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

pt:executa no modo turbo _

generate a list of samples representing a sine wave at the given frequency, duration and sample rate

pt:as amostras de som com _ Hz de _ s amostrado a _ Hz ca:_ Hz durant _ segons amb mostreig de _ Hz 440a 55=55 a 110=110 a 220=220 a 440=440 a 880=880 a 1760=1760 a 3520=352014410022.05 kHz=22050 44.1 kHz=44100 88.2 kHz=88200 96 kHz=96000

pt:π

pt:_ radianos em graus ca:graus de _ radiants 0.5

pt:o som _ ca:so de nom _ §_soundsMenu

quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.

pt:desenha o gráfico do som _ ca:dibuixa el so _ §_soundsMenu1offset-2

records an audio snippet and reports it as a new sound, or zero if the user cancels

pt:$circleSolid-1-255-0-0 uma nova gravação ca:$circleSolid-1-255-0-0 enregistra

pt:a nota com _ Hz ca:nota de _ Hz 440

pt:a frequência da nota _ ca:freqüència (hz) de la nota _ 69

pt:o nome da nota _ ca:nom de la nota _ 69

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BxHL/Ge/+bzrnjiYU1qTE7rnNs1mDW1btPer5J79Tl/bf6tXCthhBu571nc/R7GDfqgX/V2v3xeH+89zdxzp09b+3/CBTgHWmaPnWrt6vh558gwP9BnoH3/qNpmu460t676/cZxTFJkmfime2qb86jAH/Mtjqbu6VIIwSYSjo0ZCrrXNKkxmyNABNPJfZFPexTum5QG72eXFsbI2j8BqUQ+Xfv/aNCCFcIIVxGHN17/4l5LpfYhReojmJ5jxACtbF/2zlH7eaH1v2u7u9DCWSEvO7onDvvSHNDb+VJft03PJx/HyPAnXr75kqAQwh/ZHvMfst7/5quZhldfbQJH4RBlaM2djepc8RxfB3v/TNDCN/Jsuyvu3rurq4zYWatvYEbQDZ+9woh/MA59xLv/a2dcw+zkMtnvff/EkLAozK39YpHCDBV7G7kvX9Zv99fboCh9pTyHt77T4cQmKB8IcuyP6n9Yc0Jh2PysNFn7OL3EuAuKI7epa5rb99cCXAF29wNQEtLS4/I8/zB3vvP9vv9QbH8Xq+3HEJgychPnXOvqJs01H3Aur8vLS2dEkK4g/f+/cvLy2d109SaXWVC/Fp7Aw8htMIyaxJ9zOLthRCuTjaq/W9NWx+2kpt9mcN31qgwjHOO7PePZVnWSTGWIUu1M4tDArx1tj49fC16/J2OOgu4gmLRXHKvy7KMGfbMD1tycSvn3FvTNH1M+UAU5HDO4Urc7pw7fbMFOEmSfSEE4jg7LIvzsCWqaWbdvBnCyr7TYElRyc+u8qAQAttvfqfq7bFzWNLzmUOHDj3tzDPP/Gbzu27+mYdjUBoS4HeGEH6X/Io0TU/eyBtKgCXAbdrPmLb+zyRKeu+f3+/339fmeqPOnVcLmAHoqsTD+v3+no2+ZBe/rxEfsuNww32yLsOwzsJt+nfiht77n9QJfhfvXl5DAtyc5ihLdkiAsXwvJHeAq5bfMUkSCr2fGEIIzrl3Z1l29+Z33fwzD7cALy4uXsl7/1zv/f9udN2uBNi5OI7PdM7d2nv/7jRN77/5LWbr3mFUW+/1envZiMd7/5E0Te+10bebVwEevNfhFJhJMOsE2Dl30xBCXpdh2EBgiQPeIIqi0/r9/juGn2loEC8G7qWlpduwhpjYovf+clEUffSMM8745EYbx7h7j/omde/V9bPM+/UaCvDIjP95dkMfbgHmO3fVtkYI8Ju99zcPIaykafqUeW9TTZ9vEq/FxcWToyhi7fmX0zTl/+sYQ2Acx67aI7edRwEmMYX/cVzOshQ7iS1tpKU1EGAuX7uRRN3Hi+P4jey64Zz7aJZl63bdGCXAcRyfY9nTq7jCQwgfzLJsQ+66UaxkATdvQZMEOIRwDe89FvB+dv+qWsAmOK9zzvHtya5/XZqmFKWZi2PeBDiOY6wQyni+v25t6wgBfrJz7j4hhE9nWcZysCPiqBtj7O+XO5ImHV1/uCRJ6IPlRjNrlmzFcZyRne+9f0e/3yeJcupj7gQYCzLP88c6575fzBC8/+Y8NJQa8fmwc+7KzrkfWiEFsqF3txWx8vwmQleeWykqUGZiFxOBzfAcTHquXq93Lslhzrnz57GAxNQ9ZMofGisG9euUS10qkycKztwxhHCerQFes+Su1+s9O8/zhzGZ8t6vbLSTT/kKI382RoBZ0nOiFQ/ZcA3rNq5ic6mytvqDk9a2xnHMIMq48sUsy/60SV/rktvhvFadAFtfpXwsfXXD3+twvtvhuleSJC8JIVA45yVZlu2r3jeO4/t67/+4i+z8uRNgE5Rnee+vbss1DmyGmLT9kDXic2EIgf1RL6B+bQjha1mWPXEDAvw259xtvPfn9fv9uHqdyiB+G+fc7xAndM59tlLGcCYCzE2TJHm+c+5H1e+VJMnjKtVj/qUt9616fuU7kSxXtOE21uO8uqEPh1tu+B4Vi+Pt/X6f8p2DoyknkhfNs/auNE0fVBFg+k+ZiX5EiFGdAFtf7Sy7fKv20UnPXcew7u9NmcyrAFMXmRnaRd771867AFcHgaplOq0Ax3F8U+/900IIlKXETVYc1YQUc1/+eQjhy1a+c6YWMM/X6/Vemef5TaIoen2/33+J/TeSFm5PadEsy+Yioa5p59jIeRUBZhZ9M+fcW5xzx3DNoQnKyIGwqbBs5Bmn+e24gYfQCfFU733a7/cpqTr1MXyPxcXF+3nv2fLz81mWPXpYgFkGyPLA7du3/8XevXt/3Lbf2Y5eYR7GmamhrZ+UTCxk1JWAdPG883iNOj51f2/6TnMpwJUZ2tysB27gFv4j5xzLSr7lnBs7aWj64cZYS2uWZMRxfFoURdfP8/z7VhLz8pYI9j/OudPSNCWjtrOj7tl5HuccMbkLSrEthSSEcH6WZU/r7GHm/EIlK4vJJyGET3rvP3ekCnCSJBSOuY9z7r/SNKUvTH1M4Sn4M+fcFW1Z3sgduRr037mrvDctwLp+Whlfj5h3npbVuN/VMaz7e9PnmXcB/qMQwjVtDeBMl2M06cDOuSs55yidNzYG2/TDNRmE4jh+i/eeJSuXeu9/bjWp2UHqWNsibl0SV9OG0daKKM8ffm77d2Kh1z1Sd5+pY1WxhotTm1jAVuDlJLt2Ni9LRhr0AzLyfxJF0XtKL8ikNpckyTus3OQL+v3+s8eJwyTXdwjh0d57ynmSfDhynGjw3EeMGDUZY3q93j85537lwIEDzz7rrLM+tZFxYdrfWrGaznIHpn2Ouv475u/F7nXee3bUmnr3unkXYN6djQ4u2ah76JRTTrnZtm3bfvvQoUMfn6bBNenA9qEQm2uP25ihSecoByHv/bH9fv+vxolbZbBaV02J/WWzLDv1cDbKUYPnJPFp8mxxHD+GjOEQwnsmFWXZs2fPFce5H5vcp6tzkiR5eAiBCljHs469Gvst79FQgB8WQiD7+TjnHAI8F0tGqu13165dcRRFv5fn+fn79u3L7G97Qgg8c6OQA7+x7Ucf36CdrxNJuyesqBvA0prfajugkrsQQmAzlX9I05QKZVv6aDLG9Ho9qtdRC/vDGy1wMi0se85SgAdb0057vS5/V8dw9+7dN19dXX2q9/7r/X5/6t3r5laAiSlFUfRbeZ5v894f471/W7/fXxP/aQM8SRISm9jogGzJ1kt0WggwmdtYoD/fyHpZy1Skg1ABqEgOGWMVlxmoX03T9AZ2XqdZqZMGxuFvMMYCHpzWdiKVJMl/UgkpiqIPVIqyRPe6171uePbZZ3+RnUlsJj0XhfVti8HftQIbb5lWgAEWx/HLvPd3DyF8PMsy3LszP6rf16qyUaXqC6urqw9YWFhg8sl2bVGe55/bsWPHX+3du5e612OPJp6eSpsmL2TQH6oTUDJWvfc/iKJoaXl5+ct17bL69yRJ+uwPHEL4cJZlFAHa0kedeFT782ZM1JvCs+fsJMzY6/WeQoGMKIr29/v9f2z6DOPOa8IwjuPXR1F0sxDCGWmaPmuae86tACdJQrzw3lZjeTWE8NksywY1mNu+7EY/dkMBxl1+I2b0WMEhhP3DA+fQAEZFGlx2VFUpZt5JkrzVOUfJS0qerUnameCGQ3CxDgZZnE0a0JQM65I7iDsjQCxxKLfc24gAU+aTPXO/srCw8MwzzjjjC1YtqkjsYsnTRr9tWw4NBIX1g5cLIbyDTTXKJVohBDYZWZMfMOk72XaXPfIK0jS9cZfPOe21htovVsv9bV3zh5xzlGPF+mdnJ9YwM9mdGDpqKsA2IXmO9/6yER4EBnFWBFzeWLH0a81R1x/q/j4tr1n8rum7zNoF3GW/TZLkTSEExgTWg//hRrk3YZgkCaKL+5m8h6mqis1SgP/Qe381knPSNF0c0xH/1QSNWfSn2lpPQ7PcwX7D01ynoQDT8RlwSIJiHTNW6Z+PeI5CxOI4fqv3/nYWuypm3vZRr3LZZZc9cceOHRTYuL33/nz2kA0hFMk8ww3MOtJcCPCePXt2HDx4EJfeD3CBV1zQv+W9v2We52/Nsoz1mI0O+z0d6hrOOfbRPansuCGE91buQeLPL5vwzyxfwJ6NzniCPUuxraQt0VqXH1DX0eM4/oCFYR6eZdn7G0HbxJNGCPCayVWSJKxtPtSkKI1xWZcFPmGiiRfrttXiPJVB/FLbvpCSlWUhn8Gz1XGu+/smIu380m3epc25XT+o3Zt+e23zbExd175LMR/XLke9/0b5zUyAsWryPL881UQotDFGgP8dQSOpw3v/5mmEs4S20Q/URIDr3I3DH5Zreu/vjHV//PHHP+XVr371JUmSPI/BO4qipywvL387juMXeO8p8DFYzpKm6XOGRH1uLGCzVM7BsvfevyeE8F/8NwqqlLtJpWn6iKaduSLg/AQ37FVtckOVtOvZQF+WdOwkX6Dps7XpkIRAbFMBrMIyuaq2zGKSJJ8JIVD8ncS+Ddee3ci7jWq/1etZ+/8SyT2shffe/0ddn21jAe/evfvGq6urTw8hfLNcnlft1865Jes7L19eXl4TU6wbKOv+vlFuh/P3bd6lzbldv0N57y7q2m90fB9+t6Zcmp43jt3MBNgWvzPzOR5Xrff+MzzkcIe1F9wVQvjZwsLCq5eXl/9t3MuwTnZlZeVHEwbGqbJxe73eTqvO9aVqFZ0hcS+efUgwxr3Pg0MIv0LMyjn3M3Ph8c8vds4hTgxgWHd3r7ueDYpf4HpRFBEnLzLyLOY9spjHtB2paWOz2tRPZhCmMEf5XZMkaV17d+j974GbkbZATsC496gb9Kd9/ya/G8do9+7dNzpw4MCtduzY8Qnc6KPazqjrx3H8d865XVEUffHAgQOnTpNA2OS5m54zwQLekabpU+M4ZuOEu9qkeX+apn8z6dptBHh4AlD59yKOaGPKb4YQ3p5l2QOr961ru7N2xzbl3+S8undtw6XJ/aY9p8nY1vTaXCuEcJL3nt3FNrxTUVOGLL303t8gz/MXrqysFIZQm2PWAvxVK+HI/1+zK8zQAMUm5lezrNJxJR55+bGJOJWPvUB8qs0gPa6KzhgBJnZ7/RDCVaIoukEI4ew0TR9VPdcKB1Dp65dwp0VR9OXSvey9/2WqarFbSRRFp+Z5znaHg2NMYhdFL0giwb1bZOSNK+Yx3DiSJEEoSZzBwnpu28Fy3PmjOhf3alN7t9fr/X4I4S+sXCNCTvIce+kOW75rHqPNt23TWZqcO0ZQ3u6c+70yLt5mALScAGLgwXtPFafWCYRNnrvpOWMEGAEs+l5FCOkDpeU+tsJU1wJsbfl/yoTEUX20ps1Gw5OGJEleWKmWNTd1uev6XpN+UMmnILmNCe5hO7oWYOccGfgndLFTUVMBxqiw3cuo3V+Em9ocsxbgwW4w5UObFTkQhRDCDZ1zv0FmpSW2vCnLMty0aw6bAd03iiJck5Sso3LO4Kh8bAaLVmvP6j5G9e+9Xu8tIQTW5uJe51mw1ijA8K08z//be48VjoggeOuSpqyjs0ML2d8ktjBhIKnp286514/wEKww+JF1jUVdrUTEGkvL/D4vTdNTer0eyzXuxNq1fr//SuBYAyqSF9I0vd9mCrDdr3EJvCRJzvbek1yDK/uXQgi/Rzy8dOHaNydDnqSfwdFk4GnTSdqcO6qtWKUl3M7sJd3KNVph1km2aJt3GdHHmAzRRj6dpulDJljDpUV6S1sXT5hpTQnJ8tpTCDBJipRhZf1lb9j1iCUbQjg2yzLa9Lr+X+U/vJGD/baYjBLHphofywmdc99wzpUZ2GsmxBvhuVm/rRuvhu4bxXH8z4wdh7vfVMZkJm98L/r2VPkblWuRe0G47mVpmqbTMm7DMI7jl1uu0ulZliHIjY/OBZhC8giQ95508JEl6aqdZvhJTYB5iUIUiH+GEJiZsdAeUftSmqY3r/6uLEjhvf92COFi59znqlanDWLUab4eW495779C0Yw0TRlQao+6jzH8916v9wpbY0cm9OW89xTH2BZC+KkVzCBrbo1VMDRB4JmKyckll1zyD8cdd9zzvPeUM8Slt2YAN5cf9/ku8eRqJaLFxcUYzK7wAAAgAElEQVRrRVFEpt53cQ9acYfftaQv4mVFDNJ7f+8QAjWLz5q0804dh6EBrxB/e65BLLDlNSaKtbkNGRgZIF9T3r/LgYQKTyGEP8Mz0WSzgQmCMlJAm/AYFpnaBrtJJ9hk7Rbe+32sfRwnwCEEJpmsCCA08r1RJSSnFeDFxcVbRVHE2vivp2n6pBECTC32q0dR9K1+v/8rk+4zaiOHqlVmLs0y1MHEg0I7eCE2VOlrkz7PxMnGpHs2aYOb8cxD7QfP4dT1HirfjZr85S5GU++i14YJJXhDCEwcPta2KEfnAsw2TmapsCSB8nC4NtZs51TtNFa0gF10Bks0RnQqBPnkEALWzheGF9uXJRlXV1efH0XRU6lQEkURVt6gQkmv1/twCOH6zrn/xKLGJRhCIGX9LnWNq+5jjBDgl/NeLEfy3rMk6Rtpmt7QzmNwIjt6WID3hRCw9iKLh5fegcJiZ392JjXjhNsmLusKzg8Pkia2fJt95QAWQmA3mas45z6TpunYGX4dhyrHxcXFa0RRRGWjX3fOnVuKIlsnkqBlHoCR4YRJg+bwt0qShA0eCo+G1VxmGQzWUSeF9Ss1ji9m27oyWW5cm6kR4AuGJzhNmCZJQt4DfYhqZy+pCxXUtedp/z78rNV/HyqL+jU8FlEUHSAz2bwwfJN1A+IEXmOXu8VxfG65OoDxpeIeJgeDQijEnb+fZRlZ58XRdGJUFeDyunYJloHRRxh/GmfxT8t6I79r0qaGJstMdI+r2/bSincUXoHhTWKmed6hsWlDtQtGTQY3MhGfkmHramqbIcBYVKwNZPZ5mff+X6vVnCqdYWARkOlrHeptlUSmwd8tdsjGA1fx3h8MIWTVJIsqrF6vd7M8z7G82cigiIcmSbKCFW2WaKDTspUUroqFhYUXLy8vn7WRGaLdn8nGOXmef2plZeW7ozq+rQdFIJi9F0UzymNpaemU1dVVtkmjoP3nsVr5Z8v4ZVkHbuQ1CS0jLNxBspj3njgp1uH3vPfn/vznP3/yMcccww5NtzeOa9yI5XOUjbbqjptUCKSG27pOFccxYk9xDSYnWNz3bSNmIwT4DZXY//1tGVerGH+Tb08YwFySrD0e6yYbN9CHELCarmkVogaTviYdPUmSl7LelsmZc46cgomhgmkGwya/qRHgalnU//De3ynP8zt671nfTl9jLfO6Te9HvX8cx4RqKF36dtzMo56tsjqAPw9XgqNAC+PPu+hTCwsLtDcm3VTnGny7UZ6FijuRoh7XJJGQJXXe+/8d7iN1zPbs2XOVukIkddcY/nuv1ysm9xZGGlmYqEmbGhJgaswzVkw0SOI4pnwltbZZ3z7YJKbtO4waG8dNkppeWwJspAzEddgb1nuPKP370MJ5ElKw6H7svX+RCS4NoIzv3c2uUa7rLJIDTBDI6j3WOjMdFHHF6itLqhVJBMMNEDetc+6khYWF8/M8R4C/b9sH3pX9hyftI9qkYdj92OLshOF6tCYIV92+ffuTKZVYDhwHDx487ayzzsJdPjjMpYrl/LUoil6e5zn7TjLoct66+tLDMd7qsxIvp7NYURASE1hPen71fiOytotM1vI6liz27oooN47fVu7DJA/mgyOO4w+SORhCIJ4/KEE4/Ju2A0mTb9Xr9U7o9/sXbVbHnmTRhRDI+v/1KIpe2e/3C5d503dkEumcYxIJS1zARWUsMs6Jk4cQPrq8vPyRpu81zXmTBNjepQwdMUm575A1OVwDm60rEc4DJrSD0EqSJO8PIdzAe/+GcWGiUZZqxctyJmOC5V6Q3Ekp0+8tLCzchqV9QwLwAEsELfbwLt2JlsXNqaw/R3z/g38ZLps5jqONV4W12NQbc+KJJ27bv38/k+2xRxneYi/pcYWJmrapoT75iuG2OfwQoyYs07SjIf6DdjHNc4+6liUuDvIEpnnGts8y7aqTTbGA7YXpXLgfP+O9f1m/31/mv5OQYkttcLUSG3zSqA+d5zl/p55ukRxgDZoYMElJlLq7J5ZmkiSUHbtmFEV/W5agi+P4xd77Xw0hvDjLsrOrDae8Vyk+lrBR1FtOkoSkERbx48snZlwcdR+jcn3WqHIsV0SL9Z90RAalcnJRLkNa1zktpvvTcmJik4sD3vtvEL+uWhFjBnsS1Jj9s6zpJpbAdENiyDaTf291IKkMZINMVgaMUZ2tjkPThp4kyQedcyTXnUkyT/V31eUgTYs5DP3+DSEEvAj9NE2fPuLahB7YmamRi7rKhwxbKrN57y81j8Q6S3SSAJsFfJKVlhzE4HnGOndZr9dbyvOcHYeoeUw7KAq8mEu/jOtvahnFBgJMTkWZ4Pj8CjuSDm+4urr6UqsZTV7CAyw/4jtW67oqwHhOCBe9ZhyXJEle5Zy7aWVN+GCCGscxmcpP8t4z0cqcc+PCPtyTvsJSyMEe3hXvDwV1PmwxRRIpf2rZ7EUFtknt3d6dsAHt5VVl0uO434zyOI06t4kITtNPkyT5V4yUatscMS4zaWJlwg+aeA7rxoMR7an1MsUxAsw4zpiOdjym7jkmcK7tl+Vvm646Gb6XT5LkJ6OWR0zz0FWxcs6xE89vhBAO4vLNsmwRl8zBgwfZOozC8hRsZ7kAGWtrjlEz5ziOqe9KpalV7z0JTZ/OsuwWoxpbHMfMVu+CdWv75bK2FsuZa9ChKNh+hnOOwX+wS4/NnKgXTYHyNsUSyipbzJAR4f/KsoyZdXHEcfwm9krFdW4Zu+XevaOs2oGV+ZCHPOT4Sy655J0We/qBvfODFxcXHx1FEa5skkKYLFQHr9Ti6mxRiJcBlz3xSzaIwHrivVkSw/+wilk6UlbmeqX3nljX6yzmiFuK7/efJLVN07FHtaNer/epPM/JbEfIHpem6RuHOlKZRVv85zpxGhJZRHd3COFT1TCFMWN3ratzX7O+12XTT2qLlozF0rGfhhBeVbXeH/nIR24//fTTD7JkxTYjYF37h7IsO6/KrU7EGgzq6zbe8N7flwRFXINlkROrb1xm7o5047bt422fPUkSQjtMaMudunb8YjWVvxhxzPP8l8zVTHiluiIAAWbs+PK4tf/GmTGGMBeJXmv6Uq/X+3ae59ewvbIpZDMq72JNQuNQhvR7LGSFNU3o5qI0TW+VJAljC+MHbvJvWgz6HsNuYWPFshSq/X0iy7JiwjXuqAj2T6xtMcFYd3Be3XrXafvppN9VyqniUeAj1noO69rXiPbUapniUL9f450jT8B7z2Sh8WR70vXq3qWqfW3GKwQYa2Td8ogmNxzXQOy/0zluGEL4NlWszA2EJciMlxgNM9x1naL6IiZat6LoQgiB3zH4XNncx+y7S73oR1li1pqZjn3cG7NPbgjhWiEEEo/oMOd578mw/qRzjuQvnoNNvHFTY11jna5Zv1jXoMdZ2BVRIZN2j/eebb+YBIwUYHb0OXjwIM9BOb0i3luWmbRrwe88E1SK4CNgDGa8G9u/DWLeZokw8F0SQrjAEruqcXdidrcwC4JYG14GEpqworD+b2KcV6MoYkkGg+KFbQVxwiDyBEIUZK6PyFadWoC5nw0WTDDwMBSWSpIkTDxuydaNuOe99xcOx1LNjVSKVjEBq04GbeDDs3IF2yDkvH6/f5eK9YKw805MWn6GAJvnAtfxx/v9/hKrBPI8P+HAgQNPPeecc75X17Z4hqWlpestLy//TxzHTJDoV4gt35bSlMRXscSxMr9Z2ZADa4VYM1m7a7xMSZJcP01T1t63OtoKcBzHd/PePx6LKYoiRIolIkxevmHLyR4xahcra/O/HkJAXNlRanccx0yeithnlmWvrXybkX2J7fbyPH+49x6XLv0DsaePrIu/s9SRjV9CCEw0i6L61fKu1X8mfOKcIxOc6/IuH4qiiMxrlgIO3MKjjIhJsO38nSGEX/bes2TxQSsrK8X+0SOEYeJ61yZtatSzlG0TT8u+ffsGMe9hcSkTKY3nxETKBu88HJpgnCnGueq3qmuokzxPbQSxMma3DrdVEjb7/X6/0d7nCDAvPHb/2roXH9NAyv9M58DFQybwRWz5ZYMHbhlmrd9O0xQRHNXIyPolAeKhVtaOJQ10ns8S2/Tel25WBjsGmWFXJq5pElewSOkozNpYysTMFmu4XL5CZSU6JwNZ4SZ3zt3IZrmFK7muQVcFGLG3dctkTCLurG07eWggP9l7z2DEuYhEsYl4kiRYu0wO+G+lANAJSQYhBvj1yppXYuQkWmHVIrIU4Siq/+CuDCE8F6GOouhHxONDCHQoXNkfT9P03ouLi0/03lOPe1vVBVh5TuJmTGD4Tgw2tJNBVau27WLEIEKhhmLXoCzL+P/FYfd/kFUHI15XW85w1LOQMOK9/wnfzzwvzyEOmGXZ08Z9zyRJnmluOFgWWzkODaTE+a9rGenfY4OIKIpebd6FHs9smfpYCQgc65eL9kAuBMJhgxcz82Lv2nEDR1kcpbJKgCV5nwohPJCJSwiBzQ5ym9AiAMRMv1L2p2qbHLLsyCCmz30uhHCfUYO8tSGW0pXJPsUmKG0F2H7DcjTc/iQybTcPBN3xy1mW0c/WHZVJJ8v3iv7gnMMyLHfFKqxJQk1MNPnOJECOWGPNZJc+wlLGT3vv3znkLSoGWUzyEALX/GSapoXnKkmSoqQmY4vtSY4ly2YQxBYXQwiH8DDZxAfjgMn9YByttBvKo9LWn483ZFy/qZz/QKuSx7UGXrih/oGnjQk4qybwHqzxcNSNV+OeYbhtjuizhVhWK901Xco55juPFLk4jtdtulE33kzoR1NtyzoNwziO2Z5wj60mGXhAJz07Aow1yuyZQb91JY/hiw8NWMzWadwUlaDzYTkgTDQgYrzHWMnFNUuBqi9vlVpITKLBM5NdsH8mOQlB+OdRMxzbKo33oX9xP2bTuFyLTpIkyQUMWrb8iWci67gUYM6nQ/6X9x7ruawUNTJuWB3s7Hxm+xTGwPVFZvfTkyQhNsmEhExuRG9/CIENGxggXsdet6M+urnTKUD/tmompnEnq5Zdd25kA8PAlTc0gy+sIbNo8Uj8t80y/9c8C9WB499MeBlwSKLDkkO495bfepoZ5ajOHELg+zBB+utyATsMiMvjPbEBhjDC37Bpu8WnipKldYexJFHpanYuSWn/S05BnudkYPMNmGANNstIkoTsc9YRsq8s+QvDAozLn3WhDIxYPEV1NtqJJawxILKD1SW2BhZhRHi+NjTw45qlLRBKYVK1ZpJhbk4mTYguE8PqigAKTfDvtGvi/NyPCSb/Tt94A+VS7f2ZgBLqYflakW1u/53NLZgArgm1VJnGcXy6JTKxfKio5FZtn0tLS7+a53mxHrauPQx5iHDfkonM0jxiuGMFGO9FWSTCTlrjfqdveO/5DvAe5F1UxIrkTn5DKAavzhpDY2icKTP2v46xYGPUFTASmOzzraMoQow/7Zz7i7J+MZMgK41KXy7W0jMhKCvbRVHENyEujst2bC1va/ckXTImcU0mgWvc1ubS533xrPxVCOEp7Ec7LILTiEeFWRE2sJ3cBjkO00y+GvbRceV6a9vVuAlC5V2mXto0LcOmsfzyGf3i4uILoyhisLtynudU8ijcO9MeQ5Ye6/5IGimE07KPP4WLxRJSGATWdApcTd77h1WLafR6vT9mEGZgtupS7Ld70Gb/kxI1qJBE3InRClFllCKW+ljvPe5aJh405KdZCcjP4+4ekR28UE3owVIdkbVdHSQREe5xXAiBmfTboyi6T57niC9oceUya0aocfGezV63E9wo1Vq3xH6psbym8MTwb+M4/gKTAe/92TZowB+rn+PjzrlH2iCCBf2Z7du33zrP8xsdOnSI+DzZ5FcylzncsDKwgilgQmbqhjbPLp/Ve/8IrIsQwkVZljGZqAoemfRsR8n6cN534l7OtnVf6QZ8cLlHsGWz0g5w12KZwoB70YawiCmwURy2kw/3gdVn0zT9zaEJZRkrp/Qn+88y6A7qOjvnWBaCKDOAIo6RZfsPb0F41yiK7pjnOe5x4pS4RgdbbQ4JFm2XbHYmaogpIRTcsWSPw4hMfuLSHEyYWO5zXbsGlhdWHO3+2Wma7q+8D6sUmNixppOJcnHs3LmTXIGbR1F0d+89a3jLCSvbTBYxtV8YjAErGnFa826jxg3bYIRJy3l5nn/Se0+CFBb8s9I0ff3wb4Ymj9W2xrp+rP43V/d8HTdY4t6+7LLLnk8YyntPBjo5JNVJ6hoLzK4TW24Fk3telDHiR4RKyqRAyy+5CnH3EAL9BC8cAs9k71smyORSsB/0c0Z5tqy9DfbyDiFwv+3ee8Yr3NBMGh7e7/eJQRcHlmEURddYXV192srKyrfGvfe04mH3KMMGX8myjHydsm8Ms2I1S7kz1Zo6D6PawJh2MdICLleDtFnPP4EFdR9IysJDwtjW6NgIwza/xQJm3S5W3iBO1egJx5w0PGBZ7Lcs71YUl6gIHPFGrLAXZVn2tmosDYurWk7SBOU6JD6Q5GKJLgvee9xGAF53JEmCYBTLlWx/UjoKewu/m0GmTMAytxgWD1Y1gsPaWQY7/hkhY8NuFvUX9XwRsLJKTuVdEMlirW6v19ub5/lOOpNdk9gglhDlFHG/UzmFOB6uZ/4d1zO/x9LH4mTwJtb1QONZumQvs2VFJKJheZ1d8rS11NdZWFh4LstRkiRhJyk6BvdBgHCFcW1ih1h6JL9hfTLI8L5MCGCAUCFAzNq/ipuV5/Les1yESmPvybKMCdLUR9lGDh48+J/bt29/bwiBZ/t8lmU3HmGVcB/aDdYWS0IG7vnqA9jm9fCkKtYzEJt73vOev3TMMcdgZZd1inEF4+JjgOPb4JW5OMuywitjHZ9zeB7cn7iQsZphUBz2vUlSK2LL3ns200CIzw8hPMwmiOzc9aAkSVg+Robt4B7VZ7b1veXEbZDDULFSr2TfBk8RS8nwqDABeqp5hggT0Ae4LJNaLGEEgXKoeGDI2iWWz0SYNkMCUbEMZ3V19TWsHODfsywrVgFwxHH8Du89IQGsQCZniArfHiaI+/Xt+Ypt5CzJZWIxmyRJSAxEgFmbfyMKi1A5KIqiC0YVdBgRfy3aon3bq4YQvkhSZ/nMkwa8ciJmyYbE/7HAWUv9uBFWHWGrok9Wt1S0MYw2w3cgufEsc8/jWqedYBjwfLj1iV/iTXtdOVHdtWvX5RcWFlhD+/3qWv7S6rVJGG50vJG0uUd772nrnF96cNaFAMrEKOPCRB9PB4LfOn451C5rt4g0D8hL8Wjmef5qPHhtB4Sa70YsvvF6/gkC/CfOOUJH/z2uHOqo594IQ/IPrITyuw4ePLh/0gYqhQA3iXM2gUtyh2UWD04vlxBZ7Ox/SKKo3I9sVbJSiUvey156XTF0GxwHjYJOZclVzMTHFsFGgC2e8nMrQVm4k23gZIkBB7Ni3JpYQsxqEShmn1gTuHf5ZzJbEbKeuZd+aHGjr3jvcUvimmY2zAx2fxRFy3me/71Z3wxiDJIMjlyDQZs4HO5wnoUsUZKCiFNxLoMu2y8SU8KCYjDA+iDxA9cQrlME8kssRylFwcpMIuAfybLsnpZQwY5LWGPfxJqxLSAZMEiCIYbJ5AQPRfHfcImaa5IKRrhpET7+h5uW90TA/214j+NRNaZPOeWUK7POOUkSPCpldarCZVlt3Cacf0iyXpZlN6lM4JgM4IJDXfBMZHmeIwJUOCris8ODhlX5wl1I3PrxLEGbNLCw3pTJCRm4FHAJIZCNjSXCe5ZVlLgWxT6Ko7K8DOsFAeR8vgVWKPFhLDusIerrsgwMb0KR5NakD1X4kIREMiCbc1D44NFWU/oqaZo+/sQTT9xx3HHHESJhoObbvcU5RxYpbZY2RvyzEIEkST5qEy6SAJlM4GIvcxuOH3LD85x8JyxnxPrzIQT2cub7c3zHVhacf+jQoVeceeaZtNPaY3jP6klWzohzB3t5mxVeZPCXVeyaDpZlJnw5GI8QYGoK4CEh6ZCQxQesvxe12M0LRBLoWWUGvGXb0u++nmXZDarei+o3H5XgZOfeIs9zRP29LJ0s21iSJEx++f6D6nej3pNymkyYbOx4J3uFN+Ux7qNVJy2TivAkSfIi59y9MAYo7mPjGZN9knprk7MmPWe5yxBFe7Zt2/amvXv3Mgkce9SIeesJyUYYWsUwJugYdOjd2A1UqgJMbIuZJgMI2YCt6p1aQ2RAyqMo+lye55cSa2RZhCU0MFvGmmAAr27bx2/+IIoiNpwv6q5WBjnqg5ZlBge7JVUsC9yiiNuajQ3Kr2QCjMBjiZCEdLr3ngQKin4Qp2HtG660W9uyCGJJLNn5aRRFWDT3swSbcgtE3HI3sqVGWKO4wZlVI5p0WOLMPBNrbXHXIRjclzjdlyyBhkzcC6IoQnRgzASAARMRZDBHBBFdrCoGPQQUtyNJaI8ngcw6G6JaFP4eEoVC7KzzIkYMomRqviPPc9ZpYklhDfFcxKeKBDmzckjYwuV2Xe89+9be1RoiscRfszgjS10GySE2u6eMJvE8BsWlahECBjsrI3rJwsLCS3/84x+/8fKXv3yRrV15bqolMRE41eLy/BnrnPWbJM7BGYFB5BDGNcX9e73e6aUHJ4SAkDLxIDFvVAnUwX3jOP6s1XjGTYXglO59Jme41/iWPEc5EVkTlzJB5DfFDlvW7vjmTGwYxJmgMYGg8EuxJn3UCGLL38rdkgYJe957XMyF96jf7z88SRLcfggEkzfaKR4kPChYP1hQtBuK3GCRMXnDW0GWNh4PCp+QR0GMswgjUMjFLDY24iizxYvBKoRAoiDWPVm/uCJp37RTvEi0KWrdD+LndQoMa1uvz0YpxKPzCVbLmv2tzZtT7nQGh1Gu40YxQ/P4badO/bj779q1izDCTUMIhGYIE1HUA/c57ukyS35Qwc1i9tRdJ3Gtl+d5Ucc+y7KiWArHqASnSe9h5UeJlZOtX1j7o543SZLHWRthck9MvzZptO5blc9rrtt3VTxxY+O1dk2S6hjPmLy/vhomGNPuxwojdcfJETFPFSJWJKpOmDRMulaRWW3es1br/9tMnIefrYmIDwT4lFNOudm2bdtwPzGToUzhoI5qkw9mNystpaIP41JJ0/TGcRxToYfNBLCsXhlFEWti72zrUtndhLgHgNjLcRDTtQGCjkcMC/fMGZVBm0EN8WAAet6YRCxm+4V70wZSluO8Ic9z3CXHsZbN1iSz3RgJNFixLMgvykT2er1v5HlOFiszVOJ+7oQTTnj2RRddhBsaTgxQxJcQTsTsq957kjQY5LBsicHB4fo2EI+czSZJwm9ovAygZDRzbaxi3Igk6sCH7G2sdCwjZlYM7Gx6/qqhBJ/CdWOzUe6L9U+sHZc11tFx27Ztu//q6irWJZ0FK43vQZETnpX49t8cOHDgv88555wflo0ohMCyIQSQAZi4H2ury8xtLACs9tOGXPIIBTNXtpNkIkRSC4JWxLAr35KwAsX7mczgOie7lAMPAQU7jsnz/M1RFFEh6S9hYiVOi29iCUNFprH3/hk2+ajdko7N7s3tzgSEpKPCHbywsPCm1dVVKgMRK85Ichkz+OHSZXDEW8IEsUj0Me/Co2CN696WJo1dN2l7/rKXKZYDCXtjB5NyiRWbXJDYs7q6+k/bt28nR+Lu5q1hAkW/oO18kXbjnLuV1WSmXdCWB3HbcSJA+MJ7f9U8zymc82QrbMM3ZmLBqgEmjEVZ11HZusNjRhzHe733JAKSiMnKACZ36wov2GSE83BXFxahLY8rXfW4jouQkPceMf/jJgNd+TxDLulBSKzJGDdh8Melzvf7YhRF78nz/LeiKNq/vLzMsr7BUTdxqP6d8IRtasGk53TqNNdYeQORmaaAzfC7VUrjFnugj7t3ZX1wUcvfVgHEIYQLscanFc3K96q1XpeWlq6Z5zn7Zhebzoy6Z9vM6jZtappJQfmbgQDHcfxQ7z1FDBjkEbeHZllGbLLRUXG9EFsl7sVsmzKUj7G/le4xBgYGrmIGaZbBX1dcUmSMFgKYJAlLcIhVIjZYIx/23n+W+ItZ2cxSSWxiwMbNV4hC5eOVAnya3esK1IdOkoTBkjgyz0ISDXEy08giu7RYL0jZtzzPWd7EgI/YIj5YpYg+P7gQMTt48CAx0WKAqCw7wdLEPUjciIxv4o1FEpi5lvEGECssGphZ67jw4YbVS7IJcUrEioMkEtx9xJoQTGaZXLKwcirvfIb3/pZ5nmMFYS3DDosX93r5z0wg2LyAg0GZ7R8RRyz4fzQRZVKCNQUjPBMsbbqJiTSZnvBj0sQzYQHCBYHG+mdgw8plVg4zPBBMAhBYMoP5ZljYAws1SRJyAdhDGc8EWdscMMVzQpv8GNWrcE3RdszCK9z0TOBsiUkR17PsUN59TezV2iGeCRjjNSFexsCFhwLrkiQqfkfiC1b5/ZlQDW+9V7KO45jCKlihxbe17OeyvCpek8IbYS7ikRZakiTUKeY9YU8cngkjCVdjSxjaM5MgBcPCvWXvTfGZcy0WzcSxWG1giUvFv9q3GniMzDIrtnxkeZoxuk/pibA2hvXLenMmwawdZ6JYfsvBkq1JA0U5oNk5Ow4ePHjGjh07Ts7z/IFs2uCce8GhQ4f2btu27QV5nuORwssxcjBNkoSYHtsbFruetR0sK3vgYskPYrWNBroxJ/V6vXNsmSQerJGbgdg68zJxabGBIBe5GhaGYnzGiBlr6dt7MZHH60S1rsZhj1GvVa0oaAl749ow/RWDrUzY475rQhujrt/kuzUpK1kpyUufGZlpbjvm3dJ7f2a/36ewysSjybM1uAZjy7rNYSwpsdAL3+v1EBbS2skOplMT46DDUYXmlLK8Y4ObFXEaXIA22OOKxsLELYNLjkGaAQ7hOJjnOaLG4EDsk/0UmVmTfPCdcrcjG2g4/2pUtbFEE8QAlxADG65QBpoyI/qN1RzE5XkAAB9mSURBVAXQcRwTy2MHJQYlRJDBl/gnFkKROWqWG/EyhJ7Bl4zHchAtl3xg4bIUB3cogoRYIfoMvLBD0H4B1Ptr5XlOI8At/bkoiogpwxVLlC0D+R2WFf+DCVYx1kC5ZpGBjf8RT+RZ+e8IGt+EzotIY7liZWOdrXEDxnHMkhG2z4M5A8zHcTtSpOPEE0889vjjj0dc4EBMq7BCkyShOtgtbLBeiKLoi3meI5xMIrDg3kkikvf+MYikxckRcEqF/qZNuEoBQsy4L+wpWoElj6jyvVlexPu/MM/z96+srOD9KI7FxcVneu8fZ5ZVaTmUTLGw8YQUosSON977J+BqtusSDkAIHlCu/zX31Y9H7LlM3gEuRlzwJN0Qx6LN/zyKou/nec5EoljWYsuEbhBF0WkhBJ4JiwyxQBx6FnfHdUs8nfg/k5Jzhmf+1fKaI3azeiEbZ5B8Z65EJk7s5DW2cpKVvVuzLKsaU7V2xVaQTPjK9kRFtHJvagp6XPHQoUOfZHKzbdu2F+GBIBs/hEAWL9Yc/x9OxD+Z/NJWmEwXmbt2bRhyfTbVmOiOrggwkzYGJQ76MO7zogSieVhw347c+7o6BlE60cJBX7aJYRHuqhun7O/sgYsRwIA8WGbV8Ld1A3dpieIOJqwwOBYXF6n+xuoFYrusj6ZvT6yFnCQJ8VXGJvJe8GKNFeDdu3ffmHNXV1cJWxTlbDfyTrbMiwx8PHuMESSFrbsmHglb01+GoMrQxofSNCWEuObo9XpYq7QhvCiDndJGPattP0moEAMED9G6faWbiGWSJGzmg75wm1ekaVpO8kcianLNJmxHbQ5jKzaKQkE+jmM6F+LErJbSfKTP0/mJIZHgNCiSMOmGpQVsGaZlRjHWFbMxrJ+rW3JIYbaZVVYW6id+hbVKQyvWUVriS5HdTNlA5xxrQXH1YRFi0ZHNjMjhosRqJfi/l+zTe9zjHld4+9vf/hMsXUTl0ksvPWH//v0/rwyEFAV5q/ce6wFB+ZwlRhHzLaw2kh9suRCzbRJh4ISIfPnQoUMnk3xiVgeuW9gNV5nCMqKQCJmxtyUT1QYzlmQhQggbltgrK25bCmmQ9VhYNjb7K+r8mhu++GcKKERRRAJWGRcb3trwWcSXvffEMkkigmOR+ckOSrYemokL2aQkPuGKhT2iy3dHBJg4fNqSivbbv7P8pXSnl8u6+J7lMi9c4gg8osw3xiPAsgY6DwMP4vYj3tfq9Rbx/SzLXog1aW5P2gTPTJhgzdKu6uCztLT0t3me/5m5zouiBdUKWJbtSsYs35J2yCSJpCsmiWS4E3NmORbeGgas8j0QFZKqaIfXyPOcc/lOTIBol1yD0EqxF20IAU8Ok0NyEfBu4C58znBfsbZH7gHLfkbuhpQkyZpayk06+LhzLBOfiSCTPLwtDHZ8B74L7Y/J72eOP/74ky+++GLaJl4cLG8mprxHsTZ51EBE3H/79u3H5XnOPtJ/ap6ac1dXV58yXEGpfL7yOpdddtkLduzYgSeFeCpiQkb380MITCpZKYAXoDgmCQhx4RAC78cEmwkeO6Sxm1ijw2KsZf9pKtyNrt3r9Wj3LGf7yKFDhx525plnMsnIbRtFjAey2RnTaOd1AlxOeAg54LK/uE5YuxIPns02AYETOSmvH3XvXq9H9cCyaEu5yQjPPW58KrasteVd1GyfOFFIkoR8GZbpsVJi3Q5QTd/XspPxuhFXH7sLm713reu7SWOwvI01y7XseXmOb+GCpkMy8BZJSsCwmT3772IV35Y1Z3U3ozarZQNjLeIapiMzKGHZYj1yHyr4MBAw3tEIKTSA++tKZAKyy4slId2aJQqlG8yyVIlx0VFJsMFFTsdjVs/ghwjyz2X5NOKJPzZL/mdZlpXrJIdnYuwRjDjhyvwQ7a2SBMVzY7GS6ITFyODJfyO5DDftv9iAX8SubSa/rhJOxcVMIX3WbhYbNlhiGJYbAzyVfngW4qQfKAtO7N69++Z5nv8OngR73zW73sRx/Gzee8ystGhAeZ5/J4oiql4R3yZ2xgTrzuYR+HoURQyiuKCZ2JCpTVUdBkOspRenacpsdU0CSK/X+26e5zwrcykEjslEsUmGfVfEi8EFK2NQ2tMsKQYmymkST0SAf0hMPooi4oqPyvMcqwuexILXFKAY7tDWkLFAvxRF0al5nhd7GZtw/EkIgW0ueRas8edZGyzXVDMpxL1HmUTaK8l1iP+7zMOBlUZb5n8IOSJc7Bhj+zZzHi5ZDtxvZZLH2E3AbeOQnw3F7Dvp6MP9c2lp6XF5nsMXLwQufBL5aHv8N8IbF+d5Tr8ptlc0Fx3vwMoB+g988FCQOT3J7cka+kfnec61qflOda91pS5HuFvLAZo8AfotXg4EuNh1qE6A+Xscx6whLlx81brfdWPV4fh7ufWoGRsfy/P8LgsLC/QzJqSEYJjc4a6mfGWxDnuckBCesXGDfvYKi8nipr8Nqx7SNCVcMjiaClJTDr1e7x94bsvGZxxrdNhzDHZYK39k/z2xXAK8WrUJv4RqrJTsIAN96HpNk/CYuDEGvjbLMizrkUdXDJMkwbBBQzAUiz2x7dpMHn+EBcwASkPAomGJR7HujDR4ywz9RhRFe/I8/4dyHeyonUCsohaZpAzkuGapiYu1x4EFQhYwm7EzwGMhc09cqwxilJvk3O9QkMEmALhtGTyJ8xQW3uLi4slRFN0B96UN3rG5uxGDcmencjsvBIH/hkARSx0HmsxUhA0rj8QH9hKmOEJh+VRjRHEcM1iQdIWFQDb331XWYzJQ/2u5pnLUB0yShJrQVJdB3E7L8/zcKIqwGMkgrnW7Db9Axe1I9jIFTrCUiYcicFihAzFiLRwWscWTmE2TJIYY4jkoMsn7/f7uJEneZNm1TBJwLbLH7podnXbu3Hn7bdu2ETPFI3FpnuenRlH0SHsPJlgk/zBpI8uYexWd0PYvxnIn8Yv3JfmJhDMKk+Ap4UCwWXNZxCutUlqxh2scx7j4mVUXMUxjzN7TfC8mUFinVYuCOsSP9N6TmMSzck/aJ+0Od/I9zcLft7Cw8E0Ey5JnClG0TTRw9eI1wAJ+bxRFz8vznDWd3JN10awYaOTqq2aHT7vHcqORb8JJuAtZkmYrDpikkmlN6T+EuVxxQPYueRhvsAlV7eBmVux1oyi6HklIfM8Qws5y8j6qPyBSeZ5jOTHWsNyJsAn9sJhIN+W6USab+ftq37GJNu2bCe7FCwsL56yuriIERa7NpEG/EqLC24aHi3g/e3sTpiKPhYRP8kEe35V4lFx6vd6ZZeGhatGWOm6VhDfc8YOSw0mSsLqlXFKJB6xW1Hu93mNJBEVXoihiO87hwjWN2ovFtfHwMu69LE1Tau+vO7pkSGhgdXX16SwHZR/l6rULC9jcqwzCRRYs7jzWb9oGAgyCzPYZ4HAbERsqCmdUn7pSv5XBjeUjvCCdu1yew+4eRYk3OhYLucv4cq/XI/GCgZLYKiUaX+u9/39m7ZKUVZQFHCFARezBEnKwoHhWhB09xgLDZUjxgHVxiPJai4uLd2J5jFUaIg7HdRBuBJz/YVnjei6WopC9be5LCoAUm6QnScIMlE0fivMq4lDbKIjLHnfccVhnJLewdKbRYF4+P65c7z2NEZdymR2NNwGXftUiZ6JBRSvM1nMXFhb+fHV1lYIN1HuuLkMhWQ5euCNxGROrwkNwtdXV1Sft27ePAYDBghgOawBxbRcJXb1e7315nhcdzVyeTLxoU0XWK/+9suEEgzSl/dg6kKVZRYED20CAAgdFqUWK5A/t4fr3eArYzOCYY455LNesJL5xDb7LgKFVLaONlAl0xM6L2Hfd5uZMmGyzD9zU7Itc1NyN4/iOURQ9hTZja0IHhSwaDErUA8b9RnEWsqQJE4yt5lZ3vbZ/x12Y5zlWKy54PB5MTOiXVKWiwEhZkIT2WMbzR7oeh/o/fRFRIHTB/4irf2jbtm2POXDgwK0WFhb4/tR+X9O+iYdR1MS8KVjmZVy4tu+0ffdZnZ8kCdn6bEyDhU+xDqxg2sBgVUSdAPd6PfoqVhMTXPoyy7rKfAbaNt+K8eoc88bNBT/rf3hWWJbFkjhqGhDnZ0woJtZNj+Hku/J3bcUyjmOMSbSMTO1BuU1bUvnrq6urn8dbUWpV0+ebdF6laAqhsMEOdFjAfFAyMMlURcBIwLk7A63tIEMhAT4wS2UYiChVRwyJ2cMg1lWuzbUMalyRWEEUp0Z4SU5h5l1UFBonMuXi6zzPcWdzPC2KImqdrtlooSI+gx1SvPe4G4tM30rZSQZ/CtRj/o89KL+3sLDwLMsy5Fyet7CoTbBYF4xrDquOpTC3s9rLiDJMCgvdMqV5ACBjLTfqBDZ5abVObfhlbB9h3Ku8M9YdyWuDHUXiOEYYsXjZIq+wFBHsnTt3/loZoxoaUIm7kBhF8RKs+5Usy7ByJx4kx5CIF0XRtdluLoqid5abx1c6zCA+RFzJOUe26wkhBFyY97TiHMRqmdFTyWZwWNYubke+BTFctoXjGQkfMACRIDXoVIuLi1SGYmsy3MR8F4qgNPouNR1qKquAa1oBA8IAfKOyulej9Yl1/Jv8nUknYQkLRxAXJjxBn/0E1bFWV1dJTqPYDP2cddVsHFHEbCcdFlctM7/xOpGQecU8z1lXzuSU5LJ1VbNKjxfZ9v1+/9FtB9S655r1360YDRMQ+tGbLAfiNO89KwtYlsX4SniOkNfE0p5WDxrX80UUqahUGiRf45tRFJGYyLU+XrcF4uHiYpXPbszWknme4yWduv+ZgJOXVOyvbv2pdRgnSZKzLfy5vxyfKiWG8ZKRQPyFtgZRTf9AOzAGBpNuBBh3KJYHPn4aAx2RKiy4FY/N8xwTHXdskb06bp2XlX1kMMGVjJVV7tdbZBLb+lhmt98b91KsC7TMZpb5kD2NmDT6WEtLS4urq6skKZDJzKSijDuzPInBuW7wKOs7YyGxcwqxM7IKyW7lUYoylSZwxAOxBJnJkJlI5jEZvmT/YTkSnzmslk3d+03zd7I2oygiS5dJybkMjnXXsaIJVMHBeh65HGP4GmQ62jrsj66srBSZnjUNmR2I6HxUKSsGtCRJiK+Vm2ascyvFcfyKKIrYQAArhKVFrTwNdc/U5u/m2i7qVhM/TdO0KDJzOI9K+KLMpyDDn75P38FzwQT6VFs5wMSIwb7xYesucbcyptAOxtYLriyBLGrDk7zUtN83fqAZn2jCSWY6k5mdNtYxYSY/gdAIbmlWRqzZG3n4sc3z9DLvPfkLfJe7VPaiLhK2bOw5td/vD+rFz/L1bU0zhV2KjUs28m337NnDEjbGXXKHivFlmgkbXixqCVjyabFtqV2HSREhTXKU3tj1OFEpKsOzP6IU4CeGEP7Kdv3A6EO83tHv93ft2rWLZRikoOOyKuouW+dltxayl7GeS2VnJvfqavIMsHu9XprnOW4Xkpgoq8eWTSOPJEnwlVOEH8sGN0sjAS4vdtJJJ13z2GOPxcVGMgwD299XN3xv2xDNoivS+m3jhK/neU6SCrNQBiyWFxHrXKkkXFG6EIsTN0ujbanaPtfRfr6t/Suywkn8qePR6/VIviisZCziSct86q51JP0di8K2PKQfEwKij1Jl7dUbHXx6vR7727Lpw/urmwqM4ocXatu2bViFTAQIHxXlMo8U1rY3MjFbluoM6iskSfIqW09PMlbjGuvkU4xJji1XlswVutJytWqIa4oHTfOg5d67tpqEpDbKGa/ZlrHJdZkYee9vnOc5+UllEi/ahpeTZVR4gDs7LAZdevf+tBDgLMsu95CHPOT4Sy+99DW4Uy0u5EhIsQ3HSZkn/kDCFpsk4CZibWix1tDWvA4KEQwLsInwY/M8p+QkyT5FBaMJIlwsYLYdZc4YlXreGZEpL2TxQSYuJD2xYJ6EpbKoBiUVS2uMSkI6OiZgCV03y/P8U02y9Ln9qE3dO36sLX25Xbt2/YHlQ7BMaGR51818QQZVG2eKeunTDKib+XybcW1LSCqS3+rWUm/G/Q/XNc1yJVeEVSet47/Dz2l775IDQtIwtdBPHbWzVt37Wd0EQqUU/MGgwgPDsjSe84I0TVlCtmnHQIC5A42BzEUrVIHbmbW2fQLV5iYiEw0r9++zLGPJUHGceuqp0YUXXkhwnYMXWLNv5zRPb6Z6WUVk3eLraa7Z9W8swxGhJXmLQhATS691fX9dTwSONAIk2pRrSsuksCPtHfU+3RCo1uwet/686Z127tx53ctd7nI/2Lt3b1kGt+lPN3TeGgE2EX6r7f9KDWJmBLg0imy9JEnIksS1Wya7DEz+OI4vtEo2VAWiMDl1Whu7VDb0FjP8sVnC5Qx2XQGGGT6abi0CIiACIjDHBNYJMM/Ktl3ee3beIaGo2AXF4qnsWcp6PUpHkj3J5vVF8QOr5cuyCixkliGwtOIJc/zuejQREAEREAERmBmBkQJsgkoc809smQRZkVjCZJ0+yXbsIbZ5NdLdV1dXH75t27b32bpdzmNXCgRahwiIgAiIgAiIwAgCYwW4PNcWEJO1hTe6qJcbRRFrgv/GOfdsW3ZDJSYW9CO+pJpPLPOlLyECIiACIiACRzuBWgEGUBzH9/beUz2E8nTlelisYtbOUmqQbduoQMVOMc85kpYPHO0NRO8vAiIgAiKwOQQaCTC3PvXUU7ddcMEFrNOj+hSL64tKUbY9HzVx2UUIM5lKRLXFtTfndXRVERABERABEdgaBBoLcPk6tp0dm76XhSjKTRAQY0o2/nO/32dDAx0iIAIiIAIiIAJjCLQW4Op12A7Me0+Bjl8KIVBJh8XzY0vO6SuIgAiIgAiIgAj8gsCGBLhiFQ+2CVxZWWEPUR0iIAIiIAIiIAITCHQiwCIsAiIgAiIgAiLQjoAEuB0vnS0CIiACIiACnRCQAHeCURcRAREQAREQgXYEfJIkbDF483Y/09kiIAIiIAIiIAIbITBYQrSRi+i3IiACIiACIiAC7QhIgNvx0tkiIAIiIAIi0AkBCXAnGHURERABERABEWhHQALcjpfOFgEREAEREIFOCEiAO8Goi4iACIiACIhAOwIS4Ha8dLYIiIAIiIAIdEJAAtwJRl1EBERABERABNoRkAC346WzRUAEREAERKATAhLgTjDqIiIgAiIgAiLQjoAEuB0vnS0CIiACIiACnRCQAHeCURcRAREQAREQgXYEJMDteOlsERABERABEeiEgAS4E4y6iAiIgAiIgAi0IyABbsdLZ4uACIiACIhAJwQkwJ1g1EVEQAREQAREoB0BCXA7XjpbBERABERABDohIAHuBKMuIgIiIAIiIALtCEiA2/HS2SIgAiIgAiLQCQEJcCcYdREREAEREAERaEdAAtyOl84WAREQAREQgU4ISIA7waiLiIAIiIAIiEA7AhLgdrx0tgiIgAiIgAh0QkAC3AlGXUQEREAEREAE2hGQALfjpbNFQAREQAREoBMCEuBOMOoiIiACIiACItCOgAS4HS+dLQIiIAIiIAKdEJAAd4JRFxEBERABERCBdgQkwO146WwREAEREAER6ISABLgTjLqICIiACIiACLQjIAFux0tni4AIiIAIiEAnBCTAnWDURURABERABESgHQEJcDteOlsEREAEREAEOiEgAe4Eoy4iAiIgAiIgAu0ISIDb8dLZIiACIiACItAJAQlwJxh1EREQAREQARFoR0AC3I6XzhYBERABERCBTghIgDvBqIuIgAiIgAiIQDsCEuB2vHS2CIiACIiACHRCQALcCUZdRAREQAREQATaEZAAt+Ols0VABERABESgEwIS4E4w6iIiIAIiIAIi0I6ABLgdL50tAiIgAiIgAp0QkAB3glEXEQEREAEREIF2BCTA7XjpbBEQAREQARHohIAEuBOMuogIiIAIiIAItCMgAW7HS2eLgAiIgAiIQCcEJMCdYNRFREAEREAERKAdAQlwO146WwREQAREQAQ6ISAB7gSjLiICIiACIiAC7QhIgNvx0tkiIAIiIAIi0AkBCXAnGHURERABERABEWhHQALcjpfOFgEREAEREIFOCEiAO8Goi4iACIiACIhAOwIS4Ha8dLYIiIAIiIAIdEJAAtwJRl1EBERABERABNoRkAC346WzRUAEREAERKATAhLgTjDqIiIgAiIgAiLQjoAEuB0vnS0CIiACIiACnRCQAHeCURcRAREQAREQgXYEJMDteOlsERABERABEeiEgAS4E4y6iAiIgAiIgAi0IyABbsdLZ4uACIiACIhAJwQkwJ1g1EVEQAREQAREoB0BCXA7XjpbBERABERABDohIAHuBKMuIgIiIAIiIALtCEiA2/HS2SIgAiIgAiLQCQEJcCcYdREREAEREAERaEdAAtyOl84WAREQAREQgU4ISIA7waiLiIAIiIAIiEA7AhLgdrx0tgiIgAiIgAh0QkAC3AlGXUQEREAEREAE2hGQALfjpbNFQAREQAREoBMCEuBOMOoiIiACIiACItCOgAS4HS+dLQIiIAIiIAKdEJAAd4JRFxEBERABERCBdgQkwO146WwREAEREAER6ISABLgTjLqICIiACIiACLQjIAFux0tni4AIiIAIiEAnBCTAnWDURURABERABESgHQEJcDteOlsEREAEREAEOiEgAe4Eoy4iAiIgAiIgAu0ISIDb8dLZIiACIiACItAJAQlwJxh1EREQAREQARFoR0AC3I6XzhYBERABERCBTghIgDvBqIuIgAiIgAiIQDsCEuB2vHS2CIiACIiACHRCQALcCUZdRAREQAREQATaEZAAt+Ols0VABERABESgEwIS4E4w6iIiIAIiIAIi0I6ABLgdL50tAiIgAiIgAp0QkAB3glEXEQEREAEREIF2BCTA7XjpbBEQAREQARHohIAEuBOMuogIiIAIiIAItCMgAW7HS2eLgAiIgAiIQCcEJMCdYNRFREAEREAERKAdAQlwO146WwREQAREQAQ6ISAB7gSjLiICIiACIiAC7QhIgNvx0tkiIAIiIAIi0AkBCXAnGHURERABERABEWhHQALcjpfOFgEREAEREIFOCEiAO8Goi4iACIiACIhAOwIS4Ha8dLYIiIAIiIAIdEJAAtwJRl1EBERABERABNoRkAC346WzRUAEREAERKATAhLgTjDqIiIgAiIgAiLQjoAEuB0vnS0CIiACIiACnRCQAHeCURcRAREQAREQgXYEJMDteOlsERABERABEeiEgAS4E4y6iAiIgAiIgAi0IyABbsdLZ4uACIiACIhAJwQkwJ1g1EVEQAREQAREoB0BCXA7XjpbBERABERABDohIAHuBKMuIgIiIAIiIALtCEiA2/HS2SIgAiIgAiLQCQEJcCcYdREREAEREAERaEdAAtyOl84WAREQAREQgU4ISIA7waiLiIAIiIAIiEA7AhLgdrx0tgiIgAiIgAh0QkAC3AlGXUQEREAEREAE2hGQALfjpbNFQAREQAREoBMCEuBOMOoiIiACIiACItCOgAS4HS+dLQIiIAIiIAKdEJAAd4JRFxEBERABERCBdgQkwO146WwREAEREAER6ISABLgTjLqICIiACIiACLQjIAFux0tni4AIiIAIiEAnBCTAnWDURURABERABESgHQEJcDteOlsEREAEREAEOiEgAe4Eoy4iAiIgAiIgAu0ISIDb8dLZIiACIiACItAJAQlwJxh1EREQAREQARFoR0AC3I6XzhYBERABERCBTghIgDvBqIuIgAiIgAiIQDsCEuB2vHS2CIiACIiACHRCQALcCUZdRAREQAREQATaEZAAt+Ols0VABERABESgEwIS4E4w6iIiIAIiIAIi0I6ABLgdL50tAiIgAiIgAp0QkAB3glEXEQEREAEREIF2BCTA7XjpbBEQAREQARHohIAEuBOMuogIiIAIiIAItCMgAW7HS2eLgAiIgAiIQCcEJMCdYNRFREAEREAERKAdAQlwO146WwREQAREQAQ6ISAB7gSjLiICIiACIiAC7QhIgNvx0tkiIAIiIAIi0AkBCXAnGHURERABERABEWhHQALcjpfOFgEREAEREIFOCEiAO8Goi4iACIiACIhAOwIS4Ha8dLYIiIAIiIAIdEJAAtwJRl1EBERABERABNoRkAC346WzRUAEREAERKATAhLgTjDqIiIgAiIgAiLQjoAEuB0vnS0CIiACIiACnRCQAHeCURcRAREQAREQgXYEJMDteOlsERABERABEeiEgAS4E4y6iAiIgAiIgAi0IyABbsdLZ4uACIiACIhAJwQkwJ1g1EVEQAREQAREoB0BCXA7XjpbBERABERABDohIAHuBKMuIgIiIAIiIALtCEiA2/HS2SIgAiIgAiLQCQEJcCcYdREREAEREAERaEdAAtyOl84WAREQAREQgU4ISIA7waiLiIAIiIAIiEA7AhLgdrx0tgiIgAiIgAh0QkAC3AlGXUQEREAEREAE2hGQALfjpbNFQAREQAREoBMCEuBOMOoiIiACIiACItCOgAS4HS+dLQIiIAIiIAKdEJAAd4JRFxEBERABERCBdgQkwO146WwREAEREAER6ISABLgTjLqICIiACIiACLQjIAFux0tni4AIiIAIiEAnBCTAnWDURURABERABESgHQEJcDteOlsEREAEREAEOiEgAe4Eoy4iAiIgAiIgAu0ISIDb8dLZIiACIiACItAJAQlwJxh1EREQAREQARFoR+D/Az0QvO+eWSgEAAAAAElFTkSuQmCC0