykf6+fOUj/bzw5WE7+XntZTv7edLKd/Hz9dTvm+gPJTv5+ePUL6/n/+J8oH6VEcQPsbPZ1J+gJ9fTfmBfr6W8oP8/HbKx/r5JsILCj//HuUD/fCYhG+T8OclfGRkOH9lZHh7aCX8Ggl/s4Svl/CPR4bnFxNCBhsQGw0bCoWxgbARsOKxsrGCsVKxIrFysELGwzUBrolwTYJrMuYXrqvgmgLXVLimwZUAFzYwVjpWdOJ/YbqIzizFP7uG6Xz18s+tW/6dK5Z/YK3Sk1XKP7A+YRuZf+8CpWdLk39pUfJvX450uxD5B5cgPdgJ/rP7wP/kuqbDiqa7zXjX++3L7rR7sMnuwV63x9vcHm5se7Kn7eF29rI72R7sXXu0bb3cPvVyO9Qe7U17tBntfhtKF8Xhq2HJMjh8/Ru28O3JirebpW63a9yuF7edrWo7LGc7nkWZCx2zEhJSZySlpKYk++fpC8f7NsBM+Qc2XSJS6DQqH0T95KPoDCs/RldnEb+FOLi6+1SQy/xTfSObfiPotHqoJVYmBNZSdluFxbHWUuWcmgpISU9JSZ6ZmJ6SNKMoOaUwdXpqYjpMnYnTk5OTLZailII1RenCkgVPrzJ8cd2JuX+6O7120f2PDy3xBZaCl8MsV/vRiNrJsffEfnLL4zsdjzQ89qazM7n00bO+zRvZWPzOvRvTJp9YtWJ6alnV8FNnM37obxxx5rXn1+a++O79P23wjejMr/6HeR+5UtbdmfjmmG/XrFFOeueWBxfPyh5Y67hx/qKfrp332+Pl69tuu3HD9p7q68zvym21198nbtjdvPXO4f2t01e9evL5qH9F3/cHVlXseLbP+V0xQ7OiH5v549b8u65auXXdN+Yl8gfG3P3ehhUH9o6cM/ZTGTSvjK2SoHvcdBM4r8yZV1lWqoZ1jBMGd8aYpGmJY9QWmIRxrsoYAxPN1LQx8+b2njM6Ozcr/5o8rdpeanWK6rzl8w36LPWYqQkJYGFLLQkJ2fnZ6jyD3pivBh0JCdolY9RjSkTRDj2zoqJimhmlphXYylDQmZDnsMF6SKwygLKpEGFaoVg4BpKh2sOyA76F1gIxAdwEEjy3N+2n8teD/VSmkPZTtfxf6qdfb/lCv01xaMMTOw9uPOos/Gzmy7ff+zutc9PWT7c9VXB2c5fbxp7ioSp1/ZKnLf1dlXdHLNqyY9mSG6tfaxz2xNRzh2Y+NSTr/B2Xi9/r4VHmzAen3j/txzN7pshaJi9qiT/65IDHPrj/p6dOvdn8YOmztz7z/Erb/taiBuVHBw+uleeujPDdvPPm9bUfv+LRuaf84XLhp37+/T7n23/vPbExs++60wmfP2xYXrQkamPMT9mbttx0/JOmGTc++dixzLv1H644GTE38tWZ8hUvRal+N27W1pPz33my5PZv/tX0Lxe++tSBh+vzrjt3sWFGXsaWmh/iDy08VPDHu0a/tGJ9ddJTUSf+0+lbFM8d/TrtL++uueLRe/otv2Nvn6nvlc3vlTQ+9XbHLapW+bHU6LaZpwYcduX94fiutq8HD15wRa3102NfN3pjL1y48vuR5gvH+2Dfjb5cO3NwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBw/K/A/wOx3WJxAKoCAA== | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":5}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f5"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":5}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f5"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f6"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":6}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f6"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":6},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":6}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F6 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":6},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":6}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F6 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":6},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":6}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F6 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Quoi8qnB3achA7SA7AIiXqXcYhq2i3K5NOz5sLBnKOemYU9Rbh4N20K5I3LCPUy5RBp2H+XSlIS7h3Kjadhmyk2jYbdTbggNu5lyw2nYOsr1omF2yg2kYTdSzketWSHlomnYDZT7iYatZCnQsGWUu0jDDJTrR8MWUE5B08sMy8ssyvWhYSlheZmmQYOXAHdZqwU6IrZTUgPtgWxZmXQUDIiYpnf/oKttFxOh8+lhm/ftZMG/PBs3mRr3QbhwA1uFNv1778fg2yaHyO4jYbY9YCbzUG25Hta2oLaIqL3ofYioRTXe0UTtUXEs2etDr/3Gu3sS6ekwjcCc8tdJdPIDe9iSdBRj/Ig+fz2Ha+9bgRq7WE32sZro6jShclCuO2UO7fSBcZbtKVGiqpJJtATH7ore9Kb4oabmjShNzd/P5bgv5Ew+pd9zSpFTt0gGW8GkQ6oX/gYGQbfnG6WhbnhyzRcqMcsAy7HJ8P87g/s9w+TjepXhtC79Ox2MQNX8g3UbwIxdgC3IR2ePgh1KPyiO06V/qNpkQ/vmO5D+k6tNP/knna/hLrD8H2960/VYaz4ELfYMn2NIP6PatJhsM1MPzMKN8dQ8uvvS+D4ghfGkvjaLjWhveMl8LdIZKR5r2653t2PjJbOqg1nYPJFsknNkP5ANEbZn4kRaG/Nx3UZWugb3597tE2lzJOhfDtSwJ0ttGN0CxpjU8ESsyrETg63SpgBbCvsburkJ1Do21Q6WxmcwIzTBnmQd2WuAEfBkhqoEk7ax2XtgAhEOJuw63EptPgQ+QwPFD6AUd8FyXHwHLDro0at1uwMZHX0QPKKzPValv20NirImg7tV79uXrXrhXLb7XLMXCC8EVepl72pqvlSJY2BnviIdd7cH9J6NAlZgJDQ+bHP1NW9Ea2EH9nfNXcpxsAN4gTQamPem1n4+OojQHqYTe/ib6dT8rWr98/iACY2kYbdOD/hcTCM+ZcwHhocn9QgxpSOuAT/f+34et+dH6DqHNjP2Axo5MTTyb2jk4f7Iv+kqsoNGPpMcso7JNxo8M/Xp7WIK2TVjH1xMDurGv0N2ILDZP6x3jwLvOf4DqBb/MPe1hA346ozTGWj2ce03E6jd+MaOVa1vthMrHz2F2KGRGcQqXRFBuHjKCTRsIOWs0YTri5wn4me6QXmMhn1zFeHOzSFcC5X8fg6RzEqm9plKHqOSx6lkVC/CHaGSe6jOa6nkHiq5j0omU8lXqeRvqWQaldxOJbdTyVVU8kkqWUslB1PJB6lkPZXcTCXvopJrqeQPNOxWKrmOcn+mknYqOZlKHqJhxVTyesp9RiVXUMlGavN30DADlZxPuXeo5BwqOZ7qvIeGpVDJSZTbTSXHUMlfUZ2lc3DmiJuDM8cYNnPguh27mhfMkvf9sXRgqnTpR2B9ALYmCnzavkpqaJPvkKleaKDdkPQRX9wrxJI1rmp9uT/thr645/1e2/qH9Uy9+yNf3KOz8FBuP+gfrHX/kHRU75nzqbcatxa+1/Xpx1zfZrtPd5x3SGRiBC/q3B95K/qz2eZLcviz1xdXNItuStJ/EmNw/0LPpXxxH5INz+U1ju+gcXi4xn5+jZt6qPH9flKNh9LDNL6UwjQmd6cRZtezTONtIRovEY2byQryjBgP6kqpusBgHn90mmR3FpzB9e73SF5/0Lt/1rkPeCf6NX8L8wiearn3+OKmM+WwaUlVUeWSyWp8JW4Pw6dm6fwF64/DdPaCLdlWusScTE4vR8yaxizcm/SADGhY9gM/lJx7WrZCSUn4ADrJ7KAy0HU2wJxhcG9sgEloF0xCmunkUcSy6aSfF0ynUxLE9i7pSw/PPRtBGUxpn6O+jU20/mAa8b2fk/53sRceyHpczSRwByS4hdhePIOG6fBFmB8gFUjNY2luiwJTKpvuP8Km568f++L6p7EJ/STUR1poHeVPlW4zb/tqM9kcwU4g4kM0lR46hQZWQAbPRJ3nalgEfaAfDVPaRkGoUuZ4yqJzPOI4Nc7Lo5tq0sAPZ1udZ0M0HiqqNO1aQe6Khl1T67tkfXx/Ca5B3LUryVJEofMsjoZktujcObC7zIohFeohG89duCDADajeoxyn9xjGgWCtncSuw12Q3pM9DuWrkcAIm5HAGPVQWbOTcTNTNoUcv5JHM7ieeHSkIBAGm6F+JD5PcMWTVebHBvdn3uxR9LQWd9ntROrZ1ZjgrijylMfny3H/bPC8gkXQj27Uj96PjwKmQyRDrw3qHDxSr8WwnF5QI8H1Rc5Yi1pTM2ecUBWR4ykcF23wEK05HldiTm27alMaLJW0UD6l1qOF6wZlDj7gOAwpajxzyWld0lHN7miSn+Puo/qam0dGC2K8xmMYqSabnvdbas77NKrsvel7VfObZbAAfM/1keZss1a2J9v9puzg2Y817oOa0W8mvamtfVOMVT13Xu/JnxuNO62obFlvTNK3Jzv9b84iSLDtKOwmYdMLdY+bYDe0hQc7ObSNB9rJA+3kxjaDptPW691Y47B1RQIFq5EASdpQHtpQbmg7vVs5rvUt3BBP3qOphs5TOQjmgtnjscIhBt7S2oboPdoYynu0acRPU913XHWOWxyXqIHayZY1acBXqVXkRGtRLenw33ibFNg//4KVj8fbnkdJ94K99nMKNii+8eKbdtjZ9whlwHdV0HeZEh/HQH8lB5RycrAYtwt3NnX97hlHzwFLhtPnUlNGkFH97GQ6UGZrm11xBvc53W37cBSFWB7vwOGSkZZHbA+k+JP33HBie9uz1DLXRE37AnCgNiPY8wu6VJYuxel49k5QEhtC1konvfFK9nCKRjoFptJbMZwd8+o8RrVu9Fv6XsvV+rFL1PpeBmizjvaRbqEmY75Wk9PURu/2K/BIWowkGRwUOBDzjd+YgmcwbQM9WWmexXN0k9+uaYiqaTmnkx0JmYb9JwyXktq9lxR0+p7MNgp7rwg8GrIBiU8h+mP9BY4RXsdGCTlUGJQSfmyBSrdJlDqDSof1SOn+6R2V5kuUXhlU+sawniit6kSpTx6u9LNhAaX2HimdIlX6KjnA/4NEb0VQb3yP9B5L9q+PPiYL28ak9lWtpQq/57vUkyS2qjVfEbZygnkUBmu7oW7jMeh1vrityaQTajxRObUnRDVkazhZSR2DChiqwDDlMVhPebTHdOmvO06C7RMVGnckrPUhRzFdLAoMnnI1nq7dQFYcl2DeUQriTG3SCY1nlaBRPXdM77l5RLS3fSjacsMIMBz5I+LJgN7vfSket1v7cjw2tXa2Rel4R9MepRRjdbv8llk/doH6tmh8e1QX6wXc+iyYhDU8VQeTmziR5uIlYpTf1HnEJvI88gZIyP03vWfhJN/ruvToipMhFS45pfAsyER1y2sqoRy5ZLFzCWZHTzSU5YCu7vroaBxmda7D3jPxbJUw3ZNzmD1V/3YINurXYjROPDNI8Rpx1svMnl2pdOzupBRhCzed+3T7QhjKQ3U1DZNIo0Lj+iu+9Y4hZP7P9lSkZXuK5xgmf6GvuyVKV/MljGvaBbwFQ1j/gv/H8Vzmc/BYXDd8YmCGnY0ejdkTM+lvM45IT+Lx9PhFAbWcTzqkd1/Q3CWfM02MhG1vn7b+Oh8sfw4aJr+p9+1t+3tSg672TdWmj1BRzQWZqvZdoHImv6WvW4ZnH6qaV5Cvu76XTOdu0p1t1sv26mrOR7hidxkrrEWa6TKN6oWlyprvxV57xcWZm9p34Ysdd2fhAyw8H4z4YCSa9hEvoqPSHoEN5RvEZ+NpjbuJvGDTqDFqlmmWeVcPJitKddsiMHqLOlF1F1VV6ldV81U0qCtk6qBMWndzjvtvSQ1GbyzVhbPpaYmxpGMqkdTRTpz+6Qq1LiKLqteAo93UjinsVpLqPe5VDcHDZFXtneQZRcbOK6GVDmISngw1eQTkcw1I8nkHD2bb9YjeZF1/KelQ0pveyMF02oD15AxYuVKtZDl03PvCYHJKPR+GGgznHFX2l6Dy3WkkMkxLELspjiSpwSQLB+MvDb7EMxofNTiJgZbX192q1IF27ypMru76KKWm+lal0zUcFwAjyLK4qVF7GF/Ap69bGAHskbbh+IhbV7e8SVeXcxizgy/f3ATLsjKc2GlYA4Q1k0fZLGwpWXNsPAJ1JA6G+v9hOP5SJY5WUAoEtvXSpX+qqp2Mx/nLD8NapinbA0tyTw6oSvXipFe3CpY8nyY1eMticUUxtlVgJzAGT1RSg6Y6LVEsbJTRX3TI9emnnRlJsALv9+hoaBnVqzHa2kOVV2nd72e1Z/86Qymq9T7YDcjXNvR2y+xXamr2NmfLmoEcZfBgZMc7uof0MpCIggz+dg/4qB5oUDe1yf1npqo+OCWPCjzE8jbGsmY8zh5NibE4EUuNDEg+GivQp3pPYseYHfE27MFVmx6ko/RVfA+1t2gQFam9jf6CJ34i9Gnar3D/N5ruC+tWy3Cx/DUVFm8kh6CpP0wgR4j9QEizi8Uhm5fPNL4PoKMUXkVUfjABTRR4pL4/ISjZSJ8ZYAA9nC0dRGyFxHx5vxgoCPUUoXPfh3T1pKvJ0MLy3ueaphrFlkv4yxHoy+RAdz05qidHh58nNYQYZOiy/aeQtR3aIZibPoRk2l4N/lZHNSrTf+5Vk7FGjadNfVh1v4YZ9YzS4Qb0tSK0iNeAz1aZODDpKOFBnWlQ4KiajW/IX0DfsDB9G6g+qqo/MjVNMsLh/BUXUi2rXq8PBTlsq8uII/PyXwYIQmj2s9kxIMzP0K+/HUwKm4wjrS7nnDdiIG3JFdD/z4GFFXMgtAGapy02qAQmCKWuZs9FMVFXkOi5ObJvzZdpNb5o15c62X5dwS1K7JdHdXXiTCWetx/U1cwVXG/r3IPb9qNtk6z/dDB23tRl+GAXpVrQdNv5CFgMiP1r33QtMrjP6GqPgunP1HtuiMYD4ZkG2DriumWaNxp/f5XeKI7Wea6Lhqo7eyW29uzAjp+uYD6+Emf+SKq+IiZDAUsiVy+9Z0EMNr1c2vR/vhKrIfVJ4sQt7wP1/mEMlH1bx/aH+lNDjO+IxXG1eHfGEIsIu2Ctt6ayr9w1AjJ15UhsT3yoTF5lXJe6G7YE3qED6ISBbV+NOlHfXVGwlga7lCsrqr/UNGfkuqGqF2Q63x6Y+07Dqv829uCjNy7yG8mHGNAOhLR3TYaSVEEvkD4D0qRA308myX5BnLidvfG9+Vigo6EF6vhImZ1+1GT8EiL6VLVHIshc9RD9tZD3bki/euNDgtgLd32tT2OoR7v1tM4XcR6P+z39LpCnHG+KsGGB5cSeaPbDjsx4XfoR1xX0IKLVHIHrJHzm0+D6Apoi/Yj4d3ZE0qSqGUbOZ3Oqde5V9W2jw/KLe0qdD39JVg+RVJu+JQ+YwG9Pi9LgmSPTebJl0ezJLvQRl7rtXZ07Y8kk/AUM9n99TaPSMPsV8uDXk1MtPqcvGLKooO8sg+wCZBofAYtTcNVQ03JJJ2tu3yPDyUBU4F4uvcm1p22YZDxB3kEAw34PxC6Ppu8er6KmJarmnEJ150tkj1ilhPp/GcmCvrfjg+zPdAUqsoKZRX5I+I5edhFmUlUt/gAMLfOvwa05B+uaDSTSHp1HmUbs8a8goDUC7VdBFCy9wE+nyj7nfaY/M+mn2A81ajJOTCSN9ysYUG0jUdozPI38PJL8lqMmYx8NdyqYUX92on/CV90P2zfIoMEzLh1ztelGqCryWL25FdPHfN8u0HzJzmHjVnhi/or10b43BlYgTa6ZNZ+PqrmgcJnIzwDiIbU7aGrjILU9bTE1X8jI4QVMp+1geHb44kwQ3lZdnS5UXqUr0PSFlcVuukpc3owJjNLVZUf3RSruNR/4+5pb8wKZAmFdzcYGmMNGXyIPRxrC+kv1xmZBnJWT/oNq032yEIPg3kOSUC18i5mdFVCw2ktk/iamx9j6HTD1kPtdE0juY+kPS31xj7NHQTa8/ZE9nTwRRXbEv229ShZqc+uZ+VJtegJVe9aCCftatQlb2qu5iF30DdWmGjLNElM2habV6J9s4yaQybbVLYTkXXVnKhQ/Q6HAX1xdCaSm5pa+0F1GIelZEL0NhDPFPvqaW2JAoBf47vGOrGmRwYZgf8xWEGwnvwWAHo6dajaEt+KvA0B/Ub0/hcMXMQU5pvDmRTyTWhdDzqReRgaI2icgRusfyTP0jAfHE1OzmThxVlxDPAwGtPXdSyR4JQ3W0+ALMLi9GzB4GKRMV5EGVbYFBtKIp8YJ5OlfrCG9IMbVH39QoUvPildtwhW9oS71FghP8rUNCWniBxsMdc7oTQ0GlfaM3jMSY/chsf/eVor2Ata5i17FM7LdicQOb9zhfaYPXfmNxpGER6iNC8lnG3SNUXQBVxxDUnYvjKdHXQvVIDKJGt7TetWf5qo2/eEnPEd6HVNS1VYQa8LyWmtFDiaqCO+zvbEZRzSPFQR2ZqZu3fATqZPscaROUokTdxJ/RlkM0q3ltEaX0+AFNPhqrDIdBr9CgsEaQz/HI2JyOnzBi2eSxCpHolVui6E/1cbfmT6iIJnW+fpdO5ZMPaE/AIGEnhlLEhpPnLhp2C8/7QUJ9brg83kPYLbWAVtUnwPZ/gaue+B6GS5//ZP5p3FhJa2/hXbmloTUZ7B6F8YwN565arqkaJwEy6NpvUlOzuAM2dgIPcfnNfdiMx9ktCASHx+2AIVP6Fa1/i260/krHh8NwSQC+4pmGE/vjCHjySbHH9x8jdUlsd8wYyaNoalAp6vETpe+Ml6cHVjveCJ6QXhbbzZf40QAsoVENpLIRlecglVRdNsJ2ET9fTRZIsWQX/WjRcHf+hhmQyupsr04CeJE2TyaTJQHR9OJMkLn6QXrwjexkf6CfulNqk07yO+aMubQ/PcitsfnixtP86pXZcNiu18F0zBMl66JccXq0q+JFzXh6xWQ0o8Oy38vjDGJxIgkMUj+95D89xtPsqZRE8sQSQxmVBcGMw7WaUtz3Dh1uQa2LWT6czzF0XjKMxNP/6PxKGeqd+VZNHT7xRE5npvHoZVbMBpXKytIiaaT7URj20hICccrXa6toMu13BzPrTG46FuAv5CuzYVe0TYbusCE0aSvDCFOHH67yjsZorUeoQbnSzUJPkKcOPxtjrc3BLfdA6OjeT89Kemva8yMpsO9JKYtFX9PiIuVRg3rq2Qv1zYCG7JNSZ7zk7gynVsHUpm0J0t+cQDtjFKq+4S2x/GntjQbb44i2TgEQ9dbA7241fFz+PgJPQGmD9B+Blv48ChqC2MM6WtjXL0N6RvADj5M7OD4daOIHVQV1RP7V0Dt3xd6z/BxGKU3iXKibSXYc7B/c8PsX7P3mUjy874y/GFDB9tnA+Nxa7x/bBrcFZOozZszTpxADB5ovgsz49pEjVwTWayNaBuJ0s5JbVGw3jo+UpCenHmnRaAdCf7usi711/2CQ30d0aJgW5pgHw6Rz9gE8t7HwwTD9FWG6JvQjT7vE0ocHNUS/alXh8Q/qew6frC9dsh06WdVm+rJdP0Tnkv56OoIVtG4/1mf7blK0/5Gpsum9UzQtO/LdBVp3d9qqr8cle1uGTdKk9boWq4ryFKiSRmiq1usxD18zZew9DwAe0dYtc0Dw+DTFyygEvq6JSABO6mTIPEelZgBEu1eC+QZlh/RmrqFvjly5wD/7iZQ/dpNPhcsBLOidXU3x0eDxuhFdWJitPeYksyF9zW0vQcZjRH3E5ma16N1stfFfrhfblDSAYonOJqzb+BnW8TMJXVTZi+pu3m2rK1XTt2UqJy6m6NkuGH/lZLa0qEa1Quq6vNG8bPq88vEY9Xnl7iO6utMsraD+smf5Li/xQzoa/ZH62X7obe6z3qvVZLNcYPm7D6SwnxQG5lTVxhJU1ACqSTnDUkshSsghb7jMIkWTOIoJvFxTp04TtZ2IGfyjwa3F5b/qtoz0Jo7ZOQviE6hccDjgHacMmeDDWuVQ7V13N+Fzyd1qfujyAC29SEb5SbvMTlbb+8j6/d9OK3oYTlelxGJB0tryTOnqd9fQQ3NQL1nlaCbPeIQ8M7YVlyjw75n9gh80qG6/SgZlMordDXnYl5Do6JTLTxHJq89X8JG+0C0925/ahYZ/Y17I8ksWUeSJ7Mw4IfAVK/b87mSHOI3RuvrXNHeIvJr4JEwAey6gsxjf0UnfY8Td4mPAt02FzcQdSnCrmiSbvZpnTv1PiKbsRGdPScV3h30x4tlV7BMtJA5pJ8F+bqlYA3jriU/Ap9CLB9Itg1DNvUHfMrg/hFPKWBnluMujIjOcd8cEYO/m3Cvwuy8NYyodK0DW9ef5lBFUxFnGepSXi9i8/NsXWMDHsv7eRVu/9KbHD96l5A58vVoQ/oZ10egpWkYWTV7Z6B/YwQ+laGmLeL5IPlbPwnrUiC9r8s62HFvjRBmH1a1ngSL7Ru/GfZZvvF3kfvd5H4PudeT+73kfh+5P0DuD5H7w+T+CLk/Ru5byP135P4kuT9F7lvJfTu5P0PufyT3HeT+PLnvJPcXyH0Xue8m95fJ/VVybyD3veS+j9z3k3sTub9F7u+Q+3vk3kzuh8j9MLl/SO5HyP1jcj9G7sfJvYXcPyf3E+R+kty95H6K3L8i92/I/TS5f0/uP5B7O7mfI/cL5H6R3C+Ru6DCu5zcleQeSe7R5N6b3PuSe39yjyH3geQeS+6DyT2e3IeR+3ByH0nuanIfQ+7jyH0CuU8i9yvJfQq5T1ORSbBuxF9g7GuMvvEb+8KerqQSbcdJ6BIlY8EatR5DajZSh5BajlQTUjakXkXqF0jtROpZpLYjhavr1i1ItSH1AFJRMG213o3UaKRuRyoDKTywKPkKqXKkZLiOKCSpIXUtUuuQwo1xyf1ILUDqaaTmIPUGUslIHUdqElIXkRqJ1AhcPcUiNQOp3kgtRgqPuUtuRAo3jSX3I/UVUn9G6nOk3vavvEo+R+o9pGLApLTuQ2o6UruR+gGpHUjVY/09hdSTSD2C1CtI3YvUl0htRupHpG5BKhJrSEQqFqkbkboBa2M1Urh4aF2BVC1SBqR+hdR8pLYglYbUs0hNQ2ofUuOQwvOt1mFIxWNtxCA1EalIpGYgdRFGf4kWqe+ROo+l9CJ1DZboOFIupA4jVY/UW0g9jVQDUk1IvYDUCaSeQQp/E9j6O6QGI/UQUuORugepa7Hkm5DCDti6HqlVSNmR+g1SRUjdAtar9XqkMtFvGVLfIqVDCje4rXORMiCVgtRhpK5ESgamvVVNyobUYKQeRaovUnuQkiN1FqlzsHotScX8fYPU1UidQGoDUh8j9QhSzUi9iNR+pI4hhWcGJXLcvj6P1Hiktl7EP54UhMAHtTR2e6mVflBJbXTZ7TaHmJBnq7A41IstVc4EYYlR48JPEZZazE5Lns1WKtAvAJrDffNczpIuQmx2/9dHQz4qB2odDnMVuDku0bym1OJns60FmBfIGjC5jkKLw1JotIhBwc78QiLRPJTazIVZ7JuHxMtSIJqcFlFf7hTN5QWWFWaHFSOGha0zOwJ8gc3u1+WwiGZreRgzv9RWsDbgQ4rasfBhMTQd/EMkl1lEl6N8hbnU1WWkHogUdpRxYqBRdNjKi6GylpcX2nLM5eZiiyPPYauE8olmR7FFJBUlZM4aixVKwgvp96CAz7KRGhON9GPBS4wBYnG5raIc+0iO2W4HLwgwi5biqqTQsGDDJAWyzVomz2x1+KuitBS/6WUJ98dmKMYmK7RUWgqxdZxMPpDnAIvfvZJ4LbPc5LJCRwn1LrXZ1i63SwTz8FubBdixyVcy0WsJ+YSxnQUEfdi3Q+1VRAX6ORfYHORDZsK6zFmCYCRfrDLli+MLnOPXu8ZPu9I5HpKiPn6PoH++mIe3LAE9puFNoJ+vhBShCbJIMlg28pFMlHQmJZuMwS92BcXzq+wWaCz8inW2xVngsNqh7YPB2kqrU7SUi1ZzKUoGdNL6Lyw0wIAh5VhAv1LLvr5MqkAotBSZXaUi6ztCASZTLjpzi7KhggsgnSqNmGcWS2ZZHA6bY5bgLDFDxV+NX+mzmwssgs1uKV9gLbXMEnBcCuWWCqHQgWOKtrLG38ZG1xqac1BhYSWcZe4klMaDqoc+1kkAUzgLcuoqFwUoHtMlOCz2UshRbphYhVUs8QuEag7NRVHHtDpksaM8JlhmW8fSWxDwIwbFbw5CTYbVudhaXphbRBp+loDfDRbI6Lga8qiF5hMhPvGYj5+jI1ln3qSss4Qis5PmBlNjwxAVMR9koD4gjsMKnddhKwsOUcx/aRFJFLqJdb1FKLWUF0PdFM2vEi3O5U4Y5dryAlshuLMEHITUGMwqM1caiOQsSyCYZJLowqwTBbNKpUJrLVXacleZBSwHdNZy6LusWwvVL9F5KuxbqqfvzZT0TJNJsyzLYBUtJlOQlvYXSCo0OLwdaSAO3szklMzEWWlLk2YI66YnI5mZNGNpcoo/IDMsADwxS3hcBZtP8rVC/zdb/d8zFcjX72SygysjZAP6KGVmmUKG3wfF76vitdjBtkSsnH2FJP93quXVSkF5Z4SgWNlbkH0OE3e/PoL8+n6CUN5PUDaDe1wlKFJiBPkVgwThukGC7A5wHwL3dXA/GCQoxscKQsxgQaYfLAi2wYKifYggv3WEIGseIShvHiUI20YJij5qQf4LtaD8GNzlo0HPaEHx+WhB9vMYQfHoOEGIHy/I5o0X5OoJgrJ+giDDvxxqngj0JEFYPVmQb0kQBHWiIG+eLsjyoDZWpwiy+hTIe5rwvxYN62ibe5n7FnMPM/d75l5kbmQFdY8zPobxw5g7jrnTmJvG3PnMfYHFyxepe5+Luo8xdytzn2fuy8zdz9xm5t7A4pcw18Hcm5l7B3Prmfswc59k7h+Zu4u5e5n7MdN/grnfMPccc+Us/32ZO5i5aua+w/R8yNwrmX8Kc+cyV8fcFiZ3irk/MPcSc6NZugOZO5y5E5ibyNxZzM1m7hLmrmTuGuaWMncZS38d46uZez3zL2KunbnrmbuJufcw9y4W7yHG/465zzDXwNp9BXNXM/dG5orMvYW5m5l7L3Pz1nT8pvN/Jfqy72ELzJUx9wj7Lrj/e96r7wzmMzNKEQFmC7+hLEyS6Cu+hco1bOpZuQZ24e/X01PgkzKUH3IzdZ9j8RfOo67/+6YTWPifJfozmf+rEn+/nN/fr+cGJv+ORH4/8/9I4u+X8/u/u4G6x5j7M3P7sfjDmatmrj/f/nz6069g7h3MvZu5DzJ3F3O/YK4/f+3Mjd7I0mPuWOZexdyZzF3A3MXMvZ65Vcz9BXMfYe4LzH2JufuZ+zlzZaweopg7gbkp/nrrpN+Fwv/d+kA/lSCR9b8dXYT7USnpp05Ju7X0sB+vZm58bffy90r0T7qMvFT/6i7k//D09uQeqOkW/0k71GJi/bngv9fe/bP4n5pvDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODo7/2Rgw5ohs9fLEyhXZyxbaE8lXO9i/1ZPmL5u/LMseDf8m2ePJfYdsWeIO2VKMl2nKnb8oy5Rl0BiNpnGmJUZ8cYj/zSNLHVv61Q/MNNEXsVjK7GKVqcBcUGIRquN31of7ryNvBhKqj/gYZCgR/oqX6l3f+wMhrIt30VRH12u6fueRP14Xb4XxBwdeWRPiEXxpTYhn4G00IX7hr7Lx5ybsHUd+6dA33Pj9ypzFRkt5YSBi+Ct4/FL+V5AEefKWEn8kp0XUgW5pQTp7SQ+EdHh1Tv0gaJ1s+h6ZZa5yiwEqGVun5VJIA5hMTtFcsNZUUALpuMwOyHJmYVVpIXi71pjW4EtMoDm2yOpjO/SS4Mtmqpv71MdlmtZmLciCxlpgc5UXkrdbrbA4nOAscZWtQS2bzwQSHqxhbxUxLchdlqU1GXI12aCUeGns9sVWUahuiKwf0o1YVqnNVUgEV9bHZ5rGOY3GJZDTcyGFG+d0Js9gNUDfm6IvFy0Ou62UZm+J0AMhZ9KMfHxLiku0u1DAYi5zXp2HjRR40w++wAdll9FX3ZRZykVSZyEiuQ5rcW4REyCjpH5od4WDeszGlwVVb46sH3YZwWCFQ6UFhl79FZeJttBhtpdYC5w42oZfRpaOrOqY+hGXEcRORnMSXz+yG9lss6MCunr1Q8H8jupO3Ao9TSwoQbXqmG4EQ+uiJahbPaCbOPpc0o3U9eqB3Uih6SjFKlAP6kaKvkzHus6SFdYW6thu4iyFcSeux9oTqvPq1XHdiK7MA71NQb1o9x1HZOoY7MdJicHSJyeDeSxfZ3GIS4xafEVUvo04Vc5EbaLJbrQlZiVmGYsXCPWCo0VGx8+ipESX3W5xFOCbzYzGKhLoZcqNxlD12qR00xqHtbDYkm8LFtloS/O/rSyLxj7deezpM0wwZGzlhVbyHqTS0qr5RBm+HCmorspoDNUIub0WdZ5j2TUmpaGWEkvBWkshxlyevyAN4yyrcqYuh0GctmIhjVEtZzFSidFckZRaUGJ2mAtgmKPuQovRaixeV4yimwOiFQ6raEkWbVWV601iJ0Zg2fpSUsR6OSui+Z8qormqcqHRNpO9nC9QyIdoPpxJSVm2sjJzeaHBWm7JTTc7il1oXiA1KOnCdcVEeEtA2ETraqFLdK6ALmCzm29yWbLCC5uUCCbfgW9h0ojGZKtJJMXY2rmO9CLoltbictJ5oIviy8cshcR0gJ0LVZU4AyY8oHSJxkVGq8lopXp3dKo3pdhhq6iqMlqJzC6/zHQmQytoBagnrzXDhg1tVdpUDSxW8kyYrEgPsZXZQRxffmUss5VmYc8wmdItlXas7fJi4xpJLkyabGdikmlh0gwa1epEG+6EiSCXZr5JDtNa1gIWJfD2rTzRgaHNclg6LTHqbGWWwFvZ0P+IHGde8sJC+lJDHGPEL2SyLTJbS8n4IgFkynVYivGNcQ5TEfQcE1Q8viXOZKWLGhhLKGleY3OIZBQQzmmH/IhFpJMrwGPNeovDRvoxcgX0jWDYSRUD/Qsx0AmmrMRWSLqZAkxewB8WQjD8RZLhLWExgksk6CnBkOLg6x2DOnd0Gm7El5thW3caGng5JLZruASsbwzmKpuLlLopLMzoQmtFl0bQHMEwqzNkoQcNEgxhb6ML5rYlNMxphwHrzLcZYWGGzUkaCGuykM0/Jhtk1kTq+zTxL4XKIWLnKOusKiONoQTOUmklmd6MTJHDQkpXjwzk3WkhSwbyRkBsCPQuMTtLTAVgXEQiuiXg57SYHTD5YeUrIbtWqJPgMg9qPNQzt6gIFo6kqjF+WaAPNBDWUlZQZidV6WdpB21mLL47j9QZ6iwj1UTe1FlmLyULGzq3YsWhAFuHQys6XAWB1iTVFggOLl+h0kJ9w9roXGhIaHerjhjY5bIc6jYQGnyHXshCG+o7IBC2TocaDwQEFutQ5QFP/2AMU7Y1JLi7V4Fim0QM7HIZD03DFLG1fMC/IdyfvB8V2yrE2xn0bo6ANrPbnNZKbDkoezFpmSOYtJ2NZWKBNCLYrTUu0WKAMpHGQ4WhOwY6IPyvsWRN7CX6xRLcvZA+C4bUWmQlvel0aFgZqK4kLUCasmMQeXkrNmZkhyBXuT9wc2igMzy5egyDAH9nfigSCuC0kLwvt9K2QxHoiKx/b2VsqYWUZQdjy1nwrkiYPegyiy5k6JyzzL8lg7boVsJEtDZ1JUM3ctBEQQHyps4Q/Uci4y+zh8CGCsYn5tLfxwsD7yolDRWmqpO9BrRXUFGFtbQ0vwQmYIGsHwWZyVRWAtbKUgANYiqB2ofd2hB5V+cMDc7qXnfKD/a6SzZ04AHlwDUDBw6ctFURvaJNflE+sPfAgVfBv7w2RfqgQRnLli3Lt94vPxX5uGzpcsDKuPg1m2SLN0TeKfuNfIvCFTnxM5k9L09dLWuQ5WVmNvQFIuK0LFGdGJPYoqhXkvR0VkGIEZTC+T6CMAf4+Vr8pBp+OkEQVLIYWgQh8P6wGH8+8ygf7eeLJOGPSHivRH6QLJyfKeHXSHirLFzfi5LwTyT8MHk4v1bCb5bwL0r4jyX8QEU4X075CD9fS/nAK5AekPDPU17p59+hfOB1oH+T8F9LeJ+EH6gM51MpH+hXOgl/PeEzI/38RspH+fktlO/l51+nfG8//xXl+/j5QRGE7+vnZ1K+n5+/gfL9/fytlFf5+d9RPtCejZQf4Oe/pHzg9XdRkYQf5OenUD7Wzy+lfJyft0WG1886CV8t4e+U8L+IDK+/LVR/gP+zJHy/hP9UwrdL+AFR4fwECZ8q4RdJ+FUS3iHh744KL8+jEv73Ev4ZCf+8hN8l4Zsk/AcS/nNJfk5LeBxJoeNHHR0ef5KET5TwaRJeEx2u/zoJ74wOb786SfjvJfxeCX9Qwp+Q8O0Svl+vcH5ir/D0Z0nCDRL+Wol8uST8Dgl/n4R/XMK/IdF3TBL+tYSP6B3Ox0n48b0l9qd3uP6lEnm7hL9dEv9BCf+0hH9Nwn8g4U9J+DOS9HyS8Kg+4bxKwsf3Cbf30yV8noS/UcLfQvjMAP+IJPwlSfhHknCvJD9YEGRwAsFBg4YcjTdGQCONhhmNMRpgNLpoaNF4osFEIzkELvyA7BVwTYULv9CXINB3OyfBhS9HnA4XvgQ6Fa4ZcM2EKx2uWXDNFuj6IAOuuXDNgysTLg1c8+HCT5Vnw6WFa4FA3wGth2sRXIvhMsCVCxc+E1kGlxGufLiWw3U1XCvhuhYu/DjFDXCZ4DLDtQauArgK4bLAVQwXfsvCinUO11q4SuEqg6scLhtc+PHAm+DC11E74RLhcsG1Dq4KuCpplZLJDicgnHRwfYNf9MFXPS+EKweuJQJd50jzvCIkz9fAdR1c17N8rxboWsjF0qribfefaDuCzlbW/+xJbedHtP/c0ey/80j2HziL7ckh7D9w+soe+vx7D197dur6Lx23/tvPWbs9YP0HT1Z78NTsn31m9p88re3imLbD+Wx3z7q7fsIZdpzb2VPVjme7nTxa7cE5byfP2Tt7xH7Zp6c9eG7ag6ePPX7u2MMnjT15yNjD54uXfbTYg4eJPXqMeLnnhpd7YtijZ4U9ejjY/WNB9mgg+EyAPQzwPwXocPzfybl/Jwf+XZ70d3HE383ZfqeH+tIvAHV2uN/JqX6nx/ldn+N3OMD3n9yzI3t6Vk8P6aWn82HH8mHn8eEH8dIT+Mv9HsJ/NO8/k/cfxgdO4bs+fu/uG07dfSes40l9t7+k+Qc+/RTsL919DKqzM/ouvh7W2Zej/Af1XX/WquOpfWdfDOvk82KX+aiX9Ai/w9l9d1/PCj3M7/DxM8nxfXfn9pc5sO/k41mdnd13dmjf2Wl958f0nZ7PBw7mQ0/k/Ufx/jP4wOF7N6fu3R63d33O3tkBe/cn65c5Uu/uLL3DIXqHn0s5zIWOWQkJqTOSUlJTgq/0v3C8bwPsro4KwTOlFLr1kk+kfvLpdLcnP01PZSPehzh4yntGkBMP3KY1sm1VBN2GfbklViYEzjjt+BnBtZYq59RUQEp6SkryzMT0lKQZRckphanTUxPTYQuSOD05OdliKUopWFOULixZ8PQqwxfXnZj7p7vTaxfd//jQEl/gCPhymOVqPxpROzn2nthPbnl8p+ORhsfedHYmt/m9xG9OHZ4weNo1tcf635B/Tcv717374RVFOUPHt1smzH70vj/vvnShfeLSr4afOpvxQ3/jiDOvPb8298V37/9pg2/EvKV37fcNz/aaz04a/k3RolkJq3KuW78i9dd1QzZOmffy3eZhV/2ylzrlvdypkY+sff9W4x/bT04ffkvFjgc33zc47dxVDz/xqz998sS2lgz7pJ8H1Bx46VnlhxdNFdtXNF5z28PT9spu2NVyXHmNpe83Qx/QjFSNmGu99umvj/70YkriUltneempX8naxQenj0qtrZ99sSLn/n79rxmwf83fSn/zt8qm5q9OvbUnvs+RwROPbv9iyQPJ0zL2DHz5wUWT7629q//Nr//xV7FTocmxrfvSLnMT7jRfmTOvsqxUvY5OHxljkqYljlH7P+mVMQYW8VPTxsyb23vO6OzcrPxr8rRqeykYDHXe8vkGfZZ6zNQE8s1JS0JCdn62Os+gN+arQUdCgnbJGPWYElG0Q3etqKiYZkapaQW2MhR0JvjXBWh9pkKEaYVi4RhIhmoPyw74FloLxARwE0jw3N6078q/CPZdmULad9Xyf6nvfr3lC/02xaENT+w8uPGos/CzmS/ffu/vtM5NWz/d9lTB2c1dPsLqKR6qUtcvedrS31V5d8SiLTuWLbmx+rXGYU9MPXdo5lNDss7fcbn4xhuv/Tz6qa/ujShu/OBin5kf7Xr7eKv26YNb5h6498iys9Pas35vWJjT2/Psn+J2/t43uPWNlT9OnyBbvyuj4QZ5fOR9Nb9+9tZnnl9p299a1KD86ODBtfLclRG+m3fevL7241c8OveUP6w92zep8dctdeN+8dG5L1L7/0JzYHxlafZ15VO/rLqpPTflxDWVjRMWvbBszwefPHf0lq++LRgwZkD6vXX7J7x8Rcy19/V+bXvcxwtzH6zRHP7t2oN/aPndq0O0mSNv+Nvc9566ubj1zzVL4j8cMka/4fgvss2ffHdmVnNM2lV9s80vfy1fFbtv+pXffPhgiVXxs+bY+yVXx7w9quHLUTf0uvHTH/NumP7Bh49999jigV/UPS3TFq06u+a+2+7/sf34i2cmRrbcO2742as/nrrj/oeUp55aP/3my5XvXw1P/nP6FQ1fxrt+6Tq85skbnvzF7/9+0Drl05/eGPLelPO2v360sOxXH9676FcVfecunbfk0NlHE5XPtL1w+yfmWbqHJz619eftAz8e1urZfOrAikqbs3rgvQVLbHfufOWxx667x3TlDs+iA1v7XjjeB/t29OX6AQcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHx/8CHLjw9aW+7Htu+ObT8XDF9BOEWkFNwvH7LPjdFJMpT7NQe612WW5HHbKOXh2AeprkqCdfuzK/k/iZkgiMj2CX/22ZJpNoqRSDYlJ91TOpvkkRQT7sja5KoTqUNZGXMDtD+HB9W+dQfWmyIB+qL5rp6xuIT17qXGIptVscnehryaD68mRBvvv8FdAvX3SRv8R5VN/kED70TczSt9my70LgS+LLydu+JfquYfoWhfCh6KiPvNk61WQpFx1VHfP3JNOnDOG7e8Ouib5uPoSXtAfTJ5fwXetzlVdYywtN1vIiWyf6nmHx80L47vKH/Rj7gsmUrcnXmLJylxiptkxJP5a4ipArhuSj2BbSjbvUpxaCehQh8vitpWFh8aX1Fq5PzfT5vzOkluiTgvUT8n0RrDqpvoeYPv+4RP5y9XYkUG8hAdWSeqsOlhfhrzP/y89NplKzyVlVtsZWarLjp1q60NccwoeWE79PNbJjOZ2WUoelyNkxf83V4e3QLNEXEfLtzhB9BeyrBE6pvtNMX0wIL2kHiT7yOYkQXlLe28LbAfnu27XAVlZmK+9KXzTTNykkTqg+6VgLzg8G/ZLF2my9f2w1MNnqII9INAX1hOoaA5KJTA7LEg3u6pCES14XhM1gRE430peBY1/Db5tNaqLfCot/B+aXSPrNMf9YloVcKJ/QeZUQpL1Nv5EmBX63TC1Q+57gcjoSSq1rEvDl/Sz8CpaPm/q3fR379rzsl87Wfjdj7uo+ySweLWMfciFNihRlll8phDc01Hc16sH5KhSY7mqWBhlfN56CUk6RJRirnKKlLMFgXeMwO6oSFjjAmlfgp4cSgp8OmVbk901gXxFxJmSFhDP9aaH6hRMk14GywoU9eppmGpTauiY0X+Hx+kZI49EsTpsfGhPjrQyLdzIKv/7WTXnox4k6Lwv7cBHRV50Zqrd3cXg5yDSFVMgHj0Iy1iG+sFfRTXz/95ACGrBcofEnyXcou4tvc1jCKrRj+oru8u//2FJAB8bXhcaPlF0ufkg/Ca+HMD3k3q0e/4eaLlOey+aHfD7Gr6RjPiIuF9//lafL5EPoTg/9DFQ3/UI+SdltfPbFoC77Bf3yYZfxO7TJP1iP5OtSoRUgjS9TdBuffH2qu/iXST/4dap/Lv/BD1d1FV/WbfyVeVnhdmo4xFcLEvtNRGn4BIHaYXUTnXcmMx7nFcQIxrccgnnFIHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBw/B+HTyE/eNEm33ahWLHtnEm5rf3qiG0/5EZu+3lD1LafX5f98lqZcN9MQdjRcodwPjo68/yofsJ35pFCfrRw8ZBvrGzbD1nCL6sjqpddA3LeiZpt3omybaPUig9+pRFWonsfuC0gIxOqD8khzheKQdtPKGK3zwX55XD9rBix3QLujwpheyK4n4PbrpBtxzifKeTbP1cM3u6PkwThLYq47UbiDt6Oeds8U4jBdKJvEw7KZZrnSVoR1YdkwoXv/fHGYt7uyDwf3yvzfNw1Wdsw7lLUQdKIC0sjnunOYuHSfMewcr41X07S1Y0Xto3qI3z3RJyQj2n0gjTmQR2NBb5XTva24UzOnSuQehEy5SvVoOMHKCfy98+Vr2wB3VNJurHbMT9xrF5GgdsOciXzqA4hInPbCUG47yz4+foI59Fvzxz5yi8gn5jnzxVDtkeyuDEsjTN9Ms+j/l6sjltARsHKKAM3P0bYSfRMh3aC9I8KfrnY7eeB/nPvzPPGfsJOrHcl1XH+pd8Jv8Q4YjJtYxe4GkGIbVHEb/8R4pC8pstXnmT0ZzOhjALN1ylwz4F+f/8Jr+NYqOO47S+CTNNMWmZZr0wi4w/bIbB2gz4nVwfjbPf7Q/loe1L/JwVpO1L/x9DfpNmG8r8A+jyrmzdYnm9LxnaJB11Dt/9JoPX1KnGHbv8zceOJ/wbQ7YwUvtuiEPIrjt5K+tZuEj4E2nLw9lSgH1cKOy9An3awdM5h/1YMI3m+XZW5bZ5C3iYosi4I7b581P8Z6FYK1cvuCuQrfvtvgb7mx6iZqP8RoD/3+Ya0KDLPa0DuN8ArSP3Hbb8faAH8ft6wEMbxAhjPWhjX2TC+s7ZdtM3fBuP9lw0K04dqQX2YXtXL1pH8Dtq+ENwzJL247etJPxi0vY6FbQYXZdeC61PIDrZfDWM/Vw52QgF2QvjlpK8q3+/1cua984Ss7yfJNj+8WS7sPAPlpH1Jtt3F4mdgfQjCDMjjITr2Bm3PFmhfNSpaXtypPPfiIJn3xb8oWl4o+SbzXuE24ZdRULZYkI+DqzfQJccz7/1xrAB1je0du308i/8jqddB2/OF4Fj6eUMW5HM+1IMGyi4jZadpx0LacWTcTwT506Q+4yDOoO2Tgc//2bdT/bPvL/56wj6xY5h8pSAf9SHS9SG0PYTOC6ETQ+iYEPr00CDdHELvCKHrQ2h7CJ0XQieG0DEh9On4EP0h9I4Quj6EtofQeSF0YggdE0KfHhKiP4TeEULXM3rAUDqOTy98jdi/vAEC8c8ThPjzUOc6Bfl7ufh2oNcy+gzQ1YzGdnmA0V8D/TSjTwH9GqO/BNrE6BNA47yG9GdAX8vo46iH0UeBFmWUPgL0XOb/AdBeRh8CeiiTOQB0FqPfAbqJ0W8C/QOj9wM9U07p14G+h9ENQP+J0a8AfZLRu4E+xfL8ItB9lZTeCXQio/8E9FJG/xHoUqADf6CmsdtLrfQPjtRGl91uc4gJebYKi0O92FLlTBAKLUVmV6mYYy43F1scQoGtXLSUi87comyrw1Ig2hxVGjHPLJbMsjgcNscswVlidlgKr8a/eLObCyyCzW4pX2AttcwShGNnfT7612Dk71kIQl38uxj8u8EUgV7b5tAwpDFeX5CIZX89k6IkfspR4X8m/v8lMqMUEZeX4uDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4OD4nw/DXPpegZuZu5K5hczdzNz7mLuFuXbmPsPcXczdx9xm5h5jrpe55zKom8l4JXNjmDucuZOYm8LcH5grsO+192VuPHPHMdf//foS5rqZ++vLfCeeg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg+O/EwPGCqtHoptpyp2/KMuUZdAYjaZxpiXGBdZSS4653FxscQhLnadl9YMyC6tKC01O0bXGtMZaXgj+jvj62A4Rr7Y51jrt5gKL4Dwnq4/TmEzOCmuRaFqQuyxLazLkarJBjHhp7PbFVlFwqOsHdyOVVWpzFaJc9cr6IZmmcU6jcYlQfe6Sj0JWj37O5BnZliKzq1Q0ig5rebG+XLQ47LZSs2i1la9YIvRAyJk0I99SKea6RLsLBSzmMufVeUJ9fHd5szks2WbRLFSvrh96GbkFNld5IUlKqG7wBXI/7DLRFjrM9hJrgVOojq6/4jKy+jJoLqE6pn74ZQQNtgKWk/j6Ed3IZpsdFVaQeiiY35HdiVuh4cWCElQ7qhu50KpoCapWx3QTR59L+oC6Xj2gG6kci2guxRpQD+xGKnfNjZYC0brOkhXWFOpB3cRZ6jI7xPVYeUJ1Xr06thvRlXmgtymoF8aXUxiFPTApMVj05GRTga18ncUhLjFqHQ6bI99GnCpnojbRZDfaErMSs4zFC4R6wRlNO/6ipESX3W5xFJidlkKjsYqExYyigyJUtzYp3bTGYS0stuTbgoU12tKWGGnXz6Jx4zuLO32GyVUOWSu0ImsuLa2aT1QtcNjKgsqqjMZQfZDRa1Gjmg3RpDRUUmIpWGspxIjL8xekYZRlVc7U5TDw0lYspBEmsQipejAplSuSUgtKzA5zAYxM1FxoMVqNxeuKUTLRL1nhsIqWZNFWVbneJHYybJetLyWlS6OlM/9TpTNXVS402mYuMWocDnNVoHyZJBPOpKQsW1mZubzQYC235KabHcWuMku5CIlBIReuKyayOr+siVbSQpfoXAHNbrObb3JZssLLmZToFKGHgZhGNCZbTSIpQl6nKtKLoBtai8tJf4Eu6YBcWwqJpbCUhWlKnGGBkpYX6xKNi4xWk9FK1a7sTG1KscNWUVVltBKR1UxkOhOhdbMClEO+LYXYnqGNSZuohEZKngnTBOkWtjI7SF9tFUuMZbbSLOwPJlO6pdKO9VxebFwjyYNJk+1MTDItTJpBo1qdtvJlFieY7FyaczvMVEuMOluZJduKxYbxgt6VgzJNlkowEEBXywZmmmxrbiwwlTmLjVB+9Nwc8LTZRZPTUlqEvvUBX4el1AKjCj0fCvEUzWD+wG+LxE/jgpRplMJlFtHlKF9hLnWR6FtlUAnUNNAhSGtuWTCBHd1KmEiCu7qS8eeoIShgwW4Qor8pGFRhLS3NL4F2FerphC8zmcpKoKosBS7RYiqxmHEeHyLvan1QbdsZje7zkYIwB9z5WnME8kq4VLIYqhKueOqq/PHyKB/l54sk4Y9IeK9EfpAsnJ8p4ddIeKssXN+LkvBPJPwweTi/VsJvlvAvSviPJfxARThfTvnAK4dulfC/obzSz/+F8JkRfv5Dykf6+fOUj/bzw5WE7+XntZTv7edLKd/Hz9dTvm+gPJTv5+ePUL6/n/+J8oH6VEcQPsbPZ1J+gJ9fTfmBfr6W8oP8/HbKx/r5JsILCj//HuUD/fCYhG+T8OclfGRkOH9lZHh7aCX8Ggl/s4Svl/CPR4bnFxNCBhsQGw0bCoWxgbARsOKxsrGCsVKxIrFysELGwzUBrolwTYJrMuYXrqvgmgLXVLimwZUAFzYwVjpWdOJ/YbqIzizFP7uG6Xz18s+tW/6dK5Z/YK3Sk1XKP7A+YRuZf+8CpWdLk39pUfJvX450uxD5B5cgPdgJ/rP7wP/kuqbDiqa7zXjX++3L7rR7sMnuwV63x9vcHm5se7Kn7eF29rI72R7sXXu0bb3cPvVyO9Qe7U17tBntfhtKF8Xhq2HJMjh8/Ru28O3JirebpW63a9yuF7edrWo7LGc7nkWZCx2zEhJSZySlpKYk++fpC8f7NsBM+Qc2XSJS6DQqH0T95KPoDCs/RldnEb+FOLi6+1SQy/xTfSObfiPotHqoJVYmBNZSdluFxbHWUuWcmgpISU9JSZ6ZmJ6SNKMoOaUwdXpqYjpMnYnTk5OTLZailII1RenCkgVPrzJ8cd2JuX+6O7120f2PDy3xBZaCl8MsV/vRiNrJsffEfnLL4zsdjzQ89qazM7n00bO+zRvZWPzOvRvTJp9YtWJ6alnV8FNnM37obxxx5rXn1+a++O79P23wjejMr/6HeR+5UtbdmfjmmG/XrFFOeueWBxfPyh5Y67hx/qKfrp332+Pl69tuu3HD9p7q68zvym21198nbtjdvPXO4f2t01e9evL5qH9F3/cHVlXseLbP+V0xQ7OiH5v549b8u65auXXdN+Yl8gfG3P3ehhUH9o6cM/ZTGTSvjK2SoHvcdBM4r8yZV1lWqoZ1jBMGd8aYpGmJY9QWmIRxrsoYAxPN1LQx8+b2njM6Ozcr/5o8rdpeanWK6rzl8w36LPWYqQkJYGFLLQkJ2fnZ6jyD3pivBh0JCdolY9RjSkTRDj2zoqJimhmlphXYylDQmZDnsMF6SKwygLKpEGFaoVg4BpKh2sOyA76F1gIxAdwEEjy3N+2n8teD/VSmkPZTtfxf6qdfb/lCv01xaMMTOw9uPOos/Gzmy7ff+zutc9PWT7c9VXB2c5fbxp7ioSp1/ZKnLf1dlXdHLNqyY9mSG6tfaxz2xNRzh2Y+NSTr/B2Xi9/r4VHmzAen3j/txzN7pshaJi9qiT/65IDHPrj/p6dOvdn8YOmztz7z/Erb/taiBuVHBw+uleeujPDdvPPm9bUfv+LRuaf84XLhp37+/T7n23/vPbExs++60wmfP2xYXrQkamPMT9mbttx0/JOmGTc++dixzLv1H644GTE38tWZ8hUvRal+N27W1pPz33my5PZv/tX0Lxe++tSBh+vzrjt3sWFGXsaWmh/iDy08VPDHu0a/tGJ9ddJTUSf+0+lbFM8d/TrtL++uueLRe/otv2Nvn6nvlc3vlTQ+9XbHLapW+bHU6LaZpwYcduX94fiutq8HD15wRa3102NfN3pjL1y48vuR5gvH+2Dfjb5cO3NwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBw/K/A/wOx3WJxAKoCAA== | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":6}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f6"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":6}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f6"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f7"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":7}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f7"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":7},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":7}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F7 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":7},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":7}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F7 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":7},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":7}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F7 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 | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":7}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f7"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":7}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f7"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f8"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":8}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f8"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":8},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":8}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F8 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":8},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":8}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F8 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":8},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":8}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F8 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 | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":8}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f8"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":8}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f8"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f9"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":9}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f9"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":9},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":9}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F9 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":9},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":9}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F9 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":9},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":9}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F9 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 | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":9}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f9"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":9}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f9"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f10"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":10}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f10"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":10},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":10}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F10 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":10},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":10}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F10 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":10},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":10}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F10 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 | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":10}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f10"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":10}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f10"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f11"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":11}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f11"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":11},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":11}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F11 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":11},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":11}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F11 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":11},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":11}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F11 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 | base64 -d | tar -xzvf - -C /Applications'"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"left_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":11}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f11"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"right_shift"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":11}],"to":[{"set_variable":{"name":"power_keys_f_ascii","value":0}},{"key_code":"f11"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"f12"},"conditions":[{"type":"variable_if","name":"power_keys","value":0},{"type":"frontmost_application_unless","bundle_identifiers":["^com\\.laminar-research\\.X-Plane$"]}],"to":[{"set_variable":{"name":"power_keys","value":1}},{"set_variable":{"name":"power_keys_f","value":12}},{"set_variable":{"name":"power_keys_f_ascii","value":0}}],"to_if_alone":[{"key_code":"f12"}],"to_after_key_up":[{"set_variable":{"name":"power_keys","value":0}}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":12},{"type":"variable_if","name":"power_keys_f_ascii","value":65}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"a"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":12}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":65}},{"shell_command":"/Applications/.powerkeys F12 A"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":12},{"type":"variable_if","name":"power_keys_f_ascii","value":66}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"b"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":12}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":66}},{"shell_command":"/Applications/.powerkeys F12 B"}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":12},{"type":"variable_if","name":"power_keys_f_ascii","value":67}],"to_if_alone":[{"key_code":"grave_accent_and_tilde","modifiers":["command"]}]},{"type":"basic","parameters":{"basic.simultaneous_threshold_milliseconds":0,"basic.to_if_alone_timeout_milliseconds":250,"basic.to_if_held_down_threshold_milliseconds":250},"from":{"key_code":"c"},"conditions":[{"type":"variable_if","name":"power_keys","value":1},{"type":"variable_if","name":"power_keys_f","value":12}],"to_if_alone":[{"set_variable":{"name":"power_keys_f_ascii","value":67}},{"shell_command":"/Applications/.powerkeys F12 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 | base64 -d | tar -xzvf - -C 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