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oooAw9C/wCQx4n/AOwmn/pJb1uVh6F/yGPE/wD2E0/9JLetygArD13/AJDHhj/sJv8A+klxW5WHrv8AyGPDH/YTf/0kuKADXf8AkMeGP+wm/wD6SXFM8Y/8gGP/ALCNh/6VxU/Xf+Qx4Y/7Cb/+klxTPGP/ACAY/wDsI2H/AKVxUnsNblmiiiuM6zF8UAHSYMjP/Exsf/SqKtqsbxP/AMgmD/sI2P8A6VRVs0+gdQrG8Xf8iVr3/YOuP/RbVs1jeLv+RK17/sHXH/otqFuD2JdO/wCQ94l/7CKf+klvTfEX/IPtf+wnYf8ApXFTtO/5D3iX/sIp/wCklvTfEX/IPtf+wnYf+lcVW/4hC+A57wx8LPBeo+E9GvbrRvMuLixgmlf7VMNzsgJOA+ByT0rV/wCFQeBP+gF/5Nz/APxdbngv/kRfD3/YMtv/AEUtbldJzHD/APCoPAn/AEAv/Juf/wCLo/4VB4E/6AX/AJNz/wDxddxRQB4g/jvRPCWgar4bsGuYb6ylvorby496wnz5fLBZjzj5Oeeo969C0nR7nVdHsdRj8UayEu7eOdR5dpwGUN/zw96+dfF2mzzeLfElygyqalckj28yQk/+OmvpjwMCPAXh8N1/s+A/+OCp5EW5si8KWr2d54jt5Lqa6ZNTXM04QO2bW3POxVXvjgDpXSVh6F/yGPE//YTT/wBJLetyqICiiigDyPwx/wAjr4d/7Em2/wDRi16NXnPhj/kdfDv/AGJNt/6MWvRq5qvxHTT+EKwvBcEVv4H0JIkCKbGFyB/eZAzH8SSfxrdrG8I/8iVoP/YOt/8A0WtR0L6mzWN4u/5ErXv+wdcf+i2rZrG8Xf8AIla9/wBg64/9FtQtwex19FFFdhxhRRRQAV5vBpltq3xkvLmaN5J9NYt5juxVU8i38uMKTtA3yTPwM5Ga9IrhPDYI+LXjUsDhlswh+kK7v5rQBs6z4UivrttT0y7l0nWMAfbLcAiXHQSoeJB9eRjgisyLxtc6FdR6f40s10+R22xalBlrSc/XrGfZvTOcV2tQ3dpbX9rJa3cEc9vKNrxSqGVh7g0ASRyRzRJLE6vG4DK6nIYHoQe9OrxHXPAOraNqd4PD2k30oRvO0meC7+W2yFLr80g24YMcYbeGA4xXe+F/iLpXiCQWN0r6XrCnZJZXXytv7hSevfjg+1AHY15/8RdGjm1jwnrKwK81tq9tAz9CqPKpz74K4wf75r0Cuc8Zsi6bpwYctq9gF+v2iM/yBoA6OuYf/ketS/7Bln/6Nua6euYf/ketS/7Bln/6Nuaip8LLp/EaNFFFcp0nGfEI4HhYn/oYbT/2euzrP1vRbLxBpU2nX8ZaGUcMvDRt2ZT2Irz7xp4bufDPhO81mz8V+JZbi1aJkS4v98ZJkVeRtGetUrOyJemp6jRWB4W8MWF94S0e8urnVpLi5soZ5X/ta6Xc7oGY4EgA5JrW/wCEO0r/AJ66t/4OLv8A+O1p7F9yPaos0jMqKWYgKBkk9hVf/hDtK/566t/4OLv/AOO1z3izTdP8Ox6bcx3t1Ak9xJbzNeajLLGyG3mYKRNIV5ZE9PqKTpNDVVM2bLX9G1KfyLDVrG6m2lvLguEdseuAenNaNeOeCdSi/t/wwLjUYSEsJIlWW8V9rMIgqAG5k2sTgbQkZ4xt4+X2OonHldioS5lcKyr6bU5tdstM064tLfzrae4eS4tmm/1bRKAAsiY/1p5yelatZyf8j1pv/YMvP/RttRBXlZhN2jdD/wCyPE3/AEG9J/8ABVJ/8kUf2R4m/wCg3pP/AIKpP/kiukoro5I9jn55dzjdah8TaRoWoan/AGtpMv2O2kuPL/syRd+xS2M/aDjOOuKuaZdXUs2oWl40Mk9jcCBpYYzGsmYo5AQpZiuBIB94/dzxnAteNP8AkRfEP/YMuf8A0U1UdO/5D3iX/sIp/wCklvUVIpR0NKcm3qcpbXd1pXxC8VCKxmmu9RNmthGVKrMViIZt2MbFJG5u3TqQD0N/4Qni8M3aRsdR1W6lhkvnZhGbtFkVmhU5+RCoZQM4556k1kaHpdvrHxL8YteTXoNqlkkJgvZoNitEWYfu3XIyM4PfPqaq63ZvqWkatqWg6lrNppem2k8q3v8Aa1y5vJURiBGGkI8tSOWx8xGBxkm4RSVyJvWx1HhbTGtta1C+ttFbQ9OmgijWzZY1MkqlsybY2KrwQvXJxz0FdbWH/wAInp3/AD86z/4Orz/47R/wienf8/Os/wDg6vP/AI7VkG5RWH/wienf8/Os/wDg6vP/AI7R/wAInp3/AD86z/4Orz/47QBuUVx3iHw/a2OmwzW15rKO19Zwk/2xdn5HuI0Ycyd1Yj8ap65o1u+pQaNp2o6vbTMguLu7Os3R+zQBsDAaQje5yq5BGAx7cgGnB480/V2kh8N29xrFzG21xHG0MUfu8jgDH03E9gasiDxfc5Z7/R7AH/llHayXJX/gZdAf++a1dK0qx0TTYdP062S3tYRhI0/mT1JPcnk1coA54xeL7XDLeaNqIHWJ7aS1Y/8AAw8gH/fNVpfHmm6ZKtv4gt7vSLpiQFlgaWNwBkssqAqVA5JOCO4FdVWdreh6d4i0qXTdUtxPayEEruKkEHIII5Bz/nFAGjRXC6HocMd/c6Hqt5rEl7bKJYbj+2LpRcwE4D4EgAZT8rADGcEYDAVZ8MeH7XUfCejXt1eazJcXFjBNK/8AbF2NzsgJOBJgck9KAJfFWmtc6xpt5c6Kda02CKZJLNRGxSRim2TY5CtwGX1G7I6msW08F+IHsLSeG9sdKubWWaS0hNo0skELSMwt3kWXayYKgjaQMcdAa6r/AIRPTv8An51n/wAHV5/8dri9EsDY6JpOqa1qOs3WnahZwSyXX9rXSG0ldFJ3hZAPLJOd2PlJ545AMx5ZfEuq+OvDi3BtYdRsDdLcIunyGO13RABmPm/Oj4+RgV5B6kEDufs3ib/oL6T/AOCuT/5IrD1zS7fR/iX4OazmvSbpL1JjPezT71WIMo/eO2Bk5wO+PQV2tc1TR2Oim7q5jfZvE3/QX0n/AMFcn/yRR9m8Tf8AQX0n/wAFcn/yRWzRWdy7GH4W1G71jSE1Ke8s7mGf/VfZrZotuGKtnMj55HtjB61uVi+D1VfBWhBQAP7PgOAO5jUmtqm9wWwVg+EYI7fSLkRg4bUb0nLE9LmQd/YCt6sbwx/yCZ/+wjff+lUtHQOps0UUUgOS1r/kqXgb/t//APRAr0OvPNa/5Kl4G/7f/wD0QK9Drqp/CjmqfEFFFFWQFFFFABRRRQAUUUUAFFFFAHnmi/8AJUvHP/bh/wCiDXW1yWi/8lS8c/8Abh/6INdbXLU+JnVT+FHKeIZdupkAkYjA/nWVZ3DNfxrkkHPer2q4v9SndW2IjeXg9WI4P4VlC3aw1q0UvuSYkA984PFTY55P3i67qJCvU9ePrTC4/uN/3zSsB9pPH8P9adQQQl/9lvyqN5B/ck/75qc4qNqQFVpgoJKNgDP3ax/EevPoVrDOEEgkkKcvjHGa2roDyJf9w1w/xHb/AIllng8+cf8A0E1cVdjIx8RzjmyJ9xKa04dZbWRHPLH5UYjZ3UEsQo9/c4H415REpkEaf35Mfyr0zw8ttHCz3D7I/OiTgZBUZcj/AMdWtnFID0vw9pSW9iHlAaeYFpTjHJGMfgOBT3eW3lbT7EgIvTIOY+SSc9x+FaRYW1k/95VBPGcH3/X8qzdMaeG0+1x24naTn5X+Yc9MemP/ANVIuEb6j5dHigtZZZy0sgUkZOfoQPT2qKLTLG8s45kDxMwHONpBBwTjNamoajBp1pJPcPsjTkn3rhdY8ZPqcYs9FWV7ib5dxGCooVx+00sbkV9PYuYlmjmjLbFkbkIc87gO/WrsmlQfZZYv3kizkt8/9PSud8N+GL+ytLr7ZKw80ZZBhtxwec+xNdLpE5uNMAbDOnBwCSe2f/rU9hSWlzkdPupLa8l0mcnMIJib1X0/l+dbvmFEABI+X+tc74pY2fiKyuU4JJQ8dQRXROqNbKwyJPr2J9KzqR1uSd2v3R9KWkX7o+lLWR1nhF18wIJzmseaEAnite4OeKyLiQh8Vsj5Kle+hTkjGagYDkk8VZZ8mt/wZYQX2rv56B0iTftYZBPNU3bU7qScnY5KSJxGXVHKj+ILxWfkNKpDd/WvYp5okv5IxLDCkWNsLKuHyM59+a4nxNbwNplvdiCOKfz9h2KBketKM7s7vZcq3OJMjNK+WJ61Nol0bW4eRRyRiprZIvsVzIQC+SBVXS3UCTdjOc1qX0PUPDt7FHbWkk8bOZJywIPQgYH869ReVFt3UMNyLyA2CK8s8JSxyW9gSoKrO6H2JGRXplxYwXETyvGrOVByT3HQ1D1ZSKWlxXLQPPA6iR2YlXjzu9Oe1aySzJZq1zgSgHfjtWboU4S2eEtyjEEVn+J9eFnD9mhBmu5RtjjXk/U0rXNZvoY2p/EJI55YbW2LqhIEhOATWdpnhjUPEEn9pXsgXzOUVs5YdvwqvZ+A9Ru3RppUiVzlxgkrXpdqtrplvb2fnBCiBVDHGe1U9NjON29DLv7CLSrW3eBVURsCSG5569egrXdw0CE5ycfe4NUvETDyooRjc7hR6ikfSo/JhcNIpjfzMbt3zEg9T24qSpPRXOK1E/ZPG9lMB8yyqcD0Dcf+g17LXkh019R8fW4VwR5obB5G1clv0r1uoq9DSl1CiiisjUKKKradfRanpdpqECusV1CkyBwAwVlDDOM84NAFmiiigCp4Y/5CHiT/ALCa/wDpJb1La/8AI9at/wBgyy/9G3VReGP+Qh4k/wCwmv8A6SW9S2v/ACPWrf8AYMsv/Rt1XXH4UcsviZuVh3X/ACPWk/8AYMvf/RtrW5WHdf8AI9aT/wBgy9/9G2tUSblFFFABRRRQBh6F/wAhjxP/ANhNP/SS3rcrD0L/AJDHif8A7Caf+klvW5QAVh67/wAhjwx/2E3/APSS4rcrD13/AJDHhj/sJv8A+klxQAa7/wAhjwx/2E3/APSS4pnjH/kAx/8AYRsP/SuKn67/AMhjwx/2E3/9JLimeMf+QDH/ANhGw/8ASuKk9hrcs0UUVxnWY3if/kEwf9hGx/8ASqKtmsbxP/yCYP8AsI2P/pVFWzT6B1Csbxd/yJWvf9g64/8ARbVs1jeLv+RK17/sHXH/AKLahbg9iXTv+Q94l/7CKf8ApJb03xF/yD7X/sJ2H/pXFTtO/wCQ94l/7CKf+klvTfEX/IPtf+wnYf8ApXFVv+IQvgK/hLxNYW/gzQoXt9WLR6fboTHpF06kiNRwyxkEe4JBrVh8ZaTcwrNBHq0sTjKumj3bKR7ERVn6dfTaZ8HbTULfb59roCTR7hkbltwwyPqKz7PwZ4z0+zitLX4heXBENqL/AGLCcD6ls10nMdH/AMJZp3/PtrP/AIJbz/41TZPGGlQxPLLDq6RopZnbRrsBQOpJ8rgVi/8ACMeO/wDoov8A5RIP8ajuPCHja7tZbaf4h74pkMbr/YsIypGCMhvSgDmW+HemeJdK1TVUS6i1G/uLyWBp3kiX5ppPKZkIyBt2np0Jrt7O88Q2Njb2kOh6QsUEaxIBqsnCqMD/AJd/QVn/AA/1W51rwNpd9ebDO6MjFFwDsdkBx64UZ966WuZ1JJs6eSLSKHhKa5nu/Ecl5BDBcNqa7o4ZTKo/0W3xhiqk8Y7D+tdLXPeGP+Qh4k/7Ca/+klvXQ10Rd0mc8lZ2CiiimI8j8Mf8jr4d/wCxJtv/AEYtejV5z4Y/5HXw7/2JNt/6MWvRq5qvxHTT+EKxvCP/ACJWg/8AYOt//Ra1s1n6FYy6Z4e03T52RpbW1ihcoSVLKgU4zjjIrPoX1NCsbxd/yJWvf9g64/8ARbVs1jeLv+RK17/sHXH/AKLamtwex19FFFdhxhRRRQAV55NcLonxIuLyVZV+0XKrOQjFFt5oYI45GYDaP38DIASDgscY5r0OvP8AxN4d1TxJ4r1WxsNdGmW0mk20d1GbJLjz1aS5AHzEFcc9PX2oA9Aorl9E1O80eSDQPEVx5l19y01ArtS9GOB1O2Uc5UnnGRnnHUUAFZOpeGNG1fUbXUL2wilu7V1eKXkNwcgHH3gDyAcjNa1FABXnvj2/F14j8P6VH55FpqFpeTvHEzIrG4SONHYAhchpW5I+4PUV1Oua+mllLS1ga91a4U/ZrKM8t23Mf4EB6sfwycCuIufCfiPSHTUb3xWl1DdaxYz3lounookc3EKgCQsWAXC4HouMc0AeoVzD/wDI9al/2DLP/wBG3NdPXMP/AMj1qX/YMs//AEbc1FT4WXT+I0aKKK5TpK97fWmnWj3V7cxW1un3pZXCqOw5NecfETxn4c1fwLq1hYatbz3R8rbGuQWxMucZGD90njtg9CDXfa7oll4i0efTNQRmgmHJQ4ZSOQwPqD/9fIryXxt8K9D8N+Eb7VrO61F54PL2LNIhQ7pFU5AQHox71cOW+pM720O7+Eviy41vQbXS7mzSI2NjFsmRmAkQO8Q+VlHOIuSpYZ9DlR6NXlvwe0DV9N0+K+1CIJbT6dELU+arHa0s0mMKBt4kVsHcfm6jlV9SrqOUK5Xxro9hr8nh/TNTg8+zm1M+ZHvZd2LW4YcqQeoHeuqrD13/AJDHhj/sJv8A+klxQBjQ/CbwTbzxzwaO8UsbB0kS9nVlYHIIIfgg1k+K9W0v4d63pdzI+qy2t3bXMbxG9luMurQlTiWTAwC/I9a9LrxT9oGMSv4cDOqAC6JLH/rlSaT3Gm0zc8B32oeNrfVL99e1O0iF65tYYorYbbcn5Ad0bHIww69q6K10ybTvHWnebqt5f+Zpl5j7SsQ2YltunlovXPfPQdK5j4IFH0K7aEkxIVhHIxkSSt9fuuvWu4uv+R60n/sGXv8A6NtaFFLZDcmzcooopkmH40/5EXxD/wBgy5/9FNVHTv8AkPeJf+win/pJb1e8af8AIi+If+wZc/8Aopqo6d/yHvEv/YRT/wBJLes6vwmlL4jyrxNrzaN438WROHntrp7NZrKFyktyFgJ27udseM78DJ+UcAk1vDx/dah4R1DSNX0eHTze6NePp8tq+YZAkTAx7f4WUAgjPboMjNabwxf658SvE+oaPPBDq2lzWMkH2gExyK0DB0bHOCAP1HfIq23w916x8Nalf+IHtobXTdNv2srGJ95jeSEqST0wQu7qTk54qo/CiZbs9Kn0XStX8daj/aemWd75WmWfl/aYFk2Zluc43A4zgfkKvf8ACF+Ff+ha0b/wAi/+JqjPrWlaR461H+09Ts7LzdMs/L+0zrHvxLc5xuIzjI/MVe/4TTwr/wBDLo3/AIHxf/FVRIf8IX4V/wCha0b/AMAIv/iaP+EL8K/9C1o3/gBF/wDE0f8ACaeFf+hl0b/wPi/+Ko/4TTwr/wBDLo3/AIHxf/FUAYEMMVt4HjggiSKGLxGEjjjUKqKNWwAAOAAO1R/DHT11DwGL3VVN5Nq2WuPtTmYyIo8sBi5JIO0tjoN5xipIZornwPHPBKksMviMPHJGwZXU6tkEEcEEd6vfDC4jufhtobxgALAYzj1Vip/UUAQzaRr/AIV/feG5DqemL97SLyU74x/0wlOSO3ytkdcGtHQ/G2i66kypcG0u7cE3NnejypocddynsPUZFdFXF+P/AAPH4qtba4tbezOpW0oYPOuPNjwQYy2D65GQRkdME0AdlHIksayRurowyrKcgj1Bp1eR6Zq2u/C1ZbXX9ISbw/PcNNFc6cxdbPeclCCB8uT6DknGeg9Usb231Kwt760fzLe4jWWJ9pG5WGQcHnpQBxPxaje18K/25byTw3WnlgssEzROFlXy8blIOA5jbHQ7MGruh6te6B4c0TT9T8PanB5MVrYyT+ZbNGsh2RA/LKW27iP4c47VF8XJVi+GGsblVi4iUBvXzU/l1/CtrxZ/yB7f/sJ2H/pXDQBuV5LF46vLDwvpejaNpVtfSWmh2s9/PdzqkFujRL8rA4ySMcZ79DzXrVeG3Hw61jUdG0TWNEMFxb3enWL3unyzNEJZI4gFbI4xg+oI5I5OQAUvDXiRdf8AHHhSOJWt4bR71UspGLtbAwDgNxmPj5QRlcMOQBXtNeUWvhW98P8AxJ8L32qvanUdRkvC8dmCIYY0t1WONAeygkfTA5xmvV6563xHRS2CiiisjQyfC0Mtv4R0WCeN4pY7CBHjdSrKwjUEEHoQa1qKKACsbwx/yCZ/+wjff+lUtbNY3hj/AJBM/wD2Eb7/ANKpaOgdTZooooA5LWv+SpeBv+3/AP8ARAr0OvPNa/5Kl4G/7f8A/wBECvQ66qfwo5qnxBRRRVkBRRRQAUUUUAFFFFABRRRQB55ov/JUvHP/AG4f+iDXW1yWi/8AJUvHP/bh/wCiDXW1y1PiZ1U/hRwdzcpDqN2rglRM+MfUiqCzG71q1baQkTsVz3yDU+pDGpXX/XZ/5mobED7dEenPalfSxyvcuO+Lk5YD5e/1pfMX+8v51Bc+eZm8tImGMfP61X2XW1gYoQdvyso6nP8AhQIubl/vL+dMMi/3hVKUzwrmQW6DO3JFPZbnBH7kHaMHHfjP9aQDrqRPIk+ZTlSOtcL8Rf8AkHWh/wCm5/8AQTXWSjUB0MDZ9jxXJ/EAP/YdoZcbvP5I/wB01cPiQzz+Bwr2h9JOfzFekeGzFI8KyoHQXkYZT0IZWXP5gV59puh6lqsINhavMQ5+764rtdFW5sNRewu4jBcyIFCv/DIMMv6jH41uwPZLyyinhmmO7eVB++R0zjj8TTNEuQ2lxqCd6DaQB09qTR78ajpkU6fxDBHo3cH6dKxPsl5daldWtjK0Vo3Es3fcOoX1JqEUno0yj4nu5denOj6cvmFWBlkH3Ex2z396f4V8JT6VeSX9/ImVjKqqjIA45P5V0qaZa6XpMkdsy24TBMpG7vyT61csQJrDbJMLhSWUNjGR05p3shJJ63FNzbyWbyxSJJGMgnPT1FYem2clzpssiXEkQlJICtxy2c49am1S1MTxWds3lw3R+ZM7VJHOB/tGtRYktrURKeFGAen50i5OKVonAeJ7Sa61yxjSVTtAA3dyBk/oK3mkUQRrsbzB0btWe2y91eW73FvIzGOOMnrz9CauyD5U9dp/mamozNnoS/dH0ob7h+lC/dH0ob7jfSsTsPBLpXBB2Hae4rLnhdmBVGrXvcbEyOin+ZrEmkVzkEjFbo+VpWuMMEoyxjYAd6LfVrrSFlntX2u2FJx25qZM+UCCT9//ANBFY1+2LfYDyWH6Zqjuo/Ei1ceJtSuHEnmgH2FZ95q93diK3mfMYcMBiq27aABznvUTo7TLt5A9KpI73sQpcOkkkQPyMTkVDa7hMVx1rpPCmmx3XiJIriHzY8ZYEZr3U+D/AA8NPw1jbqZBjKJyOOtO4k76Hk/gy5ZUuLTP7zieL3Zeo/KvZNLvVvbCOZWyGH+RXi2oaXeeG9dKrwYn3Rt2YV3fh3Wlg2yKf9EuW5z/AMsZO4PoDUSRSL2ovc2eseVYL50045XoAfU1f0jw4lpK13dt596/LyN29hWnb28HmNMqruc5Zu5PvV4HA5pXHdsyrT7Wt+VeaFoiSNinkDtVy7063uzvdMyqPkbuD2pIbC3gumuUTErkksT69atE470FKbTujn7WOe/vxPcFisOUBZfvEdSfftWnduscTEYAUcZ6VUnhuLXUVltFVYZm3XOTzx6CsXWtQmv7hdL04GS4mOMDsO5NG7CT5ndlvwbbrea5daipBSNNgGPukn/ACu8rO0PSYtF0qKzjO5lGZH/vMeprRrGcrs3hGyCiiipKEOcHHXtmsPwWLhfBOirdIqSrZxrtUdFCgL+OMZ9617u1jvbZ7eVplR8ZMMzxNwc8MhDDp2NZa+FdNRFRJtVVVGAo1e6AA/7+U9LAal1dwWUSy3D7EaRIgcE/M7hFHHqzAfjU1cZ4q0C0tNDM8LatNIl1bER/2pctu/fx8cyED/e6r1HIFbX/AAjGn/8APxq3/g3u/wD45RZWFqXvDH/IQ8Sf9hNf/SS3qW1/5HrVv+wZZf8Ao26rC8O+GrCa+8QK0+qgR6gqLs1a6UkfZoDziT5jknk5OMDoAKltvDNg3jPU4TcattTT7RwRq90GyZLkHLeZkj5RgE4HOMZOeqPwo5pbs7SsO6/5HrSf+wZe/wDo21o/4RPTv+fnWf8AwdXn/wAdrHufDNgvjPTIRcattfT7tyTq90WyJLYDDeZkD5jkA4PGc4GKJO0rMv8AxFpGmX8Nle38MNzKAVRj0BOASeigkYBOATxVb/hE9O/5+dZ/8HV5/wDHazbvwHBNLcrbapfQ2l9GkV9DLI1w0yqTjEkhZk+8RwSMdADzQB11FFFAHJaZr2l2PizX9NuryOK7uNSjMcbZG7NrbhRnoCSCACcnBxnFdbXERaBLrHiXxAZNRkj09dVt5JbRYlPmPHBbSKd55AzjI74GCOc9vQAVh67/AMhjwx/2E3/9JLitysPXf+Qx4Y/7Cb/+klxQAa7/AMhjwx/2E3/9JLimeMf+QDH/ANhGw/8ASuKn67/yGPDH/YTf/wBJLimeMf8AkAx/9hGw/wDSuKk9hrcs0UUVxnWVr+xi1C3SCZnVVmimBQgHdHIsi9e2VGfbNWaKKACsbxd/yJWvf9g64/8ARbVs1jeLv+RK17/sHXH/AKLamtwexLp3/Ie8S/8AYRT/ANJLem+Iv+Qfa/8AYTsP/SuKnad/yHvEv/YRT/0kt6b4i/5B9r/2E7D/ANK4qt/xCF8BT/5oV/3LX/ttXcVw/hjwlpeo+BdGF0+pyJcaZB5sX9q3QjYNEMrsEm0LyRgDGOMVuf8ACJ6d/wA/Os/+Dq8/+O10nMblFYf/AAienf8APzrP/g6vP/jtQaNajTvFmq2UNxeSW4sbSZUubuW42uz3AYgyMxGQi9PQUAc18Kf+Sa6R/wBtv/Rz12Vcb8Kf+Sa6R/22/wDRz12VccviZ1x2RkWt1eaJqOqkaPe38d7dLcpJavCAo8mKPa3mSId2YyeARgjnOQLn/CT3f/Qraz/38tP/AI/VuirVVpWJdNN3Kn/CT3f/AEK2s/8Afy0/+P0f8JPd/wDQraz/AN/LT/4/Vuin7aQvZROA8L2N3F4u0572BbOWx8MwWDW808TSyMsnMiqjN+7yMbjjkjiu/rjf+a0/9y7/AO3FdlUTd3cqKsrBRRRUlBWN4u/5ErXv+wdcf+i2rZrG8Xf8iVr3/YOuP/RbU1uD2OvorI8QarPp1tbw2MSS6jezC3tUkzs3YLFmx/CqqzH1xjvVRPCjSoJL/XdYuLvqZYrt7dAf9mOMhcexB+prsOM6Kiud0261DS9aTRNUuGvIp42ksb1kCu+0/NHJjgsAQQwA3DPGRz0VABWHa/8AI9at/wBgyy/9G3VblYdr/wAj1q3/AGDLL/0bdUAad/p9nqllJZ31tFcW8gw0ci5B/wDr+9Yi6JrWlAjRtYE1uPu2mqK0oUeiyg7wP97fXSUUAcXfeK/Eem67pWjT6Dpr3Wp+d5Dx6m+weWgZt2YMjg8da0mtPFWogrcahYaTEeCLFDcSn6SSBVH/AHwayfE//JUvAX/cQ/8ARC13FAGbpOhWGirKbSJjPMQZ7mZzJNMR3d25P06DsBWP8RdR/sjwVc6n5Xm/Y7m0uPL3bd+y5ibGcHGcdcV1VcP8X/8Aklus/wDbD/0fHQBtm98UKVDaRooLHAB1eXk/+A1YGkandaj488Rw3tpDbXFlbWVu6wzmZGz50gIYop6SAYx2qj468Ba54k8SpfWN5apbNbpCGl2iS2dWLb0JRiOuflKknHIHIn0QY+KPjgE5P+gc/wDbA1FT4WaU/iOtooorlOgK434rf8k11f8A7Y/+jkrsq434rf8AJNdX/wC2P/o5KcfiQpbM6zwX/wAiL4e/7Blt/wCilrcrD8F/8iL4e/7Blt/6KWtyuw5ArlfGt/8A2XJ4fvN9mnl6mfmvbn7PEM2twPmk2tt68cHJwO9dVXOeKbK11G+8N2t7bQ3Nu+ptvhnjDo2LW4IyDweQD+FAGV/wn3/T54N/8KT/AO0VTtr6Pxj4nEl1b6Lc2um2kkZNre/bEd5mjIxmNQMCJgf96uo/4Qvwr/0LWjf+AEX/AMTWXLpOm6P4x06PS9PtLFJ9Pu2lW1hWISFZLfaWCgZxubGem4+tRP4WXD4kQ6Zoep6BJfpot/YQ215dveMlzYvK6u+Nw3LKgxxwNvA9etT2TaqfHWn/ANp3dnP/AMSy78v7NatDt/e22c7pHz29O/Xts1nJ/wAj1pv/AGDLz/0bbVlTnJySZpOCSbOnoooroMDD8af8iL4h/wCwZc/+imqjp3/Ie8S/9hFP/SS3q940/wCRF8Q/9gy5/wDRTVR07/kPeJf+win/AKSW9Z1fhNKXxGZ4O/5KV46/7h//AKJauh8af8iL4h/7Blz/AOimrnvB3/JSvHX/AHD/AP0S1dD40/5EXxD/ANgy5/8ARTVUfhRMviYmraPc3DSzjxDe2FuGEzCMoFXbtP3iMhfk5GcEFs9aheLbHbNN4p2zGLaJFZFEuRu3BSSM7UYjrxuPQVvXNvDeWs1tcRrLBMhjkjYZDKRgg+xFY48F+GlAA0SywAAB5QwMcDHpxxVElSxF3Hd3en3Wv3Pntj7NLMIAXAwWKKAM4BAORxuHrVrUdDuL+6WWDxDf2hWUSrHC67chQuCCOV+8cdyQe1Wn8N6LLbG2k0u1eI5G1ogcZKk49MlE/wC+R6Utv4d0e0uRcQadBHMpBDqvIIGAfyoAxdX0+9stIVr3VJL95NS04AtGECAXcXQDjnOT3/DAHM/CjW7a1hg0F7vTibq1iu7SO2uxKysI1WVHGBsfI37efvNydprt/Fn/ACB7f/sJ2H/pXDWD4c8G6FfeBNElTTbW0v5NPtpVv7aBEnSXYrbw+M5zzz175zQB3VFcxD4juNFItPFSrbkHamqRri1mHYsefJb1DcZ6E10kM0VxEssEqSxsMq6MGBHsRQAskaSxtHIiujgqysMgg9QRSqqogRFCqowABgAVHcXMFpA89zNHDCgy0kjBVUe5PSudl8QXWu/6L4XUPGxKyatImbeIdzHn/XN6Y+XPU9iAcx8QdVttY1q38Mx3VnhSsVwr3AWQS3IMEexOshQSNIV44C8iuh8JeH9FufDehatPpFhLqUtnb3Ml5JbI0zylFYyFyNxYtzuznPNVtX8J6JpGk2U8Gn2730epWJN/LErXEjNdxbmaTGSTk5+uOnFbXgv/AJEXw9/2DLb/ANFLQBuVh+C/+RF8Pf8AYMtv/RS1uVh+C/8AkRfD3/YMtv8A0UtAHPeMf+SleBf+4h/6JWunrmPGP/JSvAv/AHEP/RK109c9b4jopfCFFFFZGgUUUUAFY3hj/kEz/wDYRvv/AEqlrZrG8Mf8gmf/ALCN9/6VS0dA6mzRRRQByWtf8lS8Df8Ab/8A+iBXodeea1/yVLwN/wBv/wD6IFeh11U/hRzVPiCiiirICiiigAooooAKKKKACiiigDzzRf8AkqXjn/tw/wDRBrra5LRf+SpeOf8Atw/9EGutrlqfEzqp/CjzzVB/xM7v/rs/8zUNjzex/WrGrrt1W6z/AM9WP9ar2X/H9H9ak5XuXH4c/WqRivN7EXKbckgbO3pVqZsOfqagMwBwTTEQGC7YjfcIU7gpTHhuVOFuzj/aWp2lHIBzmoywNAEKLMrMZJQynoAMVy3j5Y/7FhMj7QJh268GuuPNch8QUL6BHgjicHk+xqoP3gNT4SW6w2aSh9waZmI/HFb/AI88P/2i66nbIEuYx823q65yD9RWH8KWC6VDnu7/AM69C1Ifu2GeoyK26gjh/D2sSWk7O3Ecn/HzHj7rdnA9D39DXfWksMsYkiZSGGcrz1riH0czXQkgfypQcg1G2tR6AwhuLhLZ2bAXrGx749KGuwHozBJEKOAynsaQbUGFUAegrlI/FEyQiU2ckyd2i5FIfGIlGIdOuS3ptqdSjoL6P7VbtGHZGPKPjlD6iuY1bV3WKPTLSTzrkqFaTPT1Jptxc69qkLN5X2G26M55c1naCIpdMjuY49rzFixJySQxGT+VD91aiL9vClvbRwoTheSx6se5NWpPup/u/wBTUa5GeOf51LJ0T/d/qaxbuI9AX7o+lD/cb6UL90fSkf7jfSpO08FvT+7X/d/qawXYc8V0UttNdlI4Y2diuMKM9zW3ZfDi5ntUmuplt5GflCM4XH862vbc+ZoU5SfunEof3Cn2c/8AjorNdBK6oBuJIAHevQ9c8AXNhbtJYzfaI0VjsYfNyK8+iL2t1FLtYSI4YDGM4qr32OyNOUXqdIvh6yv7zVYsx28McMZMx6R8DP41S1rUItLme20a0t444wA1wy7nc4z+FWry/Fv4TgKW7f6dctNPk/3TgKfyrnLmaOe5dljaMSD/AFe4E9KUW767HY2kja8EXst54hZ5kQSbOWUYzzXuCDNsv0rwjwQixa27x+Zt2gZYd690tmL2ak+lU2EbXOW8T2MV4q7lG5RgH0rjoVudKuCRHvhbh0P3WH+Nd/qS7yR6VVtbRGgkDKGXB4I4p3GV9I1iXGYH8+Ef8s2/1sft7iuit9Ytpvl8zDejcEV434ivrjT/ABDBbWrmJJO68Ec13ei2ctxaSSXNwZ9gG3cOfzosFzs/tcPaVfzqvc6vZWyF5rhQB71yf9jx3NwAWkQH0c1p2nhvTGYNJC0pH/PRyRQoBdGZqviprhTHZsI4jw08vAH09ar+C9Uhk8T29vAjuSSZJ26v8pH4DJrI8bxLDc2KRooj8tuBwPvVL8PNi+LLQpuDHcCMcYwa7fq8Fh3N9jGVX94l5o9toooryD0wooooAKKKKAKGqabJqSRImpXVmqNuIgWJt5BBBPmI3QjjGPfNVf7F1D/oaNW/79Wn/wAYql45trWTQVuZdMtr+4iuIEhSaFZD880akDcOMjj3q7/wiPhn/oXdJ/8AAKP/AOJp9BdSr4d0a/kvvEAXxNqsZTUFVikdrlz9mgOTmE84IHGBgDjOSd2bw7NJffbYde1O2uGtoraV4ltz5wjLlWYNEQGzI2duBz0rC8O+E/Dk994gWXw/pUixagqRh7OMhF+zQNgccDLE49SfWrn/AAj2i33jO9gu9H0+4httKskgjmtkdYl8y5GFBGFGAOB6CuuOyOaW7NH+wtR/6GzWf+/Vn/8AGKxdFiVfiBJFBrFzqkFpprAmWVJPszyyIdpYDJLCIEAk42n+8K2v+EL8K/8AQtaN/wCAEX/xNatpZWlhAILO1htoQciOGMIufoKZJPRRWRqPibSdKv0s7y5dJiqs22F3WNWJVS7KCqAkEAsRQBr0UUUAcPbW8tx448QWq+IbvTJXminitIBBumUwRoZR5kbEjKbeOhU+tbn9haj/ANDZrP8A36s//jFQazqXha71OLRtYht7uYSIoS4szNHHI/CAuVKozZ4BIJz7ip/+EL8K/wDQtaN/4ARf/E0AH9haj/0Nms/9+rP/AOMVg6jajTvFHh0DxBeahem/JayuJIyWUwyq0gVFXZtVz0AB4yCSDW9/whfhX/oWtG/8AIv/AImr2n6LpWklzpumWVnv4b7NAse767QM0AUdd/5DHhj/ALCb/wDpJcUzxj/yAY/+wjYf+lcVP13/AJDHhj/sJv8A+klxTPGP/IBj/wCwjYf+lcVJ7DW5ZooorjOsKKKKACsbxd/yJWvf9g64/wDRbVs1jeLv+RK17/sHXH/otqa3B7E2nf8AId8S/wDYRT/0kt6Z4i/5B9r/ANhOw/8ASuKn6d/yHfEv/YRT/wBJLemeIv8AkH2v/YTsP/SuKrf8QhfAaHgv/kRfD3/YMtv/AEUtbleUaZqF7b/D2zbTtZ8UG+j0pDbW8ei74TIIhtQP9lOVzgZ3HI53d63jqunRzSwXXxDv7KeJirRXyWds/wBQskAJB7EcGuk5juaw7X/ketW/7Bll/wCjbqsP+1tH/wCipf8Akzp//wAZqfTNZ8L6df3V7N44s7+4uIo4We5vbUbUjLlQBGqjrI3XPagDI+FP/JNdI/7bf+jnrsq434U/8k10j/tt/wCjnrsq45fEzrjsgooopDCiiigDjf8AmtP/AHLv/txXZVxv/Naf+5d/9uK7KnLoJBRRUNndwX9lBeWz77e4jWWJ8EblYZBweRwe9IZNWN4u/wCRK17/ALB1x/6Latmsbxd/yJWvf9g64/8ARbU1uD2LniaUadf6LrEufsdrcNHcv2iSRCokPsH2AnsGJ6ZrogQwBBBB5BFJJGksbRyIro4KsrDIIPUEVxWpWPh7QZ1sor7W7YOhk+waZLPIEjJOWCIGMS5z93aODiuw4zTv5k1LxrpNlbne+meZeXTLyI90bRohPYtvZseiZ9K6Ssrw9Bo8OjxPoYjNnMTIJEJYyN0LMx+ZmyMEtzxzWrQAVh2v/I9at/2DLL/0bdVuVys+taVpHjrUf7T1OzsvN0yz8v7TOse/EtznG4jOMj8xQB1VFYf/AAmnhX/oZdG/8D4v/iqP+E08K/8AQy6N/wCB8X/xVAGH4n/5Kl4C/wC4h/6IWu4rzLxH4n0Cf4keCrqHXNMkt7f7d58yXcZSLdCAu4g4GTwM9a7H/hNPCv8A0Mujf+B8X/xVAG5XJfEy6isfAV7eT2qXcME9rLJbyY2yqtxGShyCMEDHQ9a0f+E08K/9DLo3/gfF/wDFVx3xT8T6BqPw31a1stc0y5uH8nZDDdxu7YmQnAByeAT+FAGm3hlFZVbwH4MDMcKDcdfp/otU/DHlReNfEllHo1hpLWkFnFJDYMGidiJZN+dic4dR0/hqPx38PtV8S+KLbU7Ke18tYRCGnkYNbnDjcgAOSCysOQdyjt0n0QY+KPjgZzj7Byf+uBqKnws0p/EdbRRRXKdAVxvxW/5Jrq//AGx/9HJXZVxvxW/5Jrq//bH/ANHJTj8SFLZnWeC/+RF8Pf8AYMtv/RS1uVh+C/8AkRfD3/YMtv8A0UtbldhyBXOeKZ5La+8NzQ2k1266m2IYSgdv9FuBwXZV468kdK6OsPXf+Qx4Y/7Cb/8ApJcUARz+Jrizt5Lq98OatbWkKmSad3tmWJAMsxCzFiAATgAnjgE1Hq//ACOukf8AYOvf/RlrVjxp/wAiL4h/7Blz/wCimqvq/wDyOukf9g69/wDRlrUT+Flw+JF6qF/o9pqM8M85uUmhV0SS3u5YGCsVLDMbKSCUXg+lX6K5U7HTa5k/8I7af8/ms/8Ag5u//jtH/CO2n/P5rP8A4Obv/wCO1rUU+aXcXKuxizeFtOuYJIJ59WlhlUpJHJq90yupGCCDJggjtTfD0UVvd65bxK+Ir9VLyzyTPITbwtlmkZiTzj0wBxW5WNov/IW8R/8AYRT/ANJbendtahZLYo+Dv+SleOv+4f8A+iWrofGn/Ii+If8AsGXP/opq57wd/wAlK8df9w//ANEtXQ+NP+RF8Q/9gy5/9FNXTH4Uc0viZqX19babYzXt5MsNtCheSRuigVxMfxC1bU0W68P+Dr7UNOLEfaZZhBvXP3kUg7h9Ofb0Pigq3UHhzTrhyljeaxBFcjJxIuT8hx68nPYqDXeIiRRrHGoVFAVVUYAA7CqJOf8ADHjLT/E5ngijntNQtji4srlNkkfOM47jp9MjIGa6KuB8VwQ2fxJ8I6jbfJfXDS20iqcGaLAzn1C7icfT0476gDD8Wf8AIHt/+wnYf+lcNHgv/kRfD3/YMtv/AEUtHiz/AJA9v/2E7D/0rho8F/8AIi+Hv+wZbf8AopaANtlDKVYAgjBB71x3izwzotn4X1zUbPTobS8isp5kltcwkOI2Ib5cZOQOtdlWH40/5EXxD/2DLn/0U1ACxeD/AA/FOk50qCaZDlJLjMzKfUFySOlbQAUAAAAcAClooAw/Fn/IHt/+wnYf+lcNeXf8LWuvDemaPpdnp0E8djpNm9x5xkDy7oUOEKqQuAw5b8q9R8Wf8ge3/wCwnYf+lcNY2geEvD+ueE/DF7qek211cw6ZbBXkTOR5Q4YdGHJ4ORQB2NvOtzbRToGCSoHUMMEAjPI7GsfwX/yIvh7/ALBlt/6KWtysPwX/AMiL4e/7Blt/6KWgDnvGP/JSvAv/AHEP/RK109cx4x/5KV4F/wC4h/6JWunrnrfEdFL4QooorI0IbO7gv7KC8tn329xGssT4I3KwyDg8jg96mrG8I/8AIlaD/wBg63/9FrWzQwQVjeGP+QTP/wBhG+/9Kpa2axvDH/IJn/7CN9/6VS0dA6mzRRRQByWtf8lS8Df9v/8A6IFeh155rX/JUvA3/b//AOiBXoddVP4Uc1T4goooqyAooooAKKKKACiiigAooooA880X/kqXjn/tw/8ARBrra5LRf+SpeOf+3D/0Qa62uWp8TOqn8KOA1of8Ta7/AOuhqpZnF9H/AL1W9a41e6/3zVK0OL6Ln+IVByy3HX06wCSSRtqJlmY9gK87uvFGrateeTpUTKhJEYVdzuB39q7DxnFLJoV0kOdzEA49M80fCmztk0/UbkKv2wTCM56omOPoCc1tTStdhbsc/Zz+JNMTzdUtXaDPR1w34V09tOlxCksZyjjcD7Guy1OOCawmW52+XsOd3TiuJtUMbumAqByFAHGO1Oola6EXAKwPFenjUdMjgdiiCYOxHXGDwPc9K6MKMZrB8U3T2eivcR7TKhyhboGwcH8O3vWcdwL3gK0SyK26AKEcgqpztPUgn2rstRlzn2rhfhf8+lwuxJYu5JJ5J3V395CGDHFbAjMtY8zZIzXmnxQXbe2H/Xc16jYId5zXmnxQj/0qxP8A08GmtwO48Pp/xKJR/sr/ACq/BFsZyBj5R0qtoAxpkn+6v8q0ggCP/u1SEFwP+JY+PVa8e1e61S18O6c1jNLFEEYt5Y+828969hnP/Eucj1WuH0c3J0WzEUMbxhSfn9dzf/WqZSsNF3Q5bqbQ7Oa9UrctHlweDmtSU/Kn+7/U1Bb+c0f79Qr56Kc8VPKOF/3f6mud6gehL90fSmy7jE+37204+tOX7o+lKeBUnacbbW1t4R0A3V4UW653v12jPQe/NcjDqXjDxUTdaZItjY7tsbv1etT4rSTPo0yLu2eZGWH+zzn9cV0ejC3/ALG08WuBAIE2beg4/nW8EnqziUFBWRy02o+JfD1up1NhfRn+NRzn0Fed6r4phvdS+1fZTGbdiVQDGRnHPvivbtXeJNNl80qoOAu48Z7fjXiOs6UkuqXCNIE8xzsAXOT1NVaO4GjpkyeINLnhkXaqSeai7sEDPI/SprPQ7nWNT85dPjj09MiS5PA2+o96i8P3EGkXV0LiJJiqDdkdOc8D8q6nQL+a50W91e8PysfKhTooUc4AqGlfyFo9B1xFp9lcW9pZthsCQIq4Cr6n1JrtYGI09MHtXjvh2/mvvElw9wczSjcxzwADwK9ls1U2KA9hVijZvQxro5kJ7VLaqPJbjtUl9ECvA60+0UiA5HahlnjnjMf8VbZcf5zXp+gAfYJhjqB/KvOvG0QHiKyfvux+tekaAP8AQn+g/lVEvcsRRfvVPtV21yDx1zTEUAg/7NPtjluneq6CMa4tdGuNQi/tTZuMLeUJDhfvcmuf8HRQR+PljtX3wK77G9RtNN8aIr3NlzjCP1/3qm8AWixeJLKbzEYsHG0dvkauznjHDy11tsc8pJ1Ix80ev0UUV4x64UUUUAQXlpa31q9veW0VzbvjfFLGHVsHIyDweQDXKeE9B0DVfCel31x4b0xZprdWffYxgk4xnleh6g9wa7Ks/QrGXTPD2m6fOyNLa2sULlCSpZUCnGccZFNPQVtTA8ReFvD0GmQvDoOlxsb+zQlLOMEq1zGrDgdCCQfUE1rf8Ij4Z/6F3Sf/AACj/wDiaPE//IJg/wCwjY/+lUVbNF3YLK5znh3wn4cnvvECy+H9KkWLUFSMPZxkIv2aBsDjgZYnHqT61LbeEvDbeM9TgPh7STCmn2jrGbKParNJcgkDGASFXJ9h6Vp+GP8AkIeJP+wmv/pJb1La/wDI9at/2DLL/wBG3VdUfhRzS3Yf8IX4V/6FrRv/AAAi/wDiaP8AhC/Cv/QtaN/4ARf/ABNblFUSYf8AwhfhX/oWtG/8AIv/AImsDUPCGn/8JTBpliW03TdSsJXvrOyjjjjuBDJEFBG3K5EzBiuCQAM13dYd1/yPWk/9gy9/9G2tAG5RRRQBxupaDFceNre3N3cpZX8b6hdWi7PLlmt3t1jJyu4DkZAIzsX3z2VYd1/yPWk/9gy9/wDRtrW5QAUUUUAYeu/8hjwx/wBhN/8A0kuKZ4x/5AMf/YRsP/SuKn67/wAhjwx/2E3/APSS4pnjH/kAx/8AYRsP/SuKk9hrcs0UUVxnWZ+s30un2Mc8KozNdW0JDgkbZJkjbp3wxx74rQrG8T/8gmD/ALCNj/6VRVs0dA6hWN4u/wCRK17/ALB1x/6Latmsbxd/yJWvf9g64/8ARbU1uD2JtO/5DviX/sIp/wCklvTPEX/IPtf+wnYf+lcVP07/AJDviX/sIp/6SW9M8Rf8g+1/7Cdh/wClcVW/4hC+Ar+Etav4vBmhRp4Y1aZU0+3USxyWoVwI15G6YHB68gH2FVYJfEU3ia81e88JX0StAlrbxwXNq5KKzNucmUcncMDkDnk5NeGWfw91K9sbe7juVCTxrIo/s++bAYZ6rblT16gkehNaGn/DfUYtStZJZTNGkyM0UenXYZwCMqPNtxHk9PnIX+8cZreVmrMxV07o92j1plv7ayv9Mu9OmuiwtxcPC3mlVLMB5cjHgDPOK1ao2GjaXpbO2n6bZ2jPjebeBY92OmcAZ6mr1crt0OhX6hRRRSGFFFFABRRRQBxv/Naf+5d/9uK7KuN/5rT/ANy7/wC3FdlTl0EgrG8I/wDIlaD/ANg63/8ARa1s1jeEf+RK0H/sHW//AKLWl0H1Nmsbxd/yJWvf9g64/wDRbVs1jeLv+RK17/sHXH/otqa3B7HX1zM8WpaP4ovtQtdJm1O21CGMMYJYlkhePICkSMoKEMSMHg7uPmrpqK7DjMfw1ptzpumSi88tbi5uZbqSOJiyRGRy21SQM4zycDJye9bFFFABRRRQAUUUUAFFFFABVHWrq0stB1C7v4PPs4baSSeLYH8yMKSy4PByMjB4q9Wd4gtGv/DeqWaQPO1xZyxCGOQRtIWQjaGYEKTnGSCBQBwXhbVvAHi3VFsLLwXFBI9u1yj3OlQKjor7CQVz/FkZ6ZBGc8Vu2WmafpPjPVINOsbazhbT7NzHbxLGpbzLkZwoAzgDn2rmfh14DuvDXitb9tMvrGGTTWWQTXsM4SUzEeWSijdlVRwRjHQ5zx2D/wDI9al/2DLP/wBG3NRU+FmlP4jRooorlOgqalqdlpFjLe6hcx29tGMtJIcD6D1PoBya8y+IHxA8L654H1HTtO1Pzrubytkf2eVc4kVjyygdAa9M1TS7LWtOlsNRt1ntZQA8bEjODkcjkHPcV5b4++HPhvQvBeoanp9rLHcw+XsJnZgN0iqeCfQmrhy31Jne2h1vwl8WXWt6Ja6Xc2ccX2Gwi8uZC48xQ7xDhlAziPkqWGc9DlR6PXmPwf8ADmqaZo0GpagY1hubCNLaPeGdUMssoJwoCgiUHBLHk5I4UenV1HKFc54pe6S+8NtZQwzXA1Ntkc8piQ/6LcZywViOM9j/AFro65Lx29nGugNqF2bS1GpnfOLlrfb/AKNPj94rKVycDqM5x3pN2Q0rsfrUHirV9C1DTP7L0aL7ZbSW/mf2pK2zepXOPs4zjPTNTav/AMjrpH/YOvf/AEZa1n2elaTqNqtzZapqdzbsSFlh1y6ZTg4OCJcdRV200Ozsr0XiPeS3CxtEr3N9NPtVipYASOwGSi9PQVlKomrGsabTuaNFFFYGwUUUUAFY2i/8hbxH/wBhFP8A0lt62axtF/5C3iP/ALCKf+ktvTQM4lvFNz4e+I/im002yS+1bU57CG1gd9q8QMWcn0GVz069ah/4WXqGqaV4g0HW7eyZpdPvUt7+xLeTK6Qlig3deDnOf7vBDA1k+JdHGq/EHxKftD6e8cloialz5cBe3K+XJg5VXzjfyAVAP3q3D8PdU03wtfX2uXNjs0rSL2Oys7JG2B3iYNKzNyWPJPHpjGMV1R+FHLL4memeKfDlr4q0GbTLljGWw8MyjLRSDow6e4PIyCR3rgr/AMb+L/BqR6bq2mWGrXIGI7iG9WN5F7O0X3j7nAA9e9erV5E6aXF8SNbj8V2hvlmy8EQtnuAqgDa3lqrEjYQobGAySdN3NEnQeENGutZ1dfGWt6hZXt0YzFZQ2bB4bVDnOGBOWwSD1xk8njHe1518Kg8kes3MBYabNcBoVZ95D/MSN3ciMwof9pGHbJ9FoAw/Fn/IHt/+wnYf+lcNHgv/AJEXw9/2DLb/ANFLUnie3urnRlFnbPczRXlpP5MbKrOsdxHIwBYhc7VPUiuch0qK2gjgg8L+LooYlCRxx66FVFAwAALzAAHagDu6w/Gn/Ii+If8AsGXP/opqw/sH/UueMv8Awf8A/wB2UybSormCSCfwv4ulhlUpJHJroZXUjBBBvMEEdqAO7orh/sH/AFLnjL/wf/8A3ZR9g/6lzxl/4P8A/wC7KANzxZ/yB7f/ALCdh/6Vw14rqPjTxVo7eHrCzvJbGzXSLQ2iJbiX7Uxtwem3nL/JjPGQa9E1CXS9Gtk1LWdD8UW9jbTwyPNdasZ4omEi7GaMXTlgG2nAVunSqfgL4k6FfNonhK3ivJL2G2W3Fz5SiFzFEcspLbsEIcZUHkZAoGelW7ySW0TzR+XKyAumc7WxyM1j+C/+RF8Pf9gy2/8ARS1uVh+C/wDkRfD3/YMtv/RS0COe8Y/8lK8C/wDcQ/8ARK109cx4x/5KV4F/7iH/AKJWunrnrfEdFL4QooorI0Mbwj/yJWg/9g63/wDRa1s1jeEf+RK0H/sHW/8A6LWtmh7gtgooooAKKKKAOS1r/kqXgb/t/wD/AEQK9DrzzWv+SpeBv+3/AP8ARAr0Ouqn8KOap8QUUUVZAUUUUAFFFFABRRRQAUUUUAeeaL/yVLxz/wBuH/og11tclov/ACVLxz/24f8Aog11tctT4mdVP4UcRq8CSazdlidoI4Hc4BP6c1lS2v2S+s50fdHLNtx6c1ua2wtdYm3Dckqq/HVT04rDaU3N7ZxqDsjlBye/IP8ASkcsviZYvIll8xGGVJORXEzWmteGr5r/AEd8hhh1xkMM/wAQrvJRl2+przv4iXd2JLSxhZkhkUyPt43HPT8KqDY4q7saSaxrvie1aC/8uK33AkRYGfY1tWsAgiSNQdqgAZ5ryzw1cT2fiO0jhkbbLIEePPDA+1ev7PanUbCceWVhV4Fct48QN4eU8D/SE/ka6rbgVgeMWC+H5Nyh8uq8jpnvUx3RJN8LABoseenmN/OvRbkAqxFeG+F/GE+gbLX7F5kXmEljkYUmvSvE/iafRIxJDaLeWzY/eRPyMjIyPfqK1cknqCTsbkCiIk15n8UI2+0adt/iuOat2nxMa4OI9GkwOSxc1z3ijxTPqbRefYqsscgdUGW2/U1Seo2rHqegwk6fIOwC/wAq0HQ4cf7NeW2HxTvrO3EQ0mOTseWH9K1NK+Jz3d2UvdM8mIjG5SxJ/SqUkibM7y7XGlSYHda8j1LXdR0jQtONmY0Xyt77lyWJY8CtLXfipch7i2sdNUWgb5J5M5YDocdqs6Y9vqGh6bE62cpMSttkIJDdcY/GlJrRsaNvSLp7/SLS7li8uSaMMyehNXZf4fdf6mqsK3fmAN5YiAA+X0q1NwV9l/xrmYHoK/dH0pszbYJG9FJ/SnL90fSo7n/j1m/3G/lUna9jmNSTTvFemNLDKHCKUdOmM84I/WvJbXxRrHhO4l060lS5tkkIRXGcfSrlzqcNhYNDHcSR3NwcMUOMDsPfoK5R0klQyh23b+F960i3F6nLhadTEJKO9jV1rxtPrNtCmoFgQ5AihGFA9frWXLc7lt5Tcyk/wZPK1DBoV7epJJbpv2EAjPc+laEfhnXZI41+wTYj6bhgDNae7IyqwknZ7oo2d1Jd6l5cZZmlB3Fv4jXca3vttAstBSI5jgEszZx855Iz7Vm6f4XXw9PFqWpsnm5/c20bbst/tHsKkmV9RtoZ72eSSGQs8h8vH0waUpKLVhKKu7FbwwiprbN3HFe0Wa5tAB1x614lplxHpuos8zAFVDYz1Feo6J4hi1XSZ7uC3m22+FdccnjqBRzIVO5q3SZ4HamR4ji285I4rmrjxxpokAeK5U56eXUo8XaeLSS4EV0RGOhjwW+lHOjWzRxfjZG/t2zUDgsOMe9eiaBCxtZBjGAK4bxPqNtN9juHgZZywdYmIDBfU1q6V8QLa1h8qTTZyx7pg5quZEX1O1Cldo9sUtovz/iawtM8X22q3fkpZ3MTAfxgVLrnjDTvD1zHbeVJdSuCT5bAhe3NWpKTsgemrM7XPDt1r9xB5DpGsQkyz9PvcCs3wHbSWfjdLab/AFkXmKwz32tVafxpqLzBrCNoUwQysN27Jz/jV34epLL4sW4mDFijtuPc4P8AjXoyUo4aSm1sYXhKpG290evUUUV4R6wUUUUAFFFFAGN4n/5BMH/YRsf/AEqirZoooAqeGP8AkIeJP+wmv/pJb1La/wDI9at/2DLL/wBG3VReGP8AkIeJP+wmv/pJb1La/wDI9at/2DLL/wBG3VdcfhRyy+Jm5RRRVEhWHdf8j1pP/YMvf/RtrW5WHdf8j1pP/YMvf/RtrQBuUUUUAYd1/wAj1pP/AGDL3/0ba1uVh3X/ACPWk/8AYMvf/RtrW5QAUUUUAYeu/wDIY8Mf9hN//SS4pnjH/kAx/wDYRsP/AErip+u/8hjwx/2E3/8ASS4pnjH/AJAMf/YRsP8A0ripPYa3LNFFFcZ1mN4n/wCQTB/2EbH/ANKoq2axvE//ACCYP+wjY/8ApVFWzT6B1Csbxd/yJWvf9g64/wDRbVs1jeLv+RK17/sHXH/otqFuD2JtO/5DviX/ALCKf+klvTPEX/IPtf8AsJ2H/pXFT9O/5DviX/sIp/6SW9M8Rf8AIPtf+wnYf+lcVW/4hC+AoeFNL8QyeDtEeDV9LjibT4CiPpkjMq+WuASJxk474H0FX47y/wBO1iPTNYa3c3KlrS7t4mjSVhy0ZUs21wORydwz/dNaHgv/AJEXw9/2DLb/ANFLWP8AFdW/4V1qEkZKTxy27RSD70becg3Kex5PPvWzpxZiqjTN6ivkz+19VQtt1K+kC5HFw4yMHaeD9TXtvh3xVqo8Paa890spa3jy9xpN4CeMZMoDq3+9wDWTpNGqqJno1FchY+MbqfVbOwa1sLlp3Kv9hupHkiUA5dkeJMKCACSe4xk119ZuLW5aaewUUUUhhRRRQBxv/Naf+5d/9uK7KuN/5rT/ANy7/wC3FdlTl0EgrG8I/wDIlaD/ANg63/8ARa1s1jeEf+RK0H/sHW//AKLWl0H1Nmsbxd/yJWvf9g64/wDRbVs1jeLv+RK17/sHXH/otqa3B7GL428ea1oXjmw8P6dJodvDc2YnNzqpdI0bMnBZWAAIQAcdTWVa+P8AxfcTOkmqeBLVdpeOW5uJUSZRLLFlDu+YZhY59GU98CHx3qsWh/G3RdVllt0FtpeVW4aUCQs0ybQY45CD82fu4461zF34o03+0NRuotT06Rr7SrywlX/SVELXF1LNuB8jLBRIo5C5OeldhyG5/wALY8Vf8It/bv2vwb/2D/Ml+1/f2f6vf/wLr93mrt18RvFVrqthY/2x4Bl+2eZ/pEVzK0UGxc/vG3fLu6D1NecwPaTfDhNDbWdMhU6kt+07rdkxsYdnlELblc8E5DHocZ61c1DV7GXxD4S1H+1tKxo1vaWxQG6w4hJcOSbcFQ3AwAxBYHkZIAO+Tx/4ve9MB1TwJHDukRbx7iUQSMiwsQr7sE4nXj1V/Tnc0DxprWr+E9QvZG0n7dBrUemRzWyPJbsrSwx+YBvBYfvGI5GeK5+Pxra2GsP4le50zNzPdwm3aS7AQiKyB+b7NuyPJycqB84wTg1V+GsaxfDS6jSZJlTxPaKJYwQrgT2vI3AHB68gH2FAHqH2XxV/0GdG/wDBTL/8k1A9zr+natpMN7faZc297ctbusNjJC64hlkBDGZh1jAxjvXFfE6y1x/EdpLai5mgmijjso4N4xOJMMu4cRkoxfzOCPKx0yD2uoR3ENz4Qiu5hNcpfFZZVGA7izuMkDtk5NAi5quurYXkOn2tpLfalOhkS3iIXagOC7seFXJx6k9AeapnxHe6dJF/b2kfYbeV1jF3BcefEjMQFEh2qy5JAzjbnqRTLE+X4w8Q25cR31xFDLbO4yDCE28DuFk3EjP8Q9az0g1PSfh3q0fi68W+ldJVAU7y4cbVQEKMlnJ2jHG5V5xQB21MmmitoJJ55UihiUvJJIwVUUDJJJ4AA71Bpsc0Wl2kdyczpCiyH1YKM/rVHxbcpZ+D9ZuXgjuFispn8mVC6PhDgMBztPf27igC1Z61pWoyJHZanZ3LvEZkWGdXLRhtpcAHldwK56ZGKxn/AOR61L/sGWf/AKNua88+EusXGoeKbaEadY2VqNFdo0htApCrcFcJIWZ2UtkkseWzxwGPob/8j1qX/YMs/wD0bc1FT4WXT+I0aKKK5TpCuN+K3/JNdX/7Y/8Ao5K7KuN+K3/JNdX/AO2P/o5KcfiQpbM1PCXi3w3beDNCgn8Q6TFNFp9ukkcl7GrIwjUEEE5BB7Vsf8Jp4V/6GXRv/A+L/wCKo0L/AJDHif8A7Caf+klvWH4+/wCXv/sWtW/9t67DkNz/AITTwr/0Mujf+B8X/wAVWH4h1jQvEN/4fsbHWra5k/tBnZbC/wASqotp+cxsGAzgZB7471uG18VY41nRs/8AYJl/+Sa4fUtZbVfiH4Liuolt9StH1CK8tgc7H8lSGU90Ycqe4PqDSlsyo7o7axsbfTrVba1QrEpZvmcuSzEsxLMSSSSSSTkk1YoorjOoKKKKACiiigArG0X/AJC3iP8A7CKf+ktvWzWNov8AyFvEf/YRT/0lt6aBmb4VgiufiH4+gniSWGRbBHjdcqymFgQQeoqLxQ1z4S8Ja1ps5ludDuLCeKzuDl3tHaNgsMh6lCSArduFPY1Z8Hf8lK8df9w//wBEtXe11R+FHLL4mYf/AAmnhX/oZdG/8D4v/iqqahr/AIF1WJYtR1fw7dxqdyrcXMLgH1GTXF6p411Xwn4T8AWumDTF/tKxijkm1DcI4sJCAxKsNqjeSTzwKgtfiN4qutVv7H+2PAMX2Py/9IluZVin3rn92275tvQ+hqhHokfjDwlFGscfiPRERRhVW+iAA9AN1O/4TTwr/wBDLo3/AIHxf/FV5ZD8WPFUulabffa/BqfbrkW/2d5JRLb5Zh5kq7/lQbclueCPWrv/AAsbxV/bv9l/2x4B/wCPb7R9r+0y/Z/vbfL37vv99uOnNAHo3/CaeFf+hl0b/wAD4v8A4qtWzvbXUbVLqyuYbm3fOyaGQOjYODgjg8gj8K8MufjR4jtUvd1x4Xkmtp2hWGKK5czgEDfGwOwqeSCWBIHTpn0Pwl4gh/sXVte1WWK3Wee2nmKg7Qz2VqcKOSeWwByenWgR29FYVl4r0+7vY7SSG+s5Zji3+2WrxCbjPykjGeD8pw3tTvFPiW38LaR9tmhkuJpJFgtraP700rdFHp0JJ9B36UAbdFeRH4h+NhGdT/snTDpI+bcIbjaV6487G3/gePL969E8MeJLXxTo4v7ZJIXR2huLeQfPDKv3kP0yPwIoAzviLbWt54KubW9mWG0mubSOeVmChENzEGYk8DAJOa8V+GdtpEHxL8Ptp99d3DuJztmtUiwPKlBJ2yuQcgcEDg59M/ROp6naaPYPe3sjJAjIpKRtIcswVQFUEklmA4HesDR/iP4T17VIdM0zVfPvJ93lx/Z5V3YUseWUDoD3oA6qsPwX/wAiL4e/7Blt/wCilrcrD8F/8iL4e/7Blt/6KWgDnvGP/JSvAv8A3EP/AEStdPXMeMf+SleBf+4h/wCiVrp6563xHRS+EKKKKyNDG8I/8iVoP/YOt/8A0WtbNY3hH/kStB/7B1v/AOi1rZoe4LYKKKKACiiigDkta/5Kl4G/7f8A/wBECvQ6881r/kqXgb/t/wD/AEQK9Drqp/CjmqfEFFFFWQFFFFABRRRQAUUUUAFFFFAHnmi/8lS8c/8Abh/6INdbXJaL/wAlS8c/9uH/AKINdbXLU+JnVT+FHG+K/wDkKJ/1xX/0JqxbXDXcPb5xW34rH/E0T/riv/oTVzLymKRXHVTkVJzz+Jm1IPnb6muf1eKw1BjBco/mRHAkVeVyATj1qO+8UvbsD9kDZJ/jrIk8aXHmMP7Kh+Ru8vcfhW1OjUqawVzHnje1yew07RtOvPtyrLNPEnyNswF5AyB611ikMgYdD0rhn8bXasMaRBn/AK6c/wAqcfG+o8Y0yAfWWtXhK7fwsfPHudztpjRq4wyhh6EZrhD481PzMDToMdv3lIfHGrD/AJh8H/fyp+qV/wCUOePc7oW1uw/1EWf9wUv2eLn5F546VyXhrxbd6vqc9rd28UIji8wMrf7QH9a6xbqFhxKh/H/PqPzrnnBxdmWhFtoVACxIAPRRTTbxZz5Sf98ipVnjckK6sw7A0dakRCLeLOREn/fIrPHKxjzBjLZxF1xmtdVxn9KgFg2YybmTAzx9aYHI+LlDeFboFi2JIvvJtPWuI8K+U3ivSwqMCZgR831r1jVfD0Wq6ZNZSXMipIUJJ+bbisjSfh7Z6VqlrfpeTSPbtuClQMmtYyXLYb2OyAH4UyYcj/d/xqQDFRTH5wP9kVmI9BX7o+lRXbBbKdicARsT+VSr90fSq+o/8gy7/wCuL/8AoJqTsex886vpVxPcrfq6+THtVsnnPP8Ah+tLYWljdW6hroxzBQZM8DPP51NfS3TF7ePc0BwzqAP89qiur+aGER/ZIkZwAMLyRjrWz5ux5OFruKTjKxFpuo3GkXF3HG5ClTtYjPzDoagk1K7n05vNuJHbO/ljnOalh1SR02C1V2Tr+PrUEk8lzGbTyPLy5kJU9Bzxj8adnfY351rqXpdWudSmtI2dn2RliP8Aa9aYmrnKRvZMqICPkc9fXFVXu7iWYRJCIZoU2KAv3h7+9UxfXxnwI18xOwSmoczvIzTtK6ZoebazpunjIbGMtk5q1YeK7zwrq3+jKskEiBZYmJ+bHcH1rCl1O7c+W5VRwCAuKNSjnu79MKGYpk7egHvUezUZeR0RldanY6n4r8I6wy3Fzpd9DcgfN5DKAx96pS+NrO2gjg0vScLHna9xJuI98dM/WuSisp5jGqqMuTtJIHSnLpd06o4VcOTglh271fLEbZLLqk9zcfaLpPNlYkyMT94dh7Yq9pd7NLBKXkIMePL44Xt+dZ8emXcqoVVcPnGWHQdzV6yg1C2VbUYEM5BI4IP40ppWsiG7amw9xPa2kzxXMi3C45A5zXNXt3cxbnlyZmfktXQvG0ccolIMhh3kgnBbPWsTVbaS6aFoYydwU4zyTRTpuOpM3zPUkstcvTIAiLJtwSAMn/PNemfDm4e51iF3Qr8khwfpXm+k2txZ3N15yhC0O3OMZ6cYr0n4cITq8bDoInJonLocsuVV4KPdHqtFFFYHtBRRRQAUUUUAFFFFAFTwx/yEPEn/AGE1/wDSS3qW1/5HrVv+wZZf+jbqs2w1SDQtT1pb6G+/0u8W4ha3sZp1ZPIhTOY0YA7o2GDg8ZxggmC08WaEnjLU57rUY7BH0+0RBqKtaM5WS5J2rKFJA3DkDHNdcGrI5ZJ3Z2tFYf8AwmnhX/oZdG/8D4v/AIqj/hNPCv8A0Mujf+B8X/xVUSblYd1/yPWk/wDYMvf/AEba0f8ACaeFf+hl0b/wPi/+KrHufFvhtvGemTjxDpJhTT7tGkF7HtVmktiATnAJCtgex9KAO0orD/4TTwr/ANDLo3/gfF/8VR/wmnhX/oZdG/8AA+L/AOKoALr/AJHrSf8AsGXv/o21rcri7nxb4bbxnpk48Q6SYU0+7RpBex7VZpLYgE5wCQrYHsfStj/hNPCv/Qy6N/4Hxf8AxVAG5RWH/wAJp4V/6GXRv/A+L/4qj/hNPCv/AEMujf8AgfF/8VQAa7/yGPDH/YTf/wBJLimeMf8AkAx/9hGw/wDSuKsnW/FmgTap4da01a1vWi1B3eKxf7TIF+yzrnZHuYjLDkDjNP1/X7TVtPgs7O31R52v7NwH0u5jUKtzGzEs0YAAVSeT2pN6FJO5uUUUVxnUY3if/kEwf9hGx/8ASqKtmuW8bajYRaZHYy6taWd21zayqstwiOEFwhLgMeg2k5/2TWh/wl3hn/oYtJ/8DY//AIqnZ2FfU2axvF3/ACJWvf8AYOuP/RbUf8Jd4Z/6GLSf/A2P/wCKrP17xJ4YvvDup2jeJdLRZ7SWIulykjKGQjIUHLHnoOT0oSdwbVjW07/kO+Jf+win/pJb0zxF/wAg+1/7Cdh/6VxVyukeL1ke61BdT8PK986Szw3t61p5cyRpC/luVcSxkxZBGMZxzSa54rha0huLvXPDUdrb3tnNJDY35vJpFW4RmIwFI2gBuFbIBrVwbnczUly2Nfw5qPiceBdJhsNM0lT/AGZCsE82oScfugFZkEP0JXd7Z71ZvvDNzrFn9i1jxDqN9ZMyNLbNFboku1gwBKxhsZUdD+NYngrxbbHTNC0ac2hleyiSJrS8ScgrGOJEGGjbjnIIB43V3lTOc07McYxaujmD8O/CJJJ0K15z/e7/AI10cEEVrbxW8EaxwxIERFGAqgYAFSUVm23uaWSCiiigAooooAKKKKAON/5rT/3Lv/txXZVxv/Naf+5d/wDbiuypy6CQVjeEf+RK0H/sHW//AKLWtO7uo7O1e4lWVkXGRDC8rHJxwqAsevYVzHhvU7HRfDlhprQ6wzW8QUk6TdnnrjPl9s4oS0DqdbWN4u/5ErXv+wdcf+i2o/4SfT/+ffVv/BRd/wDxuqWt6nFrHhjW7OyttRa4fTp9iSafPFvJQgAF0AJJIwByaEncG9Cl49+G8vi/xLHqRRJIY7NIFUX5t2DB5GbP7iTIIZccjoetc0PgewJItzk9T/bv/wBxV6f/AMJjpX/PLVv/AAT3f/xqufsviP8AbbC3uvO8KQedEsnkz+ItskeRnaw8jhhnBHrXZc5dTj/+FG/9O3/lc/8AuKj/AIUceP8ARjx0/wCJ5/8AcVdv/wAJ9/0+eDf/AApP/tFH/Cff9Png3/wpP/tFAHHt8GrhrKGzMR+zwyvNGv8AbY+V3CBjn7FnkRp+X1rqfDPgG60TwleaMlxDbO+pxX1uzOboJ5ZhYBzti3ZaI9AMAjk1P/wn3/T54N/8KT/7RR/wn3/T54N/8KT/AO0UAbn2XxV/0GdG/wDBTL/8k0waRrVzqem3Oo6rYSw2M7TiO3094mdjFJHjc0zADEhPTtWN/wAJ9/0+eDf/AApP/tFH/Cff9Png3/wpP/tFAjp9V0Ow1kQm7jcTQEtBPDI0csRPB2upBGe46Hvmqlv4VsI72G8u5rzUJ4Duga9nMixH+8qcKG/2sZ96w/8AhPv+nzwb/wCFJ/8AaKP+E+/6fPBv/hSf/aKAO4pk0MVzBJBPEksMqlJI5FDK6kYIIPBBHauK/wCE+/6fPBv/AIUn/wBoo/4T7/p88G/+FJ/9ooA6fT/D+i6TO0+naRYWczLsMlvbJGxXIOMqAcZA49qyX/5HrUv+wZZ/+jbmq+leP7K9F2tzEzPbz+UJNKjn1CCQbEfIljiAz8+COoI96fZ3A1HxLf6nBFcLaPZ21urXFu8DF0edmG1wGwBInOMHPB4OM6jXKzSmnzGtRRRXMdBna5rdj4e0mbUtQdkt4uuxCxJPQAD1PHpXkvjb4qaH4k8I32k2dpqMdxceXtaaNAo2yKxyQ5PRT2r2W6tLe+tntruCKeCQYeOVAyt9Qa80+Ivgnw3pPgTUr6w0mGC6i8rZIpbIzKoPf0Jq4ct9SZ3toel6F/yGPE//AGE0/wDSS3rD8ff8vf8A2LWrf+29bmhf8hjxP/2E0/8ASS3rD8ff8vf/AGLWrf8AtvXUcp3FeCfH+KNNd0WZUUSvbyKzjgkBhjJ9sn869Zn0XW9SeGLVNatmsVffLFYWstrJL8pAXzBOSo3ENx1246E1yWvaFYaR8TPBjWi3Baf7d5jT3Us5O2EYGZGYgDJ6etJuyuOKu7HlXwxutSj8TzHTVu2Y2h8yO3jjfIBUZId0H45zz9a9a/tfxDCA0j3A6ERyaA7k57Fop2Ge2cY79K7MKB0AH0FLXO6ib2OhQt1KumzXdxpltNfWwtbt4w0sIfcEbHIz3q1RRWZYUUUUAFY2i/8AIW8R/wDYRT/0lt62axtF/wCQt4j/AOwin/pLb00DKPg7/kpXjr/uH/8Aolq72uC8Hf8AJSvHX/cP/wDRLV3tdUfhRyy+JngXjnUf7I0L4Van5Xm/Y7aO48vdt37Ft2xnBxnHXFcPa+MvsuveKNS+wbv7ctru38vzseR57bs52/Nt+gz7V7Z/wg8PjHwZ4OknktttnpUaiK4hkdWLxxc/u5YyCNmOpHzdKqf8KV07/nno3/gJef8AyZVCPHr/AMZfbfhxpnhL7Bs+w3LXH2rzs78mQ42beP8AWdcnp78Xv+Fh/wDF0v8AhNf7L/7c/tH/AEw8r7+38fu+3vXqf/CldO/556N/4CXn/wAmUf8ACldO/wCeejf+Al5/8mUAeIf8JF/xQv8AwjP2X/mJ/b/tHmf9MvL2bcfjnP4V7JotrcTeDLe5h+0NHaXdjJKlvEZHCnTbdBIqgEsY2dZMc/c6Vb/4Urp3/PPRv/AS8/8Akyuu8HafFpLa1p0DO0NpeQwRtIQWKpZWygnAAzgelAHk3guyur25ltLdybh7iAN5CbhGySpI0zsowu1UYLv+djIwPQ17F4s0BNe0O6jjijN+lvKtpK4/1buhU4PbI4z1APFboAHQdaKBHmMWuxLr0l82qzG0awEC+GPsz/aFk2j935WOmQfnx3xnaBXY+E9BTQdCtYnijW+aCIXbp/G6oF59cYxnqcc1uYGc4GemaWgDj/ijdGx+HuoXYijlMEttL5ci5V9txGcEdwcV438M9Ym1L4meH1kgs4yFmLmC0gi3MIpsY8tFIGCOCTkjPoB9G3lla6java3ttDc2743wzxh0bByMg8HkA/hVGz8MaBp10l1ZaHpltcJnZNDaRo65GDggZHBI/GgDVrwib4g6zbadoei6Rcrp9jaadYx3eo/ZfPaOR4QwABOMYHpnhsZOAfd68mX4fNrPhHStV07WP7MnudEtYL0SQrJDNGsS/MwPRhxhu20Yx1oAyrXxLqWs/E7w1pms/ZG1HTJLsNNZ58qaKS3Vo3GfUAntwRxXrFeMeHNBg0Xx14UezDz2lxJemPUJV2NdkQAFlT+GIfw5JJyx6EV7PXPW+I6KWwUUUVkaGN4R/wCRK0H/ALB1v/6LWtmsbwj/AMiVoP8A2Drf/wBFrWzQ9wWwVmaDdz3unyy3D73W9uogcAfKlxIijj0VQPwrTrG8Mf8AIJn/AOwjff8ApVLR0DqbNFFFAHJa1/yVLwN/2/8A/ogV6HXnmtf8lS8Df9v/AP6IFeh11U/hRzVPiCiiirICiiigAooooAKKKKACiiigDzzRf+SpeOf+3D/0Qa62uS0X/kqXjn/tw/8ARBrra5anxM6qfwo4/wAVDOpp/wBcV/8AQmrmJ0zmur8TLnU0/wCuK/zauemjzUnPP4mclrCZ8oY7/wBRXOX4MWozgA47jaeT9eldfq0J3xDIzn+oqnNI4LRKkYXfkybuo9MV7GXO0X8jy5SXtZHNWiGW5bKtwgxwR6ZqEzF2JKkAtn5VPA98966iaQSvEPKjjCLgkP8Afptw6SyFooliXGAN2ea9Hnd1p3Kujm1QnTZJD95XwTg4z/nFQyyExkA/NtHJBxnjNdTbSRpcs8sSum7iPP4fzpFmgjeR3iVgz5VNw4B96l1JW+F7FXVyh4Rto5vEl5G6lo2slODx/EhFdLJbwwqtwtsi2jymJHaXDSOP7o744/Ksfwed/i29fKnFoFJHTO5K0vF2lJeWFmIpjBPau+1SrFWDEHIx0I/WvCxWtdnbT+E3bfTYrS6OECzY3HD53DJGT+RqHXtZTRdPa5kA2j8cnsB7mm+H7CSws0Mssk0mwKWkzk/MSevbJxVXxL4ai1HQ5ba33CUMJEG77zDPBz9TXPZcw+pylt8SZ/tq+fDst2YDcG3FR64xzXpdvcLNErttUsOBnr9K8at/Cmq6hJFamylgYEea8i7VjA6/WvYIdJskRB5e7agQHJ6CqqKK2E2ZPijXJ9J0q5ltVQTROgBk5HJrlvDfjbWNU1+0tJ2hMUpO4ImDgKT1z7V0vjqwuL7w+YbVGeV5VzgZOBXF+FfDeq2viC1nltX8uPdksNo+6wpxUeUfQ9Wtp2n3bomTB4z361cls0a0FwJDv6Yxxis22gngYDyURWb5zvJz1rQkmRIQgD+Z/EO3XIrNbgdwv3R9Kr6jxpl3/wBcX/8AQTVhfuj6VX1L/kF3f/XF/wD0E1J1y2Z4PdhVtZZT95XGMH/PrWfI0cxVnBZh0yTmtS5R3sp/LXMm75QfXisOPT76Dagg2Ec4Z85zzX02DjH2Ubo+eo/AT2tpHLKRGNjsdvfmiaKOOYrIhEqjaRnB+lMtba4t7aWPZtdT8gLZOfc1AlnexgKIsFSSQz5PPXmt1GF17qNe+pL5cR824w3mZwWzyaUeUr+YAdzDr3p1razx2c0RjAbqg3Zz+NV0sr2NVRYCCvJDPk801Gnp7qD5kOoOsdq84X5g2CSBWtpvh+8l0+O7+1wxpcLkI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)
Pressure to Current
Transducer
VALVES
517
Electro-Pneumatic Transducer
Low Cost, Selectable Input/Output, Manual Override
Series
EPTA
The Series EPTA is an electric to pneumatic transducer that converts an analog input
signal to a linearly proportionate pneumatic output by modulating its control valves to
regulate branch line pressure to the set point determined by the input signal. All models
incorporate two low voltage valves, an integral in-barb filter, a 0 to 30 psi analog gauge, an
anodized aluminum manifold, and brass barbed fittings. The EPTA offers adjustable span
and offset as well as manual override. This unit has no air consumption and is immune to
mounting orientation. Output pressure ranges include field-selectable 0 to 10, 0 to 15, and
0 to 20 psig. Also included is an analog 0 to 5 VDC feedback signal indicating the resultant
branch line pressure. Universal 24 VAC/24 VDC supply voltage and field-selectable 4 to 20
mA, 0 to 5 VDC, 0 to 10 VDC, or 0 to 15 VDC inputs ensure single unit compatibility with
most systems. The standard models maintain branch pressure on power loss while the Fail-
Safe models will drop the branch pressure to 0 psi on power loss. Mounting configurations
include a metal bracket mount in the EPTA-B models and a snap-track mount in the EPTA-
S models. The A-400 accessory kit will allow the EPTA-S models to be mounted on a
standard DIN rail.
SPECIFICATIONS
Service: Clean dry air or any inert gas.
Input Signal: DC current (4 to 20 mA) or DC voltage (0-5/0-10/0-15).
Input Impedance: Current: 250 Ω; Voltage: Infinite.
Output Signal: Jumper selectable 0 to 10 psig (0 to 69 kPa), 0 to 15 psig (0 to 103
kPa), or 0 to 20 psig (0 to 138 kPa).
Feedback Output: 0 to 5 VDC.
Air Supply: 25 psig (172 kPa) max.
Air Flow: 750 scim.
Air Consumption: 0 scim normal operation, fail-safe model vents to 0 psi on
power loss.
Accuracy: ±1.0% full-scale @ room temperature; ±2.0% full-scale @ 32 to 120°F
(0 to 48.8°C).
Supply Voltage: 24 VDC (+10%/-5%) or 24 VAC (±10%) 50/60 Hz.
Supply Current: 180 mA max, 200 mA max on fail-safe model.
Temperature Limits: Operating: 32 to 120°F (0 to 48.8°C); Storage: -20 to 150°F
(-6.7 to 65.6°C).
Operating Humidity Range: 5 to 95%, non-condensing.
Pressure Connections: 1/4˝ OD (polyethylene tubing optimum).
Electrical Connections: Plug-in block terminal type with 5 mm pin spacing.
Wire Size: Up to one 14 AWG per terminal.
Weight: EPTA-S0: 6.9 oz. (196 g); EPTA-S1: 9.2 oz. (261 g); EPTA-B: 14.5 oz.
(411 g).
Model
EPTA-S0
EPTA-B0
EPTA-S1
EPTA-B1
POWER
MANUAL
AUTO
MANUAL
0% 100%
SPAN
OFFSET
10V
15V
20mA
0-10 PSI
0-15 PSI
0-20 PSI
5V
4X ø13/64
[ø5.16]
3-23/64
[85.33]
1-23/64
[34.53]
23/64
[9.13]
4-1/16
[103.19]
4-5/16 [109.54]
3-25/64 [86.12]
4-15/32
[113.5]
PWR C SIG FB OV OV
3/16
[4.76]
23/32
[18.26]
1/2
[12.7]
27/32
[21.43]
3-27/64
[86.92]
3-1/4
[82.55]
3 [76.20]
3-1/4 [82.55]
23/32
[18.26]
PWR C Sig FB OV OV
EPTA-S
EPTA-B Shown with snap-track mounting
Shown with metal bracket mounting
The Model PI Pressure To Current Transducer converts a pneumatic input pressure
to an accurately proportional output current with uncompromising accuracy and durability.
The PI serves in high-density and panel-mounted applications. The rugged PI transducer
offers a high density DIN rail adapters and space saving with easy plug-in installation.
Pressure To Current Transducer
Reliable, User-Oriented Performance
Model
PI
Model
PI-1
PI-2
17/32
[13.46]
3
[76.20]
1-63/64
[50.47]
3/4
[19.05]
5/16
[7.75]
1
[25.40]
PRESSURE INLET
1/8˝ NPT
3
[76.20]
3/4
[19.02]
3-7/16
[87.12]
45/64
[17.78]
5-25/32
[146.84]
5-3/8
[136.66]
MODEL NO. PI-X
SUPPLY: 10-42 VDC
MAX. TEMP: 75°C
INPUT:X-XX PSIG
OUTPUT: 4 TO 20 mA
SERIAL NO: XX-XXXX
TAG NO: XXX-XXXX
W.E. ANDERSON
A DIV OF DWYER INSTRUMENTS, INC
MICHIGAN CITY, IN USA
SPECIFICATIONS
Service: Clean dry air filtered to 40
microns.
Input Signal: 3 to 15 psig and 3 to 27
psig.
Input Capacitance: 2-wire: 700 ƒ,
standard; Voltage: 5k ƒ min.
Output: 2-wire: 4 to 20 mA.
Linearity: ±0.15% of span.
Hysteresis: ±0.15% of span max.
Accuracy: ±0.15% of span
guaranteed; ±0.10% of span typical.
Includes combined effects of linearity,
hysteresis and repeatability errors.
Repeatability: ±0.10% of span;
±0.03% of span typical.
Response Time: 10 ms to 99% of step
change.
Power Requirements: 10 to 42 VDC.
Temperature Stability: Span and
Zero: ±0.007% of span per °F max.
deviation from 77°F calibration.
Temperature Limits:
Operating: -40 to 167°F (-40 to 75°C);
Storage: -60 to 185°F (-50 to 85°C).
Calibration Adjustments: Non-
interactive, multi-turn span and zero
potentiometers with approximately
±10% of span adjustment range.
Connections:
Signal Air: 1/8˝ NPT female;
Electrical Wiring: Miniature terminal
block accepts solid or stranded wire
up to 14 AWG.
Weight: 0.5 lb (0.2 kg).
CONTACT US | U.S. 219/879-8000 | U.K. (+44) (0)1494-461707 | A.U. (+61) (0) 2 4272 2055 | China +852-23181007
ACCESSORIES
A-400, DIN Mounting Kit
A-403, Replacement Integral Barb Filter
Description
Standard Snap-Track Mount Transducer
Standard Metal Bracket Mount Transducer
Snap-Track Mount Transducer with Fail-Safe
Metal Bracket Mount Transducer with Fail-Safe
Range
3 to15 psig (20 to 100 kPa)
3 to 27 psig (20 to 180 kPa)
PI-C, Replacement DIN Rail Adapter
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