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98t/hR/wmvhz/oKxf8AfLf4Uezn2Yc8e5v0Vgf8Jr4c/wCgrF/3y3+FH/Ca+HP+grF/3y3+FHs59mHPHub9FYH/AAmvhz/oKxf98t/hR/wmvhz/AKCsX/fLf4Uezn2Yc8e5v0Vgf8Jr4c/6CsX/AHy3+FH/AAmvhz/oKxf98t/hR7OfZhzx7m/RWB/wmvhz/oKxf98t/hR/wmvhz/oKxf8AfLf4Uezn2Yc8e5v0Vgf8Jr4c/wCgrF/3y3+FH/Ca+HP+grF/3y3+FHs59mHPHub9FYH/AAmvhz/oKxf98t/hR/wmvhz/AKCsX/fLf4Uezn2Yc8e5v0Vgf8Jr4c/6CsX/AHy3+FH/AAmvhz/oKxf98t/hR7OfZhzx7m/RWB/wmvhz/oKxf98t/hR/wmvhz/oKxf8AfLf4Uezn2Yc8e5v0Vgf8Jr4c/wCgrF/3y3+FH/Ca+HP+grF/3y3+FHs59mHPHub9FYH/AAmvhz/oKxf98t/hR/wmvhz/AKCsX/fLf4Uezn2Yc8e5v0Vgf8Jr4c/6CsX/AHy3+FH/AAmvhz/oKxf98t/hR7OfZhzx7m/RWB/wmvhz/oKxf98t/hR/wmvhz/oKxf8AfLf4Uezn2Yc8e5v0Vgf8Jr4c/wCgrF/3y3+FH/Ca+HP+grF/3y3+FHs59mHPHub9FYH/AAmvhz/oKxf98t/hR/wmvhz/AKCsX/fLf4Uezn2Yc8e5v0Vgf8Jr4c/6CsX/AHy3+FH/AAmvhz/oKxf98t/hR7OfZhzx7m/RWB/wmvhz/oKxf98t/hR/wmvhz/oKxf8AfLf4Uezn2Yc8e5v0Vgf8Jr4c/wCgrF/3y3+FH/Ca+HP+grF/3y3+FHs59mHPHub9FYH/AAmvhz/oKxf98t/hR/wmvhz/AKCsX/fLf4Uezn2Yc8e5v0Vgf8Jr4c/6CsX/AHy3+FH/AAmvhz/oKxf98t/hR7OfZhzx7m/RWB/wmvhz/oKxf98t/hR/wmvhz/oKxf8AfLf4Uezn2Yc8e5v0Vgf8Jr4c/wCgrF/3y3+FH/Ca+HP+grF/3y3+FHs59mHPHub9FYH/AAmvhz/oKxf98t/hR/wmvhz/AKCsX/fLf4Uezn2Yc8e5v0Vgf8Jr4c/6CsX/AHy3+FH/AAmvhz/oKxf98t/hR7OfZhzx7m/RWB/wmvhz/oKxf98t/hR/wmvhz/oKxf8AfLf4Uezn2Yc8e5v0Vgf8Jr4c/wCgrF/3y3+FH/Ca+HP+grF/3y3+FHs59mHPHub9FYH/AAmvhz/oKxf98t/hR/wmvhz/AKCsX/fLf4Uezn2Yc8e5v0Vgf8Jr4c/6CsX/AHy3+FH/AAmvhz/oKxf98t/hR7OfZhzx7m/RWB/wmvhz/oKxf98t/hR/wmvhz/oKxf8AfLf4Uezn2Yc8e5v0Vgf8Jr4c/wCgrF/3y3+FbVtcw3ltHc28gkhkXcjjoRScJR3Q1JPZktFFFSMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqtNp9lcSGSezt5XPVniVj+ZFWawPF3i/TPBuk/btRZmZzthgjwXlb0HsO57fkKANL+yNM/6B1p/wB+F/wo/sjTP+gdaf8Afhf8K8nT4teMb5Rc6d4EuZbR+Y3WKaQEf7yqAad/ws/x/wD9E/u//AWf/wCJouwserf2Rpn/AEDrT/vwv+FH9kaZ/wBA60/78L/hXGeC/GnirX9aaz1jwlcabaiIv9peOSMBhjA+cDOfauT8Q/HK/wBJ8R6lptto1s8VncyW4eSRtzbGKk8epBouFj1/+yNM/wCgdaf9+F/wo/sjTP8AoHWn/fhf8K8N/wCGgtW/6All/wB/HrT8O/HK/wBW8R6bptzo1skV5cpbl45G3KXYKDz6Eii4WPX/AOyNM/6B1p/34X/Cj+yNM/6B1p/34X/CrtFO7CxS/sjTP+gdaf8Afhf8KP7I0z/oHWn/AH4X/CqniHxLp/hi0gutSMoiml8pTGm7B2liT6ABSSfarmp6nbaRpk+oXbEQQrk7RknJwAB3JJAH1ouwsJ/ZGmf9A60/78L/AIUf2Rpn/QOtP+/C/wCFZknjHTVsdJuoorucaspa0jhh3OwC7zkZ44BNTXHiRLbThey6Xqgj+bcv2b5kCjJLDPA/wouwsXf7I0z/AKB1p/34X/Cj+yNM/wCgdaf9+F/wrMtfFkN7p8d9baVq0kEqo0ZFr99WBIYc9MD9RVjR/ElprV7fWcMF1DcWWzz47iLYV3gle/oM/lRdhYt/2Rpn/QOtP+/C/wCFH9kaZ/0DrT/vwv8AhTdS1iy0ryVuZH82disMMUbSSSEddqqCTjueg74quviK0TT7m+vYbrT7e3xva7hKZzwNo5zzxgc5IouwsWv7I0z/AKB1p/34X/Cj+yNM/wCgdaf9+F/wqpa+JbG4vYrSWK7s5pyRALu3aITYGTtJGM452nB9uKdaeJNOvPEV9oUUji/slVpEZcBgQpyp743rn03Ci7CxZ/sjTP8AoHWn/fhf8KP7I0z/AKB1p/34X/Csq+8baPp1je3lw04hs737DMViLES7Q3AHUYI5rSvdasrA6f5shYahOtvbtGNwZmUsOfTCnmi7Cw/+yNM/6B1p/wB+F/wo/sjTP+gdaf8Afhf8KzU8WWs1/dWltYalcG1uDbTSQ2+5FcAEjOfRgfxq7qOu2Wm3Mdq/nTXkiF0traJpZCo/iIA+UZ4ycDPGaLsLEv8AZGmf9A60/wC/C/4Uf2Rpn/QOtP8Avwv+FZF/4ztdM097680vVobaNS0jta8IM455rZ06/wD7QgaX7JdW21tuy5j2MeByBnpzRdhYb/ZGmf8AQOtP+/C/4Uf2Rpn/AEDrT/vwv+FQX/iCysLsWWJ7m9KeZ9mtYWlcLnG444Ue7EZ7Va0++/tC2M32W5tsMV2XMexvrj0ouwsM/sjTP+gdaf8Afhf8KP7I0z/oHWn/AH4X/CrtZuq6xHpVxpkLxNIb+7FqpU42EozZPt8n60XYWJf7I0z/AKB1p/34X/Cj+yNM/wCgdaf9+F/wqxczpa2s1xLny4kLtgZOAMms6bxFYQeGE8Qu0n2B7dLgEJ82xwCOPXkUXYWLP9kaZ/0DrT/vwv8AhR/ZGmf9A60/78L/AIVdqta3f2mW7TZt+zzeVnOd3yq2fb72PwouwsR/2Rpn/QOtP+/C/wCFH9kaZ/0DrT/vwv8AhUk99Db3traSFvNuiwjwOPlGTn8Ks0XYWKX9kaZ/0DrT/vwv+FH9kaZ/0DrT/vwv+FXaxNV8TQaRdLBPp+oyb3WNJIbfcjsw4AOetF2Fi9/ZGmf9A60/78L/AIUf2Rpn/QOtP+/C/wCFTWV19stEuPIng35/dzptcYOOR+FRSagses22mmMl57eWcPngCNo1I/HzB+VF2FhP7I0z/oHWn/fhf8KP7I0z/oHWn/fhf8KNR1KPTkQtb3dw7khY7aBpCcdc44H4kU/T9Qt9TtBc2zMU3MjK6FWRlOGVlPIII6Gi7Cwz+yNM/wCgdaf9+F/wo/sjTP8AoHWn/fhf8KkuLv7Pc2cOzd9okKZzjbhGbPv93H41LPL5FvJL5bybFLbIxlmwM4A7mi7CxW/sjTP+gdaf9+F/wo/sjTP+gdaf9+F/wqhb+J4J9StbCTTtStpbksIzcW+1TtUsec+g/UetOfxTp0dy0ZFyYEl8l7sW7GBJN20qXxjhuCegPBIwaLsLF3+yNM/6B1p/34X/AAo/sjTP+gdaf9+F/wAKjv8AW7DTr20s55T9ou5AkcaKWPPQtj7oyMZPem6jrH9n3Cxf2bqNzld2+2g3qOSME568fqKLsLE39kaZ/wBA60/78L/hR/ZGmf8AQOtP+/C/4VWg8RWE2hJq7GaK2diiq8Z8xm3lAAoySSRwBnORirWn6iuoxuwtbu3KHG25hMZPuM9aLsLCf2Rpn/QOtP8Avwv+FH9kaZ/0DrT/AL8L/hVW+8Q29hqZsDaX08qwpNIba3MgRGLAE456o3ABPFTQ6zbXN/Y29ufNjvbSS7imU/KUUxj9fNB/Ci7CxJ/ZGmf9A60/78L/AIUf2Rpn/QOtP+/C/wCFXaKLsLFL+yNM/wCgdaf9+F/wo/sjTP8AoHWn/fhf8KmvLkWdjcXTKWWGNpCo6nAzj9KLO5F5Y290qlVmjWQKeoyM4/Wi7CxD/ZGmf9A60/78L/hR/ZGmf9A60/78L/hV2ii7CxS/sjTP+gdaf9+F/wAKP7I0z/oHWn/fhf8ACrtVtQu/sGnXN3s3+TGz7c4zgZxmi7CxH/ZGmf8AQOtP+/C/4Uf2Rpn/AEDrT/vwv+FXayr3X7WzuXtUhuru5jAMkVpA0hjzyNxHCnHOCckc4ouwsWP7I0z/AKB1p/34X/Cj+yNM/wCgdaf9+F/wqe1uFu7ZJ0SVFb+GWNkYc45VgCKmouwsUv7I0z/oHWn/AH4X/Cj+yNM/6B1p/wB+F/wq7RRdhYpf2Rpn/QOtP+/C/wCFH9kaZ/0DrT/vwv8AhV2ii7CxS/sjTP8AoHWn/fhf8KP7I0z/AKB1p/34X/CrtFF2Fil/ZGmf9A60/wC/C/4Uf2Rpn/QOtP8Avwv+FXaKLsLFL+yNM/6B1p/34X/Cj+yNM/6B1p/34X/CrtFF2Fil/ZGmf9A60/78L/hR/ZGmf9A60/78L/hV2ii7CxS/sjTP+gdaf9+F/wAKP7I0z/oHWn/fhf8ACrtFF2Fil/ZGmf8AQOtP+/C/4Uf2Rpn/AEDrT/vwv+FXaKLsLFL+yNM/6B1p/wB+F/wo/sjTP+gdaf8Afhf8Ku0UXYWKX9kaZ/0DrT/vwv8AhR/ZGmf9A60/78L/AIVdoouwsUv7I0z/AKB1p/34X/Cj+yNM/wCgdaf9+F/wq7RRdhYpf2Rpn/QOtP8Avwv+FH9kaZ/0DrT/AL8L/hV2ii7CxS/sjTP+gdaf9+F/wo/sjTP+gdaf9+F/wq7RRdhYpf2Rpn/QOtP+/C/4Uf2Rpn/QOtP+/C/4VdoouwsUv7I0z/oHWn/fhf8ACj+yNM/6B1p/34X/AAq7RRdhYpf2Rpn/AEDrT/vwv+FH9kaZ/wBA60/78L/hV2ii7CxS/sjTP+gdaf8Afhf8KP7I0z/oHWn/AH4X/CrtFF2Fil/ZGmf9A60/78L/AIUf2Rpn/QOtP+/C/wCFXaKLsLFL+yNM/wCgdaf9+F/wo/sjTP8AoHWn/fhf8Ku0UXYWKX9kaZ/0DrT/AL8L/hR/ZGmf9A60/wC/C/4VdoouwsUv7I0z/oHWn/fhf8KP7I0z/oHWn/fhf8Ku0UXYWKX9kaZ/0DrT/vwv+FH9kaZ/0DrT/vwv+FXaKLsLFL+yNM/6B1p/34X/AAo/sjTP+gdaf9+F/wAKu0UXYWKX9kaZ/wBA60/78L/hR/ZGmf8AQOtP+/C/4VdoouwsUv7I0z/oHWn/AH4X/Cj+yNM/6B1p/wB+F/wq7RRdhYpf2Rpn/QOtP+/C/wCFH9kaZ/0DrT/vwv8AhV2ii7CxS/sjTP8AoHWn/fhf8KP7I0z/AKB1p/34X/CrtFF2Fil/ZGmf9A60/wC/C/4Uf2Rpn/QOtP8Avwv+FXaKLsLFL+yNM/6B1p/34X/Cj+yNM/6B1p/34X/CrtFF2Fil/ZGmf9A60/78L/hR/ZGmf9A60/78L/hV2ii7CxS/sjTP+gdaf9+F/wAKP7I0z/oHWn/fhf8ACrtFF2Fil/ZGmf8AQOtP+/C/4Uf2Rpn/AEDrT/vwv+FXaKLsLFL+yNM/6B1p/wB+F/wo/sjTP+gdaf8Afhf8Ku0UXYWKX9kaZ/0DrT/vwv8AhR/ZGmf9A60/78L/AIVdoouwsUv7I0z/AKB1p/34X/Cj+yNM/wCgdaf9+F/wq7RRdhYpf2Rpn/QOtP8Avwv+FH9kaZ/0DrT/AL8L/hV2ii7CxS/sjTP+gdaf9+F/wq3HGkUaxxoqIowqqMAD6U6ikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4t8Qoo9V+NvhfS7xfNshFGxhb7pJkcnP12qD9K9prxjxwy23x78LzzMEhaKEB24GfMkGM/Uj86AKnxD+KfiPw741vtH0xrWK1tVjChodxO6NWJJP+9j8K5b/hdvjP/n4s/wDwGFanxQ8C+JtU+IOo6hYaPcXNrcCJo5IsEHEaqe/Byprj/wDhW/jL/oXr3/vgf40gNz/hdvjP/n4s/wDwGFcFe3k+oX9xe3L77i4laaVsY3MxJJwPcmuh/wCFb+Mv+hevf++B/jS/8K38Zf8AQvXv/fA/xoA5atzwX/yPXh7/ALCdt/6NWrv/AArfxl/0L17/AN8D/Gtnwh8PPFlv4y0W4uNEuYYIL2GaSSQBVVUcMTnPoKAPp2iiimByHjm2hvLrwza3CB4ZtV8uRD0ZTBMCPyNZWlzXGqPpvhm5LO+hyO9+zfx+Txb5/wB/KSf8Arv5rW3uHieeCKVoX8yIugYo2CNy56HBIyPU0iWltFcT3EdvEk0+3zpFQBpNowNx6nA4GaAPL9PiuJ9L+GMdrc/ZpjFLtl8sPt/0Zs8Hg8cfjXfX0Nzb+FdRju7v7VMLabMvlhMjaewqe40DRry0gtLnSLCe2txiGGW2Rkj7fKpGB+FS2mladYWb2dnp9rbWrkloYYVRGyMHKgYORQBylnrraF8MPDrW0P2jUbqwtbeyt/8AnrM0S4z6KOST6A1v+GtCXQNIFu8vn3krme8uT1nmblm+nYDsAKs3Wh6Re2cFnd6VY3FrbgCGGW3R0jAGBtUjA444o07RNJ0gyHTNLsrIyYDm2t0j3Y6Z2gZ6n86AMK5kWy+J9vcXrrHb3Wl/ZrSR+F84SlnQHsxXYcd9p9KXx0RHb6LdyEC0s9WgnuyeiR4YBm9gxQ57Yz2rprm1t7yBoLqCKeF/vRyoGU/UHiq1jo2l6XFLFp+m2dpHL/rEt4FjD9uQAM0AYXjSWK5h0WygZZL6fU7aW2CHJCo4d5Mf3QgbJ6c+9c+1hczeK/Fmp6ehfUtMvbe4gQf8tV+zIJIv+Brx9Qp7V3tjo2l6ZJJJp+m2do8n32t4FjLfUgc1YitbeCeaeK3ijlnIaaREAaQgYBY98AY5oA8jgvLfVdMmvID5ltdeNraRdw6qwhPI+h6Voahv0jXPDvhmYsY7XWop7B253WzRygLn1jb5fps9a9Ej0bSoo/Lj0yzRDcC62rAoHnDGJMY+/wAD5uvFTXFhZ3dxb3FzaQTTW7FoJJIwzRE9SpIyp4HSgDjPC9nqM+seJpbXVPs0C65Jvh+zq+8+XFn5jyMjj8Kv6VItn8Q/EEN46pPfLby2W/jzYkj2sFPfa+4kdtwPetafwt4eurp7q40HS5rh23NNJZxs7H1JIyTV290+y1KDyL+zt7qHOfLniV1z9CKAOc+JZB+HGu4IOLfB/MV1lUYtE0mHTn06LTLKOxkzvtkt0ETZ65XGD+VXqAOP0I/ZvE3imxuJlg1S7uRcW0jgZeAxKqFQfvBGVgR2P1rD1TVdVvPCGvw3N+TcWWuwWcVzCgjbb5kBzgd8ua9CvtMsNUhEOoWNtdxA5CXESyL+RBqOLRtLgsfsUWm2cdpvD+QkCiPcCCDtxjIIBz7CgDkxolsPiDPpQmvP7Nm0sXMtqbqQq8vmld5JbOcdecHAJ5ArAFw154Q8Fm/vZgBrzwNOZSH2KbhFBfOfugDdnPfOa9U+zW/2v7V5Ef2nZ5fnbBv2Zztz1xnnFQjStOWCOAWFqIYnZ44xCu1GbO4gYwCdzZPfcfWgDjtv2DWvE+lWMkjaZHpCzvG0pkEE7eYCoyTt3KFYj8e9YWoWOqr8Fbed9Z32v9l2zfZvsqj5dqYXd149a9OtdL0+xtHtLSwtbe2fO6GGFURs9cqBg5pzafZPYCwezt2sggjFuYgYwo6LtxjAwOPagCzWbpf/AB96t/1+f+0o60qqWVq9vPfO5UiefzVx2GxF598qaAM3Vf8AkafD/wDvXH/ouuZezP8Awj8uqJd3aX39uywRzLO37qNtQMTKq5242k9QefoMd+8EUkscrxI0kefLcqCUyMHB7ZFM+xWnkeR9lh8rzPN8vyxt379+7Hrv+bPXPPWgDG0u0j0zxPfWds0otpLSKcxvKzgSF5AzDcSckBc/QU7xP/zBv+wpB/WtsQxCYzCNPNKhC+0bioJIGfTk/nSSwQz7POiSTY4dN6g7WHQjPQ+9AHM+JGS/vJLJLOOZ7O3W4lkuNRktI4lYsAwKKxLDY3OOPXrUGgXc1/eeEry5cvPP4ellkc/xMxtST+ZrprnS9PvLmG5urG2nngOYZZYVZoz/ALJIyPwqSKztYPJ8m2hj8iPyYtkYHlpx8q46L8q8Dj5R6UAQanqS6dCgSMz3Ux2W9upw0rf0A6k9AKbo2nNpth5csiy3MsjTXEijAaRzlsDsOcD2Ap2o6LpWr+X/AGnplne+Vny/tMCybM4zjcDjOB+QqWw02x0u3+z6fZW9pBuLeXbxLGuT1OAAM0AVtR/5Cekf9fD/APomStKql3avPeWMylQtvKzuD1IMbLx+LCrdAGDpn/Ez8RX2qHmC1zYWp7EggzMPq4VP+2Vc5K0raBc6sLmMaWLx5pNIYcswlJaPf1Ds/wA2zGNx29Ca72CCG2hEUEUcUS5wkahQMnJ4HuarHRtLbURqJ02zN8OBcmBfN/76xmgDO8TjnRj3/tSD/wBmqfxHdzW+li3tHK319ILW2I6qzZy//AVDP/wGtOWCGfZ5sSSbHDpvUHaw6Eeh96HghkmjleKNpYs+W7KCUyMHB7ZFAHLa/Yiz/wCEXsbSf7FZQ3gg81QCYx5EipjPAJ+6CR1YY5xV/RJJ4dZ1PS2vZb22to4XSWYhnR337oywAzgKjc8/vPTFbNxbwXdu9vcwxzQuMPHIoZWHoQeDTbOxtNOtltrK1gtoF+7FBGEUfQDigDmb62v5/GepGy1YacE0u1Lu0CyA/vLjBO48Y5/Oq+iypcXnh5oIhEn9i3aoqsWBAktwGBPJBxkE9c10t7oWj6ldJdX+lWN1cRgKks9ujuoByACRkckn8aufZ4fOSbyo/NjQoj7RuVTgkA9gdq8ew9KAOStdRjfRPBQFzukuGh4DZLYgfdn6HrnvjvWa9mf+Efl1RLu7S+/t2WCOZZ2/dRtqBiZVXO3G0nqDz9BjtodH0u2uHuINNs4p5H8x5EgVWZufmJAyTyefepvsVp5HkfZYfK8zzfL8sbd+/fux67/mz1zz1oA5e4tI9Mn8QWds0otpNKE5jeVnAkPmhmG4k5IC5+gqpp8EFjY+GL3TbiWW8vGjil3XDN56eUxcMpOBtxngDbjHAyD2r20EjOzwRs0ieW5ZASyc/KfUcnj3NQW+k6baXb3Vtp9pDcuoR5o4VV2UdASBkigDifDdrrd9HpGrbLOOeRla8uf7Vmd5eD5kbQmIKCDnC5+QrgdKljja38MajqQubhZpdVnt5Z/Ob9xbm/ZH284XCbjkcjr2rsE0fTI9ROopp1ot8wwbkQKJT/wLGakltQllNBZx28RfewDxZjLMSWLKCM5JJPPJJNAHNWtrZ6b4/sbKxnlER0u5ke2MzOqnzYMNyTgnn8vc53PEH/Iu6j/17v8AyNZ+heHX0++F5NFp1uY4nihttOt/KjQOys7H+8zFE7DG3vmtfVLV77Sru1iKh5omRS3QEjHNAFuub0R5I4tV06OeCDV1vLiY+dHvyjyFo32hlLLsKrkEcqRniukqnqGkabqyKmpadaXip90XMKyAfTcDQByeo6lq13otgkjWkjyarLZ3LJK9nFIieaFG4eYybmRB3yTt/iqK50/U7HQbq3neO0gl1KwSCK0vpJ2gDXESuA7opGcggcgZPrXaLp9ktj9hWztxZkbfs4iXy8em3GMUy30jTbS0FpbadaQ2wkEohjhVUDghg20DGQQCD6gUAYN9pNtJ4m0fSwZksRp94zQrM4EmJLfhjnJHzE9ay7ez8vQm1I3V293Z6s9vbyPcOdkKXfleXjOCCgwc5Jz14GO6METTpOYkMyKyLIVG5VYgkA9QCVXI9h6UwWdqIWhFtD5TOZCmwbS5bcWx67uc+vNAHDeNb12s9av7K2RZtIjK/a5tRkhMcvliRfLjVWDH5lGDt3dOnNbE2nx6r411G3u5Z2tE020Y26yFUdmkuOTjBONvTOPUHAxtXGi6Vd3LXNzplnNcNGYjLLArMUIwVyRnBBxirQgiWd51iQTOqo0gUbmVSSAT1IBZsDtk+tAHGWd4+n6fp2q3FzIbayv7zT55JZC2IPPeNCxPUho4Rk84J9a6Tw/HMujxTXIcXF0WuZFfqhclgn/AQQv/AAGo9W0Y39ounQpaw2E0pe7Ty+XBfewUDjLHdkn1J61r0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVQ1DWtN0t0S9u0hdxlVIJJHrxSlJRV27DjFydki/RWJ/wl+g/9BFP++G/wo/4S/Qf+gin/fDf4Vn7el/MvvNPY1f5X9xt0Vif8JfoP/QRT/vhv8Kkg8U6JczpDFfxtI7BVBVhkntyKarU3tJfeJ0ai+y/uNeiiitDMKKKKACiiigAooooAKKKKACism48S6Ra3DwTXgWRDtYCNjg+mQKj/wCEt0P/AJ/v/IT/AOFZOvSTs5L7xcy7m1RWL/wluh/8/wB/5Cf/AAo/4S3Q/wDn+/8AIT/4UvrFL+Zfehc0e5tUVi/8Jbof/P8Af+Qn/wAKmtfEek3twlvBeBpXOFUoy5P1IpqvSbspL7x8y7mpRRRWowooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuR8feA7TxxpkcbS/Zr+3Ja3uAM4z1Vh3BwPp19j11FAHjMeifGfToxaW2tW00MQ2pIzROSPq6bj+NO+w/G7/oKWn/fNv/8AEV7JRQB5/wCCrb4kw607eKr61m07yiNirHu35GMbFHv1r0CiigAooooAKKKKAOb8YXkdomkC41RtMtJr/wAu4uBOIcL5ErAFjwMsq1k3WpT/APCN3MyXdxfWcGr2K2tztG+ePz4NwBAAcZLqGHXpz1PU6lYS3l7pE0bIFs7szyBiclTDLHgcdcyD8M0muafLqdhFBCyKyXlrOS5IG2OdJGHA64Q498dKAK8PiJUkvY9TtJNOa0g+1N5jq4aHnLAqTyNpyO2R1zSWuvzPdW0V7pN1Yx3bbbeSVkbLbS21wpJRiAfUcYznALdU0BtU1K8eWRUtbrTHsW2n5wWYnI4x0PrTFsNa1C6sRqwsEgspRNutpHZrhwpCkqVAjGTuxlugGetAEY8WEo9ydLuRYQ3clpNdF0ARllMW4LnLLkZJHT3wauX2tyw3stpY6bPfywKr3HlOiCMNnAG4jcxAzj6ZIyM05PD12/hS90oSQ+fPdzzq247Qr3LSgE4znawB46/nUGr+FI7rW5tSXRdF1X7SqLImpIA0RUYyj+W+QRj5cDkZzzQB0lleQ6hYW97bNuguI1ljYjGVYZHH0NNmuTHfW1uFBEwck+m0D/Gn2sCWtpDBHFFCkaBFjhXaiADoo7D0rOm8O6bJfW0y6dYiOMOHHkLzkDHb2oAualfx6bYyXMis+MKkafekcnCovuSQB9a5i31LV9P0XxTPdXAuLyzn3JkZSHNvE5AHGUUux9SB6mt3UfD9pqEdpGJJ7RbRzJD9kfy9rEEZxjHQn8zVHR/Dtzo15rN0t7PdtdSB4I7mcspxFGuX+Xg7kIyM/LigCCO5bR/EOj2X9s3GoDVBICk7I3KoXEi7QMD5SMdORjpW7qOnf2jGifbLy12HObaXYT9eKx9I8PPBqaX0+naVpqxlnW204bg8jDBkd9iZIUkAbf4m5PGNfWLa7vNJuLWxlWGeZfLErEjy1JwzDAPzBSSPcCgDC0Cwn1HS7yR9W1I2s90TaSef+8ESfKDux0Yhm+hWoLW4m0hPEuqi+vbyw02BljS5l375I0LyEcdPup9VauoNu9npRttMjhR4YPLtkkJCAhcKCRkgdKqW+hQR+GDocrNJFJbvDPJ/FIXB3sfdizH6mgDPWLUNFvdLkuNUuLz7ZN9nu0lC7AxjZg0YAG3DKBjphuckZo1OG707UbKeDVrya5ur1YxayFDG0RbLgKFGNke4huuVGSc8y2+n6zdXen/2q9n5Ng5kDwOxa5k2FAzKVAQYZjgFuccjHMFna+I49Zlvbuw0qZpH8tZRqEgMMGfuonkYzwCfm+YjqAAAAbOstcpoWoNZhzdC2kMIjGW37TtwPXOKxfD0tumo+TJea2LpoiVg1LcFkAIyyZGCRx3yM9K6WYyiGQwhDLtOwOSFLY4yR2rGgstVvdWtb7VI7O2W0V/KgtZmm3uwxuZ2RMADIwB3znigDMe8Fv4ltrSw1q8ur17jFza3ABj8oA7iPlABHBG08nqCM0a9eCy1QJaa1ef2tJJGsFk4BhfLD5SNoAGM853e+eK0JLPWtUubVdQg0+1tra4Sfdb3DzSSFTkAbkQJz15bjI75pNUs9b1eOfTpYNPgsJWwblbh5JSmc8RmMBWx33HB5waAOgrjILrUP7DsPFB1KdvtTQSvaMF8kQSuo2gYyGVXBznJK88HFdK+i6VJqa6k+mWbX6423TQKZRxjh8Z6cdaxYdC1RbO10V2tP7ItZY2SZXbznijYMkRTbtH3VUtuOQDwM8AHUVm6F/yDD/18XH/o560qzdC/5Bh/6+Lj/wBHPQBi+Kr2K317Sre71S7sLSW2uXY2zEF3VoQucA9mer8+qy6ZpMFxa2V3qVmkHnPcmVA+zGc4Ygs2OcYH1q5PYSy+I7HUVZPJt7W4hZSTuLSNCRjjp+7bP1FYXiDwvc6veXpez0u+iuYQkMl+WY2ZCkfIm0g5JznKnJ74FAGpeeJbWxkUSRuyT24mtHTn7SxOPLX/AG/mTAPXd7HGxGWaNS6hXIBZQc4PpnvXM3Hhq8vba0imuY4m063j+xNGSdtyo5kYYGQMbQO6s+evHSwmUwRmdUWYqN6oxZQ2OQCQMjPsKAIZrkx31tbhQRMHJPptA/xqPVNQGnWRlWPzZ3YRwQg4Msh+6vt6k9gCe1VZvDumyX1tMunWIjjDhx5C85Ax29qNQ8O2l+9myTXNmbQOIRZv5YG7GeMY7fqfWgDCg1LVLHwvq8lxf+bdwah5BunQbYVZ0VnC9NqBmYA9l5zV62uTpPimz0j+1Li+W9tpZilwyu8bIVwwIAwrAtwePl4xzTtG8PXeiwaqVuWvpLqdpI4rqclCpx947TgnnJAPal0Pw+1lqH26Wx03T9kbJFaacvyAsQWdm2ruY7VA+UYGeuaANPVNNF+sbNf3losQYk203l5zj73HbH6msfw/Y3Go+G2efU9RCXc7XFvIZsSpD0jG7HdQGI9WIrW12xuNT0qSwgkWNbhljncsQRCSPMC4H3iuQOmM57VbuFmjsZUsUhE6xkQLISqBsfKDgHAzjoKAOUtbibSE8S6qL69vLDTYGWNLmXfvkjQvIRx0+6n1VqurFqGi3ulyXGqXF59sm+z3aShdgYxswaMADbhlAx0w3OSM1oW+hQR+GDocrNJFJbvDPJ/FIXB3sfdizH6mqlvp+s3V3p/9qvZ+TYOZA8DsWuZNhQMylQEGGY4BbnHIxyARXEN5put6YIdWvLqa7nYTW85QoYQpLMAqjbtO3kdyAc5rS8QtdL4evzZed9q8lhF5Iy+7tt96y9ItfEcGovdajYaVJNcMFluI9QkJjjB4REMAGBnpu5OST6dFcGdbdzbJG8wHyLKxVSfcgEj8jQBgeHpbYX0sH2vWTcmPd9n1PIOzON65GDzgHB4yM4yKq2l4sfie2sbDWry+lMkgvoLoDaqKrfMp2rgh9gwvGGPHcaVtZarcaquqaglnDLBbSQW9vbzNKuXKlmZyin/lmoAC8c9eMNFnrGo6jYz6lDYWkNlKZlW2neZ5GKMg5ZE2jDknGc8c9aAM7XrwWWqBLTWrz+1pJI1gsnAML5YfKRtAAxnnO73zxXX1z+qWet6vHPp0sGnwWErYNytw8kpTOeIzGArY77jg84NaEmhaU99JfjTrVNQkUqbxIVWfldvD43Zxx1oAxLrVLy68S6RJaztHpgv5LRlXpcsIJmYn/ZVkAHqQ3oKj168FlqgS01q8/taSSNYLJwDC+WHykbQAMZ5zu988US+B9kmkJZ6tqKW9jPvKPc/dQRSIAmF65ZR9N1X9Us9b1eOfTpYNPgsJWwblbh5JSmc8RmMBWx33HB5waAG+J7iysjFPe65f6dlG8tbcAqSOrEbDnqOG49uta2kyXcuj2Ul+qrePAjThMYDlRuxjPfPeq9/JrnnNHYWmnPAy4E1xcurKf+uYjIYf8CFWNJsBpWkWenrIZBbQpFvIxu2jGcdvpQBcooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzL4i/8AIwW//Xqv/ob16bXmXxF/5GC3/wCvVf8A0N687NP93fqj0Ms/j/JnI1DJd20L7JbiJG9GcA1NXm92n9t+L5Itx2STbMj+6vGR+ArxcLh1WcuZ2SVz2cViHRS5Vdt2PQo7u2lbbHcRO3orgmrUDKlxG7MFVWBJJwAM15j4h0e30aeFLe5aRnBLK2NyYxg8ev8ASt+8vp4/Acb3DHz5kEeW6kE//Eit3g4rknTldSfYwWMb54VI2cUfTttqNjesy2l5bzsoyRFKrED8DUs88NtC01xLHFEv3nkYKo7ck15B+z/pXlaNqurMvNxOsCEjnCDJx7EuPyrL+LviW58SeIrXwVopMuyZVnCHiSc8Bc+i559+v3a+kPnT2y21PT7yUxWt9bTyAZ2xTKxx64Bq3Xzd8N7R/DXxqGjySbyj3FqXHAbCsQce+0fnX0jQAUUUUAFFFFABRRRQB5v4v0o2OqtcoD5N0S4Po38Q/r+PtXNTTxW8fmTSpEg43OwUfma9d1nTE1bTJbVsBz80bH+Fh0/w/GvnX4jzvbWtvp7grI0rM6nqNvGD+J/SvGxGDvXSW0v6Zzyp+96nS/2tpv8A0ELT/v8AL/jVgXEJgM4mj8oDJk3Dbj615zF4b0weFRqN1ePFdNEzqu9dpPO0YxnnijwbYT6lb6laNLJHZyxhWZf72QeM+2c1nLC01FyUtnroJwVr3O+/tbTf+ghaf9/l/wAa6XwZLpV3qy3EupWX7pgIozOuXkPQAZ5x/PFeD+IdKg0nV/sNtJJLhFLbgM7j249sV7Rb/CfR/Btiviee+u5LrS4DeGJ9nlmVF3AdM43Djn0rrw+BppqonfqaRprc9ObxFoiOUfWNPVlOCDdICD+dWbXUbG/3fY7y3uNvJ8mVXx+Rr5n+GXge28eatqI1Oe6S3t4g7SQMoYyM3GSwPYN2rO1TT5PCnxH+w+GNQku5re4jW2lQ/MznHyHbweTtPr+lekan1lRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBUl1CKDVLWwdXElzHI8b4G35NuV65zhsjjoDUFvrdrc67d6Qiyi4tUVmZlGxsgEhTnqAyZ4H3hVXxQVtbSz1UnaNOu0ndvSNsxyE+wR2b/AIDWG9wukaRpniq4VlVppZro9xDccqp9wRAv/AaAOvs76K++0GJXCwTNCWYYDMuMlfUA5H1Bp9xJPH5XkQLLukCyZk27E7t0OcelcJqtlcW0Hh+xvRpxt5IZ5LpNRz9nkumKNhscE5aYgHjqeoFWIbWS00jRo2urW4iOsq0P2Ry0UafN8ik9gdwx26dqAOygvIbme6hiYl7aQRyjGMMVVx9eGFT1wYsLLTZvGbaLZWdvrSxs1sLeFFmwbeMjaAM4MmT6Fvel8MWMY1i2urG60JI/IczJp0jGS5UgYaTPLEHHzHnkjPNAHd0V5xb2YsfhdoU1mkMX2qGya/nlyA8ewf6xh82wEgHsFyOma3vCNj9kub9oZ9JFo6x7bTS2/dRON25tvRSwK9Ou3PrQBfuPELRapcWEGj6hdm2VGmlg8nau4EjhpAxPHYGtGxv7fUrRbm1ctGSVO5SrKwOCrA8ggggg8isG31Kx0/xXrxvb22thst2zNKqcBG55NZtyxbS7+/kMsOk3+rxyyscofs2yONmPcIzJknj5WJPBNAHY31z9i0+5utm/yYmk25xuwCcZ/Clsbn7Zp9tdbNnnRLJtznGQDjP41x0kemW1xqdv4fFsth/ZM7XcVnjyUl48s4X5QxXzc45IAz2qfwl/x6pDqIzrDWa+S7fda3wNvlegHy7h13YzkbTQB2NFcNYarZXGk+DLWG4SS4Dwh4kYFoysDht4/hweDnvxVG+062bQ/Emp7MX8GpyG3uR/rICGT7h/h75x1zzmgD0eiuUk0+PRtcmTRLdIJbjS55CkYwJZkZAjN/eb5yCx5Pc1jeFrPzNQ0q8gutFjmCk3Rt3b7VcjyyCs2eWYNhju5BXtzQB6JUEd5DLeT2iMTNAqNIMdA2cc/ga4Gw020tvCWk6vFAg1IahboLrH7zY92sbJu67SjEbenfrzW1p2n6PZeO9XlSysYr5oYpkKRIsrbvM3sOMnJHJ745oA6uqTagZrW+bT4hc3FqzRiJm8sNIFB27iDgcjnBrhNOvILnxR4f1Cyg0i1OozSGZbSTfcOht5XxMQADhlU4OcEYBPNOm07R9O8NeOorGzsba6SO5VkgiRHWPyFKjAGdvOR25oA9Gorkb+PRrnxPfR+JPsjRxwxNZJelRGE53um7jdu4JHIG3pkVQt7ZdTbwvDfB57Z2vNizZPnQDPlb88tlNhOevegDvabHGkS7Y0VFyThRgZJyT+JJNYXhmGOzuddsLdBFaWuoBIIVGFiVreGQqo7Dc7HA4GazbxNOsPFy3so06/uLm5jiVXKm7tGKqo8vqdnG4r8uMs2T0oA6u3knk83z4Fi2yMqYk3b07N0GM+naq2tal/ZGkz33leb5W35N23OWA64PrXHXz3CaBqXkvGkJ11xctKSEEW4Z3kchM4DexOeM1WuNP+z+GNe8m40pLSVLcLbaSxEcL+Z8zgdFLAr0/u565oA9Jorkbmwj0bxGseh20dvLdaVeSMkSgCWaNoBGzf3m/eNyeTnmsnwtZ+ZqGlXkF1oscwUm6Nu7farkeWQVmzyzBsMd3IK9uaAO8vryLT7C4vJt3lQRtIwUZJAGcAdz6Cp1JKgkFSR0PUVk6t/pmoadpgzteT7VMP+mcRBA/GQx/UBqTxLew2elKtxbwTx3MyQbbmTZCNx6u2DhePTk4HegDYqjdaj9m1awsfK3faxId+7GzYAemOc5rhdPkng0bxXbWTWscMJiZF0rIijUqPMMXocA/d/iB75q/DDoEHjPRF0A2ozBcNItmwMZyq7WbbxuPPPUjPXFAHV6rqP9mWkU/lebvuYLfbu248yVY89O27OO+O1Onvms4r65vIhFZ2sfmiYNuLqFyx2gcYx75rz4R6L/YOhT74v7elv7H7YysPPeX7RH5qzY5wGzweAQoHatTXLK3vrfxvHcW0VwFtVdFkjD4cQHaQD3B6GgDsnln8+ARQK8DhjJIXwU44wMc5/DFT1ykcenxat4ZTSUtUsxHcmNbUKI+VBONvHXOfesS2GlDQdNvLdoP+EreWFZX3D7U1xvHmo/8AFtHzgqflCjsADQB6NRXDXOj2N+/jO5u7dJpobnMDuMmFhZwEMh/hbJ+8MHgelO1W+t9QtNMs7+20iaV7FbtpdWYCIE4B2rj5m9TxtyPWgDqbrUfs2rWFj5W77WJDv3Y2bAD0xznNXq4Tw9PLcReDpJ3LyeRdKWbOcKAB156AdefWtjxOLaS90iHVDH/ZMkridZiPKd9h8tZM8FfvcHgkL3xQBq2mo/atU1Cy8rb9jMY37s79y7umOMVerzlTZwReKP7KlZdOW6s1ka3Y7Y4PkE3lkdFCb/u9OcYxWzp8ek23ii1i8NizWF7aVryOzI8rGV8tmC8bydwB6kbuuOADraK5HwnHokltY3c32R/ETR4upJSpuhNj96hz8wAO75RwAOOKo2+qWZ8K6HYCdGu0vraGSAMC8bJOobcvVQCMZPcj1oA7yivPtX061ms/HmoyxB7u0kaS1lbkwOllCwdD/C2e464FbUGmWul+JtOeyiWOW6s5xcOOtwymIhpD/EwyeTz8xoA6eivNPDNpPcz6RdtdaLDqgcNdursL2VgD5scgPU/e+U8LjjAAqd9OtI/Cl/rIhQ6lBqt08NyRl4sXzjap6hTjkDg5OetAHereQvfyWQY+fHEkrLjorFgDn6o35VPXKR6fo1t8RLq5aysUvXsYpYX8pBK77pg7KcZLbdoJHOMZrC068gufFHh/ULKDSLU6jNIZltJN9w6G3lfExAAOGVTg5wRgE80Ad22oGa1vm0+IXNxas0YiZvLDSBQdu4g4HI5wau15zNp2j6d4a8dRWNnY210kdyrJBEiOsfkKVGAM7ecjtzW5q0elXPit4PEAtnsxZRvZx3mPJZ97+aQG+UsB5XuAeOpoA6qiuBjhS/tfDtu7PLp7a3cLbFnJ8y3EFyUGTyVIGB6rjqDW54et4dP1vXNOs4kgsonhkigjXakZaP5toHABwDgcZye5oA6KiuO1pNOsfE0ep3I06/mMkMa285U3NsxYANDnPXcCVwCeTntWLqNpPqGq6wtxc6Lb6glwy2txeuy3NsuB5bRHsvfjgncDnmgD0uivP9eha88UXkOo/wBjNEsERtV1RmUKMHc8WOA27OWHzD5eeldXbTtpHhWGe/uftb2tmrTToc+cVTlh6lsfjmgC7bXsd1PdRRq/+jSCJ2I4LbQ3HrgMPxyO1WKoaLZyWOkwRTkG5bMs5HQyuSz49txOPbFX6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8y+Iv/ACMFv/16r/6G9em15l8Rf+Rgt/8Ar1X/ANDevOzT/d36o9DLP4/yZxN9cC0sLi4P/LONm/ECvOdE0aXWp5gk/leWu4uRnJPb+dd/rNjLqOmS2kMixtIRlm9Ac/0qr4e0RtFt5lkkWSSRgSVHYDj+teXhsRGhQk4v3meniaEq9eKkvdRx/h2GD/hIVtb2BJcll+fnawyfx6VreOrnH2S0XoMyEfoP61bPhedfEH9oxXEap5/m7CDnGckfzqTVPC1xrWtpM10iQsUQLg7gvf8Ama6/b0p4mFRy0t+Jy+wqww06ajrf8D0WHW0+G3wU0xl2jU7yHdboRyZJMvuI9FDD8gO9eS+CfGMHhPX5tZutLbU7xlIjZ7ny9jN95vutkkcfifWvX/GXwr1bxf4iiuZdWtrfTLdVht7ZEYmKIYzjtuPP6DtXptjZW+m2FvZWkQit4IxHGg7KBgV7R4x8vaR4jGq/GGw1wW/2ZbvUoyYjJu2biFPzYGepPSvpfVNbttKltoHjnnurkkQ29um932/ePoAMjJJA5HrXnni74UX/AIg8ct4is9StoAzRP5ciMTuQKOo/3RXbato1/Jr1prelT26XUNvJayRXSsUeNmVuCpypBUeuc0AJceLrS23o1jqDzxQm4uIEhDPbx5IBfnHO0kAEkgZxT18X6M+o/YkuGZvsP28SBTsaLrwf72Ocdcc1QvvDmsSXmqSWV/aQpq8Mcd0zxMzwsqbCY+cHI6A9Dzz0rP1H4evcabc21neJbStKiQSbSdlqLcW5jPuV3n6kelAG1H410d5rmEvNG9tYDUJN8eMRbQx/EBlyO2RViLxNazXs9ultd7bbb9onZAscO5BJ8xJ7KwJ9M1g6t4Dm1JJjHeRQzTX7SyNsJBtWjWJocf7iJ+IqSDwZPJc64L4WDxao1x/pMaN9oRZF2BcnjheKANWPxXBPZPfQ6Zqb2axmVJ/ICrInHzKGYHGDnkDI5rQ0fVY9a06O+ht7iGGUBo/PQKXUgEMBk8EGsj+yNen8KX2jXN3YCV7T7Lb3EEbrwVKlmUng4wcA9a6K3gjtbaK3iGI4kCIPQAYFAElfM3xkljvviXJZ2ygNFHFEwHQyMN2fyZR+FfTNeJ678Fda1rxHf6v/AG3aRvc3DzKNj5QE5UZ9hgfhSaA868R+ErXRdMF3FdyM+8LskA+bPpXS+Cr573Qf3kcaGGQxgxoFDDAOcDjPNZ958NdQt9SkttT1Tc0LbSQrMSPbJ7iuw0Tw60lumj6ViNijBZH52nHLNXjV5qUFRvzSv22OeTuuXdnn/hq1/wCEn+K9lGRvikvvMI9Y4/mx/wB8rivaPjVqv9nfDye3VsPfTx24x1xnef0TH41R+HnwoufB3iJ9Vvb+3usQNFEsSMCrEjnn2BH41p/EvwHqPjkadFa38FrDa72ZZFJLs2MHj0AP517EY8sUkdC0PGNL+HN7qPw5vPFcV/5axeYwtPKP7yNPvNuz/vcY7da7b4Brpl0uoiXT7U6jZsjxXRTMmx8ggE9MEdR/er1DR/DEemeBYfDTOrqLNreVwvDM4O849CWJrkvhx8M9S8Ea5c3txqVvcwT25iMcaMDu3KQefoR+NUB2dx4q0u21e90yWV1uLO0N5LlPl8sYJwe5AIOPcUkHie2ur2S1trK+naJUMrJENsZdA4BJPXaRx71ia54GuNXW8kS9jiurq+aR5NpINs0KwtF+KqD9au6P4burDxJf6lcR6dKLm5kmWcK3noCAqrk8YCgD86AJIvG+myW8szWt/Gsc5tVDQZaScHBjQAklsg+wweeKsv4ogiaGF9P1AXkxby7PyQZWVQCz8HAUbgMkjk461mx+E7620fSBb3kH9qaddy3e+VWaKV5fM8wHnPPmHB7YFWLjSNcOqW+sW0+nLf8A2RrWdJEcxAb9wZcHPHcHr7YoAmh8Z6PPPpMMUkrNqm/yf3ZGwocMH/undlfqDVvSfENhrV3qFvZGRjYyiKV2TCs3P3T3HB5rl2+HtzFbIlrquyeGOEQXLJ8yyedJJNJjpljJwO20V0fh3QI9AjvY4ym2e4DoFH3I1jSNF/BUH4k0AbVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADZI0ljaORFdGBVlYZBB6gimFYJlaArG6rgNGQCB3GRVDVtRubWa0s7GGOW9u2YJ5zFY0VVyzNgEnsMDqSOnWsKx1SfTr3xRe6hagTQGAGOB9wlbywF2k4+8SBzjB+maAOulijniaKaNJI2GGR1BB+oNIIIQkaCJAkeNihRhcdMelY8Gp6pbaha22r2tpGl4WWGS2mZtjhS+xtyjPyqx3D+70FO0jUdT1YQX4trWHSrhPMiDSMZyhGVYjGBkYO3tnr2oA1/Ji8/wA/yk87bs8zaN23rjPpTY7aCGWSWKGNJJDl2VACx9z3rJj1yV/D+nal5KB7uWBGTJwvmOqnH0zVG/8AEmp2za7PBYW72ejSZmZ5SryoIElYKACNwDnrx0HqQAdOkaRxrGiKsagKqqMAD0ApkFvBax+Xbwxwx5ztjUKM/QVk2mq6h/a8NrqFpBDDdQPPAY5SzJsKZV8gDOHByOOCPQnE034gW1/e2Gy60h7e/kWOK3hvg91FuB2l0/LIHK574NAHXPY2klyty9rA069JWjBYfj1qx1GDXKf8JNqYs5tTaxtRp1vfS2spMreYypOYt6jGOMZwTzg9OM2LefWm8dXlu8lqdPS0hcIC+4AtKAQOm4lRn2AoA3orW3ggMEMEUcJz+7RAF568ClaOFArskaiEEqxAGwY5x6cVzkfinb4pg0ia40mU3MjxJDa3e+eIqjPmRMdCEPPGDgc5zUFreaws3iltRFlcWlsW2wjcf+WEbBcHjaQTn3JoA6iO3ttxmjhh3SEOXVR8xxwc9+D1pxghKOhiQo5yy7Rhj6n1rBTVr64a2sdIs7RZFs4rmVpnKxxK+QiKFGSTsb0AAHXNMk8S3bW+miCxjN5c38lhNA83yxukcrEhscr+7BzjJU9M8UAdHsUuH2jeAQGxyB6foKYltBHO86QxrNIMPIEAZvqe9Z2j6ldXU97ZX8UMd5ZuocwMWR1ZQysMgEdwR7e9QTaxef8ACTLpcSWcUYCtm5kZZLhT94xADB2455PvgYJANnyIREI/KTy1IYLtGAQcg4+vNK0MTTLM0SGVAQrlRuUHqAayn1iRLLXJ/KXOms6oM/f2xLJz+LYqvc6xqT6vDpun2tu0ktkLoyzuQqfNjGACT2wOO/PqAbSWtvG5dLeJXL+YWCAEtjG764JGfekmhtAJZpooQGjKyu6jlPRie31rAl8T3S6ZBKlgjXp1D+z5YPN+VXyRkPj7vQ5xnB6Z4ql4h1K9bw34k0zU4II7ldJmnje3cskiFWUjkAgggZ9cg+oAB1tzFbSRhrqOFo4jvBlAIQjvz0+tSGNGdXZFLLnaxHIz1xXJ+KfEFnBqMekS3elW7okd2/8AaV4IEcbjsUDq3KEnsMLnOcVLD4ou9U/shdKtLd21G0nnLSy5SIxtGp5UfMuXI468dKAOnVERnZUVS53MQMbjgDJ9eAB+FM+zQC5Nz5Mfnldvm7Bux6Z64rmofEuqSWqXz6dbR2kV59iuR55LlxN5LOny42huecEgHp3g1rxxDp2o31rHdaPG1hjzYr6+EMsxKB9sa/Rlwx4JyO2aAOvWNEDBUVQxJbAxknqajjs7WKAwR20KQk5MaoAufp0rCOu6jf6m9ppFtbMn2G3vFmuXZQBK0g2kKCc4jH059hVG91nWNRg8N3ml/ZoEu7grLFMzn5xFKSpK9VBU/UgGgDryiGQSFFLqCobHIBxkZ/AfkKiSK1S7d0jhW5dQXIADsOgz3Irn/FHin/hG8zS3GkpDHGZXguLvy55gOojXHJwOBzk8cVav9SWz1i7C2kLSwaY1wJiPnIDH5M/3eM0AayWcSX8t6MmaSNIiSeAqliAPxY/p6VLJGk0bRyorxsMMrDII9CK5e48VT6foVnqGorYWj6hIiWwmudkcYaMvmVyMAgK3A74UHnNXPDXiKPXReRCaxnltHVXmsZxNC4YZBB7HqCD0x70AbccMUP8AqokTgD5VA4HQU2O1t4SDFBEhDFvlQDk9T9TWQddmFtcJ5KfbYtQFkI88HcylW/79MHP0NVpte1RoLzUrSwt5NMs3lRg8xE0wiJV2UY2jBVgATzjqM0Ab3k2huH/dwee4V3+Ubm2n5Se5wenpUojRWZgihm+8QOT9awbrV4otTuJYbaCRk0o3aT4+ZlycLnrt4zV/RLu9v9NivLyGGHz1WSOONixVSoPzH169OB6nrQBcjtbeFUWKCJAmdgVANueuPTNKLeBbhrgQxiZhtMgUbiPTPWubvPFNza6J9pW0jkvI7maGaEMcBYd7Owxk8omR7utWdQ8QyWt44giiltIBbG4l3dBLJt47fKuGPsRQBueVH+8/dp+8OX4+9xjn14AH4U17aCQRh4I2ERBjDIDsI6EelY8fiD/iorqwmjjjtIo2KXBb7zoEaQHtgCRf++W9KrW3ief7Jcz3tokTJp6X8Maty6tu+T/eBCg/7woA6JYIk2bYkGzO3Cj5c9celOkijmjaOVFeNhhlYZBHuKwrPXri4t9OjeCIX091JbXEasSsZj3+Yw7kfIMf761Z1vVLrTpdMhtLaOeW9uzbhXfaF/dSSbs4PTy/TpmgDTjhjiz5caJkAHaoHA4FJDbwWylYIY4lY7iI1Cgn14rln8Ra3Hbao39m2bSaQx+1kTsFmHliTEXy5B2sPvcZ456g1jxpBZanJYwXmjwSQxpK/wDaV6IDJuBIVBj0xljwMjg84AOo+zQfaftPkR+ft2+bsG7Hpnrij7LbiV5fIi8xypdtgyxXpk98dq5Ww1fVdV8Sadc2r2y6Vd6aLpYnLbwrFOTjjcCcemKu2Oo64+vGxu0014Ioi9zJbl8xE/cX5uMnrjsBk9RkA3jBEyyqYkKy/wCsBUYfjHPrwAPoKcUQsrFV3KCAccgGsSbxVpstmZNIvLPVJ2mSBI7a5Vhvc8bmXO0YDEnHRTgHpRPqWr2NvBFc21nNf3dx5FskMjLH91nJckZACox4BzgDjNAGwLaAXBuBDGJyNplCDcR6Z64pfIhMRj8pPLYliu0YJJyTj681zd74lv8ASrO/S/s4GvrWGOdBBISkyM+3jOCpB7Hjkc8nF6z1PUV1pdN1O2tY2nt3uIGt5WcBUZFZWyByPMXBHXJ4GKANd4YpJY5XiRpI87GKglc8HB7UxLW3jculvErl/MLBACWxjd9cEjPvXNaZ4l1O5stE1G8sbWKx1RYlASVjJG7oWVsYwVJGMZyMg+oqpdfEG1gvZiLrSPs9vctbPbPfAXbFX2Myx+xyQp5IGcjOKAOxa1t3d3eCJmkTY7FASy+h9R7Us9vDcx+XPDHKmc7ZFDDPrg1kWupanqV20llb2q6bFcPAzzSN5kmxijlQBgAMGAyTnHaq3hefWZ7nVhqclq8cd2yJ5RclSFXgZ/h5/PNAHRNGjFCyKShypI+6cEZHpwSPxoEaK7OqKGbG5gOTjpmse61LUZ9UnsNJt7ZmtlRp5rp2CgtkhFCjJOBkngDI684ZLqer3N9dQaXZ2brZMsc7XEzL5khQOUTCnAAZfmPc9OKANg20DXC3BhjM6jCyFBuA9AetEltBNLHLJDG8kZyjsgJT6HtXPnxHd3s2kxaVaRM2o2c1zm4cqIShiGG25zzIQQO4HOOaih8S6pJap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Data sheet
OpDAT slide patch panel splice
24xST-D (metal), OM3, gray
Page 2/5
P/N
150265D124-E
EAN 4251122178320
2018-13-03
Technical Data
General Data
Fields of application
Structured building cabling, Office
Data center
Design patch panel
Mounting style 1RU
Transmission technology Fiber optic
Port numbering yes
Color metallike
Dimensions
Dimension (L x W x H) 244.00 x 482.60 x 44.45 mm
Dimension (L x W x H) 9.606 x 19.00 x 1.75 in.
Inches 19 inches
Height unit 1RU
Installation depth 244.00 mm
Installation depth 9.606 in.
Number of cables/ cores 48
Cable Type pigtail(s)
Fiber class OM3: ISO/IEC 11801/EN 50173 & IEC 60793-2-10/EN
60793-2-10 A1.a.2
Mode type of the fiber Multimode
Fiber construction 50/125 µm
Labeling option printed numbers
Connections/interfaces
Connector technology interface 1 ST-D Couplers
Connector technology interface 2 ST-D Couplers
Number of ports interface 1 24
Number of ports interface 2 24
Number of equipped ports interface 1 24
Number of equipped ports interface 2 24
Number of ports with dust protection interface 2 24
Semi-tight buffered fiber pigtail length 2.00 m
Semi-tight buffered fiber pigtail length 6.56 ft
Semi-tight buffered fiber pigtail diameter 0.90 mm
Semi-tight buffered fiber pigtail diameter 0.035 in.
Cable access/outlet several possibilities for cable entry on the back