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eKW38I6Faxwxw2O1YShjHmucFGiZerdjBEf+A+5yuo+EtB1e5+0ajpsVzJ5omzKSQHCbA2M4yF/UA9eaAJv+Ek0LDn+2tOxGCXP2pPlAzyeePut/wB8n0NPbXtHRC7arZKoJBJuFABBIIPPXKtx7H0rNv8AwRot7p0lokDwbkKrJHK+5PlZcjnrh2/P2FEfgPwzHdG6GlRm6PJneR2kPzM5+YnPLOxPPPfOBQBqz61pttKsU17Cjkngt93CM+WP8I2o5ycD5TR/bOl+cYf7RtDKMAxiZS3LBRxnPLEKPUkDrWYvgfw4j3LppwRrqVppyk0imV2V1YthuciVwfr7DB/wg/h1rO4tJdPM8FyU85bieSXzNsnmLksxJG7nH4dOKANP+2tKxEf7Ss/3oQx4nX5w4ym3nncAcY69qhvtfsdO1ew0y4ZxNehyjgDYm1d3znPy5AOPXBqF/COgyNGW02MrHZiwVNzbPIByEK5wR1HIzgkdCQWXfg3Qb1oZJtPja4t4Y4bediWkhWMkqFYnI5Jz/eHDZFAE03inQ4rZ511WylCpvCRXCMzjAYbRnnIZceu4eopLXxPpNxafaJbyC1XklZ7iMEAbzk4YgcRucE5wjZA2nGVbfDrQoDEJFuZ0WFI3WS6lIlZQgDt83JAjQAHgYGMVYf4f+FpJjO+kRNMYnhEpkfeqtv3BWzlc+Y/IwefYYAHXfjXTLPTob947l7aS5uIGeNVPliAyCSQ/Nyo8pj8uWPGFzxWkdf0YHB1axHAPNwnQnAPX1IH1psHh7S7ZLREtiwtJ5LiAyyvIVkkLF2yxJJJdjznGeKoS+BPDc8Hky6eXjGAA1xKcABgFHzcKN7YXoCc4yAQAaR13SB11Wy6hR/pC8klAB165kj4/21/vDOhXP2/gfw1aXgu4NJhS5AhXzgzb8ReX5YznOB5MfHT5eepzuxSeahbGMMy/kSP6UAPooooAKKKKACiiigAqjq//AB4D/rvD/wCjVq3DJ5sEcmMb1DY9Miqmr/8AHgP+u8P/AKNWgT2I6KKKs5QooooAZD/yGYP+veX/ANCjrVrKh/5DMH/XvL/6FHWrUs6IfCZ2t3V7Z6XJJp0AmvWZY4UaMuoZiFDNgjCrncTkcA1Q8PapquoX17HqFp5MUSgxnyWT5vNmUrknnCJE2R/fz0IA6CikWQJdxvfzWYDeZFEkrHHGHLgY9/kP6VPWZB/yNF//ANeVt/6HPWnQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVFcu0drM6nDKhIPvigCWiuf8A+Ee1T/octc/782X/AMj1TubU2d7FZXXxD1GC7lQvHBKbBXdQCSQpt8kAAkn2NAHWUVxv7j+zE1P/AIWXefYJH2JdeZp/lM2cYD+RgnIIxmrFpYyX89zBZ/EDU7ia1fZcRw/YHaFueHAt8qeDwfSgDqqK5/8A4R7VP+hy1z/vzZf/ACPR/wAI9qn/AEOWuf8Afmy/+R6AOgornxo2pWssMzeK9YnVZU3RSxWgVxuAKnbADgj0IPvXQUAcz4d/5AVt/wAC/wDQjWpWX4d/5AVt/wAC/wDQjWpVHNLdhRRRTJKupf8AIKvP+uD/APoJrdrC1L/kFXn/AFwf/wBBNbtSzalsFFFFI1CiiigAooooAKKKKACsdf8AkIah/wBd1/8ARSVsVjr/AMhDUP8Aruv/AKKSmiKnwkM8JB3DpUFaVQSWwY5Xg0zFMqUVKbeQdBn8aUW0h6jH40DuVdC/5A1v/wAC/wDQjWrHC8h4HHrVXwzbpJoNtI3Od3H/AAI1uAADAGBUnQee3Gsaqty8NtJrkTrrKxJINIdojbYQtv8A3JJTIkVWUg5KktjmtrwRda5d2Fw+ttctLuj/AOPm3EJSTy1MqKAq7o1fIVsHP95utdTRQBh+HXvZJtYa/t4ILj7cN0dvOZUA8iHGGKKTx7fnW5WZpf8AyEdb/wCv1f8A0nhrToAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqC9vbfTrC4vruURW1vG0sshzhUUZJ49hQBPVPUNVstLVDdzbXkz5UKKZJZSBkhI1BZyByQoOBzWDpfiiXxjp0V34ZXy7GUfNqF3H90/xKkWcuwwQSSFBIIL4K1s6botrprvOpkuL2UATXlw2+aXHOCegXJJCKAoycAZoAzPCepeKdROot4k0ODSkSfFmiXAkdo8fxbSRkeoIznGBjJi8R69q+h6PdS6R4avdXuEWR0MLxiMNvIwRu8wkDnCoc8DI7dTUNr/qW/66Sf8AoZoA5TUvE3iRNJjntfC13bXRRy8VwqTgMImYEeTISVDgA5AYg4AyQK17DU9SnijW50yeN5Lm5iMyooSJElZY2ZWfed6hSCoI5ycDFbVFAHNeHtY1u7Fmur6aYTcxMSY4XXyXTG4SbugOflI6+grpaKKACiiigCGz/wCPK3/65r/Kq+r/APHgP+u8P/o1asWf/Hlb/wDXNf5VX1f/AI8B/wBd4f8A0atAnsR0UUVZyhRRRQAyH/kMwf8AXvL/AOhR1q1lQ/8AIZg/695f/Qo61alnRD4TB8VaNeazZWq2Mtuk9vOZR9oUMnMUkYbBVgSpkDgEYJQDjOQeH9Dk0m/1acwWdvFeT+YsdsoLO2WLSyPtUlnLfdO4LtwCQcCbxH4ksPDFjFdX7YWaYQxr5sce5iC33pGVBwrHlh0wMkgFdH8R2mt3d5b28U8ZtsMGlC7ZULugdcE8FonHODx0wQSiyLTbaW28T6qJb2e68y3gkUzLGPLUvNhF2KvyjtnLc8k1uVh6bqFlqHifVTZXcFyILeCGUwyB/LkV5so2DwwyMg881uUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFc3VvZW0lzdTxQW8SlpJZXCqgHUkngCuT8UeNI7azv7PQpFudUhjfdIqCSK2KnDF+RuK4OVXJU43bVOa5/QdI1PxpaWd5rV+92iDLTFAsYI4/dR4C7uuXwcbmXcwJRIlNJ26hH3pcsem/Zer/TfsjdbxNd+LZLjTfDMUkdrhop9XmVkWPIH+qXhmbk8nbjAPIINbOkaRNoXhb+zp7+S+aGNwJpBg45wAMnAA461qWdlbafaR2tpCsUEYwqL+ZPuSeSTySc0t5/x5XH/XNv5UKOvM9zWVV8nso7Xv5t/10/Pc5rxF4CsvEN7a3T6nrNq8N0tyy2+ozBH2jGApbbH9UAPX1qHVPAEF9eQTw6jdRiCERIk8stxuG6QkuXky5/efLuztKgj0rqrm9tLMxi6uoYDI21BLIF3H0Gepqtda3Y2eow6fK8puZV3hY7eSQIucbnZVIjXIPLEA4Poasxur2Ma/8IzTeEI9AsdUkhRYxG0t15txuGDn/lorHJP3WZkwNpUjirmg6BcaNf6nPJqBngvJfMjt1WQJCSzsxw0jjcxfnYEXjIUc1MfFfhxYIpzr+lCKVS8chvI9rqN2SDnkDa3P+yfQ1LL4i0S3W4abWdPjFsFM5e6QeVuO1d2T8uTwM9TQM0qK5+Xxx4YhuGgk1q1WRZ2t2BY4WRXVGUnoCGdevY56AkaEOvaPcSiKHVrGSQytAES4QkyLjcmAfvDIyOoyKALV1/qV/wCukf8A6GKmrGXX9Nv9QuNMt5pGu7aRfMVoJEXh1B2sVCtgkZ2k4yK2aAOZ8O/8gK2/4F/6Ea1Ky/Dv/ICtv+Bf+hGtSqOaW7CiiimSVdS/5BV5/wBcH/8AQTW7WFqX/IKvP+uD/wDoJrdqWbUtgooopGoUUUUAFFFFABRRRQAVjr/yENQ/67r/AOikrYrHX/kIah/13X/0UlNEVPhJaKKKo5wooooAh8Lf8i3af8D/APQ2rYrnNGvf7P8ACNnP5DzkyeWER0UktKVHLso6kcZyewJ4rUsb+a5uri2mtDG9vtDyJMkkZYjO0chwQCpO5R94YzUHWTSalYwsFkvbdGMwtwGlUEykZCdfvEEHHWn293bXiyNbXEU4jkaJzE4ba6nDKcdCD1HauOuvAl9eXdzLJrFqsc9xI5SOxYbYnEYZQfN+/iFMPjAO75TkAa/hTw1J4bsnglvVumKxRIywmPEccaxpkFmy2F5bIB9BQBd0v/kI63/1+r/6Tw1p1h+HbKLT5tYtoXneNb4EG4uJJn5ghPLuSx/PitygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK5bxP4vk0ywu10DT5Nc1a3IDWlsGYRnIyHZQQrAHOw/MewxkgA39Q1G00u0NzeTCOMEKMKWZ2PAVVGSzE8BQCSeAKyV0668QMJtbh8mwB3RaWSG3ejTkZDH0QEqOp3naVn0rTJnmj1fVv3mqPEAEIGy0BHMcYBOP9psksQOdoVV2aAIra2gs7aO2tYI4IIlCRxRIFVFHQADgCnu6xozuwVFBLMxwAPU1HdXcNnD5s77VzgAAlmJ6AAckn0FU47Sa+lS41BNkaHdFaZBCnjDSY4ZhjIA4B9SA1JsiUtbLch0LWrnWHu/P0uazjhcCKRySJ1OfmXKjjgdM9aW517StGt2OoX0MB3uQhOXILkZCjkj6CteqYtbe8s3guoIp4mlfMcqBlOHPY0rOxPLUULJ3l3a/yKJ8U6bLJZRWEgv5btmCJbupK4QuS2SNvAxg85I6DJFS48e+HLZWaS8uMLyQllO52/P8wCocr+6k+YcfL1rYvNI0zUbSO1vtOtLq2iIMcM8CuiEAqMAjA4JH0Jpi6Do6b9uk2K+Zu34tkG7Oc545zubP+8fWqXmaRvb3tzJl+IHhqBC819LEixvIzSWcyhAvmBgxKfK2YZRtOGJXgdM1p/iRoKQPcW0k11bRo0hligkKyqEmYiIhcOf3D9Soxk7uMHVbwnocmqXGoS6bazSzxeUyyQIyqCZC5AxwX8593rn3Obkui6VOxabTLORmUqS8CkkEMCOR0Ikcf8Db1NAzNPjXQllSI3Fz5rvsSP7DPuZshSANmSQSAf7p64pYPGOkXeq21hZzfahcELFcwMjwMSkjcOG5/wBS4wOc/QkaEWiaTBP58Wl2Uc2Q3mJboGyOhzipH0vT5NRTUHsbVr2MYS5MKmRRgjhsZHDMPxPrQBLZ/wDHlb/9c1/lVfV/+PAf9d4f/Rq1Ys/+PK3/AOua/wAqr6v/AMeA/wCu8P8A6NWgT2I6KKKs5QooooAZD/yGYP8Ar3l/9Cjp15r1hY3S20huZJS21hbWks4jPB/eGNWEfBB+bHHPSmw/8hmD/r3l/wDQo6wtVszqXiHVY/7Tt7OyW1hXUNzxySbFLuCMkGDhj8zbgfmICEbmlnRD4Te1LSdK8T6dCl0PtNq2JonguHTcGUrkOjAkFXYdcEMeop2l6BpujTXUthbtE9y2ZMyu4+8zBVDEhFBdyFXABY8c1keMdT1CHQLO+0GaeYyTK/8AoMfmtPEUYgIwhlUZO07mUL23LnNP8K3urXV/rcepfa3jiu2+zSTRGNPLLPhEBhjY7VC5OZAcghzzhFmnB/yNF/8A9eVt/wChz1p1mQf8jRf/APXlbf8Aoc9adABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXN+L/GNr4TsVlZEubliMW3m7G2c5Y8HA464rOvdF17xppLpqtxHpFnPGGjsoo/NkDcFTKzY6EH5VA64J4rNz1ajqzohh9IzqPli3vu/Oy3/JdLl3xX4tXRbeS101Bfa1tDrZxo0pRAV3O4XlVAYcnuR2qtBYeJ/EemRtrM1pp8MgBayhjkJkQg5WQh1YHpwGx1DA9B0WkaPYaFp6WWn28cMSgbiqgGRgANzEDliAMn2q/RyNu7fyJlKly2jHW+7b27W+H70/U5638G6VDpp09/PktSCvlLJ5CFSAMFYQitwOrAn3rZsbG20yxhsrOIRW8K7Y0BJwPqeasUVShFapEyrTlHkb93t0+7YKhvP+PK4/65t/KpqhvP8AjyuP+ubfyqjMzr/wvoepTie70y3eUPvLhdpY/wC0Rjd+Oar3vhDT7t38mSaxgmtmtLm3tFjSO4iO75WBUkYLuQVKn5jkmrura7YaI1ot9KyG7mEMWELZY+uOgqvqHiBLDU5bZol8i0tPtt9cSSFRDCd4BVQCXOY2yOMAZyTgGVy3dtw+r+zSqctubrbe3mUIvAenq8kst5fT3EpDSzSNGGkYb+SFQKDiQjgAcDvkmpD8ObSNndtVvvMRybVlWL/RwcbgAyMGLAYO8EegWtaXxnocNxJbvczCaNgsiC1lJQnOM4Xj7p/KoLjx/wCGLSMSXOqpBGcgSSxuinGM4YgA43L+dUA1vBFkZ/NS+vY2Vy8QTygIiZIpDtGzGN0K8HP3mHpiTR/Ben6NexXUVxdzyQxGCMTshCxYVVj+VRkKEGCck5OSeMKvjCwkuLdY1Zop3MaHkOzebHECBjGzMqkksD6KecSxeMtAmeNRqAUPB9pDyRuiCHaG8wsQAq4IOSQKAK9r4Q07SdevdcgeVrq9kUOGWMKoZ0JGVUM33RjeW287cZOelrlrXxjp2r+Jb7QbWSGSS0WCZZI5lfzAWQsQB0A3x89yx/u11NAHM+Hf+QFbf8C/9CNalZfh3/kBW3/Av/QjWpVHNLdhRRRTJKupf8gq8/64P/6Ca3awtS/5BV5/1wf/ANBNbtSzalsFFFFI1CiiigAooooAKKKKACsdf+QhqH/Xdf8A0UlbFY6/8hDUP+u6/wDopKaIqfCS0UUVRzhRRRQBghGl+HIRYBNnJK7ZWIAlJ3ARfvNwxkbOQQMY6jT8MnTFtp00u31NEaTzJZNQhuVkkfAGS1wN7/KoGeQAAOOlR6NcG08EfaQ8aGGGaQNICVGCxyQOSPpzUnhTWZNc0yW6e90y8VZiiSafOJVA2qcORwHyScehXuag6zdorB8SeJk8PSaehtTObubYx3FQiZALcA/3h97avqy8Zd4a8Rr4itpJham3AEcsYL7t0UiB42PAw208rzg9z1oAs6X/AMhHW/8Ar9X/ANJ4a06zNL/5COt/9fq/+k8NadABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVO/1Sy0xEa7nCNJkRRKC8kpAyQiLlnOAThQTXL6tpviXxVNprpONF0hZt13ZSnfPdwleVfYcJzxtDnh9xIK7KAI9d0OL4keTE1zc22iWc6yxz28pVryRWGdvbywAQG6ljlSAuX7K1tLextY7W0git7eJdscUSBVQegA4AqRESKNY40VEUBVVRgADoAKzNd8Q2Ph6z+0XjMxOMRRlS7DOMgEjIGRmk2krsmc4wi5SdkjVrK1TUZPs13a6Wr3GoiNggiCkRPt+UsWIUckHBOSOxFLElzqsMc00rW9rIoZYYHIdgeQWcYI4xwuMEH5mBq8kdvY2u2NIre3iUnCgIiDqfYCluR71RWjon9/y/r5GR4cstR+xRXevbpNV+ZfnKERrngKE+UZHU9T3PAA3ayj4h06WItp8v8Aab7gvl2BEpBPTcQdqd+WIHHWnGLVbxR5k8enpk/LABLLjPB3MNq+hG1vZqSaSstTop4SVKKjPT13/wA/nY0UkSQuEdWKNtbac7T1wffkVHa/6lv+ukn/AKGaz9F8OadoD3jWCSKbuXzZTJIXOfqfqTzzz1qDU/Dlj4h0+W3vJLtVdnQ+Tcui8SEg7M7Cc9ypovLlvbU05aHteXmfJ3tr91/1NW6vrSxEZurmKASMVTzHC7iAWIGeuFVj9AT0FWKwx4WtIpbKW2ur6GS0ZjGzXDTcFChGJNwAwc8Y5A6jIOPP8MPD90si3IlmWRSCrrGRk+b85+Tl/wB83zdeF9OaV+plNRT913X3f5naVWuNQtLUsJ50TYN0hPSJdrNuc9EXCN8zYHGM5rjJvhXo9xdz5eSG0aFo4UgVEeIObkuisF+VMXJAUf3FznnNqf4ZeHZrd4RDJGHjKOwYOzEpMhYtIGZj/pDH5icFV7DBZJ2VQPe2kd7HZPdQrdyoXjgMgDuo6kL1IGetcz/wrrQjepcPFuVJTKIPLj8s/MGCsNvKrtAUH7o4FX4vCVhDqFvfJPfGe3ZDE0ty0rBVEg2lnyzA+c+cknkYIwMAGxZ/8eVv/wBc1/lVfV/+PAf9d4f/AEatWLP/AI8rf/rmv8qr6v8A8eA/67w/+jVoE9iOiiirOUKKKKAGQ/8AIZg/695f/Qo6z/FOoiwvNKz4dfViXkdJUt3kNs6r8pBWNtpYnbklQBk54rQh/wCQzB/17y/+hR1y/wAQNZ0nTtU0mO4lYaltdodmoG22xl4wwbbNGzBiowAshOw4U4IMs6IfCd7SBgSQCCQcHHas3XdKbVrARQzfZ7uJjJbXOCfIk2MofbkBsbj8rcHoap+H/DbaJe3lw10JvtCBABHt6TTS7jyck+fg/wC7nvgIsuQf8jRf/wDXlbf+hz1p1mQf8jRf/wDXlbf+hz1p0AFFFFABRRRQAUUUUAFFFFABRVTUNU0/SbcXGpX1tZws2wSXMyxqWwTjLEDOAfyrl9V8bXEjC28O2X2iVmCrdXKsIiSCRsQYeTIAIxtUqdwYhWwm0ldh1sjotY13TNBt459Tu1t45G2ISpYk4z0AJrPgvtV8QANYxyaZpx5F1MgM8oz/AARnhAefmcHgjC96oWngtdSCXXimaTUrnIZYpHwkRAA6LhcnHIA29vmI3HsKhc0nrovxNvcgl1l17L/N/h67lHTdIstJRxaxESSYMs8jF5ZTzy7nJbqcZPHQYFXqKK0StsZSk5O7eoUUUUCCiiigAqG8/wCPK4/65t/Ki6uoLG0lurqVYoIlLu7HhQKo2mrWeueH21Cwl8y3lifBIwQRkEEHoQafK7c1tBcyvy31NGSGKXZ5kaPsYOu5Qdreo9DVS90bS9RmSa+02zupUUojzwK7Kp5IBI4FZ+reIL7TrmCKHw7qN2stwsPmRtHtwc/MMMSP+BBR6kVg+IPGWs6ZrVvDFYxW1obcSTC8jDMrszqoLxykLkoMYVsk4JXINNwcVzPqJVFJ8vY62PQ9JhGItLskHotug9T6f7Tf99H1qvaeFtDs5ZZYtKtPNll81naFS27jGDjgDAwO1c3qfivW9M+HEOuXC2dvqbgMI7iFER85KoF+09SADw7NjohPyiD/AIS7Xbu71CCyutLRrbUorUb7MzKqSStGAWS4z5gABZWVCM428g1JR2Z0PSCxY6VYkk7iTbpycq2enXKIfqo9BTrXR9MsZPMs9OtLeTn5oYFQ8gA8geir+Q9Ky/CmtXGtQ3ct1eWDyxylWsreMrLZnLDZMS7Zbgfwp0PFdDQBRnsbSMRypawLIswZXWMAgu6lyD7nk+tXqhuv9Sv/AF0j/wDQxU1AHM+Hf+QFbf8AAv8A0I1qVl+Hf+QFbf8AAv8A0I1qVRzS3YUUUUySrqX/ACCrz/rg/wD6Ca3awtS/5BV5/wBcH/8AQTW7Us2pbBRRRSNQooooAKKKKACiiigArHX/AJCGof8AXdf/AEUlbFY6/wDIQ1D/AK7r/wCikpoip8JLRRRVHOFFFFAGdpLyR+Bt8UcskghlKpECXJ3N90BlJP0YH3FR+B7a8tdKulvLm4ndrkshnkZ9q+WnC7p5mAyDwz9SeAMZXTwh+H0ok8rZ9mn3eaW2Yy+d23nHrjn0pngSaO40i6mSzhtJHumaWGGaVwrlEJyJI0KHBHy4445zkCDrOgu9Osb8xm8s7e4MedhmiV9ucZxkcdB+QostOsdNjeOxs7e1R23usESoGbAGSAOTgAfgKs0UAZml/wDIR1v/AK/V/wDSeGtOszS/+Qjrf/X6v/pPDWnQAUUUUAFFFFABRRRQAUUUUAFFFc3H4003Ury40/QD/a1/byNFMkJKxQMBnMshGFXPGV3E/NtVtrYAOguLiG1t5bi4mjhgiUvJJIwVUUDJJJ4AA71yC634n1rxM1ppWnx2nh5oNyavPGS7tnnZGxHuFLAjjd8ykA7EGhPc3Ed7rk63tzGwkhgVdtvbsDkFEP3mGB87ZIOSuwHbV661ewtJjBJdRm5AyLZG3St9EHzH8qG7ClJRV2yPTtFs9NkedFea8lGJrudt80nfBY9FySQi4UZOAKq6x4ostG1Ky0+WKea5uyFjSHaSCSAM5YYyT+hq0Y7++I8xjY25AyiENM3sW5Cdx8uT3DCrVraW9lEY7eIIpO5iOS7d2Ynlie5PJqXd7GcnOatDTz/4Bjaqnia/gj/st7fTSHBJmcO7LjkEBWVSD6Fs+o6HYtbG3sw3kod7nMkjEs7ntuY8n0Geg4HFZfiLxXpvhqOH7YZJZp3CR28G0yHOecEjjjGai1bRLnxRYPZ6lLJY2Mm0+RbsDK2ORvcgqOf4VB5GdxHFQ5K7tqzqpYGzjVrNqMur123sv8vmzSudVhhna1gjku7sYzBAASmf75JCpxyNxGcHGTxVaXS7nVoXj1eYLbyKVaztHZVIPUNJwzfhtGDgg1oWNjbadZRWlpEsUMYwqqAPqeO5PJPrU5IAJJwB1Jq+W/xFe1VN/uvv6/Lt+a7lXTNMs9HsI7GwgENtHnagJOMnJ5OSeTVus+XXNMiWM/bYpWlTzIo4D5ryp/eREyzD3APQ0xbzUryJWtdPFsGJBa+fDKMDa4RM7hz91mQ8dq0VNpbWRzzq88nKTu38zTqG1/1Lf9dJP/QzWZoOmarpzXzanrDaiZ5vMj/dbBEMcgDJwPbOOPUmotTtddubCdNG1G0tHO8KZbcu27e3IfdgDHH3D/hXIubl5l66k875ea3yN6iuP1/QPFWqadbwQ67bxyxsxeSBZrVnHlsMZRz824qQcYGMlW+7VjS9A1u0N99r1ZJ4rq6uJjHm4aRUZmMSo5mATaCMhVUEcdtxhqzsUndHUUVwf/CIa82ji3fV7l717CSCW4Op3SBZR/qXj2twcgFywJwcAkZB3tC0O40y+vZbi6up1LBbbzL6aULFsjGCrkjdvVzu5OD15ICGb1FFFAENn/x5W/8A1zX+VV9X/wCPAf8AXeH/ANGrViz/AOPK3/65r/Kq+r/8eA/67w/+jVoE9iOiiirOUKKKKAGQ/wDIZg/695f/AEKOsHxxb+fqOkBb3U7KXEqxzWVpcTLkmP5XMDBhkAkA/KduTnbg70P/ACGYP+veX/0KOsDx2IVu9Klnk0yJcTRbr258oyh9itCh8xcF1JO7Dbdn3TmpZ0Q+E6HXtdtfD2mNfXaTSKG2rHCoLscEnAJA4UMx56Kaj0XxFa67cajDbxujWFw1vIHkiYllYrnajsyglTjeFJHOKn1jQtK8Q2X2PV9Pt72DOQkyBtpxjKnqpwTyMGl0/R7LS5rma1SQS3BBkeWd5TgZwoLk7VGThRhRk4AzSLKWm6hZah4n1U2V3BciC3ghlMMgfy5FebKNg8MMjIPPNblZkH/I0X//AF5W3/oc9adABRRRQAUUUUAFFFYV54qsYfPSzDX8sDbJfIIEUT7tpV5WIQMCRlMl8HhTQJtLVm7XPaj4st4ZHt9MiF/cq5iZg5WFHGcozgMWfgjYiu4OMqAc1xXii3v9Y1rQpNbvxZRyT4trGHzV35AVgBt+diHKZlVAQcbACxbtNP0FvlZozp9sI/KW3hf96U7K0i/6tR2jjIUEcEg4rPnu7RKjCpJczXLHo31/wrr26K/U878a6Le+Ir7TDd2s2r3ltc8oiMsVuDt4MSbginCt+8dmIPOBgV6lpOiQaYDKSJrtgQ8xGOCckKCTgE8nJJJ5Yseav29tBaQJBbQxwwp92ONQqj6AVLRGDvzSdy3KEY2prXq29X+iXkt+t7IKKKK0Mwoqlqur2GiWLXupXK29upC7mBOSegAHJP09DWfqfi3TNO0x79DPewKhcPZQtMhAOD+8A2DHuwq405ytZbkSqQjuzdorntRv9evtGuG0TTGtropmKS/dUJyMgqg3fN7PtwSM9xVm20ie6s4/7duPtkxGZIU+S3BIwVCjG9f9/dzzx0p+zsryf+Yue7tFf5CahrhW3uU0e3Op30YYCOI/u1cHBV5Pugjuud3tTbJdd1LT4Jb6aPS3kiBkhtow8qP/AL75XBH8Owkf3q2URIo1jjRURQFVVGAAOgAp1HOkrJf1+Qcjbu2UIdGsIbhbgwedcKxZJrhzK6Z67WckqD6Lge1Tm1jjsGtLaKOGMRlERFCqoxwAB0FWKKhyb3ZailsgooopDCiiigAooooAjmjMiBRjIdW59mB/pUlFFAHM+Hf+QFbf8C/9CNalZfh3/kBW3/Av/QjWpVHNLdhRRRTJKupf8gq8/wCuD/8AoJrdrC1L/kFXn/XB/wD0E1u1LNqWwUUUUjUKKKKACiiigAooooAKx1/5CGof9d1/9FJWxWOv/IQ1D/ruv/opKaIqfCS0UUVRzhRRRQBQ0VzH4KDrK0RWGYiRV3FOW5AwckemD9DVT4f6VLo+hvbC0S2snk862QTmXhlUscnJwzbm5JPzEYAAqWwMf/CAlJAGEsckKpvCb2d2RVBbgFmYAZ7mm+AbeS10CSB4buJEuGWL7VbxwMyhVGQiRR4GQQNy5OM5IIqDrLXiO81azutObT4LiaF3dZUgUEsxACBiVbavLEtwAVGSM4MPg24124sZm1wzmUeWuJoVjKyCNRKqgKMoH3bW5yOQSMGulooAw/Dr3sk2sNf28EFx9uG6O3nMqAeRDjDFFJ49vzrcrM0v/kI63/1+r/6Tw1p0AFFFFABRRRQAUUUUAFRXNzBZ20lzdTxwQRKXkllcKqKOpJPAFYN94vtvsNxNokEmsSRRs++2/wCPdcZyWnPycEcqpZx2U1zvg/UNY8V6bb6trtjFcahHITBaxbo7O2Knh2LA7pCQeVMm3jATLZTaREqkYuzev4/cdL5mo+IuIPP0zSTw0rKY7m5HfYDzEh6bj855wEwrGLRrrw9ZPd2Xh3T90scv+kx2lt5eXHylndtqs3HUsScHrWodMe6ydSuDcKf+WCDZDjnquSW4PIYkH0FZ+n6x4finvLfRrYSXEUpinisrMj94M4DNtCjuAzEDrzUuVnroVCliKrvTjot+tv0XzNAW+o3WPtNylqneK1+Zj6gyMOhHoqkdjVZdH0LTdSbVGCRXccRLzzXLEhMYLNubn0yfzqfOr3naHToT6/vpsEf98IwP/XQH+eW2i+HbHxF/a19eo+qQ24d3u7hchc7fN28BeeMgBeemaLSl8KuarDYeOteWq266+uy9Ve3Y0zq0tyCNMspLnqBNKTDD/wB9EFmBHRkVgfXvVG/8N3er3tjdXus3EX2WUv5FiWhRlIPBO4tu7FsjjIAXJNaA12xlaMWrTXYlGY5LWB5Ym6jHmKNg5Hdhjvis6+1PxHJPZppuh+THLIUnkvZEJiGOG2xucjPvk4xxkGtPYOekvx0HHG+xfNRVvPd66fL5WNhE07SIFjRbWyheQKqgLGrOx6Dpkk/iay9Y8XWGmafNc2yyam8TbGjsh5uw5GQ7LkJ1749qW88J2GrmJ9baTUZYn3oHYpGh4yFRSBt4/i3HHBJrdAAAAAAHQCtF7ONuv4L+vuOaTqzbbdvxf9feZaXOr30Kvb2kVgjoGVr3MkinPRokIGCO/mZHcUk+gx6hE8eqXd1eROcmHzPKjHquI9pZfZy3T651qKn2jXw6D5E/i1KemaXZaNYR2Wn26wW6dEXJ57kk8k+5q5RRUttu7KSSVkFMij8pCuc5Zm/Mk/1p9FIYUUUUAFFFFABRRRQAyGPyoI4852KFz64FVNX/AOPAf9d4f/Rq1eqjq/8Ax4D/AK7w/wDo1aBPYjoooqzlCiiigBkP/IZg/wCveX/0KOsPxff2+m+IdEuJwzZhulws5hKqPLctuX5iPkA2DO4svHGRuQ/8hmD/AK95f/Qo6rXXhye416TU4tbvLRXSJTbwQwFSULckyRued2Pl21LOiHwkPje912y8PtJ4fs7i4uy3zG3WN3jUAnIVyA2SFXABOGJAyBUPhK71261HVf7W+1CFSvlpcW4jEUnmShkjIUb0CCEhstyT8x5A6S6vLWyjWS7uYbdGdY1aVwgLMcKoJ7k8Ad6jtNSsL+W4js722uZLaQxTrDKrmJx1VgD8p9jSLM3TXvX8T6r9tt4ISLeAReTOZN8e+bDNlF2secqMgeprcrMg/wCRov8A/rytv/Q5606ACiiuev8AxfYwO0GnqdQuQ5i/csBEkgyNrSdNwI5jTfIM5CGgTaSuzoawrzxPaxtPDpyfb54CyzMjhLe3YcHzZj8qbTjco3SAHOwiuPvNC8Wa/wCKrS+1C+uLbRlQmS1VtlqU2klJYt4eUHgEuFznlFGRXT2UNrsgXSbQ6h5CqsN1OQlvEAMDywF2/d4HlJg4wSKjnFT56t+SOi6vRf1+Zyes22rap4p0nULq7vDZxB/OW2WSKwRDz+83D98oH3nyquoAAXmuq0+wMkcKabEsVvEAsd5LCFWNcEYtocbVGCQGIAxtP7wVNP4Sh1HWLDVtVvZrq6sm3Rxoqxwg+y4LdQDyxOe+OK6KpSk2+Y29nTpWlzc8vSyj6Lr3u/SxQg0WwhkSZrdJ7lTu+0zgSSk887jyOpwBgDJAAHFX6a0iIyKzqpc7VBONxwTgevAJ/CqL65pyzPClx9omjfy5I7VGnaNvRwgJToeWwK2jB/ZRFSq5O82aFFc7ql74omhtzoulQQMZgsv9oSqSq/3tsbEFf+Bbv9nvV46LFcgnU5pL/OcxS4EPPbyx8rAHkb9xHrVuCSu3+plztuyX6FLV/FkVjEh06yudXkMojcWSF0j5wdzgFQw/u5zyOgOau+VrF4v724h05CMbbYCaUHOQd7jaPQrsPs3ppgBVCqAABgAdqWjnil7q/X/gByyb95mY/h/Sp023lml7hi4N7mcqTjO3fnaOBwMD2rSACqFUAADAA7UtFQ5N7stRS2QUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHM+Hf+QFbf8AAv8A0I1qVl+Hf+QFbf8AAv8A0I1qVRzS3YUUUUySrqX/ACCrz/rg/wD6Ca3awtS/5BV5/wBcH/8AQTW7Us2pbBRRRSNQooooAKKKKACiiigArHX/AJCGof8AXdf/AEUlbFY6/wDIQ1D/AK7r/wCikpoip8JLRRRVHOFFFFAGdo+m2Wr+Dbey1C2jubV2LPDIMq+2UsAR3GQODweh4rX03SdN0a3a30vT7SxgZy7R2sKxKWwBkhQBnAAz7Cqfhb/kW7T/AIH/AOhtWxUHWQ3F1b2aK9zcRQI7rGrSuFBdjhVGe5JAA7mm2eoWWoJI9ld29ysUhikaGQOEcdVODwR3HWsjxP4Z/wCEkWxxqVzZNZ3CXCeUkbqzKynkMp5wCAQRjcc5GQU8J+GpPDVlJBLerdsViiRlhMeI441jQEFmy2FyWyM56CgC7pf/ACEdb/6/V/8ASeGtOsPw7ZRafNrFtC87xrfAg3FxJM/MEJ5dyWP58VuUAFFFY+q+KdH0e4S1ubwNeuVCWcCmWdt2dv7tQWAOMbiAPegTaSuzYqrf6lZaXbie+uoreNmCIZGxvc9FUdWY9gOT2rgPEnirxH9q0xIYZNBtr6QRRNMI5bltwXLNHhlXaW6ZOe+Oladh4fsvtBvF03UdYvZkdTfau/lrgnJiZWG5U3DcFEZUE8Y7Z+0V2kOMas9YwdujekX6N7lTxJ4s1zUdKlj8I2k8cm/YbuS2Mki9M7YQDtPYiXYR2Vs5F628P3mo2DXXiKeO4M0atNFe5lgROGKrAQscZVhkM4kYdCxxUHizVvsui3kF1r9vp0kcaYttMUvcQnK4+bepKn/dTqOex07W0ikSGS20i51CRFWW3vdVn+Xdxyu8tJGT14jAyPTFX7Oq9baeegezpLWdW7/litvO/wCGj6Az6bcWkiwQ3HiOV18xN+JIZGBIGHIECEZIO3B9iasaSmrtpyoul2GhYkz5AIuMrznhNiqehBy3uKttbavdqyzX0NnHImClpHuljbviV/lI6/8ALMdfxqpo/hZdOsreK71PUb6eH/lq93KitzkAoG2kfXP5cVSpR3lL5Jf1+Y1UhDSlSX+Ju79O2vnG/mST2Gm2NvLPrWovcRSDY7ajOohI4wDGNsfbrtz71R0TX9Bna8t/DenmUwyhZRZ26xo3bfvO1SO3XccHAI5rds9I0zTpHksdOtLV3GGaCBULD3IHNWUijjZyiKpdtzlRjccAZPqcAD8KaVKPS7/r+twnVrz0crLt/Wn4Ge1vqt7GBPdx2CsuHS0HmOGz2kcAYI7bAc9DSW3hzSbTUl1GOzDXyp5YuZXaSTHuzEknHGTzjjOOK1KKftJbLQz5I7vUKKKKgsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqOr/APHgP+u8P/o1avVR1f8A48B/13h/9GrQJ7EdFFFWcoUUUUAMh/5DMH/XvL/6FHWrWVD/AMhmD/r3l/8AQo61alnRD4TG8UaJN4h0SXTobwWnm5BkKM/Yj7quoYZIJVtykDBU5o0TRJdIu9RkN60sF3L5yW+H2xOWZnI3u2NxYZA2qMcAZNWdb1aLQtHuNTnikkgt13yCPGQo6nkgf55wMkQaR4httZurm3gimRoEEmZAMMpkljBGCf4oXOD2K9yQEWVJtb0rTvFN+L3UrS3b7LaxhZZlUly85CgE5JPYdTUEni+a8lMOi6Pc3Tgjc1yGtwvXIKFTIjegkWNWHR/Wna+DtPHxG1XVZEjZ5bWN2VY9hbeSpDEH5h+65B4O7kcc7ya1pFvAIrJ1mjjygWyj8xIyP4WZRtj/AOBFRU83fQmnCtVvyxtb5/8ADHIHwv4m1zxMsuv3s400w4eO2k8uBxg4Rrcu6nk/Nu3g4xnGAOrRNO0aVbTTbPz77ywqxocsifw73OdkYwcD2IUEjFcynjqbV/Fa6RaMLeyeDe0tuguZ92egaMuijpycgDOSD06eyF5DCsVho62cRc+a17cAyE8fPhN/mE99zqTjr3pqlPqreun3XKhSo0dZS529dHe3k2tF6L70Vm8KRX+t2+tatO9xdQqVW2UD7Mg7AKQSSDg5J5IBwOANy7vLWwgM95cw28IIBkmkCKCenJ4rFbQ9YudYhurzXnNqIXjltbSNoFcnoQd5YH3zkY4Iya1LXSbCzm8+G1T7SU2NcP8APKy+jSNlm6DqT0FWqdOGzvf+upVTE1q1lPZaLyXkkZdz4rSPWbTTrXStRuxcFgZ0gKRrjuGfAYd8g4xjGc1eCa1cgebLaWKnKssAM79OGV2ChT7FGHFadFU5x+yv1MVGX2n+hz194N0zVp7OfVHur6W1fcDPL8r+zRgBMdM7VGdoznnO+iJFGscaqiKAqqowAB0AFOopSnKSSb2KjCMW2luFFFFQUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcz4d/5AVt/wL/0I1qVl+Hf+QFbf8C/9CNalUc0t2FFFFMkq6l/yCrz/AK4P/wCgmt2sLUv+QVef9cH/APQTW7Us2pbBRRRSNQooooAKKKKACiiigArHX/kIah/13X/0UlbFY6/8hDUP+u6/+ikpoip8JLRRRVHOFFFFAEPhb/kW7T/gf/obVsVj+Fv+RbtP+B/+htWxUHWFFZet6tJpEVpJHbC48+6itzGJNr/O2MoMHcR94jj5VY545r+GfEa+I7WScWrW4Cxyxgvu3RSIHjY8DDbTyvODxk9aAIbLXNItdQ1w3GqWUW2+VT5lwi4PkRjHJ65Vh9VPoar6h4zkjtZ5dL0S8u1jjSQT3ZFlbMpPP7yXB4HP3TnI+oq6T4HsofEWualM995s90fLdJ3gO1lV2wyFSRuYj0+UdxXTwaPpltdm8h0+1S6Od06xL5jZ65bGTn3NNxX833L/AD/yK5o9I/e/0S/VHk8l7rfiHxZ9luPFKQiaAFE0VriRI13AhSIzjdkfM+7pkZA+Wuv0jwsun2EsVjpVxatvB8mS5S0RiSSxWS33yEZJ+V2bqPSu08tPN83YvmY27sc49M+lOpONPor+rv8A5CjOas9E11S1+93d/Sxx994U1G5ubKWyuNM0uOO5W4ljtbJWfdtIJ8xuHbk4JReuTnFbp0Kzlyb1p74soWRbqUvG+McmLiPPA6KK06Kv2jSSWnpoTJczvNt+ruRRW1vBbLbQwRRwKu1YkQBQPQAcYqWiiouOwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVHV/+PAf9d4f/Rq1eqjq/wDx4D/rvD/6NWgT2I6KKKs5QooooAZD/wAhmD/r3l/9CjrVrKh/5DMH/XvL/wChR1q1LOiHwkN1Z219bvb3cEc8Lgq8cihlYEYIIPUEZBHemW2n2dlJK9rawwvKcu0aBS3JbnHuzH6sT3NYnja7v7TRIm0y41C3unuERZbKz+07AQcmRBG52ADPygEnaMgEmptAm1CTUdXS6mvbi2Sf9xNcwLCoyzZjRPLViqjYN5LBs5B4IpFmNL4K0zU/G2rXOotNdJLbQSeU7bQpLOOCuCMeUMYI6nOc108ehaXHNDObGGW4hx5dxOPNmXHT94+W4+tZLjxVFrd5eQaTo0kMsaQx+ZqsqNtRpCGIFucEh+mTjHU1N9s8X/8AQC0P/wAHM3/yLVc8ugP3klJ3t31/M3fKj87zvLXzdu3fjnHXGfSn1z/2zxf/ANALQ/8Awczf/ItH2zxf/wBALQ//AAczf/ItSB0FFc/9s8X/APQC0P8A8HM3/wAi0fbPF/8A0AtD/wDBzN/8i0AdBRXP/bPF/wD0AtD/APBzN/8AItH2zxf/ANALQ/8Awczf/ItAHQUVz/2zxf8A9ALQ/wDwczf/ACLR9s8X/wDQC0P/AMHM3/yLQB0FFc/9s8X/APQC0P8A8HM3/wAi0fbPF/8A0AtD/wDBzN/8i0AdBRXP/bPF/wD0AtD/APBzN/8AItH2zxf/ANALQ/8Awczf/ItAHQUVz/2zxf8A9ALQ/wDwczf/ACLR9s8X/wDQC0P/AMHM3/yLQB0FFc/9s8X/APQC0P8A8HM3/wAi0fbPF/8A0AtD/wDBzN/8i0AdBRXP/bPF/wD0AtD/APBzN/8AItH2zxf/ANALQ/8Awczf/ItAHQUVz/2zxf8A9ALQ/wDwczf/ACLV3TZ9clmcapp2nWsQX5Wtb952J9CGhTA98n6UAadFFFABRRRQAUUUUAFFFFAHM+Hf+QFbf8C/9CNalZfh3/kBW3/Av/QjWpVHNLdhRRRTJKupf8gq8/64P/6Ca3awtS/5BV5/1wf/ANBNbtSzalsFFFFI1CiiigAooooAKKKKACsdf+QhqH/Xdf8A0UlbFY6/8hDUP+u6/wDopKaIqfCS0UUVRzhRRRQBD4W/5Fu0/wCB/wDobVsVj+Fv+RbtP+B/+htWxUHWU7/SNN1QwnUNPtLwwNvhNxCsnlt6rkHB4HIp9lp1jpsbx2Nnb2qO291giVAzYAyQBycAD8BVmigAormfDehajpWsavdXslu0d05KNFIzNL+9lYPICoAYI8cYALcRjnAAHTUAFFec3Pg3xBdahc3Hl6XbrPfPcBYbqTbHnYFnVfKH75Qh5z8xdvmUYFejUAFFcN4m8I65qviP+07W/sZLX7OIPsVwjpuj82F3iLgsNsnluGOzo2CGGNvV6LZz6fodjZ3MiyTwQJHIykkFgADgnkj60AXqK5Hxf4c1rW9T0qfTL6G3itt3mCXadjEriRFMbZcKHAIZCu7IYgkG94Q0e90XSJLe+FtG7zGRYLWRniiG1QQpKqfmYM54HLnr1IB0FFc7400W91/w+1hYrbO7SqzrcyFEKjJ67HGc46qR6YOGFbwp4f1XSNS1C51KW2cz/wDLSGV3acmR2BfcMjYrJGvzMdqjkYAoA6uisTxRY6jqGm28OmRW0k0d7b3DC4uGiXbFKsh5VGyTsC4Ixzntg8afAniI3ZkNxYbDLk/6RJnfuyLz/V/6/bhceg+/QB6bRVbUEnk064S2RHnaMiNZJDGpbHGWAJA/A/SuBl8IeIp0sVktdHUWumwWTbLyQfaQkiNJHL+5+aN1QoAfuiSTIbdwAej0VQ0OyuNO0GwsruYTXEFukckgJIZgADgnkj681xNx4N8UX1taKdQ0+wNvqM90I42lnyJJC4cOdmHUMyjKkck55wAD0Wiuf8IaPe6LpElvfC2jd5jIsFrIzxRDaoIUlVPzMGc8Dlz16nD8TeF/EOsXeq/ZDYRW1yLcIJLksZVj8zcsivA6BSZM4w4+QdM5AB3lFct4U0DVdIv9RuNTmtpWuDnzYWO6Y+ZIwZ1KgLtVkjABb5UHIAAC+J9I1nUr+KTTUsvLWyuYC9xdyxsHkXC4CIeAQMkMDzx0GQDqKK8/8O+Ddb0vV9MuLlrBYLUNnyZmLIhEw8lR5aqUJkic4CKGjACAKuOg8X6Xf6xpcFrYW9lKwuY5XNzM0RRVO7MbKjlXyAAccAnHNAHQUV5oPAviH7aJWnsDH5wJH2h8l9+ftn+r/wBftwuPQffr0ugAooooAKKKKACiiigAqjq//HgP+u8P/o1avVR1f/jwH/XeH/0atAnsR0UUVZyhRRRQAyH/AJDMH/XvL/6FHWrWVD/yGYP+veX/ANCjrVqWdEPhCiiikWZ8Guafc6vNpcU7NeRBiyGJwPlCFsMRtbHmpnBON31rQrKtfD9naa5catG0pmmDAIzDZGX2byoxnLeXHnJP3eMZOdWgDn4vGugyzeT9puEmE3kNHLZTxsj5jHzBkBUfvovmOB845610FcrbeBLGB4Xm1C/u2imaUtMYgZAzpIVcqilhvjRsn5vlxnaSp6qgDBuPGWg2s9xDLfNvt3Mcu2CRgpAJY5CkYABy3QEEEg8VvVybfDrQzdXE6NfJ9ob96humkVkIYPGA+7arbjnbg9MEYrrKAMe78UaRZRyyTzyhYpmgYpbSvl1QuwXap3YVWJxnG09wa1o5EljSSNgyOAysOhB6GuZvPAek3l5PdtLdxzSSGRGjdR5JYMJAuV/jDuDnJG47dvGOliiSGFIo1CxooVVHYDgCgDHufF2iWl/NYy3b/aoX8t4kt5HO7CHA2qcnEiHjPBPoca1rcw3tpDdW8gkgnjWSNx0ZWGQfyNc7eeBNLvNZu9WM11FfXG0rNEUDRMNoypKknIUDD7gBnaFyc9DaWsFjZwWltGI4II1ijQEnaqjAHPsKAMqXxdosBcS3MqFJ3gcNbS5Vk27iRt4Ub1O77uGBzzVvSdc0/XInl0+dpUTbktE6ZDKGUjcBkEEEEcGsiTwPZT3c9xc39/O09y07q5iA2sFDRfKgOwiOPP8AF8g+bk50tC8P2fh+2eCzaVkbaoMrAlEVQqIMAfKqgAZ54ySTk0ARX3ivSNOhvJrmW5WOylENyVspn8sld2TtQ/Ljnf8Ad96tadrmn6tPcQWU7SSW/wDrAYnTje6ZBYAMN0bjIyDtrIv/AAYl/c3cza5qkX2m5iuWSMW5RWjXCgBojlfunDbuVU9RWlpHh+z0We6mtmlZrggfvGBEaBncIuAPlDSSHnJ+YjOAAABt94n0jTU1J7y5eFdNVGuS0Enyh/ulfl+fOCPlzyCOoqaw13TtTvJ7W0naSaDO8GJ1HDshwSAGwysDgnBHNZOreB7DXLrUJr++1F0vI1Tyo5hEsO1XUFCihjxI+QzMDuOQRgC/o/hqx0S5nntWnYy5CrLJvEYLF2CnqdzszEsSct1wAAAS3XiDTbK6ntriaRJoFiZl8iQ5Ej7E2kLhiW4wuTmltde0681OTToJnN3GrMyNC6jChC2CQASPNjyAcgtg8g1S1LwrDqmpzX0uo3yNJFHGsUflbImjkEiOuUJ3BxnklT0II4pdF8I6XoF0J7ETAJD5MUTvlYgQgcjjOW8qPOSfu8YycgFvUPEGm6XcPBezvE6WrXZJhcr5SsFYhgMEgsuVBz8wOMGobDxVo2p3iWlpdNJM+QoMEiqSBkjcVAzjnGc456VHrXhaDXb4XFzf3iR/Y5bM20fl+WySEFicoWJyicZ2/KAQQWBi0fwXpeiXcNxaNPmJeI2K7PMI2mTAUYYr8uBhABgKKALmreJdK0O4jh1GaaAyI7o/2aVoyERnYb1Uru2o525yccCo7TxZot9fx2NvdSG5dzGEa3kTDjzMqSVADfuZDg4OFz0IyzWfCttrl+tzd3l2IhbSWrWqeX5bq4IY8oWVuRyrKeBUen+DdO0/UotQSW5luEZpXMjLiWY7wZmAUfNiWQYGFw33eFwAdDRRRQAUUUUAFFFFABRRRQBzPh3/AJAVt/wL/wBCNalZfh3/AJAVt/wL/wBCNalUc0t2FFFFMkq6l/yCrz/rg/8A6Ca3awtS/wCQVef9cH/9BNbtSzalsFFFFI1CiiigAooooAKKKKACsdf+QhqH/Xdf/RSVsVjr/wAhDUP+u6/+ikpoip8JLRRRVHOFFFFAEPhb/kW7T/gf/obVsVgaV9v0zTYrP7PbSeXn5/PYZySemz3q59vv/wDnztv/AAJb/wCIqbHTzx7mnRWZ9vv/APnztv8AwJb/AOIo+33/APz523/gS3/xFFg549zTorM+33//AD523/gS3/xFH2+//wCfO2/8CW/+IosHPHuadFZn2+//AOfO2/8AAlv/AIij7ff/APPnbf8AgS3/AMRRYOePc06KzPt9/wD8+dt/4Et/8RR9vv8A/nztv/Alv/iKLBzx7mnXJSeNZLfW7yxm0e4eCKVobea3beZpFVGKEMqqhIckfOchGzjjO19vv/8Anztv/Alv/iKpXdrFf201teaDpdxBM4klimYOrvx8zAx4J4HJ9BRYOePcoj4leHC2PPn/ANU0w/cnmMBiWx1xsTfjrtK8ZOKty+MIEsdQnWwvFmsbI3csMyqm05dVjLAkEkxvyu5cDOcEZVrK3aV5W8P6SZHBVmJGWBQIQT5fOUAX6ADpTU062i06fT4NA0yC0nhNvJDBJ5atGd2V+WMcfO5+rE96LBzx7kb+PdFiv5bGRpUuYi4dXCoo2ebuyzEKABEWySOHQ/xU6DxtaXM0McWn3zeYYlJAjOxnMgIOH52mJwcZzjjIINPlsLadpXm8PaTK8oYSNIQxfcoVtxMfOVVQc9QoHaov7H04JGn/AAi+ibI0VEXauFVWLKB+64AYkgdic0WDnj3LA8X6cbTTrjZJi+lMSIJIi6MHEfzKHz99kU4yVLjdt5w1/E8slnoF5aaf5kWrPGPKlmCTRo4B3BFDBgFyzfMMAdzxUaaTYxpZInhnRVWxYvaABQLdidxMf7r5CSAcjHNB0qxZbNT4Z0UrYsXtAQuLdiQxMf7r5TkA5GORRYOePco3nxAWzvrhG0/dbRyeXGytK0spW5S3kIRYivys5IUOXYbflG7IsQeOre4sxOthcBt5yr/LtjF19n3MCAyseWCsoztYZ+UkWDp9qdQk1A+HNHN7Lt8y5OPMfaVK5by8nBVSPQqPQUyXSbOW4Nw3h3ShcEgmZH2yHEglwWEYJG8biM4JznOTRYOePc6eisz7ff8A/Pnbf+BLf/EUfb7/AP587b/wJb/4iiwc8e5p0Vmfb7//AJ87b/wJb/4ij7ff/wDPnbf+BLf/ABFFg549zTorM+33/wDz523/AIEt/wDEUfb7/wD587b/AMCW/wDiKLBzx7mnRWZ9vv8A/nztv/Alv/iKPt9//wA+dt/4Et/8RRYOePc06KzPt9//AM+dt/4Et/8AEUfb7/8A587b/wACW/8AiKLBzx7mnRWZ9vv/APnztv8AwJb/AOIo+33/APz523/gS3/xFFg549zTorM+33//AD523/gS3/xFH2+//wCfO2/8CW/+IosHPHuadUdX/wCPAf8AXeH/ANGrUX2+/wD+fO2/8CW/+IqG5lvbuJYnt7eNfMRywnLEBWDdNg9PWiwOSJ6KKKo5gooooAZD/wAhmD/r3l/9CjrVrF+0QW2rQPcTRxIYJQGkYKM7o+Oavf2tpv8A0ELT/v8AL/jUs6IfCXKKp/2tpv8A0ELT/v8AL/jR/a2m/wDQQtP+/wAv+NIsuUVT/tbTf+ghaf8Af5f8aP7W03/oIWn/AH+X/GgC5RVP+1tN/wCghaf9/l/xo/tbTf8AoIWn/f5f8aALlFU/7W03/oIWn/f5f8aP7W03/oIWn/f5f8aAMrxZqmr6bDYJokNvNeXVw8YinTcH2wSybR86BSxjC7icDOcGsGX4o20K3DHTXlWGURYt5xIwkO/EbjHyyfupCV7DYc/Ngdn/AGtpv/QQtP8Av8v+NH9rab/0ELT/AL/L/jQBycfxGhnmaG3sY3lPkeTE92qyOJpI1jfbjIjImQ7hnkMuOATPrXjdtCur37TYNNBDcJbRiE/O0hiWX8QQWwe2w9c8dL/a2m/9BC0/7/L/AI0xdQ0hJXlW8sVkkADuJUBYDpk55xk/nQByMvxPsxO8UUVqWW3juW827MflRPLGoeTKYVSkyOCCR94HG3Ju2Hj6zuNTexujaQSRx3UkgjuTK6iCRkPyqmRwpY7tvUBd3zbek/tbTf8AoIWn/f5f8aP7W03/AKCFp/3+X/GgDm9A8d2+vuAhsYImtJJxP9q3qSkhRioKqWQYBJO0jOCBWY3j65Hgmz1hbvSma4uZovtqqPICKHZCUaVdruFUBHlXBfk5G2u3/tbTf+ghaf8Af5f8aP7W03/oIWn/AH+X/GgDhU+JNzGr3N1Yomnxo8n2uQrEjgQxyBQN7Mr5c9VI6AE9a67QNYfWBfs6xBbe4WNGibcrK0MUoOQSD/rMZHBxmrn9rab/ANBC0/7/AC/40yPUNIh3+VeWKb2LvtlQbmPUnnk0AX6Kp/2tpv8A0ELT/v8AL/jR/a2m/wDQQtP+/wAv+NAFyiqf9rab/wBBC0/7/L/jR/a2m/8AQQtP+/y/40AXKKp/2tpv/QQtP+/y/wCNH9rab/0ELT/v8v8AjQBco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RF-35TC Typical Values
Property Test Method Unit Value Unit Value
Dk @ 10 GHz IPC-650 2.5.5.5.1 (Modied) 3.50 3.50
T
c
K (-30 to 120 °C) IPC-650 2.5.5.5.1 (Modied) ppm 24 ppm 24
Df @ 10 GHz IPC-650 2.5.5.5.1 (Modied) 0.0011 0.0011
Dielectric Breakdown IPC-650 2.5.6 (In-Plane,Two Pins in Oil) kV 56.7 kV 56.7
Dielectric Strength ASTM D 149 (rough Plane) V/mil 570 V/mm 22,441
Arc Resistance IPC-650 2.5.1 Seconds 304 Seconds 304
Moisture Absorption IPC-650 2.6.2.1 % 0.05 % 0.05
Flexural Strength (MD) ASTM D 790 / IPC-650 2.4.4 psi 12,900 N/mm
2
88.94
Flexural Strength (CD) ASTM D 790 / IPC-650 2.4.4 psi 11,700 N/mm
2
80.67
Tensile Strength (MD) ASTM D 3039 / IPC-TM-650 2.4.19 psi 9,020 N/mm
2
62.19
Tensile Strength (CD) ASTM D 3039 / IPC-TM-650 2.4.19 psi 7,740 N/mm
2
53.37
Elongation at Break (MD) ASTM D 3039 / IPC-TM-650 2.4.19 % 1.89 % 1.89
Elongation at Break (CD) ASTM D 3039 / IPC-TM-650 2.4.19 % 1.70 % 1.70
Young's Modulus (MD) ASTM D 3039 / IPC-TM-650 2.4.19 psi 667,000 N/mm
2
4,599
Young's Modulus (CD) ASTM D 3039 / IPC-TM-650 2.4.19 psi 637,000 N/mm
2
4,392
Poisson’s Ratio (MD) ASTM D 3039 / IPC-TM-650 2.4.19 0.18 0.18
Poisson’s Ratio (CD) ASTM D 3039 / IPC-TM-650 2.4.19 0.23 0.18
Compressive Modulus ASTM D 695 (23 °C) psi 560,000 N/mm
2
3,861
Flexural Modulus (MD) ASTM D 790 / IPC-650 2.4.4 psi 1.46 x10
6
N/mm
2
10,309
Flexural Modulus (CD) ASTM D 790 / IPC-650 2.4.4 psi 1.50 x 10
6
N/mm
2
10,076
Peel Strength (½ oz CVH) IPC-650 2.4.8 (ermal Stress) lbs./inch 7 N/mm 1.25
ermal Conductivity (Unclad, 125 °C) ASTM F433 (Guarded Heat Flow) W/(mK) 0.60 W/(mK) 0.60
ermal Conductivity (C1/C1, 125 °C) ASTM F433 (Guarded Heat Flow) W/(mK) 0.92 W/(mK) 0.92
ermal Conductivity (CH/CH, 125 °C) ASTM F433 (Guarded Heat Flow) W/(mK) 0.87 W/(mK) 0.87
Dimensional Stability (MD) IPC-650-2.4.39 Sec. 5.4 (Aer Etch) mils/in. 0.23 mm/M 0.23
Dimensional Stability (CD) IPC-650-2.4.39 Sec. 5.4 (Aer Etch) mils/in. 0.64 mm/M 0.64
Dimensional Stability (MD) IPC-650-2.4.39 Sec. 5.5 (ermal Stress) mils/in. -0.04 mm/M -0.04
Dimensional Stability (CD) IPC-650-2.4.39 Sec. 5.5 (ermal Stress) mils/in. 0.46 mm/M 0.46
Surface Resistivity IPC-650 2.5.17.1 (Aer elevated temp.) Mohms 8.33 x 10
7
Mohms 8.33 x 10
7
Surface Resistivity IPC-650 2.5.17.1 (Aer humidity) Mohms 6.42 x 10
7
Mohms 6.42 x 10
7
Volume Resistivity IPC-650 2.5.17.1 (Aer elevated temp.) Mohms/cm 5.19 x 10
8
Mohms/cm 5.19 x 10
8
Volume Resistivity IPC-650 2.5.17.1 (Aer humidity) Mohms/cm 2.91 x 10
8
Mohms/cm 2.91 x 10
8
CTE (X axis) (23 to 125 °C) IPC-650 2.4.41 / ASTM D 3386
ppm/°C
11
ppm/°C
11
CTE (Y axis) (23 to 125 °C) IPC-650 2.4.41 / ASTM D 3386
ppm/°C
13
ppm/°C
13
CTE (Z axis) (23 to 125 °C) IPC-650 2.4.41 / ASTM D 3386
ppm/°C
34
ppm/°C
34
Density ASTM D 792 g/cm
3
2.35 g/cm
3
2.35
Hardness ASTM D 2240 (Shore D)
79.1 79.1
Strain at Break (MD) ASTM D 790 / IPC-650 2.4.4 % 0.014 % 0.014
Strain at Break (CD) ASTM D 790 / IPC-650 2.4.4 % 0.013 % 0.013
Specic Heat ASTM E 1269-05, E 967-08, E 968-02
j/(g °C)
0.940
j(g °C)
0.940
T
d
(2% Wt. Loss)
IPC-650 2.4.24.6/TGA °F 788 °C 420
T
d
(5% Wt. Loss)
IPC-650 2.4.24.6/TGA °F 817 °C 436
RF-35TC oers superior heat dissipation performance compared to competitive
materials through a combination of exceptional thermal conductivity and "best in class"
low dielectric loss.
RF-35TC
Thermal image of a microstrip
transmission line with 0805 capacitor at
center (47pF/250V/C0G) assembled on
RF-35TC under 200 watts applied power.
Maximum temperature as a function of
applied power for a microstrip and 0805
capacitor assembled on RF-35TC, RF-35 and
two competitive materials.
Maximum temperature as a function of
applied power for a microstrip and 0603
capacitor assembled on RF-35TC, RF-35 and two
competitive materials.
Maximum temperature as a function of
applied power for a microstrip transmission
line assembled on RF-35TC, RF-35 and two
competitive materials.
RF-35TC Thermally Conductive Low Loss Laminate