![Ως 1.200 ευρώ ανά kw για φωτοβολταϊκά στις γεωτρήσεις με Σχέδια Βελτίωσης](https://agro.atcomcdn.com/images/940x610/files/prasini-anaptixi/metering.jpg)
Υπενθυµίζεται πως, ως είχαν τα πράγµατα όπως είχε αναφέρει η Agrenda, το πρόγραµµα εκσυγχρονισµού των εκµεταλλεύσεων στον τοµέα των ΑΠΕ που καλύπτει επενδύσεις σε πάνελ έως 1.200 ευρώ ανά kw, αφορούσε αποκλειστικά τους κατόχους θερµοκηπίων και στάβλων.
Τα Σχέδια Βελτίωσης επιδοτούν αποκλειστικά τις επενδύσεις που έχουν να κάνουν µε την κάλυψη των ενεργειακών αναγκών των αγροτικών εκµεταλλεύσεων και όχι την παραγωγή ρεύµατος προς πώληση. Με απλά λόγια, αφορά µόνο τα συστήµατα ενεργειακού συµψηφισµού (net metering) και εικονικού ενεργειακού συµψηφισµού (virtual net metering).
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aPgL+3WfNMO3FUXXSSwLBGcCPoZgykDRE9yWJznPVGqxftWxuIPs23Hmxg+7R4ah+q1fmvudpeHeLrRBLT3ybENdj+8fx55CuGGFecd44wvC35s2Nby1wb5JS6ka/2Gip9HlKazhr7mpMFZX43ji1rBo4J6cOo9hLKWzg6vlOIkGejRY43Os3lxuPvGuyubX3chrS1zhVtCSXg8SR4dJwAFcytlt1vs3uQivbK797YXO1hldZLQ3SQ4aaBwLg5o1moGnAkyCtz/AI1i2HzxPiT5XTDs7mw0xujJugnDm1DwDPn5Uq6OaezqbEl5tbLE6KFJYIPmGzM9yN1l0m7lmgXtnqpiQKYg1FKuIoRg6tTiaEGhWQ1vT4lc73C80aqAacwW0JJbC11QSS0AgYAODgSDRsnHw8O1MnB4a5pI41TVXU9XUXFJZSbduKIBkgoa+0uABhKwjQ1pjmzSyx9sErmfHqjlb62gunm2AfcW4u9AqQ4adXGgJJoe+q519nAL9zo7S6Nj5jiKsIOknw+y0DBtMmgV4UoFMzsRxrLXVAofAHkoOUNGx9pYxRq08+ZIHRuhn+bqjaz2llk71eNAP1dGnRGtcrUx23F4HOcbm1IOQrgP/aB/KVmvtNtcxsYs7sEZu0uqfRoIp/0QewYrTLxWDfmaQQHx48ix9gPQ3YeiuyZSZ6O10MoA0eavK6obVpMANX2cUkpwvc1hUU3bH7PY1qy2e6E7nOurY25c0tGFQ2p1AnVxGR4U4qJbawNnG2OyuRdCN4cdL6ai0aCB5fA1qC51a5jM6kvHuKmlkI/Uv5NCNmL6pWhhArCGEiQr2wGG0JU88j1WRiJIiq1Ua5XORVb6rF3cgU8+0NBmTme4OVj3CxJJNteCp4NNAMMB+7rzzHpOScQMdx8LltjXmeOXkVZ64/6OuD0kxJY4OeUV0X1pNDUC1UQ1zBbox3ayONskHeqMmanajaHXF26eN7bq2EA1a24eKuVDqwI5415K8y129tlPG6zunXR0eU4tcNJHtVAjo4HlVvetKvweKZZMKsODfI2QL5Cb3q35L3hX289Z8ur4ZIKoI+GsCtXuKGY6WSTsRkUzpEa5z6n3NyW6W3FqDXOvCva4ipGByHEU4W47Oya/W+0u3DTlpNNRbTDwNwBxGJOQqcSXPK4vjGp00Bur8dfJvY5OEG1GnoIzUoLE42WilGprNLitoYJgXh6T2y5Ym98bxEdArXOXvS3PPeyQFkN1asmJGOYA1YihdjVuHDHHsV+ztdshuxJcWV3JbhrvCWuFToIblER7dDkRQU/vJh5TxtFdNzDOHPHbmXBtDDM/O6fXJo9QVe2kvybRJKprIZha2shWKeT2+xkjVmbH1e2PvdesJ5Yy8391BICfDpLRQY5448OPCuFaLH3m2tZ2RDarK5jkDfGS1xBOH91vLKhzNSSKmpf1Xcmfzd7r/dG//wBn+tj77Z/xYv2m/OtB9m7j/t5v2HfMl+q7kz+bvdf7o3/+z/T32z/ixftN+dPs3cf9vN+w75kv1Xcmfzd7r/dG/wD9n+nvtn/Fi/ab86fZu4/7eb9h3zJfqu5M/m73X+6N/wD7P9PfbP8AixftN+dPs3cf9vN+w75kv1Xcmfzd7r/dG/8A9n+nvtn/ABYv2m/On2buP+3m/Yd8yX6ruTP5u91/ujf/AOz/AE99s/4sX7TfnT7N3H/bzfsO+ZL9V3Jn83e6/wB0b/8A2f6e+2f8WL9pvzp9m7j/ALeb9h3zJfqu5M/m73X+6N//ALP9PfbP+LF+0350+zdx/wBvN+w75kv1Xcmfzd7r/dG//wBn+nvtn/Fi/ab86fZu4/7eb9h3zJfqu5M/m73X+6N//s/099s/4sX7TfnT7N3H/bzfsO+ZL9V3Jn83e6/3Rv8A/Z/p77Z/xYv2m/On2buP+3m/Yd8yInxLoRuPfIrjXZ83cV6yz4vo5tW/Si2fFeg2de0iwwmoqsucXmG5PTvtYavXnAFL21p7oFhSZIJVjRq6ff5XXO0yw7dMwXZ000yBpoHtLgDqbSrajMVrSozXUdHWzLXf4Zd3tnGyo+uuIuYCWO0khzXNwdQ1IOWAJoD0G475e4Eq9DHR8hcMM0GVq8tlT6rWQeHytdNzS7Y84FbnaEmwcN/nvNny8dpslBHCTTTCq+uRYapsg3anJXVnur2ma3uC1znEaPeDXy9MWllPN0g6g/EOrifHivR7O66fYyOxuLSN07SXOl93j0mQuko/X5YJFCKgsIADCYxRqZ81pfEM5Muu94JuF3eFL4htzt+3xh2lhxrzrLjeRuXeTdVnuRcRR4ql0tRGfbHZShMsAa4Juiw8xVeUM2cGBEquIt8Bk92uf+VlbIAzzwHw6mRRtLHF5BoBI8BzjploQ4hzgFhL0zot23dpEdwtZGOLzbtMc41zySB/gAAcTHHqY0O8upcxrgxz2zI6zx9yWsKo6Li+GvogCvK0ATmnT+G+u2B2pyWkxvzXiTSrgLbKaInC2HG/KG/v3kX0FcZbuqc3UQHRSRLC1tU0O7ywiaSYue5tsTELkN0ua+lx4mubrD42MowuDQXvIIJ1JBN0425fZx2zI2xyXgZIbdrmua6IG2dWRsoa5ssjyXNaXO0s01YzylKsrvvGuv23C1le8bMny2Vx/B1boxyvCm8041ZrcjdZgznG9uchNxjQwXUXKdbXWcAscNjoPk5D2F97XwoI+m4h3Z9tcsimInfJMQfedNWuDhEGuEhI8slpPhZXTTEGqsWf2Cy/sn3NvE60bFACPd4zpewt850jTGAfNo7Auf7VfARQcnuQOPeRbXebO0Fy+o04llpbU4XR0/FuhxtTdjEEukgPrck7M0D84JJEqNaK4EJze3uWCNXdqdzZXVqy0ja97GODBUGQOIwyJ1Oqe3Ue8ryrebC7fuUpgikki1mhbEQDicRpjY0g+0KNaACG0FKKZePeRLx/PXDWt5Z4o2dzxdmuSMtdchVRXG19phrDJAWEc1uOTm3VBbb4dYE6vE9mf3morfak/aOsbvOJ9snhsZ423jonBhEgaQ4tNKEHA144U5hZXTVobbe7aXdLWR9iJo9YdES3SHtLqhwpTSDWuBGBrWi6V4/l3gio3uWrd5ww3b8aOvOR9TvrUPw/+YIs9IXylxhacQzCm2HDuS209Nk+Mqa8DJFhrAgnLM6OUAh86e7xlxZ7nJA6W1uDHPoY1gNwRQeW8SYCRzaueWkHUTlRwph6fZ3ewwTNtL+0jmrO57ni3jLSPNbp8ZjYdLY8NOloI1eFwLiY79W8SNfTLk+T+KNwLrfre4PTnzAeNGkWuOz+p5y4x0YeL0+QZx3g9DaR53ijHGx016FUg2AclhY1kg7BzGvdcLd8gl96spmmDy2jyXzioc2GQagdbxUyOBc0uIOlrq1FDbjHTVza/Zm5WwF57w5/vDIG0LTPEdOrRGQGxNcAQGnxOGktGprvnd/4zUXNsd23giojx1n5JUvIhumj8Otpf5PE8FarjI/YcvcLY/ibSZuM+xphfJUUSszRxo8tnSZQl3ykLhoXQOsS229u28NFy4yi0dHpNwGvdI14ZHK57XHxGGrngENc/PHxLZRXfSR3V7JLJsbXXrJQ4QMkh0vZ5ksQa5jQ2Nj/AN3G5wcW0qC0u8sNwOy4OjA4MFvscLcm5biy8oeT7WLwp0NkFa85l7+ouf1wE4wvijJjaTPn5McoWMR1xNNI2VIng1yfFMjyty/5gxyuBdK0s/5mn7ryyPLDhI4tcHUJIbQZ6nLWPOyOltC63h8gRPDwIGPpN5wd5jg6Jge3R4QXmrgB+7ZUlc+/JDK6Da89cta7A4/Q2+D0e2ubfET5/hrRcb1IOQMJdLmc8Pi35PNOqZ8vSugrp3qDB85OM8j7fu+47q9lnjg2uCG6kaLlsYD9UgeS76RLi51dR8QxwBphSg856rs5LjqC6m26BxsnSVZoiIaG0FAA1jWigwoBgQcXV1Glf1Xcmfzd7r/dG/8A9n+tp77Z/wAWL9pvzrnvs3cf9vN+w75kv1Xcmfzd7r/dG/8A9n+nvtn/ABYv2m/On2buP+3m/Yd8yX6ruTP5u91/ujf/AOz/AE99s/4sX7TfnT7N3H/bzfsO+ZL9V3Jn83e6/wB0b/8A2f6e+2f8WL9pvzp9m7j/ALeb9h3zJfqu5M/m73X+6N//ALP9PfbP+LF+0350+zdx/wBvN+w75kv1Xcmfzd7r/dG//wBn+nvtn/Fi/ab86fZu4/7eb9h3zJfqu5M/m73X+6N//s/099s/4sX7TfnT7N3H/bzfsO+ZL9V3Jn83e6/3Rv8A/Z/p77Z/xYv2m/On2buP+3m/Yd8yX6ruTP5u91/ujf8A+z/T32z/AIsX7TfnT7N3H/bzfsO+ZL9V3Jn83e6/3Rv/APZ/p77Z/wAWL9pvzp9m7j/t5v2HfMl+q7kz+bvdf7o3/wDs/wBPfbP+LF+0350+zdx/2837DvmVgYjj5A2FR8icNcyXLnWVcSBPmKS1AdGDBGQh9ee0wZjJIDJnROVY2e92sVrZI+vX1h3V0XEG1uIGihrqcDjhQjHhj8xW02+yaxpF9a3LnVBFGO7ajFpGOHLvGalNth8RNbQGVHAfkQKBHY0spFVNDMteTVjEhvvQ4+tZJcwE2YLZ44pPnEWKdzXorWfZbYjuLkMLX3NsXUdjUVqQaHOmBpwWbLaWLpBJHZ3QGtlW6XUoHDV9AnFtfpH14Jxs8fx1NqGk5nx28jKTNTaCwUauuyZ7e0AoS6HPBUA7T2VQ0Jl5W64WwMlkk6DkCnRwdiLCiercU92IKT3Vs6XQMqAFwc4uw1HAtLRzBFeKvXNttz7uttZXLLcyu+i4kMLGBv8A2bRUPDj7IrXLCp/Vk9fFa/SJL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0Rc2L/wC9b8T6LkgjiiBOZ9LspOYuR/H3NC5Pg7ka7r99zVw+Kh3KXHmDtoaWOv0Nvhg1V5s7Xsr3Oa6KAiaZjo0KvQaVwVwZ7zp4K2/Hfi/ylxwnIPJWS8u9tW4riSbE8e6OytYUKE0Jtzr9zRlDAWuHwmJhzJP12zOiZHWO9tJG9Xt9FGk1IPBOvjF5cZTyWued8PHidrxTyx418nN4w5d4t5CdlZ9FRl2lBXa7FaqvsMXpNXnrjG77KWsRlWXEWkj/AG5mPiYsfVxC2mPAosvRUoNuYfOnhPh7kO34nWs5b5Z5FyFBS7Dk7J8AcRbnmm14fxeiQ+Sh0/KUeFqbRmVZejVZJFdVudLf2osEk4NeTCx0iFUGkivBEZxfyjx5zXx7kOV+J9hRb/jje0gmiyGwzRsdhTXlQY1faIGnZ0dHLFKx8U8ErWTjERvhmYyVj2NKkgg0OanvoiXoi5n7f70XhjEc12/GBGF5MuMNkfIvjLxF5B50pxMxNgsZ5H8wVVZb4jAlUpGkH3txWsZdAiW1wDVzhVZ9gNE73I/mphSrDCRXsqumHoqFSfA/POT8iMro9riKPc1OaoeR97xwDZbfKl5WPZS8fX5GbsNpiGmSSP0HHl5YiS/SrVqRsNjic5GN7VT0UkUV2eihL0RL0RaVma2trbCxdGsrQAizXRNcjXSNFgknWNHKio1XpH069F6dfRFS1dy/pLYEayruKtIaEWxZByRjYpYJWte6NyxvQJO5qSMVPwJ+D1XoHNRXsW7+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2P80Gr/AITF/E/TSOYSvYl+s7Y/zQav+ExfxP00jmEr2JfrO2PVP/8AEOr+KonX5mP4Iqoir8Al/B6aRzCVPJXT6oUpeiL5/PvHXcccYefH3OlXSVwmapMh5Kc9cnb5KWispKnMj8t5g2mTcbCwrgCAqePb8oXc8bzTZY/mDpZXOd0a9zSuNqWuQ67sTDifezeRHDm15W5Y8WOIc1g/GszgqvzUXKmR3sOqiuCOWOTLbwZTjegs+JguFeSLmOGu5hS7p7u2tSZ7FnzIA7F9iOKqx0A4E/LP9ChhHLF7T+QPIXlpLcctcf8AFP3tnhb5P5ddLiwNhj9TxVzN4m6TR03i7cF6vJAD2/H2tP4HvFDrZykGIIvXdsL3va5khKYaeLT/AMVLvu4Zt9kPIn7q7c22y54sbHyl+7s5UqPJA7kndcuaij1vMvE5/Hv5r1N9ndrbH5LGa/FsEuxhPlAq0udile48iUiZ80o6lDlgUUnjlyNmPu/vMP7z4fzCurfAh+Q/O1N5L8Ecp2+Y1V5luYOKzMHXUH5gYW8zlPeOuuROH7Kt+jz5JGt0Ekc404ARIhEUzipI1NGngFxsx+G89uAafwuwfEAu7wvMvkJjfvaOXqjxh5N0++x2D40ouYB2afxrze9yWdkdlqDm7S18mmfnQbQgMgDRGwimvFkGJgdCuEtNSchRFXbZ/gDkPmP7mTXcdheUVH43eT2d8luM+duP+VuZPKpWWfN2F4sxAnB3FfO45OwHhh1oHMUN62UlYRq+/L+cKc8oF7XeipxAdWlQqrpvIbn+bwE3lVypccjh+QVjxL5I8wci75W8zAeT2W+94yPkHR57xq4Iy0FIdFmctnZeOBGDU2CrK2ME3MhxugGfXSFqQU0GrDL9Ca7jRaGHQ+V9pk4pLj7xjC/e8+PnJPBHj7RTX20492PK2q4Z8dc5znHruP3fV8JY5HJ4cjYzv1pccNhhHCNMr7armlbIQTl+pp+dWH4iclcg+S1p4S8g4Hfcx2/mDzt5c+Y0fmzeZTYcusztb4Urc835mOR9qwt+DyPHWKArMiHxeUN8tGDp4JGUjkPWxapHACoPsgCneqa4e5D5J3vjXhrTyh5A8nJxKH7qzk0DxqsJdDzjVbt33kuQ5v5Wz+6HhJHlC2N35f0BsWVhyghziSX0UsklbHJBJaOUhpXCmf5PmWxz/o/LrF8V+cPEvMdx5C53zL8rvGz7pzkHxZw2St+R6620vlxX0kdD5dTcE/q9LgyOO1YG5nWfYgUk4IXtOkImicF0f6IKYEU0gn+xfakOx8Y8Ecju6SOGJkjuqu7ntY1rndzuir1cn4V+PqVYWb0RMWo/RnRf6Ct/9XkepGag5KhZtybxj4q6TketBFs7DBcY7XYA1p0k0QZ5ecAurYcMqQf8fGOTKIjHqz7SNVenx9YO7XbrDb7i+YA58ML3gHIlrSaHswWPczG3tJJ2irmMc6nOgJXF+D76jmaVrFdw1xfH3ta7ukudVG1U6fFzUdMq9FX8H/1fXik34v3kOdtAeGBecfWuM+LbvLyo697ivWb76/luFiKvD3Gbn9f3NltqnO/D06fu34V9WI/xh3WV3hsoQymZc8fkQ9W3QwMMdf8AEVqJ99vzI+VsUfCHHC9ftPdJc6hjWMV3a1V6SvXuX8PT+56ql/F/c4Yy99rbdnifj+XLtVUfVd5I/Q2BlOZJWVv32PMb3OROGOMUTr2s7rrUqqvV3a1HdJeidy/3F/B6w2/jTurqAWduXE4+J9Pzq98T3hNBAzPmU3WX33vNII58rOD+MnPCc1vbNe6aP3XSuYyBI099e907nfZTqnw6fH9j1rx+Om9O3Ntg2ytNLnEA6pOGJJOQApms+De55b9lk5jMXAOIJww4dyjt19+9zBW3ZtXBwhxhNCNM2BCJ7vWDvie4OEtPmmPkRGI5si9vTqi9q/FP2fUdo603Hctpg3GSCJkksYdpBccyRQY45V7l30G2RzQtmDjRwCgFn/4g3m8H3GweP3FZro+id8eg2DInK5VRvR7nL+H4dE+KuT8HrqLXdridodII2E8MfnWW3YoyzWXuyyACjzv/ABDXkQnYrvHvhaFksfViy6TcKqr1VUkYiORJkVrVb2dW9HfHv/8ANXYtvozUDFwONMvzqRsLXey8gdtPlVOX/wDMIc9pE5ycCcOzSsj9x0LbzaxSOT7X2Y2uIk9xejVVXNVWoifH1ZO4v1UDKNrSp+WavDp+DjI+vcEzf/zEvkE9vUfx04gnd16LHFpNnJ2u/D7T3o9rWPRv7K/DqqfD1f8AeiPb0j5d6g9Pw/Re8+peBP8AxD/koRGar/FrjbuaMSte6C62MyPs4f3ACwg+YbMLAS5e1SWe62L8LmdFRfVx13bBoJmYHYVFDWnZjwVo7B4qNL9JOeCfqH/xA/kcUNJNpPG7iPPzMSJPl11OunkbI9jlc2TukiaxqP6dFVU6tRV/ZRPWuv8AeI7d1LUtlbzoRX8qrbsEWisr3NfywUyqvv5ud7f3mgcFcPmFDxREw18ml11Ut6z5hjJ62ltj3rWJd/Kq6WKCVU91GK1vV3Rq6t3UV201MTBHxzJA5kA1p2qW9PwucG+acuz8iKXB/e5cj7qhC0knGeCyNcXGc1BtK/Yw3LLAEhw01XNV90EkEzpIpFgkVzmERtRejHKjF1Nz1lfWs3lvihdHX2m6jnlhVbSDpKznZqbLKH0yIaFIgPvUeTLFlROzjrBjjmmShlpKujkOikGJdCSsQEVsqsDFg6PIIkka4ZyOjWF7mr611z+IG4RFzYreEuAw1FzR6c6D8qzI+h7VwBfNKAeQaaKlb/76nm+n5RqMXW+KJmwx13kJNAu9y4OvLlzNiNZ2IU4N9mSoxZSIJhxoZRnwlsWdsi9vxRGrjz/iJu9jYfaF3Yh8YeWFkLZJJK0BEjWjBzQCSWudG6gqCa4c1v8As0G0X8drbC4nt3xai9rQ7QakUIFBwrgVDtj98v5i5Zxt9nfHHhLljIMEQ2Grymk3OY5WDiSVWyxG4PXugiIIij6LGjTYkJkRzGKjkTuw7D8Wot3ty/afd5pYzSSnmao//j2xpdQjgXCOZgNPFRczcW9+xj5LXy5mtANG6tYr+vGaOb+UHgVCIPv++XSjhamHhfiQe6NidMLRWt5sKm7nWJrFJFiripEfOeHI/wBuaGF0qscn4e3oq48n4qbzHBJdGxhMETqPcHOcG8i4jIEY+IDuXNXu573Ymslsx0dK1aXH1jMEccFmI+/p59H933PH/ixjonKx8MlzsWStc3r1arnTNj706fFOvw/Z9Uw/i3dyhtYLcahh4nUPditX8XXGXlRh3aXLGv3/ABzULFKQf4+8aqitiHAEF0OqUmxtTF9sAOKRznxxo+X9t0a96p06IiKrksX/AOLe8W8bfJtbXzHEklxfpaxuLnEA1OGWIHPtz9v3+7u5/LfEwRgZip7vlit3NffqeTF5cH1kvjjxA6BkI4YRdRqtweUHopmK91fqaskGvkpQo3MWKSceY/2nq1UR6L09c9uH4+3VnaNuBbWwfUucH6mgxDDVE8PdrdxDXNjqKioouiFw8jFtD3qbwffec33NEafQeP2DfeAxHzz56S6v7LsdUEMHsK1LMI4f37CaJXEBeyPIhUbHxqkcrHJ61kX/AORG6W25RW272tgzbpXNaJw+VtPMBLHljg6jK0ZJV40Eh1XNIKsXV1cst3S2jPMmYK6aGpHGmOYCrOP7/nnCRvcnA3FHTp16fXteq/30VPdTo5P2UXoqL8F9egn8U9zGPusFK/rO+f5c1yJ6wuR/2MfrOC9k+/15yXoqcDcUdF6r1W+1/wAP/p/HfH4J6g/ipuINPdYK97/nVPxjefwY8e1y8L9/vzh/MPxN+H9m+16Inw6/9N8fVQ/FLcj/AOFgr3vVY6uvS6nkRj0uXov3/fODU6/qF4oe39lWX2vd0T8C9USVVRW/s+sgfiXuYbWS2ga45Cr/AJ1Werbljavij1cgXLTO/wDEB86CxxezwDxROQTKwYcdb3YRq6edekSySLMrI4Wo16vVfiiN6onrP278RLi9a90sULAwE5uxA5Y/lWw2/qKW+1N8trXjIVOPPBTnMffmc/aUpVj4K4mEpBhyDrHQF3evHrQqwZjXz2hE0pLYxasRqqs5EjkRnwaxsj3NavJbz+NF7YXAsbKzim3F+DY9TqmvHDIfn7BUjcMvZRGXTNawgEkk+FoH0nHgP+AqVWdt/wCIg5dWzLZm+BOMTaSF6QBWNldbAUu17FVinRgNejwBjHJ1gikV0qRqiv7VVWt6vauvd4uI2/aMFsybRVwYXkN7Kk40yJyrl28lP1pK2Qi3hY6IZEkivbTgOSxs/wDEKc7uiWR3j9xGiNkSFUTQbJVWVV6K1n43o5rF+Dl6/Dovw+HrYO66mawvdCxrRzrj3d6N6wvHRGUwxgcMXYlbDP8AxCHOT1VP1BcSfBPj/wC/9inR3d0VqqsydeqJ1Tp+H1gf/cO9JAEENT2uVr4zveMEXrcs0f8A4grnST5fpwFxMvukRRydt7sXe3E6VGP+CTp9vtX4fHon9xfwetlB1peSmjoY21GFS78uKpb1tdudQQxU73L6svXoq9HS9EQtXvm34k5cfcFaTyD4woB+MuTKfhzkeS40gtamC5O0Xzf5vY7ZIX7Ls1aX/wAlJ8ipiQxF9G+09/ezuKdJ5KuN55i1Ff5j8OeL+G2/AM0M6baXyHTachSVe9zFmmBXS8TcYcY0Vcwitu+Xtej5dCdT2cwpAuJrCbGOKRJYHeinT4amqtqi8w/FvVUPFGqyvPPGeqy/Om0uOO+HtLmNMDos/wAjbegmtoLrN5S6pnm1trZVjqE50rWS9rYg5pOvtxPchRpPLJb/AAr5X+N/kZY6Sp4N5mwnJ1llBwrC5Dy1xGbMlHaFHgVGsqmvbEmhxF2fVFQAXtepVOdMLNHATI+KRGkLSM1C4vPbwqI3+P4sD8puDLLkHfbrQcY47L1PI2atj7/kTKuAi0GKCdWnlCppaw2zgDeI+RkzrCRBGtcT1iQp0upWmCHjzJ80eeeA/LDw28XOJOLOIdsV5oj8zVmQ13JHIeyxg2F1XBmRh3+lbpKzM4DZSXNDoc3YDD17xZYCYj0k91ixdqqUtaC0k8FLPDX7xnifyj4/40sNhLluFOY+TOQuauLclw9a8gU+iM5N0nj9eX1JyXpuB7NweduOXuLqr83SZ1vhagWIdIZYiY4ZIlRxQ5pHcrOrPKLjPyazfKOH8M/JLha35roM2Qfn7c0EjkbMVaPszKSu2y5ir0WPK5E43J0FWVWfWKWzfVqbDLEwqSeB46koR7QwQffdu+Q/jnL4Uazzs2oGN8b9NzZyPpdh5nNsttcE5Sn8o8pbAcFbgeoj02l0q0sGnvMYC2hpAJ5pCYzw4oUJKnR8xS4HVpGPJER4m77wA4M4p4E8f/GXlXjaiw3IWl5jreB+PZ+Rj7fXarXVeu0vIXN2fqazcW5u/J0OM1mjPlu64tqE0U0zRZoh+kUKFDtRJLs1YtH57+FWjTQLU+UvB0rsnndtsNXEVyJnaufLZDje9Hy+512lHtDQp6HK5nSlMribItsITTlWBJVla5iE0u5LPd+dvhvmZGN0vkrxBnYpOMslzMw6+2VXT1K8Xb54sOD2q3NjKNUtptySZHDTOWZH2pCrEK2WRrmoTS45BRXxG8sQvJjY+UNKNteAb8XhrmcrE5XPcQ8jQ7zcUuBirowqXQ80DCTTVua0W30dLcF1ooiuijq444ZlQ2AtjCObSmaNv0VKYtR+jOi/0Fb/AOryPUjNQckJvKS9vghy+qfhTgLldU/8ma0i+tH1UQOndwJyFnN/3blg7iK7bOP/AHL/APqlfHS2RHNRHvcqI1E7XO6q3qnx6dqL/wDe+Hr48fJE4FwAxxr3ZLzKNkLW1fi8D0fLvWBxEDGe4xYmtb9n3p0ckSOb0RWsROskjlRfh0+C+rb5A4VFQacOfYrgdGW1jaAwDE8PRxJXmvGtL61r6Onail2hbRh2uj/85zHSOlI+Pe2OOONz1jYve5renwVfWDGx99M21a7xnjyA4/Lis3Z7G+3m/i2zbwDLK7SCcO0ud/daMXd1MyiE2mDwOGxE18E68t9EOLCEWefeMhp1uDEjhgsxhIK98cAYLpFllFYkk0kLV9pVc1yruruK22XyXxsB8yZjBU1J1GhIAxOFTgMF7fuXRXTPTGxv3FwuLncW6GanPAb5jjTWI9OkNbidOLtIwxqha3FUPVaQigWQmCuhSkNHlhlGNaOpMAZ8Jo/tTPLLrZJJkWOCVzJ3xu7Hta5VRLV5BAzqLyImsji83SGvzeDwJyGrgeBXl24WTNv6rZA0mNjXMOOIOoBx72muGrxUzTLyHKGPr7b5iONr0jrzFgliUfuGKrhoxukLu9scMSscna9yuYqdFXp8PXqnQzZR05AGiuh8seddJZI4EV4kcxgV67tjg22a4NDqOIBphnw5dgVH2bwxTfqMTW9XRvc7uilkhga/tkle2GOPsa5v2vj9ro5f2Gp09elW/mSRiM0LvRitxpaYw9mGPy9PNQmyswTpSlgbeHKxY0hkWuVjS/eVUagfWNfcjjaqInRzWMcnX8Pw9bi1sy3xzTRwtrQg1J76DgqNTmGjWOc4jhh+X9Cb1E0r41aFnkG+XYix2RhhDHdjmSI2NI4oiJ0RUcvf1VqSN+K/H1nB2xRnzJbi4lJw0taxre8FxJrXjTuVLW3z66WMYBxJr+bBbVVWaUF7HCNdK1B2I32K9jmye85zH/LoquRntL1dG5yp1Y1evw9aye4tZGUkOR7lkta9poTj8vlRS4O3vKoz6VZ1U9sVctaIAPSDtl0RZkkfcxtYLWtkmKIVXNb2JFI5F6OX4IvrXyNt5aG3dpeDxxCqdcNYKyEFo4nBdBPHbxg5W11rdWHM1Rx9UYqaso48ZS34Jwm/rraFXv8AldxWZif6Gyst/sue6eb5xhKdJo4YXOX1uNt6Zt75pl8zypg4hxdqLCTkGkZGvAV7aLkr/e2QznS3zY+GNCKYk9o4Yp3tPG/iSXZ3nImobqqzZNEJx9xwVg2B4DDbOGtMhKrxtdttW3TP4+s82fG18ptHSzF2Ac6MRUZIkyd/ZfhnuTLXyJZbaa1cdTNB0mhFMXOFccfDWgI54LTXPVsBk862ie24AxGBBNcKcB3rRdz3yXlttRZrmXgYHF0+mI2RnGdjxpuSuTcUaLQBgER0l1ZGVrdHJtDIJHkoOYPB1gZHPBE1ySdviv4ndI3nQOz/AGhtdteXcvnRNZCwtcXCQlrz5hGJjOLgcaGowC3Oxdb7pe3QgvLNkkZjJrDqL6g1FQatoB7RwqclPGbXVB1bDAMdtAKmaeeVTrusuwK8qaZ7k9gKxsRq0hlwUG5YHpC1ySdVX7Xcq+vnXdd+6+kgoOn/ACoC6gdPMC/UextA6nCvDPFdezqPeGvDrWzdGDmZDpFOwE1JVg8Web8eFodDHZYZp0rUb9KzOHsYaewLKp2RsIghfYmExrYfTYHvjZ9tCCmtjarFc7rc6b683vp26916qt/+Sncz97G0NELnEMD5jUuDa01E1IFCKNBWWd097YJLghkw4N4DuGa5ikc9YPkHlLl3mrLv0lbU8k7qx1Bdfacx6HXk0NrXjRg2N3WiWrvomIvL0aaJxdYEq14qwuZExEZ1TovxE3rq7eH2u1Ftvae4SGS2fFbNbOXuGkOkumnzpQ5rRqbUMJoRU4nwrdOo5zu893ZM0NLyATUuIGZr20rpybVbW71ni9RYfR1/kJS21zEl29cwQTDWiksnJAQqlsAi3le498k8z2yypI1/RiObIiKjU6npGKXqqwZfFrvtB8ftsf5codi2UNIoXNLhlIx7COC9D2iy2fqPb2+8amXDm1B1aHAnOh4mvZQqtOOEXc0FtYcG8gTa2uzZlYLZ4jkItNGSOyySNBqql0cJ8d9TlzNlZLGLATcwsZ+GL4KichuXTl7b7sNv3CFjLyQOMWkC3fJoxrp0m2mIbWtfdnu4EmgXDXnRZuJJG20kcrmOIINGSVGGY8LsO6qbtJumUsl1S2FFBRaylcpw8NuRY+9XqNJINdDOrIK2VxBbPxLuwpsM743d0TW9FT1yn2Vdz3TX3Mkhty4xvYGhtD9HUXOBYM/Z1N/WJwWkbaR7aH2zGlk7TiTnXlyUQz/JWk23ttsrTdiC0VjUwVl0ToRqUYLM2JI9QRVwh2MRk58rbQlxXaM15Y8Y7XOVYmqi377Ydv2rV7vDaF8rHlzGxF5dKwF4fVpFBpAYC6jHaqAaiFfZPcSHE40w7+1FCDJfk6Cjsb+7uaHV0hzqwlskyn1OpjCtYo8psZ3RVodPGUpUbmySKo6pJM0hOiSqi+bTxWUdhLb2UMc+1TM1ig0uh1MPnQCrnPIoQQPFgCz6OGZFMQ4PJo/Adlc8P0KG7kMmv096StGZUAlW8z2RzhzwCjHGJ8yQCPM5qskasznrGvVfc6r2qvrv+mb6GfZLaB1wya6ZCB7QLnMZ4WuIzGFAcMMK0XAbtaPZfSPDHCEyGhoQKnGlcu1Q8iyHDWFZXsfG6VInRK9IzI5FX4RtG+33Ocq9GoqJ0Vfj67vadnduUcj5HGMgZ5gjvWTtuyQ3kbpLh7o2t/KE3t19TIwnvglr2DPVk/u/41I2R7kRsM7mo1Y3Kjvi3p0Tr0X1vpOjroRsdYzMkc7EVwwpzWzuOn2uY37MkDif1xTIc1vRV4lq981fLIx8MMk8p4cyRMEHiRVmIm9xEjayBP23cnXr8ERy9EXjdxnudjdo3EBtXAAHHUTkG0zJ4U7zRc8dpuzci20uFxWteY5k8lLM7gLC1KCS1jHnHgmW3hG0hcMccagMV5F3fOVkUVHW0Yk6TStmc9Ivcb76OkWIZ3N3vVklo6SLbzSWSIxFzBqpr+gOLnupQBtCaYENDnDsLLaWbawzPe0XIFS9x8IHdyH5VXXI/KkdxG7C40iRmEgJR95ZNSUZ2+thJlcObPDJ+Phy1ZKzqAJIv45yfMTosit7N/0v05JauO57pV+7SjCuJiYaeGvF5+mRgMGtoAuQ3jeXXLXWzHH3XVictZBwrxIGbRwVbjzundEyJzmpN3JC5fxiR/BVlNRfj3Oazr2td0VXdET4uT13epmsRRg1BxI4gcCMqZLRxtfJJR2f6E7SFdZGxxNjjFEb7LO1znK56L0le9FVV6xdO3r+27u78PX1bu7hrmiBuIaanDir9y+rhE0+FvDtW2yw7hHyfBWo1ZVc1vVysjavavT8Pd2s+HrTsLRdEMrqGB7FYxDeGqq3BrBVkBTq5GyFBtb06Iqd0jFRV69F6tRV69V/D63VhM8XIDjXDjiqWFpcBSi/TM9fRS95S9EXyLc88LeUPlH5R/fleNHjzxJithBvOcPu59pdb3b8qV+IqM1ZcOcf8GcnAY8jPPz11bXDt2Fmp4ozYV+XBjgmWZrpHDxzQr4IAaTyKLez+7m8rzSuQuCB8/m67H8ofe40n3mi+UlftaSAjAY2e8zXJd1x6HlXrLvrLnHIafLR5elPhCioDKN8J0pYLolrFKnWM/7tKKbVP3V3Lkuz+8k4lj0NBjfGbmSr8h9z4aXEJU51nxvzh5z8OT8f8/nFZavtWRVeP42tAzEpA44A1aFrbBBJGvcroCjWMDx4+hWP4deH3kfU+SHinzHy9x9neDKLw9+71q/C2epzm2oNW/mzaPtMg2yu8/Dl1nbVcGZyv4/HOp4btwN5JY2CNkrRmiLNPKOcKEDGpqg5d93X5bR4PyFSm8fs1QXup+/E42+8LxWeE5C4xDK0XAtFqclY2Nc+wr7X6TS6mpZmizVCJna10lo72XSSLL3FOpuGP0aIyPvKfF/nTnfzN+705cyHjBn/ACP4Q8VG+RWi5ZyOm3HFtMPujOaMLVYLPZWqy3I5sNXbE5gyijtiZLBIQXxPjjje6VHowoYQGkVoSgOH+6b8x7LP+PrLarz2TBA8ivvCkzWNx/KIN3d+B3iV5s+M1/wlx1xdg9Rdi0gevoeCdNbvuSaahfGN9tgtY1Y09+KFVrbj3D00Vij+FHn1UZPx2uM5wpn8ryL4Y/dw3XgfnBszzVixIOdN/wAjSYHjG95QobfqEtTw5xvx7hpdnWwaD6VojNSYOElbGweQ+Qo1Nx7TVO3IX3a/k9n+T+R6jhLjrEt8dOOvvG/Ev70PgfIFbWmqC97pcTgazD+RPj0dBOaSzJXZdlXx6TNWxyS0r7gdjSZY1neXDKBzaY50IVNeb3itzhwb4debn3gd7LUcSc84rz5x/wB49468dNsQtgJxlHhxcRwzLQ8iHZj36G003MvH7CydRW1Zh9KpHyEDzykGeS2FLSC4N4Uor/8AJ77vHlg++ylx4wcT0XLPGuv+6U8nPCA2yu9dmsPp4N1zUVUbfFb7Yg7KcUq4qrzWFmWB0cBDyQTDSpkY1/YyaVDXDjnqBQyF/dtfeHZvwe598QE45rec6jyh8P8AxoBW95F5R4qi2Hj55QcNZrFcdabjEE9ywVui8dhazDj3mLdXzJJnJpZo0GUowoj1FFOpmoO5FddPGzxx5q48+8A5X530XHVfl+I+T/CTxZ4xrJa/U5UyXJckcPmav84sEbn6oxSZBgQ9UjRrAOOSue0ZzWP6Ob6lUEgtpxquq3oqExaj9GdF/oK3/wBXkepGag5ITOVFVPA/mBURFVOAeWFRF/Aq/m1peiL/AHl9aDq6nwzuNcvcpv8Au3LC3D/5bP8A/Bf/ANUr40yiiJXQjRSxtWT22ORqNhZGip8WIiNa1yJ+z19fGzKPZgHFgzwz78V5Q0OnkbbxHAnH+1ZXMGZK17Ho9YY2RxK93VO5E6JIkadEV3x6Kv7PT9j1gTXM0n7ln+WDl/as+Yx+aI2OpGzLtKurgTOyH6Sw0BkCHDVnyFQIPH8u9zjLmZVLKGkf+8SgQIu+KfojInKvc9EX1uNlayCGW6a2s1KfpI+fivXfwg2j3jcbnd56EQtEbcPpPxcR3NA9JU+5hHojXSV9Vdg2o1HtC3WscSwvkeNVNQWKWLVIQtefWkFzyu7mtc8iGRPaa1Woq7COQvktt23ePy7O1d5jwHBpY8j924lxbQDMgEuxAANV6V1c2F8UbWuY62t5xI8E0yFG+IkAAE45kgjTihZJKg0V8TcFw2Ujfq0CkAVIboIHjxTJ8p7SPdKStVBHE5Fih7pOjEXqnrlRNc7pubdxvI9dpPNRslR7Vcg2uoBraHUAQOdV4FczXG57pJvF239xLNQU5A0FAcaABNnO9KOXs6+wpXsJiLpp4WPgClhcStcdNGsaTzKyaYZsM/T3FRJHr1X+4nr2Lo69is4L6xle0wQ3p0EVDQJGtdgOYdWp4k8F6Ztr2m0Aa792HGn9vcq6Grm2EMUZleIQkXVZnOc5rx5mtViyMZE1z3MaxV6Iir3qnVU6+ukuN3Fli2Qjl2/Lmtp5zWgh1Cw9tMe9ZywpIokGp6xxJroWjDDuSH2nzRMe5jIGSd3V6RN7vt9rW9qqv7K+q9sv7q9uBC7U97jUBtXEjM4DHAY9ymG78qrpKgc64D+1WvkvGPdWmPsdrylpBs5NYBtn4+xItxJXF2DoJY1bNqxxKqaxmqLIeVJ4CBX+0jGsWP3WukVnfdP2Mm97q3Z9lsLm4AjLprj2LaCvsNfO7ASPzbGxsjy1rtQZVpN7dNyjsLYTXMzYmn2W01Pfz0tBqRTN2DQcycleOZ8QqMSKJ97pxLQiVw72TVL7sf5etfFGrxUfZGOjnWVyukWRsTXJ3drU6J19bS//AA46zY0i1bt87hzmLK8jR7fyV71hWnUfTj6e9yXUY4/u9X5Qfy0RI8F4vF4qosh6LCvxfKFQQS/T6NzqzU64iqJMOSqiy2olhN+mh3tBAyWBBY45RnuWJzVla5U7XZdhhsrUWd3AGboGNc9wo85eJsZxBoagECuRGNFyO77hJNdOljlLrPUQzhhXwkjnTOqut1mVWVwzyqXVfjHSjYvEhLXKUdFJAsxdhrS0lcPVSESvWUhLAtGCydXdskr+xOgubfVYgvhuNFNMMI01OHtynJprj+8fRmeJNFpYZXCauoac3OP5h8yoTk3RF6PeQ01zmYKXQy0MCUVwPKpqcih18Hc6oMGkZAIuvzadyV8rF6WQCPhf0XsRXT2+iC5bsO9FrmPPgecA12VD2HIkdjhjRXru1Babi3FOY+ZRSjv7CobMJIqF1pg7By4ByLSD58QpXdjQ52OSxAWSbuWCYeVSRJ0VqL7jVbP6BumzbbvFg/bN0DZYnUGimOAwc12TZGZtdkRiatJA1tre3tjcC7sS+OZv0gaccQR9Jp4g8e0Llh5k4u948vBtvylc3e+4j2ugiEznIiC2As3ElhDWMbW0e0bV3TX01+LExsf1ViygXQEjSIlgfFMyPxDqLoy021sdoWkCp8qTSCyQcdVQaSA+0w48QaLtbXdnbkdd2S51a0qQWns4UPAqA4jC8mAVMdlWEUWstAqllhnrCDZlB0cs6Fw2SVto80OQqI+CviRInqwhJXzuWRz2vSRPnnqjomO8vX28rvd4Hk62mEOq3SW6muBHhccTxFMMV0I2+4maJ9slaXFvsu4HkeKh+F8Uqeu5TI0huu2eDcTeXesbxtAFShYS2nOmYTYfSiiAVdV1bJS3ROajf8e6v7F6OVE5/rPeupts6ZdYR7dbbi2O2jYbxpldOxjBp1iMGslKCrjTSaYFcFd9P7ky8kZeQ8dVW5OHGnZ+WqMrR4vjWlz5U+h45+vAS+40ttZPLKMrJv8A8vZjGrOGMLE37Cy9qu+KNb/dT5w27e+pLzc2usdx8i8FKF7Rq8OGlhFHE/3MBgSVTIGNAcWuo3KhpTsouY/J3jjWQvPuOC5heKQ57SW6H4+DJtW8dGXMYJQgh59WKQw6E6FCVkZIPIkXutR6wr0+P1L0j+JV7CyOy6tB3QiMMM7w0XAbUV0uycMPZcMBk5Q111E3U5xNeP0ge/j+lM5HLOrBzdTjNZYX5PI35oV9dqbm2iifn9JeUatggKq7tykFGSu9xHCQvJiOe3q56NVU6Y9z09bXe63PUFgyN2yuunPjaDWSJkmJD2VwApQuAcwYAFa66kkmc6WupgNDX2vTVWzNpSN8IUTR0Wit9KBFQV1rT19HJ8jVW8UToPp+svgTIoakwSn+YbCakXd70iw+8qoqLyHuUW1yUupIo7BxeWvc6ji0mtY43CrwX6S5lcqOplTGL9QAaTqPywTzU7u0w1eox89eNOOSTV1ZNRHO3YiVj2OWwEcXbRrWA2zVHimjbYDyGxQdHwfi2scmFc7PBus2tokc0ta9zXUMTnfRdRvic0gkHy3BhNQ7ElTGXxupIHA8/wBKsIPlUnJ09OfPV8m3eC3NRZRAHnEByVaGhyNQW7onWj5LEuDOrCpEkjHxzxSxvbCyZrnImqk6fZuN05kEljDvFpK0kNBD9Dhix+mjR5gOmlCCKFxaQKy55ewtnxjccsxhke9Tgixqt0RXD6KrMkhmaGLmeTc/aVNnrc3bNrvqzQeTaGAgZ1zlrUWJSByW+6RAPP3uc1zE9Y1nc7r0o+WXa5m6al09jK2RtvO0u8vXaSkO8qdpIBb4WOcMjVbBjI5IvLmADaUFMCh5HNKvrjRVzIy2Tili/MR1wq2B59w8d0apBDOxqMrTBmtJh7GtJnR7XKsbEVV97truK0srearXBzSQScm8sDQvBq1xrRpBCpbayEhjB+7H5uztV644atA+WqlKnEtPqDZiFKs4JKetlia5y3lqVFHIleTWQzP98lFmHEYi+yx5ParfOetGX+6V3B0cbo44iG+H95Q0qxgJAe51BpZ4S44FwbVZtyWQQl5IbSniOdO/sUP5J5TGsvmMdjCHTYuGeKK006jyBF7mcF7njyvhc9xFdkQ53PUMJXK6XuWadXzPc5NL050wYKbluYpuTmktjB1NgDs8cnzEUEkgGFNDKMAC8z3fdH38hhhNLVpPYXnmT+YZKmX2UMqqyFsasi6KU1r44fsJ1VsaRr8FcvRFcv4Ub0b+z67+FstpSR1S0inP8q0giIB1YGtRVSOEhtUApU0bmnmLCkcftdr4EIh+ZGh7FREa+ER7TZ0ciKjpBo1+Kr6rb5jay1pUV78cAVmtgdaQa31851M+0VAHoxpwqKrXacz2o407kf0Rv2l6qj1cjGr39F72qvT+78W/3fWsc/Ek05rWlrq1x+XNOJz3xAoxju1ekTGydWsWRJHshToidexyo7/7fVfWHZyCSZxcTU/I48lJA45LdinRjhVR3d2GDo5XK1ZE6Tp2fBVRHOan97ovw9Z9rNpvmsyFQQeHaEjFXA8yv07fX04veEvRF8zfPfn9yh48feI+b3B+l8idA/Orxf495TxF433UWey/F2V588uLEXNyaXfct5fiQ28zmA43LHS1gm01tNAEGhQwTSCphYGxVXQ0FoPrR3afy35b8J9X44+Hmt4s8hPNLmfmqq0VPx/5AWum8c+Nafm7lvJYy15P5Qr5qOfXZZvGGXy+eH7w+tXKNFC+ICCawKgnIklUhocC7AAd6ZcV98rxpsdRxSCR45eQGLwvIfmdpPu/dByLtY+Nq4Tjvysq2TwZ/j26ydXvLrX24Gqtqs6BtqCLKBWtih+dkhInUaImg8+FfQpjlPvaeKddx/U8iR8VciZIGq8jOe/HrnXN8gXHH+b2HjZN4z43Sclcyb3lSrE1N3Xz5nFcc5tbUuKlMtC1+fCggZPKVGnomg1p2KL1n3utQfS56wl8WuYwbfl/gibyo8YMsVquKB7TnXx1qPkbTZbCSxN2AWY432OJwliLpTc3aHvKnqThWBzEnqUEITR2rXwf3tdjyvS8Sv428QOUr7eeQvHF7z5wZxdYclcQVeo1Hjbk87QW1/zDr7AXSXGV4++o6HRj56hoyTybO0uXfj2gBNlMiKdFMzgFqt++s4F2OIN5X4F4z5J514q438ecL5ReTGpzVjhKWz8euLd/PoYgaa8zNvpvmtdy1nhMddWNvn66b2RaqonmhOJnkCGLJ5ZyOdVvaT74njczRmBcF8NbPyAw9r5CYnw64s5Xye244psLyr5Y7XCD8o/q9pJLa9fd1XH2QwRHvXevKDQYexjeGKIYqJMpNB44GlVS2u+9f4W3+p4T5dJv/KbhXjDhHx58p/LrmLFV+VwgNDvbbgbUjeOmz8edxdk7OQ7Q7LjfkzRSezT1Y609tYG1Jv1aOBidSaCMMK1ojp8avOWHyO5b0PjjyF467/hLlKh4DwnP+pyu6u+O9lQRYrlHUaGhx1THcY7QXI9jezAUHzNhA8eOEKaRwySTOjV7ipLaCoOFV0L9FSl6Il6Il6ImLUfozov9BW/+ryPUjNQckI/Lb1j8COZpE/Czx85ben/0ty+mVP8A6nrQ9WjV01uLedlN/wB25a/czp2u4PKB/wD1SvjKRn+KQvWF8ksqRq6RHdyN+CSOXuTp0TsVPj0TtVf73r43Dhb25eHfvHgjuAwJ5LzOOM29j5rR++fhXksSzNVU7+j3oju9O96R9sio1GJIvTq5v/3fWkEuhgEeDBx4k81iwM8VHmpP/FFTg8tKJg9BJARI2zdVD2BodG2SawfWm/MzyiNWPq6Vr2xxpOkXxSL4fgRy+vSNos/c4bcSOD2OxJ4VOOPcvqLoPaxtnTzQDW4mb5jtJyL8Q09oFB2KFqMOKCFW20tRU1pJEUZBli2aAoAYYVhaz05b2T+xMwv8W907FkmR6NaqN6qmf1N08N7a2xnYZNvL9TiKh1Rk5lMKj+9hQlZt9t53G393lDPIe8awTRwAyLTlUHnVVTpG2tCbPoqQlkObjZNY5u7ms1NHhkiR8T5NF7DUY4ywcxZGQQdB4V/Fo5XqrPXA3nT1101cwyQMmZbvd5bXUL8OAaT9KlScAOS8t6l2O82m8EtmC/bi6jDXVpJoP3hoKOccQPZGSfNbm9ZdyYkmsBsNbOfW2yPvYa6WD6iyycBYQmqr2RxQSPjmcq9G9U9ty/hRfXb7LYTtutwhEUhj86JzTpI1/u8XZAE6hQgHtK6rabaY2VJRqkDq5Z1pX1FQ8vD22UkKXR3uZofbYj54Vu4CJKlFmZ2OOhBaZMknwXtjaiSOcqp0+C9Ox+yLjcGtY9oacqnEn0DJbZ1lJ5dZQA3PH9Ctiq4WwxlRdpy0dm+QMnrMw5suNCDta6oNGOYLZUQtlYQyjXY4kJULTjmJMyU0iKEdFbAkqP6Tp+xn2S/trnbQ/wB4hu43PkLqODA4CQN4AFhIpxBIVYi21tvK28f4nROph9LSdP8A7VKq45rMi3kaYYeTZEqIGMhRZMpMyBiCxCAhskne90QYQkDI4YmqjIo2o1qIidPX24YooWeVatay1BJa1oDRia1AGFTmTmea8Yc+R7i6Yky5GuPoHYrzxJjDM/Wuk7EnFfLXk/BGydoy9sbnNcvc5HjParf2F6etNeRkTVaKtIr862EDi6MUHiGBWPXSWOZmF29SawB0Yrs/dFyQMkigrLApiV9kRFKvtjMAuJI2TEKjnxjlvVqdG+ub3lsjIPfIiRJECTQfR4/Os2FrHnyyAWHLvTrgzSbdlpnoVvIUOGlvPzvPvoS7aEacmQMWrCqbBhBjzc3ZxzByTNihHi7YplbK6T4YOy3Dr1roh5n7wFxkLwSCcAGMNaCmIoNIOdSVZv4xE4SYUrlTBM2s46/PAOyoKzO22fCrLCYybf6S5ll0Z+rDdF8rb5wV0hNiUN8zG18x8zxIpE6IPF0Tr6xrnZRcarWGF8cLCSJ5H1kkk4Fgxc4E5vdpHBjVVFeaKPkdVxPsgYAfLgquGtDShruC4ijrdRmp0E3dU6LtGe8l6DD8gVoqRo5tBopOxlvBH0aMd2yt7UfGreg6Z3e5vofsW+eY92goA4AEuANQBqwBI9kntbkSqbyBsZ95ZjC41pw7/nCwPMGkBsKe8rQbbM29c8PR56yGluKO2pyE6GR2/wCIc/5IhZHTxEwNSSL3PmRuv+MQv6a4t9r3i2k2bcXNnkf4XCmh2oZPZTBkrOFDUHwPwLSsQSSwOE8Z0ubiMcKdvYePZiOK5i848KleH4juVuIg7HX+Oct0Muhzxk/1PQcLRHu+aWunhWSdL3JBySNfVyQOSUUeX3onSio5kfju97G/b5Bsm8sdJ5x/5S8AIbLQ0MUzT/lzMFagYO712+17oJ2m5Y4VZi+Pi3k5nNpVXYDyb4y5JsLaWCK6lSG2gn0w5+ksqrTBFkgfLBWmOugGrVVYo8E6yRSRDmivm/FkxdXq1cSP8OttdE+G9Z5r3x6SQSwUz8JYQ5pBxDtVQcaLI3K/vtyZ5LnaYxiNJo6n+IYhX9ZB8s/qtvRchvctyzodPaPqMxeXuJZSC4SCaVkwAfL9YDZMp2nlit9lZA4pxzlcssCMcjYm/LnXf4UdB9FbuzqbqGXcLPpxspLvJ1TOmeQfA6WhML3O8TXnSHuGmtStK6CzdCZbuU6w+ukioI5E8yePHigeteYw8UJa5LyOZZce850z7e1uMXjctYGZv80pDmj0J/G4veedt6pkDm+4TC9ZIWPR87IvinrMZ+Hzt3ji6h/D25tL/omWNjYZpZqSumA/etndRrYZAaDyngO1VABFCtZdgOewQanRO4DANp3/AKVZlvxfk/zdNH2NnFeUuhaySCrjcATVnjLXr8pc+wZC2yDOBQl0Rkar0a1ER/R8benK7Tve6G/czbwbe6t3aXCQEOa4OxbhhQ0q0nMYjArIs4LeRhe53GlP0oPuTs9c4ncceVfAulJx4OtNDLsdCbTvXU8fFYZoMN5YzQVE5CXmavco+UaKM0ch81mW4hqMc9Xt9T2SGx3XYr7detLds0doxwADg2G584ny2DXQte2Wh1MIqxumpAorG4WDImG5Y0+S0Uce05VHOqPep81aWhpmpv8AAsbTkaC5Fqgruk0M9bYwz2EIJtefYNp5wbC2OoinlSMd2uR0DoGSQo37XjD/AMPp53Nh2i6d702FpOh7asoNQLW6w7QHgDiDWtHA4aOO/e0CJ5a/vP5MFF+ZMNksYAbq8wbfVGJM19Nl9Jjg98akggmta9+Qss/oDlb7gxd0SNMOJ2JGyJ0oz5WLGqrs+l7m+3i69wnEI3gW75oZXQVbWHGYSMGLT5YcC6pOoggYhZMD45AQwaHDHTn+f5BQ3IEg8fvqBjc7b3FmHYjAH6Fsp2XC+stGhPJk7WusnUxg4a++KVN3xSoqoiPiVYVzd+2683QymGaBsDo3SNjADzoyydTW0n22toePhNHLKiZLJVrQNNflVWsQ6209PQFV4dZWW+WVQ7y1rrkX6wFHYMnLqppypWgwSCWroUYU5jHtHV73RrHC720wOl7KW0vLkvc5+2TaCxrxpZqrR2htSQ9rcqEBwAD6uGpbm2t3ugLiWhrcySAQoCXuKmamnrQZihWpLP8ANmCjiz09rOyWJ8EZ8Q88RSVUMyu9iJq9qOd7io74J66bfbS1e5oLw8NcNDQauaaYuxwqRhXlgFyvUF9YTWzrdz36NXhLeJHEjkFXdhZBvY8eekKrTnx+8NOKM46vlbH2tlLSQXslHj73dGtkYq9eqr8E9aqCKZjg+KUSRg0IrR3dQ594Xnggdq1QuD46405LXoRxzzOihMsBAjQBkSP9rZ3Fm561VOh0XX5lpEkbyTHdrkhAgle/onT1thJI5wDiWktNWnCgHMHLhTmclk2sLpJtTwSAcAcieFewcewLYtT0KPSQQ55gQzZYoZJ2fAySad8x1ormqsbfq5rnS/ZVGshSJnROxESue58xgieAADnlU/2epW72USyeXUuY3I8zxd2En8lFrjEOlKYzr3MRvuvRGq56KjuyJnRU6O6dXL0ROqInrAm/dxkj2jh6Fh6TkU6H2DHyCxRNXq0qNyIiO719lj5nL1d9lUVsaKidU6erFqwsDnuONFbDTUnsw7/lxW/GU184ET2o5JCxFVWqiO7lkaiIrU6o5nX49Ovq5ZsIumkGorl8uKmMEvAIoKL9Q319TL3ZL0RcjuS/upqPmXmrzq5O5U5bE2OP85eBqfgjScVmcWBQ1OCAwgov6pdlR37No+ys9dgLuOW0SeSOD5g90UsPybh419FWH0AA4FbFX92tyhHV/d+nanzJ0275S+795C1dvkeU9TxLRnW/J3Fmxw83G1tx5vq92xcwnVtw8jQWaxCJDJFapJAs5j3EKTWMaDAqBj/dBSsxo+eJ8lDyLyr+9PC+9Vo9GziasggC5PW0Pt7zjU6j/PeWOxxVkbZTOgnaRAaIj+irMiNRCnX2cKIigvu0eF3c/wDmbzHo7S50mN81OOI8HueFJ0mCxecsdJhP1Z8z7fPTQWUjg9TzNiamlCsyRRwiGpWuc6adSPxJU6zQDkq54m+6vocgfx3PypzjqeYguAfEvW+FnjWM7HZ7Dmcc8QbWvgzd7p9fYVxdwnIvM0+Fp6qhS5ihpKdK8Bz/AKMppM5bikv5cTVBdx/92T5acK+TPiNmOMubZxsV46/dwcu+NQ3liTxZiShJLS75npSsHgbjhwjkRlgRc5zjZzSRLSElRJrWohJMSWOSevmKrWCDXiclelX9yFxPxlxzseGvHHmTXcJ8Wc5eMPH3il5RVbMblNlquYcdgTtI5eSqLTmLTgcfc4a/Obu/pra1kq7uieBZteNSjFjQkoUeYSanOqFHyt+7V5V8eOT/ABorvAGg1i8Fx+eGP8x9jxtW8W4zbZXxv1NBxMXwrpOQMlb2/KXGeq1VHfCWNYbJiOtkTMWMYfAZBE14kxS1wIOrOlEV9/8Acg8U3mAwvGD+dOSH5QTgPys4Q5jNs85i7PYcwHeWW9o+Zdlyey9ZXgVuG2VHzTmq+5DbBXHBqCHFWrG2L3JZCjzDWvb+ZET4weAPIvBXkZF5Pci+Vl7zpyJofGjOeOnKQp/EuRwOc1reP9eTf8c7LLAUFxYGYSWhpzygz695NtHalFyGLNAvtwMKC4EUAwqumnoqEvREvREvRExaj9GdF/oK3/1eR6kZqDkhJ5YTu8C+Y2r2Ii+P3LSdZJEijTrmNKnV8i9UjYn7Lv2E9aHq2nw3uNaAe5TZ5f5bli3jQ+yla6mkxuBr3FfHoDlLi8gR1c5rYuxiqSr2MEijj+MsxRE7oGNjd16934ERUTp+z6+Oo9k3TcnB1pH/AMsfpnwMA544n0VqtBadI7pvLfMtG6Lentu8DAOJqcSO2mPBe44mXqZ2QkX0dwapCMNgCiYjBvZciLE0vrIMkxKfZhVytTp8ei9U9dNYdObLYkO3DVdzk4ACkYI4cz6V0m39O9MbKa3krr68BxDR+7BHAc+8lO1nodEOijBDW1Rn4GM+YND+YrW10T3pGyEoeH2rM9JeiRKsTZGyK5VRyM+166uab3ex82GW2t78uoy3NvLK8tBwJlLmQxkjxAUfhgaEroJuoN7DhFttvHBZfrF1SB/hFAMFFAmQEV4zDtVWHHn9oVYVcQNAMdVySFzU1ROaVM95ZYDGPgaU+OLqqtjdInRHLN51LuJMbmW5EwjDXaQKPc0YyEZNJ5DA8Ar8B3N1GslPmPxFcqnvWWXG3WWXLaKjhFkhup0GGuRwVnrH2s5Xc2tvhyZZx7HH3ftuR75IUeKTGnY9y9r12W17nJulsbfdo2NuaHwAkjTXAgkYPAxI4LrbS3u47WN1y1hld7YGLTQ4YHMHtGByUg5Puua7/VgzcbSDZvPWkYtVps9W2SXUpbYHLFNZ0NgOG2wHpZzB/jEkkD4U9xkySI9fXQWdxbxWDraWR7qZOPtDsJ/Qr0sMkk+uJgDTw4DuGQVOcpVCVYxwUWliso6MUQW0OibV9DLu0+eMKHdAJ8wo0sUsiNijle+dVRySdFcnrbbZavfZ+96iyLzaBvF1Biccady1e4yBs4hd4naM/wBVExnzTJ6XMyODINFWgyoi9sXszP76UASZrplkREePJ3OWRWq1Wd3wTp62UEetxa8mjqjD8y1E7Q4UIq7TWnLlTtWxxydPPUsQuGSM1ri4SIC1RZhZAzSRlY9EVzHv9uFHNd1VqtVFT8Pr6q2mf3vaLaf6ToGesNA/QvLrtnlXcjRkHH8uKInjY727OwrZJFRTRmmQd7uqvJC+D+jvi5iqO5FXp/c9Rfx6oxIMSD+dVWzvEWHM4+pW7OCJaAG1RozpQrIUgQodXtessJUT4pEjWV3RHPikcjHL17H9HfhRPWoePNaWuxBFFsGnxajmD6FT1dAdK11NNNbfWqiwmAsY6WzJoyNBMIEO+zq22Y6fUBhuScRFCXGsb2ST2A0jY3MVevrhbmP3a7Nu0yMbUVLHFji0nIOHCuBpTDDBZ4GuI1oT24/I0V3TWVTyTWMZltfch5sCRQLybKiTBm3wsgTGRVdfpCxFJEhAR/t2D6xZJ5F7oJJ43tcvroJri13y2Lba5ey3heWS+WC0uIGMYkcKtp9Ix1JxbqBWoYyWzko9oLnZV/OqO2FFUyX0sfGt7Xybrjisaz5KtiLt6V+f9tg5GN1dm5S66Z1iA5YXVpBTzHRd6vRHxtenKXZjluHzbO4Ov7EDWGkkOjwOgvxAfxAJLgcSKErbR1DAy4wbLkDwVSFzuNArtHnnSA5yzOnqYhbFZGy4zRQL8zYcf6M5srZoI2Tqs9PYSdOsT2yoqt99qeu9M9Rzbrt59zEct+GVLJCWtcBQOd4WuOtowkaG+MDGjgCtDuFk1jvLlc5sPBwx7hQkccscD2LNW3ZFfFZiWtPX29LaVhdVq8uaORFWXVL3vS2r7AFUI7IgpHe5N8uiEVJD/nBmugdK13T3mzjeduO177BD5Upq0xSGQAn/AC3Nlc1jg8jGN5HiH7t51gV0MN8LS586zke17ODh+0KAnD9ZuTfaGC4qeYngvo+L2Gc1eK0w0uUHlgLSst1sJNLxfPCY28t6XPMFmfnyJ7AdnaTGXBLXn1r1lgTo7rD5DczXXRu4x7L1NG6ewn1C3uWGjZK+FokOBEkfFuFSMRmvRNunj3WE3Nm4tuWYyR8acxzb3ZLZ8U+d9DvHRhV9M7NbnNBkQampSF5GQ1cfzHeedCXZp8naVBZKfbAlchA8zUezq1kcjdX1DbW/urrbcGxT2N3GWObIGuY6MijmSMOFCM6+g1oVl/uZY3BoL3A8v0foR/n8X8beYeJNyFzo0zm2rEbZVEMFmZm+Qs49v4qW5463QiPLOoFcUrDq+Ve+SF6tIhmj6Sp8qWH4O7x0l1JJvf4TbhYx7PJQzbVuLZZbWWhrp1t1AtaQDBI5vnwHBsjgAsXyXMJpgDmDkR8vSEGGRp2+HMPKfEXJhV/yRvK6ZZwSeT6KoCr5KAz8XmA86AP31NyJcq9yk2ESPiMKd3vexI1b61/4nbD1J1TvFjfz2bdkPlUligkMjnOafHIZWij2NFPKIP8Al4EB5oNbO8WdwyOJtLcmuBx1ca9nJYJOdKupzvz+GxWfvLuwSWSxSorKup1hcwQDn2dOkRAvzkJfviNhSaUl4qhonRrmqjfXP2X4dS7jcvfve4XMdvEA2JrnPdE1pPhcG6gygBJADdQcSag4rbi4bLaGKJuok1IONac1YVZy9fXOX7jqjI11x9ar7yOlunVV/XTByte68zrmDIOBX6uqFJYjSBGSe01yLJ3orumBP+Gosb0TQzTzWEkRiLo3PZI19Roka72nMJHia4jPw0osu3bBI0iZsDZHHDwCmWI7O9SI2sz/AC3iY6q+pX4xtvKvXRZgcaalAMrDoZhbKiriyW1dnRKYDIsoUs3tRnyyuGYna7t08t1d9Hbm99tNHcXcWDoZSfOcHNNNT2eJryCAXafE0NMlK44TenrZ12C0uja6viBq0HhhyPFD/Bibfim80OeqDBLKgsrOqr7GpJeUlaz5FXEtNHCImlgNDuK+aOX5qOeP2Tmo2NrU6p66Bm/WnUMVve3pcLiNjyx9ATV4pQimBY6rdJFS3M4LVOZLaXjraQnWw0PaOB7iMQUPHJfPXAZvLqcfclWdtxhsqOrV2X5kw6WFJZ5+runtkAze0zuhjLzGta2KFHzJYQywSNVXIRGkqdO52PonrO06dbvvTbIdz2mdxMllOWyNe5uDnxSRkSREkmnlkOGWgkY4l1cPD6FuuDHLPHOvPuzUss/zpxtEJb6GCn5j45chJ9jzv440yHWtWFMxsoZ/K/j2YSy+rhQBXLKUfnZpw1jVZE6In2tLbw7Vu9xJFY+btW+NIAsNxeGsc4Gjm21+Ksc4nBjJw19fDQ8NRc7Ra3jfPjJbwLhjT/E3AinoqOJK0Yi/rVfJpMTqqvZ5r2Q5ltqAqQsetjNg96EW4DnSOwoS3RdyOHLYztROncv2VW7cbdc7W8M3O3fDIXUBcKBzh+qcjTmM+C0e57JfbY3UdEloaaZo/FGa8zQFjuBa4ChwxW9W3ragSGrqXS0YqQpXTxjRxSDg1kjyZ7MgFk6q2C+0M5kjSyHL0UNrR2IxvVfRzveHebcMEsoqWnJxOQ1EZhvAc8VhMuS1tHMGqlAePLPL9KaZb0OuesBgpkAaq75S6DjiIFljaxEiZZBwP7GNjZ+2e1Gr0ROrVVeqmbfJcNEkTmufxY40PbQ/ozWIYwTWE1rwpjXs5FPApaLA0yJ7C4HdEjLElV0LJfstYxWIjpYXxxr9pHfFOvReiesN8TmyGN3hk4hwx/KrchA8NCHD1nsqtiOf5kuN8T3ufFBM5yOf9rqQ9o7Ps9Va7q1rk7kXqieqD+6iLTQtJFMOSGPSDUD5k8iTKlmFD1a1zDB+1n2kWN0auVyO69/c1XdOjl+Kp19V2RHvLHfRrxVETfEHA4dvH5cV+pd6+oV7cl6IgRtuOrX6xyedx55E4vM39zoDZ/pOfL+mxUetj0lTaTmbFV0ulJtbEWkFnqXVSjhBtYfKSsSEe0sRVehPDcxuytPXmv8AMEFtJIIDbUtJXMyz5inU9haVtnBLI4uRb6ksvmYGFkPRXxmhokTYWOljeTCmWKYzwH42eK4N8sxLc4Wh1WaBhvLEQ+ITV7OoYFUW9k+vt55Kuoz1hBHO2Rw/VsUbUfIj3yyyk9C36zE2szDDIvMI2W3tTtRXTnhfmyEHcWdaysEEDDGlKnRzMIeYOFKokj5JoJ/bJk+cek6Er2J7vMtrydAfJD5Wj5+Afa0CjVyl0s73OFy9LRaLIWYUtgDELPYa+mks4IIl9yNxc46sWJyMQnoWOzqLC3ZfW1R5cE5yr12iluc/7stAx+eqLKwmH+iVMN+U574xnq5QpJmLH8w1jHRSDIg6k9CyW9efX/RG3Hk0YHDew5bjwYWs9wuufyHmoNVoLy8k0A1kp9Ufq6B6PMCKIaDAgLPbT8HUiaws0RDWjQkeZttKLHaTVhBRtlmgCDJ6gOan0IUBZBrDZJZNAOyTvhlRRmrMyN/c6OSInoTIbx7ybcUNdJS+W1S7fWrogao4UmodUHVptpAs1ZWKPKRalNeJD89C9ivmdZRsg9xK50gziV7E6SfNVF1x8Kf5eE2UB1iXomfPRVYdJvqvEmjjaukK2VFEPQU/uizPIKHFlgIYdGnsMaBHOI4noW/Z5PRj/nDER5iGD2VTavsrUaNM6+anh+rEaZgRtULY/OCrJjp1gaKxIYpEZHOyLtT23k9CistBcU9dqNxq/LueG3ErQrw+XOCDmR4nCWtebXF1K5h5hlhPUrdXdfaR3BorTg5hEZ9gaSWL0Tsop4Hni6C/orM/yxa6kqtG0y0pbe8qJnXEtLHXB3mVnPMvW9gLbAch86e0s8D5mxKjWsVHlHoVqcaccbnH3L7LQcx6HkemIzI9ZGBehBxK61ZYOJZoYiAZkGY59WkcCxsi/GvV8qv+01jSFWjqP0Z0X+grf/V5HqRmqTkhW5Hkmi8GuV5RmxvIi4H5TlhZK6BsTpI85pHsSRxKoO1iuT4q9e3p+H4etP1I/wAvY72QR+cW2sp8vDx0YfDjh4sscMVXE/y3Nk8vzdJrow8dMdOOHiyx5r47WXFzFPVykGDAFxsnPEru15FVDJFG2MuM6rWONthMNE9jWMlkm+1IndGnXp6+S9+33c7eOC5u3+XdEV8gUDI2nIYVLnDi4k+hV3d7u12beW8eYpaFxgH+U0HJtM3kDicOQChxedvLmeYWiKWuiOkr5IbSzz6kRRTtOeRbWNVTRTxzWCyxxoPEpiQCNf1SP8Cout2jeNyu53XMzDNWrmMjfVwjAo0EAFsbnv8AEDVzqYOAwWWwWs7B5Ic67OJAFGtNcqce/LknHKUG4i0BBQVGJYZojrGJpri6eT8/eNeVCTM+vHmJsM/WgsWSWX5lVaipGxqrGvrvLHZtwnLt93N8gupo2/upRQsAFBqNTUgCgwFQcVXa2F8+6M8bQIDhQ5V7uSuukuqHIZ2/jqAhNVqyrsS4v7z6bBfhZ2rqRnOdU0QDxDLJxEyq5ZnNmVUf2NRF+DfXS2cFgWGAAufm4nAY8ByH512G2QNs3vfq8y4oCcMAOzglV7T847C7sHU92JaxBzBSR2w09cMC8+evX5oEjt9lk1bFCkkY/wBiGHvX8Dm9vrLltoQ1mgNbR2dMT2Hn2rcxyB8jpDq1EZcFsSXbRbI+WEWAqZxMhgjmSSQK+FojXxlK6T8TK0QdrmpCzokk71cqI7r6sSRh0ZbiHBprXL5foWQJKGrRhw+XyxXPbjAKaz4k1GjEFjfa3HJ+mHeX2RwmjQRzxRxugf8AFscK+49z1RqyO7f2/wAfXrW4Wemyt2QA08ltSP8ACMlxXnh95I11MCT3n5l0d4sqPq2OzBUrJJlFqKNO1pE0krvlYngzPKa3uifI9kX2WdV6Rov9/rRttrE2E1PjANcalvIH/F61ZuriktQaENBy/J8yax4JqHb62jIf1kEuUIj7m9ifT7QUcwFPwfa6QzKiL+H7Pr3/AKNlMnT0LXgh7C5prnUHP01Xnm9ta2+cWey4VVjVBn022rzVVVYOXGkvT4KsMy+xO38Len2Ho7qq/Dp66CZgkjLez+1ayN2hzXIh0csDo52Pa9Ef3NayVrmuaruqPa1xDEf0Xr/e9c/g3AjGvyC2ns40OfrUT1cEFbe1d78x9PqtAoObtDerXLU3LyvmMFqXujevsuptK9QCJXu7UDPaz8CetPuVoJmiU4Ftcew5rIa5wADccVKKPU6OI8LMV+e+ZivjrGWJk1wNS12Ita78Zvs3Mr45pykfLK46sAEZ0limka57ETqnLxbrd2U0dlDGJg6Shc54YyJv65rUurkGNGLsyBir0tvHO3zjUOAy4lPNvosvx1V0+YrM0eV9UkNGyfHvHmbWewtbaBGFH+wNA2KsrkYs3cZY2REMULVa573qqp6yptyZt0bLS0g8LnOayKJlKyZuFBQeIGpe4gUxJVlkAeS978QK1Jqaf2ckNm5qr7IlzbixyIsec1YotdyvxzXWsF4GRH76yQNHthIx4ZtLVv6PGLHYxYpnPhRyscqrpWXt9s9xHudlVshkGtkbtTo5OFC3B2ODxTHPGhWc+GO5jMMuIpmcARzVhLgvFi9lq7f9YRGBIiGpyC823e1zyg5wInIEQYPZOsbCA1kLvlyUSVFexFj6q34evQJNy6svNE8O4bhZ27waxNhhcxxcauqJInOFTwBDR7QDXYrnyy3gcWmK3kfXB1TUUFOB/t4LIcnjrU2VlUVxfEL8bdQz0FgcnMt7NZn0hUfuqkGZdSmjC2wFiQ6QRFnVQ3faHe1Fcxad5uOpd2jO231q672iR4Jc54DqgULwzy6tcOBDxWgNVetX2tq4XMEobdDgO3gccl89PmV4v0/i7pDuU/Hi+0G+8Yyr6k2HLWKpL6CPZ4DSUV404Hc42fsHvjcKrOqWYzEjIhJIVzFcK5skfMQOuL+QdK79QXxBFpcOYWtnjpjbzH2RPGcA8eF7aGodUHuLSeJ8Z3KzIJDNEseYa52GptPonMVxaajEKUcVc/lhaAHkbOVVdJQ2ed27uKuXnKy7r7DV6Gk/Mykzx9W3sGyu2oSNNPN7ZTB/mVFcUkjEa5q8xuWxy9PQz7pbRmW922OScQOJHmuY2ojd+tGKVo3F1KclrrmQUpGKxkccxzKre8fd2UdNmuRfIq15UhpLZv5ms5NyNfpLzKMidGssQd2NCHeW+NkVVaQwh8gqzOa5nxZ8fI96/E/qHqnbGwDZ7a1twNTnwvc5z+bWOfXygcy0V1AAFagxM84OLjhwzry+XJPNdahSauWveKRNLchm1xeoDo7ECKQuwnFFkr2WUQnsw5CrQZrfdn/xqBj+1rnNcxVw7fR9ltmqG6SAYi4OcBSowqaudn68sltIXgOMbRWo+WPCiidowIPU6milqRSFvBx7TONlsmE0M5jYnZ89a8gdrZSonQ+7OxyLHLH8HSRqiqrd9F/pWSNkLWMPhGT6UqRQ8sh+RYz5fKlImpoOVONP0oh8DbXkFcViipWEZaxr4qGsrzARobDJjVhXzDBSLRrx1tZoC55JovcbIsazOTr0evrzHqfpnZJd0h6kiZINzjlMkmhxc2erdLqsNQHEAB2nSXaWl2SyG3szY9MbdbCMOYTuBHNbkVzzxRSLsEZAUnikMUE+tHcTEEOWpCe+iQtVEkai9ye2nVPg3rpt52Oygtp57IyRRSfvWtAaS11KuDP1tXbkSaZqZzbbhEJXgi4aANQwrTIejJNvkx464XyS4stMxYU2Tj2UdU6PK60qAl5meMYxUQZLUZsVhFVFp9hWOWWJidF7fw+uL/Drr/eugeootxgluTtXmVmgBAbIK5lh8OtvMaXHHFcdOXWlyXta4O1Yg5HtPCqDPjPyV5E8Z7jI8WeU3G09RXVQoeaz3KdWBARKWDTxMHBJgs6h1aHdjyhQx+y4E0a2jji7HxPVXMX13qHoTY+v7e66q/DHcA+7kc6Waye44OkNXBzH6nMNSa6mPhNahwwI2lvftEZ8xjXgjB7cHNxxa4fSaOf6EWhvB2F5AYHzZxDrx8ddaiUQgjkfiS6Hr4bgoOTuAg21ESMmY2pDU+BAdmIEe57+x0rkRevmtr1zvnT+rpPqKCSWCMEe63jC5uk+0YX182JtfZfG+SIAVACxZmPdrFg8iAt8bc2E86cEPl5kN/RW09dusfMaBNK5i8l8ZVKuqg7CZ08jQ9rxVJI25y1fIz24oy6+UqD31e9U9pE6drDuWw7hbMuNmnEF4MDbXL/bGA1Q3QqyRwOJY/S4inFaK9tLOdvmCM2s4ABpjE48weBPGnqUPSGcaFlgAQMZUS9zYjxVeRVF/bVqfujGtakkjFRI5mxK5yL06+s6QPif5N4xzJ8OwivIjA4citHcW89uazDDgcwe4hND2RRkOKriis3Yu/bzjd0taQsnVXRlhSd8o8L3/ad29yuX4L8PWayYPj8q7YJ4BzweO48Vi6w8Ae0TlzFO1OEF0TFIkd5Uu7nujRtzRosrHqvVWJPFD0Yxz+ne5URrUavRURfVp+1CVgft79QA9h+YqqfL8wF0RzzHzdqlFHPLZXQDaieS1jHM9wtR2TqteOMPPOTOc2WONA42MTqvuOazqqdPwp1s29v5cgbct8o9uXrVUNtKJSHtNQK1y7/lxX6q/r6PXsaXoi5r/WOE7Llrlmy0vAmnrtPl9XJVi6UGrvrnKauxrdCYge4RgoYyw66uMJlfLLBGQYgU72wvm7kY4q8aYJvzxnjamb4emZ4+cg5kqnubjVUVNn6a0gGyWuCF0druKmaSzs6xH09wply6KJzEhuxY5ZYY1YrepMa5pBn+LRtuOruE9pBjNNSG8elQX9FJWZStJsdZc3ttT3NVaTRJRx9RzCpDyyoRVgmgDGc9pA8alGKtKe58dLbR2+Dh4m1V2fxzpN+bO4aknmpxL/O5mn0N+cJYvuWAPMvRQK8YeLqk0806dYmRvnkQmPNV7ryfG8mlisrnirkumk1fKGGz9XWV1dF88/X3Ax+9ryKFsR9gCN9eLMJDL9l6EnyqobGvjXs9ExW68rxjE0SaArgrkWVtwfPxMJbz5086sHrNPSLldCOPSQXRBomMJrWzR2Fi0R6vdFM5HOSPqhTits3UcDNyFaZY+N+1Izl1yBpqJoYWdbYsAly9YDm6zQXcDbOKaGq0lMZG8Zw6Ft9z3JpHJI18vpmoxrnim2t13ijUwnQU/DezlrQhJNWRZi0FkSKycfsypXy1mZcosl5XDgOryxYZFlEEiiZK1sU0PeU4rxDc+N+VvXW2e4O5JL1uPBsbvNCk1lzVjVNtljc6lti8863th4nFVdhICebGLAYO73PcWSXp2ITFTlonjoboKrAM4g2rYqiyvgqqJwegr8qSVv8AHU+5MsY4PrsNTdS3tQMPD8xPFITVztkhd8qiz+ijFV7Y67xn1xeR0Wg4I5OHu7CemJAzZOalS1Psx6/Fh15ltTB3c8Z9vx0HXU0ryHPcyn9lJUl9yB/YTHmvNVo/FgqytrbP8A6wylrae/4wL0tLmrFw542sGvbQ/H1wIB6Mu8nrRKUxXGQrKChsjYZlilnaqlPiUnKi8cQhMaanj5sZ1s/n+PwGPp2uPows/wDIPhjspJ9I+T6WUFsJZ4SopJ5HRuJSTtk7muKMUYXFmrp9niaq4z9Df5ujgksaCsqtNXrVWsMGWsis3IrwJCSSIhfmqqRsD5Hd08LWyt6sexzigqS6j9GdF/oK3/1eR6kZqk5ITuUZWweCPL07lYjYeAuV5VWRXIxEjzWkf9tWxzO7fs/Ho1y9P2F9aTqiZtv0/fzvALGWkziDkQI3Gh4oHtjb5j/Ybie4L5A3sdMNJSo+vMdNVwKK2d0jhh7N7WPSV7rGaWxryJmvRZO2RzkkRsi9Fb2+vju73Sx3Wc2w0h4jaImsZUiuBDsxT6IHEZrYQTW1zKWyEatIDBy5dysrjnjrR7xKwutzFzWMBLsYLK315ckZjAognQWTs7WDmMhszHlitYhp7kkEY9ZImvV7enr+wdIWHTULpGSCXcJ2h8jgwMAqKhjWDBjW5EVxIqtvttpK2sxb4tRGs+o0CnpmCylTXGWCU0VuPQjkNgaEs8owIruhJo1QAhQFdpTrA2XsmfYd8L41klY5JWRqu3wkNXkkvNBXLD5ehdKBExmIHhH5E3rsLeuDBZnwa2kFFrRxwia3Ofm9LBXxI9kbXI177B850k7o2sc6YmWVFk91jGt9YM8VyZXR3HksiGHgNXHkK/nKy4HBwEkQIb2imHy4KFkTkWFvI6U548E0sQ3y8KDyIShHdDK8qB07yEkVHSuYvXua1nxavT0YAxga4E4ZnDAcu3mss1kkw4pj2T6oAdWyzNEaILaAwQRRyJKdVx1yyDWUUL1aM+SApq+wrHNV3c74qq/G7bPfKToxrTPnlQ9iXDWxBwdhT5VQs+I1aFY8TV1LodHm8/Ne77Yz1FRaWI8OgtHQ/IMLdX5WsdYa+8m70XujDDe1jE7lc1Oq+vfHW7RDqcWMs4o2eZK80jZUYYnEk8gDjgvLr6R7rykLXvmccGtFST8vUuv3BvGVJseLabT8cbekD4++T1CV+htsq+IxXYy+bS6qBtbbNgvKw+s0BKQoOTFHP7b2uRO3r6v21hsMMLL6G8MtoY3Sh2kBhANCW9xwFcVjSzb1LN7o+ANnD2spXGrsRXtOeHBUhzRjW5vleoPqdX+fFRtcRWHSaGOgbnYRbnOvbXkVKCRzkwFulrbIQuIlj/x0cju9rXRqnru+iL+xuYLi2sJPNgY9sleQkbUDuwzC1nUW27ht8sf2jGI5zqFK/qmhrxBqMjimhOj40a5HK1yKzq7r1VJGqxz3L8Pj19dqTWpGC5yiIHM3LrPN15PvucaA1ADGLPK9GuhV8TXSNWGRjHPjRr2onTqnx+KetJdMMczmN9l2K2UMhMYIzyPoTtaCganP2ubsmqTAXXzBlxM7EIeKVF7c0wrXjRtjmFVEmgevVY542O/YT1iOjLozXFpFFeBIAcOarbO2lzZxTV1mUUPqqm2iz18VVjkFzhck5MaIrH7324myTtpeQ8zPCs8va1kriHJ1VEVU4u+2uMStLAXPBy4aa597SsyO5cKtdhH+n5ipW7l64qq2zqtPWUVtyJam99ZxzxVHcX76IdB0a+v1F5M1WWpk0zFke6GJiNa9I+1Vb3es/ZNs6n3Oxmi3ltm1z5CGuhc9sbIR7DpHvAMk30iI2hmOngScK5vbC1ma6EvceRoXF3EADId+KALyr8mafjPjAXnDmu40sHH8Ohqc5nqnjTJkaUqz0lmln9Iro4rArPV7LFhVSTDKWfIkA00aMc1y/ZXptp2vathcJIg+63PAOmfgAK0q1gqGAVFX4upi5wFVhvk3DdZDD4YoSPCxtSR2k8T2ZBDB4NeUWA80+Sua6ar4p2fHtLxXiMrcu0vJWurtdttkRd6C0qyPzhraetAzVW0eSBxDXteZIqu7Fd7fTptftHcHyNYaMY84AULmgOpmKjEUIpzxVi52qG0YDL4nnn/xQDW3NH3les5O4+ZbgwcD8QHcv4jO2VDx7iY6G+2WGst3WVz7C10bY9LrDgLige6eZ7ja0WEeV3bG2Lonrhj+IPT+5Xztrg3SE3jZnMLfNY0gxvLXMIJxqRQjPtquq+FJ7Kw98bavOqPVXSSBUVx4EceYXQXy2vMHfcs6CnorevlZn5q7LE0w7YI6A9jq00gyvMuYWylqXVvJaOTG1ZWpD1TuXorfWJvl1Lf7nb2tg6KS3ihc7zGuDix7n5EgkVoAR3qrp4R2NrK+7D2TyH2SM2jLBcwx8hjKGuucrS3t7kM1stHVWt1TMdPLm/ZCJlaOQ2eWdktJSyxkSPlkHjbJLEiMV6L0VN09+4sfHuLmxzSwtxLxXXT6Lm/SqMCK5K/I62uIzEAWhxp4eHbXmOWXNWfydipc19MKy1TOxVroII7Jb19pWJUxRJHDDUFSymWlhn1HX31FlV/t+638Y5zOnri+qOk+l94uj1B0zIbO6um1m20QaYYJQKOdDMXU8uUgPaxrAYzUE1NFobC03aCWWC9LHQMI8uao1yVzLmAAMLfZzNTiBpovOS2thf1gVJ9CqoLAX28WLcVxV+Qe8wWCM2IunCY4kYo4LvjLe4rtE7hl+H2lavzbuNtc9O3ksxDmtdWUtkDSA2tDqGBaCQQAMTUFZLpbttGxsPl9g9ZPy4rDd3WkstXFUtc+WfBhYzREa26qanOwappFsjbw8sV0bxytdnAGzMNBX2xSK8h0yNbOjunUWdzFuO1sv5Yx51XgtbjSnskf3HYU41B4Kqs8xGpuLeeSMkW04HDzGe0FrU7WztWMlqrQPJWR9fZmHe8wmtktKyL3BYRLIeSSQZY2QrDBCjFd1kX14ndN/FmLfrzb9olsIdp1eZC6eFskLY3g6g00D9bCAHhxI1POBDQs0BgcK1qPR6k/Hh1sOgtky5ZxdFFOKlPYGTumKWOceEpfYSxjhnmVIJEjnfLGjpJEcqfBOvq9Fve57l05bS9TsZDujARKyNukDS4jFrKhuqgc0NJbQg8aA4h7KR1DgfSnmgs2uZPEwiDqjpFFaxUnhma1qI72lZ1RERfiq9Vb1+CdE9cH1Jt743s3JrA1smDgMCB9EntOR4rGvI4760LpCC+M005EjmVJrnPZTkHPG5fkHP1OozNwLLBaVNgCJYAyRy9HK8oabpCk8LuipKxY5o3IiscnT1zFrf7psl+zctjmlt9yiILHtc5rh/hcMaHkatPELnGNY2rdWhur6OdeHp581zevPE7lzxw2DOYPDPVHXtPWxnNuOCb8xlklnXyI6X2676vI6u1Yg6KrWCG9pkUSIyGZqtavr6AtfxP6Z/ELaD0p+K9vHBeyFnl7lG3TocMPHo8cJOZfF4CSS9hFUEr436nHS530hkf8TeNeaIPhLy94l5ynhyPJlURxDykOc2pdn7mSzoqie7dKiS19VaTq0nL2KzqqximLCqvVUbNMxenriOq/w36q6JYdw6elbufTj4y8vaGTExgYPcwVbM2mb48QKeFpV+C4q/ypdIDic8WOH5lP+QPHJi2Zmkzs+iy9wrnTWBWXNpXF3LomkBgOtsqfGPmtnIBHIrHCkNAme5WzRyy/FvrX7D+IcbrZu3z+U6B4p5cwk8ptQC4RzDVLAHZg/vGt9mjcCqprUaHe7aWRux0OxYe7lXlwQb64T8xrYwDkjPXlXQPjQir5iwVGVpePQo51cPBHyjx92puOOIyDR5GkGDe+JA5e9rXxdOnrO2Da98swdllLN3AobSd7RI9wAJ93mNI5xQgtoQ4jAgFaK523b5qBoktr8cDjG4/3eXoPoUaWKJAgbiotKyyp7ZJm0+iztqJcZy69lWpPFX2YcvtSPiVye5FIkU0XX7bE6+rYfPa3DrW7Y+O7YfEx7S17a8wfyEVB5rnbuzntJA2RuntB/MRmnMS7sm2kZExrhT5JK0dCpBRDYXNAexAesEoysiYzojXK5HdzW9FRURPV4SunY2N37yIHLI9uKMvLhjQ0kuaOefce5fq2+votewJeiIUbmfy3fr9LSVonHa40kv6hmtUOsoNtXZmWymEloihjCbSIzkEQRkJMEyjR080EkrZHxzMjY4pw9KZjofM2yCc00HiMOxGJzN1Tz522t4oh7at1FcRqKG3ktRpX2eQusjEaIJNFENYe8RGszYkRzmFPhT86XzAlc5vyfDTGM04jWLM27cwvHPeOUVLNGw6RwGlGlbKK1rXEjOGVk3X3u6NCeFb0pXk4cVumVmd47zlOtJqG4mckqVNBYal2keBUWN5GPJaVQYa5aH52DokzyC5GRk+wxrk9Ew9K97CPydPC1TgQ+LRSm5OmnwEGiENtPp3IQQ1E2zl0E1daQRnURZ6WboJR2ikRROGXo1/utQowTU6z8vXRtiGz/FyHQG0q2EtiUZFUz0h/z7bhM7OEdOdPpaVo0D2/OwDAyun7E70asiFPhTNpT/NKpGsbqop+LdFLQ0wZ1dlwHFwS7S5kPGCvKR5FjaVkdVBDTOU6rJUmPqckw5TfZ9mRxPCpjKvk7FV2LHVHE55Up2deKAJ9SHDjGW/tWa5izGkqlhGVSNCJGfJENLGRIQxyS9sbnE8KZ4xfLdAtmUXJxMTpQ6ezG46fANYQZ0o92hr562fRhzET3IRBVB8xAW4cxYG+3DIyJz1ez0Twp+mM8oEmy0cFPxs8GSht/wA7yJDjI7YXSQaFzKT6RAjpa0yqPzKI6bvdDJCUqqnc38WhRgofMD5f/MgXkicYmWftVdVaZ4ayPAzMNdDpyZrm2oipa4m/jvrelHhY735/YjGkTsY0lip6KfCpZxzF5LVegydJuIMJY4avoChNBoRi5Haw+2iW0WvL+WFHrqtnWKMBj/aHY1zpCFVqdsTnFBp6USfooS9ETFqP0Z0X+grf/V5HqRmoOSFHk1WJ4KctrK3viTgTlVZGdiSI+P8ANvSd7VY5Wtejm9UVFVEX9lenrQ9WsbJ01uLH10mymBpnTy3ZdqpIDmFrhVpGXNfIHgMsXuNmJ8hXS31NVGsl1QUU0MVdPXEtlPBhupPmRgWTFQiu+xDNJNJBH3RtRXInr5C/D/ZLe9vPf7kVYJfCxwIc3TjVzq1o4ZtGR45Lb7FtMN26W9eQfKABaMzX2RXsGKMULlDL6amfR4SKuFupdStxdB5wpanJ4LK11eNXPytfSPrvrLra41ivQyUmYiZHMljY1Va9yfQ1862btTL14JupbhzS1mGljRXwtFTjkCcu04ro7MSm593jcPIZFqJOPiJwqTy/KmrZk6HO5uk1q3GKta3fUOhu8tR0GkAvi6I0KZoxQOrpxJZkz9n2gukcIxrWxyoiyq2ZVYljcdu3CytrVl85ojkZqYGuB8BxxIGZriccaitQVm2F5aT3U0cLS6RgzORPGnZyVB3F9qCK8YS7oGq8wN9kxZp3ACI/5aGaua0IdhFgyaUidkLe5Vcrk+CfaVU15ZCZPAcG/LErb65i0BzcaV+QUKorqfFaKUPYAWAcVuQKVBPXDo6VSiWq6QycCeSc1kkCNYrY0VZVV/Xo1Ph6v3EDLi3cIHZDM4fIcFEcpimHnA0rwT9ybERYZHRfL+5FPHXpNHFZvfAWdAcpLgXRANVZwvbfI3r3Pf1a7r0T1ZsYhDK3VTTqFQMsDiqrtzpGnnwrnjlQLnXwBltjw9znxxzXNjTVbjL2G6sSqpIzdVVVVmguLuIygGOhNSjmhs45PchlcMxsPfKqKrevrM+97ZuMLtmMh8yaIsYaeEu9pgceFHDjlVcR7vc2cwvABRj6muB01x/4epdJeGvL/j/DUHONfaxiclCFeSvNs+VrAT7UXNUY8rwQrr6oPTSCQnXtrb+wZBMhPy47GORzFkTu9Y0O0XrtjtbEwNc9rCKPl8uPy5HEnBgc9zozUgYBxIocyrz94ibfSzxSaWPAJLWBzyRkAXUDQeJzAUSzfLN9AzG8Qk1Nk6gxsl4VXWukbCTsTStPDPeSNtDBOgcgQI8fYA2L4RDuc1Vcq9U9B/DPaWbI58DJ/MY+MggNoKtdWtSS7jQNoABzK5bqfcZd0jZJLj5eAJzpljzdzdiThwCumwtA617RnNkPPlhScWnrWtJs5h5Ua+MyWJXMirgO1yOWcl0UfYvVFd06evX2RPleGsBJPy9K4qWSOBhfKQGj5YBR8LVclUs5r8/bhV8do+OaegbQwbL8YOx0KvbZTqKyMtkcnR7ImxwqiJ0VfwrF9Fs1iPM3e4hgcBTxvaw07G11H1LFt7/cZ3Fm3W75G8w0n8vsjuqpHV8l8sSzTTj6OljdBE9yomJqiZZm9nV8DlbcoNArXtVv25eqKqL0T1q7K66d3aE3G0zi4ha4tJaSACOxwBpyNMcwsu5ud3sXNZewtje7Gmefdh6KqBW+z580+vu48FXVxl5b8XCFl14NOwc2xJorO2BprG6ErLivqy2U7zWCJ3FJ/ihfY/vRkaJpeoH7TsL4dw3OYQ2zy5gLqmrxRwAABJJbU07FsdsF7vQdBZRl9yOA/V4k4gAelDx94PwHzPzLwZwVW+P3LXIvG9cc+yuubguPdaDkWX9JocRSmVIl4fDZZwEKtD1SliwNLnlhm99zUZLI1qpz3VvUW2bBY29xuNw6OG4l0MABJfVhdUNHioG+LU2lMMeC2XTu0Xe5Xc8NvG0yRN1E5aQDQguPGuYzU94rpcaF41eO/B/PObodZcY/E0A5uT3hFJc1hmiyjLhlKVbWhcpYjyWxFI99kiOXukVf/P6+vN+tPxC2/d9jdt3TMt0L4SxO81gdG0NZ7TdTqOfqGBaBTiSuy6Y6dnsN8N5uLY/dtEgDSdRJdkcMAAcapxwvCODyOg2/InFHFOc4a2+zpA6W4z2R018Fm9FnqOwlnEyNmTL78g6SHqskJQrIe50jk/advXirPrXrKzAjhvXOioKOc1pkaRxDiPyGq6q92DZ70AzQAytyFSAew0xKwQF8pW1Cuay1iLxNSRBnUZCSwSAVuLNHighdHpGhRE2EzDXythWxImej4ntVX/spyO39I7AzcZdxktWz7jc3Blle7xyFzyXFzXOrpGo10NoAeC2FxuV++zbbPf5duxga0DAANFADzwoFy35ScdlLQsi/MFKtpuiuOzXcdDEOsswscwcnZ9MlKuSoVakbVWR8Sp2/GTr6+lOi7C2g2/TaR6Way0B2BJGYPKlQvLN2e0XBdqqWjHj8v0Lr5xx9ydabLiHK2PO3kZwHxDzzzHmbPZ+PPDQ+0C18u1y+NpptRqrzUaIaJXRVlRmO0qwjzwp4Fd3t+YPRquY7ZS7ndPvKwMebdjg12Gk1JpQf3uXE8lghwMeJAJbwxHP1dq4DZW21V0ygOxef0Fo5bCxH1dna/O1fGT84V8yLT11ZZlMkrL0kIoaNax9TA5Copnq7oxrPWZvl9tlldutdcOsCjWtcHSahnqpXTjmHEEUyV62jc+3Es2puHEZ+jgO04Kz8qWTRtt4c3p7enS0gvyZ6enJooYqGxqZRx7W+CPVJE+QtyTHRBCn9WufE5XIjnsT1491FsVru27C/uom1GnU4gnXUHgcKtAFaZrIYx+kNjJ1OOS0MRS7yxv8AcrrjIs2OYIAVW0AtVUaOt1ecOGnq6XWCX6zEuMu6oZ3tlAKkcMRCq57EZ2qmr311htEcFttQYYg0kvJIcH1xaWgCgPAjhgFXLA6Bv7wUqUbWe4+9yH3HQ2koowNcsFlS/ICFksdGhIZhLEIjTSyjlNkUoRXMVVlVvw+CevIN06n2yDco7S5mdE64Ba3BzgHk0GIGllT7OrDA1osqzgjmY5kmfPlXIraCYJGa+HsY1To554GsjagFkI5UjksapHtQiJJWs6Ohe5rhHorVRFROvKb37/tzDbbiz/mNdY52gtBFasD/AKJx9rgeK172yWc5bLi6lK8xwTnW17mPKUURzlHlRsEA7mjrO172vjasaxsRCHsRUerW/Fei/sp65DfNxmmZFDduYHO8TyPE3AUqDyr6FptyL22rg2lX+sjj6eSkohjhXyxzvekEn4I0jc2VssblRUlc9iLJMnd29EanVenrm5IvN0uZTUONcKHlyHFczXSC12JphzqPy5KSQRoSOaYK6Qfs+W9pWMRWunVzfmHvY3t9qYdyIjvtdiKqL+H4esCQNY9kcg1E1rjkOHeD60bLK0FtW0/Kaqhea/G7i3yCFdLrxyM/sxA0hqOQs+2AbUCx93Vo15CjVC0tHNM1F+WMa9yJ8WOaqdfXY9Jdd9Q9ESeRtrmXG0yOq+1lqYnU+lH9KJ4/XjIHAgqfeARoDTliOHf2HtQGybryU8Gj3CctBFcv8SmWgIFHyRSvsEfBXxxoNXCynFPMgoSxB3pG8KzY4OSP4Ryxr8fXtbdj/D78Y7cO6Vc3a+p2ROdJbSFtddauIaNJkY45PjOsH2mlbG1ugwlgbrhIxYTiO1p4ldAOPuVuM+bABrbKWrz3DAPDlrRB0G0tWxZYp1ru5HSlRCrEqooxKzBzMaiwd3Tp68P3nYOoujZXWu5RBoc/Vqf4oXmhGoHAaq/TZpe0+1RZwjtrhtWlr7alC12YP6FXfIXBzQ6K3reGrcrjawuLNbawhrMZRGZww5EfOQZpePflCJ2qdJJ1LKp2QktVEmWFzFWP11PTvW9zLM0dRsivrVsWgCWZwkpgA2G5JA1NGLGzGh9nXWhWqktnRhzYdMkRHsPxP/RP5lQd1oeOkt6ak3+bd41baYwapHsoSbXd+Nu8tGmRigkZnbRqbfcf3Vy37ZIZ/uCCPd2OgHXqid/tW1TXsbptjuzuETfF5cjBDexNpUtliwDw36MjAQ8YhxzWul2Xbbw0t3+7Xw+g6ul3f9Jp9beK/VI9fSC75L0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RL0RMWo/RnRf6Ct/8AV5HqRmoOSEvlWNs3gdzBE8pQmy8A8rxuNST2lDa/NaRrikk7moz5dF7+qqiJ0+Pw9abqXzPsG+8p4il91lo84hp0GjiOQOKlgrQVpXivmH46p8LgdmTjclqNHraX6FnrO2GbDJLVz66Mh1mlpYV9SWr3QjVitUQQT3wXD+65jpPZ6N8csNni26R9tbu8xra1eW0eXn23GmFScTywC7jaoILSF0LKitCccC6mfpVKZbhar5Tv+TM/HyDsd5nOUUugCNKmwKIkpYb26EvLAfDk1NVUiJVhwR/JmTksIIrnMUSGTvWRy9Qzd7u491mifatZZO0BsbW1L2ihdNStXDOhocakLKitdsZt1xYPZcfa91Ox4kOEYtmtcS1tcdZloQ4DTpBBNQAj9474H4e4dAYmTrc8RWkVcdcXprFEsLo1o7GzSsPJmRRa4WR7e6ZsbGuc77b5Ff16YV3J5r5DO8B7gamoqK5UBwAHADBbKztobVgbA2rR6z38Sqw5OgydhMMaDYyU7h0JnmNpwYmFrBA3tZK4xZXzQPj6PjEHiV6LC9XSO9aC3dGJBHbnUMvF9I81tJXNkYdWDmguOkYtaMyeQFcTlVV1QcJbQmusLfFZLlC6gKpbm1ruSS8ZcNzwc0cb56qNSyYXrWzSq7t90X3Y3J9tyoxFau9kguYoTNPE4tABo0E4V4nLLhiVqYry0fKIoJBjXxOPGnD5UVVZmrImjtK7bLPPZkRSA2ExntTGyTwxIUyWZ8fRZppokc1q9I2O+HwT4p6SlhOqEaWnEdiMdSU+YdThXHP5FNGkzV3e0lHdizNz1osNwNjzJxg3Sh3AcEy0dwZUuVXWLp5YWvUZ7Fb7bEVU69vTX3bWSeF3maACH6HFjtDxR4DxiKgnJVeSS5stG6gdTQRUVGIqOOPrQC+NGN0mj5a8keNLF2QZyTf6YXm8LDUloS8Chr1hGyG7jHJtpJSZzPqrQ7g9XyK/tserWe2idPX9jlstj6Gsi2S4m23b2MtjI+hkeHEmEuDaCgp5Nf7oLjUrjtyt7rc97kMbI4ppi55aDRrctVO81NOZNMEdNrx9FjrLE3exs/pAhNvT0gOjni0A9fbXEryKhRsZrbSqFrnGljrJFAVHKVAO+NWuRHO6esu064ubO79/2W2/e+W4MbLkRTF1G0BocaVWFLskErvdbiZpNRXRwocaE8VV9LzHlQOUqrxyrNLAm8C480+lu7EoaUqy1hOY1UtcNeVxZUStJqvzLcKSyST3Xzvkc5HN6Kxme7rbrHc9pm3eW6cyzEjWCKANiYwkYh2nxk6syXYVCs3XT2xWU8bIog+4Nave4ucRwwODe4BWrBZaAVZpIZrQsd0cftlEPSOvlmkc5zxo2R96usmMjaqxNYnwcnxX155MH3T/AH2TG9JpUkud6zXA9620MzI4/dowBDQEigCcN5vbkSnqHgUFBabOGWaZtfnyHRxHhW0LVPdamCQyObHVqK2XslSF/ue6iP6J66vZ+qpOkBM9kbZmva3wvdoHedNcRWlBmKYrVz7D9uyMicXNZqzDansArnXgorQu5vp9TKXf3EHDPt0xtfm9HWRC2LiVuxaqyHqirEWwOLUUkaKMsQh8EUr541ZCquXovK9U9cbz1NtjbjcC1uxslqA1mhgkAINJHeJ7mtqCAcOIqrGz75+Guw3tyyDdbZlxaMc2aR7zoaWOpIwPIDHSNd7TI9bmnA5FRW5fZXn5r5qy04urZQZ2awHHcjg6dAydBPAbcW1Rch15MBDbJ7YpnEtRocjkczt7kcvE2ptNxcZ7Z/vErvpF5kdQAABpcToAbTAUFMwuy2XrbpTepmWey3sE07o3yBjW6SWNIDy4UFXDUHUNTpq7IFewQQes1heWyFpWl6G5Ga69nsXQuPVYRoJZx5yUFICh6BtjVGjp7b4mNkRFd3etv7lcwxeY+MiPhX9AW+Mlm9w8QLz8qIqJD9FTVyDFR1N/CDSi1Vl7Fc589iMMxYFGBmmejI7FiNTskVU72o5XdrlREptdtc/ABwbUnnieHd2KLm/EZrhgKdqoPmeltd/TtwlPZmRX2rlztUNkcRUF6feaEu0tkAoK+Srrn/VSaaWwfCxEgg9ode9ZHLGncna7Famzu2TNj1Hkcj3dq5rcbvzYz5howjv+QQy8aRc3cb8l4jecacS8XEwcHXtrheSazyQgKruONJcn19jk9lxrrQ2xG6UTcUsNnOtOPTAS2VeTK2Zqr1Tu7uPddp2yKSK8fM67leXNii9ttKEOFfCwVzc407CuXksri7BdEGiAD2jk7sVN81c08bVnKBOmIv8AjzhPa5vNckVcOcwui1303jfDcgIEDtuNy7nQWeh0s1FpgK2GD5K1nrklhWd8QDvmCVfk3F7vu7xtvorS4+zg4NDw2ryTTF8oDRUkY6aMLqY4BYtpaWkNLcPax35O4DNCkfzRyDqGh19uZlqHi21EqibK3wOhm1EYVFaKT+aTbq7FrQiqzPWYLVLHrqkQUEKR71d3SMSNOy/+ze7Q7Z9vbVAL2/8AdveZYYXCSWCJ2UkzRhreagtDny1aagUWuHVVi+69yu3OY7zDHG6QaGyOGYYTm3+8aV4JoyHInF0G5OwtPnMydpbl9ZQ0e9n+q/NXU/uIQHX1MD2C5y6lrzGtdHZTwRzsYqyu6dFd64bc9kupdsbfPedDQXaARUDjq4g8gOOC6WC4LGHRkTmcfy8Aihnxtnf0HIFdUfL5C/lrm0lHfCTwn5+35HDVxZrLUmEousEzNtNEynKeGqpGRNJJ7iq1Gr53NaQe+suLgGa0GLgfaDONP7zcxXkrpDbp7q1qAMO3vUm4L0m0p6RgHIFoTS7wezNsaiwMe019LZQzqNa4q2rbqWSWc4SEyJQjmRuFnYvuRNbH9pvkH4gdObbcXzZLaP8A/rNxVlxGCWPDsCyeN7cwdOmWPBxrUEmoWJB5ttMfGGhzSCaA07QOfKqIqJ1TtxR44pkGOljntIXDNgIFdaoS0CWzBd7TfZDknasBjO9GpL+FFRWv9ZHm7fusc+zOpM6Nrag5jU3wmhyw/tW8NvHucYdWrmnE9vHDtWzd193UWFbnL2GEAtGrMJdiJHNVXkMTmo4mC3jRzZ5hXKkckUnYSP8AtVYqfaXw/eOmb3pi4eLpuuCWpjIJLSM9La5OH0m88csV5x1JaXFneFk7SLY4sIrQ/MRyWpclkMkVZpop3x9Y3zDzp8ur+nT5iBZPZkRzJGp3KiKrWqvw6dPWltYow3wghpxAIxpyOfor2LQOkMtMA2gxNc+1Ml/yAFk6yU90Mlta3QqCUeMozWxWOiIaxFiIjeUxBaaqgkarijJPxUbUXsbI9e3113Rf4d9QfiFun2fsjNNnA8Ge8lbWC2BOTi3GWUj2IWVefpFjfEoZCX0p7BzP9nFWNxNriNNmr7iW5uc1+f2jtcvtqGnBDGqQDresriWEccUe0LLnYabXNkceGkscKWrpHwtVhEbGP+l7z/8AHfZvsOXZtpvZLa6maxxuJoxK6WWImgkAI8uF9fZioW4HxlbuWKH7P9yhaGuc4Eu4mnA9h5LYIOgfFb5HT0bCo0hfBcZu/rm2ohwEy/Lz/UxHwzCzV3e50SyInZ3Kid6O6p6+QOoOleoekN8NlukU1nvEDqh7NTRhi2WGUUDmOwc1wOGTgDgtA5kkR0vrQcf0g8lzZ5T8Edlx5dF8xeFl9Llr0Yl5pHFUpXtwOGR7SCYsQbPIosUU7mqi1JnuiSp8GtRURfXs3Tn40bXv1k3pL8XIRPZFoa29DauByBnYMTT+Myjxnir4nY4jza4j2gaH/pc/zp44Q87KS5KtsnzHQO425KpphxiQbKOxrKt548TBvZsZ7NSZ81PYzxq5PmXSU/22timi7unrC6y/Bqa2ji3HpeVt7sUzSWuYWvq041bpoJNIOIbSUU8TXUWSZ54QA6jmjI51py+Yo8bjOU+s92G/AicNow4kOK+RqbAO+rzmJNEtsOQ4up04CRub7JM7JndWJ7ZTOnT143Y7jfbZNG21kcX20lGAue10bmmhDHDTJG6tasBAAJrGQVkvbFeRiR4BJrj9JvZUZBfobev0UXSpeiJeiJsuakO9qzaiwSVwZ8KwEJBNIPN2KqO6xTxK2WGRrmoqOaqKip8PREMvK/Aq6oWtpaakOtK2GvLintn8xbPD6AeUi2WxkDiOpqi3JJCIWVzuqTQ9ixsZ07Gt7SqBVckeONsKtn9O46ljgkzJuSHFqvJTkqqWWlMUEdJ4SUpY5wdMyGJ0z7FVeUkjOscyK93UlVHDPE6xaJoIWYq7L+fhMeMo3lRyWNYykdsKjxQ2MuWGWsHLLT3pWI2SNj4+9re5yscSqOnCZILC5ChydfLZzCUoSDxyXF3Y6Syc+SSQkj5m9tlWxs1Qid6Nkm6OVnROjURGoVOalvoiXoi5xcj+KNBBZXNNnG+UV/UbLU3nIt7cY3ye0GehpNnotEdfmi/R73QiVYmfjupmWMQsLJhoZ4II2jexH2eir1dyY8R4/m4uwGtWVfmvZmCarGTfTtZ5bS6+v0coWhluLy80FUTuZs7LRyD1cT7hk/tyWQxSCRwr2sYhK9ykCcMWeSgYEIH5ha8yDmZuhqzJPKBhhBYtNWmR1FzI8jWhQ13Emj+dWEiofC1jSIYnkDNciPUor3KBQ+OVpautAtDH510jXaWfRj6GTy7aaRRyfTyrOvrMpEPrJpCYFjrUDijhGIIbPYPV0yyI+WMpryp6kRXHGp5D4+y78PneFuYtUXT2JR0c3KnNeI0+rPAujX2pZqaK82FnbHVIExrhBEevYyWL5ZHMRnX0UGhNVZY3K3KckwEZPjzpxYZ3RfPG/rC4ukGBjdLDHNO1E1DZyox2SOkd2sRexqInVy9voooOauTUfozov9BW/wDq8j1IzVJyQ3aWiL1Hh1u81X109udoOHuQqQSqGD+oEWRFpUXwUQMAHRfnZS3zoxsXT8Yru39n1pep7aS96fv7OJrnyy2krA0ZkuY4ADtJOCv2gjM8Ylp5esVrlSuNfQvkS0+V5w4g3VFUcl4XR8WGTYwSlwnHGvq1CtBMV9VNASGTRV5iwaQNThUI6fMFtAglQRexVcxPMbzpTctzsYra7uLm1ZbvjkkdE4smkETSBHqx8L60kOJdRdlbb3YbZJIyzgimc9hY0vBc0aiKOpzaBh3lXRiiG5VZxK4+r94ySM0itqrBsGez4pEnzEVMpvsQSiytb3zFjjOWN7nta+RXtXphw7My2llvmN8uWeQPlLRQyuawMa5wyqGANFAAB3rLO56tFk1wc1ooBwa0mpDSeFTWiy6O61BhFXmMpZy19jo7l1cFZ1AE9u0eq+XlUynuRSXIEPnrYbvSRsjfclhi7k6N6quug2s3872XbHFxxDc3GhwPYBw5LYtupba38+OgjBI1H83ejG8KfH39Z+tuuQOYQqg0Pi8nLhZfiYGxjtcnV6qWumHg15YoEIQpsHyArfl66VjxwbGaaVXSvjY1O+2ba9mtY62ofJMSdcj8HVObGtyDR+sMTxWPf9UdQS7aNra20htAXODo4GNuHtfm2a5/zJYxiGRnwMDnADGo6260QHKiR6hzoPosBwE0UN1cme0k40Payjoa18sAtpKQ9ixqGOxEVX+4/oxF7ekibcOmbFbM8wVwbXgc614cTyC5B4hYwySvLHUz7sqcuxcJebG5KHl/RR6EWClsdm4jV42AyCGCskhcfOU3ORWw7WwNsqA+RImI5Fj7XonRyL65rrLbLradw8w/6FwaGvAo3UQSWV4uFD6KLb9MblaXVt5LhScOOB4jga8O0c1VxuRug5s/uh7TMQRgMNrteNomx1VUZCTBI2b82zi1hYtmLG9qwOa37cydzVa1V9cS7cmvc6LynPYf1c6jn2Fdq2wOkShzWkDI5U7CqPbjONrGLQcrUljFx5yHRDXmax+gz1LBc6a0ryQ4q+1gs76nhQGrhPrIukU7mksVYGdV7kR3rbQXt3bxOsoZCyCaOkjHYtIJBBDTgHBwqCMQcQtZdWMcw94ymbgCM696HfOcR48MfPPdutnyrf5rPn5ejP1Gl1mi1jsus0ZU1Xfm63TF1gA5MLG+7HWghxMWFipG2Vz5HbyfceobpjhdzN8klpAY1rWDSAGlrQMDxoDiSeGC0jdtto31oS4Enke1YtzwgCDdcKcqEWElZucHsSZoSYa+utbQzim8HsKfW8eAtqk+bVhYZA6j+57sTTBoXSJ8XudmbHcXVg+4Y1oNndQlsjSSA6QU0SHjqaRwpUGiovLS3ka0urrBGIzpVGHleLK42saZHSOijnV85LN/p7Sznjml6kQIXjsvDQ1lUbEv2pIZ5pEiT7Kp9lVXW3E1+4+UZKCv0BQV7OK2ttDZMGtsY10zdiVTfmMJySH48bOs4g3DB9i36fox8BgMkALZ7mrrRyEOpMWJVMQ5uh7XoQOVIQrGsikjeva/qud0zabc3eI5d+aZLAmhL3HQx1fC54+k0HNqt7q+aexfDbHS8tybgfWMQacRlwQb6jAc5ZPx94C0lD5Xb251jaOp0Vrx1uuQ7Nt1nrWKD7WF21TPl8+tfIXXWZzhRhXkOAkgHapfsvVFqtN323d+q946d3Xpp0fTNvMxjL5zYo4r9jwXulsGMlkePJcGMlmnZF5ri7SyoK8XP4ObEbb3m7+z5PeHu823Ns5pbHUOYRJ5jtclfbcQ0PINRjjN5Kzj9eQg7XCt5WrgRMjaVdNByLrKksbaC7MVIfzovcTSMtKmuuYDnTToPCZI2Z8zGS9vssRMSw2uS026N+42m2Q7uZNTzYiURsDXHTHFJNplfGY9If5ralwdTw0XcQdJdIWtzbz7faNiltQ3yngBj/CKCvl0aW0JBZTS4YHBadSBqayiqt2dLmr+en0YFeX7FdPSLa24U7flahlQCQ5oFcNVvZK6YiZWSSQJHJL3o5vrptMU8pYGua0Nwx1fnzJ/4LdGoHmYVr+VdR/GTMcBeaHMv6pyuZ4sro6SndtK3P0akLqNoylf8tp85lNF742fnvaAeVhNgJF8ySgj0JgbJHHKrNvseySyeKY+WwkilBroONDkDzoady1e8bkYzpYKyAYHkf0ruNluDOGfHWktbHjHE1WesxwPZvN64Ow13K0kYsMzJ5p7+NzbO5knglWNBWEQQRJ0cqK3qxe0Zt9tZxh8EY1NBNSKk91ca+jHILm2XUlzIGTPpqIGJoK9p5Li195P4UVPNdHoubOFXbXAc27BQbXlzjOmmfnqXkypro1GTkW30shMEFLyCDWwMS3s4zGwWEMsIrnRTtiX1qLl1nbvj3JzR71UVYW/R/XfWgaGDFxODW5roYLK9uHPtLZzXQjGta63ZBjBQkvccGNAq4r4uNJYcteN8EvHF4GfrODy7zR6G3x1uE0Q+1fKXNJepb2hUbNBBqqCRFRrinyEVhDkmWB8Mz09e89LdZxy20bLfyprVntxEAtdUCpHAg4FvDDBchuG1udK6TxNuwaVxDmkHIjhQ4EHlQoggPFa/wARsqbWcd7oawyEc9LZ/SEMaCXd5i+gEMtcwthMBZhWLZakxoEsZELYVKYs0ccaOik9Yt1+J1l01v7rrpzzYrprHFrmOGqEu+iQfC5hOOg1A+iQaqy3ZHbxYGHdYh5TnUIPEjJzeLXcRSh5o5cPjqulqKixAz4Is9XcmR1jDhozmzVx8M4hVLeSExCznSTVhLoHTdsM0qfa6t6evBd43qXd90mu7hxM85L30NAXONS4AYYuqSKUxwC7G029tvbNtyKFoAHcOBzNFIasEQJ4WIpsjW57GAkmJTi0JtlIEq3UiPPKcp7nRxxCmtSRBomRe1Mvufad1VdPcRQ2duZWPd5zjU6sfQBwqsuIkvcTQUFMBgcfyr2v/GZdnu89r49V+allE76PdyX1GPpK23lYLKNQXBgTyxn1ZNaRI1rpxJGSSMVGSNe1PXP3pt7zbZNuljJjcPC5rtDmVxIBANQcRR1acKKZ9tZPmdLq5/2I0+P8PHma7rdmA3OlkbJXWWiqquGmgFj9yOaWuQJZmSRVZBInuzSyI+SYn/0GtRF8y2TpG12TcLi/gluJHStDQx5qyMAklwrVxeRRuomgYNIGJK2O32LbBjnanO1cT+gfpWjesrs7EaJu3hLi5iIiCCLcwGrrZXq9yw3TbOzOrkpD4XvSJs8UiSyK5qJ3/BF6GbbId7hNjLCLi3eK0oXVoPaaW1oQMQ5vDsWRe29nf23kXgD4DwPA8COII4EKl+U+R+GeLM5RlY8ATYaq/wBI2liAjuWa2+qKpRJyLi+gtbTvy9IylY2NIEdEROXLIkfRqorvWf01+FfS5mdcbltz5rWNur969+lzifC3SKVHHHDIrirrZdns2gWTWOlJ+kddB2VOBVAWHIPHbps5p6Ft3tNWZdjD6ao1+c+XvR1PlZU1BOeWpHJg1hERxTfcDijiEfH1YvtukRyey+dHabC/a+nmW9h5LHPbHGxrGNYwan0GA1upQHF5OOK1bLRkVx5kzaxkgCmAqea6wUuK8HPHjc8X6/mLF6fmfD2eqFrtYAlKvHtNm0mpX2j9WDh6GaS90BVHYtaRYVZdiLEsCPRjEfGxH7Ky9+3fYm71cSyMuzFGfK0aaF9fC8kkhwAJAyqseeK3hmMJGqLVnXA0/P8AkXX/AMp/EwLkri+35S8UvoNllNvmRre9w2EQI3M8i0DYEKg2/FhNeOpp8jWQMltM4yT2Hzt+YhY09srZcHcrW36g2S66e3J4Fld20kBe5ocYxICAH1qQ0Po6raEkUxwKqmhY5pMQBY4eyOPa3t5jLjnn8/Kjn1b/AKUTIQkorpGKyNj1her1VqnROaxFk7lb1XqnRqt7Xta5qp6/N/rDpDfuhN3ds3VUAhuh7Etaw3DBk+CT2XtcMS3CRhJa4A58tJBLCK0Ok5cR6+B7FQ/OXjNw/wCS9Q6DaVpNNrw4ZI6XkTOq2u2Fd0RYVYUXErEt69JOjlGK72Kv7VfwesvpH8QuqPw/uNe0yNm2p5/eW0njgfXHBp9h1MNbaHmrlq5wcQwjLFrsQfl61zenH8rfA7Q0gGgiby549j3YskdlAh1hRRo6RsbiSI42Pu8IdMOqrLGMqAyS9FdEqfa9fQFh/wDbH8ZLaSaxJ23rlzBRhc1jxQ4hpP7u4bX2df7wDJwWXHUV8g6JTmw//pPH0r9Zj178usS9ES9EUT3VnY02Q0FrUWWdqbMCulJBsNaT8lmhyY1asa3RnuwqIBKv2HyoqrH3dyI5U7VIEMg3Pe0sw530mm8ZrQ+E9DRB2cuo0axzAkasvCiDIK8v5Na4nr7ZMMZEMzWt72xdz1YVVO+ijUfkXyzPelCRl+KLKlHzDgFz87GQSn2mf90fWU0A8mWQ5DwSmPdKyQeL5KMdyKs6ObIhKDtT3ofI3YVZD3V9v4vF1hv0ySkIO54SrnmALzrDz7UtJs7IMglfaOWRPae/3KxqTIve5GeiU7041fP+sIvaypM0fjE+AhDoS0B5lnfeKSyqLOqJK2lmpGfPD2sgySOVsyJCL3yNdKjeqkp3ptG8idtHe0y2dv4zx5W6SuDZYD80I9yW9eOltshak76U+K5kGoTw5hoFgGna7vV6OhVkqkoO1WhxJyZs9xeHi3hfCZtNHWlHAT8Z8jG7C3kT6gOwCQ6uKpKtooLq4lElmR7uhPRqJ2uRUKCKIbrsDIUdhorGrz/ibFoLnValSm23MFpXyXkb7Zh1RanSqBN8hdJooiXHgNilZ77EbHOxyKilOJzqoFSZvASF1g9vkvEGxHPuRnaEuq590JIlVcpbubYKFRFAlvlLZWu9sAeN/c2ZqwyeyO1silOPassucyo4tqVQ8d+IAuaJNnBtYzuby57SOuOvZa6tQyb5V1KLZHRtmc6NCUSOXrHDI+SJEcT1qU2mX4Wl0tK/Q0fjAypbiga+R53K9rHIDJ8zY5+8+nRSuWktqt89UGOOQ58FhDC2UeZifD0THtWjSVvGFuRSQaTO+Iv0inrbWrGdRc3WFh0ZZIt2K0EWatDGiDN14YivR006jQySuaqu6teSh7VHMtk84Dd5pbDjPw7qTpryisWdPILQ3uhJqppy2C6vPTlUqy3KXFgj2gwzJCk/tP8Ader0bG0h9K6baj9GdF/oK3/1eR6kZq2clBOLixQOJM+ccWPXhB0xxJZxZEYgoQ0BR0s5RJUzmQjQDxNV73ucjWNRVVeiej8XGiNIAqclyy8quIp/O/TUcOGs6bJUvH3zI+P5EvQpSCrKKyKiXTSD06PFsiqa+cFEyvgSWNXOFQlUTvRq426WVt7u62dq+2A5pAr4WMI9l+OZz0jxA0rSpURm5nnbLEWiyANTxccvCONOdaZoIuSvu/OROIr3jity2xXkWv5G1EWVIvxqd1Db4CzHALs3W1+PIdYVT8ySINI1kiKk7SGpE7or2uTipbK6bM1j3gkkjLL9H/Bb+1dFAQS0l2dV0L4I8cvGjDFyUmnqLHc6lhEwNfrLmAtMpZWs1VDGW6mqYZIq2vOto3PbO58ZE07o5Ok7uvT1ubbbbG1jEMznukqSMTQEih09pGfNVT39zenSzSIRwoASONTmfTkuZX3ozd54Y8x8aeQ/jNJqKHCl5qswPM+R40POZHkVtrU07MWpFQji2JUa+shVYWI2b2bAZqNRnzSdek6Wt9lsZnz7wyIbHO8MJeKMZIMA7UTgQca1AoXDgtJut3eOAgt5HC6aKtoce6nblire4h3us5n4ssPIMeS73+Iz7wALbki1sy7UMCYuVsZQlSRMqjNdUyvay0cGxrAke1hTmuXs9d1eWO2bXcfZ0XlxucKgtpQgirSXVyPDHEZZrm4p768Z7xPrIaaGvPjQdnZkEPHmBpsNd1eIw30+LQ8mrdprG0wqt+ZyuacO8aS508kXdPSMuzHRRAiydpMntumRiN6KvjnXdzbXUkVm4hxYSTyA/NXjRdzsEEkQ81jSX8udc8OxDNf1OZ1IlMFeR64itpIY5k0dnXMEZXkRtbPa16RRvnjjrVllZE7ojjEYnus69zW+vM9M1hKZKsMLzhTDA5Lv2XcF1GIiXjRmSMQRmO6uXGi9arGl5kuG4UcKxhsRyYALiksJGZevGLX20dLUI6Mhkg6PTs71akj2qjmKqp0ouYzc4NJEYIJBFT6DyWdBKIwXPxqMCMvSm28Jx6RhLWDUElg+QZ1pIF1ZDYSI+WGBwxc0Y7Riy1j9yReitke7tYqp+G7DHcROcC6TyuGNQPQplfFI0EAa+NFB6GicPbDFKvI9aZJPNI92ZIFc1ZCO1ZGJZtfHOOxskLVexzU7F+CqqJ62w3OVrdGuM0HHAj1rD91iJrQ1HJTka5fLK8L629DmyGxTT3dxZ3Y8vz8jnzoYSwdIhzO93R7ex3Tu7Wojfgsm7nNCfZ7KD0qnyYdQzB7albP1jXCIkoZeArrBkD422jJ3S2U6MEljWJkD44pYRUFnf3MVURWInVPwN9T70Cf3jXuaD6ENuDkWg8xn8uahOhmHk+dlWuQqUpsE1tHXDPlZIGA1z4YFsbBSjvcsSpESWUdIXRw9GtT4J6yodwk1taQA2tM8ljS2jNJfXFV7iMc2DG8sbWelSnoqgertGsDpiJb+djRzCCa2gnNcpIFW+RWNQno6SOVHSI1WtXpn3VxJdTwQMfV+rOuA7TzWJBCIYZJpBSMev0KI0lZY62is0poRhqImRB2BrA9hMTKyrNsYpZiUacCEaWZO90jEVjbFsLpern9W+t15sVm5uokvbiHDL0dywWB0wLmCgOQ7EGPMWR3nAug475t4/uL3GiY6+zcrL7J9WG8X8mVhL5cro6yYb/F5c3cyMWNJWo5qufKHO10cnRdtsm+C5u320p/5ypc2uGocQe2nrWDuu2F0HvDRUgAFfXR4C/eDVHm/w84yxHpMp5H8egBV3NWOEkkfXEpPF7AfJmErnyo5+H1/sucsKKv0myWQSVVb7Kyeh2c8T2VaSQMweB7+OPHOlO88PNC4OqeP5lEfMLjDQaCoL1NIANbyg1MiENuQIre+BqxWzEfRq0W1uQM5U49Xv9+GU2P5arn96ZY5XOjc3zL8RdpvLu0kubJmp4Yauxc4NzcxrNTWkO46qhuZBXrf4X9RWe17lFZbnI5ls940UcGMDzQBzy1rpKjIaaF2DKgVXFvZ+F+z5qdJtuNcnHybyZnajP2elpdC+pyYnIOSgrRh66vzjdSjmN5ZpSHsbn7MlsLdGD+KOjZF8sQzkehbrfrmB202XmzCKJr9Q8LY2UxZ4qFw1YNpiTXSA0LrfxSstitrv7cLore6nlc10Q8Tpng/5hLPC12kVkGIBoC4vqhhF4xOoT21wodrnq8E2ZbzJbKlmz2iy13G50E8dxUnQtMEkFJa5FHcxqQyJ1Z3xrG9elbcSs1x3kZbdDAnJ2HAg5Ly6OMODZIXAxmpFMu/FWJW423DMLhmDWQA0hs7y5kjJDnV8SNSactnuOdE9GonuOTq1VX8CerM93E6hjFHjM8VeZbuBo41bz493cpaJgK2ujcSLDJJC9zY7JkrkUgCdz0XsY1Easwqr0RsiJ1b0+Pw9WH3b5atea8u3+1XxEwcFOJKMUEc4SUeKwMe2NT/AJxWCMhHdFE+ByunexFkjcqKnYqI5zvgvX1zu6b5tW0NZLu1zDbMeaN1uALjjkMzkcaUFMUmngtRW4exjTlUgV+dR6DUWRFxm6SlNiPSxp7Wa2R0Uzip2joQOT7Jk7UEhPgfCqxjRPV6va9kiI5zF9eD/iR1jHfRvOxz3cBspi15YTG2R5IDRgT5kDh7MmAOrUKgLit36kjdM2Gze4xxkhxGDT2V49hCETlPG5jmY690dyYmsANtK7JWeM1Mzhy+PyTza2qpAdRxbsGAyDS2BwQ5dcZPEjFdI1R5XO+16+neg2WWzdE7bB7zHNb2tmHiWChbIAC5zWyRucH+XqMT2hxNW+JorRXRdXUxHlvq0gAH5ZLSpvu1eUys1qBTicTx4FaXjn1HKnNEu4rDQ6qvQ2CzI454qprOGwtLpTI2TDkTALNPH1bHIsK9PXr1lu819C2e2tQ+B0TQ1znCOMVAIqSKOwww1YrUS25jlGpxDtRwHH05occ1yLZeMfknV5UPU3mon4l0ec0VVyfYV42fk19acGwh91nqSAsy3AylxTqV8mw+eW0jKHRrlanTpXvGw2ElizcLQtfeYOlDWlseGbAHYlzTxoA7EgUV6G4uSDFcU8r6PYe1dC+cOTZUTDu2JAc1oQboNlCLUxrcRlWUhwANHdQ1j41hRboMJZnRTP8AYIbO5JEVnd6z2wPu9mEULnNbNc6tWQLWR0APPS5x/wCKxn+KckeJgGNe3BFj93/94NrPFjSQ0+jg09n468g2IZeqwIxCT2nFxR9oiLyngoK2RVp7KU2ZZLGgEfEFYhoqtak7I3LpruBkUrpYnansFHCnhfh+ftxQOEXgOEfIcO0dvMDPvXUDzw8Px/IbP6Hl7x9GrYt+gYvIBYORNDKx3M2YEkSYvece3VdKHT1W3sa2RzDhEkjHsl+DuhkbkfTLabVuVmLXdbaC8sXAhrZ42yaCcPZeHHDKo8QGR0qidvnEwtNHEVP6ppxH978/euXOZ4YxmFGkM5H0druL6QR0wWBor2J9Jn5ZIZGoTtuRwo0nmmBkVZH1VL73aTAkZJjWK5i8LuP4HfhjuU3m3+1stSRTTbPfASeBIa4tb3kVpwWrbbxPJ1ANZXh7XeSMu4VPOipevOisEQIloltWl+2JL7sQx1bcNbM+KRJYHJLCRDMjVcjXNVifg+Hr87t12a76e3y526bVFuNleSRuoSHMLHkNIIpiW6TUUJrXirXmB7/d5aagaV7Rkar79PX6SrsUvREvRFXnLBz63jrWHMs83TOHrFf9T1+eP1eZEapEDXvuc9WEhn2obmOVqxxSsd1ci9eiKnogQVA3eMpg5Kit3Hj3U6cgY1CiWeO16JWvgObHfyNYFGaKqCzY0dI5mOmSOWVjZOnVVi9FX60wGbHFkwfOX/K3jwRUw6SU+5EL8bb+GstQLGviU2IwkqxdMJZIejZoD2v6SOf7UySqrUQnyzWjnNhnNNoqqN/IvitYugsh88Z7PjnrAbpK0ywq2UlLJLaWsgVBLZxFyoVHL+LCR8T+57HKrCetP4eipCbKALNcgeN8FrjMvcz7KxZ44aSIgH81rcgAiXPJFZRihVVUHYjxKOhRMjXMV7EVhH4koWmbssvFY1NNHyV4zDUdUFSzG1sHjtpSC5NwWE9DnRNisZa7Piz1bh5I29rzokd7Mitb2vcU+tX3wlbUkfJ+yoh9DxXNZR04sTKPBcWXeMtpAa9tZOPbXV/YSvrzPxNo1PkBUfEN7jPxr3o/0UHJVGfZ57R7W6yxG18ci7WfTXKY2uZwFdWdxWOqZ7iyYVdnl2Lq6WxpjqghxE7VjgfMErvg+T22kxphVM1XsMLfXtQRneSPHIiWZ1YFknBeO16VYVUuunHo6mxlNS2Eihjt5J2Rq7/FoHsd17mxdVQpx7VoO3YABpFJY8ieNkPyZEjtJVh+Nu09uyLoLCA9lZXyttHj3woY7pJCZ442ygmInZG7tVVJ60+WOo49sbO0OH3/AI/3eTyR1f8AM1t94/XV3bUVftblSoKsQ6qmroWS3gteo07mhzPhdCk8/RyK30wUfnTjUG4+asvr5NxwEcQ8kSkCvn+Pll7tcROYbb1gNjAyYOS0iioBjGorGjopDnyK9vwi9ETPit5VWl1iB7PkrxnsnWbs2gQVNwHra+WSE23ZDSA54qysUbCeVFKrhnSLGo0iq75dWNdJ6Kad66E6j9GdF/oK3/1eR6kZq2clQBso8Pihp5i5PaFj4u2ryZfaWf2h2gXKzSey1kjpeyPqvajXKvTp0X1kQed70z3YVuNY0Dm6vhHrorM/le7v880h0nV/hpj+RAPluRKBRLmxIt6yJ1VTwNyLCLZkwzqOA4aKcxiVj3PitTSh1mgJSNSXSuaxrUVX9OSZDud3cvZ5MxuQTqq1wOs4mtcnV48eGC3XnWdvC2UyMEXChFNPAjmFCOcfKTQ1mcO3VBgrHXVeOGFMXGBvbXbfU5uNZot1YVKP9wWLZT1ftS1leU16PiGdDL1mmRW9hb9IPuLNrLuUQ3shxdTU2PDwh9MSK+2W4t4VoucuupYYbnVDGX2jc6ZkcSB2cAVXvFnkvQbzjPIzcdrOVpLOaHTP0dusVtS2FHHNZuqJGsClekS0oBSR/Lo8dz5myRzu7EeiZ0vQV3C5lvuMobooXOZjqNMQ0ngcw7ljRWm9WWwaZLRpc7KjhgORPyovbkq7qj8JyZZarO2PKwwmbN2+5y77f6Nf8g09IrbvRVdLfq1o+f1s9HXSz1KosTIJw4IGugR7Jm5W5W21ts49rmbp2ouDZDp1iNpP+Y5p9sA4v+lp1EYgA41lPLPM+9uDWWle09g7hkFeTPPHgC+4DwDvCYrGW/F+nwkB1boAaMOs474nyJwbSLSgtMwVHDHHyBDCYv1KrNa2ICWX37D3HyRxS4MnTz9ouJIt4dHDt9sKFzXAxuYB4TE8Va5jhSjhXkKuwbt5dxa5rYLFhdO/8n+LLLlge4Z8DMIvHGJ2Ftv+ILMwmmTc6O1pNBpzF+XKdTEGVJdVfE3L/qVpSVVgQRHAs3se61IpG/Hp18i3vpe032KazfLMNpufE010yGPVVvj4VpSudO1bzbN8udolbNA1rrxmdRqbWhzbyCY7K9aQ24sizLo+viKKKKIqQig8oEpxcSFSWduU5wVaAUVMjWv974dqdytaiKnVbL+G+77wxse3WVzdRxta0aY3FvJtXuAbXtJxXP7p1haW0rvfryKKWQk6dYqTmQGNJd6KKfZmx09lYZGDjqqk1ERgthn9XR0tcTu64S+p4oTaG0jKpJShY3GVhioS986q58COVFcit9ab8ROgd26QurNsga3cJo3eZC17JNDmOAaHaCdLi0guaciMCtx0f1xt1/ayvdLSwjPhdI1zNVa1IDsS2uR48lce08fCG44fX7/OAY16SV1cytbeVcdrOee8hjIWiPLnFcahkLnjRsepUjOrWsc5Fa3mYbHc227ruaPygwFxBIrQcQBkMeK6az6s2LcdyZtlkZZZng+INIYCBWlTQmvMCgVNT4SzyldIottCG0dfalNEuTHdHue97pGyyyDQxr7C/jHLHIqu/wDVcnrEc1sx8bQ6vYurbqY2rTl2/LJRmC20wckrHbIKxBVw8SotUNZkK4hyL2EPnHVIWxNZ3drU+3J/d+HQ+2h0gGOjqczkpjmkNXB/h7vzj5FSCA21JmE97MVskrpoWj2bq0dg8zHkS9zyFCRgTYo2t6NR/wAUd9n4qnqwBG12gOcCG5VOXYrpfI+ji1ueYCjVxX7FsUxmttAKWuYRHLnq2ldAGSWWw2GT7MHeSWRXWFd70Lo3KrWfCROiNXpsI3xYCJpJpiXZfLtWLIyShMpAFcAP0/MpFqd9WWwfImezsrQHz5DM2xKW1ReE1A1JUlzDPd0GLr2GE1NWU+aQIZ7Ji3Ru7UkXox2dYW7mSMmlxi1UoDQn08lh3c8el0bKiTTWvCiE+DIbZ9R8jGba01uSbKQHWfMyQGthJRwdBYnIUQJom12h91XCvkilaOxYYljhWOVF7KSawj0vibUBuJIxrxpww/KufayUgtLsD7NMwP7VGzWn/QEInrraTAWLJsVpKs4yI8MS3JhRb6lNY90yDfnAweQmsMljb3EQu7Xe5D09Ys9lG8eZDQXWDgaY04ekcQsiOd7RpOMWRH50J/Hu45F8F/I/M77i3Y2Pu1ZZ9jxDrL0H3KvcceERxQ6rizkmsgVv1dsUPaLZiL1WWJGmDOR8cbm9Ttu5SX0AmjDW3sNBMwHBx/WHENPA8DgtHutjFC7UwEwPxDhjQ8v0L66+N/ODiXnvjjOcj5CgLDHOHcLyrUXxQbx+K9lMCyabIHwMWWw5BjtmOV9UVExoRIE0Tl7pfdij38+7bUxguNw8FpQl73kNZGAMnV9onLS0E0x7FqbXbLm4ie6CRguQ4BkYDi+SuZBGDAMw4nE5AUqh25F55z2Er7KlqLEfCVlkWddTxRhVAXIl8yR3vzmpS1jIxM4FCOiMYVMiENgRGrKnb09eabn12RC7buhIWWtk95JuXRhrnE5mKPhyD5Kup7LQF2NtsNXtu+pZHT3LWBoj1lwAGQe8mpAzLWkNrnUrmNd0Gh5J12s5RqtGLroNhfHaNIvnZi7ZR5WRxMDktp5iQb14gUDI16SsV6Iif3PWlhvpXNDLt73T/Sc81cTxJccak445ZLIMTXuc+IANr4WtAAAyFKLazJcsbVEhSZg3e5jIC4nNlgmRVaUOrJka9qQr8HxO/ap+BF9VzOIFQceKpAqdIzTkW6SvNgJBY+WzavUcWPt9uOKREa5XQO7mSMmaip0XqjG9en9z1EZcRqdgwOz5nh8uKaaO1CtUFXLtnyNx/qIi8xYlH6M4cnSUglrNGBxOQPRGOt9Dhyra8PkjWzsAEhiBq3uVXmua8SSJVdH68b6t6eszdhu66Tssjn6dALp4HzHTWJoBc1gd45Hg6R4g5uRHlnVdk+3vmuke51q6rhyaTmGjHDjTJeMTaxC7NKvdrmRNDYx3sFrVHWtlZ02705VMObVT1oSWS3FqbSvbEKLYhsZAsAxD5mParnu46RttLtobE+7+F7d0c9GsYJ2RxvDJIY3FoZE+dpJ0PeA0lpBBAC5+2uInDRIT7o2jsqk8NPec+xVhmcSSHy9iuRNsTR29zEAHTVlrbkWRJEFhmSSBsQXZ/NsOrtpDeWQ0g4oxc0NYjVRy/Lyxs7vaerfxD2B3Qc2ydCMdbRM0ObFFBGxuiUeZcBxBa+KSBrg+adjHSOkbQCRrnFdG7cYbZglsaahQ5VArxI7OPaj7uMdpOZqnmLbryLGNZcM5jj/e6nF6KysU12pxO+0LMjHcZawRzxS2ZeWWIuKCaVxU0MrGjtVejV9K/B7q7qjrbZm/bEAdb27HRR3pLWi5lgjBkZ5Ip5bm4kkaWCrGFusuIuNdJoNxg6oBrzB4j89Fy988YKzOa/xntLejSpoUDsMNDyPYWUEYGZkH0n5yRgbWhCAZrNXWDKsMj5YHvWspDD5ERyxxR+vatnltnWtzHOXPMDvM0NAqQ8aS4HMgEGreJoBmrVwHtAkbmR6/0dyr03barb/q4pdI+WzLrM3R4LOhgkfV011rWWVmtbR2NxDGFBdVo01o6EYpWwD2NZAO6RnvI5jqYbyN49ytmtFu173NoTSkhDiWg5CuAHBZUUUUEJmmPaSeAPZz58kR/EHKd9UWluBvKyjvAaTF7ixjG+nWkk9Reyj/AEqqHnJC+QuDNJZ3IkQFdPPE2Wp7Je2FB1c1OB32S+ud3tZbBzmBt2xr46hoMYP7x7g7AtY3FzRiSQRis+NsBjMYA8twqHEVPZQrpnw9yJyDQeLnGvGd/rLlQNhWa3ezZVTpgqUSrurpWhV9bVxOZFBXzgV0pDAmJ7amSpOxEV6qvaxuDInXNqP8yUgHiA3CvZUnE9i51kp818bsg4hvID5YoDeOPKLV8vWpzcwoMebp9vorHVZizztsl9j+HMT0rNBqNHeVkzwuP33txJ9MrAzUmnMKlZK1kcXcq43UEW5bXE+KKSJ24TNY230nU50jziS0igZGPE5xNKVAxCuWohnm1OH7lgx9GeHaiAoi5o7Ed09NPnmnfLn1efObMpNbnjJVloOphKDSzNUaL2/fVqLM6NVTqjvXwb+PO0bfYdcNfZTmee4tIpLh9DQ3DSY3uBoQ/wAwAOcGkhhwdQ0C1O4Nc2687QWB/iaDgaDAHvX6CXr7BXYpeiJeiKKbjOmazJ3ecA1F5ijLYT5YfVZqUWG9pZPeikQutkOHLEbP+L7Pxkb2q1yoqfH0QKoxuHeRYYrIdPJHkx0E7K6KsVKPjiQuoUJ8ExUillZEqSxnPlY9rvfRWNgcjO1Vb3qU17E4EcRbMmAOGfnnkeRA4M6jnrUcedxZlESZKUeXG3HJDO/QQEtjLhcxR1dBHJHGx7evolexDgHttAFYinnX/mGQMY62jirC+Cc5GEQ6SA6ujjIhr8q2wkMRwrZR5J3L7nY17usb16lPqWi3T7dj7oAzkXzIKmo69+gfFXcDY0KcumbVuWAIOaLFEOu7eeYKSFWiyROlNk/FRsa1fRMOxb1FstfVBzWdxqvLGYGypbiAca04Ayo5YXvxQU4dwfDVZRpTdjBbGMIF91vsTJD0nGlZ3q4lO5WVwjea47kCyDv9N5DX0aU9jMsXJPFGewmJFgjJqmV7BbSrpAlP0Du+V7VhnVssKv8AdjasbE9FB9CiB15rxNXaDQaryihqyZ9DNAFXcS4iyqwzibQiIUYWzDzzSYgqSCT3GNlb1NVWykTkOXtUp9S1xdVqpqlz2X3lgKKLd0Z5TieC80Bf2gJAR9WLmQFDy9e6tr66zHQqye+L3u1I0iliHmckhMOxYLPd6aaLLVz9H5egGEwnMIkC4LzinXMpckxLfqaty88VbJnxnInWBImLErOrnv8ARPUtULZ6zQ0pRtJpvLGqiqKxt0rXcG5Gqudo2Metz75aaW5ysdbJYFzyvuZxPaiIne17mK1iLA4mWdFhF03INjbA04uz8xWRHJIyS0K4L49DphYyIZme5YES4yEyKRCAHzNaxGzwtkSKRPtx9CepZ6fZ6Ozqag8XReXsvfognQTWHBWdEnMFGSnp2Vbw7TK9wFYk7JJ5DlawlzJSHLM5Gp0J6kc2o/RnRf6Ct/8AV5HqRmqDkhL5Vi97wN5hh7iWe7wByzH3hkSiFs78zpW94pcD45xSGderJGOa5jkRUVFT1ibk57LKd8Ti2QROIIwIIaaEdoVUYDiAciV8fHjhpdhw3rbDJaOuqzeFNAk90GcFeXxury23uD5Tb086W2kllmwGhV0T318EriK01shMTnRzysb0HQnWlpPtcWx9SSyG+YS2O5fTS5mbI5+ILfZjkFWkUa6hxWl6k2o3twdx2yIRktbWJpo3AY6BwBzDT2jkul+q8o+MsDno7rX6YQ6McSEquz+FHZo9xqSxUd8qJm6KoeXHHZTSu7GlFSwCjJ1lkeiNVrun3fddr2xhdLIx0tKNa1wc55PAAH1k4AYlaKx2+8uiGvY6OPjqBH5Fyp4F5+3mP5K5V1moyFlhsZyXyBfcn1PFz2jvqcKXeOhGjD49Iierqp9k2J09sMSxtfLYyykQeysr2O0jfxAdYWcdhuMTbyNoo10bgJYqknS/V4ZY21o01D25YtoBuZOmY7lwfbOMcgzwwcEY+x5N5l8h8ta8aYfjnYBYnUAfTtSfVQ2Ol2mlqi1Z85mRLymBCy+OqLhrEjNIhlmOnhV0CSQxvf14nqHrC63aP3Pa4TFE8+J1Kkj9XDAA8eLssAsy3tdu2w6764jEjRgC4fmGP5E9VniF5F2VVfWGi/NziLN2Ztbp9h+dGoHFitp8lRJVU1jq8TiB5ozYszSsRsED3QRdzWuex7mx9nHw2W7DbG7VqczamPc5sTnHy2OeauLW46S44nhXGgNVcl6o2UT1tA+Wd1BVjCAeWJorM4C+7nhocZaVGp5mN5GothsD+U8rZZrjSlzdtnhbssaydUC7bST39iSElu2UgdqhQrHFO9qo/wCCt9T2TrKXpuwt7e323ajvFtEIxdSxvneWg1aPKe7ycMq6akcV5/1A6bdrt0UktzFaV8ULX6Gk5VcW0ccDkHaa0JFUSfF/C3E9xydy3ip+OK0+fi6bMDyn782w2pJLtHUIZK8OntJFzode9iJH2sFVHO/Cvw6ere89e9Y9TRudue4XTrZx0eRG7yLdoOOlsUOloBoMDUrAh2DatpsoJrOGPU8nxEAvJacy81cSpv5H4+7oMTgjuN6+0MnznLGDltMdiq2MNLTMkWEglvE2noIRUaFHC33JurfajT4r8Pj64xsgjuGykYudRxzOPEnM05lbja5oRJJHclrWGF2kuyDhiB6VLvJfi0TkLhbkHN5OrpZNFSSVnJPHUukikdSw7bji9A2VITaQCtlMmFnFqiRXIxqqjieva74ot66aIbWV8jDIBG8OaM3NLSCBXAHIjHMK3sG4mz320uzIAPPYCeQcQ017McVxf+UP1ucvbfczW9LEXuL+x44rlMGU2Pj6AcJlY+YQasp4zEm6+4nzcbi3p0RzmqiN9ec29/BI2GK2oZ2QtEjtNNTzmTiQTwqKDsX0+bS7gEr7s4GZ2gco+AyGXGtT2qP0tZnayMh7m217Ore2AoiOAMGsCjm7nTEQIQhg8bnsRz3q50ntL0axe7r6zHB8g0uoCOXy/MqWPEZ4mo/J2q54qwO0DfCLMbC5gnSMEctwlY1exZ0CHihf0mbCR1kd3J17VVydVd0XGdGA6uFe5XxKS0hp/s9C8z0QcnzR0gh5ckcMwok0bx3EDSN7FMdDK6LvhDJmakSSO6okTOvRUVU9XY2BztDjRvFWXudmcVX11yDhOPNHe7PRmy5/PwwsirC7utAsydYeWDLXm4h407lrZp7uB6nQxMYyYMSP3JV+KL62UuqCJpieHDjXJo/WAHFa2e6t7VplujoacBzceQ7/AMyC53Puem2QCA43TYnB3zDACriw0jrS/Ma80/3dIWS2B0x0FadYyOjhZN7rAnuRqftenNXfV8lnOYi6OSCN+JpjQ8sqdvatK7co2zguiMdqcNVanHina1oY8LLYjWp0GiLOYPJHSRHHTZm5q5iW2Ob0SMFbAHYUBjX9wkTZHe3MjnkJH7iIvo1puEO5wxTW5AYQDUEcuHfx5rJkjENa0c12VMiOaqTQ5bJb+iIwm4aS6lMsg7EK7riX1dzkb2B7WiaGmOZDPOD2J+KmjRjmyQqrXIqers5urKYbpYUFwxpFCKtcOThxCridFIw20/8AlE+o9nZwVZ8e67nHxp5H5V8dshspoLi9xg15XHU9Kbd6YDPyuWCC/p6qeuIGm01EJZrM5RHpKHWT/MxK5j0bHtPsuDrTp+fqWVlvFFtQEkwmmYxoq8RtDIy4GbzHHwta0uzrgMcSKK92+eWOzeGsLMRTFwrk00zGZJoKdqtThrkGqTjvTx8l8kicuFURDx7Xb2eRHyVtcBmRuiAzmpJ+pH3Gita1Q5nyWEiqjEeje3uR6+uO3xjZ7+Ju3w28MTm1PlPdJXiXEkAMH6jABQVzVdvLK1j5LgvNTk41pQUzzx4ok8ZyLT3PHg2e4Rsc/liR5Vine1zDiKz5wqUl5kb541j94+Byye8/vaiqrPgnRE1NxDLavLXVJca1K2VtIJ4gIsGjkrVdMGq1zjj6wmzECEDsDxiB2QmmQp9or21kVevRe1HdVcreiL16J6rM79IbqFAOB+XoWQYyDWmPdig75V5/u+OOStPg7PY4+shs6hljnoEuwIruIy2jQzMjAmsbFIEXEcGnuI93bEr+3orHuVfLd/iunb9JeS3NwIdDmeX5h8kQPZofg0gtc8DVqHjDgCDgvLt+3LcNu3ea3kn0sewaW1wDXDChGLSoRe8lVU2Gsyd9SQ8n5G/qiNxaJV1gV9V4kDLpLI8i2CNkCtCbum18koyL2zRMjnavvtkRkaecw2zrveo2bXee77wyUxNL5SJLh0oGoNILhodEA8kacWnwkElcVcT3F08Fzi4k5l3ox/swKke9ywe4wRNzxpTZ6mkeIBTBG3Q8RpmJxxd3Q6zTaOxmrpX2Wdy5RUQcxJ1QszQUN7yWsgfNH6xtq3D7N3MWW/SXEkvmGTwGkc0rWSRRxgEUllDS9obLp1hlGanhpQPY+MhxNGivZy9fzKXAF5LlKg9uyEgs8eRc1o9Y3OWTffpzyYbCKzhqjqdsFfpqwG0EgfDIjUjHa9zhOsjF6Yj5906YmlNi/wAvdJLd4ldK0HzYwWloo8F8LnMJDgHBzyB5vhKNuPLidABRznAEnj3dirLN8n6XccYR2uHxsfInIQVptcbT5yCzpcpBYUFca8HHW+8utUbWw5kyISOaZsIvz5SOjYSjYJZnRp9gfhZ0fc9ESSvg8+WHcI4ZHxtkMkMT5GtklMcbToc5ziP3tGuLaRkkMqeytoba3s2xyvPnDGmY54dvag55g8UvP3yn0+JueRqXN2Lqa4HrMnxXgtpmrAKDRkwvgN0F+lxZDm2rrKujUcop/QccRrmsSNivX17na3bbKCWCG3uaye1JIyji2vhYA3AAHLtxUSSQSABrvZPDj3KB8t4Hkzxh03HHDvM9lxPeW3IAjjgSOPbkqzFwdPWWiV6Al6cVY6+y0YErWNijEbNCK1iu+ZkcnwyorOCa2kleHxuYKYkVqcq0qKcxWo71bbK9tKA+ScwaH5dqLfjvek8kV1jxadUV352241PZ6YoSGCa75e09E12ey/Id7oEhcbIdS1x6Bvr4XQwfMEyEvbLJL7nrSecZ7ouvQxwcGtrp8btJq0OdwAOJpQvoNRIACiVnuceuEuEWJxxA7B6UV3Ne1irdqudqbFoGS4hBqcLVSshGjmuJ85SC525SpDk7WywPtlniie5zUlWRXNRei9L+59QbLsNn525TMibGPZzcTmQ1gxd2kCg+kQoZtt7cNZDbsLpD4nHg054qTcA0hlvWHw3wtDScc3NgDcy5Kh+WHsOUb7PmoRUWPJlyC2Oe4oM0TGksFPK+SumPb7ysc3qq+LP623Dra/ff7cJ7Lp6PVGNQpJc1FHAOOLIq5hlC72dRAK3cG3R2DPLdQzONSf0K9+Yc3Pbih6QKN51vQyfMkrG7ulOoJpWOsoZ2ondMtYxqFwtancxyP6fBV9cb+IfTQ6h2IyWjabtZVkioMXNzkhHY9o1NH6zRzVu8sY7uHypAHPaSWnlzX3IevdlbS9EWhLa1cEr4J7ICGaL3PchlMHjlj9ob52XvjfIj2e2H+Od1T4RfaX7Px9WXXNuxxY+RgcMwXAEUGo8eDfF3Y5K823ne0OYx5aciGkg1OkcOLsO/DNcZfvafH77yXnTZeHth4GaPiIfLcc7TkHVcpZzmC1KDxTto7MBQ8Jcl6akEiJl3QHEugabb09e2IyIXVNqzyADoRuot4UIqCKKhpa2oeDVEz91Zw/5HcE+D/EXG3lnWZOv5+qZdifyEXmNJZbSw01tfbC7unbPkLaWdreza/lPYId9R0FjGYRCVYkPdG5rfsMKHkF1RkuhSzxfj0Y9JZBm9ZoYVbJMxVj9xjFiaquR8jPi1F6d3X4eqQ5pJaCC4Zjl3qC1wAcQaHLt7lzhjxO5HOGKH458rnvt1QoEInygzUkAE/vFTmgThlaueUR09bGyaRZElcOsjYIXwvRyeqlPqUmr8xtUzEw5PGXN6WElJLp4Sjuf6A2wB2NZXnUqZOvtpbuQ9xi1hUifNDxyVhRbIXSdUc6RCJjzOL3wj4TycH5XSD2lgOeSdovJzOH2WdHNmBdNLJSjaaOOGejiepEga+53shljVZerI3lNR2epXpw9VaobWCzW+Q5ZrAKzOXtLHptxzDW7Wv0SN0EZINwdnqq4MgW5vBnfMDFOhiUYLpAiRoiMQoKri6z2zSfV18OA8gzPzr0BUHzH/AHjKsCaKsBK0hUt5h3w6OVlHEO0oZkQ86iK4eWCLuSQf2/RE01mS2dZcBGmcfeQgVaQKG+xtLnymqjIs8xbKOI15lf8AnZJBKLXiwMJbMx8znJNLCiNRUa4mHZ6ljMx2pWKzhiwvki8Wd6qPaieUFBHKZX1DoGV2hq2z69kPbZfNJP7cyNjkVehDfttY4nyyWCqyukofl7xmQ8lbawkrLtHZVPJqkv1fEsJQUdqyv/Otj7ex0wxSEK9WvYBPE32/aRnVXap9SyDYHeWNmOMRgPKWrhpC4z5j5PJWrYMe1K2WcOh61+jknt6t6tSIgpqJYxzKxFmd9tUKK9y2Mjxbp6q7oYEwvksOLJY1x1pb3XkaMYHBJGZG+P5+oCvpRDg4F73FwRxxtkjXoiTK9yIT1I5dR+jOi/0Fb/6vI9SM1QckKnJD0i8GeV5F7lSPgflN6o10jXORmd0blajoXNlb3InT7Ko74/D1j30b5reWGOnmOY4CuVSKCvYpj0ggu9muK+arhnx7ueasNbb4GXJcP8O0DtBEVo/lLC80ds7PDvNvTcbGj/kqpMvO10ck86uhKnVRWxORiuTl/saWBpfdzNDjiQ0Gg7O7sWn3fqe02y4ZaW0Lprt9MNWDa4NqaZnkOGJRd8YeDHGm5xeH1F3qOULzMXFHBd5+hKCzvFpjQ7UggqK0vw85XTW0dlbDqxzxnzNZHGjOjWuVy+sy2223tyZGku1AYnADu4rnd06u30XDrLRbwviNCWgvxzNS7AkZYDNEXxb4wcf47QbFsXDPHVDTVVlVB4e1OHTY6m+rEFWY7Q3hegntEq3EHNcwUZrGP9tvuO6d3T1nusnxMY+eERueCW1oSWcDThXtxWr3C7u5beE3NxO+aRpc4atLRjQAaaV7U98lfUA+bPGPJgE3cGRLud9caGvp/m4KAgmrz7I6Zmkjqo2BRACTSudDHP2QrMvwRXfD1YaaXJhBozy6/LtVuxZA2yupXhvnhg01zNTjSvGisnfY+PS8dbrIUzIRbTU5G1z9fZne5ENAbYiPgGJKIY1xKQjvd1VY2rIjfwJ+D1NxGXwFkeMmCx7a7EM7Jn+y1wNKclvYSoOx+FxOWszq8ywzGWpqKwsAISGhnGVgjByDBWG9k6DkdvVvuJ7nXr1/D6iZj5Gg0o8Zqq7vI7m7fOwEMe4mh4A9qYRMhjaHZa/kCurpWa/cAUtXqrVx5crLKvzrfbpR469ZUAD+Tavcr42JJIv7Zyp8PVEVtoa5pJo8gkdoy9PNY8t/IY229axRk6RTnmsx2higVyRyRsf2OXpH+3exydJWfi/ivxRPgv7HrIY1rMGileKwJnSSDuwUVl1iQORzUaqxSJ9mdyRsc1io5Wujarlc17fh/f8AV7QDg4Vac65UVtuPhJoaZjOq4x88cNasnf6IGku7MLE/nIlxLBSpCwssM+Jz6+xjnJlUh0ookrh/l2KkEjmOcr/cb09eVRtOx7lPt72MqHExuOelxqPWDh2BfWOx7l8S9O2m4l587ywyYDMSxjQ6vfQO7dSqrG1Xzos7wxzBhFmbLLBewFZ8t1gOxQmPs1e2d5SETQuf3SKiyRuXtTt9Zk/mSv0sHmzEV8HLkOQCz2GGNuuRwjiHFxp8qq1ZTchgx7G4mNmlHrK59hY/L+85o8YYPcQMIQWxZJIvcRUjazq34I1PWRt2y7vuVGyBkRc+gqa+kgflVi73zabN9ItUrgOGAr3nghVtfOzj+oe4NmTvp6v5GCecp847jIoYXdDoVBcscU0jB3Oka/ucj1b8E6p1T0W0/Cy4lZ+9ux5tSKBtGnDA1z9C5mfrMglscDWtrWpJNEFPOnMoXNPKdBEIkpdRjMQaogXuysEMrXWLrczTVVe+aJY7loVhDCc/25CWjo2OJsjV6Jwe77bLtELreY6C19HVx8WIx/u4YE+lardb5243LJpSNDW+Efp7O9TPhyoz/J/HN/A3Q3QNrmrEamecYG76ZJHHEj/m5wpY4rClgkNc1k5KRse6LqxV6pI1vzt1/vF5sm+wQxxQzWFxCXkA+Our/sz7L6tqQ2px7wtfe7/HEwWzQJGhoJOf9ivHAV51lR2nDupJmZa0tXDb8UXpojq61hrrDvhtsBbFPjUI+slI6PHWNXsC92NH9qucidx+H/VUFyzy4nNa4E+AOBDtPtaRnljQ41rSoFV1Gw7nBulr7s4+Jo8HZzHcnOv4srLCEKLV6kGqKnKpxYKLHiJoNUr7mYkYI6/kOMFzPH8VyeM8Xrayr1Jij9mLtnTu9vjnnmHmxClo5pNX1NaZhoGJIzoFmFrY6te794DSgzxy7leHD5gw2zyOK5YaIKHfavMUPG8lxZAm8hS/TdGG0NtxdUk8sMVUex/y0oU/sPDm9tGOfA/tTRbrtER0Xti1zmtc3U8to01IwA5jsWfZ3TZKw3dA4tNMfEKA5nkvoiv5Y47+8ibUZhjRr68HgiZisf0iYy2MYkUbEoOvxX8P4Vc5VVeqqqr35DQ46QAOwAfoXINA0ivLtUmByltMDCUE/KiHSilTy1cWXzIk7WDH/JxgNnFpGQyGpK18ksTlakCInTuVVVILQ72g0ntAP5wo1BpwqB2Ej9K3PzTvFlYMy1y3zfSRzkkpaRo0yLB82Mg0/wBE6smlE6dzJu1fcVEReiKvqPLZ+qyv+FvzKdfGrvWfnUbu8xICC24sw+PbR8jxWr7mNx1lZpLO6SJGPnNzL5HfKOiVFXv/AGvxYnb0VaTDCcXRxE9rGH9CopE8+JjXO5kAn1mpXN77094Vn4MbypPrss8q/wCZfG7KUJVnT5qnoqq0ut/YFqVorIeuEKAzXytTKpHyyqRLP7LGNVXr68+/Em1t7fpZ+4W8LGPtrmKRxhja2VzBqa5seho1SOq0AO8IbqrQLSdRRwx7YXhrWUe32QAe7AY1Xzh8d8lVa76349GvPzhrMDsMhgLC7J3IklGfE91yUMbXlMAFl/NE+pIiBOpw2z1xpPbDO1iw96fOm8bLKNri3l0XlTXMEs7WeQS4O8GDmEkGVrwXslfR7GkuaSHUXCtdLFI0lrQ1wrkSKdteIVJeYmml8XKXxq3mX0uoHl495EsMizAR6mQjja1x784YtloafLRVrWmWD6ayGjs5Y7FUro5okiGR6JKz0b8GdttPxJ3TqDZ9+sba42q9s47iSbyi25ZKJ2hsDrjVqjZqY/y2iKsgDyX6cD0GzwMunTQzNBhdiHEY1rlq4UQ05fYbO9irjJNYDvb7f3mm04jc+KBRnByS6Qpj8JFTyySTi1nyqoQFGQkUkqI7tc9k8Tk+sprG0sbaP3SIW1rbsbExgqQ1jAGtoSS51AANRNSult4Y9ToXD90BgTx/t4Lov4x/KaYzecp1JMFgFg8PtqKKtDEOluqbkzQwVeaqp3o4Z1e8kxljMPG1kk5DHxdrmN72OdhbdvMTt4ksJ3TCeCATFzv8tzHamgNxzDqVB7xWhUXVrRsegs0lxrTPAYehCb5L8Kcy8zajiuux+b0ms2lTJdvhFgjknMGZ9UCmjgnNMlYyCNo5bmsZLI1/uNVEaiIvra22+7Vt9jM/cZWR25cAK51PANGfbhgsWUSF2hg8XGnE9vJEN4scObZLknm7fyJj7Th2+MCwdUFe14dhbci057a64spZApTxDcfm7JXpLEO6dLJ7Zfb6sH7vXGb9v8UF421294ZIQ2R7iKljSKta1p/7R2BoaUFK5rY2lnNcxUmaTG3PlUY09GCLexAz+iWujSnjnhBYa+ytZ2SxCXJ9q2UcmzdXlSyyxlQjSywRPklkkYwiV6Kkz1cnmG4xW+9PdJds8975Q92ok6i06mh1Di1r/HoFGlwBcHUAXQecLdoiA4cBQfLvVsZuKGlACGroA4ABRIhQg66CNgIbl6K+OMRqRrAxzGqqr8Vcv7C/FfW3hJY2jsT+T/hyosHUM83fLirtprlhMAw7ZUe9roWyyPf2Su/GNRIo4urXrGqKnXp1an7PwVU9XxUdmOaoGLQ7hmvtl9d4tcl6Igc8gMzkIeTaFNJwVytyXUclgmgXG443eacuKuAaSXM1Ffa1VUlcWJTXNLbmPlOlMWCKeCJskT2uRWcfu3QvT2+Xc19uLJXXEwANHltAInxeEto72XmoJcCQCRQUXWbX1nvuz2sVnYPjbBCSRVodUmRkuIdVvtMFCACASAamqGonyA483OiT/wCVz7xV627Ku0rSAOPNRV1J0cQ9fFaBmDLpAxqUKhMz4wM7SvbVSJpI4OsTnuWi96F2i/nM8896HFwdRs72tw0DTQYUpG0U4AkAgOIVy06y3SxhEMMVkWhpFXQtc7HWa1ONfGTXiQCQSApjdcoZXWGYTN/93nz8rCbfAUQ2f0cHH59PTUA9jPoSQ89q7JL1odToqmYVsBqlwuVkUwvuSSNVXJN90Pt19DHEbm9jdFAImOZKW0aC4ioDaEjVSpFS1rQa0xps+sL+zlklEFnIJZjK8OjDquIaDQl1QDStAaAkkUqiT8RCavTcdl74XjrnziSz0pMFXdYDyHjsBtZRl50ZYFWvEMPOaTRTvOeg5scqtKYz7KMa1GN2WxdNWXT5lNnLdS+dor50rpKBgIAbXLM1z4AGgAWv3vqC83wRC6jto/K1U8qMMrrIJLqZ5YZcTSpJQujZnjJrRb2qyXhpL87pCrzPkmc7aYV0rYymQSlDzT1s8oxIt3+LeHHD8vAj0hROqKi9AtJjxqnwGi4gr4s/jLHNeHsWQWM200QLucLgw0Ld2NYTBr2Voh9XIw2oRQK+KJ5REErYO5Eha6KNryY9q2K7JcZrRCM02K8WJax28At7O3g50tz6YTMgV5FEfpyzbEOIkrSB2hMlKEB3Sjv9v8aRD0bG0nrV3+PUdN+fmvMrM/wLSyGUkUMxPF3JRO3093BU2y1ldYWQDgRB63OJVwjxxdyqRGQxY3ta3tT0UH0quY9/92/pb7kVjuSOC474G7MoeS4rDfjZ6YW8q7maCzz11FZ3NbDAYy5FewoJqNdI+PpIxyInolHLdJqPu6r9jrKTR8D28OpF2joEF5GrTYbtM02ez3k1UGHo5WmWFLD3PsHDMdPDE1Ef0a1qITxKQ5/kPwMrw3ci1nKHCNRDyQFaJNo7nkiqoitWMMoVJdyTR396AVPLEufgiJcsTXt+WY53RGovoniT3Xb3wgoNJx+HVcjcEVesgEql46rQN9mYb1lVfUNrc1S0lbDc/PNpLbPQFltVI0FmHY6R3VE6+iUd2qcieXPiue2GQPyQ4NIgIrILqEuPlPEqC+rKVUENQ760gaQmo1zoFV6LMxj3MRzWPVCjSeSu3OaTPbChqNTk72n0+ZvwBrWi0Ofsg7ikuawyNJhLGrtK+YgE8ImJyOjlie9j2r1RVT0UL01H6M6L/QVv/q8j1IzUHJDnf4q65J8Ptxx5m1GTQ7niDkHI0amFOBES30VRfVNcpJrI5XiQIWWzvkRrlY3qqIvTp6qJaJKuFW1xHMcQoHsqhNF4sbnccIWnGldms1w+3U8c1+O+lVFoBcQYhy1lZX2fyraoKrrbYqaQCWZ8saxoRKS5717u5VxNyt23E8jbc/8ALl3hJFMMxhU05UrwXF3ez7rJvR3WFkRAlDgC6lQ2lAaA0yx9asql4C3dLS0lHE6rfBSUtRSQzsNiglmhqK4auZO5EgkbHJOg3e5qdURXdEX4dfVowPKwLjpzd7ieSd7YwZHlxGutKmvLGmScZuE93LK8h49TKRJCLA+R9mnV0YUbohWqiQJH+Kjeqde3uXr1VVX1dl94nIMxLtIAHYBwUydP73IGh4iIa2gGrh6lpv4U5IYyRow1PEkre2RjLZsaSIi9zUl7R2pInenX49fj8fVryHclaPTG7nGker/F/Yo8bwZy5OiLDX55rv8Azu6+7UTq3o7t7Q3Kqq7r169Pgv4evw9PIk5Kn4W3d1a+WP8Apf2Jhf4+c1PYqOGzXVU6fi7rqqIidE+1MKv2lRfivT/yepbbup4lbk6U3guqzyy3tf8AMFHLHxq5xmRVhr85M5U6dJNMkfT+83oF2oi/s9U9ViEA5E99EHSe7k4+UB/i/sVU67xt8p68VZM5x9nNYbL19sOHkelzIkC9F6KXYWFYbL07/wAKRDS9W/s9fh6yWQwBvjJ7gAT+UgLJg6Pv5HUuJI2M7yfyAfpQp7/w++9N11Ib+ZNX4+ca2a2Igg4h+0L1cxFWQ17jbT60+l9gAuuVEbHGwN6yq/vRY+3tdQZ5BUxQN00I8bquPI4eEfnXR2fSGzWxDp3yzPqK/Qb20AqfyqEZv7snz+oab6na67IbHke3BdQW9vcbENaenomW5NmiUED6J5bCyl9hz3vVysla/t+yqKvOO2eTdt1F1vccYtWR+HR7RcMmmlPAMTz4ZLu7e9t9nsDbbGPLke+pGkaQKZ8au4V5J2n+7C8yLKNn1RMKTK323OWbeNex0rVckhCtipYmumkav7ZU7kT4dfW6jsbS2DhaRtYTxAphyWtmurq5obh7nkcz8sVqm/daeW0xZMjqrjM8QoR4soZezR8KxOiWF0XZJUub2zNcvcq9eqfBUXqvqtkA0gEaXA1qFbLnE1XPPmP/AMP/AOcNnpyrji8XiMeklFGaPnzuRZh4YSZIVjs2TOJpJlkDke5ViRr0WNPs9qp+Dvtl6mgtYRFfBzncXAAnsOYWrubJ8jtUZwPA5KBy/cN/eZ1X5sWGfy3AMtjmIc5aAfUOThZiIb+ghJrig1Lmyz4zs7eVxDkmFJbI349O5HdrmcF1jsmy9STTta6X3a6Y5klCYyWuoagtNWvaQC17aZY1yN1tu90IilpQihAPDs7VcuL+4p88qWyA1Y8nFuP0ukEUncB1m5jNoKqzdX+yrKSsKCs4Ld8NpNNLCpLmiRhzSQtgY7o53zxvH4ZdU3UD9v8AKtbuxgdS3Mk2mV7dVaSOEbdHhAB01cXgP1UwGr+yLhxLNbREMsyaeimCuyw+6F85ikpO3L8TK/F2Y8VJInJbPduBWBRw29gTO6hZJXA371V7xmN99DG+93Nb2x+ub2j8HeuNn3Ju7WxtveXOEhBl8LSHGkdNPiLW1aH+zoOmhIqsza4b7bbpsjNHltNcCfVQ8+JzXjTfcz+ZNhcv11PQ8Ss0BKTR34VnyQYtRqBCB1anzMQlEjRbiF/RHTo1Gvla0hFbKxq+vpTYodzgtxabmwNtyAQGuDix3EA4VFfyLsr6+tJnC4t9QnOYIw+XahsN+40+8l/WfHuK+HiomNmioyZCb7l8kywKomX9VZ6CGVI6JzICyYRplhRnVrXu69Uc7q30KG72f3AWlw15oKgBooHcDnzWkMkolMrHY9ta454rvByBaOrC+QrwGqstJNUFba3BoKP2VuNIXVT2pgtDSuNdCO2yvCR2jDSTKjGySte/4IqeuTx45rOGQ7kDNt5Rcs5oysO0/jHu31xYMhf5nUDjT7y0pwqFu10m7rroiga+L8x8wNMMdTuhY/q9TZZIu2EV80CLDkPIbnueCCC48dNjs1vrW1NpNnVZ8rHcfjY69pgrzi28GnkCsbW1zFo0xALUgiGK2EsFVrR5YGqQigRWhxpzTydtNVUZnZeOuq4h+qgSXDLvV2RptSQNXgwzaHMgnV9AokXIlJ8xEV8kbKMAXW+4g5kpcawLFETN50eIvMHnL4l8hePXBC5deRjuRODuQYo9ffkZqpkzGB1VwZpWx2cNbaRvs3wWMTBx5o2QzOequkZ2dfWo32xn3LbHWluAZTIw4mg8NTWvfTLHHAHFavebZ95ZCCOmrzGnHsxXKvg7/wAPH5q4HOuA12V4ZsbuPSZ++bYC8xWhCPmprFDYZwjY8vVnBRSDEzQkgK35ZVigZE/2/dV/kPVXQ/XO7XjZttdDHbiF7C0uYK6m0xBDgTUNLX+0KvJFdNOfbtFwXO1BlHCla4jnhRW9zV9wf5f87cEXnBN/W8NU8YgAdpxXsk28n/wPv6MpsVXZ2VPXZv7dBd1BZcFwwRZCiopla73O1jU7D8Hth6m6CutxvN00aruRr9DXNkDiWEOq86XkNIYGNcQ1oB0hpJW2sbP3KDyWu1DVXHtVbcf/APhTJOL8PFm7DQ6Xmbly3FES85mO5NrePeOMTI8SVhgnGfDwlPe2l8QCS9qC2uhsEnZE1ewaLqjU9cud33a7cZnyRxxBxLYGMBB7JJnUdSmQY0Y5uICzTqLNNTWuf9itrgf7knz3yfCa57Z13EGf5EJ2WZmsx8vyRI/O2MOMsDLROQijBs+NP9a19i4UqYZsXvRSjJG6RGIxU110BHJdSWYLzcNaPFQOoPo14BuIFO/iVMTR5lHmkQy4lQXyV+6J+9d3pReQ4NwHGXHWZvdAMu35RXyMra/d32UsHzj6yqylUFjC0x55oJs6DWbjCD0SVyKka9rmYtlt0YeLzcHse+OImKEsL2iYew6V5I8xoIBLNIB4kjBVTu0RH3PGcg4uwx9FVt8QfcNedPHVcmV+Q4lrcZSOHgzFNWcmSFRQDQRpBFN/jWebNGQwVqNkdJJLJI/49yp19cbLsO9XE7ru4LX3cjtT3F1SXE1J9PLDkrGzOu7R7ve3kwuxpWpLvzelEiN9zp5jsb2SVvGrUasLY3M5Aa/7ES9znP7qNFdI9y/Bf/N6fs+rkGwblAajQfStvJdRvfqxAyUmrfui/MCvT8XXcbMd7bovxe/Vv2lf3LOr3Ucr1e9Ph+wqdfwp6zm7RfkguDad6tOnjpQZHNScb7q3zEEMDJSt41JSNYvmlfuI4Xv+Ko723MpV+ESKjl/B3r8en4E9VHaL0mtG+tQ2aMNoT+RfT166tYaXoi5n+aWUKsOUsfaVnG/nBq7K64y0WVboPFXkmrxOTqogrmO/jF20FlrcuPDo4pUUmrKncsU7mfLN7nvSNxVty4elCNY0+7kBLCk4G+9ruj6MelIV135FABVt7XSWEMhP1Iim2ljCbobsR5Up4QIxkMSwxCvIHimRWFOHNqs4rE8hgm8mGzcUfeQ2y8fYvMcW4KhF8l6OWl5TydxTWIllv4SGbGGeLlmrlPllsi7FHywmhg/KEywrI5pKjmEdXh5UnVXGF+PYZryRypMvIWnelf5RbWv3vIksDYKoeA+quq+/0wsWJLZD3V43zPWKT31Vid/VSodnwQ3Dcg0tjQtLrNzwUbpyrsiKnoDvG7T1b3wo6zls8+VHPBLbyQIcOlk4+IZiNmGkR6SNeitKqixlXdGRUVF1dcgeP9jW6q4UAyyTxM1rW2J+J+nHFU5wU1uWeILD821YJ52orkVzoJGrG5PRPWtojknOPYsI/KXDouYQu0dCMX4sawwN45Vmy+qxyXR/ToEaMPN2e9HAjCnuSZH+93IhKFXtwSXHU8l6XK2Wq4zvtLBSzwWUOO4duOP7bsAsBjg559I5i0VxXj111DA4OFXOglajlmlf7iIUHJQLkW34D/WMFKNPw5TRQWp5OlqNP49GaWzutE63fHr7muuxaQB6XhtQ2YOcp8hSIkqyvY9qo5WCY0UOo9Nlb0y3Jxm48e562kuT9DRMd41aAQ7M5zTWQ1NcXdGUkYw9rZlk2QsEzYGO9+PuIIJdD9mMnrTXstNxPbaMMB+m8di8pndGIptdofFTR3BdHaAlA1N2FWGwyLWA2tpaoaiESN7QBiY5JEIaiukKce1bZGi40ZaWRlbquEx7TOOkuK5YfEi9NtqrjjL054pOTKkGHZOe6sqbytUZAJRJWxiztjjfE97IyY9vrUYJh4nHcFVW9x4nEvuAg7seMvxNtWkHEF1ERwVx8r8InSx5Yhjo5VY1Bo4I4pI3p7q+iY9qvLI8srXLx3V0XLmODysthmcU2preBNZnKma2qXFx3VJVV3zADsu++FsAnRKrJhg5BpVa1kLl7CU9aNXUfozov9BW/wDq8j1IzVs5KveOLcSg4cprw9psgVRQ2NiVHXV51vYywBkHTyRAVVWOXZWZsrWdsQ48Uk80ioxjXOVEWXe0UbkgfsPK3y6o9jpZ5PF+zvcf+s66oR6GCHUw6PH8c5WkykLtitvXZKzz2z/O63tLM5joSoPlIq2UCCIydscxFKuaW81Htp5PeRPFg1JrNk02ITMcBy7rZ4O+43t6Or0nJUWgurILNu5mq8nb4ihi0uC+wPXwSOtQbUcKOWKdZj2wkoD61rW/k95fl7TK7DI8J7bU8c3hl5Zh4LO0Hyc8+frG2VBSyHbe+zLWQCac7OPuVkUf2nV2kp3CFe3GZIpA1vEqScm+UPlSNW8O67F8IbAFsldvdhyLx0JhrnU2+nzVfsMtl8LU1p89XXxZ29vKwyztyA5ShjgawZS3MnWNoJBAG81p2Hk55fxx8pFU/AewuY52QE4qEbKaaJoEFbxdkGW/6vJbPj2tl00Og5MuDJKiXTMAlVoM6TjRCvhVhKN5p3N8xfKZ8UQuP8MdxfyB5mksFtNcdY5ZdLczAomorhwanLXUtI/HWjEhmmnhRls8iP5CLsSZ0JNLeaebTza5GqMVRaG14crM9sddzLQ8Q57ifX3+ky23GMfil0elsbVDcdLXHRRmlAJXSVkhoM8VoMPMTDYq4RCaVAzfObyF2cuiyOA8T+UqvSU4tNVaCeQQWXW4e/1mVTW0FidkrMAqpipfbrjK6OcwpGklkBkLHGKs3ZFU0jiVP9V5rcoZkDiy0B4Cs9uPyFnMfex1uSh5AfpborfrvbQCjwufsePhjLK042y+KiK2UVl9MnqHWcPdG1jVc6U0jmoDaeWfl27kAJrPGzXhZXOWu8GJZnaDUXWP3VSVlomYG2ttboMHS3OfYHqmTSzMAgc9w8KxyNdJNBEpNLaZrdtPMzyaLGPsZ/Frc8WwYs6y0miE0tJrdAt5iK0/MZsVg9hn8PbiyKYVtJL6wiqvnbiupMwb2DTyEwKhNI5rqBVPsZKutkt2AR20gAb7SOrnnJrI7Fw8bjWVxJUApRADSVckL5Io5Hx9Fc1qqqIVCjPI9zZ57Cau8pjqurtKulMMCsruutreoAmhZ3IZY1dFHLcWAgzer3wjp7siJ0RW9eqEQ3s5pKFN41tjOZc8Vl9AATW2UAvDmxHI0eizMUiaoysPmPlbkQpSThEHhOinRio+NJZXORzSqoovBy5yBHU0ekP5/wCNZKjSSaKKvbWcC8hPIjnz6jVh0RQbtGXZVKA2MivVDo4XErJGkKqxUVxKdiw2XL+8qhahDfIXjQQi4oB7MNF4K5ANeay7ZMZVHguguo/besQysjElhfM1iqkqLIjVUlByUjynN9xNeQxXvMOFt/zdEJ0O+z1FxPvq+OCkLDHhqxKm6NIKIjKhNtRJWvdARKWqSRpDF0XsJRTXg/caTU6K4rLfl3L8hspaOKcqspeNrvF2Ac9nZvWps7A2zMmHk9wASWNII4ovcRWzInb0VSghcyt1rEptjrQk11fQfLFWpbxrfJWtuMPIVZGMCsILMJGQzQNLVZCoVf3NarW9Woir6xzn6VnjIdyijNxbktkKE5Mz8AwzYUnZLxtoWO+aL6QBz/b6STxynxSStjb0T9r3KiJ0VRFmrdhbTW8IhfJtDYTF2KxoA3j28AKnkJb8mkEE6K8fpMd0lZJI7tax3V3wd8IUqVzA8mOVsMWxyEML4R/m5kyJTp1Jg7VkQeB1g8dRpyGrIivVViRexGr+FGCIv/D2O2h2WhjvDgbKyTJPWUytAdWByRrdhLC2MF8kronRp1Ryq53d+H+8lceZ7lYn9gd6sTnDnPYYHdVlxn5AP1S8SW+PH8iXEhOlNdW8rFfQqUqpMeG9wUfGEJAuhuFhc5Za4yNF7UZJ6856s6t3HZdzZeWpZ8Oba+H7Sq0l2i6OhhYdNR7qC24m01rG9owAK7Xprpqx3bb3WtwHfbt+yX3ChoNVuNbg4Vx94IdBFXJ7TnULHyPyttMzttLUN5ex2TqxZJJ6wO44N31+8ENtJFPLAToq7RigXZg5kLyE+XgiasU8cX2ndHL6YuCFCoCT5E2owFrHJ5F4dhbmQHUpjfHjkyZRq2vm923jPGbaK60PICVUa2BkCsVnejFRVahTTsUg0XK/IomsnqIOd+N6gWOrEvUBXg/kC+sHiVdLUzadjTB7gatghetqKXBH3zko8tR+v4pVUopgtih8ihhhaqbT81Zw+SIOaytIx+Hd9l/mgm6UB4zUaQl+8It9TO6umicqSqS9Jo4/s9ikoiCvtUZneFpthYbqlrygMiDcF7+1y1jJTIj4RZpLmbIiEjWitLhk/FiMe2ZJHtb2qv2FKOKE5fIi5HMgGI8icm8pg77p8UPjvyAVXzUugU2OjQpRbP5gKakGrlKmc+eLpG6SWZvtLG1hTTsT3Vc/lG58qFfIXEWemU+rlzdqJw5t6bOHr8hZpLVW0RBNlJa116W4Z0MwMg8sPRrWumWViPJTsXoHzbsbGrzbR/ILj6Kyu7sSvQ6XgDkWOuLMu2iQV1SCwi8H+VF+cc9YCCXte+F6Ol6djl9Ep2I+PRUpeiLltzDw/cbzyM0khvjPzpoc3Z21GXNyhWeXc2NxPflsWPdU9hUcTVu0jsQa60vamKhmi+n+wSbI+aeL2lWX1CrBwzVJi8fX1xQ7W1A8SefzLnX6HQ6vUZCPz/S0lC+kn0O7OfhH53ks6WhuzdJYzV0FYHCGCyUWYeZ8UUwzpZU1xzHqUGD4K3yizkyeDnmScRdRWss13b+fg0VyVFog2isLt8+Byb9GD0gtbYSKwR4P0sacOOEhqtV3UlRzHqR0+D+As+Om8ih3vBnNvDJL67FhCl8teQTPIKHUVmZAtKtDakgDTaKsxtnDP3PLDiYMpcUsEjY2xsZFEVLjXkm2LXad5IpTNN5kTOObaWdaf/3fcu5sUU08ixDOPIyE/wAowwauRB4n+1G6OZHdrJJV6lPqVhWGu1gT7ogg7yeNglorLPR1NZxzjiI4DiM5BDDswLQTPDuBtBpIJDY45nuFYc90ToVT24kKMOxR6HZaO1x8cw2l8r662AuGT1ejseG6iGzug7FkIAALc7DTA11tVFey6dikQtKg93udJEvonqVrcH3enK2OxrNFd866CB4FdY0s3J/GGfxGaqQmxBxyAU13SVVdJfXxExXuFe8q9vYrWRx+2/uKD6FDy9fbxXBBsN15MniV3JXz3UHiOlKrD6fOklV9jkK8grPIXNhtFKTGrjhvbNIaMj4ikjR/Upp3JhnJ1lcEbnxNn5UqbMBS6vPaMzi7LyhZaUGCx1MmblJfRiDkkWFX/wC5yxbFJRmzrCxXe4j1UnqXpmtpqM7YVpNtdeWV4Iw8Q84G+4Zx6174kQ1k+btiaXMVprpzJbGFjiY3rJLNFD7MiRtkYpCO5aAGg0+Zx5R67Dy+MDub+AMUm74eqbzT5sLPqtrb2HyX5vMNErtTBdwgxTnxExxurXe3A13e55PUtmz5CvmPYZFeeWMM9QLTwy00HB+VJJtLF9VMCxkSmZiZoxuhKYhT44pYWRvcjVVkDnM9Ep3JxhtdXUck1WUsN75K6OWvscwYx0HFGMfnjQCjoQ7cu11IGOgHGrhbGZIjWDvGnjDcqJHIxqyoThwRk6j9GdF/oK3/ANXkepGaoOSqvI2lxScCx2+drfrOhrMhfHUFQsBhLLS7GSzlqa+SGvZIa+EywbHG/wBpO9GOVU6dOvqX+0Ubkgpy3lD5vz2OKyGx8bM1VbrbuCLrxIxtSDnwqwMYUnZPubl9xcCVTs6ScOJ7qyytlWf5hkciNZBNSrlG88FLKTmXzD0drun6bx5lzS4Dh3knaZAVB5bPK8lb14ufXjXJzO+fmuoL10rLFhAoyokccjXvnY9UhaSjea2jOc/OCtwF3YQeLmeK2FLtsZngacC4KUC1zM9PeG7u7rAUtEmetHOBXwgL800MmayWFsz0ElmcUUbXNeoPNPm4ZWbu+k4How7ZsHGdXx1hiBrpalT9Zd6Ow1d9q9a4oW3ljw+XEDAPgFrmQLZyJNDLIO/4FNG81EBvIXz8uAMmc/xkqsoU2wOrtPTkwXVo4k8UNYB7OYyA+VKbj+wO0Ik0c4bbW6VtKY2QSH5mJIiUbzTfqPIPz7yjJ9lYePuZJow+PjdOZThy3qVtJDTarQR3g96sTrG7N2R2SzQx9bCE5BRordYZ4yJYWveQBvNPQvkf5gbjjrK7rDeO2UsjdC3kC/8Ap2hrdSMVl6jPaNKanwVwATYAWTORVaB84SVGiVFgr4mVzp4o5TGEo3IlO9n5K+U+cwXMOm0vB2fzWoweUx52QqT6PakVPJug1m7ZkBHg31IXawVrRUCJgfTSe7axLOCbI+MIhvUooK54LYN8gfNP3JhQfE4QyxIdcQ09iUdOJWZsnO2mzrLYi+WS1kltg9ADlwyKZa2VHFpejMf2xRyk+iUbzVdweTnnFtqbF6PG+N4VnmJNjQGW9tT2RVCXpMtBaF0N1XVtZfrcE1sAdxXvOsJ50bI6ne2IBhZCo95TRtaEqW1/kh5txDALqfGcCpRNbYY/T21ZQ7DQDZ2sJt8xTZPliroau5JudtkD5tH8wdTAujua8EQmaZ0ajzRsKKN5rpUP8x8vB837KFezF8yg6vUdCOxvvewsqJIsPude3uRHdvTr8fRUqGcmEnB8fbEusI04tgNn7GcIjF0kOl1cJMQ7nwvz+fna6C5tEeie0O9O2V32V/D6KRmhHB2Gzmu4LF9z5fTVsA8JjqA3hDHBiFfLQS1rWSEvz0Fk2X6h/jMozntcUvaqMdCjehT6kyC3eztqOt1kHL3lIBRjLoA5BJOC8rDp5JafPwOU7RASY1JHvtreF8QTVBVpEzUHjazr7zyepbQ+r5EANzz7bUeW18C8ZzbeKDgzEVsTjAZ3QsNOjHolsQq418yqo0XfO5qMd7jWxvRSmg7FiO1uniB0AtduPLyQqqmuqI+5h4XzpkH/ALpb7Z09U6xzCCOfLNC5kJsPf2dVd1RvR/oo9SvfhWwuNDotJfWFjzUKN9MroRsrybks/m6YL51IZkfTGVlVBa31hWNBWGUksshHMn6xq5FVUKCuW/I9nYAa69Qay5OFjfY28cI2TzIVtQvmktjVdC04qKaNpxLvxhHut6MRiMa5qOVPWOc/Ss8ZDuTACbeQKEcVpuczXSzwiKEZgKgeQ5I2uIKeQGND3V4bY29szlVrmdW9vc9eqx2KVlktbmOGUb69zm5oqGPnObhqt85EbXpGRHFMg7XytFcxXNRje57Zeid3T7JQtMawNH9g1t3zmV8pJA5KifDBwtt1mRs0Qb2Sj9YlNGj7XOWVixsf3KrX+ildAvFByO32jejexJMZHIkfx6xpJcAvSNyL8WvjR3a5F+KKip6rj9o9ysT+wO9Q61o9NZVnKlWDceSrcdyLyFyNT63HHcAccGuto9DRnEWJI5ehCHsrPF3NWMlNWGrKrWLHBFKkbO2RfP7joXdZm3tqzeZW7XfyTPliNtbvqJ6tewvfGXEBlGNrk1rRjRdjB1ft0TrS4ftcbtwso4mxyi4nbQxYtcGteGg66vPNxJ4qc0Bepx1Rgwk0/lmXUy5VtHW0pPD+OtSKOAQStzFZJqzA8ySZFc1ri4zmvkIm+Y+VmlkWViOR3ZbHtY2PZrTZWyyTttLaOESyUMkgjaGBzyAAXEAaiAKnGi5bdtwO77rc7q6KOF1zO+UxsqGMMji4tYCSQ0EmgJNBgo/b2nIDDTLay33l4AJSWi4cOiC4XyRU9kaOTOUmunmoqwgO8o9GgTYhiGsHdE+aNrlYj3MXaLX4dieaTfaGsKZXF6Dy/s5Xx3goTbPgunZAK4YU4Yi0YXFmGvOgEIOgmF9+Uhr3NiRqPZ7iISncsbtFyAblIp4dP5f0qgWxEZ3z3DGDJ197WXA8VZXQhxQUKQjR1Mw62TiGtSaOGaSGVnu9jYyYdiJjWzWOn4Lsyqk/kKgsbPEwlD2AGYhI5PCegkE8somUK9iH875I43IwZW9GEu+DHdEYpRxQ1UxusPE0NyNyP5YlUkITTjhbLhfIssrYmE+toymUPv4+It8UAxqLLXwDskeoxU7Fe1qxoU+pPFkVuH0oVtDqPKGUSyoD3/KB8XcettK6wqbyoycKnURNEhwltbyGssoPZjQVK+Kadqwdju0nqUfi0nIJFEp9hpfLegjUaCYgGfiHBWF5UgA0jEI9+appbEeV9hL0fG8NVMiLHmZI+VJY/RMK8F0E9FSl6Ihq5V8Q/HzmraDcickYSe82YtVR0UN6Nr9vQkNpc5cG39TVpBntHVhtGgt7GaZ6tjbJMru2Rzmo1qFIcQKDJRYnwM8Ui5dMW/ikUe12UdtDqr2s0uwpb+/ivbaC8t2WlzTaACwLU+zGjke571f1YnRU6J6KdTlpJ4B+LceIP47Gwt8HlLC9g1U4Q3JfJjSG6kWiMzIuijsZNdJYJZj0hqwNVZHRdscfViq1F9E1HNW1wd46cTeOWbt8rxJQ2lDUXthDbWrLHWavVFl2UFWHUIU07V3VyUIrxQmKscD4ofdVzkYiuX0UEk5oYW8a6d1jDYD8c+QVUXb6IiMnO13lJUi0+YowzQxhdHWU0GkdXIPomzTSyiRRrLA6CTsVssn2imvctMzL3qGbGorONOd9vW1Id1Wh2sXlFVrTWYc1o+JJo32WpgIzVwQyvGn6ENjLiTqr/giueUqYQcc3NiQclVmPINtdaZB17Bp4fJN88sWhsago8rHhhGaGwjrrMG3T5RCmMUBXOa5r3DK5PRRXuU18ec1fUWjvVsePOaMgHHRsCdacn8zpyRX2tu2xjnsGV1Q7R3UkJnuOc/6i2OKCeLq2L7K9PRQVHbIHUUk+6IXiblOwHJ1NlfCl3PPuclGLKhKKhqp6GG/0kkeWqreKZr4wGLDFAjWMdEnYnopwXhaLZaEg2Kx4l5azpE4EAUtlT87UVRPEHRk2eiAAGfn7mEmKC9up5YZmytV/tytR6pE3o0mSYZwdxJaoaLxlzHYQj4Gmy1TKvkPSvEie+qMpL8UoKW6kBtrmngjiMfbqtg+azkasvY+NUQmHYsImWuzis9SWeB58rQ6b84Ii9Kd5RxjnRG214+xnAsHgbSC0vJoPlGkge8z5YYL3I4Vb7ft+iepNH5vaLVPrpCeEeeorSjpNQtZK7yapUsbAK6twjpYJWN2sjbEeayrXOpbCeN0YsbX+xPA2VEUmHYphHntb+bVHWxcX81ERWF/X2R8j/JQKa7pGVqDjQRSXpGrkLtRl+elceDHO+F7w/wAMv2EcRGPqP0Z0X+grf/V5HqRmqDkoDxlPYC8QUhNSBFa2o9DZT1lXMa2thsrCKewkDAlsXQFNAiMJa2N0yxSJEju7td06LaunzRwyPt2CS4axxa0u0hzgPC0uodIJoNVDStaFXbdsT5WMncWQlwDnAai1pOLg2o1UGNKiuVQqvoeZuY7nf7rjpvGGEkvuNKTjLQ6ZovJVukFgHyW/Re0Fn5zcALC47PQ5Ut0jinQxFqsSNWLucrODtOpeprrebrZBYWZurJlpJLS5fQsujID5ZNuKuibE9x1UEnhA01JHY3WwbBb7Vb7sby692u33LI627Kh1uGe2BOaNkMjANNSzEnVTGR2/LvJ4tm0Cl4EtriJldVlFSzclcZ1cwp1rDJLHUECSaAkqEsZ8DonOViwzSOb7D5Gd72eglcWBhVbJXLPJIwNQQnAemJOspbWKeqF3HHsxIEleX2jxyTpefJSSH1bXkonuNbG7thc73XoiQlBzTCvMXObUe5fFzQydGxOYPHynxehD0d77ZGxLJdMiIkSRsXRGqjUa93VyOZ2KSg5pxZzByqlfIVL466Z5b7Otrwa6v5B43sZSozCihzzZp4rtkFfBQoO1xfvK1GLIjWq7tcqEoOavHO2Z9vRVtpbU0udsDBWzmUhJ9fZT1cyq7vEnPq5yK4iWJE+06GR7EXqiKvT0UdyFGDyb1djxpY+QtRx2CbwHWTWNi0hb4uHkq346pbOWvt+UqzOS07KWKqFEFnsoaog2M0qphWZJIyHxhu8yPXm4P2CXrW2sWydIxa3/AOYRdPto3Fr7pkZYIw0NDpGxOkD3xN1amvIjXoA6NsWb1H0ncXbmdTSaW+wDbsne0Flu+QO16iS2N0rWFrZDp0uaC9T0rmDlKS1t4aDx+vdBnwynR0mii5C48Bg1dbKNEdW6GmEKuUKbT2QhEaMWZrJWzK9jmp7Tl9elRyRzRtmhcHQvaHNIyIIqCOxcE+N8T3RSgtla4gg5gg0IKcpuUuTVDPnA4E0RZYU1EPFXT7nAgT2UlgHLPeTV0s9w4eYLMlJHBJM5zGluk7hvcRrulapoF4seUOUx7gqureB7W1AgIr1huI+ROPx4za2eGCU+xhAJtoj4YgZpHwdJWM9yaJ3T7PRVJQc1jJ5S5UEd2rwHdmMYVbNmkE32DjlSsBIlaBaxAmWg5c0NqKxFZGie6ybqxU6dHqSg5q3spbWl9nKa5us6Zk7SzBiMMzdgYEedTyTdXNCMLrpJgZSY41RX+29zWuVW9VVPRQU2cjAz2WE1gAtfcWpJVGdCPW57Svxt6bM6JfaHp9VGUE6hspHoiQk+9EkcnRVc1Oq+ikZoPaHD3FVPmywuN+c72SasspbemuvJYC7p6Kayfb0lpTXEE+uJHtyCa90Zb1jbLG1J0cjknhVEKViOxmmByWUrWccc6LDVDXPdDF5TNCPr46okXOUsJ96Rq2OuX3NNC0z90VgidGr+MerfUp8sl4LydxV3EVbT8Z+Q1+iNpLUDSCeRjpBnGDBVVjcVMhhusa4SOtMgZDOPMiRHSxyOYxWu7nwnqXodx5ptPa2VqXxzzvTTU41voq1K7yXqGDW9mfDWtbmKIobSzT0VRYPSWCVFkCCgaE3o1VkRfRK9yurx+rSqqTVRGZvk/LyGzBGNr+T+V4+RjGy+2v1EeiD/ADhvpqWqAOmczvVzIiFc18XWJzFUoK5j7QOzn3t+kFFqrCvPsjICrWr5DFzdXUCgXFiXM+CgVzDnnkEtayUiP4Sp+3VrG/HGOfpWeMh3Kvkpr1ICUXD8myjv9n25YudamOVixSucsApkDo+hZD2NSH4q57WdHqjlVFKVtS05xbK1rMryNXjfJA+9KzlkEEYVkTlY2K1DdLKS86tia5xHTt7nqrl7u3qhE/0WPEL7j7Ju7z0o1q98NWfyjJfBnNj9g6OF/wApO6J4IkzWOeLJ+Nd8FkV7VRVIjr8UnK/kDTOXp1dkO5eiIidVuw1XoifBE+PquP2j3KxP7A716v4+sEtbAyyw3PVa6bWwC180nlDAHHZB39kS06xCHZshJh4M4KFHMOG/oR8tIkMPVEfGl5Y9e5YCaK3ry4IZOL+c7es+Q/N2axM8jay3zs8Ewq062Vyyz1RApFyfNbRRSPIjc9z2JMnxjRziJnIxV/HIIOJxJ5Dm2dtWDFlWNZ5PosYFkXKQZaYqzv4te2WvCzTyWxRtj7R3q90IyK1rUcU+r1LeKy55AuisXcZcwAaHQbRLCyydV5SUIcgNhahOsrC1qWh7COvqB/q9QPE+vhSNkrp/mPaX8aqFCfZsdpKCSwrq/j7nu5g1eZlAtSTPJiAgj3C460m0Ha6+1Tyq27ri4uxpdcrXtgZL9pjJVikKcOxFzPn26Hj6LN20l7l0sc0EAa8G/wD/AIjo3qFA2RkWlhWVJbQGRva4pqvSSRqu6qi/EqOKEfS4nTAE2kdPxrzLoYW68qncZXeStpDZlZuAOEil19UpGjilFlNPIkCdXzyRqLBCySRyt/aFVVayg70sS2GsuEOX7c8m5m2gTrjyFoIYfmQV+nj0o9iHoIWZqtUJ0bkCh7RyJ2udIsitfKpFFoeL76rWqMA4r8kRzEBuSTJv+80JDGEw61srGTOGg0urkkHCtrD5cx7KkRntNlZ2qjWSsUle5dIfRUpeiJeiJrurumzdUde6G1rqOlrIHFWVvbmj11aAMxURxBhxckQw0LVcnVz3I1Ov4fREIuk5/wB3VFluqNL4rWFVNoDfpU1zzMRSHNx0pLIay3LgGqbeAowFiucYyCRUf06RdV+Hoqqd625Oc+Sq1LCDSEeNVVcLlbPRUWZZzXN9WsWlxM/NKewcVnxWh0BzEkKnPGQtrh0RsDHyeiUCqf8ANXirOWZdPSUPij9WsZ8ps6kA/mC9Swfpyq8i02xrQ5a8ooPM0ILHGVHstYORC975IxXKrnFNT2qDfq640roRap2W8M2A2zrC4DATmPSAE3dcekDhZ7KxekhN+1shUr5JZI5oJo0HY1sPttd6JXvVyZHUjcZ1OzouLi/FXI0MVfZbTPiA8nXp8UwoVhXvLuL+njr2tp66TFxOfKQLLI2ItrOrHxdXeigipxqiE425CutZpdDVWmg4etBgamlPEr+PtpNo9HVlEjQstxr4KUQdjayI5V+UMb2fMMe1HRMVOrighCQZgON77kCwob7EeJ1tTXGqtZx2ScoXc2tuHT2dtYG9lIgxkct2NcNRxUblihglc9I0VGein1rMq5WTQBbaKq8PjJKuHLvl0i8w3oxAdiRUTUudcwxaomvNYXDRPhEdI5JpYYX/AGVe13cU40piovDx3xpcV9SXLlfDu0t9DvIPq4UfLmvuxLjGJTPn0q4uWYSIxNYDJToSOLGM8EqKGWRzonuWRSVPapgXyLVX09vaQGeIr6q7uztBUmnc6XaFX9dahm56o1hoQVSkNaVaVlxIM9XKvyznzRd6LIj/AEUetOkkWa1l6RmmN8ZLbL58KajrSa3leyB2NTxgQGNLq4YAKX3ZaeAJbQgdsnzMaNilRythY5rXEy5qMjZvjl0dXHZVHiQFYvvBz83K3kfRXVS6oqi5w7pKdSYK2AGyqdKCMMyGN6wulWZyoki+24px7V0K1H6M6L/QVv8A6vI9SM1bOSg/FRodZxPnbGxLGArwKc0w442eIUMMMYo6YkoomdzIRxx4WK973uRrWoqqqInqXe0UbkqUyFxlaHnjl7lKx5F4nfiuYc/xDj8PMPv6qa0sL7j5unHswSApIogV+oFciiRjtHKJk+Mfexqzxt9cftmzbjadY7rvcwi+zb22s2RkOJfqtxPq1NLAAHGbwkPd7JqBXDqNw3Sxueltu2iIye/2k9094LQGUnMWnS7USSPK8VWj2sCaYjiHx9x0NcXdiuA8ORHwzqJaWUfM+lmkmPrFJrxaVgMldG+jmr1ie4iPoqPmRVaxzu6RvXLm6ntTnT5zjyguZbfG43xFg0lDnKLZvKTmm+Hj6nhsijva9jwCIkonBFjCQWEzYmzTlsVVRnRXlGPao1+aXGdiK0Y3K+FI4r2MrayQXnTWVdgBahWEdnDUBWYtRDI51W2BHvlCnSSYlFe1jWfacU49qns+AzgN/OfxRh/EqvEurcmuo7S35P0ZFxYSy5mMjYhy1dGFJWk3rs8UT7kI5T1QFzJ5HK3q30SvOqNPikHM53iTHCU8WLqcnW5QWQVuMtnWOEDqGjOIdNRXJftqRQpC50jJpFRPbXqq9Pj6ggEUOSpqQajNApmEIXx4ufGXHck8WXmBgzNrjo+YodfEdoKDhfSXJNAk9nxoGAloXsA6OzWpFJYRDUkEOgOWVqK4VfIR0n1ZB0fL+HVu21dtUkUlq29dISWWchLXa7fywXXLYXOjaGyCJzg2R0jKli9O+JOm5uqI+uZzcDcWSMuHWjWAB11GA4aZtZDYHStD3FzDI0FzAx2D1LlgxFdp3yQV/izDnCraqdS31pzIbLeabH5umfiqixrxIwGhC2lCBWSCSDscoPvJJGyT90n9etQQR21vHbRf5UbGtFc6NAA/MvNppZLiZ9xL/mPcXGnNxJP51FaWiwFwLobejp/Eg+3BMjDrBweZNbHTkzyuNn1f19v072qyRoJKSwsggJifPG2VZOkMStuqj1rSF4/xtDn5ZKbBeGxI1vV2FYPXwcv6cUXSVe0gmFZTV9pYAywDRaiWlIH7e18JbhXuTp2vRCVPavMfHnEN2fVzpn/FezvbB1XTWAX66dOyUGdy10ckOengQhsVgBXyzBhQCoiRe02NsqNke1pKntR9cRCBAceZ0GpBy9dQhxGjZoXHWh91n0zMNkZHnpRLGyHGKnmJqGwyToqOYydz2se9iI9SpOa3OUow5uONvFYwZQkCTM27TIN1aSUmOkHUOX3U01vDCRNW0yM6rPMxjnRsRVT4p19FAzQIVmTwxDaKnxlF4eWGg9vUEH5kTlbTmvLggr6+7qTs68IQqwCWToWZZI4SVyiNiVHKjnuaVfrW7f57BC55kdRlfFO145ptDBcZthvL9xRjAv3sDKeUqYlRCa4crQ3NKb2x96RmIE/sY4pjk9EFe2qdKxONq35QAWn8XKyfDZcc7NPj5Zsp4BeT91JG23rh42AqSPmD4Z54YjHq8+aXtagrI3dVKMe1Y7jKYvMU9iWzF+LQRTqW34z5HkseWbilpK76xYNNBx5psgMpAMV7UVkU3tSw/NtLX7MftNdK4nrVv8A4SgzOouyxspwrn7SLJUSAv4x1tzorn6DoX/UP/ekNoON7OesnVY8gMrEWOf2Fcz4J8CErmDyqFWSa/UFn1fFBjoTTSkn2+itKi3ZEJdHe3EUJXv6/SZzWRtiIax0jUavRkioqesfie9ZwyHcFFx6nPjyxzzZ/g8UYmJSa5rdtczRy2MLo3RSwRTzsHURqQ9EVrEdC5qu/Crk9QpWQiDPPSWN1FwmQEcsdnYRSbkqOJLt8cozyUhb1cY4gBU6O6R9yIrfi7q71KhOImMqLaaC6psNxZZ1s06pDbi39/PO1GnPcSWHKO6QRtmKxE6taqIs3wV3a1G+oUroP4pdP1gaVGue9qY9qNfJ+6Pa25CRrpP7sjkTq7+/6rj9o9ysT+wO9VfeZHiq1l17jqbwvjvhrS5Lz0h3L+kKEsbdNA4K0i2cDIq+SvPZTySd3tyEPCsmorWKxrXerysY9tE/mAca0An0OqyviiNQ7HE5cmEe45duG1+tA0KhCSyZtw1dbfV83DpqxwwssccUpjxmSo2N3XtJU9qaIcRhxjJyScb4YNWoOr1PIZzXrU+naKCYaSKUtstPKPX2CGDDtFSVyFPWNqJ8Gonole9SIQTMRnJY2Qfh2zkVm2y+jp21XKF/XiuvbGzfPn7OZGDSE/nEbTlsjBHax31B8ivRvsr2eieuiyaGjxVXSC5EXJeJb7aXacj6HZUNzytbBg0ehsJxbGx0cauAnsiTzJadfrI8jRnjPjYje6P3FaSp7UVemBoIvH0yuqqvBW+di49EGrqex0MgHHJoEdaMwQJ+mc98ouac1rWxlKqubF2u/D8PRU8UEFrhMXMVaGj4XxJIo2H/WrjSxc3byUsE0h1nZmwNmqqWU3OznG1pE4CxuSAaOAljU91/tqVVe9eoVDwcWGcVBmvDCyLjlHEtw6jmi5VZTgslFOGBA6aujYhq2UyDsjc1FhEkbNJ2yI6JCY9q8jZ+lFjp60vH+FYQzA449iNNztpbo+up7JldbPCksbCsDJlKtr6YX2inJN3KkXVFZI16E9a6o+ioS9ES9EVXc1WNbU8V7axubaho6kSmfJZWupzJGyzogXzEDSXXOZFfHPa18kTlZIxrk7Gu71Xo1fRSM0DNTt8mQLJQB7/hc+5oz47RtbR+LmoQeozOforI07IC0szpCpiDq2OOevRs0ZKoO9kbpmyIjCq7Voy6xLMin+b5b4WKvYafIX1HaWPi7pISfoJRd+NSyBuU0w58dfJXSxrWowOUUkdGe9Gj1RSJ7s93Xnu0OgyfJfAVVZZKiHLsJ9R41a+CIACtDbl9P32jbEQ90FpaOlfAOO6aZo0sYvY5H+6pR617V+xy4e5Hxm52vDdtOBdUmImqBfF/SDrO7UVVdBQUIWj+bsauNpkd0DOU32Ihq+Jzh5nt7FmUpW6RtspiKSCOfkThgDUTk7ygJsIfG/TDOtbrPaHPV9/LBRim/MpDR06SCGtbM4edr4SkVIYHopKVVkeNunx02oOo6LWcW3RRlAZYxi8d8K3fHTDPbtoCDblujLnIrreunbYQp7THO75V91r1RFRCg1Ve63YZqjvbBAd7wnV78fS6dldY3PjrrSCm50SAv6bnGWFa9j3WlTopZZz7CB0zJRJ3qkLFc2RSn1rWpOQsRZZiotLDe8HW+RBs62j5OSt8cdWHHp/rZtk6lEzQTyzJQKV+acUGywlhOGUlHPV8aSLB6JT1piXR5MQaguKzccF1paO19IbeSeL2xggsxhrirDqhaumhc0kFgecsG15hbi0iLc5XxRe01yNJj2qQaO5yVcfvhAtnxPVPztU+3pxa7xbureyyuZr9hQBGjujHYQmqqHVrZawtB0hkSSf5iP20HT07kofkUyt2lSCWdDHyRwT8wY4muOe3xg28TJKq2bCPGF3AEJMZnzGioOX3EJHE16yPncjWReiKWV2jok0OQqbLdcWzsisMtXH0c/jrcDsLtbG6tSrqShlijZFn100hwSfMTyStHKDe9U/GOVpQjs1H6M6L/AEFb/wCryPUjNUHJVJmyhgvHx5ZhFaKLBi9FJOTdV0lvTQxo207pLeqhinlsqpqfviBrHOlh7mp+H1L/AGijcghKq9mAKRlINLt+FDXspItTV0Nd4wa2GhYiHPoPZoNC+WcmqdHcUkCESvDaSwYeGeMd0SNRKVcosGb11Da2dWBHydwGVpr15j6bp4v7QIIfkXWFRIYTJYGW8UIo90490BbDJYjJGO9x0rFV7UJ61km5PyZJtLno+SOGpZRxCMreyO8WdrNWnDQ3sog+dqznFJVVVfXzwCtcDIpKdRfmE6MVPbKKEJvN29PUWUFZJveBpRnz6EYGGLxZ20kIJtFOZHYvKgGk9qGtBngiG7oiGPNkJdLCvTsY4p9frWSfmfHvhzf0TnfhoBszIphSh/HXTFxx2ThT6w43GAMjiiqLGxjeOFJISRYI/wBiQdrGO7mtJTmEb+fsKyLhEezHtaRamDAGmNuGZAkLPRBwVBMrzHYeJIym1QzGKrq9nR8kTVjb8XJ6KnihLze2pHZqwPzfI/DwNzWYoq62VxVeN2rEorxspwNpLcjVKlsujQw2KxsVfEVNNLO9H/bc1EQpWpYXGZu6CS4qt1w4maz2nNq4SL3xm0V0dUWl7pbuwxlOEHE2jVsNJXxOilfEMvecL700rPdcxSnJagGjzuopyc9WbfgXQF3d1Th1dp/3atJDm5TTq+2q806YKGynFvixr547Zf8AGxGCossKu+01EJ6/Wnq31mZuc2XZBbThabGC6jM520dceOOtMWviEobWU/PCVbJRXHk3Vs0yQYjsjhqh3PaqTyPVHFCZgNjSRZ/YFxbjhOIfHGY2GqLH8ada5mYFJtrL3re4FnJDktkuAa9Y2OrkjZUvH9yR8yPRfRTTvRxcVWLrTDUxD7ul0D2oTAtnns2bkaeSOEmVo8QWfsJySgIxxfbYqK9zXORXN+yqJ6KkrNyoTGFxxtS5bCnqoxs5ZzvsdBnSddShJEO5/wAxZZgNzC74WNU6uFjVHzftW/FfRBmgsqd7lKhTrEjf8SzXlkCy0qSqTx50mdvqsCkP+R31lIyRDjXukzdggoqEewrCWSI50rO+JhTT1LJV7vEV0GdNuOROGrbEyWs7tJW1njtpo47sKmHbYZxKw6BxsIpNPNduM+blHIikkIk9hsf4z0Sib7bWZCjLAy1XsuDAT8zHR53XU/8A3aNYVXpvlPeZa6KunrXqOFDJGVBOMCjpO2WNznF9HK+MiZ6rdRzyE5+x5N4GLSyKtbjXsj8adgREVrRGrNDfuR5YYdyQE/3ZJiyWMlaQjWdekiKhSiP4Ev7HQ6G/mM2vHV/PWZ+oqrWkyPFt/hLCpmGcyOma240BLSrinHCinasLYPbHmlajPab0Y4qSuYXITx03+kiW/wAfWkzWxE0oWg4+I1FjMMHLeva4S0ZAsSfZZLJF3OlZCqOjViOc3rjnM96zxkO5QddBTTDEufqOOJjXjAxQ3VjxLbtAjrGyTynsfGosUBDJmlokaMWL23yOT8b1XoKJzJtK1jBpRtBxws0lgS+oJl4pNlFbUMjGCkryJQwXOHMDNkavzTerXxqjEaio5ywpWADbSwskgD5Dx9cKKskpEbuKLqphgVrI3FRoCIqhNknnd7rZGudPIx6M6Kqd3oi6F+Ij5ZNlcSzyxETS4QWaUiCF48BL5bSvkUmAaRGyDQkI7vZG5O5jVRq/FPVcftHuVif2B3qpz+Rc3Ff3qy8o+OcAP1e0YEpfifsprx13WXFq00FSIzflrxamshYwk6BFX5rq1Wxo5Her35lYp31Urm5CoquAzOXfJHCkukqKQ8bIfUPGHVCD1N6QcFY5Y8NgZpoi4tkMyxL7CMmkdIyZHsc1yOJ+ZesW9p4K/WTnbrhC2Kmyhenmpg/FTcOjbpa2tAlqdPaQjml2N3WVJZLJ3NRnzrhG98TmOa+NhRTvWmBt8vX66th0XIXA9+PUk1N7ejReNmsbejjWEIUlVW1tyMx8NECTmpmsCOlHMIhkb7PY5rHrGU071NNJqMvm6dXC8g8H5dw811oJiyvHHTEhnUevtlZQwigxWTCDrgsEh0J6wyyT2EvdL7cbEe1CY9qKndWlbQcG3lxFd5LPVVbg2nw3d3mpX4oQaKuhmhnPysbZCYqIhvRrhWNfNDE/ta172o1Sp4oNYeSqYWrKp7Hknhs6e3kpWWdczxm2tVSMfb2QNowgmKYmacypGFsZEF91r3zTTJJJNEvf0KaJvh1NCYQWMBseBR9gNGlSCQP4t7Blg8sdXaO5JVZH9sMxocBErQR5CVjnZG5ZZ5HrH6YKfXRR+05Loh7Q6t/W5wdUSHEU1PYXkniBsWmRWpYVJYAV1jPLZzVUMZVf7Ucc5Ln+yc2IRR0kj6+iU7/WurnoqEvREvRFAeUpzRePdYRXT64Y6GomkGmwVHX6TYsla+NU/N6hthTay1sHJ8GwzxPicir3J09FIzQi2tnvQosn8tp/K2VDKEG5t7mu4kwJhp4lwUTORSakIbNDz0uwxcACiujhiVPbITtaQqtchT6lopJykVlna0fW+X8EgV8WITl5uOeIo9oUEzPxmj/TBZKMKvKoGFmNRz3yTESERPhiWORHvcU4V4KaFTa+y311QRbXyeqYrermHrS28X452HyxxOUhPisgr0rMFOsDxCq2SOJhCkMjsy0jVqN9t7CjhwTJHZ7i/uoK2n2HlLSRVOVNmsoiOJ8NXC3l5WjSXLIZ9BaUEgzNLdAktFjjY5kLiY4+sjVR7Xk9SZXW3IJzKS/l1Pl/W1I76nFyZ9OFcETeGaGRFNL3ds5+aMIgzqAnfIFvY1A5J4vcTqxio4mHYrm4aK0wG1vM7f3/ADppkgri+0/kPAZrPY9s409RK2eqvs7UVwpZs4dgyGKOBWiSIOQrY2vYvohy4Krr/YaUWz1cLNH5RzGQTuOBcJw5mpIK6mE1NsLcQZY4jMxiJ3wOgg+ZNcU1wA8c7YpPcc9xPUnYm31f0KPQg7HyZlFOv62gZSQcVYwa1r1oax55F0+snysVjBltcxqu+YRXDpP2xNbEiOahPUtWqvdZVB0Wgm2vlNoak61tIh6ZvDmfQ6Vo49cVE7Qf/D31IcEsWyd8uSjxhp3ROa1GywqjyepNGr0mzzJBmMC3vlZeX+dsI6ea9qeIMUYDfE6VoS15Yl0XmAKKzgqoYJ5B3xuSNkne2dJERsTiYdi1RdPsYz42z7fy9sYUFVyjpwZnIJakmQVz5ybQoLKjts3ED/AeEZjmRSq6VWuR0atJTuUzfbbGt0HHlqTufJk2lmzdKlhno+IcrNCfZQ6kwWWz2tjDmlIozDa9vtGBwpCjBUiJarFVe4nDgi31H6M6L/QVv/q8j1IzVByVUZXv/UCnZPohXfmboehWQhhI1Q32bT/GM2ORHNDPewp9oRjmPR86NTtXr0WXe0UbkEPVPe7Kspqa8m2fl5qQ5jz84JRE8Q4qC/bERQxfT9NdRxZkAl1a4hUmFKlkanzPfHPGjO5qUqtZrI3fx1otgZyD5ShVp3H7iYhB+GsY65CuxJjIZirpgFAQY/Q2JArEjrI4o2L7qOY/2pWdhPUvEFnyAyhphp9z5YkXWgmNsHkM4dwAttSgUtcJXWURw35sEVVUHbWEzigYZnS2E8iq2Nz2Rr6J6lg9zkZ1JaEzcjeWajVaFCvHi4fw0WiOQkyYUI6sUSlc4mzrJw0mnf2NGnElarR2d6uQmHYsd9caMqjtT33fl3QxXNuBnquupOJ8VDaU9hGIJZA3tKOHmveErTJq+WCVCJHwfNmPbI1vdG5pOPBF0CpZnFbWuK3MB02KIhU8wAYLkVhS1EsXz301GNDH1Xup7sUXakaEdqdOnw9FHFB++w2geedbEcjeYFWKxlRXEOI4cxhV5F1FaFAeov5rWKdJZDUcVLDCq+4xHP6KxXKU4dikEmu235wBKpXlSlUNVBASijcV5CAYsyKnLhKtbIh9cQbMcaTZwERoG0dsJISwzMcjnIpKdywRnbm4NrM2HpfKyljmqZwH3L+KsJV1oBkMlhbQnHENoo2sLKdGgvWNGRIxsbOrFkc9SduC9PrO7JoJp5dd5Wwm6CxIqq9sPDWUjnzU0NdTWkB61sdPKRBSOMSRGzEEvnlSWcRZerGOQnqXmtn3YtfeAT7zy3nLDFfeEHkcW4P3THTy9JKvOuTNfJMnKIa6WINnRRIHtjVzVTqpMOxFpxpHYx4ih+q22quzZB5p5LDb1NZR6p7Jy55YYbqrqBAQBShYntiRGxNcrGNV/V6uVSpKnDkVzVaionVOnVURyf8AlavwX0RaqiMc571bArpI/Ze5Rolc+FXOe6F7l+Lo3Pe5Vavw6qq/s+iL2aMjGtYz2msY1rGMaPG1jGMajGsa1OiNa1rURE/YT0Re3tKq9UfH1RU+KQs6orU6InXr8Fb+x/c9ESSFyL1R7EX7XRfZZ16u/bL1Rf8Azv2f7voi9o41Y5VVzV6p0+zG1i9eqL1VU+K/g9EXDbe2NgDrtNFHb8qBjnm2teDBhsqLc1op51we1p8Ni6GWZt178adI5v8AFmL17k6L3esc5+lbAZDuCjcVpcWZzpYr3nCAX5qJYQ24ivFrPlh2juSacmcbqUGdOx3R6p7jGK/4fgd6jBSsfztiK9pqWnOU0tuOaL7TctATLnGtKHNjJUD7UEZMjXfLCfZkV40zndesaO9MFC9gpb20sBayLa85gzvnkhisrPI1IAQZX25YhyZpQ3QtZ8u5Gtd0cySRzUXo/wDA7UR4eIgpAe30kBVgbaz/AJqzTuNsWwMKcwi/EkjH7RooYUHFavZF0b3dqfFVX4+q48yrU/sDvWCAvZ102ltyNt5ZV9TkbSdJQWcLZWeO5j0W2LBbPnElpb+xPoKuvma6dYEjNYMxTJXdithZeWN6k6u32rZfQFET+YiCh1EXyOfbw7l1EJMbVD1k12VMNTOMsSRLNGmvHIIQdZ51b7Dx2qxhOHBe1mu/o7a0pYt55dWjGyoI0uo4v4/Lr1glkIOiKprmyzZEhDQnRoO9ZHK97Zm9yO6OkaU4di3X2ej0tBemAabyjqy6GgyJktt+rijEttiBS2kR1k7H1iV4dfLqrB8zYTInQ9EGiejIJGukRxR6kwd/INCstYTvfMTSwlBwaSvLZxHgJzhCbmrhKMrZ7qTNNGjsQSiV+XCZBDEC6N46pKnVXE9SMYfROH41D09rSay9kgzAVobRvy3t7SxmjEhmlHlyEbvxV/JK3q8NiojJurW9OiJ6KOKEnT6HY2UhVoBJ5dZQiPeWttFU0vHOfvIIRZIRattQ1xTCG2OUmbGlgAj3SNHlkekrXox8Pop9SaK605AKefXFazzJHSWkuLiaczh/DjuiOGNbKOHS2AVK+JbXq9UiG9uSMliMVqsja5jinDsSL0W8IhFB+s+YH4in6lNk4QwiRHnWRhb32RhdZVVxb7mijLY1WgkDuY4aOWNXL3K8ow7F0O9FSl6Il6Iq85YGMM442AtfT6K/Nnp5oxaXJatmG0llMr4+wWm10h1azPnSL+0JUiLs/Ycir6KRmg6z+b3olULUQ8Vc9GtS0qjTIbTyczh87DMx83YBRLaAaR6MHYXMgFgAiQjlRLBLNHK5HyIUr3sOO7PaF2htri+da0yPdfJH0gPk3UGgTUNz8tYmaaWsj0Z4wdFkjkhlhqnxQz90Uatiki+Hoi0bes3dlYnCpxT5GnjmTnUNWd/3lc+DTOrqKvIEEsZ5YdKh9YDopY2kNnmZJYHOkRXo9ie16J6l6C5TfwWOVJh4n5wBDDs6UOzZN5ZV6UwqRxuHDOcFHop5rVBSmI2UVijPNiej3tmma2NpTh2J3I4wuYaZIa3Dc7OMbqrGuaIB5MCUin0k4UdiPuBGVekHqHQSWESCjA+zHK2ZEkkicxz5FKFcnEtcZDyNobhMRyJSjaXLgai9vb7k6u1OKE211KDDd4yhy4F0YEHa17atCTTa8WKsWeV7I3q97mIUHJU/c564qL62bHhud4QbC9tFr6Sh8kq0IO/lnvp7E25zdK/Tg2EUY6ko5wjZYWQizu74kWNFQp4L3FwEr5K+osROb4akwWGw3Ogg8oYoheNCLZLKS0pLUms0QFy6GjCHGfGo7XwPjVsjHI9JnSE+WSfbMbYagqZ+m4u5dx9XaaQm5Nu6zyOp6yurRLMaqobWb2qjSwTD0ldVUsdjCDBG+Fk75pIe2WaXuJkscmdu5Bt4auA5gkcWlHnMuEX5C0bxdRWWN+B8yViJHaQobLyRA5sKy73qOQTCTJGxySOlYpE1XNcdn33VBJjuYCc5fageOmvpfJyMUu2Hy489h9ZqizNhDPRVc6GvSQBs8biFGb7sfY1ieiJ4po7UgfGJDieWlnrdw9+WDD8h6e3Zq8851XbXey0RYWplFuaLMkgQj/T5nzzK0x0cTHNnenoiL/Ufozov9BW/+ryPUjNUHJVdjIiJ+ChYBA7I8qfLXMA4dPZCU1vPLNJYRsbV2x0sAdZYI53WEiR7WwyIjlX4epd7RRuSF2h4z1Uj9SpFF5Iwvp6a0mfJN5RVhEXIF/VkNHgrXPFunl0E9hW2Cvhev04KD2ex0UKv7n0qv1JxbW6aoFJzVZw3zTram+ocna3R115F1Fymet8/YobY0VUZa6ou1B2mas4UHlQFWxWDURrnq1PgRN1LjL3QnUz4uM/ImlG+jW1fU78zycEkuA3PGsSihjKxuwsZSLCytQBwXyTwEkwOe3uSNsTk9Ey5JyxuS0NXYoXJxlzfTGU09jtAxTfJqgs623uhZameszpgYusRLYDRnsIbLPYwSJ1ikaRI5JGNQieqzJ6+mobYwbA8+SWOsn1GXtaSx8kwj301BKHHbj67NWtlpiI6ls91Ko9fII4c8VidZGsHVI1JxRKZSnkquJQak0HUATNyZim1eo2sl7qgJjhSSiq6y3kh5riDg5CHRNOQh7Yka1zX9rUX0UcUJVXU3mTsqPY02C5JOs7jN21gZRazyerisyJY/Uja75Q9s19YV18+6r4o5/m0YSMGsnb0ZJ7vcUrdsOI5odBGQNQcymZ3N5aW4z6UXkDKHGHrQMy0CbKE077EQyquZpx464eUd6hzzOVxPRj16kqs7crqbPIyzxcWc0B3VPb3x2fFXyHqXayWO9ysH1GQbRTXxyhkR2FaKK6sLkcEOXK+V6e13q4le5MVhxzqKovup8d5K3DJJqy/ls4fKWrr4rEwwKqLss6jZtRGhAtPazkwlzoxkr3iPcyV8MsbVJVO9PR7aqui5ajjTnW4fFNb1oB1l5J0dyNWDW1WVXzmVNVY6QmuVaOE13yshMUpcJbVdJ1VI3uJgiz4pqyqTB0NMYFpgZ6uGcR7NlrE3GmmVhUz3FW+p+aMktip3vVe98iuanRvREaiIVJTjyNb3mf493d9mAvqWlpMZqLfPV3suI+fvK2kOMqQvYZ9uf5o+GNnYnxd3dE/D61m9XN3Z7Nd3dg3XfRW0r420rqkaxzmNpxq4AU4rYbTBbXW6W1teO0WklxG17q00sc8Bxrwo0k1XOu2p6jJeGfGHkFkLM+w5sfXcOcgD8huuLEzUbvdciXuQE1WdvSXFvkvKXVuvyq36MSkoIEaxNigiUSJY/Edyt4Nt/Cyy6y2uR7uqxHZXLbnW90s9xPJCJIpKO1SxzGR0RtzVrWkNY1pY3T63YTzX/4i3XSu4sY3psvuoHQaWNjhghZKWSMqKRviDGyCcUcXVc5zg91Z+dgdEPbXL2YLnc6IzX6+JWm+VbYlqq4ywsB80Zma8TVSNGbaPcr64adyWNdFJ2Of3RtY36CK8VBwSEx+oGrrM2bjXnuuOZnrOyGCJ8pqWSS7tEQarFzMNr+dj2CGHwsiVLFz43DysSNZvtOR0Ka9y8F5bU0aacUTjXyJvG1MQw8l+T5M1tfPaw1YIVyFNXsl1w74kqDZG1zHrDG6VGzd/ud7vdIiA4FZqoxSmafA7DESx0VDBE3UcpRcksMnimtZzYoJGnFTDFiSGNSYiVrZyu5GyoiwoilBXLjd0rz9hrJ1o9aXEQRdDobR7z6FX2JEJln7FbJn4ZISWkfBYlJ7la7r1VO3qnrGOfpWeMh3KJh5q3c6IwjI7aMpDWmqIzliTvQ1kESK6cQiVR5Ho5GMnjer45mNRe3tc1PRSppJiqWZ5b4NFq42mSO975LbmtjZG0tSZoq+JZpUqmzTN7ZVi6SJEixq5E6+iLwbiM/ZEMeRY6RZhjJjkgC2NlAkMpcCQzDPHHnV7K2WNvegy9I0f9tPREXnh3Vj02y0YApFkVC3KSTe9b2JFse5812Cr0kNKVZnxorfstX4MT4J6uR+0e5WJ/YHemqbG6yCcx9DxP5Og1pNjdVtfX13k1SVtawcmyJObdT1R+tkTMQQSPlKGGl7UVJkjIicqsjS6rHDh6k8S8Wsba2gk1JzvoSsyfUm0BZXlfP2x2egDl6hV466wUwWOtG72CpYwyKWj3uZ3dO/0UV7ljbR74OkuaWv4n53NmsrTPOmsTvK6sW+lDp5Z1lsc/ex6cp4pda+dUKFc8ccqJjfde5zWt9Ewqpzeh3NDp7TVA4DlS5t1vXQA1tLz9XAZ/Qv0FTF3TC587UC1oFbWLZGpAh0cDhXhtlgVO+NUJ+ZQamo+QM99XFD4P57NGtKJaBTLnyoqLMp4g9jGaIZUwWWtnZVaJ8IkSNIgSGb2ZJYnSdvTvJnyRWaXO2jeDzszSxbmW3biYK8Ias3KjcgPKQKBvyg/IhMhj47/uRY1tFe9yv6yo/qqO9FHFC22v17bF41dw9zpJO8exoi60jyhrR7L6Sn05I9ELUk7KRpKfPwtieZ3ITFPJKiOf3v9MeOCnA5EEfLBaDMhsg9LJWpwrz8dDVVxGerNQzyoFnPtKGOx6uIt/mteMsVtYGwRkQxrNMUsUTXSui7VYpTXtW/jsTp7kmvorrj7nygpLqcBug2h/lWmjfRiUM1saAQGXQa8i1e19m1kRkTYoYSE7Wy+77KohR6l0G9FSl6Il6Iqi57GHM4e3wpgmJODno3xGCcjWElRi5w3EjfNsvLaIkOash+X7vaIZKx8JHtvavciJ6KRmguqM1xlUS3tvms14lQxHVS5cYoHmi+mjmAtqNKfVV9vDKGLHTg2ENgLEVHAycg2QiOYpnvKx3oqseNVgzOO48z2orzCcV4WUYBsES2kuc5TsZdMXR341nXnkRR2FRWiWk9zmSS1Hmnka2VnuROesf4xCVPao/ZRZAIVMkDkPB782dNoYJzIIucLGuSuFo5iRM/fKMtJChltVi2COZAHJHJC/uRjk6MchPWsFdgqekeDpzuOPCqoNsWy2GQIm5U2UAhYIDZs+t+betpCqTU2TiBFk6QtQgOOV7Ve6VZZFJ2YqWHY7iSz1NQXe5zw/lqYOPaSjHdNytZQWkFECXLZOSrG7FBlqxLf5loZfYyZsKKiTKxXRoSp7VdvjXnsjS6HQzZWj4DrXWWcrLe8I4n3lrrLx2hu7AmwuRywbIEZQMe6b25K6RHM71c5GxMZ0VSgqnrqs4+tLbRyyZ7w1LjE1mx0ghFxyXaCWSathtnQCkXYMtKk9DZkFQ+zYvg91EkbJGyORO13opx7VoZyh44SxhSXMeGMn1VsA2zdnOVD2WrqiY57LGAGN1f7FgSTTnO9ts8oyPkVzZekUiOQmPanEHJ8bD2IN3V5zw5eHoQO4+wTk+0mW2UMu1q9R9JIkBmFNEq8370T29v253vZMkccfcpKnI1TbmeHstspbAzj/inxM2r66USqsI6jkXbyS0dUHHONnQyq9tIXNUnMq0R8rHxD/MyKrvj2JIpKnjVWgT482/0KurheCPHV0g04N28KTSbaCvC0cVelcQVXFxZ1xnegjVijm7I3pG77XcvVFKK9pTjn+IuRagbNUycL+OoWfz+tE1NaHX6rbO/N86UgeS2s6gGXKsDjsEYOz2YGPiGe+Puf07lahK+tFtqP0Z0X+grf/V5HqRmqDkqizwYdj48zV9jBSFV52H0oZw2ksyKXPkBlRWsBMN3cCMeVVVckL3JOTGiyQxqr2/FE9S72ijcggtoczj6YGd2awnhl8hZZaqxd/et5quyKSOvODWQWh7568s02qtCoCIY1RIpyjGvme1yulkbSrhr2pW2dwh9vpriXG+Fhjr+WCS60VvzVeyCE38bTesCgTVLmj3BY7ziZphu1pSQvdLM+RHdhPWpxVUOFztuzEDZTxXBmq9Kbq8TVj7fWvWPVn5mMtmgnDfQzDZ0k/jlrCJ2wSTpKOz3Uc6NqO9FHrVYhYjjqHL1J8WF8LqSvmLPe4V/NdxciK4ZkdhFXnzRji12vrVrXykJXPlUcKP2JI0VEXsKca8U80mGwVeYE+kynh2QZc5c2qtRLDmnVEF/SiwRyiqzPRm11hI6jsiIGSkfZhjhijY1qS+2jkJXvR45uIWq4WChtQ8TVVldgiIyA6i1OsePw6USpnbE0e4KghsCs22rjar53Ro9Ye5UT8HoqeKDW3r8/ciZA2XBeIFrmxM2TTBau05KuDs7TWILi7i+ylEZBmzogwK7PQQnStlkDY73FReisRFKr1rQu6+uKN3T9tS+HQK7oz6vcwl8oaGvdqoKuOPX5uPV2TBmjT1hBEcNsr1a1JQkb3hLG1H+ietOlfg6aGy2s1vjvEcTdpiTqowcTk/TyMhylzDXSaN9lXEVcBGbo5cUb7pKjxIw6R8BEszGPRfT86etR+8psmRlanNmZnwvsKmWz2MNCA7mi9pAgy7mES1ubAeyiq1IaYYfVsksoxE96FXRqxV7XuUnrUqsshlcpZclV+FE8VqCQamFG+VK2lwDZ52nHp2ryUzVhgHKRRsZVmGds4DIJJY2wEFIjkXtKOVaorvH6AIXiPICVbuOn1IoxkFV+qixItsKlcyxLUVKY8qcmchysXqQrpHL8wr+q9fh6KDmp3uLk7O4/SXtaTmAz6mnOOEK2lu+gyY048LpI59FdRwkSVlREqdZ5kY5WMRV6eigLnbFcV2f0YVvR0Phk9aK4M2dbCFznYxVtJrLppQZR1XlDK/82s1ob6wMKkW3gGjVkXzSqriJe2TmIei+loLpl5FZsEsUxmY0ueYo5jiZY4C4wxyVJIeyNrg4ucCC4k9FL1T1DNbOtZbp5jkiET3aWiR8QyjfMAJXspQFjnlpAAIo0UlFPkuGRmzaqozHihFe5oos+9sQ9/bCVdVyuRrqsrKrCfPXRMWusRWkyIS6JJUtYGQwMenue30+Zqc1z/ZjRR6wxPGUtWCPoMR4hRS2kd0RPP8An5pgQiclZ10tjVE461ZTxFW1keXU2RJbgnrKOwVkjUdInc0px7UwCh01ZntBdUnG/he6rs8i6l0p0nNdqQAoGk0FNmZK/UXLaIyaQDQnJDK4mZvcjx0ge5SZOiE9aI3x5y2YqNvfWGcy3j/SyJmG1liRxRsrvS6SCNlpCgYlqMfVV4gtITKBM5i9GyLNF1RHI5zvRQcuK5s8nxZ1drrnnh8X2Now10rhtvcXFIeOI24sUgnmKrfdVwUrVm9hzI+rFRGvXo9euPxPes4ZDuUFnq8i1pKWFJwcg1KFKecazbaCP5ECMVYQVtAhDZJWAtIMijIV7kibHIx37oiIjHgizF1udBnFcFVcGD2SRzlRMM0djEsbXgwSTiDlCzvfPXFRLK95c6KQjVYjWO6ovqPWpVoY+sw8HQzMi5ce4ZXjRXX5sWMp8UbSY43MilllJmIJCcsaexLM3ucjfgvVFT0RGr4ofp/pf/7PT/XQXquP2j3KxP7A71Xu+41Cy058mw4f8TcrXV2lvd7Da6bkbaVlfcHameOoksyq0Wh9+a9NFijhJInjljjKd/irJFc5fV5WK15rMBkeGAT0Ir8r4deyGFCXpGxcoWw5AEgdZdfT4QByQEDGFZEo/a2b2WjOmIe7o9qK8mOWKbsznc1VxV1xQY3wfptBFQ2FrEsHMN8ZFQxWFdKBfGdVpkiNpnsNQMqaP2m9JXL1enb3k9dE32VZxXU2VRi8/kPCGLOSlVNrQx2HMV0CbAUXm2rAbHBHRf8AvmCxlFNgFcLM+L5aBqzrG7q1pPWnGKLHFV0ELsf4UgU1KZX3Ni0nl4+YauLFkCqygYp4KlrBLVoTRkGmZ74iuY2PuVzm9pMe1H7oSEwnFR5PHY2RBjzeWZJkg9JarSY2AcUaP6aNYW8aypXVXsdrGy9VYxFTqqN+PoqcygVtaTJvpSILzPeFkDNnpuTNjfSRcvXleyw0mslp26TW1kr60eWW6NtgB1tVbLCkUw8asmY9/VMu7v7y/wDKN7IZDBC2JlfoxsrpYOwVwqsKw2vb9r88bdEIhcXDp5afTmfTW89rqCtMFA4ePuNUkLhbkPCVLK2VkJZI/Ou3FOMAEpg5wXwOhr5DKE+aIFpBj0m7rFI1me58j3P9Yiz6ntVl2Oc4vYy8oRKTw8gCIfi6aogbyEdKTNbgGgTV1RcUA/yb0UP5o5oEUBCzTTrG5WK18iITHtXSb0VCXoiXoirDmg0Wt4s2xxtsBRCj00j57ezyM+9AAjWeBqzlY4Z7J9DGnd0+XaqK5V6/gT0UjNBXZ6zNILQUdFyVwfBZX1bT6M41vjLengNx19UwRPOdWiGo2utL66rPmxRjZU7oWq2RqpCxziq9aaDdtTsbYFGcscRBvz98mJsC7HxG1bJRTBHTwVob6+ex99FgimfFXmQTS188EvRI0VVVxKLfv7XCV1xeVeh1HCAxdXewzOFf4x29zMNoiK+liF2pZA8kg/006L5qBC42zQs9+FFI6sfH6ItknkSvsxiBhuX+GUEBttLBlatvjLrrYarpozhYgXDsU9iSWgpBjXyPGYopEsiOajmI5fRKJuku6raaCsraLecHMYY5jM9V7HxYvIrqG8p6OW3Dg+eKshK4d6wj2D3yuihcHLMkEUUskjUUnyzVt8A7Knv+QWxV23wN8p2OJshwsfwfdcekGBrJRxvOJ0VpLOyUAGeNIoB2v7p0f3PbGsLW+ig5KI8saLiqbZX9imt4zzFCNWuyNiHoPHUvS2sPIJ+gFtb7RE62QRrCc7bY0MqmNHkGjh+ZJjmQ5JOyJ+X5tj9nmDynfafnBwl1+HytJBjMen2i6jg/XgKt0nMYAg3T7UFz57PsX3ctMPl+PztYLZRLr9kMq0x6DUkO1ihBjWbMr7vRD5zCcl+PddptERYq+sG8a7SrthLT5QwkaIo8k8aIW0smQMbM8+KF8fYrY4ZpFRvrEWw7cfWiKynCm6p4mw6G64dvoxKC7Dqvp/CtTnyq67sIoZALFhMVscG4aA900pcUYkTTXvR3SL4t9FFQpJW8ZbrN00g+N0PH+YvZCalxdoLxyGol3AFHdOsJbYGsPoyFKtTLGCVUaQ5kHy7kj6e87tKKhSeHOctNR8s/JFFOSuWr62ONmGZBWx6qJkTLPSKKl7IbKIe5jnxBKV2jq9W9706L6JgmrPZ7niBnuafknCHEPtKWV0NRx5YBiRUwl2bPeAxPJ1xE0h1vQugghIciILOjn9kreiKTBWdqP0Z0X+grf/V5HqRmqTkqnyxAwfj/APNmFAgiC4zQkkm2dRLf1wY8DbSWYo6ihVJrkQeNqvkFZ9qdqKxPi71LvaKNyCE0fS1dqFWU4PLvE0D70SozMkRfitcQZS82GghBsM/YyAkWIpEIYyXre+GYlB4WTP8AcIhkZI5ae1XPlmvVnIPEwJcWbM5K4T+TzJc9ZeZ8fxivWJIbX1RmfphgvamJEC+kappBwqRRTqRXudHE5Y1UhSUK3geQqVg5ehv+XuNrBlPbU4dwfB40aYCybMdSXwdfXQpI60nlFWsic1ntOkeNBGsbpmJJ7bihYqzZcckZw8QvkLie0ICMsYqgmq8aLqsCqyj6CHNVU7qggPQS2d/V2DZCekbBYyYikFViwOa5CnFNo2qpYKKwIrOWOJrm0CMcCzRXvi9dIDWvtypxWV8kdKyulbMHWhGOfD2NSeRzUfIyN/RCIzMlapbcHtsX6Oh1DX5LQxrooMRZUmbNjCbaBo9cEW8yxiqw2D+1IF1kdPHEqM6o9qeip4oWqXd5lmVratnIfG1sHdWSsrAgPHOzFrIbSCpBtr8QilnNq/aiss9K4UUl8UbnxdGKskrHMUpxUe1uibYtRxPLHFlSBZ1OZ1dfE3xMudHoh8oSyGkqoLJht2RVq0aNyDExLHEUAMxY1ZF2qiEp8qr3ZyZSVkId7vOYOGPd0efv6Y+SLxj10TTBxWvx04R9iTYyFz17JoRhnhzNgYSxfZj74vbVSmnIflWg/cZN4NdWg8n8MkSU1MfcEfP+K2kBoOw4mtFFKih92WOlsZRB3wTdJH+7C/8AcvxSPQmPasx/IjamwtZZOXeF/wA7CLs6hjIg8Wtq4qznOLgqomWtjBZSvRD657oDpEWQdjHL0kkYnT0Snejv4qr3VuEo4HH0Vo2Zph8Buayf5kUswtkcSeIgeaWch9e2MYhrXK96vlcivd8XL6Kkr35VMDA452RdgZU14UNEYpJl7mSNnTQwvakb1s8qLMORehOR/bIO17Fe1V+KJ6IM0BeYvuN7g+wyMO94Dt7IqauyVLDB4tWFfTC2y2lNPSKOa25NBOooTY5O1JyY42Tqj0kakCufAI4KogjOqk1ZdZj67mAJuS+LpYTbHSU3IWej8YbetqOSD81LPcUBgxxBBK0h+MBBnZA5ZCxjZWudG1sit9SoUdh2NkXb1eQO5U4QsNrWRtr802bxc1UNMCTcCOdk3V1rLfzJWDSJbxxnpHG0cd58sDZkkR3Qp7UQIPCPKY5laj9jwwNQvaImtz1XwJWjDantkiKJ98ibUTuHcLYQRzhr2PbHKzukbIqtSMoqFaXGmB02MsNPPfXuSuw7OwKkovoeArcjcV9O+xMKrqq6tKs1Rr1KoKeOCN6CDK5WOkd1c9ehQTVcguQbEUfd6ESXR5WnmfLfzqNd4CfQG/KMJt5ZC00PsvGSCBIXSoP3L2Mj6K3r064xz9KzxkO5Qat0FLGxzZNViJBphlYkbuJDgpCYLSFGiTSPaArLAcmd0bpInM6TrGqK1jUa71KLaNvBxmvkl0uEYyF8dc1U4ksCTPrFfBHDbzI1gz2MAmLlh9psaOWNiMaxX/a7YUrZpzbSf6aJQ7rJjnWz0Ejmg4vICYadTxQynDkK1oParkIRXpO6NqI7rEvXuRCI/fEVhMW0u4ziIzDo8REwwuGH5aEolLkL3Z4Rurvl43r+BnVenquP2j3KxP7A703aTluks474jV80cb2FSh8OfdDpvGbZ2S08kOvngPprh77GSEkUkEZwkD3JGxJ3IT1c1zWreWPRRW+2eLqiqx36wOFhKS1EzOpqAX+LGmMuoac2CWcaaeCve8ZJZakeeUX33QSxOcscjfsdZCmnyqtqg2NDfWheZZytwpZXV3Fb0GUE/wC6Xq6sQGAtk5Pt20loag0osb6WZXOfMOGVE1iKxXrG95PlmtOPT4+CKuOvNrw3dY7VUxd3Qr/3SdIstzRB3JFWRUfKoZDII+qtKAmKMWWNJCYOwhvRGt90nyzUmv8A2qy2Ioid1wgywAA0WnIMI8ZbQhG5NlVVvlnoZqmys6k6KGa/DdOXK57nex2NGk/GrGUetGLZx2e94h9rj/RUsNlpcoA3P6e0zKEUafNQDf8AvSfJWY6teK+Dve0GdjUTqkblan2kKOOKBi52+Nrnmro+TOJJJs7teSsaNdH+Jel+iZXQ4winC5FqZZZnIgPzhOirmxFRkyC27e/2JyEar482+26920wi9YGe8QNmj8TXao310u8JNK0PhdRw4tC1+27tt+8C4O3PMgtbp9vLVrm6Zo6a2+NrdQFR4m6mGuDivc/W4+Qm2li5b4UBgVC/fSw8T75WDsrBkfMGIU86B5Bbal6RPikWSbvZKkcao1WswlsluMMrT7Pjz82eSuCQbvewVFZnpC/Fi6bLcy0N2Vm33UM/1dCBIh70GX6bCXOHHC96SLK6NWdxMua6W+ioS9ES9EVecszmjcb7GautNlSGspp0guePaOv0u1qnPdHG6wzlFaAWtfZ2IjHK9sco07e1qr2OVET0UjNCFabHTWRjyI7HzIGBLHzZEQtTxFk4BBDQARhnwEFiUa2XeWZVuIsYyZJYO8lzGq2ByRNKfUtY3V8kZWyr7B2k8t9u4miG1YuN/U5x+yB5NkaYIHX3NzX01TCHDQOMa4yqdPCVP7UTklViORSYdikY2l2YVdibQqy8qtC+KIzD6GB3E+KBsbQta63Mj5G0FPFVimVtdNPZRDDtr+yFhAEfujIiySyE9SZEstzRW9XoCNP5fWddj6I4sjKR8TZI0bVRpNVAuigZV1gs01uTFIySIab3HRwtnWD2pe53omHYvNVrdjELoo26Ly/NJFbJVRvM4YxcxNYfNaVZTrmui/NuAWymcG5Ua1ySwDjTvb7aTRorSepW5wPNrfzm1Y2itucbaFK2vkhJ5SyOYz2fIlR7HtPzctGLBPAYTCT2EBu9tsawq50aL2qpQVEOR7651lvqbEOXysxtVX56jyq0+S4+oZqoq7bydAXBtc1FYVNjd2VxGLQPGMfJJJUuz5qPeOsj2vTL96j+zzY+TH5xmEnneLzA0NIMXtaNBNHHw6qjB1CQsH3Kb7VbuIuJfdxbuiNv4fKLi4OE3s6xI0AsFH6C0mrCQCItHd6tLjMzzkeZJgzbP58lUwXHdTGvycocs1NqBq6oqjiwbqIF8UE8Pe+NxUqpIzua5MRZ/qTtYXnIFjlrK3D0nlGIbR8mvJsq8TjPBVV3qM5p5I4oKDHV11VGDQ5XJMD72GSzIa1Vl958yyxMaQU7FrXo2+CIFq4eR/LJZdSVYspL+kxOA0dRTxvuZamts7WJmODIrAJmPQ5RikbNDXx/a7JXovonqXgojeZupsrS73vlWSMDfS1TO3j7CWpxSVMaSG3cgWeoIXRZy3nhWMH21ZJ2yMV6yI5VQnqXmq0m1rG5a6mtPLC7+YnmtLCpteNMvAeUALdB51KW8jGrhqzPe8RClg/2B0JkCSRWSNR69xKdyNLUfozov9BW/wDq8j1IzVByVfcbBkWPDtNXiWRdMUdQWQg1uBGNMdVkETnww2IkJkBQcpIUj0kY2WKSJzmoj2ub1RZd7RRuShkPC24jlbM7yV5kmd/jHuxyV3HPy70IcsrY2DpgeyGMeborEb9pGdY1crFREpVVewLDYcKbt9ky2pvI3lCsLlqaursYC6HBW1abLUknkRXLApMkM8K5JiOQeeSOVIpR4Y2+2ju57iVXvPwru5lXs8meZImoTNOOqVnHSPY108JEMBCx4OKIqIZ8KtTuYivjerHq5OnQpqOQT4vFmvUqtmbzzyawcMaSEoNKrCOZbEyhW4khpssmMfKyVH2MMzGRqyKOYKJWtRFkR5RVRQbgndC3drax+TfMkkRza+GvDJBxJUdXCNWyV9gxIyMk+uKlsJHpOkzhmywzJ3I5y9FQpqOQV7TDk1GILFKt722Krs4bFLdjCjP0x0gwEyfPjCRwRhzXcnZ3RsSJsb5+nRqNXp6KnigYqtBtjHTNh13mZPVWcUQVTarxJi2vGlMhRzLZsZVHISyAHvlWX3g2sfJ7SRsa2FWylV6lu6DQ7OCtjV2l8yqYijOjwJvtcV4G+n0DY5rqWPZipVUskPu6J6wwj2KPbFCnsMlGY9z3oT1LVYHyEdVmllbzzCSLJQ1DpqSw4pw002gu1lFmnsapUp4JbytFhVyMFfMsYxKNke+ZI3McU4dif7LR6ags7IeW+8yDxC68OlhLF4yx9pXjWx7a6wHsaySLLtL+ema5o0zntcDFLLKxfac1e0ow7FtY670Y8enms9J5cuYKKBYPl13HmOZHFJXaEZCR818pmYpDJ7saRgso6Qva4VXSwtY9JJPRKdyKTig4uwwNBKfJuZzYIiwSi+SagKi2Z04B5Qch1zWVo4tfA8p0PfEsMbGPhVjkT4+ig5qSau/DyubutFYAW1oFT15BpNbQ1Jd9dHxxM+IlZTAxyl2ZpHXtZDG1XPcvT0UIHCvzwctnqWaLzOrHOsLs8bK0+C47kiHo9zdUMlZj6wGXMqPNBxvDVyfIkESfPghGlRzTEOVGty7u5iuTEYoY4THC1jtGqkjm5yO1OdR7sNWmja4hoqsOws5rMTCe4kuRLcOkb5mmsTXYiFuhrasYa6S7U+lAXGlVpxT7qss3qRqvMw+G4Hm11fawceYc0IGO+rW9lA6v+iPmp7rPxN7CBZmOGkIZ3QQxud9rEWd6l4sZLeLLyhXG980nTWfSV1vV8dUQeozNQBcW4UaFG0eXWVgNmR3TIkqkEvEbE9yMb0X0T1LYivtEUtFmi7vzSqyLUPP44Zz8JmmdYwxnQl7I+5HpyJgCZoyGEWhE5PdFJ0RrHIiopT24K8+Cjrf67tgLSz58uVlLcQhHL+WpKKlryqsqSiPiyZVNXAtnGu5hWnRxIrxWjyNeOkbHKxCpK5g8gLZpsr5A5uUkidbWXWHH0w5tB0+p2LCHqSRN2SHN7WrNH2NX7Xaiu6r0xjmVnjIdyi479AOOUyuvOdWSNY2RhReRriftJ2BtjrgTZFaUrXTK77KxOT2URe5FaqFK2RLC7mJBhcZzRGWM44c8p2TrB4SG95BXyZ/Y5wks0TWNawkeNHMV7Y+74uT0UKRD6M2nqoWHU3JOkkEkQM+4MzkDbkyJIPm47EgMSSKMqCOOVYO6NGokrOxfi7r6KUZHiAayx2V8bGMeGyfHKrR7MSQA6PsvRGL74kqrJF1c1enX8KfFPgqL6rjzKsz+wO9bU8nIZgRxbOQvL8J1TvHMsoRuKuP4/q1PZ6Y2ncBnRCaUk5c4LXywuiObNPONBGhjkd3OY28sbDsW1kitqdY7HKy6Py2JJbndfXA2upyOEqq1Sm0QaVJtFfj5MZKq7e0ZCKlhfudxU70KV3ckbCepemA0llk4dTdSy+Y27gHNpxzQdbh4LOQuwEvuhkGSHiEriuwKcn2SpYV+SlEieje9rEVCepRqOXlseaoLrtp5inxXkssPbacdcVEpmQXW8gjX3lfPU00jippBpClkYs6RgvhhaxsncspMOxSeez25lNShg2/mPGTRSXbrSf8AMbj0E7SSW8thbRfWibTNNHMZVBxfTh21jBGMc6Jy9r19xCepE3f2dmbwyXcQQck0FpJjoD1FoaumsuUwZoxIZpxQakqMymK1DmsdGsaNexZXL2J3dvQo4oTriz3SVp18/c+YIlFY3ErYqMTh/FWV5V1o1IRcXKIHPnLC1ZXGMqUgAnnge+KYl0TWSyyRvgKo+hesWm0FLVV+ptNF5rm0xJhlatSZxfjzDwxwAh1guzWC5h1wCJdRXcbBpmOUpJxn9yRvZJ3FHqTQHutYUKZUF3Pm8lt+cMB88sPDOSrJqgRAxKuIev8AfoiRZsxNPFOQ1z5zCff95XvVGRNQpp3LpJ6KhL0RL0RQDlME2z491lfXVd9dGmVMo49XmNa7B35j5JImrHWbGMoKTPENaqu+ZbKxzGtXp1VURSkZoJIgLugEisVwPMpehllgqjqory1qrEgWkq4K44LX3FkVqWRur2Pi6SzOcssKP6qnZOvp2qflkvW0orqY3I6ETjPlZLGqujSaUKt8radMvJKOwOFZDhV0zxJxDXEKO58cPzTZFSJ72/ML3FIp8gnEvO8hy08Q0nCfN6kxP0oratfLUKEydLu6JtJSSbF+pdGbGjiGIIiuc8KB3y6MbExiKUYJz0WY17m1A7+NuXghcyLLSw6rM+SVPUEyZWulnt4n6uzMuYDyYXQWBcRMk6vliSH8RIv4uRpBRYBcfrpjlgseNOa4K0+UcefSt8rWPrhK60LFgItxY/zpjsoI6yuJfKM1sffJG1zGdXqzqSo7FeHFFDfw7e4t7vI7vPfL5espB7a+5ch2tVftrpW1kalZkKxkBFt4g6uKdlig6SkMIk95zSHStcUFVhyrx5a0WuiK4/D5X29nsKjkO/IWDyW/M+tzF/QVMtrR01XRaOxLJQXkGzLfXOIrx5B6NgzZJGwwOersyGC0fZXFxLcCO8j0eXFocfO1Eh9Hjws8sUd46agaNxFDr57u/i3G1tYLUy7fN5nnTh7Gi30tBjrGTrkEpq0eXXQRVwoaiTYfTci8ehVFFNxdqZctLNek2uj3PNmb2WoGtGxmmCCQSmWRBlw/RzDRxijMlao85XT244GL24a2JopoTy1ya8DPz03BdlanWNKLbX4Kch4OGHKkzHWI8tKbYtspRLA+GCuWRXirLC1ZEarvsSK0ooOabI+ZuWp6ce5E8eLI2CYdpDmB8rcZk9Y2KV8z8mTFauDsFjQb7HtSKkqu6IqK13aSg5rKNzFyzJ8x8147XgLovYlgjm5I4+klKFnkhiWRkcVg50c40k7Umjd+4qqI9ydydSUHNP8AUckconw1UpvB54Dj9LPT2MDeQ8Ia/O1UP0ZjbqylFspIS5J5DS1aIKss6NETr0WZnolBzVraj9GdF/oK3/1eR6kZqk5KA8ZT2A3EFITUgRWtqPQ2U9ZVzmpWw2VhFPYSBATWLoCmgRGEtbG6ZYpEiR3d2u6dFtXT5o4ZH27BJcBhLWl2kOcB4Wl1DpBNBqoaVrQq5btifKxk7iyEuAc4DUWtJxcG1GqgxpUVyqFWNJzLzBcbzf8AHUHGWIJ0PGWf410eghF5GtI4beDkn85HQVlCQbhh4GG0TMoV7kpTo4SldEjfZRzlZwtp1L1HdbzdbI2xtPe7KO0klpcvoW3RkqIyYPaibE8nVQSHSBpqSOxutg2G22q33c3lz7tdvuWR1gbUOtwyhfSbKQyMHhqWDUTqoAXqy5U5lFlD+R4MaXCcO0pql8kYqteKWrB0jyEqusSYi9QdI6b2JR3PrukXR8zVX13xwOGIXGDLFYJeWOb2I5zfHpF98UCWvHk5ZwbCpDpqiYi1piehLxoz6O1h9qR7JHwSju9xj+5qs9EoOa2x+XeVo5zlvOATM9ViDTyMtbDlbjb2pSGqOwEeaCK0c8T6lLOjY3Oc5Gr06p9pPRKDmm4blvneWGZ5HjYRA9xssUDG8ucdzIKF0jYPPYvjNdH76y97nxwuf0YrEarnq5rSUCuwWwubjEzH22bnqbsumslJzMV8G6eMpsRUUYcOiBk+UgcWjGqwhrk9n3EVeitXoUIMLak2VpnH56w4R5KvQ62WuBDdF5OVMd7YrV2F5dtj0Omm0YtwtgCfduY1rZpkfA9scipFCxHFUpi7OWGXujC6Dj7kIyXjOsoYsvWN8gq8QHcM0wd+To36GpNv+xkuNhvJ1ilt0X3/AG4pBURImvQn6VXwPH+tCr7awK4+8iCJGV9WXT1kfle2x+Zt5PlxHUcJsuqhQFSYCVILJMIlhbJA5IlbGrUeT1epS83F6enJt87QYDmK0zpc+SrPzi/7zD6+NKxLCuMs7Kuhlv8A6zXfQ5pJYTGt7JjooVjT3Ek6eiLUJzV+USynlxPMsT8pWaeTLix+U8EBuxil0rCoJy4mar5+aaIKb5gUgxy/TxP8V7k+y30RFhxgKYFx9khLCsvKUwemFjnqtLp27S+BeiO6QWmqYSY29La3p3EJK/u6/h+HooOafdRRV2nzt1nrec4arua0qusCKy0MpLCIQmJ0c7xLaunFOrpkjVeksUjHs/Cip6KEE97xkbtrT5664Y3PuZXd7aszaVvkDBDPa5cXU0GqzW8jipruKvEp9oS4qT6Yc1LECJj4JEWEpU9Z19b2dv5PudwLjzIGvkoxzPKkNdUJ1DxllB421Y4EUNaga7bLvcLoXH2haG0MV0+OKsjJPOhbTRONBOgPqR5b6PaQaihBLaZmNB+cd9szuDN4Nda1+kLsky/kuyGd1ojRKgRM7TSacCnqBTaKRJiHjfLODJbM6VnYqTPwVs/SnYrj/VuG1ExeC5gtizDKiYeok8m4X1U0hRkMhctM8mzZ9BjxLqsd0Ur2NnKkm6OdJ9p/oim2X0uz4mrKrFZ3howvKQ1A9tXy2/NGVP0Yd7obA6xus5Zz6O0lMPbWXBTxBJ4p54XN9uJvY1iNaTAq7+POQTNvC5TqAGiLihLlLDE2mW1kgfZZTDVzJ35w0prfqla1hbXftGNk9tV70VPRQQuO/IdWYXr9MWLm9Ra/43aD/MV/IEGZoSHttrN/tyVHvNIisIGJ7alK3217uvxVEX1jnP0rPGQ7lFx81MsdY0nLcjAyGDxwWA8fKrS3ASPdKLKhD3lpPYQjhu96P20eS5Gsb0+Cr6iqle0GfmUIKunzvIAkDyTSpZjeWQyS3GBV0ahF2BYBH1A+vMm7mI0d3ZHKxZXtVvb6ItOuE0UI4JYORuTy47qO0j7+WVO92OEf2/dJnhneOfXQEM9ta5rfaR/c7qiqvoi6CeIspM+0u5zRkDMmxEUhYaSJMgs7rkPvgSZPhIjP7v7H4P2PVcftHuVif2B3rWrOKjq621djFxbyNV3hBEACk2Pk275LRxXtoW0oOJwd6Ta0zaymhHs4W+zDL1hayFUdEjnXlYUZjyPI9SbEr+Mufo6WQqzjNNh8uomTGsryJ4M7GfFcWY1iJWFVjnKXKhQiisSGRqTzTyPUow+QWwDgimzVVuHmOY47OIjQFmm1nl2HCglIW9pdpNLEPo0qB6sowpvv/LQwTRzitckiRucshTX5UWyFk9WwYBq8Sc7t9lj4Y6IfyurpxIyI7JIZJbqaTUDQLZNFsGyfKumkDle1fajdK1sjiepPUFHrqSwo5DOOuZq5wUEnJE9XY+VldJQ2t/S5uxQjHWkN5olsDc6ASkKEQq2OpfOXFPOj4YusZR6kZp2arb/jr81LSe2pauxy4lQXMFfuGu64Z4MEDvY0wE3e2wgROnzcMnVz072u+KL6KnihEtePtTYUtyI/jHkRrankHW1VRXT+SAsmk02PqiwbfMbzKWqWs0WdD3J4vR1YROGfVtR69rFd3es2+t7O38n3K4FwHwMe/wADmeXIa6ojq9vRT22+F1RTiBr9tu9wu/P+0LU2hjuXxx/vGSedE2micaPYElT+7f420OrgTG8RkdTXGXREvFPOtSLmG3GvoAr3yhF0Itztqc5ZCKU1xupNr0L1lrH78ctjLLFCxXvf8tGrYvWEtmUS2e5N5gNMz4mj4M+hjmPjbpbkfkvFWVXn4pTFgQlkcJTbI+KMVWz9qQtc9qq1v2k+JU0CIP0UJeiLDIRBD7XvTwxe/K2CH3JGM96d6OcyGLucnuSuaxVRqdVVEX0SlM1FtZU4ra0VrjddHT3VFeCoNa0hxkaRHCfNjtSOVkZEU/t/O+23qip+MVqfhVE9EVfJw1wI1kkC5HGOjQeYWSGaaOaNoXy8IpALo5i3tbX/ACrY43wdEh7Eait6dPRTUrBDwF49jpA6HjzDRNRTYRUbBAkbXak6GzPjGZ7/ALbHaCw9uaRGIikydqr3fD0SpWqnj148rZ2BqYbK/Vbqvbny5WGENJmrSAh//dAzG2CKNAUAK1zo4UYskbnqvVJHq4lSs4fjv49gzVTA+OMXDNX14YlVGyJFeytpAEqBY4o3EuUgcABfY6uR6Ixejl+PolSmwTxm8Z1Sa0E40w8rHe6sp0bnkQs+X918vSb52SKH5ZJX/gVPbRy/gTr6JUqY4bjThrj06WywNBls6cWHDTTk1BTGvJFKKHIHDlRS5WzPnM7HMVUWRz3fBer16kJJzTTYcBcAE2D7e046w81ktxa3Hz5oY7iYbnSELJblwTTS94pNuQV+NSNWe4r0Tp8UT0SpCdAOAuG6uusqmv47zoldb6IfW2QkQ0iRl6cQSQEa+kVZlelrALK5rZmqj0/D16oioSpXiTgHhqW0gupOPM/JajQTDRHPgndOkJDLJhCSKs/SZ5Dbgv3HvRz3/MSKqqrl6kqU32Xjdwbbvp32HG9BP9AFaDUxo0yGEQNgsgcI6QQFRwyxDwSu9pHtd7T1V7ejvj6JqK9yvHHg02KxhK4yzE0dqhf1BrhJP8ZU6ZhBT3L73Vr5CYmSo5vRWysa9vRzUVCVKbqzxe4Gp7Oot67jusGPoUqlp5WnXTmV5FLNGTXnjjvsnDpaRlR+88pWqRNM5z5Hue9yqTUVcGo/RnRf6Ct/9XkepGapOSgfF9lX03EdBbWxotbV1tMcdYWBs0YwgQYpZsxBRJErmxwwQxMVznOVERE9S72ijckP+P1OHg515o5Bi5Q4Xts5zJjuLsxhQxuR6wm3sbXjld7U20NnWQwKyIA241LxWvGmKex4cjXsbIvtt4/bNm3Kz6y3TfJxF9mXtvZsjIe4yB1uJtWppYGgO87wkPcfDiBXDqNw3Sxueltu2iIye/2k9094LQGUnMWnS7USSPK8VWNHiwJpjSNHiuJh7UQbQ5LwvrakWGLpNScqXpNsrIBYzBDmVU4IAzBEtYxfZa6d7mRfjGu6q1vrrlzePam+tzvHVjZsCrMl4LFHHUlzmrQer5dvLeaZjg7KUyk+TFpmPh6BNbMXK5HTyxOl+z0jR7iY9qefk+ITioDDc34XyOtcpDFrLmbl4ggWKvcjCePaOujeCpFwLb6IWR/vuQaNsEKe0k87fZQmPasU2TxREGcps9ifC0m104zz7uvTky5mjMEKtIzKqWjrmVsZOhEt6OgdO4hzoFiJBd2tlYxzmk9aNOpgy8Xj7NHXCYSXJS8cXhDQs1qpV48nqjKiwKKgA2jEjmizpEcz0fYtRqxxudK1G9ERCp4oJYM1hnZfA3OawXhxa2GkYdFW1YPN1/BT2bobMSlDBw9u6l+Vtu4Az2biJ0UPvEtbArJlVqeiqx7VIV/VvoLm2O5PD8OptSDnzqUW8ZyYbdTTaCBAPlKx1fbjhlMohAoWjmSq9hiTQp2xL1Rnoox4VokLR4wyVr6GDxAXi1ltj7XRvG11gbNByOQs9WNcSsEPZVsOnEsFhq/cVpr3Sujcrk7ER+ZTj2p3iTisluiseSQ/FBtnc31JFs5w+UjbSGzzgpk9xoWSRWEI88NwDtZFICE9r5BkD3JJIxzFRSjHhVQrO4fCVlD9dZm/C+vsgLevpqwlNtemgtsbc+aRmfsdcZNMclxZ51xSDtlgdM2Tsa2J8MTfRTj2roJxQsX6usm0dmbjEhrEGBZkbQ27zra8WeYav+mW1i1pp8ahxMV8kqdyyq5FVenVSpOafNrRs02T0Gekr6u1Zc1ZVc6vu4HFU5SFRrEsdmK2SFxYP2uskSPYsrEVvc3r1QoXOGxouPqml11eNReG1rZR3W/4+YHXco2+ET6VlpaQfYZK5s4XWS0OlpiLiH6zXKS1Q4p2Du7mSK71fuLS6tNAuonxGWMSM1NLdcbvZe2oGprqGjhUHgVYtb6yv/MNjNHMIJTFJoc13lytpqjfpJ0vbUVa6jhUVAqvVaDF2ZFPcgBeFEJZtkI08w3eX11G+oW6qqk5Ms2V1VKndTe8EGE6COAc2ONUR8RT0bYWVj2q9oqDwXy0mke2w4YDIlh09Xo0l2FcUYg8sXymkppopbkgmNkUQ6QqIxqLF2IyNjVRE9FHiTxVWvhdWVoCVl/w2DX1IsMwHdoamFQxrg8XUtVilHtIa99lXxmSNd9uCVnc9GKq9SeJWRw7lvH/AD6WhnCFfgQm2cAtfZkYmYGRh4maknCDY94c8rSg6uQ18Ucje6Nqv7Ud6KDXiuRfIlfnj+Qr9l3X8amOcee2JdLf2tTpPddZnMax8Ak8IrgFDSRRlXpI50f2VVe7pjnM96zxkO5Q8P6GYQe8qv4UOBSyXSnyw7S1PPhkigHCfoVlJVkccow/+Kxt7mMRqxdfxju1YUpuIAzs8shMmW4ClUyxfczSG7i2mfMRae7MRZCpG5woqzsZJIzvayCJzur2s6u9EUlokyeYsqWzYBw5nQDwppH2lLoSfqqGWfzaTyU7CXtAOqrBojVnnajEc5snb3JGq+iI/PEQ4Ky2ugNrjBbAKbH/AIgwKeMkSfsuw2vWEiJzopWtcnRVaqp1RU/Ci+q48z3KxP7A71CL3B12IKJr9Hw54vUEJttabCKm0vIu0M1Rn5w6s2KXT2lrLnyYJ7ExhM7yUWSQeB8itQhImK31eVhawjeNxzKyR9d4PHLNMzFnQi8s2ZMq5V6vqoauki+kksurWUYhIFHkjZIj5UY+TtiRfUJj2pWbuJSqFpbajwtr7ypl0ZenqS+QIrQMCWawR2da6676QY09GhNktI5u4YaWByRSvYqv9SmPaorPk8fazRnXuW8HCBq2AB2c1VdzXpoUCGcyISOI6dAVKudB8iFKWBLK6NAoFWCJ7ldLJ6J61d9bh/CD6AEFyGN49QaBgxRGho28hj6ardYzuQSyLgkv7AeztGEQRtj9wkdJ2i/iXfim9PRRV3CqLnXU4+l4utKXH1ucvgrXLxi5usMOJDy1kDILD9LhWxpnfMwVMoqMWOYZeqR9rmL+D0UcUCUP5j5IsS0Dz/hiAVlod/kgrNOTdEJX5/mCsFtjNlg7iwjoLKtomUsl05tnGZJGdFHPK5o7fhH6yJ7S6tNHvUckXmxiRmppbrY72XtqBqa6ho4VBpgVj2t9Z3/me5TRzCGV0UmhzXaJGU1Rv0k6XtqKtNHCoqBVROqz3HFvKUM3K+C1oJlK6Mzd2QvK2q+UqaM6GqUmyYRPRzBIJ0sY++aUmRI3Tjtlcx8reuOsqvem+wXBiG6aoqs34LMFcaLYOQrl+2ZI9wNh3Y2K5GPArhre0PzltOz8XP8AJiF/B8iorWeietdcPRUJpv8A8hXX4fyTZfg/D+85vwf3/Vub/Jf/AIT+ZZ21/wDzO3/+PH/1wvz5rz//AJYXP6Of8ePLb9KP23/JLB+iP/2Rf+qv/W9z15B+CX/05ef+vd/3UC/T7/8A6yf/AO6dL5f/AEfD/wDyW75Iibn996r/AIMfpvjP0i/4gf8AIZ59/pL/AJj/AOj/AO2X0n17Gvy89fyIUJuPyJzr/wAsv5DzX72/dPy3vP0k/wDV/wCuf8J8v6hOWa73a39PNd+hv7z4h/RD9x/4F8U/oj/nz/8Ag/8Av/Jep4K3/aoWv6C6P8g/8Gtj+3/SP9Ps/wDo/wD9pv8Aqb/MfteoULVov0F8wPyj/wAHM7+9P01/fHDn6K/9nv8Arb/PPv8AopOY703cyf8ANLcfkP8ALme/QP8AQH9JNH+7f5t//iz/ADP6nioGS2db+VSv0D/R3nT9Ffy9+UX/AKM/9tf+pf8A9g9QpCkPjd+28X/2/wCSF/Sv9FP+M/B/5Y/7Uf8AUX+C+V9TwUHivoT9FbS9ES9ES9ES9ETHqP0a0P4PyHbfh/B+8CPw/wB71IzQqqMt/wAAHfo7+g+l/S39E/3vbfpP/wBn/wD27/Ju/wBS72iobwVb5z958d/8pf5GJ/Iv7T93E/QP/Nv/AE/+F7PVKr9ab739Lwv+Ub9rj/yt+kn5ai/ev/7s/wAp7PRB6Vv479Jif+UP91M/Q79JvyZP++f8L/03+Td3onrUevP21Z/yV/vMT8sfuH/6B+9f8m/9m/8AwPRPWrNrv0lx/wDy3/o5H+Tv0l/bXP6H/wDZz/0f7/zHoo9atTLf8Oav9A/0a/8A6W/4c/vN/wCS/wDs1/8AWevonFVQN+TcX/y2flW0/e35N/SOr/Qv/Ov/ALV/nH2PTgp9arrQ/pDQf8mP6VbX8t/ln8i2n5M/7Tf9cf5N7voo9an+f/Rqy/5Zv35lP0f/AEa/Kg35S/yz/qr/ACrs9E9aZLH9s7/lL/fJP5R/bfupP7b/ACn/AKX/ANfv9FPrWxY/uGZ/5YP0zl/fX5N/R8z8j/8AbL/0f8i9z0UcOKI7L/o9UfkH95x/ov8Ao9+z+SP8j/8AR9FCfvREMM/76uv+WH/iRuP3f99fvOt/LX/2SP8Arz/A+z62m5/+G/1X+lZ/nd5/yf8A3H6nbVafZf8Axf8Ao/8AWyf6bub/AKj/AMz/ABOzSo5YflTjf/lJ/fln++v31+TIP0E/yv8A6b/AdvrVrdetRmT95ck/8lH5f5A/d/2n5ftf08/z3/1z/l3veietSyf9p/8A6i/gl/fH7X8mRfh//H/ybp6J61cfGH5Orv8AhP8AkiT/AIYfk79/J+Tv80f+l/h/RQVyj2n6S2//AAt/LFn+mf5a/Llt+4/4L/2f/wDOesc5lZwyCjMf7eX/AIDfvYj95/8A6wN+U/8ANn/pf5R7HqFUsUf5RZ/wE/Jhf7T98fvxv7h/mz/pf7/T0Kjis8v78g/4G/kYn99/t/ylL+SP+z39z/De76BEZfh1+l+k/R39Gy/0V/If5dr/AN6f3/8ApP8AC93q4z2irM/s+n50V25/Lcv/AAj/ACMD+nH5Y/fVr++P8z/+z/4X5j1dWNwVU1X7uD/ylfvwH8lfu/5YX94/5Z/0H+WeoU+tRCy/It//AMk376rv3T8nflcL8u/4b/ov8P2+pUjPin23/RiT/lA/SHO/v39HfyiB+6/57/8AY/8ACdnoqePFMqfgqP8Akm/cw/3z+7/uafk//wCtf+r6KfWjPpvyPU/k38mg/kb8j/vWL8k/5t/6D/BdvoqUPxn5D23/AC2f8Tdf+/PyH+8IP02/+yb/ANcf4Dt9bTdP/Df6r/Ss/wA//pf5P/uP1P8ApLTbLnd/6L/Wyf6bub/qP/M/xOzSquxH5K0//Jf+h9v+i/5E/TKT9JP+yv8A7X/nPs9atbv1puX9HcP/AMkH6SUn7p+Sf0js/wBFf89f+yf5f7vonrX/2Q==)
Ο τρόπος µε τον οποίο λειτουργεί ο ενεργειακός συµψηφισµός (net metering) είναι ο εξής: Για παράδειγµα ο αγρότης έχει ένα Χ κόστος για το ρεύµα που καίει στην ποµόνα την οποία έχει δηλώσει για τις ανάγκες άρδευσης της εκµετάλλευσής του και έχει συνάψει Σύµβαση Συµψηφισµού µε τη ∆ΕΗ. Τα τρία έτη καταναλώνει 31.000 kw ρεύµα και παράγει µε το φωτοβολταϊκό σύστηµα 30.000 kw. Στο τέλος της τριετίας που θα γίνει η εκκαθάριση στο λογαριασµό της ∆ΕΗ, τα δύο παραπάνω ποσά ενέργειας συµψηφίζονται οπότε ο αγρότης θα πρέπει να πληρώσει για τα 1.000 kw παραπάνω που κατανάλωσε σε σχέση µε αυτά που παρήγαγε. Ωστόσο, αν για παράδειγµα παράγει 31.000 kw, η ∆ΕΗ δεν θα του πληρώσει το επιπλέον ρεύµα το οποίο θα περάσει στο δίκτυο. Αντίθετα, ό,τι περισσεύει θα µεταφέρεται ως πρόσθετη ενέργεια στον επόµενο λογαριασµό. Σηµειώνεται ότι στον ενεργειακό συµψηφισµό η παραγόµενη ενέργεια δεν είναι απαραίτητο να ταυτοχρονίζεται µε την καταναλισκόµενη. Από την άλλη, στον εικονικό ενεργειακό συµψηφισµό (virtual net metering), η µονάδα φωτοβολταϊκών δεν απαιτείται να βρίσκεται κοντά στην αγροτική εκµετάλλευση, αλλά να είναι απλά στο ίδιο όνοµα µε την εγκατάσταση (π.χ ποµόνα) µε την οποία γίνεται η συµψηφισµός στο ρεύµα που καταναλώνεται
Ο προϋπολογισµός των επενδύσεων σε φωτοβολταϊκά συστήµατα όπως αναφέρει η υπό αναµόρφωση προκήρυξη των Σχεδίων Βελτίωσης που θα προκηρυχθεί Νοέµβριο, είναι ο εξής
∆ικαιούχοι της ∆ράσης 4.1.3 «Υλοποίηση επενδύσεων που συµβάλλουν στη χρήση ΑΠΕ» που θα προκηρυχθεί στα πλαίσια των Σχεδίων Βελτίωσης, είναι οι ενεργοί αγρότες που έχουν υποβάλλει δήλωση ΟΣ∆Ε σε έτος που θα γνωστοποιηθεί στην πρόσκληση. Από εκεί και πέρα, µετά το παραπάνω πρώτο φίλτρο, οι υποψήφιοι δικαιούχοι θα πρέπει να µαζέψουν κατ’ ελάχιστο 35 βαθµούς, στα κριτήρια επιλογής, τα οποία διαµορφώθηκαν εκ νέου ώστε να µπορεί να ενισχυθεί η εγκατάσταση φωτοβολταϊκών από όλους τους αγρότες της φυτικής παραγωγής.
1) Αξιολογούνται και βαθµολογούνται οι ενεργειακές ανάγκες στη µελλοντική κατάσταση σε Κwh. Για τις γεωτρήσεις (kWh / στρέµµα) ισχύουν τα εξής: Τιµές από 200 έως 650 kWh/στρέµµα βαθµολογούνται µε 1 έως 10 βαθµούς (αναλογικά) και τιµές άνω των 650 Kwh/στρέµµα βαθµολογούνται µε 10 βαθµούς.
2) Ποσοστό κάλυψης ενεργειακών αναγκών από ΑΠΕ από 1,5 έως 15 βαθµούς αναλογικά
3) Αξιολογείται και βαθµολογείται η αποδοτικότητα υποκατάστασης της ενέργειας (βάσει τεκµηριωµένης µελέτης) kWh παραγόµενης ενέργειας συστήµατος ΑΠΕ /ευρώ επένδυσης: Τιµές από 1-9 kWh/ευρώ βαθµολογούνται από 1 έως 10 βαθµούς (αναλογικά) και µεγαλύτερες των 9 kWh/ευρώ βαθµολογούνται µε 10 βαθµούς
4) Αξιολογείται και βαθµολογείται η χρησιµοποιούµενη τεχνολογία. Στις γεωτρήσεις τα φωτοβολταϊκά λαµβάνουν 5 βαθµούς και τα αυτόνοµα ΦΒ (µόνο για µη ηλεκτροδοτούµενες εκµεταλλεύσεις) 6 βαθµούς
5) Αξιολογείται και βαθµολογείται η δυνατότητα υλοποίησης του αιτούµενου επενδυτικού σχεδίου (βαθµολογείται αθροιστικά
Γενικότερα τα Σχέδια Βελτίωσης θα επιδοτούν επενδύσεις σε φωτοβολταϊκά που φτάνουν σε κόστος τα 150.000 ευρώ. Για τα συλλογικά σχήματα ο εν λόγω προϋπολογισμός μπορεί να ανέλθει έως και τις 500.000 ευρώ, με την προϋπόθεση ότι ο κύκλος εργασιών της τελευταίας κλεισμένης χρήσης του συλλογικού σχήματος, ανέρχεται τουλάχιστον στο 25 % του αιτούμενου προϋπολογισμού. Η στήριξη κυμαίνεται μεταξύ 50 και 60% για μεμονωμένους αγρότες
Τα Σχέδια Βελτίωσης επιδοτούν αποκλειστικά τις επενδύσεις που έχουν να κάνουν µε την κάλυψη των ενεργειακών αναγκών των αγροτικών εκµεταλλεύσεων και όχι την παραγωγή ρεύµατος προς πώληση. Με απλά λόγια, αφορά µόνο τα συστήµατα ενεργειακού συµψηφισµού (net metering) και εικονικού ενεργειακού συµψηφισµού (virtual net metering).
Ο τρόπος µε τον οποίο λειτουργεί ο ενεργειακός συµψηφισµός (net metering) είναι ο εξής: Για παράδειγµα ο αγρότης έχει ένα Χ κόστος για το ρεύµα που καίει στην ποµόνα την οποία έχει δηλώσει για τις ανάγκες άρδευσης της εκµετάλλευσής του και έχει συνάψει Σύµβαση Συµψηφισµού µε τη ∆ΕΗ. Τα τρία έτη καταναλώνει 31.000 kw ρεύµα και παράγει µε το φωτοβολταϊκό σύστηµα 30.000 kw. Στο τέλος της τριετίας που θα γίνει η εκκαθάριση στο λογαριασµό της ∆ΕΗ, τα δύο παραπάνω ποσά ενέργειας συµψηφίζονται οπότε ο αγρότης θα πρέπει να πληρώσει για τα 1.000 kw παραπάνω που κατανάλωσε σε σχέση µε αυτά που παρήγαγε. Ωστόσο, αν για παράδειγµα παράγει 31.000 kw, η ∆ΕΗ δεν θα του πληρώσει το επιπλέον ρεύµα το οποίο θα περάσει στο δίκτυο. Αντίθετα, ό,τι περισσεύει θα µεταφέρεται ως πρόσθετη ενέργεια στον επόµενο λογαριασµό. Σηµειώνεται ότι στον ενεργειακό συµψηφισµό η παραγόµενη ενέργεια δεν είναι απαραίτητο να ταυτοχρονίζεται µε την καταναλισκόµενη. Από την άλλη, στον εικονικό ενεργειακό συµψηφισµό (virtual net metering), η µονάδα φωτοβολταϊκών δεν απαιτείται να βρίσκεται κοντά στην αγροτική εκµετάλλευση, αλλά να είναι απλά στο ίδιο όνοµα µε την εγκατάσταση (π.χ ποµόνα) µε την οποία γίνεται η συµψηφισµός στο ρεύµα που καταναλώνεται
Ο προϋπολογισµός των επενδύσεων σε φωτοβολταϊκά συστήµατα όπως αναφέρει η υπό αναµόρφωση προκήρυξη των Σχεδίων Βελτίωσης που θα προκηρυχθεί Νοέµβριο, είναι ο εξής
- Φωτοβολταϊκό (ΦΒ) συνδεδεµένο στο δίκτυο µικρότερο των 0.5 ΜW: 900 ευρώ/kW
- Συνδεδεµένο στο δίκτυο ισχύος µεγαλύτερης των 0.5 MW: 750 ευρώ/kW
- Αυτόνοµο φωτοβολταϊκό ισχύος µικρότερης των 0.5 ΜW: 1200 ευρώ/kW
- Αυτόνοµο φωτοβολταϊκό µεγαλύτερης ισχύος από 0.5 MW: 1000 ευρώ/kW
∆ικαιούχοι της ∆ράσης 4.1.3 «Υλοποίηση επενδύσεων που συµβάλλουν στη χρήση ΑΠΕ» που θα προκηρυχθεί στα πλαίσια των Σχεδίων Βελτίωσης, είναι οι ενεργοί αγρότες που έχουν υποβάλλει δήλωση ΟΣ∆Ε σε έτος που θα γνωστοποιηθεί στην πρόσκληση. Από εκεί και πέρα, µετά το παραπάνω πρώτο φίλτρο, οι υποψήφιοι δικαιούχοι θα πρέπει να µαζέψουν κατ’ ελάχιστο 35 βαθµούς, στα κριτήρια επιλογής, τα οποία διαµορφώθηκαν εκ νέου ώστε να µπορεί να ενισχυθεί η εγκατάσταση φωτοβολταϊκών από όλους τους αγρότες της φυτικής παραγωγής.
1) Αξιολογούνται και βαθµολογούνται οι ενεργειακές ανάγκες στη µελλοντική κατάσταση σε Κwh. Για τις γεωτρήσεις (kWh / στρέµµα) ισχύουν τα εξής: Τιµές από 200 έως 650 kWh/στρέµµα βαθµολογούνται µε 1 έως 10 βαθµούς (αναλογικά) και τιµές άνω των 650 Kwh/στρέµµα βαθµολογούνται µε 10 βαθµούς.
2) Ποσοστό κάλυψης ενεργειακών αναγκών από ΑΠΕ από 1,5 έως 15 βαθµούς αναλογικά
3) Αξιολογείται και βαθµολογείται η αποδοτικότητα υποκατάστασης της ενέργειας (βάσει τεκµηριωµένης µελέτης) kWh παραγόµενης ενέργειας συστήµατος ΑΠΕ /ευρώ επένδυσης: Τιµές από 1-9 kWh/ευρώ βαθµολογούνται από 1 έως 10 βαθµούς (αναλογικά) και µεγαλύτερες των 9 kWh/ευρώ βαθµολογούνται µε 10 βαθµούς
4) Αξιολογείται και βαθµολογείται η χρησιµοποιούµενη τεχνολογία. Στις γεωτρήσεις τα φωτοβολταϊκά λαµβάνουν 5 βαθµούς και τα αυτόνοµα ΦΒ (µόνο για µη ηλεκτροδοτούµενες εκµεταλλεύσεις) 6 βαθµούς
5) Αξιολογείται και βαθµολογείται η δυνατότητα υλοποίησης του αιτούµενου επενδυτικού σχεδίου (βαθµολογείται αθροιστικά
- Τεκµηριωµένη ικανότητα κάλυψης τουλάχιστον του 20% του αιτούµενου προϋπολογισµού κατά την υποβολή της αίτησης στήριξης (4 βαθµοί).
- Φορολογική και ασφαλιστικές ενηµερότητες (για είσπραξη χρηµάτων) χωρίς παρακρατούµενες οφειλές (2 βαθµοί).
- Ύπαρξη αδειών απαραίτητων για την υλοποίηση κατά την υποβολή της αίτησης στήριξης (2 βαθµοί).
- Ύπαρξη κερδοφορίας κατά τις 3 τελευταίες διαχειριστικές χρήσεις (µέσος όρος 3ετίας) προ αποσβέσεων και φόρων (1 βαθµός).
- Τα ακίνητα επί των οποίων χωροθετούνται οι επενδύσεις σε κτηριακές εγκαταστάσεις είναι ιδιόκτητα και απαλλαγµένα βαρών (1 βαθµός).
Απαίτηση σύμβασης
Για να επιδοτηθούν οι αγρότες θα πρέπει να έχουν εξασφαλίσει την κατάλληλη σύμβαση για αυτοπαραγωγή με ενεργειακό συμψηφισμό (net metering) κατά την ολοκλήρωση της επένδυσης, διαδικασία που όμως ενέχει μεγάλη γραφειοκρατία. Επιπλέον, για τις περιπτώσεις των αυτόνομων επενδύσεων για τη χρήση ΑΠΕ απαιτείται η τεκμηρίωση της αδυναμίας διασύνδεσης τους με το δίκτυο της ΔΕΗ ή η αντιοικονομικότητα αυτής.Γενικότερα τα Σχέδια Βελτίωσης θα επιδοτούν επενδύσεις σε φωτοβολταϊκά που φτάνουν σε κόστος τα 150.000 ευρώ. Για τα συλλογικά σχήματα ο εν λόγω προϋπολογισμός μπορεί να ανέλθει έως και τις 500.000 ευρώ, με την προϋπόθεση ότι ο κύκλος εργασιών της τελευταίας κλεισμένης χρήσης του συλλογικού σχήματος, ανέρχεται τουλάχιστον στο 25 % του αιτούμενου προϋπολογισμού. Η στήριξη κυμαίνεται μεταξύ 50 και 60% για μεμονωμένους αγρότες