{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"pygments_lexer":"ipython3","nbconvert_exporter":"python","version":"3.6.4","file_extension":".py","codemirror_mode":{"name":"ipython","version":3},"name":"python","mimetype":"text/x-python"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"# Introduction","metadata":{}},{"cell_type":"markdown","source":"\n**Goal of the Competition**\n\nThe goal of this competition is to accurately identify starfish in real-time by building an object detection model trained on underwater videos of coral reefs.\n\nYour work will help researchers identify species that are threatening Australia's Great Barrier Reef and take well-informed action to protect the reef for future generations.\n\n**Context**\n\nAustralia's stunningly beautiful Great Barrier Reef is the world’s largest coral reef and home to 1,500 species of fish, 400 species of corals, 130 species of sharks, rays, and a massive variety of other sea life.\n\nUnfortunately, the reef is under threat, in part because of the overpopulation of one particular starfish – the coral-eating crown-of-thorns starfish (or COTS for short). Scientists, tourism operators and reef managers established a large-scale intervention program to control COTS outbreaks to ecologically sustainable levels.\n\n![starfish2.jpg](attachment:6daec158-5523-4add-be2a-58556de90a6b.jpg)\npic credits(2018 Richard Whitcombe/Shutterstock @LiesurePro)\n\nThey occur naturally on reefs throughout the Indo-Pacific region, and when conditions are right, they can reach plague proportions and devastate hard coral communities. These crown-of-thorns starfish are a major cause of coral loss on the Great Barrier Reef, after coral bleaching.","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","execution":{"iopub.status.busy":"2022-02-01T23:30:28.577731Z","iopub.execute_input":"2022-02-01T23:30:28.578206Z","iopub.status.idle":"2022-02-01T23:30:32.0731Z","shell.execute_reply.started":"2022-02-01T23:30:28.57815Z","shell.execute_reply":"2022-02-01T23:30:32.072358Z"}},"attachments":{"6daec158-5523-4add-be2a-58556de90a6b.jpg":{"image/jpeg":"/9j/4AAQSkZJRgABAQEA8ADwAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAM0BawDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD8/wANmlOKYB3HNKvQ5r+sj4McuM8U5mP4VEG9KGYtUytJWkroetx+75c0bqZuxS/eFcDy7Byd3SX3Gvtai+0KWNG7J5pv3etH6V20qVKirUopeisQ5OW7HbsHOKTPftSMvTJzSlfQ5rcnQF46daXPrUefzoye1K47Eh9jSbuKbS5o5hCtntSDNIT+dTKqtCWz83pSutw2IifXrStjtTDRRcY4/pTeadHg/e9KYcd6LjHelJuzTOaXJ4qR2HUh4NPlmEzbtoTtgVHSuJXFLDPpSZptFO5RYhtjcKxDbdozzUO005ZmRSo4Bo85toX+HOablqT71wpQimNiWwewpjSHGO1MZqVx2Y5XOMZ4pM9x1pufSlBqShQTSZ3Y4pGfI6UisVbIpXHYdxxTcjvS7vbmmDLc0cwDmct2pKSkznNK5Vhwb04p0kzTNljmmfrSc81NwshTkCkU5oz+NIDSuMd+lIPve1Ju6UBvxpXAk3Lt/wBqkWTa3I3A0wNzzwKTdilcViVqarcnPNIxyOO1R596V7DSHBsk0fWlUbcMcEUm7dkjilcAz75FJwQPWkpM80XKF3UZyKG68cU0+lTzDHVG067guMGn5xSFB1rKTk7crGrdRVbNJ39aT+VGaq4w3Z5o96Tp0pQ20YxmpGG6k/Gk+hxSVPMAvFH8qb9KXdu+tTcYEnrU9jdCzvI5igcIQdrd6r54ozWUtdAaurM077UG1nUN7LsDHhV7V33hPwnpvirVbTRrq6FtM9sxhkPAMgBwp+pxXE6TdWNhavNKnm3P8AzwKZ/brtqVveBjHLCwYMvHQ5r5zEYSpWqRVH3FTTt6tafIdOtyqSave3+ZH4k0K48N6xc6fcjEsLlT6H3FZyRtIcDvXs3ibWvCHxK0Fb+4k/srxHbwhGHG2fAAB7c8VxPhHwTPq00kuQY4/fvXL/bUaOHbxHu1I7ru/LyOiOHlUklS1T/rUz9C8I3GqR3DghDCu7B716z4T8EwS+Bk1GYSTj7X9n8rqCcKcj86y9N1nTfBEn2O6CyXMhIdj6HtXrnwm8eweJlGh6dpUEFlprGeaeRBhhjrnHWvy3OM+xOMnyLZWd1pa3qfV5dldK3tKj1d1bfR+h1Hgaz/AOFbzW988y2lgse5Y9oHXByeM5rmP2pPE14vgPR7uy1LfLqJaUKhwwQEjn8RW74n8Q23i64NvaWv2/7M2S0h/dKvvxg14v8AGDxMda1yGw+xeWIwIYcD5FXPYfUmvjtJyU5ayZ7OiTjCNrdTx7RLG7e8j1nUGZ2LBUZuea6O4tVuLlR52/dz8vT1r0i6+BOsLotpG1zbw2siidMuNxzzwK9I+GP7LCeMoSLTUYYZIoWkfzSPmbnjrU1EqtSylZ9jChZRb3R5L8P9U1LQvGmn3hEctiPkljk6FTjNe/at8ZrLxpHLp2j2kenR267T5a47cnP1NcDdfBn+zbWWzu76K21EXPkAFhjrjPXpWNB4Z1DwfrUmiwtHqF03yL9l+Yvkbs5Ht/KsI+znBJbnbKjVvrqZniDxZPYST2i3rXSkbXLetUrI3nh37FchvPinbc5/u9eKb4s8M3lrqSW66bIqzI252BzvA57Vy2g69f2viiPTr0M0BO3yz0X3rqoySnypHNVpy9ndnaazcS6trkQDFImOSMDCmoY47fSpC7gSXByvlj69ava4g0+Z0iHmT7gQO/JoT7PLBHHcWo+3CQOZe5XHT+VTJJbI9Wk/dVmWtJjvNZ0twJGgRWzsbrj8az9W0+TSbiW+mYGKFBsxj5uK2fE2uCzjllaE23mRbQFGBxmvNr7Ur/xNCY0l3264CR55ZvYfnSpxqS3VkOpOnDqbHibxppsGjxRtDvuQdyMf4TXNW3xAb+zbi1e4GZhl89K5TxVpN/bXkqXe8PGOYyDkCuAurqWOQqzsR2r2KMeWL8z5nEVrz9A1u9e6vpSX3Lu4q5a+Knt9Cl0w20TrJ/y1I+YViE7iSaTjqOldCutjz5JS3PavgpaSNbz3LD91INvHfHNdEdSNxdXEqMYhDLtQHuMmuT+B95PeXA06GdYpHOF3ngL3/HrXsniL4axpcI1nE0pjXMsgPBbv/WsKkHJ6GtFtbs5LS8alcOsgVS/3fU1vaVJfaT5yrHiOEcO3QYrmLi1vPDd02oSQMVjPAHIH1rPj8fT6t9rtbqUw20xLNIq58v6+grm0tZbn0lOq170uh3GseOxqFm5km2sRtTZ1rX8M6fff8Itqt6NRwIbfzEUdTkH29q8R1TWo9NvV2iJ4iuA6EMGHrXVfD34hW1nNd2V1Iws7hCm9m4A5x/Ok6T5tyqmMlOn7uljc8K/FS5WSbTr+Zo7SQEO57e9X/D+gWWpXyusH/CRRKxEEMQ+8W4BPSq/w2+HafEDXZbWxjW7dnKCPHVDzuPtX2j8IPgPonwj02G3tohcajJgz3LjOD6L6V6uDyqWMbm7qK09fQ8LM8zhgoKLs5PW3Vep5b8L/ANkvToZk1rxHF5147+ZHZr9yEHoD+HvX0bpnguw062jgghWFFHEajpXTRw20cahIt565NXbPTJrhvPZQmD3r7iNOnhKahBWSPzmpXq4qblNmbovhn7TzlUhU56da6iy0uztGZlALL0bFSWdjtU4YIpHKirkNv+7IAyvr71LxF1dMlUraMPOVuC36UsVvHIzFSDmr1rp4ZRlM565qWPSY4nyFxnrzXL9Y8zdUjHjsx8ygKBmkmeK33KyrgelbjacF4Vcknis3U/Dr3cLx45xkEVmqzsaez1MTWdPsJrL/AEsQCGQf8tcYNeH/ABS/Y58PePLNZ9Lf+ybk/N5lr908+nNHx00XxWumRW0UkgTftV1Y4UetZfgX9oK70zT4dMldi8a+WnmDLsRXhVc2Ua8qFWGn5nt0cFUhSjXpT1b2PPte/Zt8eeAPA+oaVYC38Q2Uyn5pBiZMA429B3r5hiuNZtZriyvomtxbybXjkXBUivurSPjzqEmo3TajM8y274WJEOR16iud8WQ+FPibHLNLpMcd2zZM8aBWP+9xzXzeY59gIRcqsXG2isj7XLMrzCaUKVpKWr/I+b/B+vW1zdO7s7JHhSFHLZ7VwPx3t7LRdfW3gC3NpcxeZIuPmVvevTfjB4Xk+FepQavothK+lbPnZQSiP718z6/4om1nVLmW4Ys0xz64qsFXjjMNDEUvhkcWJoSwOKnQq7xLGifDu81dY7q0iZ7RiCXPQA9K9D8B6hbeFfElpa3cTSwrKCy+vGKrfDbxpHa+F73Q5mGMgxkHkEVrafPpUmsRRNZPLdTYVLp34jPtxWs3vE76dFOiqietz2vxJ8ZIplj0Tw+v9iafNF5FxP1Y54J79jXzevhmH+3dRtbWN9TiV22zEfNKSc5HSu28eQp4X1WGKJWu4NgBlVdy7z2z+Va3gFbltYguYrFoQhDeaq5Ib/8AVmvKvVprlSue7hqFGUW5uz/M8z0HS2067Z7gSWdpAxZpG4x7VJ4G+JsI8VXNnK7tas7eWwPLc8Zr2T9p7w5DrHw/S68MWLCC22tfXCLguxI4x7V4t8DfANu1xNfaiqrdNj7JHMuQT9DXbTpRs6k9zzqmOre0jh6Csr9evqfWfhvxVHZ6FaWUO65J/eSybsbB6fpXTatr3hjxlp1va6pZWmpBMKiSdR/WvCvFmg6/oekXd/ZS/wCrH7+GEdAe5x0rzDSfF9/DexSWcxM8Y37m5I9auFao1dq56OLlRprlR+jnw0t9As4bex061i0yDb8jJ8qk/jXf2mkto+r+cJxJHg/OpzxXwNN8W9X8VaFp5VptNggZYpRbsc9eWOPY16v4P+Jurxa5DZ22t3F3pFvCAqzA7nOBnvXLUrQqzba0Wlzrlh3ThFxd+ZXt5H05/YEt5azSriQSZ2CQdK850H4f6Qvidje6ZaveLJnzFTHeuj8O/HjSZ9UsbO+ePTrJVwzswyz4PB9O1M8Za1b3F9dXumgIipuSSI5Eh+tYyrctpQkHspN2qQ+8xPih8PX8NXy+KbJxPZptjjseeGyMsPwzWVrPjOPVrRLKD/Q7phtdWQ4A+pFej+GYbzxHpdsuoXCLYtyVkPNO+IHw9h8QaesWmCMXPClolx8o9a9B4f6xR5ra727nlSxahXjTkl2v2PmH4keI7mS+t9OW8htpo4T5bQjHOTz064rx3F7pNxdS6dPLJJEu67uHYfO3PH8/zr6Z+M3wvs9G8Lxa2LOPz4l8tZFAHzc9fWvnrw14V1jVbG81KeAW1o0pSXaOA9fOVaChVd1rvY9H6xKavHSO1z0X4dftHWXiPwrPo+uaokN3GRHFKRhlUdQOKl8eaXo3ijSYHsLuQyTSf60McKoxzXzx4y+AetadHPq+llrizz5jeXyw+lZfhf43PoNu+k6lNL5kfyIWydo6Yr0FQlOCq0XoeRCrHD1f30ep9SeDfB8ug/YdSvJ5LgLcKlvHB1k4PX0HFfUnibw6bu20zVYtSjsCi7W3EEg45HQ+tfEfw7/aCD6Z9k86BrgOCDNIBhcdvet2P4keKfGWtXGhG7klhjBnhWInaq92/IfpWtGToxclC76nfKlDGYuMnVSR3/xU8TaTF4istHs9UW+mkf8A0xgegPbpUj+B4rrTys1pam2i5M0yDcwHOAeoryDxZ8P7axnXV7DUizjBfzvlkL457+uat33xa1GHSoIJ5WmhT5COa8TGVKkqvMt+y0sfZRwdGWGVndX1uVPFlv4ejmuoZopLWJQQskcpOfzzXM6f8GdJ8W6LqOrNc3EVjaoShbGXP021q3rQahax3OoiNUlfdEhI3ivQo5dY07wfItlZwkqm+JWGMr6471vha7i03J3/AAOSphcPyyhGEbNaHwZ4h0S4t9VnjsjJNbK7AHGCBnvW/wCGVMcIjuCVVx1Ir3rwn+zbrusWOveJ9WkaC2d3mWMLxIxJOB7V5prkdtY6kloYlXB2g+lfTyqQrU7x3PznFYOdFS5lZop6fodjDqlvfzRtc29v8zRtgAmur8JeLbSPxNLNaRx2yofl3r0461iaxahfCM2JXS4WTIK8gjmtvwnZ6OljZ3l8nlxbCZiFwx6//WrzK3vQbZ25ZPaKM3xvdaZ4mstVnEk39peawMx4jYAnp3rxOS+ZYGspU4LYX/GvZPE1x9s0/UrnS7cR6X0V5B8x6814hIsk+oYlYhc/eArowvNb3ticydNfC7szXY218ELD5WyK9O0O1n8Q3NmkEZMIwHZRXnF5bxteu6sBHGRy/Vq9L0DxJLolrbNBIsSnG5VHGK7MRfk03PJwNva+9seuW/hfUPDuqWd1ozuRGyyblODHzzXo+qeOJ9SuFk1TUBIyoA20Z5wMDpXk1r8QrvVNNkWwVjOy7cIevvmrOqaPcWuiaJp0V0j3lxIZp5M/cyTwT9CK8arSjVV5o+qp81Nv2Ouj1N3xNDqHj1n0bT080gZzgEg/XtW38KfhLJf3h0ufSJoih2yXSv8An1yK6P4CzR+A/E/l31vHfWUhPnTbcuP9rPpX19a2ugaX4X1LxDZsklvt3RIAFJb3/WsJS5KfLGaRzYSm1XcK9NtW0dvz8zyab9mLRLfw950ms30chIAh8xMY9OErF1z4V6B4HktrZLb7RcPH5rPOxkIGB1B45z6V0Wn+OrqbVBPq7FbHzlKrjAGSMAHvUnxc1At4osLuC2ItJIlBwck8DBIrijOa0k9z3KNCMqy0Vj501z4g6v4d8XR3Vq80UW4KlooACrn0FejW/wARDZyWniErHHdZGIsHzGb+VafxC+H1lcR6dqtlbedNIRkKPfrXMeOIdFtYbVIgTqUYHH8IPcn8a46rcZqzaR9zGFFw+C6ku17dB/jjw0fidYvqM93Do99McrNdEbvoucivljx98P8A/hF/teo3sz6gkLbPtUnR2GeF/KvU/jVr0viTS9PmdmBs12xpBx69fXrXgniTxl4g8R2kFhNFPcWFoSVt8kovqa+xwlRypx5dfz+8/HcfQqUJOFRGJ4J1qGx8TNNcHy7eUFf92vVYYZtovLeTzYHOFKHiuD8N/CvUfFVjJc2Me6ZwW8rH3QP/ANVd94Nsb7wR4dEmvW/k6WGZlkxy7DsKVS0m3H0O3A+0pQUZ7PU+yfgf8J9G8SfC2IXUsjLM++eNOCee/wClWvjR+yj4V1rwa8WiW2zVJl+Rm6rgVofsq+IR/wAK5v7qaF/Ib5rc7O3HH1r0PR/E/mag0t4vkh1ykcn3jn2rzMPia+Hm5RbVmd1TAqt7zV0fkhqlt4r+CPjCe2WS4txBJ8wA+R/xrqm8ZXPxi8Safb3T/Yg2BK6DO1f1r9Eviz8B/Dvxf0NrGTT5IGkk8w3UMfzbsevpXzHZ/s5n4M65qjzJHPaRoSk0wy/fAweld+KxGGlS+srSa/rQ5sLgMROt9UTvTk72/rYq+GvhP4YFtIltDPdGEc3KkgyNnpg/4dqofHiz8O/CrwDE1tczNq18uxbRnUkZ6k4X39e1e4fCFZdf8J6nNFarb29ojM11Ku1U54wfXmvg/wDaE/tuX4h3LatLJNGp/wBHLEkbcnGK+ewH1jH4tupK0Y627n0GbUsNl2XqVGmuZ6el+rLHwh0n+1dYEl9FA0cnAE2flyevFfbngvR7Tw7oLmxCXE0wCpAgwo9/8+lfJ3wc8OyXGb11WaONATz1PHFeq6b4z1q111JbXf8AZIzh44gQv04rszHnqzbjsjxsnw8JUoRjPllJ3dt2vPyPpbxz8QU+Cvw1e+0WGFtVljDyhRkhiMmvkG4/a01vxZrDS6/cXjWfKrFHxHn3NfTek+Fb34naEZLuKOFHGwxS9SvriuR8RfsfrZ6e+nS26pHdoz2gRcYbHH8hTy+bxNB08RFt+XY6MdSeGrOWFqJOO/e55/F4oOoeGDdWitKWbdth5A6+vOa+l/2afDr69p4vb0rbSRphFY8j6ivmvwf8IPHHwvmmt9ZhFvpHOHIJxzxgV9G/AK6nmvrgmPO7GJmPGK4sTh44KqubVX0ZvPNKuMwns0raWf8Ameq6h4JmfVGaEoYBy0zDJJ9BXiH7QXw+ufjM8lhZQql5Yx/usjk49P1r6V1i+vPBqXGrXXkyafHGDtZhwSM5/nWV4f8AsFjrS6vIqzm7XcpUcDNexHmjONX4X0811R87D+HJR1X6nwb8FtJ1f4f+IriHxFDdRG0ysMDL8p9+PpXrOl+HZL7xOl/rU8celyZkTdxjg4zXvvxUh0vVJBFbpCjycvLHGC5z2rk/CvwztPFF0lvcJJLYoCWkkOCDg9qwzCeGrVnGl13R3ZbXqU4NVkYGj+Ko9NE+nWNqt9FdSbfLkjV49ufQ/Wuu8Y/Bnw3qWkWV3HpEtpcyLktayFef90naPyrh9atYfhlr0breRvE0+2KPcCw59K+lrWP+1tB0qQyAEhXbmvIwFGrhcZOnN6W+R9FiquHrUKdWEU/Xc+Jv2pf2cYdF+FCeILJb172FgzQzurAJxk8KP518MWZmlvIYlHLtiv2W/ae+zx/CvU0mTzY3tmRYx3O01+OOqK+n6jI6qUCyEgenNfo2HcamXQf2k393/APg8TCLl7SK0PuD9m3wtaeBLEajdTo95dRgGMEfLx/9evcLzU7e4s2feNp4CL3r4t+HPj77V4dhdbjbLEuCu7npXv3wj8Uf2xHE18wPzfKCa8qV46ns4XkUVbc1ta+EcWuW89yIB5sg3D1ry/8A4QVlaexuI9hjbkEc4r6206NJsbeBXk/xCt7XwX4oOp6rcJHbXHyjzDgfhVx/eJrrueh9Ys7SE+GNxDoug6hBEvmMImCp68V8/wC25j8fC6trfdc/aCQGGETnqa7fwr40urfxZq80bxR6ZHGzRlz8pGDiql1r1nrFm8sJWCedyJJUHQZPSvkczrKjU5I63sezgsL9dhNt2S+/TseKftoa5/b3xO0eQ3cd5JDokMMjxdFYTznb/wCPfrXgVehfHLT4dN8bCK3kaWNrZW3M2T99/wDCvPa+zwtvYQs76H5JjI8mInG1tTcVtqHnGaYwKgd6TJbFOlyMA1/WNz892Y3tmnKTg470zOaAaY7DuOlO5HPamfepScjB4ouIXdnk0KwDDPIpoYdxmk3cVVwsKx+Y9qN34UlHbPWgBaTnNL7UL160XGLR92hW2knGaTd17ipvoIOacp255pvSkoTGO3evSk3daUc4HemtwcdaLgkLyfcUlIP0oLelTzDsLk4xim9zmhWbkZwPSk7epo5hjs0Bu1N4o9KVwF9KG4701m6UD5jg0XGB+lG7tR0ppovcA3daU9jSK20EY60dKdxjl+7z0ppyDSM2fajOO9TzAKGHekyaTrgUZ568UrlDl+bj9aJD5bkUwN3FKcspJNTcVhM9+9KpxnvTFIGTR6kUrlWH9OtJk03I29KUHccDincAoNH3Tg037uRUNgL/AA0cYHY0nG3NFFxhmg+1NzS+9S3cYqk5xnFKceuKb9aTNK47C7u9G6k6Eg8UVPMAu71pM0ho5pcwxzZzzyaQnjNN/i+lKSKTYgLZ68UgJ70jHuKXdQMXtmk3bTQzFhg03rU8wxc7jxR0603lT05peuM1PMMTvRz9aOOab6VPMMU8UZK/Wk+vNKcdqhyGIc0vXmkNJmocu4D/AKUgo7ZpvmKMc8VyVKyggGctIAD1Ne0+CtFWz0eDzrqS0nKllB/iYjAz7VU+GvgDwrr2mm8v9UaPUImDJaheHHfnP0r6N+KXwZtvEMfgn+xJYbIXenCWZ5MIoUFuSe54r8t4lxCahGE9b6/NM9jKJRrTnHl6afej5W0fwbqfjb4gR2JLXD+dtdl+6vPXPpX0T4ksbSzs5PDXh24htIbdVN9qigjdjkrnH9Kx9Y13SPh1anwP4Ig+3+Ib/wD4+dU25cMeqqewyfXtXqw8JaZ4N+Hy6Tq8dq2panAIQz4MiyMfvn8/0r89xDp+z9q37q2/vP8AyPtaEJUG0t/yR84aL401p9Vu7bToDNp1sxiWZeA+Djce/atSG9sft0cuoKJb2SQKjsPlU12fhX4ff8K71aTS71lngmwrFDndmrPxK8G6PqQt7fR4RatGd8uWBP1HvXz31pVqqVKPu9wgsRUi1OVkGpeCZPEET3Nx4nSN1T9xBGx+Xjp0+lVNLuLnwreNBp2uS7Fi+eQtjc2egrgdU1yz8Iw3EFqLi4vZF2xsxIVfrxXJTy63qjIROEMY3Haec10QhNuz0R1RpwoxVrN9T2631a3vNPubXV7rfeyPuSXd8wHevOvE3iU+E9aF/pE0lxJCceaxyRxiucfULm3083d0xJX5TITxx2qCPUrbVFaeTaqbgDG3Uj1FaKEo6vVHTH2ctE7M6G7+K2o6ppcckj+fLC+5lwM47n9KW2to9Q8faXqUKq1o0XmSr3HY/rWTH4Ll1i6dtDZogy7GRuCRXZeC/h3qWn6oJNSkEaRxkAKeT7V3UoR+KKPPxLcW4Slcq+MNSgXW7q7tywZW3RKRwRnpWPfePA/2S6e23ydGRRg8Vua88Nz9pkmi8uS2HT+tcpaTQ3kihEB35G5h1pu1+ZrUuEFGPLc0NU1y/wDFUkcuwC0fgRNgYz2rldR2+E9UtriCb97HJ5ixjkAipdWvZLG6jtt7W6BsjnGKyNaMcM0ss0qzReUSjf3mODWkISk97I4q0409tRPHXxDi1ae5uyAZpRhmwPvV5JeXJupi+3aMdKlvmaXezEgk/dqouTXoxjyqx41SXPLmHMPeljxuwenelSPcSM4pyxlWI61aMzt/hfqcWn+MrAKSqs+0t6V9ba94usdF8M3SzygTvGwWQd27V8R6dG8Fwk0blZFIIx1FfQfhOzf4heHbm2kLPLbQNJu6lSB1qZycdYnXQjGfxdNTz+bxvqPk3lss5kjuGO5W57//AFqxo7q80yGZimIrhSjcA5FW9P0RrjWFtC20sxGW74zWl4o02XTYYIiFYocGPrgiuJaWse3K0ots56fTylrHMitIsg6KCdn1q74V0OfXtbsrCGKSV7iZYysYycE4Nen/AAr8B+KviLqMPh/Tre3W1kAe4mVOI19Sc9elfa/wr/Zx8K/C/wAuaCD7Vqaj57uUAtn29K+ky/K54lKrUdo/iz5bMczp4SLpx1n+XqbXw08D6Z4RuXXTdKjtbkWsUctyB975FzivRFZoMFIXnbuQKtaTolxfKpVDHFnr6iu0srGHT7ZY2j3Ent2r6mEJ4fDqmpXa6nwtSosRW52rXPPZL6/mk2RxeQM/xVftYdWvCB5rFf7q9q7v+xLaWYN5ajNaUOnw2f3FG71r5qvQrVZ3qSPTpypxXuo53Q9LmtVZJWZpBz81b1opCbSBxUjSwrOwbggVfisQ6gqMCtI2pQ5U9gtzyuyATeV8pODT1nEhz17VY/s4fxcmq/8AYr3ExAZlHsay9olqacrJVBY8NStvYrg8Gq/2e406YAPvT3qxDN5n3sAjpRGtz7Funy7mF4w8Nrr2kyxFRvAyDivhXxfZ3vwv+IyarJYtd2sbEFWXjvX6EvMDGQwGK4nxt8NNO8ZWoWaFCR7V5GY4V4lqcd0d2DxDw0rrufBF941v5PHsuprarbw3aiQIi5VR1Gfzr0fR2l8STQxaba7JCQZnUcZ/zivZda+ANna6TcQWtpEsm3KTMo4PasP4eeANW8B3E735jmjlfcHTqOgr85zLL6+Kk6MY8rXfqfouV55DBylXk0+bodDpPw7sb/RLvStcgS5tbqPDwyL14PIP41+cn7V37Otx8HfFj3Nkjy6HeMXhkUcR/wCyfyNfqyY7fV44pGfaFHG2uR+KHwv0/wCJHhK/0PU4EuBNGfJdhko3YivquHKsaOFWXVlZrZnyWZ4mWIxUsUndPc/Fqzlmt2MqMylTzzXS2PjpmmhMoKmIgitX4pfCvVfhX4qvNI1O3dY4pCFkwQsig8EGvPpI18wMD1PSvdrUbS5X0Ko4idNe49D6E8O+Pk8RLBC8YeKNhJtZQefX9K9Q0vUFlmimgAKscyIox04r5m8C+J49C3n92JNpX96ue3avTvCfi97hd0cgD/Xg149Wi9lofouXY6nWUfbxUj6Nt/ElqfDM+kjT1uFu23zq3ROnv7V5vqHhCW51KDU9KsfLt7NgWVPuoBxk1L4b1u91Rri1tsKJY/3rKMnAyeK9JsdIGl+A7maPU9sk4KNbZ+Yj3GfavOXPCTjJno4vDYVtSwys3835nT6Fp+mp4d/etDdLqcBSTd94MQRk/TivhfxJoL+GvHGt6ck4WJZn8uRTwcsSBXura/eKkmnf2lHbzsW/eM20BccAc9c1k2/7PsLXVjqniHU/MtLmTMku/ACnkc59K9GFSUly9D4mNBqrNTerPPdD8STWLW0dpE8j2bgzsBlH9K9M1z4ttqTWt3HYjT57WMB44wAGAA649cVhfGSSz+HWqppfhrSPtWk3UaqJYz+8LA5ySBz2rw/x34k8TaXA0T6fJplnMAT5gJZvx49a0lhXO6WzN6WZfV7J30Pfk8YR61ZxjzVgG/zJZSxyfYV6Ro/j5R4TaEXjyuEZYEQ8DHTJPfpXx98LdeuddvWsSFebbuDP0GOa+z/Bnwhh8VfD/Srm2Itbt3ZniB+VmBGD/OsqdCdNzUd2jpr4yGOVB6pReur/ABPRfBPiq5m0XTzJO0rLHs8kNzvLHn8q+gfDGuFdJjjuMWcgXEkz+uOleB+C/Bdr4Mxe64siT2/Ecg+4D6j1PNesX3ijQYdPtBeX0Z+0DdGHYfM3HascvqzpJ060tUdOZ06FSvz0FpY0/iYNIm8E3smpuk9tbxmQLnALZ/8Ar18XXnxolezu9FtNMgGlOp4jzw5/jJr6G+I/iDQ9S0mfQ0vI7m9ulxFArjGcVzHws+Cun6X4fhg1PT4Li7mYtKSA3pjn865sa5V6qknodWDwb9j7/V31PG/hdqusXGqSi/0+4TT1U4bqrL64Jrlvjb8A9N8QWMmq6ePs2qyAyKqKdrj0Poa+xfGfheDQvs88Eaw2zBYpiOAq9gPyFcB8WG1Pw9p6ajZWFsdPlPlqzKCZP85rXBR9jCUoy21+RhisK6k0pxun1PzIudN1LQ754J4p4pEbGQT2r274N/GHxX8Pbj7bDElzG0YQmdQW2DPHP1Neqabb+HtYuJYb6zhu9VmY4jaMbV+lUpPBFrqV5cRwIgTlIoH4ANVUzKlZc0Tz8LkdapKXJLY6q51BfiTpdr4okeO1njkzJp+cbxzzgf55rLk8UeH/ABHcGwkt1toLc7vNY7Rn8+eleYeKNc1PwHYXU1qFmlgPlyK3zKq/5FczrWzxB8Lx4sRwHScWzQvwdwKnK/8AfVc7wqxv7x/eelLMqmXSeGm7qOx6z8RtctbVoTBZi6iSHbCVJwG4+bg1t+F/GAj8KxPfXkhu5AI47deWbPYfnXDfBP4f+KviTZ21vaxtNb5zJdS58uBfc9K9D+Emm+GtcvtaW78yXUtJmKLIv3CABj9c1wyws5Q9m3pF7nsUMVRc1Xi9ZdOx9D+GdYt/EHwzTSrdTDJ5WxlfqGAwa+GPiVpKeH/FUizsXeObLcEZ9q+7vh3pVrNEkgC+Z94N2xXiP7WGgaX/AGU062caXAfHmIoGfrXbhZ+zfIefjabxHM2vM8LvtatdQ0TyrSKOJ5BtXdk0jaVLoekRM8b3VgEy9wSMKxOOnXHPpVD4eaKlza38syuYYIyw2ISc/XtWjqGuT6toLTTWawRp+6htYxhm5++/r/8Aqr0Kmx8xRj7FuC0M7Wraw8RaS1tbXDpHbocnoCcd8V41rFjJYXSRrtdD0dfrXfeJprrwrAjXCKkdyN4iU8kH1rhvEWtfb1j+zARAjkKKjDcydnsGLmqiv1MK9jt4L6NbgefI/Hlqenoa7+y0WOP7FFcoyxSAYNctoPhl9UYXQX2aRxwPpXqXh3TJvEU/2KZzL9njGPMPJ5HArtrS5Yo8/Bx5qjudt8Mvhi+pa0yTX0Wn2MeT5ufvgdh9a7m3tNK0TxRaCaNdSsY5cFAfw5PFcPfX0kMMVoIlSSzPl4jb06HNd1o+gxN4WvtQhSSdoVDTTNwkecfrXgVvaSbkn8j7vDSp01yv/hj1/U9P0Dw5K+r6dqUDPcxY+y4yFPOB096y9F1G88SXcFndanI1lGd728OQnXgHA96810HxT4eltWvXIZLGAhowPvOQcEn61b+DPxInh1q5VBElvdTg/vEz8uema8+dRy/eVo7dkdU5uUfY4d+93PefEvh0shgWXyl3KYZGHBwR/nmob68jvIYRdS5a3AjzIQM44/pXqeqeIvC+u2cmmC2YzxoMTInKtXhnxG8MpqGlx25a4tp1m3ecrFdyDOBj8q7G4VJq2ljDCRqc/JJO5674dtIdV0U2bxrMzr+6A6fnXi3xU+GOm6PPbedrMMd5NNgWiElgO/bpXq3wp1CTS2SOVo3TYAjsentmvMfj58N5Zdcn1zT4mutTmVnEm75Y1H+RWFSEGuZ7n0OExFWnKVFS91nmfjK88JaoyaGLqO2mhjLNIem7BxmvN9D8PTaZbXNjBDHfLftsE0a7mAOeB+dchfaeja7cHVCzXW7HPFev/A3xRY+CPERl1BI2j8rMG4chuOlLllhqapxlozmly1pzruCdtkyj8OYX8J+Jbq2mjYbomXyNhyAQeBx1rPutO1PxBqyeHJbWRrW6lH2e3lABBJ9+3Ir1m68fLb+NrLxGbC2VLon92yA9Mj+lcx8X7XxFceMrPxdpow0wBhQNsSHpj5e//wBaohWi6rUJ2TWjfdBWwzUPaSpO7t7qPs34fzabovh/T/DEdtDa6jBbDdEgG3PrXiHxEHiLSviXbea8k67jkRL8u3IwOlczD8WIbNdH1eSGXT9Rh2x3crSYE3Pbj6V7F8TvjZo+k/D+01+009bm9kTKsCCRwPatcFVlVk4VddDLF0I4KnTlrG/Q9c8Mwp4d8L2+p6jIkCzJwJWAxXy14617S/FnxG1O1/4SGzt4Fyd1wTs78cA1538Yvi9rvjDT9HaXW1a1mXK2MLYEJ5Hzc9f8a8k8YfDW6XTba4tpVur+dTJIqNkhSO/61lUnRlJUZHPTrV8G5VabTbX4H0hpcMN9o+oeHdL1+3uhMcs1rkJwenIBNeMfHb4elbWKbWLVzbW6kJcNtBkPYev/AOutf9nXTZPDdql7qREWJSsa7vmzzyR6Vx3x68Sav4r8YTwajqbT6RauRHsbKLz9fpXPh1Kli5cr0X3/ACPRxuIeJwUWo3vZvTS/mUvgveWfhmzYQ6XNqV6JN7IW+RE/MdiK+i/h34R0/WtQn1EQK9t5i/6PH255PNeR/AW18Ox6bqJvZ5PNc/eA6ge9fQvgr4jeCtB1C3s7a2Usi/PNGBt3dq9KvjIeykuW8j5qjgcUsRFwXKmrpx7Lp/wx6B4qt7Pw3p8T6Qks8yhXMaLgH/Zr6J8P2+n+LPD+l6jcWiieOL5EYfcOK+dbv4gSWd/DKunm7s7rARQvzMe3GK+h/AF5/wASmNJYGt5GXJRu1b5ZiJRSaVn5djw8bQrRqPm1jJtpnkHxSuBqtxPowsFfkkysvGPSvHfDulX1rOfIjkhj34RVGN5B7V9v3nhnTtUTfLGvmAE5A/nXyD4k+K1h4d8YT6Lazqtyl0YxIOiDjNdOYYCFWnLE391Naep1YOTrSVGnHVLVnsGqeD38Z/Dlra+MhlljAeNTyTjgV5J4Jup/hteGz1USNGMoGl+bZ6AV7n8Ndbn1a3ljjlE6Jj97nrn2ryj4ueHtds5NQ1C42/YVb+JeMcUpQeKwEXS6bGeGvCtOlUMyTXEm8TIy2jzpzKCBww61o+CPHE1trDRS2fzXUpESJ0UYxz+RrznwT8RLhdckihtzelYfKAbhFzWr4JbVPD+pzT6xuQPISs2CfLB9K+Xnjb25bqd1dHp1MMvatJXRQ+PHwd1DxT40t9S08fLC28qr8bs56Zr274exyzaPGmp3BtTaxDIPc8CuA8P+JoNH8afaJnk1a0ZjtYtkbieprodWvLzxBfajFbL5SSRbownXPHFe8qk68+eorWtZ90ehTpRo0/Y9WrmP8etQbVtIk0tLgC1ZM+YTknI7V+cnxg+H58K28l8Q7QyOcHacGvu/UrC8k09IdR3T3u3G3Oa8U/aHhvbjwDNYzWkDps+RinK/Svp8H+6apSV1f+meTi4wqU+SO58ZeDfFH9j6irEt5DdV7V9FfBXxNcajeyT+aVgV/kXPSvla2zYzGEqC2cHI5r2j4Wa5DpJVJZ2jkfnb2rPERtc8TLqt6ihNn6EeEvEAudJWUzLEAOWc185ftg2l14mFjNpdxJcG3+ZkVjivRvhG1z4202Sys4vO2ry3aub8dW//AAguuLpmpQq1xOfkVh1rz6WInTk/Zq9t15Hr4iUE3TkzybwTYjxNpluXvRbXUK7ZbdidzV3a6DYWelm0kfypJG4I6k15P43h1rwR4q/tvToOG+ZowOMe9czqPxun1C4a4u3eO5B+VIwQBXiZjl1XFOM6Xws9fKc3oYKnKnWdmZX7QmnxaX42tIIX8wCwQls558ySvMa2/GHig+LdW+2MjoUjEX7w5JwSc/8Aj1YlfU4GlKhhoU57pH59muIhi8bVr0laMnoaytg/Shm3Nmmfzo5DYr+sL3PzckGO9Jmkxn60g+tVcB6t68U7aW5pnFIrEe4ouSONIT6UpximsR9KakMs2clvGkvnIXYj5Mdj61Bu9OKacdqTNHNqJRV2x2e/ekpMfjRuGaVyxRT45Ap5GRTMjJqSN1WMgrk9j6UrkvYaSO3Sk3c0w5FO3Dbgjn1o5gHK25qWYIpXYSfXNMDBV96b96i4dRy4zinQsqzqXGUzyKj96Q0uYe+hLMytKzKMKTwKasTMhcD5fWmbqPMYKRng9qVwtpZDmUrjIwO1NJ96fJcySxIjMSq/dHpUVK41fqFC8Gkpd3TmlcoezdwKZ/OnySblUYHA7VHuobEhaTNJ0pO1LmKFY0vVcelMakBoTHYfuFI2O3IoxjHejbwSDgVLYCd6Q/MMU3PajNS2UOA+YcUrLtb2pi8mlbmlzB1CjmkDH8KM85zTbGO5ozRuzwOKTvU8whDiik46UvSk5aDEY0bjgUbqbnv3qHIdhd2aOd1JnjPQ0VDqKK1GKxLEZ57U5V579OKarDdzTWuCeFHFcssVGIrPoO3GgnqMVHuOaXzB0qI4pX1KsO9zRR15oNdSndAHHGelIcZOOlIc55pMbfrVcwx2cfWjjtTeRRmo5gDNH0o4XrTPMG7FZyqKO4yTrijjjimK4anbvTpUe1jLZgBNJSZNIzbaidRRV2MGYDrUbbt3yninTRrtDbutMhk5IrxauIdR22RS2uieRvl54OKq9+uBRJKWJxzSeWzYya451HIqMbbnpfgC5kh0O6FtGHnb+L+IfSvoTwNfT+KLey03WZbqWzs4Nkb7ipj68ZGK8l/Z18Bv4ou1k+ZjG3yIpxk13Ou+PpfCM9xb+Yqusm14xwTzwa/JeJK1R4mUKer0+R9Tk9FU6XtbdWdfpVrYeGrfxDrXhjTYbjWLP5Q14xLjryoJ9q5ibULnWGi1O8uJL/U5JceSWPy8dh0rd8KR3vxOsb/Vhpy2L2kW37TEm1ZRjufwrzV/EUnh2+vLtyZGsgcNHyFJ4/rXx8vbqCjV1la57WlSprsaVxrmpXGrPHPM8EyuVLSHJHPamR6DrM2vSi41JoIVhMnmA5J64FUP+Eu07xRawXjTCC+UHep5Lt61jt4suZo1thdbrjfkf3/xPpU0qU3C0VZ/kdPNGElFvQht9KuX1xY74+dGx++O1dDdeH9PtWkMFy2WGMVzN/4iCrKiyH7ag+bHQ1k+Mtdl02O1nsrvzg6fvY/7prq+r1OZe8awxNGMXeI7WI0tre70tnaWBm3ozHo3esaQW509BFNvuVPA6AYrmNV8Sks0s0jSSnomazLjxRLeLHGgEKKMYUcn616EaUranlVMTHmtE6nT/iJqmg6hM8dwwzkHbXpfwl8W6vrGozy38sphYYVpOleFWtubqeNSeWYZNfS2l6PNa+GLVrWHckCBmUDk8da2bUYmNOPtKiuQ+LIy0k9qJPNZlzux168V5/Br8tjqEMK2/lNDwVYda6+616YXUVwIdoDfdPXiua1hZtYvJrpI8SE5Tb61yLV+8epOKVmiHV/Dd54pjk1EzCDGR5Z7Yrn/ABXeQyaNBah086ED5VHOQKnuL/WlRkmd4XVtwXBw1clryNIxnlXEz88DvW9NO9pM87ESg1eKOWvJA0rcdaroCegyafNlpSSOc0iZjbcDgivQPKHxrtl5HFWI2LfKPXjio442kbI5Y11nhzwq96Eym5nPHtUzkoK7KjFydkUdK02e8PmxRlgnJr6c+D7W3h74a6teXi+Re6gfs/nDpEhyCf5VleHPhzF4Z8Bz6jcwbZLp9qbuDjAOaraJ5t3pt3pckvkxXCFUDHABPesaeI5uZJHVCkozin1OV0qHR4tav7m5umMVqCyMvV27fzqp4T8L6t8TvGFvY6dazXTzzAvt5CKTyTVJ/Cd4ui3MgaNttx5SiPl3P5195/sU/COTwf8ADuTVb+3aHUtRbJ8xcMiDp+ea9XLcu+tTvP4V/Vv66GWZZn9Up+7u+hyHwc1yP4XeLIfBGgaR9tnnf/S79+SOOec9AcCvrLTdK3HMi7znJaub8L/DPQ9B8Q3mq2Npi5nOGlbBPvjivR7G182QRLwBX2GBp1MPh1CtK7Pgcwq0sRiXOitGbOj2u63AwAvQY7VdS2RZCXPIqzaW629uATzioHjeafCjHNU5XZzKNiRI1LgAZJqz9hkucqDtB6VdtdPWNVbGT3zVhSd3yDHavPq1I62O2nB9TKt9F8mRi/zsa0lX7OntVjZIcEjNRyR5ABrw6i3dz04drAsyNwTzUqyBV4IqlJZgNuBqOWEnAEvI7VMI8y1Kk+XYsTwi4G0nrWZJbSR5VeavRs68k09pk3ZIwatpRWgk29zJXzFZRImU71J5hjkJA+StMskoHy/nUMluGBFOOrBmZcMl0pQ9Ky9a0mK705o41G/Fa39l8yESfPVP7YtjnzSMA9zV1MPGtGzRlzOL0PO9P0HVLeRXj3NCxI2+ldPHZ3JhHHzr0rq7PULKZMrJGFPPJFX0tYLpcxMjY67TmuOGX0adtLtfeae1lJM+Yvj/APAzSvjF4fmtriJYNVjRjDNjBLY4z+Ir8pvHXgTUvAfiq70jU7doJ7eQjDD7w7EV+7ut+F0uImlUYlXoRXxZ+2x8BE8aeGZfE9hbhdZ0tczbV5lT/OPyrslTVSPK9+h04es4vlex+aF4jRyBlb8KtaT4jvNIkRopScnlaLuFWkPnbo0HXA5rLZljR28tjk4SQ8DFeQ49GexGpKDvB2Z714C+M1hp0lhI6tDdxyhn54dQR8v8/wA69ysfGt3qk9zrUtrutpiNiqPkUYr4Pt2aCaOZ/lAOVr6r8D/Ei81T4c2+n2wSKzRv3zOMs7c//Xry6+Eg1zLofR4fOayklPfuYXx+kRrnS7zTC8Mt0u+VVPAwTwK6y1+Ik2vfDF9M1LzxaWsaEtjBJC9M9a4zxJZ3evXVs8Q82K0YMFb6+ldVr/iiS48LyWctgkSFFGxU4zjqaVOSjRsznx03UxSq022v6uNsPFUmk209xYWX9tpNGAq3HLQDPatDxBdX+reFYtP1PRLRrDUMSK7n97GMfMM9uv6Vq/A/SYfFV08CqkMEgIVmGMtis7xN4ZvNc17UNIiJtxp8jDzB0yCa4oYp3blokdPNh1BS6ve5H8B/2dY7fxQNRvZFitAN/lk42r7mvsmK00Xwn4ftZoLlYbKNtxZTkAHvXlHw902zvPBLWksy6gHC+csfJ4IGD19K9E8H/D+FbeayL+Zpd0cG3Yfdz2+nNfY0opxulv1OeEIxtK/yLXjxp73R7E2aPqSTfMojx055rgtB8Cy311JrerNPayafuAsrg4VV7N7nivZ7rw7PoOnl7N9qRFUhjRcEcjp+tcd8XdD8U+KLffbw+YkNsHxghnOPu+5r5fH0406zn7N83R9GelT9pWtCnP8A4FjzDwD4Jm8SeKLG6u4JkeKZmjlzwVyevNfUx0K9h0+M6Q0ayRODIZBnK9wPevIv2cfE154y8LXS6jpEulS2cpgIcEFgD1HFfRvh+0jhsW3ti2+6A3evIdOdL3Jqz/pnvvEKVGMou9j5z/a68X3/AId8BWtpZ2rFr07Zrgf8ssZ/wH518rSfFXxNq3h/TdOu7vzLW0wY42xyOOT+VfoH8XPBOn+PvD8mkXgYW7fMvl9d2OK/L745WWq/CnxPc6e9rIkAcgFwQGXtg06cJV04Q67nRHEUaND2mIV+X9T1VYbW3sZPECTRfaIVGcepxwKxdbsdQt/EVrfrJLHDdEBITx1PJ/WuW+G/iz+17XSFvI4vLkuAscbc5PPJ9q+hfHHgXW9e1Kxexia71VSqREf6pEzz+me9ZunOjH2XLrsTTlCbeKoSVraK35+h5lrOlWnkSxOkYhbi4SbJL5rNk8F23je30XwppluttpUdx5h2DlicAsfwH6V7D4r/AGbvGGsaWpCpZybcyOvJP61k6F4Nufg/JYX2oarDPdzP5McXTHbJ59656csZQw/tZaGkKWHx7c8RT95bF7xv8KfEHwd8P266NqH2HTZAvlgNh52xzwO2c183N8Q/EPw78SarNBaxTnUco0Sjjdj71fWus/avFUsrajfPqO2LFu+D+7OBwPYV5n4f+Gdk/jq1GtWjXCSELCoHQk9TxSwuOoVK7g7Lv5mlbDtYW8Xeovkeu/s56zqWs/D+KTV4Tb3ZGQ394V5l+1JqRsdIhE8mTIxCpjqPWvqKDwivhOxVfLEdrGg28cYxXx3+154ot5PIhjCllYqD6V69OmlV2MZtewc79DwXRfHF5p6XFrZ5EU3yv0xXSajNPDp63+nut5comWt8H5fc15Vpb3F5qBS2faB8zY9BXrPijXktrzT7zRGEcNxbiKW3hPMmDznH0ruqWifI83PJnlfiDxjPeW6rdosl2WJfP8P0rl1Bkk3r8w+8QK3vG1nI2rTM0C27ONwjXnaKyLC+ENrIkceZCMFj0Fa00krpHnVL8zTPQ/hxcr4q1Sz0l7hbJGI2Lt+X3JOM13/jDwLqHgHVor3T5VvYpF2uEOOa87+HN9aeHdObUZYmk1JXHlDHyha9jvdUi1zTbfVL+8+zWUg2vZ4wxOOv+RWVaUoaRVzqwUKcr+0dn0PNrS6nh1a1eS5W4jkfErgnlq9T+Kzan4L8O6bAdQje3v4xPJDbkgbegDcemK8ht7jTtJ8bRv5O/TIZN4jZuCc8H9K+itF0/wAPeKtRi1TXS0+jiIbcJjBwBjH1rhqKMJc01c9yjUbTgtDxLwcy+LNem07TlZYWT/Utxvbnn+VfQnwf+H93fXENv5UaDz/KxxnIyPy4rQ034IeFPsc+raJrMaa1FH5qR8KpznAxn2rFtfFU3g2aCCB5G1BwyyvE2BuLZzXiY6srKFPd/hY9vA07Tcm9F1sfQPiDwvc/D7W1Nlqa3kt2u2STAKIT2HHWub1SSW4uLizvpPtEyR7zIvbuBXNWPiKbxBDZLLqUkcdr/A5+U/SrlvNd33iB7iF9yKu3/ZbGKnDSdSUpTWp0RpzjO6eqNP4e6pDcW13Lqkvk2tk28gtt+Uc5NYmufHyx8Sa1qi2mDYQwGGBB/wAtDgck+nFZfxKt9I0vwH4gjkvYFvLhd5i85VORg8/lXyjpviW7k8L3R0+aO0ihz5m0/vH685zXq1aPtKdtk2XCvGnzX1l/VzqNC1C3134xW1s8SXYupirhvurkGup8f+AdP0f4h2Wm2klx9vln2Kufk2k/WvFfBerL4f8AFEd+zrLJ94KxyV96968H+ILPWPH1j4h1+5U2UePKZjna/GDj2rmxFOdOquXa1hYWbqUp1G+t0vQx/Ft5YaHrE2nTa2sV9ZYWO2xkknB7j3rW8D+KE1rxFYQ67dS/2dA6+a7E/KgPPA9qj+NXwp0nx6t1448IG41G9tmzdbgdzkfxKMZxjH5Vw/gXVL7xBoN0tvaXH2tnKXM2TkLzxjHHeuvFZfTeGjWpO6690zjwGeVoYmdLFaPoe0/HLWvDfx11rTPDfg6H+zLaxTMlyvBfAPP5nvWX8I9A1Pw5qF5oWuXJ1K037LcXBzgcjP8AKuF8KXV/8Pb6XVk064ZZF2ozIcle+OOe9Lr/AMYH8S+Tc2ckmmW8cmySSNsORnmlB1qtL2bWmyfY5KtWjGUZO/N69Cz8elsbTxQbDw/tlhhwZVg5w2Bxk+5r0T4I/s+6l4nsf7X8R6jJoVpKg+zQu4LyZ6evHSvNbmS01KzS68N2km9jieeT+Jsdc4+leufs72niHWvGVv8A8JPPNe2ltbt5EchPlDA45PFcnKqM4xav69TGrSqSjzcz9Ub3jr4FQfDLw7DPPrxvbi4m3eVH1Cc+1eBftFWcdqdO/ssF9KkRQ+VwWYdcn8q++5dF8JeKrC5k1Fo5rqBSH2sG8sDoP5V8y/Fz4P6x4y8FjUfDzre6bbXbO0AGNi/Lyee1elHDt4tVKVveumvP1CpUlLCck7rltr6nz/8ACLwpr8rPe2426VIdpLnkc9q+pfg78F5LxrzUb+dLbTYgXR3HzMwGcAY+leEfDGXUvCurQ2VzKzabJMdrkZUNzxj65r2SP4wX/hy+fSbqNLhrpWHmxuCqKRgADsa8PFKrzuTjeK7aXPpcvxEY4WNClO1Tz1t+h418ZvHXi7Q/idAuma2tpbwvthDH5F9zxXu/w7/bkv8AQYIdE1uw+16hFhPtMXSUeuSRXH6j8CLTxxqGn3F86LaM5kcrjc2Tnk13918KvBGrWqaPYxwQX1qB/pRZd2B2zXfRzTA1JRpwja29lseHjMFjLym5X/Ff8A+n9E+N9tqHgVtWjUPdSptS23dGI7mvkg/CLxHqnjS58S6hBBBYWzGeUK5JkJ6dfwr3DT/hbDp/g3T4Lb53VlJQMAGAzyferGq+Hrrw/qen3erStPpk67JYV4jj69e1dksXKpB4anqn072PNw0YyaltM5P4V+Ptfk8QRaboyRw2004EkygkouenPHf9K6L4zfES51jXf+EVVkcgruhyN0h9f8+lZfirxRD4N1S3GgR2cMN0choVBI9Bwe+a8h+NHgHxJ4P+IWjeLpNSjFzqMRzhsbeG68+lKgn7GWGjLWza6bdDtxOHjGcKvLrL+rntvgT4YQ20d5e2yo1/uAa3Y/dxn0q38UND164UAWXlWjQ4Plgda83+C/irU7rWGii1KJDy03mdXJ9OfrXs/i/xNqkejQ2iTDUL+RwsUEY5GT9T718osZQo1fZVV739bs6JYbEYerGTt8zxz4feFdUtIpbi7t5BAJCI/M+tb11JqujfaJkudkhHBAzgV7ra6Cy+ETBd26w3vlbmU9mxXjOotNaLeLdKQsakqdvXnpX2OX1lioSXLZrp5Hn0sf8AWnJy3RzlxqtzY6FFqdxA8o3gM38zXA/HZovE/hNJLJkiiA5dzgE+ldZ4q8cLeeAp1kt2WNFIWMD2718ueOfHGnardaZCt5KYIT++jB4XrwBXoQlytOPS5hiqiox9pa76HhfjDwlNoOoyTSsp53Z9asaDqVtHfWc0xCxg/NWr8UNatfEepiG1YiFThNxqrqHwn1rT9BtdV8pvs8nIDDH411RtUS7s+YlLlqRlHofXv7P/AI6uNCv47nS499nMAsm7gD3/AFr2f4naPpHi4WGv3kIN3EwCHrXwF4N+I15pLWemRzzRqsgGxZMJnI5xX2r4Y1S/uvBsIlkSRpMYYcnFfPVsJU+sKrB26P0OnFKpiJOtTOr+KHwu0CbwTDcxwq0zx8kAnJr8w/HGgy2fja/tVQriUhRjHGa/YzwnbW1x4VgSRDO4T7r89q+Av2iPAscnxEv7oWzW1y75VccEV6uUzc8PUw9TeH+ZxU+ataFtUfK+uWTWN1HG67WMYY+/JrPrr/idZvZa3aRyKVb7IpOR1+d65CvRhflVziqxcZuLNPg96N23r1pFUnntSptbO449K/qM+IHK3OTSzMpf5RhaZxt5o70XFYXj8aKbu6nFCsDnPFFxi7qVcM2DxTcUu7b0FLmsA77retMY5ahAXPAyxpfL654I7Gi4C56GjIOeKZ7UbtvancLDh81OC/jTPM6cUu4nPpSuFmK3alkZWwAOlMpOuaOYLA1GTRtOKaT0xS5hoeJNpyBSbzSbucUlTfULCs2TxSUL8vuaQN61TZQvIX0pGamsaOtTcdh2egpN1NLe9GaVxjmYZHrRn0NM9KVaLgL6Urd6b2pCDzU8wBmlx0PQUmcUhP5UuYY9sKflOaQsehNN3UnHXOKylUS3YJDmx2FJn1qDz280KD8tWNu3k1jTrqpe3Qpq24m4c44o+vFNyM0pz2OR2rbmAO9H8qQe/FSRx7xnIFZSqKOsnYHoR+vpS9OtLIu00iqW5quZPUBM96GzQf0pRkc9Kh1O4xtNZttK0m3PeqckxZsnpXDXxPJoi4xbJhJnvTmZu1RR43ZNOa5AyBXmOrp7zLtroMaQZ5NSCZV6CqbNubJ60qndyelcntWacg+S4ZWpFmYsMGm7x3GaRWVW461HO77lWVti3HN2NS7lI61SLkjgUi7gwz0ruhipRsjP2ZeZuAOtHvTRj8aTcF617LqpK7ZnYkC/jRuVeT1qEzAc0g/fd/pXFUxPSAco9nDc9qj+82R0p21RxTni8tQR0auR1HLcrREfDNg9acvy9T+dRspHzCkYj+KsvbcjuO1ywcbc5qJ8tyKhM3GB0qNpJGPHSsq2L51YqMGOZizdeKANvShR8oz1pdvUjkCvPNPIfCpUliKsQW8l3MkcS7pGOABVHzXHFTWeoT2dwk0Rw6nIpqpFWTIlGVm47n0l8IRP4P8AD43TixvixkjkY4Hf/GuZuLFfE2pXNxeXRL7jJJjvjmnaPqkHiTR7K2aRmuGGSucZaul0HwoqwzS31vtJAB2HqK/MM0k1iqk2up9Dl839VjFy1Z0Hgv4seILjwnf+DNBsATdNt3qo3bRkdfxrB1j4FX1p4dbV9Q1dYIZj+/tw2W455/GvV/hjq3hTQYLp2A0u9ZNsc5Hb0PH0rzn4yavZ6RZSx21/9rtpvmd1PXJr42Vec6zVKP3/AKH0dKnCML1Ha54/q0MWnmD+yrd2VT80j96S3ae5kE5VYpx/GOuKn0nXLXULR7WNWldRlWH8qyJrVJrhp/OMLxrzDnk16lNTm22rHPUUVqmRatdNpurTRvIskbrvDjufQ1xF7rjTB4lDFi33s1d8R3326RPKRo3bhlPXNdJ8N/hJfeMr8K0bW8Kjc0rKfSu5KMVeR585Sk+WJ521q8nzu2O5zT7OMSNxXe+MPBlppt5dW0AkeSElTuGDkd8VxVjH9huh5uG2noK0veN0YxXvWZ6J4D8HSXlxFcyJ+7UgjcODX0asKaXbweZMFjKDcO30ryDwl420+4sbayhUROuCa9E8TsmoabaXEE29VUFkB5NeMnUqSaloe7L2VPlUCr4gs7OK2urpUEcbxkIp/vYPNdN8B/hPB440C61S6k8gWLEu7H5fYflXC6lcrfWY+0uYLcg/L346U/RviBNpGj3WieHrue2ivVxcLk4OO9VKnLl5YvUKlVytY5P4t+JrQeM7u2thGotyYgAOCeea8yvtTSz8yGVkuYX+YHHKmneLGZb2WN1zIjndK33mrkbiRpJMZOK9GjSUUjyK1RydmRsm6ZyoyucilWM7h9amt1bkL+Na9joslyqMI87T0A5NdUmoo5km2L4d0prrUEUrlWPPFeueENEuLfVY7WyhFy0pCIO+TUXh/wAI/Y7NLoxhR1Oeorc8N+ID4Y8UW2oW43SRksmegORzXk1qvtE+XU9ajTUEkz0PxdrN+2m2mlaiscIsjsK+/Xn864zxfJbaPHp19aMJXbhox0JGKn8RXV1r2qTXbBnW8cHd/tcf4V2WlfBtrO10/VLuT+1WuCVj09VztPHWow9lUir7/i+xniItwemxpfscfBoeOvFd14j1cYsLGXdDaSfdkYgc49Of0r75vIY7GzWCFVjGMYUAAV82R+G7r4crokulA2QVMXKZ4JJJx+oruJPihdT2bR5ErDAMnpX6Ph8fRoJYZxtY/OMVSrV5e2crnr+i24MHvXTWUKxsrBea5fwVP9usLeR+flzx3rtI2RWXjgV6rqKaujgjFp6li3ieZjngVeghjjx61zninxtYeENGudRunVIYlzgnBb2ry7wx+1f4Q8QNbJLdraTyjiNm6fWuGcnszriup9CwzdVFSLH8wrlNA8V2Wqxia2uEmjboyHINdPb3gkbqK8upKL2Z30/MvKoVOearSbFYDOT6Us10ipu3D0wKwr/XoYpN38Q71ycvM9Dq5lFamhc8y7QcDFRrt244yOK5248WwR75JJFjRRyzHGK8o8QftX+EtB1A24nNwu7aZFPAP5VrKKpLUyUvaPQ96UDnJ5pVMNwpCEMV4PtXn3w/+MGgfEKN3068WV1ODGTz9celd7Y20HnNLEMb+tc0ntY2jZ38iwkCiM7c5prfKoUirvl/L061TuisULs38NOMrMbWhUkVWJXOK5fxdo8lxYTNFkMo9a4r4q/G/TvABBkdiwUuyr6DrXyh41/bS8ZN4kt4tNaF9MllGxY1LEr6HBrVVFNOMGSqU7p2Or1rx14gTx42i6bdpAY/nMc7kZx6V7Z+zj8RL/xCLlLqGRgspjLhsqCPxrwPxF8N7z46XlrrOiTTaVrHlgXIaMoMH0zj3r6N+CPwfuvht4fit/tLSXP35JWP32r5KlUnhKqnWvo9T6hwhiMO4U7XZ7feSDySvevM9asYdTvLuxuUV4p0KlSOCCK6zTdejvZpLNm/0lPvAj+Vc5r0f2bXreUnavQ19JKqpONWDuj5p03C8ZLU/Jb9rL4KzfCn4i3qW8bLpN0xkgbHAyTx/KvAJnZkWJm+RTwMV+v37WHwltPid4LnjaIG+hRpbeTHOQM4/HFfkp4i0aXSNSubWSNkeFyjBuuQcUYi3M2j0qL5oJmMYfNX19Oeldx8N9WvbO+WESERLyEJ+Un6VwzYTGDg5rR0q+exkZ0k2npmuGS0OrY+m7VYFtbPUradZboLmaDjaDWnpfi/Qdf8P65p2pNHBqTKTGVHIxmvEdD1hIowVnd2bk+mam8P6Xftr1xeKhe2uMxyMR0z6V5Uf4kktz2KlHlw0al92dd8H9W1HVtb/sm21ddPaKTEbNxnn6V738RPAvivT/sNvYRK89xDuku1xl+Bkn86+bvB62elXGpW72XmajayK6XKMM4yM/pmvU/G3x313UIbO00eeSHECRPIGy3CgcGs61OKV7Hr4GnTxUfZ1V107na/DrWNR+EurQ22oWpuUvV3Mw6Kckf0r0K5+PxuPElh4V0GNINVuJNzXU33IlyMk9fX0rgvhVa6x8S7m2a9UuI1CNdS/wAAz716Q/7Ker/29c31mLe6WdXK3CuoPtk571vhMZWqR5I6L1M81pU8DU5I9Ej1LwB8YdO8VXE+jmdJ7yFdpkYABmHUiu8/tqzj0aC2EqyzeZtZ88/Svj3xr8CfG/wzkiexVYInbH2i3+ZycZJ4P4VU0f4yaz4d1TTtLuInnkV9s00nBPIycGunGTm6fJPUyyurCVTqm/uPubw/o0WdlvBFCjHc21QN3vUfxI8ZWHgHw3Pc3AZ0i52xjJJ9BWL8P/G1tq2lwMCPP2Z69Kv+Iriz16SOymaN364AyK+Vk7S1dz7H2TlJOSskZ3grxfF4u0f7aUNuhXciv97FeU/H34V6R8UPB91FfxILr70MwX5h7Zr1BLZbFpLS1ZS2PuqMCtCbTke0z5aFtvO7HFXTnySU4PZkVKcZRaktGfmJ4b0fw58H/HUuj+I7icSwYeOUjgA4I4z719B/Df8AaRtW8ZW+nQhbjRXdUhuT98c4Gf0qX9oj9maP4lSTarpW1dZgy7njDKO38q8G8J/D7xDoutWNvJpzwpBKq8DuTgE16lSNPEp1eazfQ8KKxGBmqVrxPvD4geJfFxuLW60byzpaKC6Yyz5/Cp1+GuiePtBg1DUbMNqUZ8wx5ICkc1ueEdIe30exhvD58zRLk9QOBWr4Raa412fTjpj/AGZs4mx8nTpXm4eopr2W7PVxGIUYuSdjx4eC47XVprhpmVc7IY4x8q/49K6vR/D+ged/p0DLeQgSBzw3B+taOoCXQ/EzWuotGYzKzQRxLkLz654riPH/AIoihupIYpNksgO5+vFL6jCEm3FXN4yWJs2eo6p470PWNM+xXzG3XGwFcdOgr81v2uY/I8diysrg3Nj95JD1Oc13fxV/aAtvA+LaKVb3UGyAu77g7E180eJviBf+NNS+33syl1+4vYV6+GUox95HiY+tTpJ4enO/kUtFt5bK8CLIqSTHyyD79663ULP+yo4ks5GldRzIemT6VyeiRve6usssJniB3HHAruPEWpWt3HmGNYBs2hGGAp9a0rbrQ8fDt6nIa5MLOTzrpmmnkXC+grntHt/7W1qO1lJto5Gw0ijOPet3UrWG4svln+0Sr1cnpisfw7eJpt4Zzva43fIq1rT20MKy9+7PWbTwrpug28kV3et9ktxvEpHzSHsAPwrP1PXn1u0trOxjeUM+3f3xSX2tz3VjFcSFHw+0xvyTmvQPD0XhrTtJh2LIdRP71plQlVP93GK5qkpR3O2FOMrcpP4R+EtrdQI943mzf8s424yfU11dvbr4fAs7yUi3Mg3FR8qAdq4PX/H2sNFbJbRSC4x+8mVTsA9q6fw/puvfEfwfcWccIKRnJlkO3vycmvCrVKjt7TSNz6HDRpvSK946bxF4w/tLUoovDtk0OixOI7i/jPzHnFdRb6NpemabLdK63LyDPmSklgO9c94J8KXltanQ7GNriSRwEhhG4bs9SR+Fe0eG/Aek6Lo99/wlbia4ZNkduHA+avLx3LCmrdz2qFGTd5aI43WrG0j8O2t6myFWjJ3qeDgVw3w1+PWmWutXGl6jDMGVyqzADaQDj1rV8b6jD4f8G6pJNbNA1oGSBN28kEYGMV8+eEbfWvEsiA2jTRTtjzQhDDPOK9HLcNFYdt99zCtiKkcQoUtbbml8dri117xtqMtnqT/YWGY0jckM3vXjel3jr9osfMKyMTjtmvaR8G79TM1nuRFbB+0HGT3xnFea+LvBF7Z+IVNnES/CtID8u7619PGm5wsz5rFVrYh1Fo3uuxxmmx31veSTzFvkblT3r3DRXTVtFjY3Eccyxbktl+nerPwz+Ad54/We5j1CJ/s4zPG5G7OOwzWl4j+BHiDwvot3eRxXEpz/AKOkMZO/r6fhUVaXtleO6KyzELCNwqSum9vI0/gV8Ur7SfEz6J5bOl0fK5HygZ5OO9aHxF8HeLPBvxNvdS8LxKdNuAJZrTaMPnkngYFeQWuu6n4VuI5ru2mtrqD5lj2EPn1xX1X+zL8W/CWvaXdwaxqN5qGs3CmSeGbIRR/dAI68+tYxk6ak5x916M1q04VKyUXdvboy74a+IVpqPw5k1C+0srJHG0S+bEv3uQQo/E181eHp7GXxc9vqNj5FhJITtfjqa+rNR8RWHiSJtP0vSDb6dbuzCaNcoPbgcnJriLz4Dza9I+q37w2VtKf3e5grbu2eeKVGpTnGcY3S6HRiMLWo1YTbTt0Kfwt+Fuq+NDqMGjyw2+m2jF2iU5aTjgdPcVzPgr4geLvAHxautN1M/wDEuhkMbxMvyryRwcZrs/hhqGt/CnxVLBb3dsbW4PlOzOCuPUc9eK+kPC/ws8EeNLu91PUWju72RfMMrYGcZPWsnUpx54VIp3tZnLVVZNNzdk9keU/D3xVaaJ4m1u8uRNLY3ETSOuCQeB0zXG6B8XrnxQ1zolir2+gJM0j7WK7h/dJHPb9as/GPx1qV5r19p/hZhpdjZp9lYrEcEcZ54FTfDfwjp+ifD0+bHcXmpmXdtt0LGXp1IB4ryadd0YvDyd5SZ7FSlHGSUmrRskeYfEOW+tfFFjd6TYypFu2rbAZX6/j/AFrrvA9xYXWp3V5qtmY7qH/WJJkhcdhWl4g8XXOoQrFbadLa3Vq212RDmIep4qjocN/LfQypm7haUNKrKWMhyMj8a5cXWcoclRWlt2PTpcmEs6STRaT4wfY9Ua3trO4nR32xRxrwBn3r6t+Hvgu18TeG4LibSU0ouoaSU8yyHrz6VTh+GNv4usrC6t/DlvpLxQrsaQAEtgc7eDXR+I/FkvgK60rTmjZlaLD7VO3OD36VOFdr1KMbNLU8DFYyrXapXtrsje025tl1BLG1jdorYBSzDjijxFHH4xsLuzkRntRxtUYz+NeXar+0iYLpdO0/TUjlMm2WRjwVz2r0C2+ImnWem20NqUlluOoVhhfUmuf27501oYRozj7yWpL4R+EmgQ6aGGnSSSRHcGkYuQfbJryn42aY2gxX2sX6Jf3MbAWtnOThV46D869H1z9oKLwzpstlpUH2u6Awz7SQG9PevG1m1j4leIllvka6K/vJUkBCj0Az+Fe5h5wlBPlbZ1RoYuU5Sruye2p5x4S1bU5vEMOq3FjHYecQCkQwEX6V9C+ANYtrPWPt0cv2yfPBk5KcdhTfDfhHSJo557jR1hmLeWqMOvuBiupsvAVh4ct5tQiPlPGhbaeleZjsDObc6TSl5noVpSqU1Te2xW8W/GKGDWnsgjOxTLt2ye1cNfanc+IGSJgArt0x2qO38TeGpo7ibUoZJ9SkkIDBcDrwBxS2d8t5ePIsiwKownbAr2MuoTw9JzqX5+pwU8JRheFGNn5/mZ/xMFjY+C5NJhigiRlw0x+8eOa+BfG3g1fDusfbzdZs5pcFf617v+2B8RU8H3WjWVtqMdxdSEvNBGc7F4xnB+tfLPjDx5eeI5raIyAwn7qV7zhUjyNP3ZK9jwMQ6PJOEpe8mdR/wg1nrGtpdadcx3VnBteR8479P0r13WYZPFWk2theTta2ESALHEBuOB0FeCrNc6LYJcQS+TLjoDTLbxx4j1a7R7e5dru3GFcE9KnklZO+x5eHxUKb5ZRumUPGGgvousSLbsyOj5Vc/MOe9fSH7NmseKf3epEPq1lCAjR5yFH09eK8M0bRdSuNYa51oDDcyKT8zZr65/Y/+G+r6bql9e6diWwcbvIkGBz6VjinelaW/wCZ3Qp6ua0i+h9VeA/EWk3tissV0qSMPmgP3gfTFfOXx1tbfWviSk6tHiMbdvqeK9N134Yz6Hp+teIIZptN1CRWO1G4HHYV8yx3W3T7/Up7ue9uI5T5klwSGJyema46WHng3OrGV09Ndz0sswsY13OT0PDf2qtHGi/EDTIwcibSY5eO2Zph/SvGa9o/aq2SeNPD86PvWfQ4ZOf+u84/pXi9e1h5c1KLPmMyXLjKiXc01k/dlR3pu3bjnrQMc0DHU1/UVz87BhzjNKeoHSmnH4Uoy3A69hSuAjfKxGc0bhSY+bkc01mK1E58sWyiKS+SNwO9SQyGRSeMVh3LHzm+tacEiwW4JbJPavlsPmMpTlKq9EdM6SjFW3Zfw0ZDDI7igsXYknJplrfGZdnBqVpMtjbtNe1HH0pJSRyNNOzQ0ZPelMR8vf2Bp3yv2w1RN6d67YVo1FeItRWUYyDzToZBGTuXcKj/AIaN1aORVr6AWwDk0sbKxB7VGVDZBpFXbkdqi7uVZWJmk3E46VEc0c9utOZi33utVzaBaxG+Tgg85qZWDVFSbsdKlaajtclZvlAwPrQsZk+7161Fu4oUnt1o5g5Ree9JmnMpVeab35pcwwxjk0c+lBb8qAdvQ0cwB160bvShWHORz2prMfwpcwx+7cuDxSFuozTdwOOOKPep5gsFGaQ+tDK2MgZrOVRRGNkYrHuqsN8rZPSpJptvy9u9RNcYACjivAxNaM576G0U7A3ysOKtBtwBzxVXd5gJyAfSpFkYw5yAAcYqaOIVJMckTZ2qTmoDqQiyMA1VurpidueKpuw9c15WKzScnaDtY1hR5viNqGZJoi7MFPpWfPftvIRjiqrSnbhTUYzzXn4jHVK6UX0NYUUm2zVtL5pflc5qWa5KrtU1lQcNkHFTjDcZzW9PGVHTULkSprmuW7eYsfnOKsiTd9Ky2jZcYNTQzE8d676GLa9yRnKF9UXm5TiqsjbmCngCpVlMI560zzPPUgjntXRUqqWhEU0RSPtXAqNVY9qk2ndUhUqASRzXJy3d2a81iLG3tzQwHrilb6UmzdwOKH2DzEWL5s5zRJbtkNjC1Ztod3APOKZiUSFHyFPSpbStdbi5nch2ladnuak8k+uaRoH7dK0u7aBzJkbOfWnxozAkmm+S3fipFjbBAq433YNq2g1lbHTPNIuc9MVOqsvUijzfmweamUlF6kcxEFPrmpQ3y4JzTvMjCnaMmokm8yT7u3FLnUdnuLV9C5BZvKoOMIfWpP7FWRf9YB+NQPqDqgjTgetEV0DHtZvm7NW/tKL91q5g1U3TsRXGlm1PPzr61HtTyxz82f0q6uoxeV5cjE571SaAtkqwIrmqKG9M1jKT0mRMAKYtT/uxjf1p0lqfs6T5ARmKjkZyP/11yvyNua2jINvtmlWNzyEOKkik8tumTV5ZWnBRCFqdCJSceh0Xw21KS11+CEjeW4X2r3eXxEsNzBp8+2MMNu/vXgXgn/RPE1pIW2FT97PSvfPHGmwNomla3FbNdCID7WF7Z4B/Ovz3iT3K0Elo0e5lCVSUox3MPxZdW9xHKgfECcCVTgk1wetwXcvhmL7WNluxOyRjy1WfG1jqEypqyfu7JxiLtXPTTSXVjEdSuy1vFyiKc4r5ihaCs9z3qlKfTYyvJvvCenpf27I8THAbGSPrVHTb97+aeeWVY5Mb9x9fSi81yKbzbdGke3l+URn17GruseGV0+0sNpBFxgkqckc9xXZFaamN3sdX8FPBcXifxJ/aOpQNLBG+/aR8pGa9v1vxBbeCZHltoUgtZP8AVgKOO39K6D4a+G7LTfh3E0SBbuOEOW6buK8n8deJEh1G0ikh+1xyyGNkPHXPavLdR16tuiPX+qrD0ed7lDx7a2mp+HbnWJYyt1K4ctH1ZTXztcyRw3TmPLLno1fT1xJY6Bod1Z3EwlDoWSJui8cD8K+ZvENrLDeSytHsR3JFeph/ejY8OvFxkW9HvmtZVl5Ug5Fdtofjq9XU4mWQyRoMeWx4xXnNtM0qqD0WtPSpjFqCEHvXqYFU/rMVUV09H8zgxTk6DcXZrU9v1jxtYX1jHE8GHYfNt6iuDuvFA0+422g2kHO49ap3lwuNw/1mMVjG1kuJgFUszHtX2WIybB0Ze5E8Cjj8VKNpzNyXRdT+IGpSTWlt2y7IOAapR/C3VPtD+cnlhDgk19N/CXwlF4e+HZlmAimujvcsMHtgUl9o8es3DRGZYyBlQo4/Gvy7GY5QryjQtyo+1wOF9pTTrp3Pn3w54B8m8ZZYmlJ6ACvSPBPhax02aaW5QM2cqrLwtdXq11Hp81tJYotvdQIVkf8AvcEVH4f1YMw+22ySqXLs798nNedUxFWcbs9H6vCnojN8QXEywGCG2BXoAo61zUdvHYQubtdtz2U9q7fXmC3C3EJ+XOVC9hXL+MI7RVS7iuPPYgFlfs2ORXu5TlWJzNy+rx0ja/zPNx2YYfL7e2e+xJb6tcNp9nFZp91slm7V9lfDrTrXwR4H0XXdfuYw8ieZFHIoOSwBFfBqeIHtZIxCgmcsCFx0r6m+FvxLT4hR6N4V1uJJkwPLDqQEIwAOa/QKXC9PCw51NSqrX09D4PGcRVJvl5HGnLS/l5nq2v8AiM+LYw0ToyNu2hQOMKTWT4X8PyDQIHhl824vJiCjc9//AK9drovw9s9DZoUtyV52nsMjH8q7Xwj4Hgs7qCZYgIoR8insfWvlKlOrXq8slqelSnToUro7XwjpY0jR4ImOXVBmtpplK8HnrzVQSLCoy2OKo3WqRxvtX55DwABmvsIRVOCj2PnJS55NrqfN/wC2F44vvtWmeGtJtpNRuJFLzW0I56EAk/iK+C75dU0PxAUvVe3uIW2tGpPy4PQ1+qPjrwWgt7zXZ7cfbjF8uBlj7flX52fF6w1XRvE2o6jY2atb36lJRIpOOvI9+a8GeY06mJ9hT6bvoe/h8HONF1JLc9U+EP7Rs/hOyeymvTPdTKFgjHKxmvpf4D/EbxFqGoaidaeSSDd8krdM+g/Svz2+Dfg/WdT8T2ki2TyKHzvkQ7RX6LfDnwzf/wBnxRyrtwPm2jj61wSwjqYlVIystzedanSouny3f5HrmpeKkmhxbtuYjnbXF6xql210Vw2AORXS6H4dktWYbS249TWjL4XdtzsBuY+leu7Uk20eRZ1LJHyn8ePEnjaxAt9I0+S70uVMM0f3gcc/1r4+1y11BZLhLyxuoJ26B84X9a/ULxp4fjSxA+YOQTtA44r4o+P3iG40O9h06K1DtcHCybefzr5SWZU/rKoWcpM+khg5qj7S1ki9+y3rGqaDqlnbWli5uJuWuJmwu3I4/Wv0R0K8EkKFXViwGdvrivy30TU9c8B29trF7a3cFrJwnBAb6nHevqL4N/tLN4gvdH0uwsJFib/j5nkBwDzwP0rWrVVH97LYyp4edSXIlqz7NjG+IAdaqXtuLiNlPAxS6beC4jUjjdVqSA9Ca9OPvWaOWW1j5I/aq+F6apo9zdwM8cpQoGUZzkdK+EfBusX3gXxWLZ9NS/Z5hGPOTdt5HIyK/X7xV4btNaspIbqNZUIxhhnFeKf8M06M3iA332OKV85GQOKXsoxUuXS5pDEPRVNUtjovherx6HbSwQxMWUFvkAPT2FekafrlvcP5MgEUnQqah0PwZFo+nxwQr5aqOcdzVXVtDa3ZZduX9RXzlSri8MnGvHnj3PQ/cVGp0Xysn1qzity13CgSVeQyjrWXqkY1OzimOAwGfxpF1giBrW65YDrU2k+XPuhY5HVa6cFKKl7OLvGWq8vI5cTJ1PekrNGB4htBq2kpyAy9R9O1fmr+0b8F5W+K10LGILa3a+dIwH3TgZr9NtUtpbS6MQGYWBxjsa+RP2qtKureS11GyTEseUkHqM104ypKKTjvsdOXxTbiz4E8YfD+Xw+6q0eVYZDjuPWuT/sl4Q2OT1FfRvjDTf7Q0OEMu+aNfnxyfwrxXVdONhMxVsjPC965aM5yh7x6NaMIy90xtFvDZ3kIm3eUGBb6Zr6O8G6/o2tXFnBaxOtsoAcbR97/ADmvm5SGk3MvA613Xw/8YzaPeLCQrWxbc24cCiUPeudFOcZwcJ7HrnjTRbLTfElpqdlHtt87JgncHjn86y/Gmnx6PLaDTIGZJB5obHGTg4z+NdLcalb6pbwny1lRyANvTJ4rofEXhGMafb20WoRtqEMHmC1g+Y4IBABHeokl12NadSVGa5Ohb+CfirWtbvNN0l4/7OhIO54uNyjJyfyr6R8F/EK6N5PbrqitDbO8Cw/3sHAP6V8nWlxrvg2OwuH0+4jkeUb7oAlVj6EDj/Oa9N0zWNN1y4mvNKuTavAR0PLP3P515FbDuMtrI+pp1qeOs6zu7f1957ve+J5Zn828vPtUik+VGeVHB5NfOnxW0kaxfS3tuyR3zNhBEACxHoPSr2sfHiw8A6YE8RqslzJkRiIZJOerda5zTvibofiS7hMSq9xIPMa5kB+RT0ANbRU4wClKhTxKgrJvudZpnxS1XwxpNs0FhJLhQksgONuOv416l4O+NFn4gs9sCiO8Qcs3Jrx/Xop7KzhuLOI3UUjguqcgDHU1DpOn2Eeurc2beWjNmWPcBXmuN1c+6SjdJ6nteq/Ea40XWLaWRSbR+ZZzxsrs/wDhKH1XSx9jnwJF/dv1zmvOby207xlpsNlOwiRCCVVhzj3roPD0iLbxWUW1kUbEWPrtHWo91Q0PNxUZOd4rY63wnaOt5J52ZHlADMe/qAK2LnwLZf2tJeS2aJBtBxjr71ueHdJhhtkuFQRiMD73Oa3brVrK6UxzqkaqvU+ledKpU5rI+arznKTb3M3w3ZzSTM/ypZxr8ue9JeeNrHw3DKrSIjyHbGAe54zXM618QIlWazsTsjUY3L0H1ryu51LT/EGqOk9yzGEHbGOQ5Gcc16WDw8ov2jMnQ5k5VdfI77xJqVreYUSLNNJ828AZ/OvhT9qD44voOoXGh6FPv1MvtuJMfcHoP896+m7H7Za6gWklZIMkhG6gelfMX7RHwJtNS/tLxlp14zKHBuI8ZO7IHH5ivfw0YyfvkY6rVoULUtLnx5rF1e31/JNfvJJcOcs0hyaveHbSa8uo4k5BIFdOfAN7qhjmlk/cE7Vdjk16l8P/AABp1vJFDHC91OpBd1Xp+leheLV7nxkYyjLmkdp4I+EMUvg2W7aVVuQmUhUfO/FeKa1a3Gn6ncpqELKFJCoTX1fp+n2PhuKXVLy7MarCUjjz93jrXyP45vpbjXLu4815FkkJDt6Vy83NHXc9DDybk30OTLFJH5ZUOSVz0rq/AGgnxBqix21uXK9TXLSW8t2G52r3PrXp3wh8QafotxFAbdxMcmSYsMMcHHGPpUyk1FtCnFt6HVnwTpmkx3Y1B2fUIcn7Opzg11vgK7sNc8Mrs04wCKTZd3MvGQDnanvjHp3rz6HxJBD4unuJC0klwxBZ+FGfr2oh16/0/W7mO1tbjU7P+7Bwik++PeuKpKs4vkdn3O+KpwUXLXyPTvGvxSsPFmqW/hvw7oUNpZQlUa4ZRu64yT6VLLfDw3DFZ/bJjLIwyYPljVfw6156/h3xT4FuINevbFrnTrpd7W0JB2Z6ZxmvT9I1CPULPTFutJYQ3HzllGT16Y7CvFxk4x5al+ZbfM9vASnzOnZr/I97/Z/1PQtJvLO9eSQ7hjzGQfMfY1ofHS60a5vyNJjkubuQl5G3kKmfXmtzSf7L0XwfbatqNnDBplqm6KLHzDj0rxyf4h2OrazeCGz+32Ur7/s6nBb0ye1eRFVKyThsz6SE405e0qrZMoaPoq6zpdydUSWe1lPkBpORzxn9a3vh/wD2Z4N1y+htLaGRNPhDZkQFeQD+dYXi34taXaW+l+HtPghtr64ly9vEdzRgY9K8z1r49W3wv8VX2n3elzzJdqPMkkByeB7dK92NOUUqcb33sRhsZh1CVSvZKTsea/ED4saleeLtVME7xWzSEBFOAPoK5fTtY+0M51G4maJcsioxzu9c5r1Bvg+PiPol74vsjHbWkhLJDkZHfJrzFdOXT7wLKm5VbAJHynFfR04rk50fLYynL2rb1V9GelfCHxhrHgPWxLY2puYdQ+RomJ3AHvX1R4v0PxF4g8F2kul3MltdIu6JcZHIzivJvg3ZWup3Fq8Fi0sqgFgw4HvX2D4W1zRf7J8m+ljV7fjavWvLliIqd5bno0sLQs/c5m/wPjbwF8KtT1DxXLL4tjHm7iA86/eyMccdKq/EzwTb/DPxZDaeG4YTcahjzZo+qg9cDt1r6o+P3xI8JfC/TdKl1CCXdeKXjljUn16nHtXxzN4zk8feKri/05xaruzHcMwHlrnrzW04yi+b7Mlt0ClLCxThFJTX3n1p4ct/DXwl+EVtc69qVtahv3jyXHHzGvlT44ftR2fi7R7vwd4Oglu1d8tqiEjGepXBr0n9o7wm/iz4O6Yt3qcNxdWqCRSsg+cc9s+9fOPwBs9Ot9curaZVaR1wqEcd+SfasqE6dOk617uO5hmMaylCinpLW/U9B8DaLq/hvwbaQa5BI9tfHedSmcs0Y56Z9xX0H8C/FSzahHpd3NvtIlBFxGeo9DXnN3rDa14dl0iR1upZZfJjtEIJRPUY9/516Bo/hm5+FfhTTpE0wlZHDTy9TGDjjHX1qJVViI2juXh6MadP4rp/ej1/4r/CuDxB4DvJtGhtrH5TK8m0Avj1OK8W+B/xZtrjST4adI49RjkIju1QEHGOMn6V7L4r+JVjD8J9S2bZ4vs3PzD7xxwPzr5I+DvgLUNZ1Az2MhlDtncVIdmPb6VjKnCVBVEvfvozXCza5qNV2iezx+IrHwPda3cajpSX97qBxmU7YlA78fSu0+D/AMUvCGrXtto6+Gvsl196OZUDo59QSfauxm+AB1r4U3EXiJYp9WRd8ZUg7B2H5V5r8OTp/wAPdet4XuYk3L5XmSfwjnv+Nebi4KUI1KvxSfTpY6VCjWoVPYp3j+J7q2qT6lr8ir58McC/KG4Vvpg9Kz9T8VWPibT77S7myUSxEwx3TDPzfX8anh1i3upDNHcQSxdFkWQEH9a5fW/FVtZXE2m2lpL53MjzFDtzjsce1c6rzwz5qcreh4cYKo9VdnF6L8GWs/FAXUGU/asxwzMxwme9dDofg6zi8XLpmnPJqFraHZLOOhb/ACazNIvNV8ZaXcLHOItY3tb2km8YjXJBbHrwK9t+FPwzXwxoKJPcebP96WbvI3eu/BxjUvLlV3+Hn8z0KlapSjKUp2fbuP0H4JaVDqZvnIlZ/uxMo2r7n3qfxNomneErSY6esAvn9FHH1ro9UszaKJ4b57dFX/VrwD71wk+n2+teeovhHJI2NzcljXsaw1gtDjo1ZzknWnojj9HvHuPEJkkkkZkG5z/D+ArmPGHxV1TWI5LC2s3stPL7DcP95h3NelWfg9IVuZb2SWC1hBBmT5SQO/NeXeIvF+g6hfXFxq9u0el2oMdurEKZD69K55a3nPc9n20akuWnG9jkz9gjWRYJBcyDqcZxVbWdYs9N0GS/1aT+zLK1UuF3YaQ9s/jXk/xX/aR/4QOOaw8P6NbrNcnesz/Myjt0PvXyd4w+LfifxldSDWNRllRm+5nge1ehTvUgtdDysRio4duMleRV+LXjB/G3ja/1UOzRySHytxzhc8Vze9reSKX7xXmqeoxvG29W3K3OaihvpghQnI969S/NqfF1KjnNyl1PQV1i01LQ3OSJ0XkGrnwWjGreLIbOXiFny/0rzi1klUMckA9a6X4c6t/Y/jCxm3FFLgHFY1U3BpF4Nxp1oSe1z2Px1qMPh/4oeWsObORVRN5OByea/Rj9lexhsfC8V9JNEIpUG1FwB9TXyT45+E9t8TvDlpfWYB1WEB1IGFYDBxnvXsXwpTVZvCcOkLBPE9sojbadoJFcVblq06dSL8mj6TEUZVpVIRej1R9JfE3R21yxykuYH+UrH0Oa+XfH/wAD18OxXFwVkFjKpY59TzXvHhzVp/D1iv8Abd7stYsHY3Qe2e9edftC/GzTLyxt9L04/bZZvlWGBSxbjviolJVJqM+ifzMqDq0IqMtvyPzX+NE8kniq3heVpltrRYYy3ZRJIcfmTXA16h+0RaXln46txe2a2Mj2KOsSn+EyScn3yDXl9erT1gnY+XxP8aWty6KdzwPemZG2kzX9M3sfEEjLtpdxVuDg1GSTUsagDcaznVjBXkydtxFy3bJqyLMsoLEAdaRmFrt3psLDI96r3V+GUqp6141fMElaJn70n7pXkhtopiw+Y96gmhjYgJkCnxqSQccGob+UR428V83WqK12jtjfmtcWJkgzs65q9FcPPGVVdzVlQSeewDL171qRxmP7r4Nb0W5K/QVVJb7iwrIzYZTkVYEXJ8wECq7TStxnn1pkmrPGNki5FdMMXHDatnPyyk9CdlA6HIqP+VVl1CDeMg4q7tWQZRsjrXr4XMIV+o3Fw3IlxS8H6UrR9B3ojkMLEduhzXpOtGO4eg0njrTelLxnk0h6+tSqqk9Cg/nS7toIxQwHY80nbmr5gG98Uv3R1pN23NRyNkcVzVMRGKKtce1wGwB170qtuXINZ7PtbNOimO7AGM150Ma+a0jb2emhd3UYZugpIwWxjrTJLlg2D8mK7KmLhTSbM7XdkTbCOTSfwmnJIsigK+aVnhiVhJ17Gsfr0Ffm0I17CwwhsFuFp9xAI/mQ7k9ay7jUF4CEmp7K+biNfmB7GvN/tXmm4x2LdOaXMS7SD0psjyIvI49atQxq0xRyOew7VK1lGuQpYr3BrSWIlWjfYy9oouzOfkYuxyaYEO7rW09pbgfN96q7WsUbEbgRXlSir3bOuNZdEZy/fGTirbKvkkjrTLiFIcMDuBqOO+khbaANp7VEasI3jJ7lu89YlGVvm96ekCyKSTg9hW9PbwXVgW2BZMdayLe3MfJG7Fc+IwnsKiTfMnqaRrKUXbRorCzkJIAJpWt5AnKnNaHnlTuPAHSmNqjNxjiuRwpRWrK9pN7IzSGj6jFSRswK81oW9xHLv8+MP6VGZolBHkYrNU4r3lLQr2jejRC0+3pzT4GMkmQOKrzD5iRwKu2EiRrhhn0rehPnqWk7ImWkbpD2/wBoUscn+zz7VJsWV8c1o2Nolvl2G89vavZpR9rK8Xoccqiitdyotm7qG8ph701rGQLnaxFbo3TLndgdgKb9oeHh0OPpxXpexpx1Zx+3lfRGAtrI2SFOB1OKGj8tWwNzVtTX3nRiONQoPWsW8vFtpCm3DV5OKnTpr3ZaHTTnOo7WIre5WPJY4arf2sTAKo3tWOVe7m/dirluj6e+4t89efRrTas/h7nROnHfqSeVMsu0RMvPQ1Ya1uudqfL3pBqEt1jzG4HpUqyNw0bnI6rXfT9nbRuxhJy6pCRrFtPmHDCnw2ouGZg4VRUjXkEi7ZoQCf4hUaW/UK+F7V3wkuZJWaMbuzvoV7qMqrbWzistpCD1rdi0uS7YhDmhfB95NcbQnHrWNbA4jENSpQbRvCvShpORiLIegq0rYT3rZu/BV1p9s0xGQoya56SQ7cVx18NXwL5a8bNmkKtPEa03dD/tG1jnml8wSNkcCqBY5qRScdcV5X1iWzOn2aRYltnPzLyKiimeNsEnFSw3DA4NSXEa7gwFa2Uvfg7EXa92RC67myDU6W7SAA5x2Gat29irKshDMPTFOu1k+XbGyL9K9COH5VzyRg6t3yorwwhZAG4x61KwTzBtbj609olmQEhie/FK2mrtLcoe1VKi7XS0M3JX1ZNpu/7ZHsYl88Yr3+3utYi8GufKaWBowrr1GexIryDwD4b+0atDLdXKW8CnO4nk19KwWNlb+FXSWXypBnaSw2yLj0r8+4oqOMIQUT3sjjCpiJNS2R5dofgXVvHmnzRrdgrZqXMLOQFB5JArgPEHhHUdP01ZLu0mhtnOIrhfuvziu60zVtS0Ge9vdOnVNObcJSTjoeldd4f8ZaRqXgG5n1mdtwkZYLXGR0HI49a+Ipv2UXJ6s+35ViJKCsrdTwC30i10W8ge7X928e4NnPzcYrp/hjpx8W+PLaC4JeKNgVXquM1FcWa6tM8oVUjDEx+ccDFL8L719P8AHEs9tuEYGW2+3pXdOTdNtb2OOnTXtoQ6XPtbx82jeGfh3c6ZpwX7cygBwcFDg/pXhXw3+H48Q6pdazr/AM0NirOg/hY/5NZ3ibxdd+JZGYM28Hy0DcZra1LxvJpPw/FjIdsjNtmhiByF9TXjKNSKts2ezXcXfyOP8XJba5c3M8UQVM7YwegrzG28Oy+M7y8sJ7q3s0tAX81hjd7Dj3rq/EF5LcaMJLUbIge5xmsu30uG30Se/gkBllH7xM8fhXu0o8isfM4i9R3PJ5LCW3uZIV52MRkd8VbhsrmFVnMbbfXFW7XC6sBKuwb8kMMcZr6b0uPRLPTbAnTYbq3cKzRsvD8c11urGjJN7nneznUi1FXR87xzK1urlck16j8BfCa+JfEi3Ult5tva/M27pXqXin4YeG/EViZtKsY7Oe4bKwwchfYUz4dfCvxT4Q1G5bRrWW4SXCtG64H1r6itmU8wwro0Yvnatt+p8+sMsNVU6rXKvM9Q8X2NvLpMNqqrDF5ir8gxjkVxWseF30Ga4+zyNPIYx5bKMjJANesaf8GPE3iazhbVpEsWyPlXkkfnXs3w7+C+keD490++9nYht03IB/KvnMNwvX5r1nyR/E9n/WGhQh7nvSPhrw58O/FXi7UGig0i5nRjkS7PlNe26H+yzrl6sSXkSWttsG/k7gcemK+wYYbDTo1ZIEjCD+BcVIdagjBkWNmBwelfRQyHAx0lFy9X/keNVz7F1HzQsl958pN+yJJPqKI2reVCi9FQHNYOsfsKx6nOTDrkywkHKlB978/rX19da0isSbY5bsBzUcetkHCwY+tfR4FQy26wsFG+/wDTPCxVerjLOtO9tj4Uh/Yi8ReHb+Sa2uYb4htq+ZxgY+lXvC37OPjLQvFlpd3U8FjFBJuEyk5PPTGK+z7q5uJJPM8rJzyMVn6tpLeIrcpLug2nO5Rg1zVaHPWeJivf9XY0eLm8P9VlrH01NXSY0/suAXGHlVAC2OvvWvZTKsZjQcetcnHDJpaRRyXfmIq8MTWrpuuW8cT/ADAkfxdqzUY07TqbnP7RyXKtjU1CZVREBy7GtLQdPtrPM05VpF5y1cjDqQv7oyIwIU1bkkndi2888YFcuJp1K6tB2R04epCk7yVza8RavBeRsG2uvQDtivGdU+DeleLtVcSxhbd23FMcfhXU+L9Zh8J6LNqF1llTovqa8P1z9rLS7Czv7O2JtNWiJjD9Vz0yK87B4GPt/q1JXnu/L1O7FYurKj9ZlpBafPyPoHR/hT4d0C1is7SGC3xg7sAGvRNFs7ayVY0KMF4BX0r8pLr4veMNU8VGS41W9aBmL7oSW4/Cvpj4F/tDzrJa6Pd2d/jvczKTk+pOK+sxGSzoUnUhNNrdHzscyUppTjZPrufb5aKBd6rkd8U97qN8KmCMV5bqXxf0bQ7WOS+u0gjkOAztiuJ8YftZeFvBkzRNJ9pkAz+7ORn0r5ylh5YuThRXNbex7FSvHDqMqml9vM9y1TS11K3lV48pjqB0r5i+N37Pc3j5oorRjDLbnzFmVecjkD869K+Hf7S2keMb+PTZkazup0EsaycBlOCP5ivWIfKu2LIvy+o715GJy5RkpuNn0Z6dHFyV4p/I+PP+EH8Uaj4asPDvijR1uLW0YFbiP+JRwM8DtXu/w3+E+i6Tp9vJHp0VtIoBBVQDXqQ0qCSRiyKwIxyKs29isPyqv0xXmSwsL8rWm53rE1PiT1NHTLIQRrznA4rS8s7QepqjbyeTgN16CtGGTco4r1I+6rIw3KklmsucrnNQ/wBkqrF1Fa6LnJx34FSbBGuKbkHIjOS12pgmqN3CA22QZFbzxDy896zrmISdetGktyXGxxutaDFKHdFwfaudhk/s+4RmDfKcYr0KSPaxQ8+9Y+saCksLug+bHFeRiMO4y9pR0sSpdJGVrgMlr5qdcZFfMXxheLUtJunnXe6uRt/Ovo+G62QtbznDLwK+Lv2hvHX/AAiHiK90yRHuftBzDHGCTz7CuPGTdeMXE9XL5KE3dnyZ8U/E1zouqSQQOFIbcpQ9PavOpNXTVmBlQJJ/EQep9a9xtv2b/Gfxc1Bb+GwbT7SQ8NcDB+uDW3ffsG+LtPXzILiGcd8Dn+delQw81TWg6laMp7nzZq2kNa2omVR84yB7etReFNP1DWNSj06xhM1zcMFWNRkk17xqH7OOo+GpY7bXJpIYmYDcsbMBk+or2L4T+CfC3we12wM1mt+07K66k4ztzzj9f0rCpKFF++dtGjVqr92rnh/iaz1jwBZ2ttqlhNpxKggSjBPvXQ+B9Uj161E9pdGLVVwELsc8d819M/tsW/hrxZ4b0jY0a3zKPJliGTj0OOnevlbQb7TPAuiyQeWBesTukbrtPYVNf2f/AC6d1Y9bCOrKCdSNun/BPoHR/iXZ6PY2uka3bR3tq8flm5ZQVEhJ4rko9PgsPENymk2+yKYmQHPAzXluuate3XhxLdY2SOCQTMgPMme4/wA9q7bwLJqDINThjLW7RBXRuduBXlV5ylCz6Hu5dh40614/a+42PGXwPtPH2nzTXU7xTKARtGcn0HpXms/w3vvCMK2lpC32IHiQklm/wr6c0maOTS0uZ5VhTb8wY4BqNvDsd3m4mRWgkB2ZHY1zxxE7KL2PXqZNCVXnb1PJfhrJrUt1cWEN5mPbvZJRu3YxwM1T1vxFNH4kEc8C2FurMHKfxEVta1qE/hHVmlslOEyFZRwq1iapajxEItTikRNxOe/z1jBqcvJnsVOeilBbo774T69Fr15PayOyCHJV2P3q9r+G+lxya+1xcllCLhAvQda+VY/E17p+rWt40K20seI2WEYDD1NfYvwn1yx1W1t7iQrI7ID6YrmqU2rtCxFapKgnJWfU9Ak1KWx0m5HlKfmzHz1FcHq3iCabztilpPLbK/hXpWqSWkducMPmGdteeX0LTazDGiqqSPyq9T7VzU5K+q1PBppNN2Pgjxd+0J4vj8dX+nhTa2sU7I1uFwSoOM5x3r3n4R+IbHxDDFeRSKrNwwY5Ndn8Z/2ebDxZBfC3tY7PUJ0I8wrzXw9p/hP4g/CX4mR+HopbqKFZOXAOxkzyfyr6mnTpzp89JWa3R49PEVqdZwq+9GWzPtnxd4phh1e3sLdRNJjPyd643Ute0/WNB1/RfKjlkmjIZYznyyOefevGvippvjLUtQtG8NQzXTPHsluE4Kk4zXqH7LvwZ13RvBvia61i4855lP8Ao24Md2ByamcZqnddR4vERjKVJq6W55F8LfDNndzXdleEMI52CK59z0r2jTfDej+F4ZpkZdxXLEAAKMd68lk8Oal4f8WM95N9mUTHYIz/AAk9PrXR+PvFCah4fXTNHbE7kecO7Yp+w5YSlJ6ny8pc0rX0K3irWdP1jS75oszBAQEzwfevm3Wmj1C4nQjZtb5UFekauuoaRpU4GdzrgjPSvFby8me+dy20qayoRajZnqU5Rik1qa0qpZ2Y2RjPTLV0fh1bfwzZJqNzB50sxyFI4x6D8q4eO6luZCX/AHgHRT0r2rRWtfGPhXTLWG1MM1kjNPJkfvG5A/Qj8q2leKHJyqzSihjah4Z17w/dzi2lXWZ32qgXEcY9uf6V3fw6vDbxL4WtII0+3ph7holL468E8jkV5VoPnQ6u9qsSSXsDFlRjhCB616VHfa3r1qL66sv3qRmK2W3XaFGeSf1rycXzKLiz28Hh1UXNtbyPXo7Wx8IeAZrBNUi1jVrh1jlhn/eCFQeSM59T+VaU0F94qNnb+EtD+0XEEaq8yIPLBwMn868i+Gdpfza1El/aNcDb5flsDge/vX0L8MdY8QeF9SutL05Gjgn4Earzg18vVo1ZyUJLQ+owsfZp1aa18zg9e17XL4S6HfuPJiUrMV+6p9MYrP8ABXhy102Ocoxn3Hkpwfpmvbvil4VXwFpekyrbeZdX/NzGSCwBxlv5/lXlun6DrOgvqd+qltPYboVk4zmvXWGdNqCVtnYzqVYzjKbejujxHVvAt1cfGKeaycwzw7X3fe6k15x+0VqTXnjeGyZd0sKASTHqzYGa+nvDFrbeHZEvbgK1xqEuZGzkhjivIP2hPAcWoaz/AGva4Fwv3o+7D1r3ItOvzS6KyZxYjBxlgGqa96+v/AE+Cej61r2gXNhaX7JYKN00O7jGO1et+Hfgjo/jDSTD5RlKEqskf970zXlHwAuo5LqaEXS28si7DGxxx3/SvpnSPG2kfDttJ0iJG3XM2VbHBJPJ/WlCck33RyYe1TDxT1PK9Jt9f+CWuTWd1CrrnKN22+5xXq3hHXIfFd5FBCvk6hcESAj7p+v517542+FGk+P/AIey6p8sc7QFgcck44FfPfwO8G3lv4qjl1RmD2D7Y4ugK56k/hXLiKcakFWvr2NcPU5Jv2ettBP21fhtf+IvhHp2oLOftemHHkhc7wTj/wBmr4g8O2up+HYZLS5V0e4T5o8kMPwr7+/aC+Nkem2baRFEs0E0gDuewGDj9K8P8XWnh/xZY2F/pVkI9ZlGGiQjGBivRp4hVKMaVXpt+ZzV8HN11U2b3LzTeH/GHwfMhedNTtIhGE3nGc9Tz05rgvgf8J18QeOHtLfVY7L9yzM7KCXOOgzXsn7Nfw/0vxLqF0uvKxSNWxDnhjTdY8K3ngj4hnVLHT1sbSzJaN1UlSAep/KvGr14UbwXV9rnY8NPEySbu0jotB/Zm1jwn4gtr2J1urmRt6ygkqg9TXe/Erwj46udN/sfQXhvba6h/wBInkALo2OccHFee/C39pDUvFmr67ZareC1wpET4OMAjgfX+tbHhL4x61B4mlt5EMtqx+SFuFAPQkmuStjKWFk5Qh7z8+ndErA4qpScotWWr8z50l1rVPhqdS0TVFuridnKiOYlo+vXk8V7T4H8cX/hTwDpd94WsLPVdTeQB7KHmeNeMnp9e/at748NpHiTwnO1hBaJqz/69kGZAv5/SvKf2e9cg0G61Jbi7eCLbjp97GcjNdtPHUF+9jG/dP8A4AYHBVcZh5zXutPbds+ttQ+MC6f4GkPiKRtNnuIMtDu/eZI+6K+U/FOg654qV5rWKa3sGQyxybjkLyc5/CuX+JdtPrHjCTUdK1C61e327mjY/LFjHGcYrW0n42XnhzwobO9Q3KyfK8Ef90dAT6VlXUqlnSV1+p9BhqmFwULSer3XkbXwp1a60W/smuJry8tYJPmXexTIOPWvsjQ9VsPEGkussMCSSxFTlRlcjHWvlHwB8arG60WbS28MfPN8yeUwAP5/Wut8G+P9auvGEdld6M1jpyJyevr3rxpUakpOUlaxljo08Y08PDlW3qe2/DXwH4d+H19fao802qXrFn+dj5USk5wBnHp2rrPh98Y9I8eX17baZDO0tuxV9y4jGO45/pWL4PvIfEd5JBFbeba4xJJj5R7V1Gj6VbeHNbk/s6zhggZfnMaEFj7178Od05T2bPnsVh4RnyvVpEnjy7ultY2hDFHYKcDpWV4RsF0zUPNKJO2N37znH4V3v+iatYEXqKqq/HpXnHiG9tPDd9ctZyOXmG0KRkCu9VFGm11/M4Iy9pH2Ticj8avi8Y9L1SENFZ6dboxmnJxnHYfrX52eKvjV/wAJBqLy3F40ltA58qINhf061037cHxSMmvR+HbCV1RRuuCMje3H/wBevlvQQtxdBpTuBOAp6V0/U/Zw9/d6mM8Z7CXsqWyOz1bxFN4y1mSZ42aNuFVOTisnVPBl01vLPFazKqDLFgele7fC3UvDvhe3S6u7CK7kUf6th39q9Isfi14GtdO1Ea/o7XCXalAsOAUH5e1Km1BpJOxwV8Q6zbau2fC628ckbpLLsC8hfWrg0iGKyjnVt4biu88ReFvD3ijXL9/DkjWkCuTDDOeSM/QVj6x8PtY0uwjuGtZGj6Dy0Jz78V6knBTtCVzzpUpb8pzU9mZIl8hc+qjqaboQksdagZkwwbowru/htc6fpeoO+pr85XaqspODXS6p4KE3iC11PToswhw+GHBPpUTqrm5GjSng5Touqnt0Psn4L21x4i+EttCtrJBNaMHMpGC447/hXpmk6fNoFvJqEtyybkBW3jHf1NcX4E+IWmap4OsdDSRTqHym4iUYVOnX8q9WvV0xdFYLtTy4eWjPXjpXh4L2fNKNfS7ehvTxlbCxUYapnkfja+1bxI9uy3TTxpJua1jGAR703SfAsWoeILfUvsTQy28RcxquTnisvw34omufFE8dtbtdbGwIUGcc96+jPBOh3E+ojUZ4Ut/3YXy/TgU8Y/YTfI7pXO7G45ckbRs32PyY/aS1e71j4nXT3kElvJDEIVWXrtDuQf1NeW19Yf8ABSnS7bSvjzpC2saxrN4fglfaOCxubkE/kBXyfXu0qkakFOKsmfL1Zc83ItdOKcozxTOg61Kqp5YYNznla/pGU1FXZ8YxuO4pn2hVjJp8m1l+WTaaqPGJl2bgpH6185jK86jtAuKT3Hi+e4ZQ53BeBntUkjQsMFMH1FQJZmFc9alXzGGAhYfSvNjzbMpqP2Se1UPhVIIqW60+EHJw361Y0trV5ilw/wBnG3hsd/SqUjhJHCszc8V0y5UlbU5ryc3bQas8cI8sxrt9cc0jMU+ZcUhCTLgj5xTFh8zOQQRXO6ktr3NrLcn85mUYXr1rK1JmR13flW1HGI4ySwrndUmEl0cHIrzcdKySNsOuadkQ+Z81WrSZ2YKrEH0qgzVa09sXC84FcWFlaornfUj7rOmht28pXfipWuoIMCSPeprPmuJVwqyDb61E8xYZkkyfavqnj3tDQ8X2blqyW8aPJMXC9RmqyTEnHao5pgy/LyPWolkPbrVQxDvzI7Iw900FI65oaTtVaOby/vGnSSeYuVr0PrScfMjl1Hg81FcOVIxRGS5wBk1I1mxwxP4VxSnKotB6RepSWNpnC9STWra6LJHIDLtHfrRCUt9oAG49/SkutUZZAM7j61yzqww65t2TKdSo+WBJd2XkrmN8c8iqktizSAMcg96JZmkYESYq1CqSxgPJj3rlVf2zbkiVzU0m2MWzihUMpy31pMwNCVnHJ70SQouQrEgd6z7yZFYDORWlerCKukkVCLm9yjcJ5chC8r2qezmWCMsT8xpCqy8q3PoahaLbJg14XvU5c0T0dJLlZdhu3WQMp5rRW8ebDA7PWqCNE2wImG7n1qdb4LN5TR5Su2lPksnLRnFUjzbInaN5mzjj1pjR20aHzpfptq3cWc0sf7s7FxxWNNps0eBkMfrWtbnp6KNzOnaf2rD3gE6HynyPQ0yO2AYbwcCrlnZtb4kkYY9KjudQPnAD7g9KyjKFO0po2Um24x1ILi+AGxT8oqD7U38PFXGWCaT5VzmrdxpkUtudibJMcGnUjVqpzjIftIQsmjKN4jLtdRmq5I52irceiyyH5iFHepv7DZkYxyKWH8Jrh9nXnq0a+0pR2ZUj2xruByfSpRdGRhkAgdsVT2mNyrDDCkeTbwPxrL2ljTk5mWJ03ZBGD6U6E+XlWXPpVMSNnOeauLfb1G9Rle9bUpQk7y0YpRklY0YWWyjDP8znt6VOup7srGN3uRisOS4aZuTir9pG0qhU4OeTXp0sQ78tLY5Z0lbmmasLKvMkjA46dqmm1FJYxGhyDwaatkfKKswJx3qOxs1XcNucetej7Sr8K6nnPkd5PoQyR+XxuwynINZt9CLpt3Jb1rUvo3ztjQu3tSW9rcbSxUKAOd1efUp+0fK0dMJ8i5rmCFktWxjBqyLO5ugG2HHqa6HT7O21AESbd6/dNMu41h+TzDlewrqp5evZ80padCniry5UtTFXS7xeShA7HtU8lrd2cW54wFP8QrWjkMtvhmOKep863dXXcuK2+p046RbuYyxEvtJHOtOMANzU8VxGqjeeKga1LTFUBIzxxXXeH/A8eo24e6co3YVngcLicVVcKS1RriK1GhDmm9DF03WFtrpCn3d2Dmu8n1y3tPsxhZWZyM57VlX3w1dE32zqwHNZ8ng3U5NpVWYLX1uF/tTL4yp+zvfVW/Q8SrLB4tqSnY6nX/Elj9jMa/vSy4YLXlcqqs0mxTsY8A+ldZHoc8LbWRmb6Vd/4QlrxgXHlH0rkzT6zmUlOokmtkXhZ4fAppS0Z5/5I5xzULxvu+UZFd3ceB3hhkZUIK9271W0nTSzBXg2Y4JxXzccrnOahLQ9ZZhTcXKDvY5JYZRj922a2NL0O4vZl8xGRPWush0thIcR7/QAU25a6s5FDxGMdeRXqU8qhh17WtdpeRyVMe6nuwSuWLX7LZqkPkhgODkVduJNOmk8qSJUK+gqml9az253Y82ovLi2iQ9O5r3v7QSj7lnH0PFcHKV5XTGXVrbSybYgqoPbrXPzrLeO8ar8qGrGqaqLeYLCflNUrbWnWTDKME18djsxpYiXJt3sevRpVIx5lr6l6zhuYJImJOFYEc16p4w1C5l8PWF0l5G7TRj/AEeNuV7dK8pa88xvlf3xXrHgqTSfEmjw2MpWK8UcOwOSfQV8hntGNfDJQV+V3+Vj1stq+yxKc3a6sc5qMK2Gm2trczF7aYCR0jbnpyD+dTLcWGuJFpdoFgmXiEnjP1/WtzxJ8KbWx0u71C61nyJ4DxbHnKnJ4/SuNuriyjmsYLRTJt4E4+8TX5pGSlonfU/SOSUdWQ+LrFtCMFnNJzg789jWl8M5rfT9SQkYnlRh844IwSKg8QWezTnh1GBmvWbfDcN/d9P5Vm+F9Saw1ApNEJpnXYh/ue9dkrSptImPNTqKT0Z3NuLvU/EtoHiKW/nYZlGAOa9fu9N0eaa+0nTNObULxoArzPz6HNcjofwvtptJi1sa4snlL5z2y9d3XFenR6V4W1zTdUvdC1QWl+YQi2crbZFcAZIz261511pGWx7U17NXmviPnHXI49L86xvYmCQOdyAdMVSn025K2s1qkY0mTnjnH1rQu57vUNbn0a7j3XO8gzMMlua6iTwaPCuhvamdSbteFHJBz/8AWr0VJxSZ5EqftXJxWh4v8TLSC31uGW0IMTIPmAxk17r8JtG1H4i+F9Os7C3WS6jPlBvTknJ4q78N/wBmfV/ihqESNaeRpcaANdTL1PtX3h8Ff2e9F+GmgxWVjbDfjLzY+Zz619LSyiWKpxrVnypa+bPlZ5tTwE50oLmbVvRnFfCL9nm38K2cdxqEgu9QUfKG5Rfp6165a+Fo7fDQRrlj821cV2s2mw2dsn7rdzt4q/a6aFUNjC46V9PRqww8fZ01ZHx1ZVMRL2lR3ZgWWhQtGm5cyVcm01bZRxnPrW27JABtTnFUJMzZZuvYGtPaym7sw9moox7m1bzNgUEEc0PZlU/1agYHaty200NuZ24PT2pt5apGVWP5j3o9orj5G0YCWKyzlinX1qSPwzG025m4znFbMentNIVJ2gVqWunjcMj2NEq3KONPmKVvpMDAAxqeMdKuR+H7bb/q1ORjpWlDbeUzAqAmODT2cR8Dg9a82WIlLZnaqKS1OQ1f4d2eoRhGjZR1ypIrlG+E66fHObeaUqxJ2sTj+deuRzbwSTk+lRX1xBDGd5UcVm8RbWYewT2PGLPwzJp7EZINaPzwx428rXYzW8VyxZcEe1Um0lZmOF5rujUTjdHG4NM8M+PV1Mvw31grEHm8v93kdDkc1+ZGqf2jBd3Us8q5UElpOn1NfsZ4u8CQ+INHuLKePdFIuDXxV8VP2YTG08FlbO7OeeMjHpXs5bWo8lSEXy1H1/L7jzsVKrQnGTjzU+3Y80/ZS8Px+LNXuY9Vm2QyLsSRVDDORX15rnheLwuiW9vZoIkIxIEG5h65rnv2df2e28KaUn2qBoZfvM2PfjFfQmpeFRc6Z5LYdduE3da+XzStVp4tpe9Hq0ethlGtRulbsmfDX7R0ya5Yr9mu5EWDB2I3UgfWvl9tSudc1yGASTTRCdfvE5KZGf0zX1L+0Z8FNUjuXls2mjZ3JUL90Vy/wH+BOoR+ILe+1eBp0VgEVl9Oea6cLmSo4GpKg1pd22d/MtUo160I1b3Wmu1vI0fD8fifWPH+k6npGh3f2O2jigjkXIGFUDn8q/R/4cx3cvh+2a9XbOVG4GsbwvoOnQWVmYrSKGRVGVVfSvQ7G3EcKhRivIpZ08yoKMopOJ6c8DChXc4N6jmtVGCPxqZLZcgqcUsinbkCooZtr4YGuWUtToSS3LBj+bkY96ntsqxYNn2ozuXI5FNjY89jVmlki6r/AC5PBpyzAtg9apySDaQar3lwFRAn3valysTmo7mlJccsoPase5vkjmCk1DHcykOWcZJ/KvnX48/GLV/hr4y0tZIT/ZNwQolAPLelcmJqSowUkiqd68uSJ9EyyBjk8HtTtpeMlumK53wnrS6xo1veFs+Ygatf+0olO0uOaqnL20VPozmn7raOb8SaOmRcocHOTXytovhvSvFXxg1nU75Y717aURosuGEfA6A/SvqbxNqhht5FTbJkHHPSvk2/+A/jPw/4m1HXtE1ZbhdRl8x7YgjYK5vq7jU54oIy91pM+hY7qwsbdba2jReONoHFaNrEbiIElEhC9MDJrz3wl4F15dMSbULv993FdhFpc1nCD9oL8dM969GMqsmrqyOZFPUrGw1RXtrrT4LmFgR86An8yK8l8efB5L6yuLjQLSSTyUPl27Z2hvUV7bbwxSIgJwTwWNdXo9nbxWyrhWPQVz4jDyrxsejhcbVwkuaDPz8+Hfh/WJviFbR+LNPku7ByYhHISVjbnBwenau6/bM+BPhK2+Gdpqti0em6nC6oBB0cEHr+VfV3jD4faRq2m3LJarFd7CYpEGCGHIr4h+KGh69bw3l14jjnurW1mBEIBKsq5x+lebGVXARlFQvzaH2FGpTzZqo6nJyLVdzy7wh4VvdSkt5PLDLZQEyvMxCugBPT1qx4G8aad4kvNSsbPVFsLa2ct5LYVnYE5AHcV3Xh2eWTTYpbiFY7WYfdzg7emCKztc+Afg7XLkT2sLWBkQu00bYBNedD2c3KNR2Pp8VTnToUq2Elojo9Q8D67rnh5dRsJJJIBhkhJIVyD2xUvhX4hNrF8dB1CNrW/tl2+SRiuH+HOrfEL4eyTaXot1/a2iKxKRzchPp0rP8AFvi6f/hPrDWr+zW0ePAnEZC7jxk1m6Gjs01+JxYPM6tPEL27buey694ZlvGi8y2UwOpDcfXrXgVxpk+i+PHtLeVktDL8sLMSo5616R4w/a70rQ9DjitNPWe6cYVm5FeV+G/HUPxF+3XkNsw1VjmMD/ln1ya5qNCUG30PpsZm1HEcsYPW/Q9Vk8GQzsL0XK+QAN5Y8V6PoHj7w/4cttPsItQghmZlVYdw3HkDJNfH/i/UNWhkW2E1wsajL7m4ZvbFc8tvqzLDdRwO0aKW81ic8DJNHs09EzetiXy8s42P0t1vxDLcWazRzKfLj+QIeGriPB/izxJr3i22kSx+S1bO9STuYdMDHTpXy34K+KWqeJdc0TQ7fWGsrFsRzTOCSPpX1tp2nXekziHTZma3TpN90tnvzSo4dRfvdDKM41IOMI7nZa940n0ea4udQVLnVJOSmfljHbj16V5R4q8QWGpLFqFzCsupyHbl0GR9K072C4bUpQ6eYinmRmyWJ5rB1TT3S/id0QZHyoe3vXqcvK7xZzU8PCDVlqanhLSS43KrReYcnacCt65vk8HeF9TTT2CXMxJd2c+g7VW0Uvptm0s7KseOHz0r51+NfxOubDUr02NyPsqjB54aonSniIuMHY4sT7OzbVzjvE3iQaTrkk+q3Zup7iQukZb7gz1x+NdNeX2jyTWC2M9ubiaIysykAjg9fyr5s1jxdc+INQlnlKncu0EdqpvqEkQG15OB1BNdlOi+RRb1PjK0YVJc+x6V4q1ibUJri3td0oXKl88V5VNbmG+kacDg9O1dR4b1SaSG5ldiSiYVSP51ydxN9qvpEkOcn7wqJQ5XymsJRtoKX/0hhEuQ3QLX0F4H0W18P+DYrjUHaJrxN1v5f8RzjB/I1454Njhg1CRnTznxhUAzXTa7451a4tUtJBJcx248u2jC8RDOT/M/nWNRXtFHVTnyS52zpv7a0j7ZMk1j5cy53SI3zE16X4X8Tzw6HHcQKh+zRnyrdhkvz0x+NeZ+FPh9f+L9B+1usdqyqcS7hljjpjNXfBeuXnhLVHtJUWdkzEp7ljXl10pct9dT6KlibQ91Wuj174K+LNSuNW1G+vYYYLmMZEUiA4bnAAx612viDx1djxRpd5YXJgvVH75Y1CqDn27Vl/CPwRpbXSX+sP8AZNR3edGY3GSevPWq/jxtesPEj21haxXUF0cNMRh8fnXk4mdOV+TuevhqjpSs92jvNW+JC+IfFlpPr1+l0IQI2kQ4iHsD3/KvGf2kv2gJfD2qJp+jTI9u6YAY4AHHQV2sXwx1FbZLjWoGisPl2qvXOa+Uf2qLexn8bL9hkysUSoVz0IArsy6n7ao3U7Hk5liZU6VobnpHgzxy/i7Q8tMoubb5hk8A+9efePPFurzeJYZri6E8SjaFj4BHGRXlHhLxbd6HdJAshW2kYCQDuM819NeHfDvh/wATaLczrHFM5jUxncMqccn869iUY4d3nszLDYmpj6ajT+JbmTpejWepeG5NZ01/s2oR4PkR8Ox4r074R6PeeKptPvvEE0jNbPnMgwEAPAFcP4d0dtM8y2MhiCnKS46ivRfDd1fWNrLdb2uLRB86YwT7iuWdTlVketRo+0l2sj7F0/U9U0jwOLjyzNp03+rjAyVAHU+1ec694wttJWyv7WNZPtEwiuXjH3FNclH8Wr/S/hvc3Vk8ygptKHtz05rxO4+JuoNoV/diOSSOQfMpIAXrk4PP5Vg4+0S5VqOmnhruraz2/wCCdN+1FY22oXVlDpi4VsO0obNeIpr03hq3xCzfawdofd0Fc5r3xGvrq5i8++IijbcA55PtTlv7TxFYXd+LqJBFjERPzOTngV3xg1FKXQ4sRioTk2nqfTv7MPiya712K3a3LSuOGZj8/vXr3x1+MHh7wBZzabrM1lm6iIMLkCTOOo45HNeTfsn2ekwWd5qj3LG7hgLbP7oAz6V8rfG281D4pfEzWNYjklmsEkaOFWPJAJ6VnSwqrTlKWy/M5sRjHh6V1rLoekt4h0ma4kk0p4zIx8wywtxtz0zXp8Hxm8PTeEY7FYnS5jx5k6xgu79gWzkDP86+ffhz4Zuta1eysrIrayxpuczMAp9s10+ueB7621qSygjLyPhQ0IJQseMA9DXhY7C0qVXTV/kepg8dVxFL95FHtvhWS00/WrbUNRh+1vqgEKxBz8qnuR+Fcd8Zm0zwb4ul0XQyHizlsDHzE9M1u+Afgz8QL6a1S8WLS47VDKsl7IqkLjqBnJ61c/4UhY6l4X1PxzrviSM3Mc7bIFBy+MEdu+azwODqr43pt/l+B1V8dGKcsPo5aO2xS8U+Etd8H/BRtatbZbp7n53jt/lKjnqQOa4OS40/xB8IbS+soY4dZhDNcW7AZbABJ/nX1R8P/EFl4s+FU+ku0bwuhTA5KivBW+Hy+Fb68u9H0ua8tIoZI3Y8jlSCcfjX0uXYugrQkvfi387nw+Y0akXe+j1PHvhz4wvPFXi7TLe7kFhCkgj3wHy+Bx2xzX6QfD/4daLfaK/l3UrBlG+eRyzfTJNfnxpvhO8ttbsL6G0AjafKRoOSxJr7w+Akd6jTWV8rbGjDnd0+n6VhjIwVTmhse7g6laOHdSbPbvBej6RoduLGymQ5HTPJ96vai8Wh2t1cbQ+xSSW44qtoPhu0bUDf21riSMbPMJ/z6VH4wzeRyWkg3RMOVU8msbx5kk9DjlU9pVbvucFH8SrLxVGyWDFY7diHboMg8muc8afFDRPCXh291K6khkaONmVpMEk44HNR+IptH8Cx3ORFaFoydzuAoz/Wvz4/aa+OEfiLz9KsbwvGjENsPBruo0PaTvfQ7KlShTpuT6fieM/FzxvP8TPH+pau4X99KxVUGABk4pNF0kCOMhcuOeK5TQ2NxdMWztFej+HbWdZ4wInCtyuVPNetWk5O7Pi1L2krvqdNa6ZJHpouJ2MYA4Aqfwmzat4jtYVgF4jNsKOMg1LfySR26CaNkjBwQ3Ga+nP2Vfhv4ekW71K7gW6uI08xEQjAPFcUmoqz6no+zlJKSV7GZo/7Juj6XaHxDOjxSSHzFVyQo77QM810eoeDJL5bWCCGFoduGKoMIv0xXpvj7S77x1b6dawGSyitZQwhj4yMjg/lXOa14c1LwzrlhZSytLazEO6wxM3bpkVNWnKrFK92r+uh3YeSoztFavueMeK/2d9G1a+MWkKsd+PmYdia5TU9JvfDdq+g6zD9inU/u2hXJb0weK+6fDvw/wBNfUGunBLOgyqj61a8WfDfw5f2RjvYYZJGGEZ8Ap+NRgKlSSaqO6W3dCxlenTf7lb7nxV4D8nR5pbW6EljczJuS4kOCzYOBn617X4B8SRR2M2l31x5l9MpCPKeOvGK7yD9nPSJLGZ1RbpwMxSKc4PbFZVx8CbZtNN5qfmQ3tsSYniYbiB0FRi6HNBzT08vz/zPn+a9rdDy3UPH1v8ACPxSDNbLbNdEBplUEuM9vSvrnwTr1t4q8KwXUB+V4w+eh6V80618OR8SFs5tfhOnWsL7Y2YgswHeoIfEl74F1K50jSr1ptNVAgaTr06CvPqTjNJL4ktf+AdFOi8R8T1PnL/go5qEGofHPSDbyeasXh+GJj6MLm5OP1FfK1e5/thXkt78StLeaPy2XR4lAwRkefOc8/WvDK+hwnL7CHLscOKoyw9aVKW6LBx60xpto9u9RzTbQTUMchbPG6v3LFYtSlywZ8eoXVy7C0LSK7jco5x61XndGmYp8q54FOZQsQPQDrVGa7HRB+NeJWxCWjHCHM7o0o5C2FJqeNnhYkSc1mx3Q2qoAJqG4vGY4zjHah4tQQvZOTsXrqQlt7EetQPqXQry1Z5mLZDHrTN21uDmvNlipX912R0xorqbUN4u3zXG1vSi51ZCnyDDViSzs2BnIpZpFfbtTacc+9Q8XNrlTD6srpsna+d25Yhe+Kpty5PanMrLjIwD0pMfMa5XJydmdcYqOxLHavLgqMr61LIi2/8AFlq0dEwqnPGelVtajEcwI4Jr0qlONKkpR3Zy+0cqnIyGFXuuN+B7mry2O6MgPuHfFY6t6nFXtPuFhBJZs9qjD1I3tJBUhJK8S5Z2Q8whzkY6VJLatH9xKrbjMd6tg1ZWaaJQWG5a9mnVjGKjb5nLLmve42G2E7/vMr9BU6xRQMVA/OpI7hXQlR81VkWWaUFuFz3rT2jvaOpldu99EaFnDFncq/Wm3UgSQrwoP6VG0s9nOFK+XG3fFQapGEw6yht3Nb1KzUNN0Yxjeabe5UuXClsPub1FVEjkmY881KsIPJOKsBk8naFGfWvGceduUnY9C/IrIatmyxq5fcv92rB2nHGPaq/2wR/KTxS6tdW7CJLfJYLlj71M6lOEPd3M7TlJJllJl7n8BUDxwyOxZcH3qtbrOy/KnHrU7WEpILtwfShSlJaRDlUXuV5I4n4X5WX0pkULTZwCTWrb6ZFCwMmW3DitBYUt7c+VGAcelX9XbjzSJliFHSOpi6eojYtL0XtWhatbTzElPm7VmRSZmdWQ/MfSteGxkt0D7BjrmlQk7JvZEVrLd6stzTHYA48tRUJjto2Ehyx9qpXd+dhGOB1q1p11ZyQhGbGf4vSuz20Kk+W6+Zy+zlCPNb7iHUrhJLcrGuKxBgrtIw1bOq2ckQLW8iyp1+WsYzSrncnPrivNryfPeSO7D25PdLthEjsNwOc8VrSLLKqg/Lj0rF01XkmUNkDNdQunqsanzMivRw0JVKd1sc2JkoSV2UhIkUezPzGlTTFlWS480IFHTPWoNUVPNG1sMtUftzzfuSdoHelKok3GWvYmMJSjeLt3M/VE8u4zjg96oKu5+Tiughg+1EwyLvHZhWXqOntZ3BTBx2rx61GS/eLY9ajUXwPcrhRuxSsh3YBqWG1ducHFaNtp/nY45rSnh51FZIc6ijuzJjjLSAV0mmKlrCdw3Me4pi2McfzAcjimT3hjOyNMV3U6X1bV7nFVqe392JYlaZ5lYviP0q9DJCql94HFHh/w3f8AiCRVhhYBurMOBXomj/BuCHbJqE+//YWvostynHYv34QtF9XoeFjMfhcL7tWevZHmcmsCPmHAaqsmp3NwxVYy5bsor3uHwB4fs+Daox9WNSxeGtFjk/d2yKy9xXv/AOquJlZVK6t5Hj/6wYVaxpNnimk+HdTvrfdDZsp7e9bcfgfVpIgskAWT/aHNetWtkkM2E2pEvQir90GkAKkHbXvUOHsNSh70m2edWz+rKfuRSR4/D8NdWDfNGuw89f8A61X/APhCbizgO6Ec9a9CmvJY2AO3C+9Il9HIhViDmt/7NwNHyfmc8s2xc9ZJW8jzZPCMsKlktxns2KgaG+juEiAYP6DivT5LmC3t2ZmG0dqwL/VLSOF7mGIu446VxVqeEp2UZ2N6OYVqr96FzJs7i7hbyQpY+9MaPVrW/WZbgGHOWjNSbrs2TXyxgrnoeCKzJtZeH55DtLH7prlxWOWHjHV6arW3/DnVCMpt8qXZm4l550ju8aqMZ6VUtr0TTPMTiJT941lzaqslm7gEZ6mso+Lo2VbWOPGeN1fF4zM/aVeaUtzWng5yT5Y/8A6PUPFCNu3qDEo44qtp/ibS7ndwBIP4cCq1nLHKrKQCGHO4VUvLeFNv2S18sn7zCvYwGOq06fMpX7pr8jaFClZ02mvmbbeJFhmJghXb3OKyda1CTUk5Ybu1Z8a3VuGJXIbpxT7OzkubjdKfKQfxHpU1sdicXD2c27PpsdEMPSpPnXQyPNaNxF5WGzy1am5Y7Mq52luK09Q0+OGIyBlkAGcisKK2vNUnCW1u8uegANeC6FTDT5F7ze2n+R2xqRrLm2SM3VIIHUIGwcda5+TfbybdxPvXqlj8HNW1ZPMnPkE9FPanah8BtRhQNFMJW7rU1uG8yrL2sKNv67GlPOMBSfs5Vkeb2N55eNy7snrXo3gXxdbaT4g0+cWqzeW2NrDqarR/CPV4oSDGoYVEfhrrduu9ECMDwa4ZZHmcYOnOi7MJ4/BVJqUaiuvM9m+NGg22o6PZaxA7QC+UmeBjwuO4rzX4d3Gl2+qb5UVxCpKiXpnnmr39ha5PoS2tzNLPKg3Bc5wPauam8J6lqDFtNtZpriJSZI4+oA5Jr8pzLL6uBrTw1Rcr9LH6rlGPp42nHEK0l1N3x94gh1K8RJAvlnlCh6e1cvodu95rxms1LxQRky57dasaz4VvdH0qzvdUHlfao2eAbgTxjr6daTwZpGq3ml3uo2i/uWPksOmehrzqdN0ocsj2sU41ailH1On8O+K5NItbgMshV8jaCcGrHhvRNY1rUbi/ggmuLlP3iiNiDt6dqbonhWLTfD9xrk1ysk1q4DWZ6nr/AIVv+C4dZ0fXol00yefqe37Oqjdjnofbg0KipyUYbs5KlaUF77ukjI8OnU9d8cZittl5ECNrjksK+pfg7+zbfeLpotU8UM8ao29LUA8/Wu4+Ef7Pc1rrEniPxHZQx6u+AsMP3Qf7x5619K6DoMem26qq7SeTxX3OByxUX7bEWb7HxGYZzzR9jhfv/wAiv4W8IW2i2UcNtbpHCuAqooAruLWzWNVwMYqG1jTaNx2r6Vd+1xxcLiu6rVlN2Wx8/Gmo6vccbePIDAetEjJGp44qtJfKckkViajrjeZ5UK+Y59KmFOU2OU1Eu394kKkjGaxJNXRcHrz2qSPSri+O+Zjg/wANXodEjt0zs3NXoR5ILVnK+aT0KNxq8rqojXC96fY3Mt1KSfl+tXG0sDzMgBK5HWpp9EkYxzY/ix7Ue61oGq3O4s43XDMc1Zk1a1smUTTKjHpuNeJ+L/jxa+BfD7X19ksB8qDqfeviXxF+05rnjD4g3dxDdO9pGC0cKk5wD0FeXWqK9o7nfRpuWttD9SX1qDhvMGMViSeMtOm8QLpYu4/tRjyEyMnpXwF4L/bUupt1pqIWGBG8lYwSX+vX3rrdLmvNW8SSeL9L1WWeKKIgrnlCenbtivDxWLnTnBU46X1Z6NGjGUZOo7Pofc8dwu4Ir5b0zXBfF7Wrnw/ocl+rMIkGHYfw5715t8Idc8QeIbqDU9UlYm3jMYVT975icn869f1bSYPGOi3Om3o329wu1h7VvVtjqMoRdmY05Sw81OUdCl8PdWTXNBtZkk80MudwOc12qwqoAFc94F8C2ng2xWztNwt1+6rHOK6qbbD83T0rspKVOlGnJ6o5pWlJyIJLZZIjnr0IrFuNFimmVmhjfnqQK02n+fI6d6ljYE8DOTip1vcqyehXt7GK3UIoVVxkcVBMisrZTLDjbVy4YxfeAwKqxyeexXPJ71Erydhr3TnPEPg2z8SaXJBLEHzyGK5KmuY8N+E7bSbxFkhIijGASMc+tep26iFSuR1rKutKhmvVm6ggrj1968ytheWftIb9TSMu5b0mGFNwQDOM10um4lgU1zMKixkWOIFwF61vaFKGhGOnpXhYSo6eLlSZ6qtKKkaRi3N1qtcW+3kda1Y4lbHPaoLqEHIHWvo7JkNXK0BZdmTx/OpJ1XseabGrRt6gVS1GO4mniaKTYin5h61Upcq0VybdxLy48vPPHU5rPa6eYMUb5sVbvF8+KTHPYVXsrMbxk89K2icctWUYZ2XdvYkk56VyfxF8B2Xj7R3sdTgWYKQ8b7RmMjuDXfXECwhhgAdAayLjUoraJs4cjqa29lGa5WjPncHdOx548OteG9ItrKwh3pAoAYkjIFY1544vlt5VuYHhkXgsCa6PVvHVvH5yIUkMYOcH9K4uPxhpt9fRSXVs8zSPtWOPkA/5FZKlSppQgxXnK87bHaW9vZ32hw3L3M3nvyI2Jz/OoNQ8QDSo1jkV0BAUMRxXWafYR3VqGCqisBhe4qvqXh2K6ZvNj37SGX8BW9PDcn2rlyrKaSUbHIahrF9GsZAZLdxy3ep7S+8xE2BuAc7q6OXR4JVRZVyOvHY1HHotv9ll3RsVZsAnrW3s02c97HN3GpRWrozuu4H1454rZsNSXbuLlF7e9Zcvh2Fbh2nTdGvCr6e9a66S9wI3jX9yAAKydJp7mqmmXE1qVId7jemcYPWqGtWOmeIbOSC6sYpYm6rIgNWm0nZMHaT5B1XtSSRiORQcNHnmlyu2ppGVvhPC/iB8AYLuN7nQWIljBb7Kx+U/T0rwOTUNa8NTXEGo6HdwJC2xXdTsY+nNfoHHpsGoszKoViOWFcP8S/hPbeLNJ+xT52btysoGd1ePicHCS54rU+wy3PK1BKhUd4XPkexhn0Ozn1ae+i0/TMjpjljjgD8a8++M0Gla/dWMttI7QiL95IOAzYHTnmur+NVjf+DlOiTQE2Y+6+CRnPWvJdN8Rz6hN/ZM6eYjthOOV96+eruoo8rPt6NajUlzRSa6fM4bxp4cu280xWgAjULCijOVIHOfrV34T3lx4RSdLmM2LjL+bsyXPZTnoP8AGvYvC/8AZ8kU0mszxwmF8KZOjKK6O4+FOgePre61XQdSt4ZoRuMDMP3uOuKmjiI1Fy1Nu54OMwc8HUvHe54v4q8dDWY/s32eCHYd7SYALcduK4uTxRqeqW5sBuWJl8tVjHUdMVN4msbiz16bMbbVcqeOMivX/wBmnSYdQ8USJNbRziWJiGYDKkAnip5YwqWex9NSdTF4dTXTch+BvwXm07UtO13XZfs0SyeZDaYy8n1Havq/W9auLhd0TJE8oyViONi1xt9pcmntPLCiiOP7pPJNX9JvroL59zAPLkGMZruVNS1OihyUvdiZWoeIhpLDybj7TcZ+ZCeM1Ot8LxVk1G5SOcjhV6/SqWuyXMd1KLWxjuJCMq+R8v61wFhN9kvi9+7PLznc3Qn0rSNKHcyrVqkJd/PyNz4peOZ9O0JdJ04F7iU4ebP3V9BXyr8SNUuPsZim6k4NfSXiQWx09ppGUgclmPSvmD4lXQ1PWFjtR58cZ3FU7itKdonmZguSk2nuef6VHdiSRjH+4HIOK0rW8N1Muw7Cpwdw4Fb815NLpsUH2VYIXPy5xmqk3hWWxZBIrl5vmCoM8e9dWnQ+QtLksdbY+HzY+Db6/Z1LM3ysDyc5rh9M0maa+WKJPMlmPyriuzuL6e08MmxeLy5F5+Y9qwvDrT3GsB1KK2MZ9PpXFJtt3NoXirHoXgX4b3Nr4gt4pR+9cZwBk5p3ja6ufD+pNpdpFaQPL8ryMoaRefcV1Hwx8ff8Ius0rWkd5cxEjz5G+6PzrB8QalZXN5ey2dh588pMs13Mw4PsM8CuGpPR3Wp3wg3p0NLQdUsvBOnIZtRkvLtf9XCxwgJ7kZrDhW51K7uL3ToXvpw+91j5Ck//AK68+1Bm16NEhlllvnfamOhr6T+B/wAOL/wbpkF3etGpulJkjLBmHB5bnjpXkPCzt7S92enSxEXJU5L3TQ+Eesad/aMCateStq6jfPaucbR2A5+teleD9Fm+I3iaa4NxNbW0M2I1XPAHbrXi/h/QNZ0/x/d60tmTY3k+IrphwI89h64NfSy6nceGbW2urJEt4JAF3MMMzY5P864sRRU4cuHlfX/hz0qNZqqvbx6WR6h4nksbLw6dLYC7ufIPlBjnDY4JPbmvzG+Pfwp1jQfEF/rFynlW+TJI0zH5yTnC+tfc+ueKYre3F9PcDduUbSfmbnk/Ss7W9F0TxxD/AGnd2yapFGuRDMw2rgdgME17WXwp4VW/mPnMVCVSTcb2PzY8Q32kX2k25tLb7NdqMP6Gux+A+pPbveTzSSPFAPubjt/GuQ+K0EUfjjW47VTFB9obYpGMD0rX+Ds09y9zpFuWEk53Erj5sdv1r3asY2s9UeNSnKM7p2PqbSL9tc0edp7WK1ZB+6kIGT+lTeB7XxJrFjffYRHdT2rfNbr/ABLzjtXE6hrTaL4dWzXmWMfPtNTeDfEF74Pb+2NNumM9wBuhPIryalNSVra3PpcNjKtFtp3SR6HpuratdWt3pus6bLpUSElV25Qn9K8+8YfELwhpMEkM99bvJGNssMTjOfpXqGjePl1q1FxczI1y3EqsK+a/2nPhpZW7nxJo5Cwyn9/CnQN6/wA656VKjOq6fM4voerUzbEUqHPGmmeb+JtS03xdfP8A2bBINpJUjuPpUeiq9iyYTlTkZ9a5zw6z2siyR5DDqa7bTfNa4SRoixb7ijpXscnKrdD5SOKlVm5ytdn1R+zb8ULa003xTNrYsNOVbBooXbEYZiAAOnXmvF9F0iTxNDfodRXTnz8jfdXnPeuc1jXraFVjNo8UmOdp6n1xWWuq6tbSJe75jb9GDY6VhyShGSh1s/uPQjKEqim/ePX/AAD4B1Ow1GTUdTtLy+0mxX71o7IJf+BD619P/DXSbTxhY2GtXjw6Zb25/wBGskxlcYwzHjJ6dfSvmvwF468U67aAWE0s2mxqBMZguyMfgBXoPi34q6d4M8Hixs79H1y8+SLZn93njdx9f0ryYUo4iaUtz6yjKjToOZ7FqVi3/CUS3+pa3dai/wB2KNpW2KvpjPStdvANt400+fRrWJpBOpcRw8IDjvivlL4V614zl1yU6gLrVNKkOPtsi4RScfSvp7QNYm8PTRGyunuZh1aIEiur2Dou9tDb28MXQdOno0c74D02z+HGuXehSM8ckeTJ5xwCfQV0mlR3GoSXthp0hRb1irR9cqabrUdnrGsC6vBm9k5X1Jr1rwD4Ti8K2wlcNc3t0N5UjhB+VV9TpVKntKcbNngYvDumkm7sxfCHwT0XSbq2MxM93jdtIyF+g9a9T1DS7Lwj9mufMWFW4OeC3tW34PjthfSGRld8ZK4+7Vfx9LEJI2aNWjB5LdFpzpxjO0tiVUlUSpJC2+vyNYutiZCr87ehNc9qRvLO1ub+8laEqhYx5PYZqOTxxp2kqoWaOJVHLE4rx79pb49RaL8MdTudHnT7RJEUErA8Z4/rXLRjKpWjStuyOR0U5paLqfn9+0x8cNc8cfEDVrV9Sng023laOOKJyAcEjnB9q+f7iZpmJ3M5zyScmrGsahJqN9NczuZJZmMjN6knJqz4Z09NQ1aFJQxTdk7RX1lZwUm4KyWx8hUnKrNtvc6Lwv4duo7JJZYHiEp4YjjFfRHhGGK1/sxfJW4kUbdzKCcc1zGmae97Db26QbVXhd2OnrXpvwx0dNS8Qwtct5dpC2HfHH0FeRXqe7dns4DDc7ujzr402Elx4itLW1LQm4I2x5wB07V7d+zfr118Nbe4guofOkYDKysRxx29K1PF2m2Nn48sb610VbuQHy7dpOg5Hzda6bwD4b0iHVruLVrkLqlw25VPKgcccV5GIx1OdONOL1sj6qnlWJpN1Zx92x718P8AxAviy8SWWyWGBxw8Z4P6V67a6bZyAhbWF3UffdAT+HFeS6ddW9jbWemWMEdvEAAWTPzn1rW8cfGfTvhX4XeW++eYJ+7iTqxrOhjmqns43d1ufO1cLOs+d/cdFe2S6TevIjBFJ5Fcr4y0L/hLIXQyvboVwGjJ/OvmbTv22tWvvFkMeqaILbRblwkcmDnk8c59xX0p4Fjur65mvbu9+0218AYIf+eakVzwrYrDYlRenNt2ev5ouUabhdbo8VX44H4Nm50a4kuNTjil2iXJJA6c817L4D1hviBon9pI7eXOPljlGCK8l8Y+AbzwD8VJ76eOK60bUDk+Yu4oeen5iu400ahazrHpYY2s44aMjEf5V7+No+wqpQ2lZ+T7/M5Yxp1ubllsjf8AE2gaWNHu21O4cNCCyJEcdB9a+YI9Qi8ReNrCxs2jibziAJDksM9TX1vr2k/2p4aktXyLtk2mQjn618meJvAa/C3xQupzBpY+ZDL3z1rklCKfLF6vWxGFupNSfofP/wC3tbiz+MelQhlYpocIJUYGfPuK+ba9e/ag8ZN46+IVpqJi8pRp0cSjIJIEspz+teQ17lH+HE8rG/7xPW+pDPIApzzUdj35xUVwxZjioo7jycjvX6LKtySuz5ZQbjZFuQvdM0adFGTVJWJUrx9aSO6aMsVyN3BqFm5rzp1Lu5vCm1oSbiuMHBpkjHdnrTSd3elB3DmsL3OjlsJu6U9jjjFMbHXtRg/ezU36Dstxceppy5xTT79akjx1Jq46smV0hXkeRVVjkL09qRACcGlkYbjgcUn3jwK2itbmd9DTtpUt4QeppZbWfVJAyLhB1Y1WS0kkQbeRUq301qvl/wANeg56WqLQ4XGzvDcbf6UbNQyyLKMc47VXttvRhU8UcmoTFVOAavQ6PFbyAvOrY7Cpp0XKXPBWRbq8keWbux1vDGsYwp3e9TGby+CwH+zViZrdQBHz9KoXeyLBK5z/ABV6MpezWhwJ+0epJJCpbfG3zegpbe4G7bcgqAeGqKO8t4yOMmmTSNqNwEjG1fepVXrT37F8rektu5Z1TVGklSPO9OgqneWcsbK78IwyMdKSS3eOTbKhAHQjmp7qGS4t/wB3IXwPums3zVFKUtWXFKnZR2KB+UE54qFrrPyim7dvDEj2p9taG4kAAIXPWvN5p1HaJ22jHVjrLT5dQkIUgAddxqwsKW+V4ZlPNOkzbApHnPSo47aXduk4B710JRjZJa9zFyctW9DQtd/97YlaEVxFDHhV3/UZrOhm3fKgBxUjXkwOEj8sjvXowqKJwTg5MnuNSj3AbfmHbFSwar5gKsAPwqrbxidmlPL/AMWaWZT5bEcZHaodSsnzXIcIfDYdNq0dvJtEKv8AhVia8mvbEyQrt7baxGhfG8qa1dFhe8YRplQOT6Vzv2ld8jZdSnCEeddDOaxvZFP7hufaoBYXUKlmiYJ64ru7maa3VPmUqBjpVOPUmnWSIpuyfStJYSiny8zuYxxlRq6irHP6S0JilErsr4+XmpoZoJWEE5AyeDWndeFYrmEyxy+Q9c5Jot3HMSeQp+9S5K2HcVy3X5msJ0qzbUrM3hDBauB8p9DU32xWAXeoPasiO8fcsTxZI4zVu4tHkKMIcY7ivT9pLlfslp2MJU7Nc7IbyzNxIGDZI9Kit9DM0vDY9ea1LVJmUCKPfg81fj02bG8xspHoKVLDwqPnaJliHTXLcW28PC1jVi4z2NUdR0lZJVUNubPer0mrCPEUkbMR04q5puny6zIrRxGNFPJevaUcPVahBHD7WpT/AHlRlfSvDPnYjADHuoFdfp3hPT7GEfaY13n1qs0J0X5tx8w+lVjJcajKfmfYf0r6yh9Ww8eVQvI8etVrYjVTtEwdY8PzXGqyxWcW9CfkCiul8J/DEeYtzqS52nPl11Ph63tdNtBMQJH/ALxqPVPGf2WQLtGxvSohhMtwUlicS7yfTojjq5hi6y+r4fba/U6GGOGzj8u1hSIKP4RioY7y4lkKOMAVk6VrS38e5m2A+/NaEl0sYCoysD/FmvqqddV4qdN6HzkqMoScZq7OX1661GC8lOGKfw4rGtPEl9byMHjY54zXoM1zFCochZCeMGuK8YXiySQwIiWwkbBYV4WOw1SgnWjUfoe7g6ka1qUqa9S5beIkRCsrneeetJJ4rmjY7SenFZC+DrmaaCFH3g87xWtL8Pb2NvMZ/kUdK5YzzDl0jsbTjgov3pLUjs7q7vZJZPnfA+6M1Yt7ztL8nPeodPsrzTbiRYQfTFWbrT5I286eFpZPvbQOKmpGpOmpO9+t9jObp81la3Ql+1W8cYDhnTPXNU59atIbhEVQEJ5Faq6lFdWawf2Yxb1A6VnposZuGeePykxxurlrUpQSdOSa9DCnyK/tU18yo16dUvFt7cMIGYD2rT1vwjaRtHH5ga4UAhD1p+k2Nlp0hlFwhUnOM9Kiuri21DUWKzASDjzCa8nERtDmqtNv8vIbqS9ovYtqKX9XOZmgeSOUPEqRrxtxXHpcQf2kXaIIq8Yra+IWrp9sS3tZvlQfPtPU1yduynG7J55r4CrXUsUnHofY4GjJ0faS05uh6Tq0Vvb6DFJCV8yRcjHXNQeGo7ma2je4TaB976U/wzp9tqlmPO3qOgz2rpL+zh03RnW35kUfmK+ww9WN5V6sveS0SPn6tZUk8PvJvcydQktMbtoUKe/esO9voLxlhjbAY4Xb61iaxdXN2pj+ZTngdK6DwP4HupLyK4utwx8wB9a5cHUxua4hU6MdL6nf7GlhKPtas9tje8N+D2t3LagS0LD7rHrXfac2m6XEq20MaY4yAM1XNqVVI5W56bm4qWy0GCGdnMnU5PPFfrmEp4TAWoQa5vXU+IxWJeKvKrJ+i2Ok0u7+0Rls5HrVtpFZjhhmsW6kijiCwXCx+pzVaEW8J3pM08nfmvRliUnY8D2Kk3JafI3naN+DgGq8q29x8pZcL1rJHiqxijkMkZR4+Du4rl9R8bwXkzC3QjB+bbXn1cyoRWsld9Dpo4CvUlomrHXeS/8AaB+yybcLgOK5WHUNU8E+JhfW2ZYpA0cyK2N24EZP51WTx2+lsh2/um4zVsatDriM7HbuGPce9fHZxleW55G1RfvF1W//AAx9jlWYZlksr03+7fTo/wDgnK/FmHWNWsLJpoI1tIizRtEclg2DzxWf4T8WJY+HbvTwv2dSexwc8c1r+JrO503TnWO4aeBRuy3UGuVXwrcQ2f2t2zHPztXqD71+AYzIsZRnUpzpt8uumumyZ+2YbPsJWhTqxqJc2nz6o6Lw3bzahcPHGz3D3HyCIc+Yx6V+i/7PH7OeneFPD2m6rq1t5+sbNyiT5vLz6Z9q+ZP2LPg/e+JPHFhq13Zv/ZVj85Mi4DPkEYz9K/RtrqCxuIrdnWPPCgnFdOBowwlL2tVWk9r9F/wTzs1xTqVFQpSurXdvyOG+LXjKH4V+E5tRRY3u2B8qORsDOK+TfCv7Zfih9SlDSwyPJIQIZOQq9c/0r2T9rXxhpcNjLp914iGnoIG3QxJudmx0yVIr88/DuvaRp/jK2lldriy87Eobqwz7VwYnEVK8/dlZLsdeBwsI0eaUVd90fot4J/awj8Y+YHtkt7W3AWSbd8zN6hcdPxrvNJ+K6alHdTIyvBDjLNwea+Bte8S6bH8SEk0Sx/suJowILdWJDE55IyfavpD4Q+D4LqKzeW/S4n8zzbpd53ZOcAjpjkVWHxE1V9nOehyYvDwjHmhHc+j9O1iTXLVZIQyq/QtxXQabZ29ihluHVSOSxNZVzcado+gzTXEyW0KwscgjIwK+TNb+OGsaTqlwJpkuNMilJVt3VOxPP0r0MyzaOCShTjzN+ZzZblM8deUnZI+5Le5gukBgKun94VfhtQwyRmviTwb+2lb3eqQ2KRfaNzbT5YJIr6z8A+PLfxVpsVxH8u7gg9RXFSzGNRqE04yfc68RldXDJydmvI6W6tEWEsRjqeK8n+I7pBaTXB4CLnmvZL1PNgIHTGK8B/aAt9W/4RK9g0u3865kG1AOvQ1ti8XKhhpyjv0OPD4eNSvGMtj5I+MPiGTx1os09hGbxLZmjmtoW5KjoePc14Z8MPB/9matPrtxqNnp1q26LFzh9uT0we4xXb+PrHWfhT4PkC3DC/1FyJAB90V53q/gHxV4J8BxeJboxTaTqDqXVXDFSwJBIzxnmsMPUdakqu3+Z2+z9jJwXU0fD/w/ePXpbnRdMh1rJL+cz7l5/wBnBr7Q/Zt8Bz2Phm4i1K3WI3j7hH7c/wCNfOnwm8eaRrVhp5hb+zpIx9nlUDiQ9f619tfCez/s/TYh5vmqSrLnqoPauKriF7RU3EVSnNR57noXh/wTZ6JZ7LWLykYZIFW/s7WtzwcL1I9K07XUPPiIAGRxiopljWYHPJGT7mlXqrDyWJpLTr5odBLERdCo/TyZctZmuIw33VHrVloln3KeSvP0qhY3QjYo/AJwprVVo5lJRuemRXrU8TTqRUoPc86VGUG4y6GXNabmXnjNWvlhjHGNo/Wqs9wIWKscHNQ3GpIkZ3HJx0pe2TuZ2C6U3xA3FQrfnVG4uo9NQksAEHP1rMuPEEkOSo247V4Z8QvjpLpfixtKkiEcKRlpWJ69ef0rkxONhhafPJbnXhsLUxU+Wn0PS/FXxXs/Dy+bPMEU9eah0D4lL4lCPYzRvCgJcg5Kr3NfLXjzx9pvj61eC0u1RzwpOcNjtXmnw4+LOp+AfFV6lxazrZtGylAcrIcH8hXjU8ZOpVXPsz2lgYuheHxH3ro/xn0/+2jaOrzQkmNLtRlN2ema9Y0G62woRggjI+lfmD4Q8V+KPiP4nu7ayvfssbTFlTgCMZ4FfoL8Ipb1PDNvDfzGe5hG1mP0riw0lLFyfU6sXhPYYeE1oz2C1mEigjpT50H3qx9Ou9h+Y9eK2Y5EkXrn619PF31PG5rlf5V61VuHT1xS6hcKp+Q5PpXP3F45kYyfKoroSMJ1FsaHnIVcKeFas3UNUWzbg/jToWLKCWwM5+tcN401b7HMd7hVPA5ro0irs8+cmdFeeJI7mBgGwQK+c/Evxvlh8T32j7wGIKwkDjOOpPao/jD8WrfwX4dmK3SpeTqywrnrx/8AXr4hm8bTax4yshBDJcyzS7ZAS3OT14r6LB4elUoSq1Nr20PErYit7ZQprpfXT0PfbzT/ABVo+oS6k2qNd2M0n7yJXOOvY16H8IdWtG8dW9t9oeaORN3ls27yjXpnwz+C9lrHhm2W8ZmR4x8ueOldz4c+Aug+FtRa4srcxyMPmPrX5nmMY29nhr3i9Hqj9FwVWoqTdZRvLV7HYaPbJ5a7W3DqK020/cck5zWZqVmdLtFMBMZA4rzfxR8WLjw8yxkbdp5z/FXGs6nl8f8AaG3Y1llqxklGlFXfY9XbSwYym3I706Szj+yohAUivIvCf7RVtqmpfZHiHlg7TIPX0rrfFXjyCKOPyiwkcZVfWvbwme4bFaRlqjxcVl1bB29pG1zSl0yMjcw3NnC+4qRisGI06qOQK+Tfi58SvEcOsLNDcXEFtCcFVHGK3vhH8WNU1bxNbJMZp7WRVV/MHQEDmsHn1FVvZOL3tcr+zZ+z50z6PfR5riPzGcqDzx0qBfDF2SH8wGLuprsLOOKaONByuMitOO0SOPkbvavoJSi7NHDCMtjhbWzeNyqFkI9OlWZLiS3cCdA0R6t3rs10mKTlV2t3rP1DQPMjKn8KpSjN2ZXJKJ4r8V/hXpPjXR5Hktlnb7yFRyK+UY/g/o0Ovaot5Zzac8MZaGcZwzDPU8e1fYnjjxV/wqiynvtQgkn0nqxjGTH/APW/xr5c8RftEeFvifeapbW1g1nCkEm+ZmADcdeveuKplGLxkm6MOZL7j2sHmkMLG05WufL3iS2luta+wSTR7SzAZ4XqcEmqHg/WZvC/idtHS8VUOQ0qN8vPvXc+GPB8XirVDY/23bQQkP5UzglsZJ54/Cn6X8H7W41CWyMm+dH8tbn1HQNXx+Jp/V5zoTVmna3Y/RcLjI4m1ZzTXn1uW/P0LUPMiuIFjV24ZlBycYJ/nWt8LfsPhTxp9qjiaSyjBVtpwSDwa7az+B7+E9Ga71C5hvLORfLjkZhlDjOf0NcZDoMt1Zx6folzE12ZDHmQ8t05ryZQq+15PtP7j6jD4+lLCtUrez20XU+nr3w3Y65oC3+mOPs7ruZc8j2rzuQy6fazrITOoyVHpVD4Ww+I/B+n3tnrV412jfKioPlQH8K6iPRYn3zFRI45UZ6e5r6elzRSjLc8HmlPVqxxUNjcXWmz3KmS3kJJ5Yhj+Fef+ILSAPHLOzIkY+Z3OMmu/wDGHi0abbmC1txNcq37yTI6enWvBfiJqVzeW0c8vmvbyFuQCFXjpXXTp88k10PMxOKhFOEtWcZ8TPiA02/T9PnPk9GkLV5IL6a3vGdJW3twSD1FS64VN9JtLbM9c1Xt7XDRyyE+Wfu1rypPQ+XxGKnWfvaWFm1C7vLhCzsI4+Eya9a8J6019pcQCeZf/wCrYsufkHPX1ryqCeObUooljDYPPXmu/wBL1l9Nja1Vdsh5CqOT7VLbXQyp1LNtlPxtM7XEscjck4O1qn8IeBL3XJG8qX7PEoyZAMnpnFP1fR5ruSC9cKd/VAfu/Wu08F31npen3l1Ifs90AFjRujA4FcDlynpJupaL0I/CXh+aSG7skWMsDue4l/hAzz9Kw9WsZtLkuoGLYvOIXxgScgfL7cH8q6vwrpUOs+PIYHeTyZAGnMZ+T3z7V7Lrnw90zWtWhupxFNp1sojWVTjb7fWvNliUqnKezh6K5XzOx4H4L+Fuo2fjDw/aKs07TOssirHgR8g4r7D1DwPpfgvwSk26S7u72UI5kc/KvX8siuq8M+FtH8O6DbapmNmihwrSEbguK+c/iZ4rl8Ya3Fp2iXEgiV2zKG+ROuRVVqns4qUXuZYSCrTcltGx7Zp+nz38tnC1tFHpEe0hicKo/Kq/xG8ZJqNzFp+jwQzxwuIz0PbqPxry/wAC2viBrdYrjUZG06DpG3Rh65610tvHBY2d3rN3eC1iXKpHg7nxxxxXz1GFSMuWT0fY+kxDo0qf1iK1WmvfyMzx/a3+j6dE9wQhmGN0nBx7CuJsvGl/oupWlqjSAnGcfdZT2qf+1oNX8T6dLq1+6WMikR+Ye+On8qPHUcK+I7Q6bbyPaxR4MijO48c16sqak7s8CNRxi5dzwn9qjQXs/HB1S3i2QXcYJVI9qq2TXD/DbU5PC63Gs4YTofLhXsSfX8q9h+Pmly3Wgafds+YkwGJ9fxrE0vwra6p8H7maJVSe3l3k9z96vYjiF7KPN6Hizwr9tK3qWvCeoT32oS3GrHcki5C545rsNHni0e3upGVZlc/uh3Ga8n0WS7vjBbgMqbflbHeui1LXG0bw5NBcsft2cIfbmuWpSc5aM6qNZU1ZrY7rRFF7NM6SbM/wqad4mjS98PXGlzASI2clq53wbpd7HHYXLuVhl+Zjnk1201nBf3ksJkBVhgH3rjcHGfPF3sd8aiqQ5JKzZ8na5pUvhvUJFU7od3GO1dJoWqNtt5lkzt6V0/jjwU1nqkoeQPCTy3WsbwxpMK3hgdUjh/56OeBX0VGvGcbs+WxOGnSloW9aW21C6S4hfC4y7N613TfAvxB4i8E22r6ZqCT2si/Nb5+YDFeV+JrtYbl7a3cNCh+8vevpH9lXxn59r/Yupb2tSp8kf3m7CspT9nZrVI9zLaUKz5Kq1a0sUvg/4j0Hw1pF3oGuXi2RceXIhbaSc9fesL4kfDq3s/FGkappEv8AaVk5UMw7DI/SvRPi98GRqV08iwwxzYL53YK/kay/gv4D1zxav9kzZtbWA7i7cs4H9K5OSPP7aD26ep9XGHJH6vUV77NeR9tfDnwj4aPwxtrd5rdp3tPMe3QDKn1IrxbwrFqWi6zeWthIpRnKMxG5VWu9Gq2ug+DJLGKd4Dbptby8ZfHqa5nwnqEGqaPNJYSqkrtli3XPpXVCS9iqUrPU5MLhalH2kpa8x6t4c8E6Y72d7cJHPNuGZW6CvRNTvrazmTZhlAxlRXiHhq61LQL7y7+TzIpFBVWPHavfdBmsNU02M2cSmYx7cHkA461dOolPVCrU5Qjdu6I9GmtvtHm2eWeT/WEHpVT4na1pmi+FdT1G5cbLWFpWDdiBkfrWjofh2bTmuImlUTOS5bsK+TP29vitb2PwwvdGsLg/a3nEUzLxkZXNdCw6qVI87srrU8n2stZQWyPlm8/a/u9W8eXUuvQgaKrskUduMYQHAbA68Cuc/aI/aQtviJodromhWf2XS4+XmYbXkPpj/wCvXgrzJcHynCqc/wCsNXoLD7RarbxbZ5HbC84qvZ041fawVjwqmOr1KbpSd0c6sL3EwSIF3bgKK9h8E+Eo9Js4JH+a+kIJz0Wsvwj8N7/T9TE13BuAGUVeea9JtPClzoLR31/FJCkn+r3kfN+FTNvY56cb6nR6Dq0Om30cLRLPK2N2fT2r6Q8L+H9O1C3gjsIERY4/NlGAAD718qaXZ3GpahLOikICCW7qK9v+GXxCEN4vh97iO1iuRse5c9Bj1rwsVJxfMj73K6HuWaPTb/SU8S28a2k8b3VvllKH7uKztFs7S41aJ5HWK5iOGf72cGoPil4VsPA/g2wvtNupGkuZxErxsfmUkc1d1rTrzTvBMcfhmGHUNU2LI90x5QkjjrXh47CyrTg4OyezPp8PjYU6XJJu7/A+ll0Oy1bQ9O1GzkWIQRjdHtwzHA5r528SfYvif8SP7Ou5Gmt7Ztrxk8cdq9K8L/EzUvDfw1tH8aJHY3ZjwsMY+d+Op7V4FrXi6LS7y71bTYGRbiTergHJPpXRKFoOLXLK1keDg8HW5521XR+pxn7V8mneETb6TpiQwtCdyogGV/zivYf2Q/iZqWpaJZpq0hnI+SMMeQK+Tfjtr114w1yC7uf9EkVcjd3x61f/AGc/iJrcPjqO5affHAvlJvwEHTnAr0XTTw9NqV+XW/mfO4unUo1pRqx5Xsfpz8XtHsPFvhj7Ba3CRaq6/J83zc968i+H+n+Ifhaoh1B31K2EmS3J2gnqTXYeHdattNex13UpDdXVwoTzCDtB7DH413KaBZeJ4ZNQv4/Jjbt6j1xXoVq3tqMYtXXT19TxLez9xmb4p1ZP7Jt7+1V5CzDIUcckV5Z8WLG38SeF71bhefL5OORx2r2iz0mGfS5rSAFbdeEZhXmPi1dO8PW1x/a06pCoJJk4zXHWhUk6c4q7iZOWvLE/I/4hwS2vii5glR0EXyJv6lcnn+dc1XrP7TV9oupfEkXOhMrWklopfb/z08yTP6ba8mr6Jy5ndI5K0XGo0zNknXbwMmq7Z60jdeDx60rKNwAO6vrpyc3qePFKI0H5fekklaZst19ak4qJuWrCRrG24n40u7Gcd6RqdtIXPWoRbGg+vShWCn1peGXGOaRVI4pAO6844pQxp6vthK45J601RVxWpnfuOVeOauW9nI33RketQqqsuc81ZgvCkYTdtHc1301GL1OSpKTWhOlncJuCnOOoBojszLkMPmp1uVG597E9sVas55bmVikJkYf3a7oKMmla/wCJxylJJsgXTJYVJRTGSOc8VH5JjhbqxJ5rYjs726b94rIueQatSeHoMY+0bHPODXT9VlJc0Y29dDl+sqLtN/cYmnqF/wBYMmlu1jZSPvbuntUupWsmmqDw6/3lrKkvlZgQCK46klD93I6IJ1HzxK82IZAM5qZZ1jYMOePWq1w3myZFT20Ax81cClLmaid0kuXUt2l5NNchVG4f3a0b7UI7FfL8sGXuazLe4jtbgOOQOKDb/wBo3RKEkda9CnWl7Pkg9WcUqcXO8lZIb5H9oSB0XbzzW5bWsUES7iAcY21S/c2qeUh+pp0mpQ2qKHXeTW8eSmnfcyqc9S0Y7EXlxx3Dlsn0qAzNNIVJwBU895GiqVXdu71WI877vBNc09HoaxT3ZLaKqyFh0H3q14rqxmjIDEsayzbG0tmLSAse1Z8RMWWGc0/rLo+7YiVNVrtM37i3SKPMbbT3HrVFbpQu1jk56Cqq3jSMAzdO1a9nqEFpGDJbiXd7VvTnDEa35SHGVNaq7JIVimgBc4HQCrWnzDTPMCYYt61QeM6hMu3MYY8Adq3NN8KpPu867+fsPWumjRrVn+7S9ThrShCP7x6PoZF7q7kgFPmzVmPVTHEpMeGHWt6P4fXd/C4t7Z5HXox6VWh8C6t9qSG6tHjiB5YVr/ZuOoy+F69bHN9awclbmWnmU4bx7qQnYPLxyDU8apHC5ZCIj0zzW9qnhddNhXbKsaY/iPJqnpMduJBBPLwxwD1Fd1PDzjNU5v3jk+sU5w56exmabZwXU2IlDlTk5q3LDIjPhQqg859KvX3hprG5820kxE3VlFSWUkWjQyC+gedZON7dhXpNOhDlqRs116Gcq6n70Hfy6mbotxJLfeXDEoA/jxwa3Jk1G13CQxpC38RrnG8RRaXJJ9jUeWTkbutZd5rV3rE2FZ5B/dWvm3j0o+zV2zV4WpWnzWSj5nZxtaXSncI1kXgOMc1DBqT6XcCRS1zEPvBR0pmk6PH9mQ3ULIPrzQ/2TT5pBDJIrD+Fx2rvVWpGCk3a33nFaHNKCuyzN4hgv5dyxmRW4I/u1EskkW77PcBYurf4UWmoWMsbRmHBk6la1/Deg2okYq7Mh5KHmvQo1KuItFTTv8rGNSUKEXeLVvmUNNka5YJFK7f3lzxUs/he5XLPKHUnPPYV1Mng+O3zd26soJyVPArK1XxE80wtIkUMvGK3qYanThbE/F08zhjipVZ/7Pt18jA1qwmsbdWtbgg46VzNn4xvbW5a3lDux4BHWupuIX8xRcN5blsgE8V2XhXwLYeIrSWS4jBYHCyKK2y+liMXVcMNP2bXTod0sbQwdFyxMeZdzz2x8ZXE21QC+0/MWFbNrbQ6pdfaLlTM3VR2FdlL8I7ezkDW9wMDqpxzU8Ohw2LFJCir3K19L9WxUYqOKldI8upmeEmr4bR/icxa3l5De/upVVFHHtUlx4puY5G3XMkx7oBWte6faQwyTQNgdCB3rm9B8NXmqX88ikkFvlUivP8Ab1OdQpNu5MJUKkXVqJJLujotC1jy7OSS7tgrMMqzmtO31YXEDs7xlcfKlZ2sfDfWdYMUKXAgh7gVsaP8G1t41E2oSM+Ox4/lXoxqZi37ONP3V1bSPJrVsAo+0lUV30V2ctfa1qaSsbOFWhUZYqMmuN1/xpdXDFQC3Y59a+jdP8EW1nb+UcEdD71BP8NdCKki0j3FtxJ9a8/FZPjMVH+Na+6ZOHz7A0Z+9SvbZr9T5Rub+4WMEzMM+9INTlaFtr7cDJbPNfS2ofCLQL2MqbUKScgrmsd/gfoRyuJIz9a+XqcK45P3aia+Z9LT4oy6Ufei18j5+0nT4tUmkluJDkdj3pGSPT7gtIMqvC17dd/BG0stxs5m3N0B6V5/rPww1eO9ZHiLx5+VlrxauQ4/Ca8l/TU9jDZ1g8XN8tSy7PQu+E/EFrb2BWQBpG6LitC+a5ucSodseOB/jWbpvg+58PzAvE0oxk8ciuitdFGsOtzcTvBbL8pRBXqYbC1ZR/fRs+234nlYipQjU9pTd133/A5PWo5/JBeBRIvKuo716V8O7pJPDcct4FFwvJY9aS60fTLXTyLeF5mA6yVlatp92ljbpbfuosjcBxxX0WHpvLoTrQd9Njy6+IhjqKofDruL4t8UxTXG3eVjQcEcZrBbxdPDYiSC48wtx5fpWX47heC3i8oFj3riINSlhZYcbVZsE98HrX51icdWli3Ubsz6DA5ZRqYeLSuddJ4uuZmCpN84OWy3FdF4Z+IsMMyqyNIe4xmq+nfCGG800XttqGWlXO09R+lauj/D+fQbORgiXM7cA19CpZpCrGqpaeTv+ByYmtlk6bpp3e1th3iTXrfxFdLFFGI0cfPsHOaqQ+G7tIf9GT5Rzu7mq8vhrUtJ1ISy4jEgyFHJr0DSbMxaaXkk3TY6V9PlbhVhKrmDfO2/I82tWhg6UVQacfvOE/sG4fdG6q27nBPQ1raNo89mFMm2NfVjT9Wtb20uDcJxnnbU/gzwr4u+ImrJaadp7zQk4aTGFX3JNPEY7DUp/u4u/fyNY+1xUPdasV9emt51KPcIJMYAXoa9Z/Zt+EkWvXN9r/iG2mbQrNAY45F+SaQkDHPbnP4V7T8NP2U9E8Kx22peKAusXa4b7MoOxT6HpXrHiaa91LSU0Lw34ejt7foTt2qv618Tm+ZS5J/VdavRroe9leXrnisTpDrcqeCPiZouhwvp2mW9tbeUCwijwmAPYda818W/HS51j4i6ZIky/YbdyGjVup5GD+ddlZ/Ao2sc9/eXCxX0ke1mQkY46V4Hpeh3nhv4hMLjSGv7d5sRzJyo7ZPNfkWMji7Q+tvV+Z+pYOGC990Fe3kYH7UXjltWef8A4lIkVnJS4lXnH5V8pQxR6pvktSsOowyeYydFKj096+3f2ofDh1SO2sNK06WaXyg8rIvQ46V86aH+zjql1ayavqt9FoNhG33XOZZR7AZ/yKrDx3iuh3SnH2aexwvhXWNa1jxh9qW4MlxECQ8j8ADtmvr39nfXb+z0bWtZuZ4oWQFRcTn5A31P0r5z0j4DeJ/EviV7Xw5ZzT6Ws2F1BiEDKT1IyD+lfZfhn4D3ej/CbUfCV9cxF7pRJ58Z6NxVVacqf7xoxUqdSooSl2PnrUP2ptZnvPE+maxe/akdJI7Z0bC8A8j68Vy3g2PxZ8Qrf+zYNNnnhkgacSbjgoGwSTjjk10utfs13Gm60un2Fp/aU1wdkl1IcJCvQnqOef0r3P8AZq+G9n4L+JV7pKzSXlu1kLeQv93J2kgfiK8utjcNKCmvefQ9mpRqQm402keGeCfDOj/D6WyafUpLfVoSWl8mLdIpPG0819vfAfUHjgjcTzPFMRIhlTaWzz6+9dTP+z/psd0l/b20BZRt+aME49OldpoHg+DTEjAVQeyqMBcV51OpXzCtGrG6t3a28lY5sRUo0KLg3e531mxmt1yM8c57V598SLV47OZ14YDcPU13dgwtlwxyOpqlrlkmoQgkA8E57Yr7OpepScT5DRPmR+e37Q2iy6/peHgKujkxOeAa+WNd/wCEiu9Bn0WbULgWzuNtic4ZhkLnngcmv0v+JHw9a4tnxCsgkJIDD7p7EV4fqvwptbq8isr/AGRX8yFw4ABbGMY/OvPhXhQhyy0R2UlUnJ2Vz508C+DRpD6PpFuTLeNKLm5lxxHjt+n6193/AAp8QSShLUAMgXLSH2rzjwz8IFi2okIR4znzm+83tXuXgfwMmmxqwiWFNuGbnJ9annjKXM3dlTUpRtayOws9U8kEhcgda04LxblkZkI5wO5GansNGSGHcycdhUk1qkbKduBnPFel7KTW+nY8mUlF2QXEKqo5xHjOW7e9czq3iOTSpGkjZhEx2hh0PvUvjvxXB4Z8MXeoStsihXJLfWvllv2lLHxTePDbT5ePKhF6V8lmVajg58sE099LnXGU6kHKTPpqTxB9uhV8/NjkE1d0u1mvWjlb54y2K8k+Fs194ogZV3hGfJkbsK+hdFs47eyigRfkjGA3973r38rrSxNNVZRsjzX7zsmZOreG45EEgG3jGa+cfih8EbK91u81uSaUyOpUqORjn/Gvq68xIuMFgOAPWuS8VeGxc20i7d4b+GurHcuIhZq9j08FVlhql4O19D4C8PfBjxB9lvvsthFcRrO7xz91GTweK4TUNYu9B1A299bLlZfJZNu4sfp6c195aat74R02/P2JWilLBdo6dRXzJofwJvvG3xQkv7+OTyJLkyCNuABmvk6lTCxprd1uqPej7eVR7KByvww8P26+MLy41O5Om2xVTFPAdio5AIDD86/QjwPHZaPoVrF9pjkkZQd27rXnUvwV0D+z3hudITdHgLtLdv4uDWB4i8Fa5pFjI+nPLM0K5jj3Ht0ArXC1sS3aNG0vM5sVUU7Qc9D6Ma6jRid46Zpr6q8Y4fCnpXzD8N/if4y1C7/s/W9Du7VlyqyOBggcZ616/a317cJuf5BnG09a+xwl6i9+LTPnasnF2TOyuteMakoN5B9awtQ8TOu5ii5HvWK00kkxjLlUJ+Y98VXure44eBFkTGCzelek6Kexy876mhJ4ulW33KODyQP4a4PxNot54suvMuLtoLZegBxurqUskmsx5z7VyQcfyrMk8lpPKQtgtxu7Cr9ipKzVyeY4DVfhX4W8QRwxazB9uMJJAf5j/nijSfgR4Rs9QSWw0eGKaL5w+B/hXot3o0UciyNERlsZHet610+JtpZTiQbSq8YFdUJzpU3TpOyZhKnCclKavY0fCsq6fZokZxEvAVegrr4dWF0hRD04NYdra2/yxxqI0UYwDWpZQxwSMVxXBOnY9CEn0L9xEl1bhJBhsV478Rvhavi68T960KJyfL+8a9xt7WK8jB/iqtfaaiqcYDdd1eRisHQxUHCpG530a9bDyU6crHgfhn4AWWi3S3Ni7bSclZOTn1rt7/wVteKRl3HIUkjOOO1d3b/6NnAX2qvqN6rQ+WCEc87vSvNy7L8Ng5SlFas6MwxlbFKLqO6Wx5bceBbPXtcSK7tI5Y84ZWUEV2mmfBXQNLuBc29usLY52gVZ0kot5vc/vBwGx1NdfHeB41Tq2MZohQoYmtKrKN7PQKdepTpqmpWEtLWO12xx8gLwauqu1doBYmm6bb/vCX5I6VsrGgQn+lepzWViIx6le1h/djPFPurXdESOtX4YQEwKRo+MVjzu90bOGmp5x448N23iHRLyzuoRPFKhRoyOua+EfC/7Fllrfi7xJFe3k9nZecyQxwZG0Enqc1+iesQbN3HHeviD9oz4jeKvg746ub3S7BrzS7oK7Feityeefevcw1bGxajgpNN9E9zhlGlaSq/eeRN8BU+GfxB1GJz5un20BRJZG5Occ4+prLsfEENnqkWktIpuo1Hz7vmKiuZ1z4g+KfH3iltV1N5Iorh1/dp9wAAcfpWJ4sVdH+JFtcux23UWI5Ofv+n6iuXivLKmHxFPEVpLnqK7S7r9T08jxkK2FnTpr3Yvf1/Q9u8ZXH2rwM9va33mygbtskvK/SsT9nqDwt4Xhk1bxbdRw3DZa3e4kGAV579+lc/8MvFhu9cjinhzGu4N5wyC2cYx9Kxv2gJNM028VNOiXzZxmWFSf3be1fFVKcrqVrM+zy7FwhGVGV7H1Db+JNI8SRzvo17b3gcF2SNgSBXGeJLrUbWwuvId4FZT8wyK+aPhV4017R1vbTTHIa4Ta8uMlF44Fez+F5NT17wys9/e7VEmGMhAyOMCumlW97llue1rOndaJnD291PY6g3mh5ycvtbnJ968q+KXxK1L7DNoQRBC0hc7FwR04/SvYfiFqWn+G7KV2vYWuFUkKp5r5O13xBL4gvJJXYRx7i3vXUnrzHiY+NLkUY7mZLIZkbeuzHUetbPhOP7Zfxq0XnKvAQjINZtvJ9scL8r9ueldLoekofMFvdFb8Dll+4B6VupXPmZxUdLjP7HFjr7TRRLtDchOcc10eiizh1Fr26jZlQHYM8kkYrLsdP8AJkfzZW87sw5BrpdN0mP7N+9JZuoJGKzlU5WXCnzaGfqM15fAmztHCHoFHX61u614T1nQ9KsruSxnkjnx87odq/U1oeG/HMukZ0xLK2uNrZEkoOU9+K7vwp8WJPHF4+na7qENvaquy1jEYEZPucZ9a4JSWrauenFVOZReiKfgi1fw/Natf2m6G7UfPa8sy+nHfmtn4ofEONry38LaLZf2fZLh3ff87tjOWOK7H/hJNE8E6JaW0b2+p33mbh5XJX2Ga4K30i18ea3PfXijS3M4WC3AJeXpznnjrXmVJQjJ9mfQ4ehze/VqbbaHf/D3S9a1fRWGp6jG+jKhMj+bnaAOlYyW/hCW8iubG3lW1aQwlYztZmyfm/SvQPEXhNPCvhO4soL55r1ow8VtGp29D14rzLRfDj/aBPcXX2PyxvCoudzenT3rldRW03O6NOd3Ui7r7j0S6vraxt7bRrfEETHazt98D0zTPFcnh27ePTNVeW0ht4xt8ofO2RnP5mrsNvpsXh+1nls5bm/QeYzORnOBycGvN9UY6tr02ralL9k8793Gk33QAMDp9KXsEo6y1OfEV3iZLSy1PC/iPqi6f4glkimb+z7aTbBE7fN1617L4A+IUOreGI7WGKOWbADu/VBXi3xbjtl8T26vbG7LHaRb/wAXpXoXwg8D3trcBTA1uxw/lyEHCnkZx9a7MQl7OLW5yYGMJTmp7Gv8dvC/9tfD6C4jmhU28uRChA38ivGPBvihfDy3GlakjCxu1wynjBr1v48ad/Zot1N6Y5kI3RIeM59K8y8VWpPw/fU1tRJdLIFNwcYUc/4VeElzQjCXc8zEfxJSgzs7HSYrPSwq24CJ80UoHUfWrlr4FsPEFul1Kgd84KsKwPg38VLO4tX03X5I1iAxHIR0+tdzdtFbN9o0ydZoQdw8s5FKup02+TRnbhnSqxXOrnlnjD+3PBdzILDfLAeAjAkIParvhL4gRX1mFnhIvE+8SMV291H/AMJFb3EsyKrt8vPUfhXH+IPDttoOlyFYwZScmToRUxrRlHlqLU6J4Nx/e0noW/iJLZw+F470uqTTjhSec14lqfiKGHSfJUf6UTy1P8QapLqKkS3LvsbakRPGPWuP1YlbqFAfmNephqSpx5dzwcZWdSXNaxoxx3eoYKvknnGK7Lwd4813wncQ/ZGCeUchmHT6Vk6KrKqhMM5HarNzd/ZZVWWIYHVR1NdbjG2pzwnUpu8XZnvvw9+MD+Idatz4hleU3MoR+4Cgf/Wr6k0eXSPEniDZ4RnayePEU652psHU/lmvz2h1mW8WBbaM2gQ53Y5r6i+Cp1LSfhjrWv3BePeGRJs89Dz+teZVpqL93qfZZbjK1VXqbo+jde8NW2tac1jbRm3gj+/MpyZD3JP1rG8LeBV0V2LJmyjO47ePxqh+yvren6l4ZuLjWLhpYfOYCPflpDk9Mmve9Z02z8QaDcRafCtlbKM7AcsAOpJ+lT7WnzclR210Pc5qkIrkV0+vQ45vDsPizVrFYbzZbEALznFe5eGfD9p4Y05IISxCj/WN1NePfDfxx4en1u20u00+bUbi1JQ3CqQqEHHtmvctSvoGtoXuJFsQDna7AZrso1Kc736Hk4/20ZRo2aRQ8Wa7b6DoM92xx8p/eMcY+pr88Pjj4Xg+I2j6xH5jTTb2mg2fxsOf6V9++KNY8NX1i2n6leQtFMv+q3H5h+FfL2rWKHx4LTRYA1tDJ90rkAetceKx6oOm4S2eqOjB4H22GrU5Kza06LTzPy21zwbrOl3Biu9NuLdtxX94hGa63wD8L7zW7y2gt0mm1CVwFiXIC19ufFpbbWvEEmj3ltHdWrHaZEjUGE+vArQ+G/wJTwNuvLPUI57qVS1u5HzjPYcV31MdSkv3as+x8TXyuth+WVTZnlWmeBZfB0EFnPqMba0x2vHL/wAs/Yc81zmqeFfEOt+MlXVXle2t3ULGMhdpOMgfjX1n4K/ZXnvNQbxNrV0887ymXyZD757V6JrHwjs75Vljto7eXI3MvJIFeY6zhe8tz3fZ05csKcdEfK/jz4e2/gXS9qOsJvoFbf3GR/8AXr5stbi5h1h1SRnggl+aZjwR1r7J/aG8GXt81vDH93bsA3c4HAr5vXQRpOg6u15b4eM4DMMelcrm40oqSu2fQUKLmm1NKyPV/FnxGbxR4L0CyuLP7NpVooZ7gfKCwAxzjrXrvwx8OahrFrDeaeBBpUiAmXoAR3J79K+KpfHWoeJPA8eixoFsbV85yNxP+RX0P8K9d8Z614BtNBhSSeNRx5BCllz0PSs63PTpwk/su33kYenHGVnSpzST1d/Lc9B8Q6JqHjDxdDp+rakt0sbeXEq/dC5xk88167oPwNtNU8M3GmS2kC20Y+S5KgMWry2304/Dfw/D4i1S2JvkztinfHIx71876l+3l4otfFFyI7bbbCXYqKx2gfnWVOjia0nWqRd/U9HMq9KjTjQw9RJR626+Vjufih+yD4j13WpLeG+tfs4ztYON7j0Arzbwv8GdX+E+rTpqmlXUkjybbMZI3t6njkda+h/hT+0dY+IrqO88QxJZNJzG5Y4J/OveNL8P6Tryvr9w0c7feieQ5Cjtivfp1qdSnKHIl29T4bFRqzqqrWk5XKHwp0XU9Q8P6dZ61bo0qgN5T8hemOK9ZvbX+z7ELKBgcBRwKyNF8Tad4Z09NQvjH5ch2pKD19v1rpG1iHWLUyybRBIMp/jXJh1KlTUZy1d7L8zzsRFyqc/L7pnW1w9npAkSJXkz0PAr4Z/b217WrVrZI7hIYJFyyp16V98x+QLaKPho2OK+CP24NPj1jxI1tHE5MI+8Dx06V9LgtpOetkzzaes/M/PTV2d7oFyS23kn6mqVdP8AELQZfD2sW8MqMhmtlmG4YyCzDP8A47XMVjB3imc1VWm0Yh5yBVu30+V4XkVCVXlsDpStax9VJz6UNLLGhG4gegr7jkULuW54kpuStEqSDr2pvtUn3zkjk0/YF7Vh7Pm1NObl3K4HPJp/QUkmelIqlmCg9fWufZ2Rr8Suxu7mn7vQcintD5OSSGbOCKaQOaVmHMmNBJ69ad0HTmhV3VbtrEzMB2962pUpVHaJE5qOrILeIySAdqsXNuyYIHHrWlDY+WTx0qRrbzvvHj0r1o4R8vL1PPlXXNdbFbSlWVkhdtgY4Jru7HTbXS4QsMvzP1kFc7o+k27zCSV9iqePeugkt4LNgd5cHnr0r28KnhIc7Sfz1PDxtRVJ8sWya+hlWMM+XUdH9azlsRfrncY3/wBrpWnZ66FVoJMNCfWoYrmLznYL5iDotb16lGrad7rsedB1KaasZUmkyIxhnXfC38QrIvPCoWNpLeYHH8Dda7uW9iks1ztXd/CeoqFbOGSIsBXnSp0aj5bXN6eNqU9XoeYrp587BPFb0GhXUlqHitWmjHUgVsRaPbx3W65ZQAeFU1sya8thCqRYWHoRiu2lgcLRoOrXlq9kt/mdtfHVJWVJXOBGgz3e5ooGDDqpqza6fPp6kFMOR0711MsD3DLNbMuH9+ladrosdjGZ7zErMM9adPA0Yx9qnbzMamYNRtL7up54bVm8x9uWHtUENhLfSAeQxI6nFeg3psIydqbC38JFQfuo7Jyg2luMiqnl1Plvz3Ljj5WuonI2lpDdTNFKPKCd/WtfTLXTxKVEeSv8Td6gt47a1mkEr/e7mtfRfC8fiAubWcoinDGry/C1K0lTpRUpDxFZRi3OTUTnPE1rBDODA4ZT/CO1ZXnRRR8n5vTFejT/AAoLqzLe5/3v/wBVYC+FbaxvzHNOJdvU9q8vHZTiqNa9SKjzeehWHx+GlDljPmscXJ88m5Qdtbei+dcyCOCDzPcjOK7Ox8P20cbFESQHpVnRYV06+mMVp86jO3HWujC5ROnNSnLR9kKtmUJwkox1Rlw6LeSN+7tW93xXRaNY21pIgvmw2Rkd6zYfEWoLeSiNcbjgpjpV610LWdUuknitWdyc4bpXfh6ijO+Gg5O/VHh4iU3G1aSivU9w0uaxttNi+ykFSo6Gi81nTobf/ScF24C9zXG6DpusWbBZ4whxxHmqGq215NqQS4hkU5yCo4FfpX9pzdFL2TTZ+erAU51mnUv1vc3PEHhrRdUhE13H5eeytzWVY/Dfw9aXUMheR4mORufOKfZ2t5NfASLutgMHea6JtLjjj85yu0cYUmvOfspydV0VfzR0uvWw0VSjWdn2ZryabpFtZrHBbxyJj72BXmPjaazM0sEwWONvlBXtXR6l4rGjQFo4D5I4JavPr21ttevnv7udowx+VF6V5eZY720VThZvrfax1ZVhZwm6tVu3fd3Kq+A9M+ziYNJOpGeuKqWZezmNpp2mMr9n2ZJ/SvU/BOlw6wotY7RxCvWZhwa9HsvCtnY4YQrvHfaKKOQwxCjUpvkXkjbFcQfVZSp1k5vs3/kfPi6D4ru5Ay2EjAc4ZSK0L7wj4mkhjmuLGJcjB9QK+gljiXgYBqtcxR3X7tiCK9BcN4aEWlUk2/M8b/WSrKSapRSXqfP+nfDfUbzUELxiOMHny67zSfC19pTsUsdy4xvY8/yrvI44dJHychj1pbnUg0bGNwT/ACrpoZbhcHG63MMRnWJxTtyrlOMbQ9RvYXWd2jQ8Ad6y7X4a2FqxmuZmZ85OTXb3F80kYUuofHXNY1zGWdiZtxPGKzqUsM2pShzNdxUcXiLOMZcqfYxpvBmkXFx5zM0ntngVtWsZ0Gx8rT4y4lPB7Cq0t8LWHy0g8xulU9Oh1e6vVkuJFgtV+5GvU1g3CEr0o2b3sbydWrD97P3V0b3+QXUl5KzQvK0crHG4VTTw7eTL5ck0kik5woOa6/T9JRZi8gMjk5Vm7VrjT/s+6YyduFxXTGj7Rc1Rs5ZZgqPuwSOEXS5La1MDQKuOpk44roPDf2a3tSECGbOMqQade6Ta6gjNK7cjna1Z2i/YbGZoooWjwcDcTk1FOboVF2Y6lT6xSktb/wBeZ16agIFAkGT7USapDvUq4XPbNYd4zzTFEYKwHAz1qm1peTSDMDDmuipmM6clFRbXkeZHDQlq3Y7F9SjjjBLZrLufEVskhDzbT2Gao3ml38luF27Fx97NchZ+D73UNWaR5HULkc5waqvi68WlGne5rhsHhpKUqk7WO2k1qR9hhO5c87hWg2pW6xKZWAb1Ncpd6TqMPl2wVhz95a1I9Cubi08iaVNndj1q6daet1b1FUo0Ek+ZWLk2pCSRVgKy5/ums/V2l7/u3HI9apag+l+E2inN+qS9NpOaxJ/iFpt5dCe4l3Ju27q8rEZpCl7sppP1OuhhJztOjBuPew/UEuLpjIsmJMbSx6AVFp1xbabCBPIZkB+ZVHGag8TeNNOs4VaNfNjkGF8uuPs57zVrozA+Ta55Rq8TEZvCjXSguZn0WHwtSrRvUXLE9N8601Dy54IeF7BqyvFmpxRWZcDay8FRWXYw6neRyx6dZyFgOJB0rzbxRDrtldTJeNMDnkEcVx5pm03R9ym0pdbG2By6Favyuoly9L6m/eeKLHUNMltng33ROEPeuLtvD7XOp/v28pQe4rKhu5IJt6th89a6nTdSDRx3F0wcq3I7mvzl1VOXNI/ScPh1h4ckNj0TQIXsY0ELEIowMng10hulW3xLMscmOG3YrzLUvGsflx+T8qjoorKuvGEmoSL5pKqOODXv08fCjHlbufE1srrYqo525V+J6Fql00ZWSecSHopBzmuk0XQdT1y0KWNtLcFgM+UCSM9+K5P4VeANV+LGqR6fpiSGJGzJM44QZ9a/RP4V/C/T/hzo0dnDCtxcsoDysMk1MswcVyxWj6X/AFOqnk0qmknZJ9v0Pn7wj+zLf6lpC6l4hlaCCFMrap9+T0yf/rV7F8KPAN/psYS0t/sVkOBFt2hue/rXt9rpUH2VnmiaVguQgHXHar/hW80vXtNiutPdDExKhehDDqMeteTiJOtVUqtRpJaJbH1OFw0MHQl7GnfvJkNj4eRbVY5BnHNXpXtdNs5JHZRHGMufSmePL678N+ENS1KzQS3FpEZxGf4go5FfOGofFoyeMLzTIZvMtdeiW7tlJyAchGUf98GuLFZhDD2jbc9TBZXVxtOVVP4f+Bf8Hf5HoMkep/FPUZY7WR7TRopNpmjyC2D2NdZZ+A9K0hVh8lM5HzNgs/uTT/AuoWOj6bHo8DqbxY/NeMdcEZzVvVrpFInlG6RfugGlTUKlNcqu2OUZ0p6+6jlNQk8OeIta1TRmg2TWQXzJFPc5x/KuL1P4XeHtQvg8dh9pkU/IWGdvHbiq3wZgm8XeNvHWptIRF9u8jj/ZZhXrUmpRaH4y0jw/BbLLJeIZZJO6IMjP5gVhRwlCMVWrLVvp66HpYmVT2zw+Geiim7/4U2cf4f8AhZJa24jjh+yg/MSpxn6it/T/AAOY41N1L+7JO4H0r0YqYMEgYK4PtXNapqcHmLZLKouc7hH3Iz1r0GqEdeVHjRVao7XZgax8O9NuI2KKYHIO0rx+NcL4d8KN4d1S7nguY5bjf8pxhh9ea9auL77Rakqu3bkHPUYrxH4ieKJfB2oG9NtJt27mC/xCvDxlHB8vtFTV9tFY9OjVxMfdc9PM9bg+L1rokO7U7mOzQHayzsBn6Zra8N/EnQfFl60Gn6hGLoDPk7h8w9RX5f8A7QHxguvG13Bf2Ymt7GQ7E+fqw9gfcU7QfGmo+Ada069e8ksJVhidC0hYnKg54z+RrxFlcYtyg7WO6pVnOKvufrSt4ZFC9COq+1LJqmLFwEztIULXk/w5+Ji+OvCFlqEMsb3ZiBZkbr68V1J8SI0CvGwc9/rRhcRKdSVCe6/E4KseVKSOV+O3jDVPDXhGe90i0+1XSH5UUZI6V8tq3i7xzrmj61NaXSPb4mkjjyj44JAOK+s5tYS7LxSRCZnbBVhkYrd8P6TY3Fu3lwRpIPl4UDj0rKtlU8RWVXmPawOcRweHnR5LuWlx3hHwlp6aNZ3IDfvEDFJjkqfSuxtdNiCqpRVRTwKr29vHFGUQjHGAD0rStiQTu9K9mjhY0dkeLVxM6zs9iVoxEpJGeKx7o+ewz+79K1b68itbcSTyLHEv3mbp6VjahdW9vbPdzTJHajH7xjx7GvRil1OWSbsoo5jxp4Pg8aaLc6VeR+baXC7HX1Gc/wBK8n8D/sg+DfB+pXF2lvJI05OVkO4/hX0VawbrbehDFhuVvai4gxbhyQr4FVKFN7xTMrO25k6H4VsPDNmIrG2EUQXCoK3YWFvbZbCcYx6Ukch+QN0xyabcbA0hHOf4T0qOV2shq0dSr9sKzsCfujKDpmrTxrcY3dFwazZJhcXCrGMMOtasce5AOyjNc7oKO5pGTb0MK60e3vrh4mbHzcrj5abZ+F7Wx1BpEhWMEYBXqfetnT7dfNlkI4Zud1GoSeX8wAIArljg6UmpuOp0+3nGNkxk0cSJn+L+dZi24kuWyvXp7VJYzNNcMHG5QQRVt3CybsdsCvXp07I4ZT5tTOms40lDyHcyjA+hrB1u1TC+W/lMeuOorY1AMI3k3fMO3rWFHp888+64kO1umK7VB2tY53Izbc7Y5EUb2Jxvq+1q8tpKoOxunFX/AOyYbe3duVJ5FIqurbl5+WtowtuZtmFcaFLJZFA7DHG7PP1FQroc3mCFQpwN+/P866u1tTNKQWyvU1btdL5M2NzMcY9qq0UidWznWYJHswZZEQE8ZFMRbwzAKpCMOeOgrsE0iFJJXZdzEYwPQVHDCrzhdvKnPHas9GaGHawyQsUO7I5X/wCvVprydW2qCuBya03hMu4ABWqG5tzDGpIy54NJxjaxUWx+na9cWmGkRjGehrQh8WWl9K0QYF8dM5qraxyz24bYCOmK8Y+OOh+KPC8MmveGEldlX9/CmDhfUCvJrQ5byjv2O+m5Ssr7nukbR3nmRmZUYDO1Tgms3UIz5g8tNwUZOea+Kvg38T9f1T4jy3NzeXDQ78FbjIAPdcetfS1x8Q5rTUFR4ztnP7vjg18hRzOnisVPCVFyS6H0uNyepg8HTxSfMpb+XY7aO6jWcOgG0tgs3arLeLLCxvNstwkYztXc2OaxIZ2uLVJfKxuOSp7V8W/GPTfGfi74naxY6ZdXEUdsvmQxqSoI9q6KvtcK1HZN3ueZhaSr312P0c0a+TUNrI2V68HiujRQVHYCvkb9jjxP4l+yXGleIjIxiQPE8pBJGcY/SvrOC8RlzuFdlOUqkOaS1N5pU5ct7l5aGGDUUcw3HuKlaQexJqrBdGXq1uJFPFePfFL4Y6f430q5sLyIETDhscg17XdDcvFcxqtsJd+fwr2MFWlSkpReqPMxMFO6ex8Wat8IY/AmpWdrPp/9oWbnhgnC9ep/CvMPi/8AC211XxJCBGbe3uW32sij/USA5x9On5V966roaXUTwzIHWRcAkcivK5fB9tpviSCy1SMXVtId0DuOQ3p/KvJzhYqvU9tzN3/A9nLq2Ho0XTcbW/E8a+GfwSg0i2N5cIt1flMM+OG9Dj6V4h8VtLsbH4tNbXenvJbFczKEyRyckV+lNp4Z0ueKMRRrFIoxgV88/tHfBOCbUz4kju1tYioilG3sOp6e9eFh8HiIxcq0j1aGYUfaXjE8l+DvwDs7zR7rxCssWm2AdmXziCxTJz8vGK5rxvfaHZ2Wp2Fm5Sxj/eJJuwZGHt+Aqh46+KFr4ft20uwvGhsNiqdrMDIQADxXlfjPxNHLpWY/9W5/1h7itNNkv+CenSxDqNyqy9EtkeSfEPxAbq83ktInQZrze6k3SMQNq+ldP4y1RL+7Xy02IowB/WuXkQsxwMiu6mrI8WtPmk9R1tdPCcZxn0rd0m8njVxA7Ju42r1NYEcQXG0ZPrXrXw08B2moyG4v72OyiCF0dsnLY4HT6VUpKOphFOWhS0BtRgljkuImkCfNtYZ/OvTNSujN4Lg1OKxWS43fvZFOSq9ORjip9N8I6jpP79445Le5G1WcdR61o6l4i/4R/T49C07yGEgzIApJZs9OR9K5pfFzS2PSo0/5dzlBDaXVjDLp0iPf3A2SQbcMB3P/ANeuE15dQ0G6+xSR7REchh2zzj9a9d0fwndXmqNMLBjqmwFFXhVX8D9Kq3Pw+GoapePq9ytscjEI5Y9K5JSim9dD1VSlK19zP+FesaXHeWD6krS3ckuPMznAJHIr641C08GeEGtdReD7T8gckkZTjr09a+Z4fh+nhW5TWL20eSzZV+ywxEZz/ePP0r2fSfA8/jvSPNk3x7oudz9B6da+erRm5qrF6H0lGm5xVBq3n/wS34m+MlrdWl3Lpk9vBc3GIfmwzhemB+dM+xxWfhdtSnnE/G47eCPrWDpPwj0PSN6o011qbEllPIT3r0q6uNA8K/Du6u/EcqRRSIY9jAjc3bp7CtsLRdSaau+5hjsRHB03S+0tNDyDQPjXpmuX13ay3KacI4/KMcko5xnJB4rzn4leLl8WalbaVpOsR3UhO0FOdv45rwDx5qUI8XajJpbMts0rbNp7ZrlV1i5tbjfDK8c2fvKcGvoJYOHtHKPyPlo5jyx5ZRufSnizwzqmh2NtJbSRXN5AP3k2ckZ7+1erfC241y38I/6Jbyapdzcy3UYLhPQE9v8A61eGeFbTUte+HbXgv2udQU/PEzYKoAOv616d+zH8Rh4buJre9uSrq+Vjb/Vn61wV6Xs4XWtj1aNaMpKNPTmR5z8a9S1VtaAuSzyFtrFgQAa5PW9Q1G+0GPR7Oc3G/wCd4U5/z1r034/ahb+LPiII7W4ili+8TFgKG5zXmmsXkK6vHHZr5EkK7Gdf4zxmuuko8sWl5nl17+1kmzjbVZLGQwuhDscMpHSvS/B3iRfDrQh7h0dhxH/AfrW94R0LRL7/AI+ZIftMmAu/qTWV8R/Dtl4dmZhJ5rqMjb0U+lbqpCq3BlvA1KVJVlLQ+qv2bfh/Dq2qR+LNWt4tZs+iWLY2A+o6561y37VGk6dHfalNZ6edND8iFRgL19q8o+B37Tmq+A763tbthJpScBSMbfeu/wDiH+0n4S8bTXZv45LgsvyuqDH0rzZU8TCTj9i56EJ4ZrnUvea1ufJPk7bp94wFJOSa5+Ozm1vX1WJGK7towM967PxdMNUhur61iFnaE4iRvvMKoeAJvNvvJ28YyTj+texGPLqz5qtLmfLE7fw34JdftKg7JbeLe5xXL6ltmkWUlXO/GByTXvHwZ/su81DUdOu5/L+0IQONzv04FZ2t/AzUfC+rf2i1i0em7zIqz4D7c56Z9K53U5puLdrHsxwcVSp1XPWRn/CLQ9K8Z6/ZWV/EYYHYI20YxX0l+0zqelfDT4f2PhPwrAZpZovnjcfKFwOSPWvE/Bt5Z2fjq2u7CE+SWULGR0bjP9a9k/aMtYI9V0HUry6Vp7mHasJACqMDr+dcM6koz91Xsm7H1GEoUlpN2vZXPGv2YNW1S31q5XUpJLa2hzIu4EIv0r69+Gvjm+1bT3t/tw/06by0Y/xDgYHPvXztoM0kWhzx2r2sdnI/MrY5PoD1qxY+Nn8HrZ6juZorebMLAjbuBGcD8q8OvUqVp3tq7H02Fo06MORTulffqfdWnaXH4RjtFsrOOO5kf948YxnrkmvHf2k/H2oalrEOkyxSWtrD88csZIMjen6CtOx/aR8P6h4dsL03sc2pTAKloAd+7HNehR6Da+OtB0/W76OOBQPNKFQX45r0L80HGLtdHDRrQoYhVq8eZnx74q+IXiLT7W0uJ7GQG3G2E+Wcv6c17v8ACGWS88EXWszjyNTuVyzOM4ryD40eMLLxd4+sdB8O6ZdXeoed5Uh2AIoHGQBXZeELe88E66bTV9Sa40pmVkgUAbWz0PHQV5E8OsLKMor+ux7mOxMMfhZQj7slry+RvW3wxhn1cP8AZriZdQ+aS8uIyvPfGe3Nb3iL4d3GkSWUlhfbpoMD5WwAvvXL/tPfFDSfhbp+natDrE0hukGyGIjjgcAVxPwR/aD0zxoXnuJwZFYKlvKx8yViQOg4716lJyjF1XG6ezufEYmq60IJVLvqrH19osU9v4eto3u2uGZQXZeucVm+INYh0aKWSWXbIF+VVbJP4Vo6Zp92+mx3OPIEyBtuenHSsXV9Bt4J5J7o7nlQpzk4rmupNWOahNXaep4PrltN4s1bULvULz7NGE22SseXb2H5V4d4svLbSfA/iKXxKgMysUikk43HjGM17d8Q9L/sXWNNk022kubiKTcSzHGCR2zXEyfBxv2lLXUfD8t/HpNzZSeYWb/locDjgH1/SvThSVWpGNR2V1r2Oytio4TDyqxV9LH55ya3fLePJa3DxKTkKp4r7r/Yb+MUV9qVrp2sR+VcwDas2/b5n1HfrXyn8TvhbP8AB/x/d+Hr51uJrY8OOjDPBp3w58Z3mkeNtOug3lGOUFVXgH2r6XMMB7FOnUXvLVW+9H5/hMZUVbmvo9/mfp/+078OZviv4UhsoLhbJFfcrA4B6da/Pf4sfBe98Dl4jH9oKjJkjXK/XNfoxoMrfFTwrZO119juPLBcgnA4rhfHHghLvSdasr6KGZbOAyR3MvAbpx+teTQx0cQoUpapfetT16knQd09e3kfmrZ+Lr5YoLGWV2it2BVQTx/nFfoL+yf8VrPxx4Pk8N6rNuljXCxg8lfc18gTfDV75X1CGFEmuHISJOmP8muz/ZdN1onxCkit3IuI22Oo5HWpxCjG7g9Ys6qM7u0tmfc2taXpjarp/hOM3F2Zv3kWCdsWOcY/Ct/4nW+s+F/ClnbWN55LxgZbdgkelejeD7fTI7G3vp7JTcxR58/HzdOaq+Iv7G8fxvbKyzOvBOcba1hLD1KkZ1dNOvfuck61Wzp291M5/wAG6jrWoeGbOW6j+cru3ZzXF6h8JU+JPiY3V8kbR+ZtZWGcgcV6L4T0vUbG1voHtvKsoVKQNuyX96uaCsumWks0s3lSMxw5Xp+lRKNalBxpPW/4Hj1qkbNWPzQ/4KdeEbHwT8c/DGm6fbrbW48K2z7EGBn7XdjP6CvkKvsT/gqPfHUPj34akab7QR4Wt18z1/0u7/xr47r1INOKaPPirKxX3g/NgLUNxKNuBTZLNjsO773ao7q3a1maNm3Ed6+3qVJdUePGMW9HqRn7wPSh5T3NKvIGaGj3N8ozWNpW0NtL6jNpkI2807yS1XbO3EfJ4NPkt/3wx3rojhW0m+pm61nZFJbdlAJHWpEsy3PJre0/R5Lwop4BPHFdEmh2+mou4B2969/D5LKcfaT0R51bHxpu27ORs9Hbh3XCVrtpfl2u8Lx61qXkkDLsVNoqpLqwWMREfL2Fd3scPRTjc4XXq1mmkZ8TF1KHJGOtQQwqJMK+ST0q9LeQqpRRhjS6PpLX90W8s7RzuFYxpupUUYe8ac/JFyloi3JYSxxoqfdxnNMmu2WMI3LCt5dNuLeN1SIyEjjmuWmmltLpxNEUbPRq83GRnh376aucNGXtm+th11cr9nG1dsnc+tLpOqNb7txAz6iqN1d/aDjAH0qW0tBJCS3C+teVTqylN8p3OnFU7TR0C3Nv5iyPIrg/w1PcaoJoXjRlTjjBrl7/AOzRxqYzz0PNVY7qSPKqM56ZpyxEleK/A51g1NcxLNHLkgyMXY8YrTtdL1G3VZJl8yH+61WfB6pPqkJugCAc7WFeyTWdhqVmsUiooI+UqORXZhaMJLmctTz8wzL6nONNwunv/wAA86tNPil0wmI+Uw5xuwc+lcVfeIbxbwwFm2q2OTXo/ijw6ljA0trIzNHyyjuK5Ga8tbnT5VtbISXBHzM3UVGKun8QYGtConUtzJv7i/pzQ3FuZZAHOOSTzWddMs8uxZGVD0xWNpdnNLmR7nywv8ANbNjbQTXXmM5VV7etdyxGIlCKktzslSjRk3zXOd1XT7qG6IQmdfUV6L8MLg6ZZsk0PMrfe9KpXVgqlGWF1Rv4vWr9teW1nH5bMVYdMV7GUVHl9V176s4sZX+tYf2NrnY31xC6uBgAjjFeb3nlwSTrIBLvY8Dk10VvLPNgJ88TcFmPSsm+hsvDN/5gf7VLJzg8gV0ZhiJYqSqy0R5eCpqi3Bat9P62LegqIUDFHVF5AArs9NW1u13SAqeu7ODXNWul6lcW63NuFFu/PXpVqxh1LI/clkU/M1enh8TVp2XK/uOTFJVm2ppP1NiWwtYZxL5adfvKQc/WtYeKPsIS3th5b5H7xF3D9KzLCzt0heSffnspo0vVYtPvkQWm8SHG48812Rm778tzx6kFVTTTlymxB4sk/tqGIAyserNxXTX15qmusINOtdsh4LMK5j+0NIh1iOXUF2TD7uOBXUT+KotLaO4t3Kow6gV3U6loSU6mnkeJiafvQdKlrbrtf9Smvw4utKiku9Wv9in5iu7gfrXn+pfEyKxuJrCBftCA4EgrrdYF58RGzHqTraLw8Y4JrNg+HVvpsgdIBIF/ibrXnThiJSTovlj33ud+EqUoJvMJc0/5UrJFPQZrjxBbt9sgVbZuDuGM12Gh+E9J8pFMULFTkLwaz7rQbi8tQof7OB0CCl8O2N5o85knDzrnAau/Dw5Knvxv5tGOJqqrCTpT5fJHpWnW8FlCI4kWMei8VZaVV681lwXkEKK8jqqsOrGnXMs0kQktcNx619V7SKjofESpuUrvr3Lcxhbr1rHmdhcMsa4z/FVCaS7mkO1/3g5Ncpca/q1nqRExVd3AUVxVcUuV2Vj18NgZTuoyVzc8RG9tLZnt90vH5VkaRb6o0WLu9hgjm52k8/zp0Pim/wBNV575FlgzkIPSlv8AXF8WeWbPTPLdOVOcD+dfPyxdJt2b5uzuexTp1acORxVv5tP1Lms6LI1qsdlI8ky8s/bFYkc0kP7mPdPNnD7hzWlJcandRrBco1pGpG5o6s6p4s0rw5aRpAInun4LMOaUaid6jlZf10HTdWKVJLnb7fqyRbe7e0LNGsJ7VS1SePS7ZZ/NZ5v7pPFRWfiC4nzLcyKYZB8oFUby8GqTiCKIzsTjaBWGMxcacLQ3exVOjPntNaLexYTxxcWqvIYtz7crjkVmWHxAm8SXXkTTyQY42opwa7ix0fTtBgT7Ra+bdMuNnXHtVHTfAbXWoNdxWws0LZxjqKWGqYity05yuuv/AA5McRgYqcpQt2f+Q/Q7FrFWJma5LnODzimR6HfXGrvdMmFUfIO1d3p+h2ulKWCmR261dWCBJBIHEaDqpr6D6rTcEn0Pnp5k1OUoK9+pxmn+H729uvMnh2svRh0NdQml3qqUXaoxgN6VtR3MDA7ZFZfaq15raW8gRYzJxzit4wp0VoeXUxdbESsokOneH5I4z9rlMx/StIabBDjbGv4VBa6zFdQlirRY4+akutftbSMszbivZetayqxiuZvQ4Ze3qSs1qWbi1gEJYIDJ9K8k8capqy6ksGn2cjEjDSYIUV6FL4utpAzRqzKBzWQvjTSNQneASqZl5ZccivOxMaWKSi6tvmevl6rYabqSpc1jzOH4VDXyl3qtxNNJ1KYIAq23wn0J4WSKE7h/eIrudV8R2nk4gkA7cV43qXiK6/4TWKK2uZAu7507YzXz2OweFwfKpUubmdrn2eDrZjjua1RwUVdLp+BNL4NvLO+WGKxDRI3ysRkYrv8AR/h/HrNksjwrG/QqvSuU1jxNdSMYId6HPX1re8M+K9QsLfZIrRI/3S3UmuTD0cFRrOEk2i8bLHVKKnFpSO++0R+HLNLaK32IowWWuB8dXSXlrNtsvtDspBGMmszXNc1mDUI1/wBYsh3D0NNh1HVLpZrmSIQnkKD0rXGYr6xF0oxdvQ8/CYCWHlHESabeu55refDb7fZrd2xaCUk7oWHSo7DwvFFatBMd9wv3a7ZNN1jUlklEnl5JyqisO48M3djILiaZsB818YsHGMlNUnr3PvaeY1ZL2c6q02tv6HmerwXFvqbW6jbg/d6mvWvgt8Fbv4oa5Dpxt5It5DPIykBVHJP86zP+EbjuvEUF6F3l8AR4zk8V+kv7Lfwb/wCET8MJfXsQGoXoDtx91ewH61x/VY4ZzlP5HtxxE8ZyQhour6+hv/B34I6J8N/DsNhpdt9nyB5s2Pnlb1zXqVn4ZSFsheP73etlrWLTbCS4mVvKhXeQo5xU+h67pniKyW50y6juojwdvVT6EV5Drrm13Pf9i+TmitEQ/wBmtHZyLAyrcbT5bMM4b1r5HXxddaF401HTI5Dpj31w0kcWdq296g3FPo6qo/4FX0r8VNM1lNGTVdBkf+1dNPnx2+flnUclD9eK+Pf2sIpPFPhKx+JfhQmKQMqapbJ9+CZWyGI7HO0fSvHxs5Td+34o+pyWml7ratPT0fS/k/8AgH0FbfHjS/FmjQWEqldYk3Wt5ZkfclHysD7E5r4X1h9b8E/Ep7aUvFPomoBPMJysdvIQB+shqfwX8SJrjWtO8XC5UG5ZbXVY8f6txwJensxJ966n9pnVNEmltPEWl6kt9Z30H2S/8vqbhcupP/jleVUk8YvflrE+jweFlleIlCMLwmrPyfb87dz6K8SarH4H+IHgXVklzY6pbfZZpB0diEC/1r06/wAR6TfapcHMcMDyAHoBtNfC/jz4zvqn7OPw+1IyiTUbG/ETkHkGMqFr6n8eePoLb9me+15ZARc6aqgk9WYhTX1GFqwpRqKC6Jr5o+Tx2Eq1fq/tN03B/KWn4Mi/Y6KXngXxFrBPN/qk0yZPUFiR/OtnwHrX/CX/AB68X3asJLXR7NbFZA2drEo5x+Zrh/2T/Fmn6P8As4GdWw+mJJNcMejEDP8AQ1S/ZU1B4vBuu+JnR5pdc1OSbdnooyo69vlFedHExlGDT0Sv+h34rBzo18Rzq0r2/X8kfRmoa2IVAkbNssZZ5DxgAd68o+EerT+PPFmteK2gMlm032Cy3HhY1xuYf8CU/nXKfH/4lf2f4Wh0rTbhn1vXJPsUEaEZQPhWJ+m4V6t8M/CbeBfBWj2bJskgjG+MdGJ5JP4msPbSrVE1qkTTpLC4aTfxT0+XX7zo9UiFrfEltwHO3sa8k/aClnutBa4t7UStbwln44x6V6rqkk1xbmUbRMFJx2HtXzv4kvNZ8TeLbuxubg2WlrEUbd93PHNPFSUKd5LdnnUKTqy5U7WPgvxhZaVe6jDe6DqDtdG4DvpsowIzkdD3H4V3usaDB461TSEvmt/DWn28SieWECUSOQPm4xjvXl/xj0NvA3xAvBb/AOkR+YWUjIHX2rD8P6tPf6hALu8lhtJHzIFYnaPxqqVXnaaO6dP2cZU5LVdT9J/gZ4H0fwHOttpXiF7tZAGRmk+Vx3GM/pXrN7aGzun8qciCQlii84Pc18UfCjWLYeJoNN0HVZ7y02r++l7PnnH6V9h2MdxJaR200m47cNJmrVGFWrzuPvdz5ytzQ92+hq6fcRXCpKCFx0JNelaG6RWaFMb2Ga8B1ZtR0++BiCi2UcKDzXofgfxJJcW8Svux0JP8q9anTle0kcHN5k+g+JLnw/8AGjUdA1KdjY6rCLuw3HuOCo/74Jr1R7/bMseVDYyV74r55/aQW5stC0XxjYZW90G7WSSRevksQpH/AI8aTxd8YIdL8feAtc8/bous2hikOflBk2Y/HrXnO2HbjLuvub/zPooUJY/lnT35X98F+qPVvjZqbWvwx1y4iba0ccZ/8iLXlXx48dt4f/Zx0u6V8yXkMALepK//AF67T473m34LeJ7gHjyIyp9QZENeCfH6VvEXwp+G3h1ZNv26xSdgvU7FTn/x6ufGK3tIrrFL8Wd2UtXoSlsqjf3JM+vvhreHVvAugXu7JltEJ/lXH/HDxbNpkvhzQ7F2W+1W9RG8vqIwy5/Q1c+AGrLefCHw8Q2fLhaI/wDAXYf0rzyLXD4+/aQvETEmm+HLYqHHOJjkEfmorSd+WEP5rfd1OWhCPt61V7Q5n872S+9ntMd1tWNT0VQp/AYqrfTPNLtyVD8dahivFN15eOT831qa+vIY8dCwr1FFW0Pn76mlpdulvGowWPZm71eSYLuTGCehrGs74+Wr5wPfgVcMytIMN8w5xWFVdEbQdlcv+SzQ5cZx2Heq80cbwhieO/PSrEdwG2gtx3qvPsWNskbDzuzxUxVhyMxZFt7hjGv/ANenspYqxbvwKydS1WKOYKGHXsas2+pxtCCTzXVTlGWiOV3TFvoSrZbhabI6N82cHGMU2eaS5BYLx2p1np8hmUv82a7VotTFrXQrsHZlVzuX19q07PT0jiz2bpmr8OkquAORnJqeSHcyhFwqjmsZVlsjRQfUrW2kqhDAHnsBV+O1jtLcAjBJqws3k25AwTUMreYAOrA1yOcpHQoqJD5G0s2MLj0qmBFHJJIi4x1/2qsXF00McgPVuBVKGM7Mu3zdQPWtYp7szlbYs/Ku2QDAb86Jo0kkCnkdjTfIM06Pu2qv8PY1eEfmBccN24qZSsXFEMOnCcpBESrDlmB6CtybS1khETfMCuDnvS2NslrHnozHJPrWksy5Ga8qU5c3Mj0oxXLY8fvfgH4fm19dZSxWGbcXMaKApY9WI9a2pvBGmzSI0sClo/ujFeklkZeawNcmhsY2lcgAd64vq+HlVdZ01zdztliK8qSpSm3FdDNj0e3kQR4HHtWRdfDvTL+7aV4FjuTwLhBh/wA6oL8QLEzsIZPMCn5mUcV0Wi+MtL1JkK3cRP8AvVpLG0U+WUkcsabT2szjNB+C1z4NvzNpuotLBIxZxNy/Pvmu3jkmsCEeXdjvW5dapAqgeaoDDjmua1668qNpIR5j44Arqo8ttEZz3u3qbS6y8MO48iqR+INnHJsaVQR6muDbxBqXlEPbOGJ2j0ryX40aNqun6a2pWFzJHMfmZVPStvZqcbxWpPNKL3PpqXxtbTbdkq4PvWRrXxA0TSVV72+hh3cDcw5r4t8N/HfUJ7C8tLqB4prddpmY4BPtXEXXxLn8Ta9b2007G2hcSTNnJVQea5vbU4R0XvC5akpWkfoNb+KNK1uHdb3KnjOW4rD8d6bBd6fFcMEmmtHEo2sMqByT+lfE/ir4iahcTQx6Vc3eWjzHDGApADY/+vW3o/xOubW7064Zrp7qNgl4rykh1OM5BOM9elV7e8eSojZU7S5os+xtPvYtStIprWUBtoxivM/jLrtxd2smkX2mO8ZVjHcEbo3bHGeOO1Yfgf4kabJ4kSzW5MsJkDIIcnGVztb8a35NWvPEnjq9sNSsZLbTwhMBkA2nrzn8q+fxladGnom/NbL1PaweGVaTd0rK9nv8u5+b/wAWtQ06XVpUjiYSqzKdzZwwODj2ryzWvE0kcfkoWdcdG6V9RftYfs6XvhnWn1/SIHewuGLMseWC+p/P+dfMMnh+S+EiBf3kQy30rSVHkkbxqc0dDg7ovdTM7DBqfTYo5HdJgWQj+E4IrQ1O18hAFX2z61FocEsmoIsUe7nnd0/Gr5tDPl7kuk6CbzUESNcx7sZavZdM8CzrYJLb7LiBB/DIMg/SrXgeTRpoTpuvRRac8gzHeRjkfStr+yr63t5XsL/FqW2p5agnB4yciueclc66Ccpcq0JtJurxVZNU1kR6bEg3LJGWKDHQDPWqqw6Vbw3mtTLM+B/ozsdhJ7HkdKqeIPD8ukWcdmLz7c93gzeV8xGe361bvLYa1p4tpCy+SBFtYY2/h+Nc05ytZHqUI8tTa5D4Z8aalYSzay+qw2UjqUEZkBklB9BnNXIb2XUre+uFtkN1JyLhuW7c5rho/hre2viCMFGmtGORJkkqBXa6Lc3v2ZzDaHbDJsRSOq46n9a460UloevhHNzcpxZ6n4TtYtU0XT7S/SR5EXJml5DnjgV1kPiBrzxFp2naXbfZtOhb/SJM4D4B49+1Y3h1YdG0ePU9WnEeYiYIkBO5scACuR1Lx/b+EVs9R1Itbx3ErAR924Jx+Qrkhhbu0dTpq5hKKk5OytY7P4jeNv8AhHPETvYGOG5d8LOq4ULntXG+OvF+mfEDwZqulPqcc1z5XmN9oIHzDH3STXnuu/FjQviN4gZLGyezlhJU7pCRL7jk4rhviRoBjENxbzvEx++qnFenGqsPVjFaNHjKn7bDOdk7/eeNaxoOq2kTXf2S4+yk/LMYztI9c1jaVby3moRRxKHlZs7W6V9A+FfiTFd+HZNNvrdbplTyl+QbUXGPzrltP+GM2r+IkfRNockyAMcBfWvRVZXs9GeJPDvl507mjY3l6dIaSOMWsRQxOEOGc4/+vXNt4ou7O3GnIwgiBO5l4Jyc5NdNql5/bM8Foskdq9ifLdugY9CcVzHxC0O10nUIUsb1b8yxhmKfwsQMih0fe9R+3jyrld7DPD+q+ZeTK7ZdQT5hPXiqGqa+TPlf9YpIzWRY29zDcZEb570640m5uvMkAw4P3aXs1uS6kmrIvafr0/2xZN7Ky/MGB6Vq6trl1q0O+acyBeTubmuXt7OaEksGD9Atb9ho88wXejZI+760NJO5SqT5eW+hteHbdL6xCIiOWb7rLz9a9I8G/C+XxNqUel2dpLNNKMtJsJCVzvgnS4rC8tvOAU7gStfXng/x81rc2NnbabHploYsfbCi75X49M4HWs5VZJWsZKm5M+dfE/7Puq+H7OU6ijPAGwAqnge47V52f7M8PpKI41jdeDt4zX3tDp2of2TrUd3ZpqUkyNskZiWXjjjpX57fE3TbmHWLq3a1e3nWRlZTx3qqVT2ifkd0sMo0VVUtex7v8CNHtdEmh8Z3ls16tud8ag8A9PSpv2ivi9rXiC+i1aUNb2NywUQ5429v51d+G7S6f8M4bVVDFE3OrHivN/jJq9vr0emabbtmdmA2jop4rwqUZVMS5zW118j0J8tOhpvY9l+FXhS0vrXRr1ELXzSCSOdF+QdeD61oftCeGdU8ceKLr7depFDarsij2Yz1468V7l+z58Kf7C8B6A+tSxRNDH50SDqxOev51geJ4zrXiHWm8lZlhkZmkYY2gE8USrSwsJ1012XzZtUnPFU6dOWi7nzv4G+GWpNpSWkl7DDaNLyrEZUc85zVDx/4Hl8Pyxw2epSalYKTmJW3CM+v+fSp/jd8QrXTdFks9OlX7XKdp8liCmK8j+E+qHxV4oj0jxBrMmmadIfmuGc8GlSwleqvb1JWXawv7VlhpRpQd1E+iv2arfwvb6jLc6/IrahC2LcMwA69PrX3dodnda54blaCF9OjKEQ7Gzk44r80J7zw/wCGfFy6fo96L9bSUP8AbAxIk9sfjX1v8Kf2rLy9hSDULyztbo/uoLVwRu9CcCuTEJ0G9bn1UPaYynCpT3fnp6f8Oc3oY13wh8StSjIT+1JiymeRcEIT29D0rr38PXfiC6mQPG20Eyt97A74PrWFrUt1qXia+1O9k/0t2yGHBwfQelP8F+MrzT/EX2YFXiuCIzvGOvFfI1sROWI92T5Fqkz9B+p+0w7lGC52lf8A4c+Mv2ttWu7rxtDpaXEs9jZR7I1Yk4PGa5T4O3Gp+FfEmm6taR5mEyqqMuc5I/xr7v8Aj9Z/D7TNJuobixt11rG4zSLySRnivjJmvf7XDaTatKqtkMi/Knoa/T6c6EsLDk6rb+u5+E4n2ksXObVtT9dPhffXfiLwvYS6jKguGiVzHGcheOlU/iVZXTyW8dreLbJu+fPcenWuX/ZD8P6jpHw0t73WboSzXAD/AHixVfxqp8XPEBt9eEM0rNFnMKw9S3v7V85h+Snib1ZJJHpU6TrSlTgne3RFyLwSdZjmkWYM+3DMRnA9q4DSPDdt8I9c1HxPdxTLuB8qNTtDn1PFdB42+Nlt8E/hfNruoiOe9kXbHCnO9iOBXwt4y/a48T/EWSSLUMW9rMxEUMH8I/Gvai1U5qtNXhsn37hU56Mfq2IOI/aA1LVviB8WdS1u5tmImYmMR/MFXJwKl+Bvwi1jx540hf7FKtjbtullMZKj/PFN0fxIZNSNvdwtJk43fxV9M/BfxgngPc168FrZXS7SG6r7n3roxeMr1oPvb8P+GPLp4GPtFKLPpj4T6NFp1k9o7LHEqiNQDub0rgvj0z+HtQgh1SZ49BuiFcDjf7GvTvDWrW6+EZb6wdbiJwZDLCAW6Z4zXzB+1L8RNR8VaNAsVk8lraNnzmxkEZ6jNTgaFCNPXVP77nViYSqYi0lZod8QfDdhpOn50yymNi8H+jfY4idmR/EQPpVL9mjwBY+G7m61S/Vob6eXK+ecZX8a6j9m74pxeKPCs9pq8kQaOPZEJEBYnHXpXQw/DiW88QBvtD/M3mDtgewHFccKnuOE1qvxH9WnCbg5H1R4NuF1DRXjkwE2EKoOe1YHg/4d3ui6tf3zXJMEjkqmwjv9au+CdKutJs4I43AjVed3JNdn9q/ckg+YM4OO1dKjDERUJrrc8eVapRcuR76M4nUZtXfxDEltc7LAD95Gv9a0dW1jS/D/AIXubnVLhYoTkfIcuT7D1pkuhNDrE98LthDIuFg9+a8S+MXxhHg/xBaaU+lJNJPwk1z/AKuM+pH/ANauqC5JOS1svyOWdL29ktfwPh7/AIKI2VvZfGXw99lupbqCXw5BKnnNuaMG6uvkP5Z/Gvluvff20/Ik+LFhPDqi6s0+kRSSyJ9yNzNNlF46AAH8a8CrspyU4KS6nNNWk0Q2UkMUhM0bPx8u045qrco08xY4yatRW5kb5RTvsLzXapH8xHUelfoEKTqtRaPnVKMZOVyGDTzlAy5zVvyFjYKuFbNb9po7bFB5qO+8OlVyjqG9M17n1GVNLkR57xcZSs2Z0WmrM+d4B74rYs/D8c2CSS3Y1Jovhe4kIMrKE/2eprtNM0q3tY8tngd6+pwGWLl9pWjZHk4zHKnpCV2YUFqLOMKUII6Niq155txuZeSOma3bnVreOZovLJx3IqhHcR6hdm3gXnqSK6aroYj93Rnc4IVJ/HKJys96bdH89Bu7DNQW8I1KPbHbsGzkOK2db0zTIbtPPuSzk4KLXb+HrXTIbPbEBhRnOOa8zBZZ9bnJVaisu2p3VsbChSU4xbb+48zHhbUmuVP2aR19dprr9Khm0+2KiJlbHIxWx/wkgjmkXpEpwGxXM3Hii4h1NiCrwd/euidPB5Zb2c37xyyrYjGLllFJI6W1v98OIdqyfxMRzWJ4pFpcW5W5KmX+FlHOapTeJI5GYovl564qhdaiLlcBC/vivIxWOhiKbho/67CoYWcKinaxgWsEsdyYxEXXP3gKvXl00cPkBSg78c10GhRryXjI98VnapprveeYr/Jn0r5/E4NUaceR3uex9YjUq2ktjnGhXaFGZHPtXQeF9BOqXyI6MyLyataTohnnyNu7pXoeh6ONJtWbCmQ+1PC4CU17RdDix+ZKjBwhuzO1LTYbNYxDbqqp/Eo5q3YyksjFsbRxk0XV1Pdbg0flKp5Pasy+uFWNfLb5RwcV5FaUqc7M+ehGVaHLJ6/eSXWpXAefDBs5GM9q566ktrdGdI8eZ94DvTru6xvbdkCuftb5ry+KhwpB4U96pTlJKmtWz2sNhrJyWyKVw0FhMVZJFVzkZBwavWfzupVsL/dNdsfDK3lhHNc2+84+WuG1ZZbHUdqx7UBr1sRQng1CVTr07HdRxMMVeEd0dDf61PbwxiR+FHyrmnafnUJN+1SCPvN1Fc42oG4kV5VDlRwDW/4ZR5JJGdPkYZxToVnVn5HPVoqjSbtZlvUreW1tzDBMXL9Vqjpuhz3kuLhN+O/eukt7eW6bckRcqeFUc10sWnzWkcUht1jaTg5r1aWFVV88tkePUxroR5Va7Msw3el6bFHbxyOF+6M1t6D/AGheWx+1JsfttNWrfTbq9mxLmILwMdKtzagdNje2CKSo5kPFe5R5YNuTaXY+brYj2i5IxTlvczri4XTlcSv8vcVlWus28moFkX5Ae5qO6hbWlmSGdHmY4wD0q/ovg228NwNc6jKzswzs964Z18VKrzU7KC6nRajSpv2j999Cl4k0yTXrMzoCkifdbH9a5iPxJrLrb6dEGa4jO056EV3CeIheMba3i+TPCgU3S9Phg1OV50EcrdGrT2axU1OE2r726m9HEexpuFaF7apDvDlvf6TM0ssx8xl+aNOma7bR9Sa6uAk7bBjktUWhafHdXG2TmNRksKvan4ftpmaK1ZySOq9RX0tOP1eMOV/K58pi8TTrVHGorPvbY1ZLi3t4mcusgUcY5rl9W8VNJC6QbkX1ArnLjUL3RbwWM8cgQnarsPvVpahbxmMfZ5CiMvz7xTqY6U0+VW7jp4GFGSc/evs+hVhDahGJ7+63DP7uNTx9aWx1bWrWWSGFncL90DJBFR+HbVW1AWv2ZrnnIYE4r1fR/DM0KF/s6AnpxzRTws8SlUjJxRWNxdLCXjNJp7J2PMNQ8QapaQo+1knb72QaY1te6rIk1sJlkf7+9SR+Feoah4TN1IJBApmHTPStHTfDc0OfOkRMj5Qq4xUxy+sm+aq7HmPOKFOmpQilI8ui0eZPmuybkKeAynpWjpeqWVmzrCpt2PBXHBru9W0KVICpdCmfmfHNYC2dlZyLI6xls4yQDmtZYeVGSUGreZnHHQxUHza+hXtbmHULoW7yD5hnOKzdX+GOnanqUcsu085DHiu2s9Ps2UXUaIEPXjmtlWsDCHbafSumjho3/eJM4HmNTDz5sPddDjF8KaZbwi2ltwyL3UVej0fTdNdE0+2Cu/JfHSuin1HT7WaM3AXy2/iPapDp0HiS3eW3ZY4I/wCNDXTUpwkm0k7f1ucTxlWWtTms/uOUaeKzvJGZGmkx1rSh15ZAsbqwUjgkdKpa3cWySQQ2EkZnjG2UnnPv/Oqtrci0YOjiVSfnUrnn2rzY4qGHVla3kdnslWgm07m1NqgXYqOMH2qveSW8kEhMq7gMnvVeSR5o2mIQAcqorjfE2vMjxpHCwLHb5idKzq5nFQ1NMPgZVJqMVY2NLuptXmP2a43Rq2CyjAH4V0T6JeRo11bXayOgz5eOD+tcVY6ndaXbrFbRKZc5fAxmt208XXNqwE6+TuXI4HNYUcZFL3ptnTicPWveklYNL8YXGsXxtp7drcxttkDj9RXWtpdlDam8SRZcHBTFcIl0muXkrRyLCzcZXrWzZWl9pNqXjbzVByUkP3qUcW1pO8k+v/AMK2Hi3an7r7f8EpeKtVtE06VLWHZMwxmNeBXmfhfS1stY3xv9suZHyyqORz0Ndr4s1ZtEb7Sllvec48teRWJ4Ni1C11OXUI7WOFpDncw6fhXg1qqq4hKK1XXoj6fAx+r4Scp7S89X/wAA1F09NQ1CSC6sHtwgyXVcZ/SsyT4Um+ujeW07wYPDt96uxs/ELXV8ftRDuvooGaktfEB1W6urVysEEYwuOCfpXrLEJ019YfNY4PrGKp1HHCqyt11OR/4RK9tpAYJkuAv3mkHP861b3TWu7WOKCMm7x16jNalta+bG++6VIo2ztU/Ma1NN8SWmiys8cInZh8pYZ5riqYqjbmpxbuaL21SaVRpW/rU4yy8NaxDIZdQ2skY4KjpUjXtjBZPI0DTopwc10PiP4mSLpU0KWSEyfeYAZrxXVvFWoTM0ccXlwltoXpj3rl+vcrleNn956kMDPFNSUtPuR6HDq8JZWs4GihI+ZOprzHx14mvZZPJgVlKyYC4yTXSaG09hZ+c83znkjrXvX7NPwPsPHuqN4n1i032Vu2YFcfLK/r9BxWdbFKeHk6l422/4B6uXYSFPFLlXP/XUq/sm/s9eI/FWp6Z4h8R2SQ6ZG3mRxyLh39Dg9BX6Q6XpcOnwxxooAUcYFYng3Q4dN0+NIo1jXsqjAA9BXXRxnrjgV8TjcXOtaLeiP0LC4WFFtxW49QCMFeteLePvhTrXhnVJ/Ffw8uFsdS/1l5pZP7m7UcnjIw2M+vavapldoXCHa5GAfSvIvEXiT4l+BpJbhtGtvFelKSf9DYiZV+mAP1rwqiUt0e7h5Thfla809mP+F/x10n4lRy6fL/xJ/EtsfLn027O1w44JUHGRkdvWvkr4ofE+z+HfxMv7XUNN8vw34gLW2qW8fzQM5yBMhAwCDt45Py113xS8ReBfiteLeW17cfDv4gW3MUlwpiDMOzFc57V8/SePZLjxNfeGfiVbQ3mm3rbWvLfH7tjwJkPGBkDI9jXBiZzXKn33/wAz6zJ8FSqOrJJ6r4eun8r6915oyfCl3pfwl+KeqaJqXlX/AIP1qMxtIMEGB/uOD0yqnn615T8XtP1fwJr11pfmOdGeTei5ypB5DflgfhV742+B9S+Gviu2tXvjquitHvsLsHIeBsEc/TbXMeNfEeueJdLtoJo2v4YIwqy4BKrnjJ+tc1KlOtWVKLS308+1z7yjRpzwssTdydle3ltK34Mp6fPqviq107w/Y3BNsbreluTwZCetfSeu/FQXH7KOneFLibdqEWqrpjIWy2MiTp6c18o+FdUufDusQTxN5c0TiVCexFdH4dWXXPG2jLLcM6XGoRuwz8u4kc4rVqpharpTVnszgrYSGLpe3WytL5rR/hY+rb7xhbfCX4N+OfCsEjJdXVtbSQR55PmLJuH8q9q8DeHZvDPwa0C3t5hGi2JuJYujDcSxP618g/tRahHp37QHlHN1aWoto3hiPEioTkYr1r4gftJXlv8ADxLGGW1XXNQjW1gsbcAtawYAwxx1JGe/WsqtOlOM4S6aL7zx61OtXnTnDVzSk/uSMn4U3Nx8RvjZPqzys2k6GpS3Y8gyHPI9+BX2lqHxEttLhs3ixJHcR7ZWYfMGHGSPwrxX9n34Y23gj4Z6Il0GS+1BWmvG2jcDgEc/XNcz8VPHEi67ZeD/AAbE2qa9dZUtncLfn7zelckKOKoNQo6p2sefiqlDFVGntG/3HvHiD4vabocNtaK323UroZFtG2DGn8Tv/dAHPPoawfCdvB8WLfUb2S3+z2XmeXbMv3pNvDHPcbga8quPh9PoJsfA8N02qeO9ccPqmpZJMFvxuC/3QRv6AV9U+FfCEPhTR7LTbSMLFaRKg46nHJP1NfT0qMqkv3z91dPM8HE1MPhcN+6X7yWz8u/z2Xlc+f8Ax5+yfpnje32PZJbsSS8235yfY14f4m/Ye/sZvMs7zzNzY8nb8wHr15r7+m1gWrSCc4B4BxWfN4fXVUWUId2eC3au76rGVnT0Pn1jKsb80j5C+Hf7Ot9oa2uyR7aa3ffuPOQOcD64r2C+bUo42t1821LJhJVzw3rXrz6fb2cYt4+WJ5z1FWYLW1k2wXECc8KxFaxowvdvyMZVZ3v13Pk3TPjDeWurS6T4kt5Fe0Oya4QEkZPEhHpz19q3ofjxH4Mt7+yvJI725jb7RbXSOCkkLZIIPsMfnXT/ALRPwbuLXSV8WeHYVl1PTQTcW+3K3UH8akd+C1fEvxOW2Oi22taLcyLYXTnNu7EtbP8AxRc9s8Y9q5KdZ4OrF1/fhF69+V6fO39bn11HBYfOoTp0EqU5xbWmnPFXt5c2vl80fT2u/tP2moWOoeH9TCTRahbsilhheRhcfQ189eKPi4bz4T2fha4dv7X0O/JtrjP/ACzycY+mBXnOj+IrK68PyxXchub62j/cE9U5z17965C81gahdLc53MR834Vrm+IweKoWoL34aSfRp6p/JnRkGV4rAYmm8Q/3dW7iuqlFuLXzX6H6Ow/GqD4nfsi6zcbibu1s44bhc87hKuD+WK8j+MfiGfU7f4Tafp90Y7yPROqckZSOvAPhr8Vm8HeHfF3hud2a21q3QQr2Dh0Y/otV/wDhaF03j7Sb2QsE0+yW0ReuAABn9K8LEJ1ZqmleTSv8mz1suwUsPB4iPwxm7fNJfgz9Cvgz8TrXwb+zPDq17cbfswmjJzzv3Pj9a4n9nnxnef2ObixC3HijxTetd3LNyLeAEMWb6hjj6V8dal8UtQvPB6+ELSV2t7u785huOMk4x+Zr7J+Esfhr9nP4Y2994i1KNNXu4VaYMd0mMcRqO3UinQnKtNOWigrHHmuDWWxnFe9KpK6XdLb8WfQmpa2dKha9uLpILeFf3skhwD68/WuL0L42ab4mm1C5jVoNAsQfM1a4bZG7DPC5HPTse9fK+pfHi5+L3iy4u9RuTovgjSzvaDdhpscAH1Jz0rqfAem6l+0RqUU81v8A8I98OLCQGCzj/dm6IOecduB371vHFe0m409F+f8AwDzJZMsJQjVxXxNXa/lXT1k+i6LVntDfEbUPiPaTa1bGbTvAemtmUjKTXxDBePRcn0PSvcf7ato47S5hmjEEgGxmYAFfavBfip8TPCHhTwTd+F7KeOa5e38uKxsVBK4x17dq4y48dSa7+zXp2sRzul9YImFRjk7CGOa8jEYqSqThB3aV7nZTy5YqhSm1yRc+X5NaPzd92fV+rakn2O6lgnaOZYiwwevFeY+BvHOq6t8G7PU4t13deYyFjk4Ax/jXNeHfjJYaz4Dsru5kCz3Flt+U87guD+tP/ZB1yDXfg9b23nRmX7RKfLJ5xgdq7qEoYqqop2un5djyqtCph8JVUo35ZR/BSuYd/wCNNZWNL65D28DXQg/eKV65557cVb1r4rTavp9hpWmMyT3epraxyKeZETY7H8ial/awtf7J+EOpzW7iKSNw6MvBzg9K8d/ZQsbvxZ44sTdFpbPQ7cyLu/56MGXP8qmpQ+qYqOFptvn6/mexlmFo1spqZrNJOi/vfT11PtfV/Eln4S0Fr7UH8uC2RVP95mA6D1PFb+mX630cUiKVUqGCt714J4x1STx78XNH8KwMH0vSQL/UWz8rScFEP4M35V7xosKgq5+UbcAewr3+dylK3wrT/M+MqUY06cL/ABy1fo9v8zo7NR9nKngse1NUiDcAN5B9a4/xJ8TrDw3qljpKob7WLx8Q2UPLbePmb0AyPzrokv1SLMibWYZ21zKSk2ipUpwjGUlZPYWSQpMTn320jXQ3rztDCsVtQuGupG8nCcgmp4ZC0eX6txz2rqikzkJ76QXE0YU5VeuKl8vGCwDOv3ewqko/0gbDhcVqrEG5IyuOKctFYI6sbZyFeHGWBzgVfgVhIp6nNQW6fM2F9BV21WQM5IBA+7XLOR0xiObzd45wqnv3q4k2WHOBVBZmuAm5CpFWbWEySfewPSuV2tdnQky1JOFjPHNeS/GrxE+k+H7qQuyxrGTkDNesXFq+Tjpjiua8UeBbXxZpU9ldqSsqkZx0rzcZh5Ymi6dOfK2duHqKjVjOcbpHxto/j7VdFvNLlN15VvPOIpIGBw6sQD396X4iaBqVv4zdfDV7cwQ3IDoqE4DHBP6mu9/4Z2uvC+uW8Dq2o6es3mLNISTH/nFer6Z4JsPtCznEkqDCHHTNfJYrKMRUqwpUo2gur1+49ytiMPOm6rleb7LSxxvh3wb4x1aOyfUdbYRQqAVjBBb8c16vo2gSWzq0k8kuBjDHitPT4EhUIBgDitq0VfQEV9dhcJSwcLQ3PnGnJ3Zg6rahbc71yPpXE+LPDMmrWLxKwCSjaxJwce1ep6tBGI9zcrjpXJ3kSoMs2N5wF9K9alUTV2Zzj0R8OfGTwNdeG7ae3W0ka3LbkkT696838EeEZ7xrm+t08vyuTJt5DfT0r708YeA7bxRA8csO3ufmJ3V5R4q+FptiZdHRrWVECmNF+VwO7CuPHUeZ+1or1NsLJRfLNnznqOmeIfCLXesNrFrdEQbVVSGcAkcDDcVyC6Hr+oW8OqGd4biUiRrVQVZh1BJrr7j+29WgvrKLS2+1rKVE20FCAfevQPgvZ6n4j1b+yLvRDPNCm1p2GAgryPazjO2nMz2PZ03HyMXw9qGreA006bTWs7lryVWvVUZkQYxjr14Ffcng1LTxZ4OsLzYSZI8Evyw4FeGSfCPR9N1AFF8vUGblckrX0Z4B0htJ8P2trtChR/DXp4WnyqU577M8nETbmox6bHgnxI0TxboniyCykgbXfC+oN5XkKhPkZHJPXjg18g/tDfA8fCfxuxTZbaddqZI5Ou/Ofl/z61+rt3psdxDgqCfpXy3+2n8J7nxr4Chu7WESTadIZGbuE4z/ACNYfUIVMU69JayVrdLrVP8AT5np0Mc1RWHqJWTvc/LjW9Me5vpfKhUxJyOwrGka58P5mSBoDMdvzD5WFep+KvDlxY2ccts3mvF8zLtxn60r2U+s+EYbi/sEdEyY9owScVxSjKO+x1KUZaHP6lqun3EOjW4AuJgmWEQwdxwcVr/29qXhmxngt4nR7htrNnKqvHH1rmfC/g+51a4lu1Zra2ifBJHTn1r0rUFtLG0gjV/7Sk42xgdecda86VozVj06eHnZS6FHwzfJp/lXtkRLqC/PIpXOQPU11HgfTJtb8SO2qRlrm7cNsRcoo/yKpf8ACM38d9AgshZefFv2ZxwcYz+datp4tl+GrWsLOJtSlk+bKghU9jWD9+7W571Bukve29D3uz8BxadDJHY6YJGcBTOyZHPpViD4WWfh3wre20/2b7deNlH3AlRkZ4/A1zXiT47Xlr4BzYw41CQhYwi9iDkn9K4WTxJrWpX0CrJNwm6d2bO01k6LqWcdjop472MZNuzbPRvFS6X4R8L2Ul1+9itMKZdu4dv8K+KP2gfjIvjzUF0+302Czgs2wkyYLP75H1r6g8VeJtO1TQYtLN8rtjDqect6V8t/F7wFpWmahnTbgSTEbnjHavbpKnGKUNz4zESqVJuUmeT6bqc2m30dxA2JU5BFes/8JhY+KvD8dsu9b8DMpkfh+2FH5V43JFJb3G5hsHSuq0Hw7LJGmo211EBCwJVicn2A70TowqNN7oypYipSvGL0Z1Fr4Tu/D6rM8Xlw3Q3IrHnFdfocRtruCTccAfwtjPtWtqk+g+K7PTru81CSxuI41SSMgBQfUCuO8T+PbHQb2XTtLjXUBtG24yeDgVnOi52d7HRHERpq1rs5Hx+7XWtzBLZLVQ3BQYz71heE9Nuda1pbfc5iU/NIASFrS1TVLnWVa4uMK/T5RT/Bs9zZ3zG0Rlibhye9dMqlo+h5/I5PTqdi3gXcskovD5ajgHrn3rKjsFUspcSup52muqvLiafT2S2UyMVyyr1rlNPmjM8hdSCoxtHrWEeaSvI9GlTfK2mO+z26ybwgZl5INPm1eaOEyJHsBOAwH8qZplxaDVo1uY2lR3AZVOO9dD49aGO6S3ht1jiVAUI7DAo62KcYxla17mDHdj7RHcLIwdMHHU17B8Pde8QaxdwWVnEZIrp13XUoLGLHAA9Ov6V5b4Xt9Njsrq4u5ZBcD/Vrt4P51698HfG914Q8N6vqVtb295DIwQCTrGTnkcVnUlyq6NY03UfLFbHv3w78Vz+E/FMtnq4VY7lRvuJhhSAOxPfivPP2j/hzp/j7z9d8PqtsY5NkrTfKZeeq9M9P1rntR8Qar8TtNsdHW8UavG++PykHzDqATivcfg78JPEPii4EXjpxHZWSBY1hG0Nj1wBnpXL7R0JKdN+qO1R92ftIa9P+GPBfhzZtZ6Le6RcLJKUA/eOpX09a81+I81n4P8WabfwQpd3MZ3/ZzzyMEV9JfF3zLPxPfrpFkkNtaYiTaMBxxz7nmvAfEGj6bYeLo9QvoptQmkUboyeEJ/Grpw/eynHZnLWk3RjGS1PuP9nm8uvip8OdM1adx9rU4ZVONoGQFqt8ZJovB80mkfZwJb5C87xsCXB7YH41Y/Zuk0/w74CuHhuhaWmRIGcgBc44/OuG+M2q2j+PIdbkuzc2saY8vdnIry6kIRU1NadP0PdwMVjHCjPZanwf8TMDxtepZhoo43yFkrqfDPgfT/FNijRyFbmVP3hlOBux1ya9o8S/DTRvinc6lrmmacxkjTjyzhc8deetYmn/AAP1m88Cy3mlTFtUt+ZdPTh4x3P8/wAq+lp4inOKal5HyuMwdWlWcJK1/O9jwC20/wD4RPxhJCGEgibDEdOtfRnwt8P6d4s+KXhy6RsW0eJpOODt5I/SuB07w/oOoapaRapcNA8fy3MjLh9w6ivTtH+wWOtadHomq+RbISkZWMBsehPvXzGYTjKrdKzSZ+h5Z7SjhfZX92TX4dTufFXji51z4matHpKXCyRHyolkUliFwMjjpxXT+G7a4e8tIr3cNQZ1K7lPrXFahr8Wg6mNSCCK/hbG9cEt7mvVPg3eReKfFD+ItTWT7HGvyyOAFZuegFfI16H1mXMo2en4foffQxUsDRajNSilouvkj0H4tfAnwx8SrPT/AO17fffxwqokjX5s4FU/Df7Pmi6bpL6LptnBaxYHmSFQWauW+KH7RkWh68tnbIdu7COOvsK7TwT8QJ72z+0yhvOlGT7V34jFVYuEV8C27HxMMrfLsubdvrcwta8X6x8NSnhvSWW3hZgmWU5AHGQc1hatql1qksk+pXXnyqvEMcg3NXqPxO1jw94Z8Hpr2qWH26/kG2BPU4+teafC/wAJy+LvECazeWrJDu3CBScYrDF4aVXkqPZnt4WrQoYWpWtyyjpfu+yPHf2uLkQ/CvS7X7DIs8rhx5h3GIfl7/pXxwYyb6zVG2OhBJr9Wvjt8KbT4hae1itv5SbMeY4wBx2r86vFXwZ1Twv4kuYTEzCFydx6bR3r7rL4wjg404fZ1+8/N8wqVMRX9rP7RteN9LtbPwZDrEB8m+jQEPH1ziqfhnw7r3j/AMP2k0ZUwxvumleYEt/wHr6VneLPG0N54Pm0mKL94igO59hV/wDZv8SNpGreRdyOtlP8oJ5A/CsqznCg3FaoMFyxqx9rtc938F/tAWvwuuI/Dd9eStEYxGMHgHpnFa3i7wraeMo7efRb26u7W7+a6TJbqc9q838f/Clde+JFrdWrwiC4Vds7H5R74/GvX/hpYahofjD+xIL1ZbBIQ082wAdBwOK8qhiVRppw10u0exmFGOLxUqsXyt7Gx8Nfhza2Os21tY21rp9mEVS0mCdw9uOa9o8U+B9etZrRtFuYYDwXuJh8qqOvcVy6+Frm11qxuNOj82y8wOysT0yMnNJ+07+0Uvwo8KWV1ZW66hPIRGImOF6HP8q68Fz46snGO97X/U83He0wNqcp80nu7HsfhjXjfTJYs4nmhA3TRrhTXa7YrOBiCxLdcDAr43+AH7XPh3xZfLE9m+l6gV3Spncn15PSvsDQ9SsfEWnLfRXCzwkfL5Z4JrshUvVcWrNdD52rG8eZbEWoWZW3EgZ2bqrHtXx1+2dKlhNp810rSvtPK9a+u9S1jY3kGNk2nn0r5g/a2hjvL7S02KwYdGxjtXqYTllNqe/LL8jTCR5qignY/Mz4nXUl5r8EkpyfsyheOg3vxXI16v8AtJR2Fv47sodPeN0j06NZfL6CTzJcj8sV5RVUf4aOHGR5K849mTQ3gSYJGoHbrWpp11abiETbOx59K52+sZreY4VseoqJZ2hIGSG+tfomHxdXDz/eHxsqEasfdZ6DDlsg52HutUUUfaGVpdyZ4yax7PxC2xI3faBwCK04LGe5VrhIy6+or1546DlGrFXseRKi6N+fQ6WxBt2V45QgxjGc1a+2DT90twzNH1+SuSfU5fJMQCxuvfPNTafqD6jD5U0mAvf1roqZ19Zh7OmnE4J4STvKWxZ1a483dcpIGib7oYYNZOl3c1jJJPC/71uABzW7qwtrfTS00bKoGAwrjLG6KXY8tsKxxzXjUa0qWI5YP3np9534WKqUpJLQPEDb5xcF/wB5/Epq9oPjSewjZWBkOMDNdvp/wzs9UhS7kmaUsASoPArbj+HulRxhfswP+1nmvtsLw3mtJuqqijf5nHWzbA8nsZpyseeWeuahrlwYraLIPVcVsW3wv1TUl864l8tiflVT0rsbHwrp+kymWMlD2xxQ013Dd+Zb34WNf4WFe1DKsPGCWNbqS9djzKmZNytg0orzRz9j8K7iFtspM7H0OK9D0X4f6Tp1mZLuJWcDnNU4fEG5CXmCuBy4FUdUvr6+snNtcrKCOzEH8q6owwOAjJ0aab+TPEr18di2oznyr7ij4sW1iRRY24jizguorOg0i1mtVMjMQ3TArXtRaQ6KfOl8ydlPyk96ztMhG0OZG4J+Ujivz/E4n2taTep3U5uFNxTfuvfuW9P0ex02QOgZn9zV7UtRWONdp/CqLXAjbcTWdqV2kql1OAtePUxs5e7HReRmqcq1RSnqaP2tfIfzDtQjkVyOsXMf2jyrV9yHqTxUGseJoxCLdW2O3Vvaufk1MBgFBIHevPxNZYiUV2PoMHgZx99o3tO0SXxFqCWaS+Up4Zq9H0f4PaLYsrTlpJP7zEdawvh3p7sqXsy7UPK+tel6hcA2nmlCdgyMV91luEoU8Oqs6av5nzua5hiI1fYUJ2XW3cJ/D4trdY4fnUcAe1ea+NPD728rubdirdXAr0XQvED31wiNjaeMVrajZyXlx5ZWN4MchgDXqYnAxxtNSpvfY+fw+MrYGv8AvNT5m+xrcXflRIxGcdK6u102azVbaNsFh1NetSeD9Lhy8dgEnbncDXD3PhTVZNUdYYmkj3cMO1fOSyyrhXZLmb7H1Mc5p4zRe6l3JfCEs1qssLsuc/eq/d6gLm+RFkDojcstV4/C+oaerbo8SN0GaNO+Huu6pFIQyW25uWzVU6ON5+VQdkebUnhpTlWnUSR1mreJYND0lbhPnbGN3XmuLl1i68WQ5UqkZOW2jBNdDfeE4dB0uGG7uWmfdz3Bq/Y2NvY+XGLZI4XGemCa9z6vVrSvUlaPY8yjUw+Hhz0lzSvozM0LRbDSSJ0gKSHuTkk1LdeHdR8TahuF8RDnmNfStW18Ote6sJIpyI+8bdK6qzA0dyYY0yDg5Fb/AFenyKM46HDXx0qc+em7za69PvOfTwBH4XtReWoNyzDDh+oqOTS4r3ywZEgLHLP6CtvxfqDR6aWuJ2iLLlVj/i9q898Jwazrmo+dcRtb2qH7r8BhXTCrCnKNKFPTy2Iw3tsRRlia07Ndf08z1KDVND0HTRHBKJX6Nt5JpNP8TWjTAwwMPM+VW2nIrF1HRYtS2RW8IRlHJUYrS8K6WulyBbpi0gPKkV1qU6tdPZHi1KVBUpTbbk+ly14m8Oxy2n228BuvLG4Ko5rlLGyTxBFKn2cwQPwoZvmr1vdHMyoVARhjDCqM3h+3sS81siySkfd7D8KrEYZympU17q6HBh8ydOHs5fF07I5Lw/os+mzLDDtkWPk/3vxrrLzxRJYKimEnPBwOlc9pdrdWGr3EjJI00nJX+HFbGo3ltDZtLcsiSLyFzzn0p0azUbWskGJSrVk5rmv2Nn+1U+zpMRtLDPTFPF8ryIoyWxkZ6V51q15rfiLTWWwiKRn7pUc1uaW2qwacg1ODyWRcEjqar61zSbitEYTy5Qp8zave1r6nT3EUs0cjMVaE8NtI4rzpdHZdfnhI/wBHB3IxOc1am1yOxMrB5Wjbhl3H/GqUepyWha5hgknQ/wALHkV5tTF03VXtGrrWx6uEwdelCUqa0enzNvUdUW2T7KqSY2/eVTj86zG1Q6PpNxczOskaDMa5+aue1zxTcCSJppPs0MjbVTHJNZV3HezX0UDt50Tc/L0H1rHE4qopKVPX/gno0MvSilU0T1fy3NufxlZ6l4fE05LeY20LnDA/Squn+Lr/AE/R3tLeV0Rm+7znFS6h4La+mt3htPmwAWT7n1xT/wDhB9VtdPuL+ZCsEZwJPevHxksw+qzpqVr28tDvhHBTioU1vrZ6kGj263EbzGaQylvmGcGvT4pYYfCrNbqPMAwT3FeY6TdSWd1GEjXeB/F0JrqI4b68tXSSYW8Z+b5eBXzlLD13H2WFlt9x9DCeBw8YzxkVbp3Y6XXNPt9He3f/AI+sf6zcBXK6PqOnatqS6eZOd3LdcGvNviJb69oeqLcQvJd2m7JCjtmu5+DOsaTq2pST6jp0tm6plZCOMj8a5oyx9Sq6TVrfP8T2pYfLqVD63D30/lb19D0q68MR2NpdTeeX2JuBYYzXmt1qUtz5irJkIfmVjziuh1T4iNvmhvHXyMlVRRz7Vy1/DJfafMY4/KllJAl6YU9K7ZYyFNpufvdjx6eBqVG+SnaGmv8AlcNL120hvn/s5N1yo5yap618RNfjuDatHI0b8Dbniuu+GHh/w9odvcvcsbyQHcZWPNUviF4s0Ky1ZLiBY3kVOIlAweBXlzzao01UWiZ7lLJaXtE4K8rddxND1520zbqG0Hqu4ZNH/CeGHfFEsbp0xjmvL9T+KD3mnypLYmJwx2Mg7VjaDrV7q04EFs4+b756Vf8Abr5VTo09C5cKwbdWvU/yR7E3iqS6jkZY9pTqwqHS/F1jIJJZ4v3g483PNYdnZmO1LTSHpucDjPtXL2esWy6hMjDEbvhV9Oa6qecVJO1SKsclTh+hGFqTbfkezeGdc0lJ5Z5YJAWHys33fx4p2qataXUkiW0eG7EcA1g65qljo/he0eSMiWQfKy9DXP6f44juLRImiUFGyJPavReKw7dozsvI8P8As7EL3nSv6m7qdlNayo0zhI2GTzXIalcIt49u8e5HOA/p71v+PNaW9gtnQlSwCqFrn7rTZNOtRc3D88AB+tctbF6txWiOrD4Z0VH2j1Zb0HRb3UvF2kaVbM8sV5KsTdyB6/pX6o+BfBtn4S8N6T4fs0CxW6KuR+GTXyT+xv8ACyLXLiTxfqEO+K3Oy13Djd6/zr7V0FWuNXULztFedUxDqQStZb2Pqsvo8sPaSWrO80nTiqoP+WSjFZvxN8XTfD/w0dVt9PfUxG3zwR8MV4ziuq0wBYAMYNJfpDJHsljWVDwVdQw/I18zUlKcmrn1tHkptSkrrseGeEv2vfAniS4Frey3GhXfQx30bKqn/fIAr0eTx5oV1bCWx1ayuy/3PJuEbP5Gqnij4b+Etft3GoaBp8isOqwKh/MCvnHx9+xrpfiJZbvw3rOo+G7zOY4YbqTyh/49/SqpU6qV3734HTVngqsrQvT/APJl+jPYfGXwx8NfEi1ceI9MtNR3dOASPxr5y+In7BOiawslx4a1WfT59p2w3fzx/QYxivL/ABJ8Of2gPg5cefZ319renRNndE5lLKPZq4vX/wBrX4o+G5m2X5K9GhuoVDIfQ8Givi6V1Tr07XPcy3LMeoSr5fiE+XdX1t3seXfGvwV4t+EetW/hTxRO01koMtrufcoBxyp9ORXE6J4lk0dbi1c5huF2qT/KtL4n/GLxT8YtYSbxH5dzOR5cTIAPLHtxXEtbiRls5ZP3g6H0PpXhxmqNXmirr+vxXQ/S8pxdWEVF6VPuTfVejGwrNd6tM8i/ukOBitPR76XS7tLiI4mt5A6H0NQQ3n9g+YtzH5isv60aCouoZ7l2ASRsAE9K+xxcIZjlka0VzV46z7pd35bWDCxjQxjws3pPm38/6sbN1rt94l8aJqerO1xcS3CvI3Ulc5rQ8P8A2Wx+IVpNc3axWqXAlZpT/CO1c3JObO93I2SpALVkapKb7WS7k+WuDX5/aUqj1O/ERpYfL3CMffukn2Vnf8j9BvEH7Ql947kh8JfDO3lvdWu1CSXuw7IVPBI9O/Oa9C8O+DfD/wCy18M9T8TazMLjxNcJme4lIMksp5Cp3/n0ryD9j7xhp3gPw+b67sINOKQmS4v5MbmUDOB+tV77xZqn7YfxqtbYBoPB+kPvZVOFZQcbj7kn9a7stxCinh6aba0v+fofneOy9t80rKktZd32/wCAe+fsnaHe6tHqPxI8SRl9e10/uVcf6mHkhR/30a+h72WWZTj0yAKxfDNhaWtnBBaosVtCnlxovRQOgromuILGCSSVlAUfMzHAUV9XTp2S8j4DFVvbVJStv+HZGHbaL/aF1vuVwin5VPf3rWmj+zptjHC8cVzXhv4gReNNcuYNIhM2k2/ytqP8Dv8A3V9e351qXXiizsfFNvoVwTHdXETSxM33XwQCB7811qrGMVr5HG8LV53Fx1Sv6Idb6HDLcSXDFi7c7SeBXBz65c6D8S38NanLuttVjFxplwTwrqAGjz7lv0r0mYC1hZlf5cbiT2FeMfF+4t/iF4U1CTQptvijw7It3b9myASMH0PWuKtFU0nDR3vbv3O/Bt1ZONRXi1a/bs/v/A7Txb44tvDdnBDfoXju5fspbPALYHP518AftXfCi5+E/iwX9iJJPCGp3H2iVAPljlzlvzLGvpP4hfECy+Jn7P8AB4qtpFjvNOuYGvIs4MciypnP4YrU+JUelfFX4OyiVo75JrASptwQJCn8+a5a3+1OcU9knH9T3sDJ5aqVdLVylGfytZ/ifm14k0N/C+uSAJst7mPzIecgqff65rlGvY/tUUCrsbPPvWzrXiS6ktV0q9G97ORkjkY5dVyflz6VxF9eZ1iI/dKsOa8OnVlT54weklqv67H3OMtKlh6lT4qctH62/Ox2VrNHNr1hAQUmR+WzwRg/1qfxVfJpXiGSNG+djl3I4/Cq2sWr6FJpuqXACidd8Zz1Az/hTZhJ441BZHCx5OFYD+dfT5DSrV6jxlOSbStbq7fl6noYyisLCpgY/E58yXk1/wAEiXWLhtSSa1+SRSrIfQgjB/OvV7rVtQkjTV/ElzJrniG5XdaWpbeIv9th7cflXjuuWk2k34gi6qMF6734eaDr1xfRaqsMksMSHdNMSRt9q+arYmVR1KqV5Su/IawaljY0cVJRhFqLb+Wi8u5r6TfaPcx251RpDNG5llhQ5WV8nhhjsP5V62vi7xl4ykh03TtSj8PeF1xEv2TiRx0Ixnjj2rgtL+Gtt/ZF3eb1ee5ZnR8/c5ql8J/FMmn+PINN1WZxa+YRKF52kdxX59jHOqp1KOsoaq/6H21SGGxlCWHqQSqKVtFvbT8UfVGl6Rovwj8L/bRppuYrr93eahL80oyD85OOmcV4l4fv9WvfDvifQ9H1CP7LazSAxs42shHVTn2NexXvjrXPippN54b8HeGGnsZAbeXUNQG2PA7jGfSvJvhX8LrLwP8AFh/DPie9a5LIwKxysqvIAcZxjPOK8/g+FeNSo8b8c3azd7+b3s0fM51Rozw1RYdWVNKTaXZ9vmdD+zfdWl34F8RjU3zNpodUZnAK5z0rn/2V/jAngfxvpVpdXPlWkiyIQx4yQQKrWNh/wiXxF8W6CzNHaXULmONTjqQR+leTfD23sn+I3hJdRkWCxMheWQnGAvPNfo8aVWNRK/XQ+VqRpewxNWKbUoxk/wDt4+pf21Piy15p+k+HYZiVu3+0OoPO0cDP1DVD+y/rmteGdB17xPfSfZdDtouG6Pcy4+RR6gNt6V86fErxI3xQ+M189pIHs4JBZ2zZ+XYnyg/kor0XQfEFzqNvbeFr7UYtK0TTplluLpnIRtpDZA9eKueIk8XzS1kjsweXThkUYRjaEm3JtX8/vsfYXwJs5NJ8P3uvaoR/a2uTNezSSHaEQklASemA2Kw/iZ+2db6BqEeg+EYo9S1Zm8ozOcxqf8B1zmvnT40ftNHX9Li8O+FJ5ItKVRB9oHyy3OBgsMdF+h7iqn7PP7OWrfEzVo9T1FprDRo23S3WSGk/2VP+etenUrzqJYeh958xhcuoUufMMwtbovy06+h9Wfs/6reat4se6hh/t7xDcPu1bXZRmC2QnmGI9yORwT92vqCS3CxFpCFzXL+BdF0TwPoVvpek2yW1tEoAVRyxx1Y9z9ata1r37mQGQJHtPXrn0rdt4WFt2fK4qvDGVeaKsl9/9eS2NJrm3ZcR7XTGOvJNZOq60kLeWcRkfdyeteKWXjDxHY6pf/a4wLJX/cbOSBzz0+lcrq/j7xDrM13IIpIkh4RWHzNXD9exD0VNmc8NCP2kfSug6mlxccuGHtXWRsN5bOBjAPavmX4Q+O7/AFLXv7HuoWt71YVmKv8A3SDX0hpY3RgP8wxkV6tGo61PmatbQ5qlKVCSjJbpNej2NiFQjHA4xke1StcFWiAPy9SQOtZnm+fcKEbAHBFam1BEq9ugNRJdzSL7E0ewyK/97ooqyVWGQEDk8k1BD+7VgcblGM06ZgyqgY888VzS3sbosLN5yg1LBhl55Gayobg8xhcbOvpWhaM7MAEOD3rGSsbxJbrT47hWBUc+1c9eaP8AZtwiQLn9K61c45qjqJQL82KdKpJOxM4Lc5CC3lT78hODmta1m5x0qpdTJHnuc9BVSaZoVLKcnrXbycyMeaxrX+oR+Wyk9PXvXMXeUjkc4aVjkcfpUgV7hA8sgY9RWDreo/Z5oXaYx+WclPajkcFdApKTszVht44CsjbVeTpn+taVtYWV5G25EfzFIb3rxfxd48urU/uXXym48xjgLXCQ/G27stV+y/bhkcAKeteNis1jg3Zq56uHy2eLV4s9t1b4K6a6z/Y4VgMzbm2itvwb8I7Xw+fMQZc/efua+fLn9pTUNMvPLguReSR8yLxgV6v8Mf2o9H8WTR2V1NFFcsQpC9jXHDNaOLtUlTcWuv8Awx2VcnxOGWkuZdr/AKHpP/Cv9L+1m4NsHlzksa6+ytYkhSMJgAYpbWZZlV0wUYZB9avCMbcjrXrzquSszxo00mVntAQdgrl/Fmix6npd5Y3Kb4biNoz+IIrsodwJ3U26s0ulIIBqadZ05JlypqSPyL+ONnP4F8XahpHkZaJ/vquVCHkfpiuSt5L3WJLaGCITWsg2mOTge+M196ftQfAnS9ZvE125uhYW33blwgOR6/pXxBrc2l+FfiAI9HuZLqwhUld/fqOmaxzT3p+1hs9fn1/E9zLqcatPle60IbjSJ7HzdNUMscaeY0Ma8DPIyfxrE1TXLrSdHj22CR7ZAom2fNjI717jpPjLw1H4Vvrm5tc6hMAo+UEsMc1n6jJ4f8QeH2iuEWK22GRFVBlSBkZPXqK+ejJz3R9A408KuXnueSL4yluL6OaT7RMTEFI2kADA74q6viTR9HaTVdQtI7xduxfPGSp68VSsfiBb6nPd2kWjqPsEZUsg+8o4DfpXgviDxFLJqV0Vnd4GcnYx4H4V008JaXM1Y58Tm3tqapw1seuah8Zt4mEADCVsqAP9WKzbz4jT3MckkWoLZSbeSrZL+3B4ryCa+WaERofJbPLDvVBrVVglfdI02flbPGK7PZxve1jx/rMrcr1PWdP+Klpbz26tGm9G3SXEn8RrkvH3iSz1K+kl0/J3jLv0zXnlxIWU7+lJ9skjRQOVXpTVPl2IlV5neRZuozNCvHNXdDspZI8rgbDnrg1St9YLHa0antWnY2c1xco6ZjUHPBxS1SszN2b5joYbO41RCJw7g9SfSls/DsPmttUb/wC9ntWzNMY7ddkyKp6jvXafCnwvpviC6kl1ebyrTOwLGfnY1nKVo3udFCPtJqMVds4OytrSOR4hD5yY5xzzU2k3CrdfZ44UjCknpz1r6Du/gjo1joMmoWbtZ7iSqT5yf514o3ha+XWp54EzbIcebjgmsoR5ru90dtalOnLknHlaJtWuks7NpIJBDPtwdvevP4ZMx3c0rPlAWHln+dbevzrayeS0gRV5eR6ZpHhyOS1lvWuN8cgIC5wPqa3v1MItU/ce7OY0W5kk1A3JKhFbq55rptY1uaaQSyH7RHjGAM1zkWi/Z9aEaTearOAMdM5rqdW8Da7Y6mthDbtcTzIsqrEM4UgEfzqHJc1rnXGl0sdj4qt5ta8H6dJpcCpJJH++28HAzXcfs0toF94L8ReHNSure21e+by4XuWChD8w7/UVB8PNFvhoSQXNqPNHD9zXO6p8MZdFur/ULgNFayMWGPlZTz0IrnlzVIuPbYxcHF3W59I+B/B2i+C5UWxddVCHy1vYXDKH6nBFa3xi+KGv+FbrTbHT9eFna3ERDxqeS2B7+9fM3wv+Oq/DPTbnR5WF7E8hMMcn3lP1rt/B9m/xS8fWd7r4ZrckMIS2FUZHHHavNrKdNybPssv+q1lF1Hqt7nqfiDwnc/EXwrB5GrKl2Uy22QE56+teMy/AHxVa6xJcWktzMJE2StOpUD6MeK9vW60LwB4ikknZo7HePK8lyRwBx1r3Dwx8StL+IWjziG0C+QdpwgHHY+9Z0a0qatLY9vHYbDVknSimj89dS03xJBeLop1e6+zrL88Cvlc17rN8JNQ0f4XjxNqDzPCi5CyIS3TP5V2vxC+DOhf8JJaakl41jPLMDKy8rjr0zweld58UNUN18PW0+0mD20KBI7c4y647iui9Oc1zv3fxPFjhZqajTTXmv0Pmf4WfETwRa+I7MazKUs2b57cDauc9TR8evjRJo/xYTXfAjxx2cMaxyQwniRMnIIHsa8J+M3w91DRYZNdjmhhiDZEMZPy/pVDwT4i0a+8JzC4nkk1lzjjoB+f1rrjS9n71N3i9GeRUlzVXTxF1Lp29T6e8E6f4X+O3iO3u73SU0Rnj+dUkXe8nGWPHHOa3vFHwh0PQdWWKbVWg09Bj9043Ie2TXzF8PfGV34b8SW3kD5/MBAdyB+Jr6eutTk8VWL2lxbx3Jkfe0sBz6cA968LHRnRqJ7p/M+iyak5VJRVSytbf/PsfNXima5t/H72FvqM95p8kgVZGO8EehxX1Po09zpem2UENytvZeWMQqcGsnwn8JXvre/aHSkWNGzFI6Zct+Nd1qfwPl1Tw1th1g2upsvGf+WZx3oxCWL5XH3Dry6t9Uq1adb94l21PPrnwzbax4oilc+aqvuIUZb869ytmtPC+lxSGPYuzJDMGZj9BXzLY+HvFfwl1yNLjWbfxELiTbug5Kc9+BXo3izXkt9JRbeS4/ta5TaWk+YRD0AzivIr4Nxqxpymml1TPcWKhiKSq0oNN6Wat/SOhsH1v4reITbfaGm0+F8JFglU59K+sPBnhXS/D+iiw+zeUxTLyDvXxl8L73xZ4V0iQafGIJrx9qXFwuCx55HBr16w8WazLJHaw+IYIbhObiK4blm9F46dK9bBwUW3JXsfC51iKkp+whJKK7d/Ox1fxH8d2mq3B0jTTIj2HzSMx2IQPcjHavAPileW3i7Qbq4hs40uYFKFchnf3yPrXbePr2SPUrb7XcQxQMf3qRgBpj6Z9Ov5188X3xUgPi7VbEqtiSNio/TbxzXrynzPnh0/pniwhyxXU+evFWnW+lNc5BPmIV2k/dJrA+GPilvD3iKOWYNLCp2hR0Fe6+OPBXh258N3OrJqMdxcKpJXdwTXg+g6PFJqEMH2jyd0u5t644z2rrlKNWm29mJXhK6PqnwzN/wAJDY3GpzsIrGIbuR8w9gK9i+DvxM8ByafNZWs0lzqsh2ytJEykegGR9K5PT/BOk6b8PIrrS7xrzzocNER0bHNeafCSG30f4gJa29q/2ySUuxk6f/qr5XA8katTy2/4J9JmdJ4vB0a9K93o+h+ivgGxtNU8KiyuIo4i4OGyORivEP2svgLdePvAvlaTGslxZEvGgHLdf8a9F+GviafXL6506VEDW4DB4egHPH6V6Xrl9a2yWsE0/lzTfLGNvLGvssDVlRkpxWq1t8v8j4TFRlGfK3dn5x/sq/BnWfD/AIqvrrWdDnRVjKlLiBlBGDnBIxX2P8FYdb01tTsTYNaaXJKTbiRxlRk9q9Kk8Im4haSW4ZSenlqM1xXjPxvZ/BWy+26rKbia4YLDb/xY+lc1ajPEzlOirX/QdOpy0/ZWuegW9q0lvNbSWzSRr1kbjJr4n/4KA7tP0DSWjneO4WQhQrfNjmvszw/4oj8UaDDfGYxRyruVV618yftQeHLTxJ4t0yzlHn24j3t5vbpXqZVVhKo6i6KX5HO2oS5pH5a+JPO/tANMWZ2QHLdTyayq9R/aM0GHw78QI7SBBHF9jR1C/wDXSQf0ry6mtjlqy55uXc9GufB51C0Se1Chn6r0rnte8B7OInJlA5GOK7ttWkktf+JeFUqMKrdayl0rUbi8865nILdVXpX6pXhCtL2ajfzPyTD4uvTbcp2S6dTzqw0Mfblt7gYfPQGuylgGn2flRSMvGM54pdZ0m20+ZriSRvO7BetUpvPuIYSI2EbfxGvGxTjBeygtj1ald4rlnfQr6bb2Vq8kt23myfwhulVIJE+2mRQCCcqgqbVtFkjVGZufTNaWj/YbK3CtBumznzDXPCcppLaxpKaUHUTcmytrd952nGORGDMeB6Vl2/h1ZI0d5djN0Ga3PEkE0UAvRF+4xwOtUNPkF1CsjOI1HXNKUnTqe+tRUZuNG9PRXN7QfF0vhWZLOdt0DD72c10tr4tF/cYVsJXB30dldYYfO69GqqtzcWNwjBSid6+2wufYr2ChOd7Hn1MBRxHv8tpPc9H1LUpbpikBYuB+FJZtcLEWnlhQehYHP61ylvr015IsNsw+bg+tdGyWdnZ7ZXBcj5s80LMLSdVPX1PLqYd0Iqm1v95vWdxaTqyL5XmEcAnjNSx2NoWJk8lJ8Y+U4/rXM+HRY298JpHMkS8gZrrSumXqi+VMtnAycCvcji3iYKTt5nk4iHsZ2Tdu/n2OJvrGW11NjErEZzjPFMn1ae3XkeUT2re1uRpAZ4oGz0+XvXB61qBl5AbKHkelfBYyH1epLlZ7mFTxKXMjWNxPdKXd8YqvJcx20MjyenesmPWkeHCvhscisPULq81CbYGzH2Ary3VS2Wp7FLBuUrPRGdqmofar522gqOBXa/C3RYtY1Ib4zJEnLbhxWZ4Z8ES61eCJl2KOWJr3nwT4OttBtRFbRlj1Zsda9zJsrq1KqrTWhhnea0cLh3Qpv3rG7p+lxBFjSFUUdABWwuhxzQ7ZANh4IotR5LhRgEdap6pey+cF3mKLsR3r9PUIQhZo/HJTqVZ2i7D7Hwjax3HmQBQi9q0LgWtqpUsFbuc1lx+IGERhjjKnoGH8VOt7OO9hZ7tyrk8LmndxjyULEzjVk+atJ2EvtSt5BGsYztOSapz+KBb7kt0USngDtUTaJfzNItqmUPAZqzptIltZIojGfMz80jV5yxFfm5eWy8z0KVLDvRu/9dTdbbd2azXwCyngKtRT2Oo2sB8g/Z4GGcnvXQ6MthqFusYQSunBbrU+qWp8oqZSYv7hGa78Rh1Xpt7eh5v1rkqclvv2+R5rbrLqF4VuWMgi5+foTWjpVvdaxqjJPNCkS8KoPOPzrrn8MibTWa2RTJ19Ca46y8K6yup7ooGi2vlia8qNJ0JxjZyuerHF0q8Z2kotLqdXdW9nYw7LYs869WWtTR5f7SjCtasgI5du9WtH8LtGzPKMu4GSelaTW6aTueRtwUcKvSvbpwq71LJdj5atiYSXJF80u5jal4PjvsXM3zNCMorHgVkafpN1rGrBZH8u2XnEXQmtoX17qmoeSsTC1YckV0ej6H/Z58x9sUZ+6tLkjKa5diXiquHptTd3bTyGQ+G4YVRjwy9SO9X7fS4JmE2wEjjOKvvBLLHmNNyjqahs1e83xRSrCyctu6V2Sq0aau7HixWJxDSV7so30EiSBURSnqTWTb+db6n5k8Z8voCpyKo+LNUeGRhBOzTx/ejXuPWrGg6/DDZh7+ZFUjKiSuWOIpV5tXasdyw9WlR52r30t1N7Up7aPT2kKYm6BvQV4Z4omdNU/wBb5jk8R9zXoupa4msyOIH3RDgGPpXG6ja6da6lFcCOW5uW+XjnH614mLWq9m7JH0GVc1GTdRatbWN7wf4gvNIt4nlKhAMCHGa3tS1wTbpRIrNIOY81yDLONzRRCJFHWU8k1oaV4ZgvIDdLJMbrHzDJ2j8M1hLGTV1KPzZ0ywsK75+bXsjjbzXJ9Q1w2ItJHjVt26McEfWu88O6SYyTcK5ST/VxOefpVjS9FgW48tGEU3+6Mmt2TSBYzw3dzKXMX+rjU9/WvnY1qFGpKtF80vPZH0s8JiMRSjQa9nC3R3bOJ8SaPb316Pttu4EDZWJRnBHfpWHFq9vJqa2rEWsSnlmH3hXUeLPEFzaw3k1jFDcXsnVS2Sv6V5x4gs2a0gvLiT9+RudY/wCHrxWv9q+9zxjoVTyeUF7OpPRbb3+49MuvFlpa5tkKi2wAsy/w1saTDN4gtxZzapFPp5+ZURxn8ea+apPE0Ot28trBeNBIvy7G61zNn4n8T+DbzfaSvNEGz1JBrjxmZSs5Qjz3+a+47MHkLk1FT5JLys2vU+g5fgxrHiDxjLNpt6WtrZwzQ56jP/1qTW9duLaS70uUNBJB8vme4qD9n/xx4q8c6tqEcLrYTzKMMemefarnjjw7rfgu6u7rV4F1F3b5pUHDfpXkfXp08O7w5ebse7TypVsVTjVnz8m17f0zl5vHduumwx6lEj+X1IH3qboV8PE1w6aZ8qHkRL1xXGa07eJ4Ta2FlIZc4LBcBa2/hrB/whfiSN74uscKbpJFzjtxXnYTMMZGnKkpvlfU+hxWW4KM1U5FddP+AdjpPgCbXJLiVAqNH8zeYe9UvEUGqQNFazKpgA25Tpiu20Txh4c1JbpodQ8qNny+04z7VuXNn4bv9DmaO/We5x+7TPIq4fV+XllK/exyVIYuMuaMbJbXPLn8E3k8JttOula3ZdzyL29RXM33gewmuo4AWEi8PJ616ra3Vj4Jgktxdo8s642yfw54rkY7j/iZSxq8dwj9GQZ61y1fZQ/hK/4nbQjiKt3Vdu1tDI1DwLpy2yxtKiv1UDvT57jTNI0aGxj8tLyRsAIvT3Jrox4LS8vBvvlFz2QngVj654JMM0sSTI1+i5jPUGuVYirTleMUl5HUsLSqRSqTcn5nKWbNp980d67TpJwqqeKLnwjDNHNJawFpBlh61HZ6dfJqCfbY/LOeWPTirWj+LZT4qnjhKmGIbTnoapYpfFP/AIJo8vvZU3+Og7XNK1XVPDpFvEzJCu0KeSDXNaL4P1izkt4bq3J8wAnd2zXrGn6hcrd/aTF5VpkbzjKtVP4jeOrczF9PA4XGSAMYrofs4fvoNpnLD287YacU4s0/DfhqxuI5hc3MfmWihlVuc9OB+dYvizSbbXZhD5m75txQVx2k/FINHNIlrmVfl3DkfjTvC+q6nrviyD7MplmuZFQRoM5BOMY/GuiOKVRxktW+hyf2S4cy2S2Z+m3wX0ODwv8ACnQreOJYCYdzKvfJPNeueB9NcyPcv/FwBXLeCdBmudK0iKSPYkNrGrJjGCFGa9X0q1S1jXC4ApVqnKpeZ30aaSjFbI1I/kjC9KzNb1i10e1M15PHbRA48yRgo/M1YuLjriuc8QW9rrVpJZXkC3NvIPmjkAIrzqdNydzuc4xsnsU5tZt9ZVfs15BPHnP7qVW/kavx2w8vewI9OK8T179nfQri8lu9I1vVfDk6jcfIu5HjHuVLAAV4X4/+IHxG+GNwtv4Y8eQeMmDhRZRwK0g57nFdE6s6SSlH7jpoYKGKl+4nf1Vvx1R9xyRiS2dV+QkYDYr5/wDin+yj4U8ceH9YNwNut3IaRdSmYAhgMjJx04rwTVP2wPjb4T0wtrHg/wApGXInaIAD/wAdr53+I37WnxI8dM8F7qs1laOcPDaDyzt7jIwa86tWpSXLNHtYLCYzDz5qNRR807nDeMPCdj4SfVNJvb9f7as7kxIsI3xyKCRkMOB0HfvXIXnh+WTS/tsRLPGcPzn8a7nV7v4ZXvg+cxya1H4oOGEl5lo2bBzyXPf2rC03xIh8PrprQIjRDiVesg9TXz9Z+z2P1nLWsx929n56fd+hxcklxfQhJE3oo+9jkVYn8uHT1MZwcYK+lbVmIYPNJIMbK2Tisqw0o6xEZlbbErEZPevvsj+s3hOmub2t4Py5bWfpZ6nNjqEY3jzXmldFHS7h7qzmZ/m2nFQ38LyKsqsVCMCa6Zba2srR40j2grkn1NUrHR5tUhukhTcFTc3sMivls1y+eWYuVOo1bo+ljepRlisBGnF80ktfVG+fHOs+KNOtdKhBjt8LEFiBBlPQCvt/9lf4J+L/AAHpZub69htLS92zNbxrmQjHALZ/TFfLf7Pvw/1/UfEFtqdjosd/b6e4P75tqbgeCePavv1figfA3g2fV/G0+n6XbqmIYLWTdI7DooGB6VOX0Y8/PJaI+Mzyu6NKOCwrTf2urv2XodjceLYfBdjPeancLa2UQLmSVsACvMtJ8Za1+0tqjwaeZtH8BW8myacgrJfEHouf4evbtXmFrpPij9rjXP7T1Lz9F+H9u+63hUlWuSORnGMjp3717Fr/AMQdE+A/hGNbgR29vAgitbSEANKw4AAr6JVFLWStA+FlReHkqcPerP52/wCD+R6X4m8VaL8FvCtvb2tuoYkQWNhAMtJIcBeBzjJGTXOePtJ8Sa58NrbXp3VfFelv9vgWIYwvJEfX0YflWH8G9HufG1yvxD8ZL5Ny6E2dhOcx2sePvYPGeTzjtXs+pXtpDamYyK1s6bt5PyspH/16U6arpuTsraLt5gq31PljSjzST96Xf+6vLv3OZ8NeNbfx/wDDkaxZuC11ZyK8eeUk2EEEdq+c7XxBeaN4RtPiDYK1zeaHd3Fjq9qvPn2wkIHHcgIKbonjVfgf8bNR8LXr7PDHiFjcWDk/KkhyNo9AcD86PgFdQaprfxH8HXg3JNfSThM/8s2Zycf99CvOlJ1qkF9rVfNWaPXp01h8PXUVeF4yX+F3TXyv96PDPjNr938MZtcm0Q/bPA/jeFbiLacrHIGyfoflHFdf4X3618JPD+peH9Wl0TVbmI2hZT+4kZMLiT0zjuR3rzb43K3wfh134c6tFJq3h+ST7TpF3yWtnJGVz6YXpnvW5+yX440nxH4N1b4a6uRHNeMZbSbOG75CnscsOlccLOs4d1b0d9j2Jc31JVGm+VpvzVrJtfdf0PBLjw61r8QLuDXYt0kRkeZCMBm2nBHtnFcNe6Kb3XFa3BZGb7i9cZr2T46aPqnhXxhOl8fOjEBSC6xhpFyfve/X8q8i0+/e3eN0JViPvA814soyp1pJ9ND7uH1bGZZQjJe9JuTa+SXyNzxI39sWttaPkvbJtVe4/wA5rD0ua70O68uVGWNhwMV1XgO5gl1qe4u0875cqG7mrfj7UrO/hhuLeJUlUFTHgAqe9fomE9hleWqpTbjWir+Uub/LsLF0Z5livrnMkttO0V19ehxOoahJdMXJJePvXd+HfizqMOkx277tkKeWMgkFMYwfesPwfFa6l4b1q1miU3JxJHIRyOVB/TNdjovibRvAvhu1uJ9Mg1O0YsjPtBYSDHXjpk1+bxrKVT2V7Xe/4noV8FWWHWcS9+Ki3bvry2fpu32Kllq3iDxFayWdhqH2XTn5dM4Jyc0WnhO+8IXlpq0jtJDJKYxIT1zjn9a5a48Xs015eWFqLaGc4WMnbsBr0nR/h/FJ4FGr6542t/MjQTWekpMWZmxnnP4U1hXKEoQtpe55/wDajpZpQxcvtuL/ACPbPgT+1TpnhvRbzTNfmeG4tZSsDRRljMpzxwPf9K8h+Jvjh9e8fapr9q81teJctNbxtwy4OcGvENQupbPXBdKcor7iucfrXTx3y3l4k+XMM2f9YxZuR3J6muSnh6dFRlTVnuevgOR4zFU6q0n7uu1nLobvxS+NX/CSa3Ya9pztbambZYLkKOjqAufxx+tYl5ay3eg2FzEV8xI+STg1yeq2areSxRW+2NX3NIe/tXTwXkTabbxqGDkjIPTA9K/Q8DgacqU8xxukYptLa58pgac1KeXPZ2ivkztPBvh/SNPvtDhudRGnTXQLXN3JyseTlf0rH1u4t7Ka80meZtSO793JDICpbPUnuK5vxJeNdxrI/wB3hRj0AxXa/BfX/BHhvXI7jxZZTajbMMbYT9z36iviqCbTnP4pM+rzivGM3hsO7Uaatyrd+fq7H0F+y3+yrF4gs4vFPisr9gUbobViMy4/kK+1ttppmnWyabEtvZxrsWOMYUY9K+c9L/aa+D/h/R449Mub6COMcRyuWX6YLVRg/am1f4hxpofw78NS6hdNJt+2XC4ijHqev8q+joVadJci/DufjWZYfF4qpztNQW19El/XU95f4rWmi+IL/TdVmjsI4Io5Y3kYKXVhk4z1Ndp4e8vxVax3mTNDJ8yFuMj1xXy3efDHU/Cfj/wdrvju/HiG41Ob7PcREYggcldi46HAz27V9aWGpW9gsUUSRwxquAiAAAe1dWHlUc5Krstu+p5eY0MLTpUnh7uUlq+l1o7dd9SzdeHbWfMY246MFHNYetaTp3h3Sb3U7qJFt7VNxOPm6gfzNblnqX+mPtGc9TXEftEahNYfC/U1QhRcyRQcdTmRDiumrW5Kcpx3R5mEw8a+Ip0pbNpfK+pw3w61q21b4+ancQjy45NHt5FXuMq9fSMerw28UfPHQfWvk74O6e8X7Qmv25BzZ6Zbw/TAcV9D3reWv3sjOPoa5MPzOm3LuzuzLl+sKMNlFJeltDcu/E2naPeW7XNyI5LuTyoowMlmJA/qK3W1aK3ha6mm8u1gUu7McDivmu31tfFn7Q0Omhy9j4esmkfnjzpARg/QpXSftEeOh4f8F2+kxTLBPrEwt92cYjGWZv8Ax3H41y1Kj5Zy6I6aOFU6lKlHeW/9emp7b4f8ZWXiDRdO1OJvs6aiMxRyH5mGB2/GujjG1cluAOnrXxn8I/jJD4p+JQh0+Fryys1Sw0m0XoEBIklI/wB0g/hX1TD40t5PFkPh6BftN4sXmXDJyIRx1+uRXBQxPtItvvY9PMcslg6qjFbrmt2X/AVvmdXZtHcRoVHyt2IrThXaoH4Vg6fr2nzatNpEU6vfQqJJY0/gUk4z+RrolwuMGiUubZnnKDhpJWGyNtGK4D4heJxpMDENtI713N23lwOx9M14J8TLh9UkkiaXZEcjcP4fepc3Ti5Lcyqa6HF+KPji2itu80O2MlR2rgtR/a7ubRZSkcLhB3PP868t8fXkt5rEmnQSxbwSvmM2FP44r568SfbV1p7NX3TeZ5atGcqTnpXzscXiqtR2nZFxjF2SR92eF/2urC60vT7q6CyNNP5M8e7aY/cA9R06V6p4v/4rTRY77S3EkciZj8s8k46E1+bviS/h0280jSLe6V1t4AX/AHCqwcsTgnqetfaf7Lniz/iTR2V9LIUYjaX5UV7azGVCuqM3eLX4k/V+aPNbU801qTVdU1g6fK7x2lo26YscBvYevauG8WeHdQtdUTW7MeZb79hVGBJ56V9Q/G/QbDSI57+28tZjGccYAz396+W/CPxJsdK1uSz1KCS5ti5LbTlV569a+MxkaksxlUTv/kfoOXNQwWkdPzZyPju31jTriK7spZLSWRQzKQcY6V658KvCN9rmgwX9hqtml/GwkmgCFSx69Sa8w+J3ii31fW5Li2mxZ7h5atxjj7pHpXdfCPxBYarDBbMktrd7gqy27FQfrgiu+VV0aXMo+7+hrb2kk5StJH6D/CLUr/UPC0C6htM0QCblPXFd/HJt615D8J459C0bypLjzkYgqWOTXq1jcJcRg9697Ay9phYS3PisbZYmfL3LLt0J4qSNwo5OaimXcu3PFNhYbSpPSuy2hyX1PK/2loIpvhfqxljaVAmdqDJ6V+WOsXunWutfaLhtvmHy1iJxx6/rX61/F7TZNV8E6lbxH53iYDNfi18Wop/DfiW+stQtJo7uNzgTEjjPaumdFVaMX2ubUcROleMe9zvPEXxD0PRNIe3sIGklC8ljxn8q84vPjBcR6HIto7RT8qwbkMp4xXmt/wCI7psqwAQ8bev61DDdR3S4ZgPauVU4xVkhzqyqSvJnTeC/GEul6hK85MsE+RMB1IPauV1hYrjUp/IBWBmyue1TtDJYFGXaUmBPHXj1qqy+YzHncexocnblZMUr3RH5KxruDZ9qjkmKzKMkIeoprSSQsBjIqJ43LbyePSsyxl95bSFFAZQeDUX2PdGCMBc496juI2L/AC5xUkO5VG/g5707FXI1txDknj0rXsNaa1X5k3HGKzZpNzYAyBVqGFJYxvk8tqnfcrQuJ4maO6jd4/kVq7rQfGgtNVimQhIJcLhDyOledGzQSKoO8HvXV6H4JkM8E8kmFBDKgNZuMWy41JQd47n1/ffFrw+fB1vZ3kRWWOHDSdWYY9q4TSdYuvE9rLZafDbx2krZjcjay/ma4XXrS2uLGFoi3mqQHGeMV7V8J9G0q4NpNFaPdYjAYD5QG49K4avLho81z3sHVqY6apyevmebeJPgKdb0maW4hkM8ZLs8SHH41w/ibQ/7I8K29t5CwyBsbs/MQM19ueJI30u2awuStpa3Ue5GXqfbNfH3jbTfP8aXMVy8kFigym8khvpU05VHs9N/kepWjhlKzj76VrrqeWfYriHZLHFK0QYfvth2rz619Z/A/wAWaQ1uk81s01+LfyGnK8AYA449q8h8PeZrXhWXTFh2T+d+6TYMnp19a7LwroOp+E9PuLC+gMVxKA2FJVgv+TWNR+0TsrWOzCYb2co82t1/VzvzrWn+CfF1yU0hZrS6QtBM0gKRH1asSfxlp+txaxp+r2811dTxMLS5tmAjT0G7BHp3r0CT4e+H/GPg22s7HVftOoTL81s52sr+hIOa81m1qTwhqWmeENYs4YLWCcxXEywLuKZwcNjJqoqTi5NlxUITjGKutttfQ5HVvg+Na8NWt5cWgtrtmIilTqxzx9au2OkeJvA9vYaRdwfZrm4GYb1/u7eMZOfevbNe8QeENPs7XTrHUTcPFiSJbg7WUZ5AGTnvXNfFzUIvGWjS6nZM721nbCJFclRuxzjH0rOMnN8r+H+thVow504x5Zrf/MwviRo/9h6Da+XrK6pftiScRzLIkZ9AR+FaPgXxRrlrptjMmqRm0nkCSpGeU+vPPWvNvAfg/WvidH/Z1gotZYQTI2eHX/Guo8D+Gb3wj4wuP7SgdLG1TiFiSrY/iwaxnGLTT6Hu4STqfC7K33nq3xK1DUtYm022tJlS3kx5kgBBaux8L6GkUMk8sbXTtF5f74EKvHUZ614z4L+MFh428dLplyqwW0chVQBgjBr608T6Xps/gWOa0naKVlEaFVGf51yyi1NQejOunVhe8b8r0+Z8FfHC8W+stc0iUKkqMSiLyPzrxL9n2x0658WGw1KPJdgvJ4HNfUfi34Q6hcalqUVs6Xc9yCzNJyynHavnT4b+HLjwT8ZBY6rEu2SbyxIfu7s+tevRt7OcU/M+bzSM/rdGq4K17X7n0xqHwN0Ka/QNHtRVDBh1wRmrPgvw3qWg+JIRp07Npts3EMpwW+metd3q+nzeGYYZZZkuopQuJFOfLBHc1r+EYIbyS7vCySRxDbG20VjXqRUE5vQ7eSlKLjJWb6hpvxhu9K1a5sLpUnkz8ixjG361JrXxGIu7OCGCWSaeUIFjU5bJA5rB0Xw/Yan46kvVjffna5J+Xt2r0rVdN8PeG7u2vL2YxAuAiRoC7NngD9K86pBW5l0Inh40U/Yt2fnuZPxM+Fdz4M0VPEVlaRu8iCWbfOgMZIyAoPJNYHgf4f8Ai6+8QafNH5Ra4w8qsN3lr6nmuoWzv/jR8Ql0y4Nzb6VYhW8pZWO84GCRn0r6e0bwzbeFdDEEUcZuCuHmx8x/GlChDEKLirJbvueTUzCvRg6bldv8F2PEfG+jtbrNptpczSa35fyXUC7Y4AB2yOvTv2r5X/aG1GHTvD8LN4oW71uCQCSOJwGXnp9a+1tcWQzXUMMR84gt5m3gD61+Yv7S/wAO9T0Hx/PfMrNb30hZHBPJ/wAivcwlL95Jdlp+p42I5KUFyvU9J8K+LrbX/DiWOq6lcxz7f3NwcswyOR0+lccfhTZ3en6mt9qwbyg06SocyBfQntzWH4NvrqNLeyggWSV02h5eAh9c17B4U8J3nheG7sp4YNat7yEyXDLy4zxgHH0rzHWdC9OO7Z6qw0sRRU+i3PnT4Z6l4cttYktNXa71Sw8wstvHnnB4ycGvfP7E8PeLljmj0iCJYVwmBsKjsDmvM/Bvw4a4+MD2q6c2nWLsSivnOM8V9Oan8DbuSG3EF1HHHjkxnBYehp4mb9qnB2OrCYWPs5RqLXb5HIaX4+0rwjoIsm1GKQRtg2anAA74bpmvKLnx1Nq3j5L/AE+Am0iOFWKVS/0Jr2DUP2XYLy6Et5Nstu/l9z61xmj/ALPkfhXxqHtrpzZO+QzE4PHpRRp01zVF8TQ8XGvH93Tvyx1Pp79n3xpeQ6xcRajZx2UNwiiIqwLt1619NaPq9lfXQtzGsghGRJIPun618r/DKbQNB1ZRd3LXN8hzGjHAUenWvQvE3xy8M6FDIkdxFDcMNpSN8kn39KIynB21R4FX2dWTk1qz6KbElurQbWweX618s/FrwzqXxG+LUUS20ptLVAvmsf3fbJ+tZml/HvWPD7D+0hIdJkUsjQnOBjjJrT8J/HB5Gu2W1bybglo5JRnNa/2pRw1KfPLR6fI3w+XYms37GKd9me5eF/CNho+n2trDPnyk5A5Ga8A/aQt3vNYmVAqose3z16jgV6V4b+I10ugy6k+mNCikgyuTtb6V88+OPHn9ueJbk3kn2eCUnaDXfg8bSp0ZVorRqydtzz6+DrU6rpy1tufDP7S9mtl4+tI1lab/AIl6Es3X/Wy15NXtP7WElvL8RdOa2bfH/ZUfzYxk+dNXi1ehCXNFSXU8eunGrJM9LW7g0VXjuxiQ/dZKx77xi/nYQkjtUtzZzLKftjqcnjNcvre1br5AAB6d6+8niqt7Xsfl+Fw9KpK8tX+BvXk11dWX2snK+jdap2eqT+ZGCdwHRRzVnTdXhk0vyZ03HoCDVeyuodN1ATQKsh6DcMgfhXJOSdS/MdEYtKUHDbY1rW1/4STUBb7/ACXxxurbuPBM/h+0+0bVuR1YjqKwbG6ePVBfkbpc5+QYFdifGTXdu8DRYEilefpW0XBU1Ze8eRipYiEoqj8HVGHfao2rac0JQCELg5rk7fw6lxa8ysozxg0y4vr7S7ie1nBSF2JVmHGM1uaC8V4gth9Q9NSWKdp7o9GMJYOm5U3o9dDIu9PFjHFCrYYnrU/2qONTFdEOCtWfFGkXEYSSEGQp1xXJCG4mug027ZnHzdqdOFWL9nFM66MY4impuX+Zt6bfNprvJbpvjz94jkUt5q0ly24nOe3Wu08O+C01bSwsSM7sPvL0rSsPh1b6XdH7Ym1iON3SvSlleLqyWlo93seTUzLCU5y5viX3nGeHbHUbyTzFjP2fo1esSQ6fP4cW2d1WVR8oXsaxFsY9H81bZXkD9MHisttL1RsS2o3PnJjY19Hgqaw0HRUXK+//AADxsVUWOmp83Kk9P+CVtT1ufw6fs8bM7EcYHFR2OhR6haSXdyrRzSH5V7Gu00HwHNrkyXN8uxsco1dNqGi6fokMYuAP3f3RXRLLKkoueIaUel+hx1M0o0WqVHWfVo8ftfBMfzNcxFVPQiuv0T4b6d5Ec7ZBPRT3rckmk1y8itrW2zExwCFr0S68H3MOl23lxI7IvK+lduBynDcjqxje210ebj86rQUYznyuXmcETpvhry4Y4EDN1PU1paHqV9cX2xF2wt90hTirkfg+BdSS61ErledueK6O3utM06bL7Ykb7qpXqUY1Iu0nZdEjwMRiqco2inOTWr/yMy8spbSYyyOqnruB61j3Vjd+IIyFl2op4x1rrdZs1urY3NriXAysbVFojRWluPtARZW5O3tWrwvtH+8OCniXGn7SKvJHNWHh69aNbdCSFPLsMYrsdB0rTcC3kZZrhfvVYk1COCPcqB9xwFU1FDpZ+3GWMeWZF+baK6KMfZytHU5K+KqV4vnfL6dzbk0+GOEiKNSegxWE/hVWkZ5jvZ+APStu1s5bWHIdsd95q5DdQy5K4Yjqa7qkKdT+JuePGvUo35Hc4TT/AAZNpLSJaZRMlue9Zl5p/iF7sIQqxbvvMe351397qYslkkcjI6Ka4O88cPJeMGGEAOQK8HEzoULRUmvJHvYSti8RJz5VLzZt6bplzYq73V5n+6orrbO1LW8ZDB+M5rz7Tbq91mH/AEUrOu7lm6gV6PY/6PawIcLhefrXpYGoqkPhdjy8wjOHxNc3Yi1C+ls4RtgaVjwFWs63a8ukBurXYxfhV54rZlmRcyO48teTisxvHdtBITDE0jL0BXrXZV5Yv3mefRU5K1Ond9y/dGDT1VpotinAG3rTryOS/t4yjKkfBBzXMX3iuPUmklv22t/BbqMH8afo/iK+1CNbW2sgySHaMjkfpXlvERTd2d6wVSy5VqupvXfiy00+YWzMzSqnKqcj61x2tapcrcS3Ntc7YDyFHy5/Os6Pw7PJ4xzNcOhizvUEnj0rVv10LxDdW9tHdSW91BJmSPb8pHHXn2r43H49Koox0fr+J+g5TlN6blN3irNtrZ9V/wAE5vR/ixoza1FHdOYbmF9rtjNdZqeq+ENfvnAux5zD5Tghf5VwviL4L2NrqE+q2upW7ozbmEh2lfwqx4b8N6bBOhdlYFseYelc1PHY11FHnil+J60styylRdSMJuVtLbX9TO8XzX3hFgtlcxJA3zYVhkj86teF/Buq67JHqVvcO8My5ZJD0+lbvxE+HKXdnGbeBrmV8eXsYmrXw1tNc0dn0vUmW2g/5ZDvj0rqxGL9m1d37anHh8P7alpGz66atf11Mefw/cW2sR2siSXHOSw5ArqdNl12zaRLG2WOAfekkHatzU762stUS2SRS2PmYDmrMl5JeWEtvYvuOMHPevOrZnKs+U9COUeziqk/kZul69pVvLvu7mGOVP8AWMTkk+1ef6148GpeKobWzeSS2En7xsEDbim+IvBtvpN3Jql35iRgbmQklc1j6Frmg6rqgsNPYNcS5AkIA5x0rwcXUUpx552XZH0eW0moTjRp88u70t6Evjx9L0G6fVIHVBgkgHlzXm1n42m1K+5i8yGU4IParfiLwzrV5rl7a3yM8MLkJycMM9q2vDXg5YbBBMscR3c7uDivKqUsZUf7qLsfSYaWXUtcVNN9mZGofCrUPPGs6QqXEcnzGJmGR61g6jZ6o0fkmwlVgfmAUmvpqztbLS9LhTcpRkAG05NbWjroaSKk1qXO3IMkY5Ne5QUYRSm3zdbHzuMqSlVlVpRXItrng3wj1K88I6gj3EUkTOAEVRzmvcL7xZr/AImmiW70yKSxjX5OzE+pyajvrXStPvGmSwVp5Pusf4T9KzbW7vF8Rxq0r+Sw4XOD9K9GsqDlzTbeh4KxGJm700ou+pt6DaMVWzFpaokkoZ41X5uo75p/xL8IaffWM2n2SQwSSIDJIvUcVoaleWWhqLi4Q2szttAPXniuZ8UfbdWkg0rRmQ3NwNzT7skL6E/jXmVKlJLmUV6HqUViJtU+Zq/Wx5t/wrWz8I6fBqEFzDeSZ/1OfvfrXnvjm18U6nqDalp8kdtFGnEUbYP5Zr3zWvh/pngjQo5dXvmu9UmHyQox2r79a8ws9KuE1pbqcSXGn7uccAV5svY11yyhb0PYjUxGFlzqpzWXXqeLf294ne4EdzDcXD5x8yk11dr4s8S+GZI5ruzkhjwCEKH86+uPCfhfRrrSYFW3tzcMNxkeME/nVXxT4LtNU1CK3vRBtOBtwMkdquWX0IPlhJ6gs9ruKlKmrLp3PA/CPiDU/Ft1lLfM0hwXzitqK8mttaksdRLRrFkHJw2a9F8TafaeA9NVrKwiiC8iVRjn64ryfVLmbx9qyyxYjuMje6dCazp4GHMoxl8/+AaTzmSTlOnZPp2+Zc1X4f6pru+6FwbawydkzdG46CvJdWtbfwrqM6/a2fJ57ZNfV+v68lr4O0vTdRhS3toP+eY5Y4PNeNeKPhbp/jzR9X1rTBP59nn90Rx35PPtWdfBKV401f8AM2wmcuLi6stO1tLfmclY/GQaDoMlhHtuBOPmLgnZ9K4+TxJNrEEscaNJIx4YVDp/ww1vUJJwlsSIhkle9dZ8NPhP4m13xFb2FjYyJM55Z14A9a544OtJJTWh7UsdhrydNq7GfDzwtdalDLCis93K4VYVGWP4V+in7Kf7NNp4MtItf1XTcaxcqNkMuGMXuPQ8/pXQ/Af9lnQ/ANna6ld2y3euMoaSaRchT7CvZfGHip/A9tbNFCGeRXdHbodgBK/U5wK7+Wng4uS1ZywdXGTVKOzO+0vTls7dQFw1XtpjGCag0XWIda0ez1C3IaO4iVuOgOOR+ByKdIzOxwpzXBzOo7svkVP3SK4YYJrIvLhcEL1PGauXU25SOh6YrJVWknfHzFRwvv6V3Uoq12c030RNDYwS2sgnQNGy7X3cZFUtN0jwfo4Jtl0q2f18xA36muK1b4wP4dmntdd8J6tBZglDPaxmQFc9eSK4S48RfAfxRdMt3ql3Y3LHmO5vHtyD9A1cVSupSuj1qWFnCFp3t5Wa/M9s1ZvD+oskE81hcpJxtaVCo+vNeR/FL9mH4efESw2xW2l2F0zgtdROu8D25qtH8DfhJ4mTdp3ii8Ct0+z6xM3/ALMKztQ/Yp8N3isbDxt4ljLfdC38rD/0ZWc26kbNJm9Bww9RTjNxa8v+CeTeOv8Agnj4VbT5J9G8VR2WxMu97KjIPfgCvj3xZ8B9c8KrPdQzQX+mLKyQXUbBfOAHLBSc46/lX2R8ZP2Pr3wZ4B1PU7Pxvrl40S4+y3F3JiQYPGN5z06V89fD/wCGuuat4F1XW5NSe7trRjALaa4Z2gHBztP3Rk9vWvAx0owvHls7X8j9R4f9pUjDEVK/NTcuXazX9dOh8z6lNNbxyRbSrNkD29q7jS/h/fWfheC6klVY2TeFJ5PJrnvGFoYbqdW4kRjkf1qR/Hmr3mnwWMKGVlG3I6AV91wXmeGw1SdPEJtySUUu99UdubYf2OIdRyvb8jOvtUS33Rsck8VqeF9SNpJKmSqTKFb6ZFT6H4X0fWLOVtRumt9U6xrj5SffmsuaH7Hqhtl4ZRg1jxrhcQ6tOrVS5GtLdPJ9md+Q4idOUqsvRLrZo9Bm8aWfhG5dYoGv4VXKxFiAT74xXT/Bb4Q+OvjBqUHiKewa78OQ3G9bO6mCI/XgBiOK8mjWK8LNKchThh3xXqV58bbTwv4Vgs/DfibU4tQhQKLZUxBH6/x/0r4jByjFL2up4efUZSxcvqiSUn+H9dT7X8ZfHbTvgj4G8rWdOtbG+VPLstJsXDE8YGQCcDpXk/wq+Hev/GjxInxB8fhksEbdp2luMADPBI9P8a8J+C95pPjLxovi34l6xHc6dCPMQTTEsXGTgoeMdOK+ktS/aQ1Px5J/Zvwt8Ove2cQER1O4TZBEBxxgEV9HSrKs+eey2X6s+BxWH+pp06C957y2S8l+p7V4i8TWuneHNTtbmaO1SW1ljTewUZKEDGfesj4P+Mrfx18L4be7m85kMlnMN38KsVU/kBXgXibw9eeHrH/hJfE99deKb6Fg1xZxsUgiTPJCg4bHJ5A6VgfBL4tWNnrmv6bp0ymwuZBeRAfw56qP++qU6j+tRurJpr9UGHoRlllZQd5Ramn6aPz6p/IrftCaXe2iN4e1WVg9jJ9q0LWJOMqpz5TN6jbx061xv7NnxgvbH41wXuqSRxm+hWznkJwvG0bjz7V7V8WtR0Tx/wCE7nTtcm8tGI8m4xzFISApz6ZxXxndaPdeBfFQt9SQt9nk3B1Y/vY+xB9xg152KjLC1YzjsrHvZO6eY0amHqK0pJr9dPnY+oPjuo8bN41tPsSapa2rC5imhIaWFvl+YeqnHYetfGml6tfaLqUd5YzSW13bvujkXhlIr6I+E/xG0rw3441Vo72SfTb+DahnO/b1ypyf85rwzxvdWreOtVlsgv2d53dFAAHLE8CvPlZxUovW7/M9yKca/spR91whr391L9C141+J2u+Pmhk1u5NxLbReWrt369fzrlY5AtnGerVLYwf2lcmJuA7c4rRk0mC31CCF5cQKw3H2r2sJlVbGYaWKir+8o+ndv5GkG6LjGGkUn+Zr+BdUj8PteapcIGWCMhFPdjx/WuY1vXn1W4Lovk+YMso7nua2NYu7XyHhiG2PdlV7txXNtGkOZJCA7Hp6CuDGYypUnVp814XVvSOit+J62MbpYejQpuySfN6yd3f8Ekb3hu+jt/Ptt2JZYj0qnp7S3eg3Wmybiok3pn1qho88T6osiH5uma1rKR77WhYQqBcyNtUdM14vs43bfk/uFHG1KtGhGOsbzp6dVNL9SDT45JlktZzlSMD2FaegXMPhi6u7S+sPtiXUYFpcSZzH15H5ionjFnqgjlO24jbY610y6tpU2nyaZqsTC5RlaymUd89D7cCu1RjGTXNuro8t0qlXDUa0YPmpz5ZLsr/5mQuhx6sLhZJPKKrlXPQH3rQkaxsfh/BcGP8A09bhQJO4XK1J4it18O6w9oJVeO4gVz9SoNYd8BdaNBbF9qht316VlgaTxdejSirpyXzXY+5xEYYVYqq176g1btJPR/iatlqkeoRuWCInU7u9VI8SXUhjGI87UFcgrXkN8kAJCN0NdjpSKs0Uechefxr7riLNOfDQy6EeXleq7JbL0Pnckl9ZrSxM1rHS/dsXxQIrazjiPEjL0qr4VWe8vLawsrN7maWRVYgZIBPJH4Vf8QrFJIJJzhVGK1vhv4L1rxLqol0XUUsEBAaWNjvWvhaceZWMc1qfU6zrc3yPoz4O/si6P4plfW/E2vxx6TE5UWLSKshIPIYntxX1jo/iH4X/AAx0mLTdN1LS7COP/lnDKpbj6HNfF63Vv8I9Vm0rxFfXV7b3UCyxXBmYKZMDORn1NdP8N/iD8KJDM3iPw+l/4kSTZDb2n73zvTGcetd2FrunFR6rdnxWc01isU5x5nCXvRS7Pp8npqet/tKfG7wn4q+HjJot5cXWp6dcx3aPDbSbBsz1bGB+db+pfEZta8N+CfFlrJJFaz3CQTL0yNuOfxri7nWtX+Jug6v4c8OeGdL8Maa8RiuvtVuiToGBwPu9SM9+1cp8H9bGt/s++K9Av5D/AGj4Xulnx3CrIh4/OtlWeJk2no/LqiKuDhl8IU5R95We99JryVuq9D7c1jXLTw14VvdYlGYbaNpWB74GRXk37RXiyTWPhn4EikVYbvWdRjkMaf3Qxx+iisj4lfEKHxd8DvB8drLtn8QPbwbF6upAD/zFc1+0tqh/4WR8I/Ddl8v2P59reoikI/XFaV6kpc38qS+9s4MvwlOmqTkvfcpO/ZRj/n+R0fwouGb9qD4hIcbY1CfkXr2jxLrCafZyzMwRYkZzk8cA4/XFfKf7M/iS+1L49ePZ9WYfb5ZJPMwMcgt/jWl+1p8VptBt7Pw/Yzbbm4BluCrconPB/HFdNOu6eFlUt3MKuWvE5tTwl9Go3a7W1Z2H7L2n3mtar4t8UahF5d3q+pOnXOFVsjHt81eOftbeOF8W/Fm10VL1odM00eS7oc7WIycfnXrvwz+Ilj4P/Zwt/EZkSGRbcsMnmSYqMD6k4r4nuvEA1jxFNqN/MWeecyyyMc9Tn9AcV42Kqyjh4x+09f6+Z9dkWAp1szrV1pSg2l6f52Ps74GyeHfgv8Lbvxjbxtea7fN9isI2XLNKQAMDHq4zXrFjrc/wP+HC6lfg6l8QPFEm+KDq5ZslVx/dVePwrx74HR6Xqyjx1rzG18BeGYSmlRS8CeUA5kI6Fj8nr0r174O6DffFrxfP8SfEmYo1Yx6NZN0iiBwHx2JwD+Nc+Hi1CMb6/wBXf+RxZtWhUxNWq17rev8A7bH5bs9l+Dfgmbwb4Z+06tKbrxBqDeffXDdWc44HsK9CSU8Z5rNhkG1AX3bR3qSe4aKNmB+bqRXoKmorlR8pUqyqzc5bsZ4kuNmnyDOBt5I614L49k2+HtRu41ZSqEDg5x6133jXx2NJ0+5ZhuMaFsetfNGmftIaR468SX/h+SJraTy2VSxwjMOK48RWpwSg3qTHD1ayc4K6R4aug2vjDUL6G81eLTI1DMHkBLEgE4wOa858O+GI4fFEcbXB2pcHy7wDIyG4Y+1dF4w0W6ufGF3p9tbzyXyMSFtclmX29q0/AniS10e11PSF05W1d0ZfNvEGIux4Oef8K8TD0XGmouNtXdkQmoy5m/kVNQ8I694i8cz3ToNUmkUSJMoADoBjIH4H8q+pPgFp82ntZJd2rw+ZjadvA+teA+B9eu/CfjNU1lZLVQmFBJxsPPHtmvq/4a+OLC8KuTGYlP7vgZrzas4xxUVPRo7IVOa7Tvc6v4zeG11DwvKy2/nNswQvpXwY/g1xr10RbPGGkbayjGRn0r9PJoYda0xVVQ6SDkV4/wCMfg3bSX5uUiVW6KqqAMV3ZlQm5rEUtup9DleMjTg6FT5HwB4s+EOo3lwtzCzxw9wwPPvXX/CXQLrQ7+3iy0gTA5FfYN98OVudHeF7RWMa/JtXnrWd4f8AgbLPNBPa22zd98kY215E8VX9l7CEbtnrRlRlJ1JOx6l4Dt2TQ7YvwSoP14rttK1IRyBCcCqei+HpdOsorZl4jULn1rSh0kK+D0r6vB06mHw8Kf3nx1aUKlSUjo4WV4wfWomXDEjisy81aDS1VHkVB0GTT7LVVulBUhlPQivSjJX5b6nFJaXMP4gNM/hnUFibEgiJUj1r8+vjp8LZPiBYaJfanaxDUWn+zNLjbuU4AY/TJr75+J2rx6P4U1S7lkESRQsxY9BX5y658Sr7xsyK2sJHLY3BMFmP+Wi8fMf89q+iyzn9tFcqcL2d/PQ8zFW9lKfM1JLSx4P+0J8FdD+F9lZCxvnub52xPFuG1fcDFeATIY5Nycc19L/tJ3DX0dgWsZGlIG67YnBOOmP89K+cbqF4WzjitM8o0sPiuSkrKy8tSMrrSxGHU5vUgj1R93z8H+dTtMxw6Nkd6qXFuxjD7cjFUVme3Y4PFfOOKep6yk0dELdZYVcfM3dcVWuYWX5h+VN03WLjSWQzRKUc7gGHWp5b4X0jyeVjJ4C8YrJxaNIyuUpMJy6/NVGeT7R0O3bWhfWJjdJS/wC7br7VlTTN5m0jgdKEXe6IpJ2TGDz0pI5pePm6054/lyevpTRC5xwaB9C/Yv5l5CssmyNmAJ9s16JHMwuES3mzDGAA6ng15Yw28M3Patrw3qF4t9FaQyKVkblW6VnJdTSE+V6Ht+p3aW2j25gQyOceZtBJ969k+CfxFWz26fZoRbNHkGRSCG75P1zXgsmqSmO3jjTB4BIr6BubGz8O+AtH/s+3UXrp5rTHgsT29+tc9anTqU3Gp1PVwMJ+1jyK7Oz17xLpHiPS2a6mN7c274UgECLpmvEviMNN1yGMxq0skL4MqjkCup+HPiSbwjo+pzXcFrqkmoElY5lGUzxnoa0dQ0PQLzTxewq0VzNjOw4Quf4cenWsKThG0Volse9V9o5NzitdSr4J8L/8IfHaauri4gmUMrIM4Yc4Pp2rrtcSfxVol14haH7OkfyNKevfn9K8/wD7U1TSLO78OxDYPNWRoDyVGRyD26V6x4Bni8deG5PDFmrSSpIodI+d2c53Gsaq5WrHp5ZUlKM5tLT5aHEfD/xRY+HfGyLqIklhCDM0PO45r0H4t+CvDPiS5tPFEFhNbNcL5e6ZgVduPmAxW58TPhPoHwwubOZIlJSECZS2S0hzj+Yrg/GvxInvvCVwtxCkS2EX7tFUBUGOv14rP307R3krG9CNHlVXEJ8qd07nmHjv4U6xfeNND1PTUjk8vG6PzVHyDPXmvUvFnjLTL/wq/hqSyS0WRMbgp/1mO5+tdTovw7e++HuneIPte+S5QOghO4kZxzWT46+Heo6VoLavLp3+iyRZXzBhmbHUVywU5cqSu0ezWp4KUpYlz37+h5T8DbXxHaeMH0q3DSc4FxbjouelbvxR8PeJdP8AicunalP9ntrlVMf+1jsfzrM+DPxGXwfrLxXRa2unc/MOregzXP8AxU8deLPFnxJEsbtOts2Yyq7gq57n8K7HFe0kmrSseJhq06dL2js4J79fmHjb4U6v4I1iz1vVj58N18tv9jYI4ODg859K+k/gvpvie/8Ah3Hd6rqYOz/Uqx3HaAPTvXyV8XvH3iPVH0S4lmlMNn8vlNwoPNeqfCb47G88PjTpCYXj+UYcgVyVW1TUqquGFnOtialFSVvzO+1DUZv+EsAtpHZOk0rsMehrzzWf2ckuPiZBrNreNc2Fw6zGBT/q3zkn+VdBb3Vtq/jCCxmkaJLkj51bA+tejeO9E1T4Z29t/Zl1HqMFwu5JAMt9M1ODqyqX5VZWNalKcXCnNaJ7vuc7fSXPi64vdA060XbpSq0ouQR52AOFPHrW34U1rSdI04rdB0ndtrQW4OxPfPNeex32v332q5eN7R34aRCV3D6ijw3ez297BZSQSzxyzqsr9flyMn+dawbrTUEvdR5tZVPbTrTd0ux9LeC/CsX2pNaGn/aopB+7UkbTjuR1rQn8G/8ACWam1xqNvFC0cnmQQtwEPbAzT/B3xC0fStatPDaztar5amPzBnHA7k+9anxE8TzeGNQijjshdySDdHLuxj9KuVNunJJ20u/Q8ypjZRlycttNDtfh54Bh8LyXN0BCHuDud4xgk1vXkiw3MmJ2YMPunoK8f8B+ItY1XXLb+2L/AOxWgJIgB6nNetSeGbhbxLhLj7Ra4yVbgmsKFWE04QVrHNUpqmrud7nLalcQSrOzK00C5Eiqp3H6V88fGj4enxFDBPDbGSMPiNGX7g/zmvpbWPtWnu0kECJCT83H/wBauM16a7vr4WUMKCEjc24VeJxUMPHmlq/I7MLhvb2Pj7U/hLp+q6LeaTYSLbap1d9wwOtYvhfxX4o+EMfkW9xa31szbHWYFvy5r6U1j4OaXpGoXusXM80a3SneyMQIz+deS+JvhhZ6zZXltp1wzsPmWeToD781nRUK8FLdefQ92S9zkSsl93keceKvidqS6k19aafHDczHJugPmX6HpXqPwN8c3+vRyrqWrG78w4RW5ZT+FeHQ+C/Eusa9H4f3PqDfdDW6YH0yOtfTHw1/Zt1fwfZR3IBjuCN5jAywPvXL7OUpOC1/E1jL4XJ8v4Hpmi3KfPa3sHnfNhWbgEV5v8a9aggsXs/D8MMuopy4jBJj+prkPivJ43bUzPY3zLFbvtkjhXaV55zius+DfhubxxI9pcNGDgNPMqjzG6dTWijLDzSmtzmrYqpytQeiPmzxxJ4g1vS4Zmt9QsL+L5ftMCkq35CsePwPqf8AYKaiLXVJLxf9YWBKy+/Sv0dbwHbXFuNNtEtRYWikTyNEpJbHAzj2rnrHR9JtJJLO5vrd3DYSEYGPwr1EnGKUj5jEVJVI+1e582fs1+K5zper6PremxGFUPly3sqhkJBGACcn8K9J8J3Qh1D7Le3H2eyj3OdowMZ6c16nc/BnwtdNDfjTlNzG28SA7Ru9wOtcH8S/htc3TS3NjMLcBOg4B/CvJxWCp4hyUXo9WvNHp4DMFQh717/ga8PxBPjMHSrFIrXS7XP+t4L187/FnR7ttfyob7OW4ZTV/Q/Fl/a3E+n3EayXFu+0NEoXI/Ck+J9nqGoafDewytEQABGv0rtjBSXsHolsdFKSUZVl1PlH9pJSnjTTEPIXS41B9R5steT16t+0crp4w0pZARINKj3Z/wCusteU17tBWpRR8XjL/WJ37nSa7q32j95FIT3xXLz3kl02X5apJLwPGF6Glhgd41ZQCc19drOR8RRoxoRtY1dGt5JYclcD1rQks0VgRw3XrVnTlJtQpAyo6ZrL1aaTH3CnuK3rRjHY83mlWqtLQ6Tw3rNp5728wXjoTXTXjW/2eMxRKSCDuFeOWt0be5Dn5j6Gun03xetrKI7gM0eMdelOnW2ucmMy2XN7Sld+R0PjKS11qyW3CgTcAFe3FZul6bJpNuHSVJXUVlT6tBtnkSQnc3A7gUy41qL7GtvabjI3Wt41FrLqwp4epCkqMdr9TqbG8ubxlJClc8rWwbeGJTI8UZPXgVxen22ow+UkUUrSHkYBrsLPQNcaFGuUZUbvt6V9BhXiuX93B+p5eKhCm786SNPTPFYilW2tYWVehZe1a2srd3TWzHc6ng1TttBj0u1EqlpHY8kcCu08Kqt5MvnqREo6sP5V9lQjUxCVLEvU+VxdalRftqUdF+Jxy+DNQv7pFtXcIT8wYdK77RPhpDpKi4uriSRsZEbHgGtW61ibTQUs4Ex/z0I5qWwvr3UnCTLuQ9W6YruoYfCYZtxjeXmfO4rMMZWho1GP4lXTYJ9P1KSabYLZR8m2pdQvNO1DllSXB6NWjNZRw3JimUqmMjacg1k/2bb3V55dnau2D8zMOK7PaNxjCFmvM81SjOfPO6aXQ6XQ7axt4UmVYw2MgDtVTxf4lvF0+Q6bD58i8EDrUv2CHT7f55RCAPXNQ6bqFjb7hBMJ5GOSoHNdcr1v3LfK7dNzzoxi6ntmue3fY4yHw/4g8QRJLeK0UL/wk8gV1lj4ZtNJgVlCmZR1kOa6S+vjDpokWImc9I8Yri5rPVtWuxNdIbay/iVetebKjHDO0U2+/wDwTuWKq4pNSahBdF/WpZ1bVIVtfKj5uG4HlnisGHw82pRSN9rFvdHjy2cVuXGh2FrbrPau05TlmJ6Vw95Du1BrkyNGinIw5FeViMQ4y95/5Ho4OMZRapNrza/CxvWdncaLIJ76dfs8X8IYbjWtbfFnTpJvJiiZMcBn715tJq41y6aMSO6qcE5yK3dJ0Kz81N8DXJxnd2FTQzCcZ3gvcW/mdtfAUZK+L1l0tod63i+K/wAwRna5G7ODj86wtS8fabZRT25laK62/e7ZrOttQt9Qu5LCMi1kjHKqO31rHvPA+jLe51bVGSOc4C55/nWWIzKpKadJqz7mWGyvDxk1VTXVJa3Nvwfb3nj68NpbXqo7AsWlbC1vSeA49JtZGmkV72N8GReQcVZ03Q7DwnpiJZQt5G3KXDD5mP1rCj8bxrcTRXMjZVuF9amrUoUUq1VXbOmhh62ZVp0MK+SMddeps6FNBa6lJDCC1y/8Sjj8q6+RZ/KCGF2LcZHFeZ6hqQiuotT0q48mROZPl4Ircu/jJo2mWEUi3j32qyLgwDoG/OtK2cU4U4uKbX3P7jm/sOrWrON9Utev4nd7rPw/oNxJdrgsud7EEivM38YaLcRl7C4MtxG3OF4/lWF4i1zV9eVLy9eSG3k+VbePJB+tVrexh0ho0nslgW6/jjXjmvnMTj8YnKq7xj26n1OBynATSpNqUrbrRefqeu6LFpPii2e9to988SgO2MAGq1x/a1qynSoQXQj5kGeKb4VM/hvwddCazdIFPmBkX5nX1P51c8J+KLi8003OmAGC4GCWHK12zxkXSta/k/1PHll86OI912Ser/Ii0nTyLiWa5by7uXly3Y1Wm0oK2yG0AldvnmxyRWXd6hdy+LRZW8gmuGwfLPRjxxXr95pdxBZxG5tUhkVQTt//AFV4E6ntm52sl/Wh9Lh4SopJu7f9anj/AI1+HzeJls7FYbny2OGaM4x9a6DT/hTb2emRWyXjRC3x8p610Xiv4gWugaWuCI5QMbgK8n1X41W90rJBL++UHlTya4cRiqEHpFXPYweFxU/d5nb8DvI2urOT7PF80a8CRiCagn0FWuI727vixz8kKggk1W+H2vJqmjvqUpWQQ5JWQ8k1t2PjbTdYjleCGKW4j4CYBINZKtSl70tWdP1eon7OKtbctf8ACK2mmkXLXCzPcgM+8YMft+tPvpoIZLfykARjgSKcDp3rk9duNd1e+tIZIfs9p96SQHtx7VqLpUl9am384hFT5dhrC9SWsEdCjTUv3rJdY8OWPjDTbrT5Zi7SjBVWGR9K8oj+C8Hwz1IzpO127fNGmclfyr1bSfCy+F7aO83XMsrHnk9PzrRl8N6j4nvEukgWARcoZOdw96uU02oySbQ4x5LzpSai/kcbJpK/2RHfzxs7bchcdGqrpfwrutasbnUNU1BbYY3w24IBI9Kh+JHxGTTdatPDwljidD86oByfSvXfhn4XPjrTUkjAk8sYXe3P5V2wrzrR0lsefUwMKFpOGku+5xHgfwd/Ze/UbdWuiq4dGIKqPpW3/aSEtLcQgDOEUDpXq+qeBRoOii0jVYLib77KcYryPxJoF/p+3zmMqq3BHAxWVSvP4XuSsPTTutELrWuaZ9j2FYxdNwueo96878WW9w1sbhQTMB8k6cAfnXbeINc0PQdDgvJ7KOS9YlQxAPpXKaDPcfEC6/s+Vfs9uzbg6jAI9K8LE4ilKagpu/Y9rDYKp7P2zguXucFrGrara2tje3159rt2YDb1YdOtbPg3Xjba5eXhJ84Rfuhg4I4rsfEHwrtrfTbueWYboT/qM/d/Cuq+HfgvTm023vJ7MPCvyrhASTUUaFSd5Rla3Rm1TE0oWU43v1RyOj22r+JrQ6rd2bXRAZUikU8jHUVjSaFrFvrlnbm3MdrM++WPbwF9D+de2eIfGLeFrjyLHTx5YHyJt4FebeJ/idNaxg3MKx6lcSBAqjhFOcf0rsdCaS5W7nBLERlNppJGh4iktNDeC2sC32fblmGfl9q47V4dS1vUIH0idxGPvMx5zXa3mm3cmloscayvcrgy4yEz3ptraw+FNKMEa+dfFC4kbocf/rrKcak5vneiFTdKik1G7Zx03jS4vtPXTryNWe3f5vM7muXj8C6rr15qWoaE6wEYJhUYVuvSvQvhn8LdS+LmuXMktq1vYQnEk2MZPsfyr6B034eaB4G0WfTmhkLuuPtBOCDWOGU6c5cz909StFYinFxjqfFviDxdcaXogttWDxPu2P5g6fQ1qfB23u9cg1G1SWT+x7kbDcKMZ68c17/48+EegeIPB91C0EN3ejlWZ+Rznivn/wAQfEf/AIQuz0/w5o0Udp9mISePYNzHgZrtp88E+RXRnHD0akk665X+h7V4Z+Ek8N9a3EdkJNHhHzso+aQ819H/AAi+EVtb3f8AbtzbLA78xQ7cbRXi3w/+IWpahoVhprq9tHtEiS7cMe+QO4z+lfSfwd+LNn4uuv7Bv2hj1qBcr5ZGy4Ts6flXnUMxhKo4O6fn+J9fmGQ1sPQjX0a8rOy6O63R6VY6aB8qr8tc98ZvCTa18P72S2GbuxxdwgDqU+bb+OKbqfjif4eeNIrPXyo0HU2C2d8BgRSY+4/1we/pXod1GLqFoSA0UikN6EGiVf2zaR5caEsK41H11R86/st/EqLXtJ1XQPOEsunTb0XPIVvmcfg7Yr3SHWbOTUJrBJVa7hRZHj7hTkA/oa+BbS+l/Zv/AGuZLdsx6Nq8xBXPGGw2fzr3r4l/Eg/Df42WlwpQwaza2dqgc4DfvHDEe+GopS5o69HZnfi8KnWbhtJcy/X9Tu/ip8QB4Jk0gIoM+oXi26qfQgn+ldXpYaS6ncr0bvXyx+1t8QINL+KHw+sXmjjgtZvt0u5scYOP/QhXd33xe1Xwz8OdM8VyR+fHPdos6AdUdlUfzNdft1BTvsjnWXTrwoezXvTv830/I+jEhjniO4KR3DKDWDr3wy8L+J4Wi1PQrK6VhySmCfyqz4f1VdU0+2ugNgniWUKewZQf61f0/XLTVNPS7tX823Y4Vx0NYy3OSKcU32PA/Fn7E/gHWt76cbzw67H71jNtwf8AgWa8r8SfsY6voYaTRfivLYIv3Rf3AP8AICvq/wAV+GU8ZRpbtqV1pyL977KxBb8QRXA3/wCzH4QvsnULzWL9m7SajLtP4ZrN01J6xO+liXTin7R+lr/mfE3xK0/4rfDXSp5oPiVp+rw24LeXFdxsxx/sk5NfK1v488RWN1c3yXk0c8zE3G3hZPqK/WaT9lP4X2zNNJ4cWVl5LTSlz9eRXzx40/ZestZn8UeJl0kaJ4dWPyrG1KYaTGPnI+ufyry8dQ5Fz20PuMizSEpOntey2Su30069T4G8QaiNab7X92Uj51q14HVLezmvJoy2H2LjtxmovE+gtoOtXFl95EY7W9RniofDmtRabNNa3ZIs5uT6q3qPyr2eE8VhsJmVOpiNE7pPom9mfY5jTm0prpv5nQtpsOsXW+GdIGPPXA+tcxqEcsGoTSSP5sinBYd+MVBdW2p6xdN/ZcUjRZ42A9PenixuNOV1umJlxyG7V9rxXJ4rCOSptKMk+bpK55mX4iMsTyJdBlncMrOc9Rk1Z8O/D/VPG3iG307SIDPc3DYC5AH5msu3kKTcDPFdh4B8Tanouuwy6TIYrxTkMpxX5BFxjrPY9HF0J4qny0vj6ep9f/B39hjRdBs4tT8XTjU71cE2itiFT7+p/Gvcr290fwXo7W0Ftb6dZQLkLGAoOP518U2f7U2oK1yPFXiaaGytSHi0yzTDzsDwC4IIHArMuviF4s+P1+Lu9u/7F8OwnEcMUhDuBwM9M19RSxFNQSoR957f8E/JKuEqVK/+2VPdi/e8l5HtviL4m6Xr11dRWjtLCoIk+Uhee3Ir5m8QSQ+BfG66hpWY7aZjI0a9F55/WugvPEUOgWt3YPIFWNsiQ8Fh6n1Nea654iGvSqqKfLU/6w96mtWhPBKdRr2qd9Olnqj6KhlywucOhhov6vKNrt7qS0fq7rQ9abx1F4k0mWITeZDKpU56j3ri/iZqlrcQ6Tah981vEI97feYYH+Feam+1HR9QQwtmIkDYOlbXiCY3sEEzc3GO/avKx2MliowbVm7p+a6Ht5JgKWBqYmFm+Tlab6NO0l80yrb3x0eN5l5Ck1gSSyareNdFSinkmtdZEurOVWHUYrPk1o6Vam2ESyK3cj+tepkOFw0lUxGKlZQ2Xd9L+R055J81NxfuNfqdD8P7yPTV1W7mjWTbDtXcOnPWqOq3UV8baeL5X6lRSaDMn9lXW75Vm9ePSs+JEtcsSSuflz6Vx0cW8HhcRQvd1Hb0tbX5nq1P3mHwkIpcqi2311k3/kdl4hvrRrvTtZNpHMvlgPAwO1iMjmvL/E2pHUtWnmjiECM5YRR/dQE9BXaT3H2/S5IB95fmTmvObqZlvGP8QODXg4e8VyPoefxbWjUqRqUlZTSbt3Wj/HU1NDmkS6jcABQeRXU7hp/iSyu+VPmKQw+tcnp/lbllDYfugrrr795a2s+3lSKqoldeZz5IpSws7vWEoyXyZX8VTzR+ImnjG4MwLflWzqQS6SyuQRvUisrWZA18CeNyAj8qqWi315KrbSIY/Wt8Lg62Kh+6i3yrW3Y96pjoYPF4inNcyqyul2d9zrPEWm3HibWLMowB8sLuJ44H/wBaq9jJZw6hawXzfusEZHQmnXFzJHHHOJCu0Y4Peql1pH9o24KbmnUgDHpXqZdUjg62GqtK0E5a9bX0+fQ9PMqTqzxNWgrzqNfdp/wRmqNbXWtP9jTbEnyr9amuozpF9Hvb61VNo+m4Vlw4Od1O1jOpafvEmZEHWuDHYqeOxM8RU3k/u8jz4xeEw7hFe/HUtW/iISeIrcAB4V4YHvXpXhfxN4ltbd7Xw9pUMUoHzXkSkufrzj9K8Z8K29vNrVtBeT/Z4XfDzdSvvX1v8J/Hngrw34QWzuriK21USEzM2MuABg5964k/ZzvfoeFXxUcXg5e0hz1IyuvK6tr3WiPH/GGja5NJb6h4onurt2ILq0ZwkffnGPSvrW38G+DvCPwj0zWfDVqkd9A6XsVwULPKARuB/AGvIvE3xYsPGwu9Pkez0zRdpWSa6I3yY4G0Ed/rVj4O/tI6T/wjN94e1eBriSEutrFbxh90ZGMD9TRRmqk5JrTozkxVGrSw9Gc2udPWC35fPovQ9T+Bvj9fHHirxVrEalUnljbY3Y/NmvPLmZ/hf+0NrOnS/JpXim1kVlJ+TdsOP1UVi/s9ePLTS/HWsaZb2zRx6lcbolc4MYBPGPXmui/bU0eSPRvDHiOy4lspNrSr1zkkZP413YaPNScl9l3PLzeLp5koNWjOMUvlFW/FFL4Ea7q/iz4reFPCl62bLw1dyvCv+zuXr9Norqfif44i1j9rTTJZZVW20vdEdx4DbGP9a8f+Afxf0/wP8Q28Q6+dkt7G6iRAOGbHNcX4q8RP4u8c69q1vdeV9pud6Tk4wMAZ/Sp9olSVnq5fgj2aeDdXHSi42UaT++V2/wAz6I+BfjO3svj54y1m4kVLVjcyuScKAMmvEvjB8RLvxTrGsa27GR7uYxwKf4Yxx/7LmuDbV7i11SaGy1SSYXA23MsbEbs9Rwas+JLdbi0hdZiIVXbgetepSy/F4uGkfcV229jTD0qdN1MVD4+RQX6v7i7D8U9e1jwrpnhZ5ium2MjSRoM8lscn6bRV+0jtry4hIVhZ2w3TzYJ3HPP4Vzmh6K1vZiUnaX4y3X8K9M09v7K8OnToLdXub/EZ3KCcE9B78CvnK84qajHXp8u59Nl+XOlg3OrLkS19W9keyeHfiJe/ER9G0WGymHgzSApjs4lKrMy8hmPTnA619JaV+0vpXhfT44rpU+0qBHBp9gpkfA4C/LnmvDfA37PXxJ/4QWWN5/8AhGtG8ppFDApLLx0LcEDgfnXEfDXx3ovwt8Ty/wBstbefBIVabAlfg9ie9eHiZ1cPNVINu3Rb+rPlMZHCVv3Vk35f57H274T1r4m/FqVLqONfBOgMQQ74a7lX06kD8R3r3+ztv7P02KGWcyGNArTTkAtx1NfGGh/tia7rkf2DwL4TutYuWOFuZlJT69DXRWvwx+O3xcXd4n1weG7CXnyLVih2ntkYr6TD13Upqoovmfc+WqYSXwVpRpxX3/5s9R8ZnT/EV9c6XZ31vcXzoS0ULhj0Pp0r4V1r4Q67pXxiktUiMczyGQSqpCqhOck9O4r76+E/7O2lfCdp7uO9m1PU5kxJcXAy3TsxJNZXjDwpC017NICHkBUyAfMPpXLisPKtTc56MUMVQwNVww7c4d2ra+nY+OfhvpI0PxD4k1S8upvtFtA3lhVLBjg9TivGdUmv5m1LW/lxLK2TuAY5JPTOa+y77wXaafaapFbl2FzEUAPytn196+bvEnw3fyJo1bEgO0IBya8ieOdGnTpVPM8P2fvyqI4H/TtS0u31O21eG9fcI3hdtskZz05xnr2r1T4VeMrzTbz7PM+24hbBXdkZFePXHwvv49TRQWtkzkyHjb716f4N8H2ME9mtrc3Nzes+LiZgduM8Y5+tGM+r4ihzR0kON4yWtz79+FvjtrizhS5woZBt5716Q3k6mu4kE9hXw3b/ABQsvA+s2+lJqJuJgBv3N90+nX6V9QfDjxY2tWMEu/dvUHI6UZTjJVpPC1VsdVR+ztJHptvoETpyQK1bWxhsYQiKFFZ9rdHywT96pZdQHl/MMZr6uOFjGV4rUxliJSVpM1AEkIIIOKztXuvssMjg9ATgVhTX88creVLhB2NTLcSTwgTMrg9RXTGi09TCVRNaHyH+0Z8aNbhuJLSygaIq2A7ZHH51r/sg/E7UdUgvtN1PVEvrtJd6wqc+Wh6DP4GvaPHnwh0Dxxbyfa7ZfMYYDqPavO/gr+ztYfB3UL+5hufPnvJdxkxjavYV8zmGAxcYzq4b47qz+ez8rHs0MXhuSMJr1PSPj3eQw/DfVBO/lLJHsJ+tfnF4p+F2veCP+J7YSC/0mdsytD94c8Dmv0K+OXhG5+IXgO80axufLu3GVbPXjpXzNqnhTxL4L8M6To+rWkkdu0oidGywYZHzEn/PFepDFYrB1qNS14X95fqOnh8HiqFaDdqlvd/yPEPiZ4Ri8UfB+58QE4e12gQkjeGweg79K+U49NvNWl8uC1mnMY58uMt/Kv0W8SaDprTQ6OkEb6XJGDMw6A4H+Jrc8F+A/DfhW3eOy0a3jP3d8kSsXz33Ee9eNxJx5hsLL2UaTnP1Wi82a5LwliK/72MuWPzt8j8vbyOSFWiZCpBwVYYIrEmtxvJPBr6F/ai8Ip4X+Jlz5dutvb3S+bGqjAPTOB+NeJ3Vi0iebsITOAcd69jA4qONw1PEw2mkzhxVD6tWlRk9Yuxz9xLLJKrOxbaMDPpViK6/dhVOOc064tznJFUvmWXABznpXfujiXus1nuPPgKtnPbFZVwoMg9a0rKQO2JBgDtTbmxEkm5OPY1nsbehSVUaQDODTm3LkE0fZiJSG+U96kkUquR81ZsoozfMSBzzmltZHtbhJlO0qc0+UMnzKKiSQM3zc0WGeu6DqAvY7WXy95fGfQGvffEWsSR+FdBjntFhbgfaME5XnivmzwXqaLp6xkghTnHpXr3jT4sWdz4H0TTrB2mnhf8AemRB154DVxVGlJRZ9Jl8kk6ltV5nS+LNNj0PTdP1IhlhJ2LIvQk9sfjTfFHie60vwjbPMoS5ZgbaLHzN1wcVBr99qHiTwRpFjJbldjJKZMkqBkf4V7Da/DXRfE2laNdahMl5PHGoDRNnZgAda5Y2tr5n1dR3leOmi6HnfhfRtemVfEGp/ubuVQrRzKcvngfqa3Ph/pvjT4d+MpLi5ulsbHUX8zzcgAZOQB+BrR+LU0ng23ncXr30RjDRw7juQA1w83xMi8ZadpOrT6j5cNkvlfYrh/vEYGR+X61nzNryZlRiqcXCbu9LL13Z694svNT8X2t7DZl9Sv8AqGkOBnjkV4G114rhl1XRNQgQW8uVmZwevI45+te46DrVvDptvepdrC8q5O1scVRm02HxdJdX0V/bv9lUlYxglz3yfwqKVRJtnoVcLKtCEW7x699D0L9lHUNO03wBe6fc6vIt3vBjt3wFUcdMivX/AIveKNKvfDunWMDx6jqCwjzPL5VRgfrXw9N4quNNtWigAtZVlI8tRhj+NN0n4s6roc00LytG8oOyeZcqPbmsXiJ0qlktzKOFo+15qk3psunoUPiR4JeLVm1MTfZIpH/dLj7zZ6V0mmWd/F4Za8ji2SeVjzAMnOK84+IHxGm8VWVmhmLG1kyyocAnJ5/I13HhbxZe61a2tlAjrblRjy+cn0PrWs6znaUr3RphfZc84RS5X0Z5xeeH9UuLoJqz/wCiOxaMSEAbqyLjwrdaHnyrk2sxO/joBX1t4h+Dp8T/AAwS+vIxBeo26IgYPGeTXjN1pp1K0/ss2zTX0Iw0vl53EdgaHdxUpdTN4Om5c1FXX3fIl+GXjOCZbdNSYNfxnZGx43V9C37wap4Js7oTs9xbybZIjyAOK+UJtDW3dAyGDVIW3YztxjpXp/w/+IGoroGp2TtbtcSqQvmnnofasoxp0ppx2ZUqlXktJbM9m0uxjvNOcs5ZCvyRrjArm9BuDoPiUrPCqRNxvkHBrl/CPxLh0+P7HeTrb3oP3d+RVX4h/Ea1urNjZ3MUk6Ar8p71vTUac+xk6cJ058uzPY9d8YJGumXdhp0M84uAkk6xsWxzwD6cV3njRovE2vaaIZUF9HAGaPPLdeK+aPAP7QWo2PhdrXUNEt5tOtuWuYziTPqTt/rXVat8XNV8PzaZr+h6VDqEF4oCzSncynv2NFWr7SK17r5Hz31KX1jlS9NT628EfDFNajiuL4iNlwxQdVI7V6NdRnTJo4DNuhVcBa8H+B/xzn8S7odUj+yyvgbo/ug969F+KOpapZ2FpqGi2smoMrASJHk/Ke/61lTnSlenRj/w55NXD1aVXlqvYvza1Bq+tPbBMxRjB9Ca4vxpol1NqC3Gnyq0YG141IyKydD+JEFvqF419plxpqQrueSRfvNXZaHdQa4vmyW8iLIMrJCuAw965aVFVYSdQ+hipUuVrYwrj+yB4fS11lPOiYbWRjyTXmfxG+Gdt4dt49T0iR/7LkGWX+77UvxguNY8L+NtFmsIRe6VcS+RLHIclCSAD0+tel+H/H/hvXdLvtCuBFLcQJtlQgMEJAP9RXo4el9Tpezm1aWv6fIt4le2XJd+R4Z8MvI1bWrl7KCVry3HEqqMqPbj2r1nTbPxfZxzaqkrQj7nk3A3Fx68VzHgmSy0fXb6DT2WJkkO5lGCRk17Ro97I22WR2kRh0kGR+tckZfV7wmr69DtxV5VOaD07M8S+JsOoL4cuUmsk+13Slt0SHqRWZ+yn4XuNKvdQe4E0cbA7jIpGTkV9L3E1jd3MfmWkcxUZBkQEVy/jzxBa+D/AA/Jcm2jhTkkQIB/KpnzYhwi5aLX1PLU21OHJbm8zzP4o/ESLTbyTQtIykisTIyg/M3+RVH4R+D2t7m4u9Sdbq8um8wbuSn0ry218cR+NtZuNTQQJbJJt3Mdrdf516OvxW0zQ9PEliyPdxJhY2xljXozn7Spd6RRWLpxjg40qesnud74y8b6d4d8uwmuVW4LY8tASa8+8eeJrnV7O1h01GnTePMDA9K8y0XxNdXni+68Qa5ALhpiSEzuEY57V6Fb+NNI1+0eLSZFt/77H1rmqVaVSbdN6IxWGdOMYuN+/qZF94HgtZBqLLHCWx8m4DJrnvFN9bQRN9oCrDGvYZrT8T+HXW3huNT1aVbONvMAU8nHPrWF4g8TaXqmmqll5co+6GdRzipjabjY7ffUeV7dD4s/aY1S31bx9ZT2wIjGnRryCOfNl/xryWvXP2moTD48sQURCdNjOEGB/rZa8jr6Cn8CPicb/vE/UuL4fY26yiVXHQr6VIY101kIBIz36V01vpBlWOKEYbvx1rp9N+Fep64qrJAscH/PRhg1+pYfJ8RWa9jD/I/L62Z0qOteaS+45L7ObixR4Ttdu+apS2TbGSY7iO9e46V8F7CyhUT3EkzDqOgFT3ngPw1ZfJOp34zgnmvXqcNV95yij5lcRYWM3GneXoj5juolhmJU55ois7nUJB5UTOO5UZr6Uh+Fvh3UogywKEY8NnFWIfC2g+Eyy28CmUjG0HdmuWPDE6b5qtRW8j0JcV0LctODczxTQ/h3LOqyTSFI26gjFeqeE/hVpdk63G3zpcZCtzWpIsV1hJLfycn5VPBras7FtJmVxcOdw+4vJAr6nLcBhsK0+W/mfM5hnGKxEXFT5b9Dc0vSbSzQefaxrno2OlM1fQZJjhZlW1butVNYumaNQ1x5IbpuHJpyyNpdqt5NNthx0k717tSpFqzVkfGKNW6qc2r6f5FuOGwtrNYIYkmdf7wPNWIdHN3Gx4gjI7ECuPvtcuru/iNjHuDcnjArRm1S6urbyi+zZ97B4rieMoxhKU1ovuNpYWsrWlq/m/uLUdjHpMjGadpFU5HpW9Y3iWsJd/LVG5Bz1rzXxBql79g8u3bzHbipfB9+by4hsr9m8xecdjXLl+a0MRUnSkuVLY7cRls/Ye1qS16o76XU0muQyDeFqe98VJZxkQQjdjk4pJLMRzK0KLjptA61ieMLqztLYfvY1cDLqDyPanPNqeGTU7XPMw+BeLlHlg3Eytf8XPJGvm7ct/Bms7w3r09vrizvtjhHRfWsueO31WQS7GXj5ciqVkzT6osIPIO0LXk5Xi/bY3nnufXPLoUKDptaNan0VZ+ILLUNJ3yosa9pG70lvqVjdQtHHKkmP4T0rzLxJdXcejxWcK/Ki4GeMmr/AIX03UNH0NZ9RX9+/KqOpHavbhmkKlSpGmrqO/qfDVsp9nSVWcuXmfury7nQa5p7alo91FaOtvPnjZ0rgNL0oW+ppa6tdCZAMlUB/Wuk07UDfXDR2skiuxw6Afdq3Z6CtjJM14gmvJT+6lUcKPf9K8nEewrSVeL+b/yPXw8K2GUqDWrtolq7+Y9rHQY7ERWyRpIx+WTpj2NdT4c8Labp+g3N7qN4km3lfLIAHtXnV4DP4gstI8hXSVxmRB711HjjwbeaPciztXaezkjDeRuPLYHX8zWFOpiJR9ype+u3Q7KlGnGKVem16v7ipcSaO1xJeQwCPIx5iDNYmgeFJ/FHiMTXckItI2ypfg/hVO8XUfCO62aD7Vd3AytspyIx6mu10/QzfeH45XSSK9VdxZOMHFc1bFUqFZVqjb8ul+52YXB1/Yyo0Urv7TfvW7IveMvH2leHlFizrcyRrtSNMVg+FdCh8QltQuo/JMv3YyuMe9WIfhXp26DVbgtPdO+cScg1teJrK/stMnm03a/lx8R5wBgV5tTHzUv3b5n+CPWp5ZCUPfXL3b3fl5I4q81PT9Y1e58NeWIZwdu6IZyPWotc/ZXv20t9X0fVVlNsvmNFMDnjnA4rE+C/gfxNrvxBOs2F/az3Ucubi2kAJC9K+4bvSYbHQGe88m2Mq7WXIAbI6CvExFfEYb3nZ33XX8D3qFGj8NFvb5P7z4W8FePk1C+OkXumSO6/utyqSNwNfS3hL4Dt4r0eO41BTBbMuUjPX61BYeEPB3g+b7ZdPHFJNNuX5BnJNezNqwXTYxb3gK7PlVD7V6+KxXLCKSc79bWR5WGwsHUk0lCz2vd/8A8E1LR9U8N6jLY3k4XRYTtSSIZZ19COa0LWxhtdJa8tLELaycR+X298VY1rW4tN1cpfD7RMzZEROa7zRNHl1/RgsESWlqw7LgflXnRxFStOzfKl07nrywcaNPmtzN9z5e8PWN74a+I099cbpC7bkEgyMe2K9s1LXrLXoba5v7yKzxwVd8YrjfiXqD+GfEltp14sX2RjhbxVA59Ca8W+Kmn6jr3i23s7G6EiS4VVRuOT1r0K8lXtThHpoeXhnKjUc5y9b9D0rxxJ9punGmxw31vnBy2Qf1rxLX/BWoWsk+oSxLFGchYozyua+nPhf8JL/wAL+GYF1S2WZX58xzlhnmsbxX4X0Vrya0Nw0EhG4bz8pNfLV8DLWV1c+yoZpFKMFHTroeP+FNeOk+FTaurA8lvWs74eahcw+NIYy+xbpyNuegr1+6+FtxNosFxbWqyRfxFBlm965HSNE0/RtfaR4v3sZ4J6oa8NuWHrRVTQ9dYilUU5RXxHrkmk3UOQu6aNByTiptD+IWjWvmaXf2qwTSMFSf8AEdahi8QJa6LOTLunK5AY8kV47ceEfFXjbxM7Q2N3bWSgyLM0ZANevXqTUf3Wp5uFpQnN+10sfS3jzVtD0/RbS8jvIZ7eEDMSt8zNjpiuF+I3xrGk+E4Xs4Ra6hcDy4405Ncz4M/Zv1/Xohfard3Cx+ZmNBIcYB7ivQ5vgTpR1ZJ728W8WFMRRk8hselc0cPjZ/vOayZ6HtMFTfJJXa7I+R7jwpqGta8moanbXT3Mj7kkCn5mJr9D/wBnX4bv4N8MRT3kjPdXMYcq/wDCOwql4P8AAuj6bp9uupbJ51ferSKML6CvYYfK+xjyxuIXA29K9zB0Pq8H712zgzHFfWWocnKvzOf8aeFzrVmWYbJozmNs15V4m0c3UMlpPFtnVflx3969yeaIwiCeTDEcqTXAa1baXHfTzXN95TAYXceMe3NY4rki1UejPOp03KPJuj5A+JmvpY6pBo2oNHZxK28TSDjjt+ldxpui6XqGlWsmmajDvkUZ8o/N05Ncn8S/CumeP/iM1pqWX0yN8o8bc9ele2aF+yij2+nT6NJPptsUDKz55HvzXnyw/tF7WVrnbSqSjBUo3t+Bx2rJcSWq6dBEt8isN0xB3Pz0Nb+jPFpOyFl8t2TAjPAU1698PfhppekanK2oXMd1aW6/NKeAW5yP5VwvxS03TPFHjSKDw7IjW6kB9qjGR1wainJR9yDu3uKWFlN+0qKyRzsnhdtW81VuQjs3MsxGBn0rF0v4Y+BtH8SRp4kvrjUZ2bfttxlAffivSNb8N3MHh0zFrePaQm3AJxkd/WuRaSysFUQwefesdrKVzn0rV1qsFaLt+J208LRqayV2bt5pugKwtNF0+cW+M+ZIfvegFcJH4vs7vxXbeF9Y0hbdHYwwXBBAJJ4Gc167p+paVPpEYiHn6yoCLboc459Kdb/CPSfiIyz65drp9xaybhbwDbMrf3uoNc8aanV576+u5cowjDktf5bHUeCdDg8B2L2VvbpHbKNzMOrE/wCRTru3j12Qw4USynIyD0rYtPAd3Zwqzam93IgCp5nAK+/PWk1zTtzC3tZBFebQBKnUGvOqUq7qr2jPfoVqKpcsFax4x+0B4NtW8F3csF01ldWm1gYzgtkgYH518palpmn6z4i8OeHJzEs8jLLJqCgmVtxGFb/9VfSf7THhHxjdeGymgXXnqozNJKM/lXlH7HPw0k1n4h3F9rqjVb23w8aScB2HRV68134Snibusn7sd2ebjKmHqctF35pbI+3vDPwR0nUPhvaaLeJmZYg0N4gw8TY4I/8Ar+tfE3xw8H+PfgP8QodWE8xSFw9tqUQ+WQA9/fp2r9GfCXjjRdZuf7LtZPs2owDbLYTDbKmPbuKvfEHwJo3xI8PzaHq1rHdW8q9CBuTjqPSuTFU6eK9+Gj7nuZTmNbKpOlVV4PdPz7f1Znz/APBf9oDw5+1B4Hn8L+IljtNeWIKVc4LMOjofXp+tdJ8K/iVfeA/Fb/DPxncf6TCP+JZqkxwt3HyACf73Ht1r4x+M37PPiL9nXxn/AGxpV3NDZJJ5tleR5A/3GOfrXr2h/EDTf2uPhymkXk6aX8TdGX7RZzqdrTOoz8p68la4qdZ83JL41+J7mLyyEaKxNLXDz6/yP/LuXv8Agon4QSTS9G8Y6c6tcWMwineIglepGfyFcB8VPFVt8Rvhb8LPGst35V/YzhJ1B/ij8tmB/OvMfEv7QeqNZ+LPB/jqNlM1t5DEjkXCFVV8eu1T+dfP1h8RNZbQbXQPOZ7Hz2nSLriRsAkfXaK0qVvdbg7N/g0d+WZd+8p08TG6g/vjJW0fk3dHuf7Q3xDsvi98aNHfTZ2uLVYYLYFQR82xdw59wa+s/jRrlj4T+AzwOFdLeS2iKZ6N5i9ffpX51eF/EUHhfxNYaxdRl3sZ/NkgIwTgGvX5vHXiP4qfDlbO8yreIdZkuoQ2chFEZH4cGuuhW5qNVy+KRzZhgvq+Mw1GGkKb+ej/AMkfoVa+NodO+C7a5FLtWPSY2Q5/i2KMV03gDTp7T4Z6RGJJIpZIN+7HQnPNfHOl+PpNS/Zw0bw753+mz6u2kMc8kK0i/wDslfQOseAfHmjaXaR6N44byo4htiuoOF46ZLV1KcpWlGN9D5athoUlKEqii+Z7p6pbFvX/AIa/EPXJHis/HrW9uX3ruj+ZfyWvD/ib44+OPw58S2+m634oTTtEl+WPWxbmSIem4KpI/LvXZv4m+OOgeIotHsJNH166aH7R5fCYXjk8H+8KzPGnxI+Od5o8+ma98LdO1WzmBRoQ3mB/oPL61zVIq6lC6fzOujKpZQq8kov0T9VovxKFn4K+OnjKxS+0f4qaZqdq4yGtlB4PqMVyHjL4T/GnS7Oa68T+KTq2jpGWdItqqD7jArw7T7f44fC/xNd6l4W8Na5ots8pkGmxwvJAOc4xgD9K1/GH/BQbxTrnh+48LeJtBj064ZfKnmX5XB9xiuWvUVSlKMk1L8D2MFCph8VBqUJQur6K6+48f8TaPHqGrSbhht2N3XNcRfeE/tWv/Zof9WnMrelbl140iaZZbO4WYs2VyaSXXLrR5G1Oa03QXPySOBwDVZLTw0sVBY66pLdr9fLuz9ZxsoVcLL2Mk5Kz+R1Ok69B4Y09ILGEIq45wCWx1B+tZeu2ll4mgaeYfY5d2QcdeOlY0iLq1qtxZOXiByWB+79RWZqWoXlnEBOxEZOBvHX3FfufEFZV8tmou9NR0tZryPlcF7KjWTa3e5DbeGDNcMI2+6OnrTEjOh3jsV2SbTg1Fp3iz7JdSEhSOmapatrD6vdPK3yjG1cV/OMvejyNH2FSvhqc1Vwz1T0NDwZpeiXupz3+vyK8MK5WNzwTzV/xhqdhrWnxtoTPaRWbbVWIkZB5/nXnV5uE2GPy56dq1dC1C2tHeMTbmk4K12S5p00oacuvmfneBq0aGNqU8RqqqcWul90/vSCXUrmdZbaRneZV3AvWbDrU8eEmQKc4rXuG23SyMBgHBP1qpeaSBqIkclo8blron/s82qc7qavf/M5pKvjaEako2lRlytdF2aNWG4hkdJZT8uM/U1R1eZry3xEeN2BioPMGzyx3PFS3KtpyoccqVbn3Gaww9PmnD2vwKSTfkfRV6inGo47yjr6mlZ6KbezVppRGrevJrqdP8IeHtY0tyt7snjXcyuOuOvauS0rUJJdYtYrkB4GcZU+lTatdxN4guIrAmOJpCpVe3PSv1eGYZNktatThRvzRu+Z69lY4I4episLTndWUuRLrtcuaPHBpd/DFPD5trIWXDdwQQD+dc54pj/s+7lgT7iH5fp2rp7+9gbUEEj4EKAIvrWB40dbuzFyoBPRsV+LcznV9o1pI+yzWjSpZdUo0muans+trJNffqYmlazi6SMn73Falz4Ptrrw/qWpJK322GQMI+xQ5z/KuKibbMrZwQc16D4f1FJt8LHKTJsb0ratzQ9+J8Vks6GZXwmNV9+XybVk/k7M4vT98sixxLj1Y129rIsmm7GPzr2rIi08Wtw8MS7n3HHvTrWzvJLkAI3utd1HDzxdSNOmrtkZfKeVqftVe/utGlq1p9qa1ZPvBeaFvpbFRAy8OQMik1Bp7Vbf922TxxTLpNscLk/MWHWvsMBWlhcqqezXK9U338j0MXFSxrkt/df4Iv6kyTLbRqMSZ+b3rqPD4jtVJnDK56ZFc9pdp9p1iCRxmNcV1niJmuJjdIgWNuFCjGAK+CxGIniJxi+kUvu0P0PAYb2MKmJl1lovluY3iqHKmRec964xNWit4JI2b5icBRXV3lx51jJGSTXnjwx/anZydvPSiK01PjM/rToV1Oj9pGnuOotHIV8vaMbvWu48DaZpmpXc1vPeeVcGI+RNJ90uAfl/z61z3w8jtda1SLT77/jzYnDqOQahvlbTZJ44jsMbkZpOzl7NHlYeNX6usc1pJtX63STPXvBC+Gbx3h1CwU6rbsUkWRjhiDjI56VkeJtSj8A+OotX02JUt5AQY1HHIIxXA2s062o1CGVhexdeeWFdDqGtWXi7weLrzVj1C1fEkDHk9OR+dUoNPmR8/7f2lT3pX5tNRY/FF1pGsL4ltVYCOfzjt7ZOa+kfiz8TNJ8WfB6Ab0mF7EsijOTG4OP6frXzHCzz+H5LFApFym0t/dyOtV/Mks9JttKSRnVpc8mq9rKFJwg92fZfUKeIzONWvG8acLrzbVl9zdzTgs7dLaK8nIZraPKKehbH/ANarPhmxg1PT5BNld7Enb1NYesaNq1437iNhbL8o9Ca6H4f6lb6beCzum23D/KDIOAa+9yLJFP2eJxcXyuziu7v+X5mWIxPssbWpwVk/dbf3FLUvh7faTEdRsWLRJ8zRt1xUMmqNqCwtOnlRRj7v95q9a8Ua5baDo7vqCgFkIjQ8GQ44wK828P6SNeuW1G8HkWUZ3BB0+ld3FtSlgVHDYX3ebWS/L0uTluFjCo+V3fRdPVmv4eWSYm8uYysSLmKE/wA60bHT/E/jq9hh02ynd4nyn2dCx68Vp65qWjaL4bWWS42X02PJh/2e5NdT8B/2mdR+FupW5sNKhvYFb94xUB2B7Zwa/LaDU/fR7WcOdCn7KTTmteW/fv8A5HsHw5/Zt+KPxM1D7F4l8SXWkKIlk2XD8vGc8AL9DXuuk/sK+EvCscU8spv7pPnkuLxwMnv6cV454k/bq8VazfRT2ei2ehouUjvpsGRAeD1UZ4967/wLqmgfFKSCbxj8ZZLl3AY2VrJ9lT/dOJP6V01KdOtFwS+d7H5tWeKi1Ob5F2Sv+X6s+mfhj4f8O6Pts9KksXuIl+ZLfazAfhXqqR7EHfivPfhb4W8D+GISPC32OaR1Aa4jlEsrj3brXoMkzR9sH3Fb0Kao01Tj0Pna8lOo5RbfruJt3buxrndd0FLoM6xjeBkZ6VvrMBnJwO9GFuImz931rptpZnLLU8Y1D4dteXTTKmR2/qK47xJ8JLW9IkhthblM72A619Jy2ieSNoC/hVG50mCYGIL8x56da8nEZZSrRaQ4ya3PlC4+CbXcyh41ZDwDjmu38D/Aexs7jdJCoXruA/SvoGHw/aBQDCuep4qx9gjVSoAUdsVyYfJ6dOS53dGkpdj5k8YfskeEPEOs/wBpraSW10G3M8bf6yvSvA/hG38H20Njbx7YoVG0dT+Nd7NAFc8EknvWRf8AmpNgDYR1PqK+np4SjGaqRjZnnuTSsy9JcCGNiz49qyJNUM1wYzuVcZFP8wMhd/mx6VkXV7FHJ5rA7lGFjXvXopJGTZbt5C0m2VsLn8TWnEyQrkbioGcVm6WqXOJSpYsMjjpXQQ2fmRImPk7mpk0iolJ7rzoQ8ZO30rIvtMurqLcr4BPGK6hrBYcDACY5Fc/4wlvrXQ5pNKAa4j+YKe47ge9RzK3cfLdnLXPhF2uPtEd5KtwvYH5fpVybwrLq8Hk38wurduBGw5H41znhHx1ea9ffYpbSS3uVP71plwB9K9OtbOZmhAXjP51yw9lUT5Y2NrTp2uzx7xD+zuvlzy6Y+BIvMMn9DXmU9re+FLiHT7uzlMMfyl36g19meU/llSOa5vxh4DtPFenSRTxBJCPllA+ZT65r4jPOFcLmydSj7lT8H/Xc+xyniPEYBexre9T/ABR8BfG/4C2HxI0q7n09SuuqvmRTSE4xj7v8q+Fb5X0a4ubC45eFyjL7iv0j+LS6v8FdH1qfWrvzImVlspAu3dnOOfWvzX12Zr7ULi5lbMkzs5b3zV8L5fmWX0p4bHO8Y/D+uvYy4gxGCxM4VsIrOW5mTRrIwJHGecVVmtgX3Dg9qsmYRRhiwJz93HSg7HAKjn3FfYSi4nzUJp6MqW/l28hBYMT7dKlaQu4A556iorqAqQc5B61taHo1tqlndM1/HZywx70SQD96cj5Qc/j+FYvuzaO+hk3Fu69vvdCaoyKbc/NyDV+fcygkscVBNA1xAeN3cGszRsoSKM9eDVeRFRxnp7VYaJ9oz0qCQbSMdKBm14V1H7DqiZDGPP8AD2r1CeNdaubRntVtrdSC8g/i9zXkGn3j202Y8DIwcjtXq3g++j1m4s4buVvsakByp6fWuepHqeng6ijK0noetaD4ltLfzLWJvMsdoQM3UfSq2peNk0Wd1006hDKMbG3L5Z49DVzxH4SsNH0m0u9Pu4neRwgjiIPBIwT+dR+OfC93pOg2jXqR+eyhwyHnBGRx9DXhqUuZxifoUuX2cHVdn08zl4/iJc6/o9/omtQxzysxdb7cfMz6dcY49O9cHbyXK3EVldKyRF9sbdARnrV3VtNTRtWhV5o8XCb90TZ29evvW3qV3ayaHbpJF5kwcCOZR2+taNXkl0Z5sasoxc42vB/ej0/xFZ3154R07w/Z4eaAea0yOMkY6Zz7VT+D/ibTdA1W70vXp/syS5IbJ4b/ACa4bWLPxX4V0O212385bKY7Y5JGPP8AjWfpd5b65dC41GN5bpxkvGO9cteh7nLLVHq4PHTnVU1pfvsz2jU9S0bUdcecoEtjhFZeu7PDVzXjPxZZ31xLolvaCTaPLaSRcMx6bq5XwK0SawG1tpjpqy/6vcQ/Tj9a9P1vwNY+Krz+0dMdoJVIVUHLFe2a6YwcYJP4l1OWpWp4qvJxXuroeceJPDP2Xw3bXODO9u4WcquAqnufzFdf4V0iXToNHezvSIbuQCMhc5zj296377w7faPdyaU6ieW4hw9tMNqH0P8AKtv4I/D3U11CGPVLuFrazl329q3ADZ9fwFTUvG3PuZU6lKnFy5tPxPcbPxPfaT4Un06+tGu47eLe0wUk4+n41zPgm30zxGw1LTxazTb/AJ7POHH4HpUGqfFyPSPHd1pNzfwNuTY4jxtHA4rw74hQ3fhvxomt+HrqawhuG8yWW3JCnnPauitGlUTpp2kjlwuKr4WKc17rNT4taCuq/GIWNsWghCb5UbAYnaOBWR4Mh025k1ATvHbTWcm1o5G+d8HtisXxd4ikmsbrUG1Ez6rKm6G9DfOp4GDz/WsLwLpbal4TutVeY3GtSSEMzckdOawnFSj22OuVOrXm3zfEVvEF01943uL21RoQn7sIPunGBn9KqQ6lqmk6vLN9gj1ZtwcxyKxUDPT5TXrHh3wGlv4fN/qX7tm6MRndXGeIPjlbfCzVPstnpME8Nx+7cyIGbnjI496mlKU56K534zB0sJg3JO1t/U7/AMP/ABm0zWNBbSde8LJYWMzDLWwICkcc5JNelXUmk6lp9rth+y+HpEWO3ut64Rycfd69x2r5E8U+Nv7UYSwGS0hm+cZYgc881d8P+NJLrS00+a9uH8v5h+8OzI6YH4V08sZWs9Ox8fV9th5xqtWsfqX8D/g1p/g3Sor59Q/tGW6RZA+PkCkZGOK7PxJ4iPhH7T50yRxSITE0vK59MCvjH4SftD6p4a8N6bNqGrvNp0biCSAjJjHQHOemBX0cnjbw18VIrTT3uYrmWXDI0UoJX6isOWNLS1l5DjOWIm6snzNk3h3HjazuG1RhiVjjYhww5x2rr9LibwH4YvHujJdQRgurtjhcdBW5pHhuDw/ZwQQ7ZEjAwuOfrVrx3DBd+HJIXK7ZEIZBzkYqcLRqRdpvRu56EsVzctJ6o+bb3xtpPiiM30YjkiM3+rZjuBB69ags/A+maDdXmvQXM1v9tYPKpYbWOAP6CvLzptpZ+LrtLeN4bO3uCGXpzk9a7uDxRYx6si6pe2oskTdHbTOB82MD5T15oqOcZyiz3ZUYpRkt+56t4O8Owapqttqv2dUcqMY6MK9X/s5fOQsEVMcivP8A4P6oNX0uS5wF2Z4X7oHtW5f+JWu5mk01luXjOGQ1z07zTcvQ8OuqnPy31R1r6WhjIJ+Ujjb2ryf42aQ8PgW9kkLOsaliufvD0r1DQrubUbVPN+R26gdq8a/au8YS6b4bTQtOXzL264bHULXp5fKn7Ve0WiPNlKrGfLFnxQ/9r3em3U2l6cumWKZZlhb5nPqck1mfC3W3tfFJn1eYhf8Apsen4V2F9dal4T8MzQyQSEHlnKkY+teOalaz63drfaZP51znLxZ4HtiuGpGNWMubRPY9OnUnUmop3PbvH/xO0zVraS0s2YS52hlXAP6VpeE7abwTp+m6jLH9rtZmDSAHpnmsL4c+C7bU/D81xrqw2pYfu4uBJnHWux0nxHpi6Q2i/ZlKI21XuG5P0zWdCNOnBLdI3p1G+aPLsa3ibxZF4ukaK3GyAJjZ1rmrLw3FptmC65RmJY5/lXUweGLLwzpZv7YLLNJ9+MtkCvPr6DxH4l1Ta1x/Zlop/uYBHoK64yi9VsvvOerO8lbY+X/2m8f8LCt9u7yvsCbCxGSvmS//AF68kr1v9pq1ay+IFpCzM2zTowC3/XWWvJK9ui+ammj43E/xpep9caH4D0/RY0by1aVesh7108PyLhQpWuI8T+KhaQFZpPsrnorGmaX4olj01DkPu/5abq/qv65QheEFZI/k2rhcViYe2qO7bOr1bWI9Lj/eOoZui1x2rGXVpN7ERx45cdcVBb3gvtW3XZLL1G8cVoyaHJr0zBbjyIl7ZwMV586rxGyv5HTSowwbTk7PqxljdaTp9qI0v2lcH7nv+VXxNa3MqSRogk67nrnptCttMuDHAsNxL/eUCkvtK1LyUZDtbOflrmlWqqPNyp+h0OlSnLmU3r1f+R1n2+2unZXVWlQenNWrHWI/mV7bIX+PFctBNNCsXnxB7zGAVHNaui2WsahM6Mu1eyAc/jUU54irpFWPPrYeEYNyei8/yE17WNM1S/hiiWT7VHyuB8v41z2tQ6prtxHb3kzQWqsPlxwR+ArqNY8J6zMyf2fZoJFPzM3B/lWnZ+G9ZgtcXQWaY8DP8NV9Xqzko1YtxX3GlLF0cLCMqclfzd2vNdjnJtPXRLdJoVZ49oBNYd1b3Wobhb5CP/tAV6FrmitDpYE0ii4xwinC15zrln5lmGDtbToeDHJjdXzed060XaC07I9rJK1KtNyqNX7sr6lcDSrURMy+ZjAUHJpNAvtPN0kxmYT9AuRXN6PYtqutpbyNI0pbaxkyePrXuum/CXwldQpb72juWTmZOu6vnsPCtBe2ukulz67EPCxg6Mk5Slq7W2MbUvFUVusZEpcoMFY+a5K7OneJr5pUu2wo+ePOK5TxpoGs+E/FraBpk8lz9ofEfBJIzXp8Pw6k8I+B5P7TtLd9UuBnzlYbhnsRiun6tXxUXXmtNk7dTlU8Ll1OCpS1nsr6263Ryeh6lNcXU1pZ2YZIztR85/rXa+F/Bq29295efNO3PYBa5fwPYT2l+LKBH3k5dl6/hWv4+1K800vaxXX2RtowzHk8V9FQo0sNTUeVuTWr/Q+extWtiK3JQaS+87m5sbK8Yb7pCqkZUkVreILVrfT4zGomKx5TDDA4rx74b+C/EXju6EYSdLdWHmXWDtI9a9y17w1p+lW9taxam155aBJc9uOnWvNxS5VGGH/duTu+/qy8Ng/Z1HPFv2qirLsjyXw/rmpXWqXUW37IzcGdVGFFel+GdW0fTE2X18LpF5d26k/lVSHS7WNja2kaPCRl5GPP41z+n+GYovHkENxpsi2FyMBk+4x468VdCdPFVZe2k9F+R0zpSoQSoQS5vv8AQ6DXfFWj6hqUbWQFmq/dm2/rnFTSas15KkiA3TovEjnG6ub+L2hXWkxxx2VgY7CPjcvI/lWBrXjLT5vDWlWFjNJa6mzCOSPoT2zVzU6vJ7Gq1GTsKjh6dPmVeipSXn+Jda2dvF1vf63YSPFI2xVR8lffg16tc+Hnx5dhOyQuuSsvBA9qk0Twvb6LFYXmossziMN+855rzD40fEa90XxDayafd7YpflCJ07cV4mN9j9YjRd5W8+p7GDhiKmHlVilG/l0Ow1vxIujxw2IAcr/HuHymuF8SeAdb8UWc9/8A8JFJa2m0sEU4z+la+rfDc+J49Muor2a1vHUPNI6EIR6detbXiS4ufCek2oaxN3p8DJHJKeVcdyRj2q6lam6aUIrnf4fqRhsJWjU5q1R8vf8ArQ8C+GTa94Y8eQy6bqjI/m7GY5w49+K+ovG7eJ/EsdqMPP5eGOw4H1pseg+HJtSsUsdGWLzoxO9ysYUA+gOK9T8U3mnaD8Oy1sJJtTmHlpjk9OtcVajQklUjBq33nqKVbmceZPt2PF7HVLvxZdR2ItYla2+V5JMkrjv1r1vwLZw6PZu88xvLhmwoJ6V5N8PLxPBtxfz36fapZyXCsc4z2qnN8VLmbU5IbCP7LL5vC54xntWUsVUpU0maLB0qlR+zWvXzPWvETaf/AGk0s1sqTMPvMKoWfxehhI0ESxwSKQMcgntXIeIrTxbffZrhoGmOA3GSNtcF8ctPGi6PZeJ7M/Z9Qjx51vjnjBz+pryMRj6qSTi7Hs4TB0pzUW1c90+IUNro/hfzr2GDUzONyrjLLmvk74weGLfQZrLxDpN48cqurMiMSFYHPeuv034leJfEXhCDU5tDuriwjXBkAJJxxwMV5bqmoa58RtQksrPTWtLRm/1Mw2sx+mKyp4itGsoNPl8wqYOFnUVm/I+rfgH8bp/HXheOLUTFJPb4Q4/iA4zXR+PYU1CykksYIo5EUvuxnoPzrxn4S+Bj8MdFP2uN4rq4bJOMgV6qnhm/8aXMaWepHSnhXJZefNB4xjIr2akqrbfLZHk8tKFlzb/f9xzXw/8AFmua9a3WmwIrnJjWSFclG6ZNdvov7Id/qEpur7WP9IlO92xgH9K9Y+DXw2svh7YuFtoZJZ38ya48sBmYknP616tcRozibzhFCOd2a8yt7Ltf1Pbo4dyjr1PGIP2X9N02CGW5unujGBnpnj8K6KTRLK308vaysDF8ht2RRkflXoOrRy3mlsttMSZOBIK5NbRNJxDqUgDsfvHv71zRxkoztHRHprL4TjruZI8O2msaPNCzSQQ91U4Ib2rzfVJLCM3cSwuLi1GIzzxivTtc8QQxafLNYgKsLbBMehIrkNa1nT7rTDdwqnnQ/PPGFAL1rUxfMtJGUcC4y2PJvG3xG1+68Iyw2FqI74HDP0O0fxcmtb4b/H6x8OafbabrF+11csB51w33YiT0/lWT4y1Gz1LSruWaIxia3823ljOCvGcH9K+NdP1a8u/FlxGVl1FZmMMUCkks2euK58Pi3Tno3qzTE4Pnh762Wh+knjP4zeEvCuinU7zVIpmA3pGj5L/lXxV8Vf2itS+KupTWPhuxlgZidrRElyPzrubn9i/WtW+GY1Wa/kTVzH5gtZWJCDGdvWvEPhj4ji+BvjBr3WrFllVzHuYY2kdxx7V9I61OSlJWlY+ZpUJ80VUbTb0JvAPw1+JGseIrITw3dtGZ0keacgFVDZJ59q/SSPx9bahb6b4Ze7mQw26RiaEcswUAk8fWvmGH40RfEC1+22N95AZcBe5P517N8LSJtHe7nt3S+kXy455xjOe4zXyuIx0a0lGmtF3PrKeXujSlOo/S2hoyeD1jg1BptcaWFZj91ux7HA61o6DY2enwCfcIwvyqFI3N781myeCZ/CsMUVxqCvZXDtK0ZOWLnHJOfpWZqa2rWpuImZvKJDxq+WqOe0rx0ZMKblDlk9GdFp8djr2p3enLIyxgFwWPG7/Irx/4hPa+EdTZDOS5bLup6fTNXJviNbeB7M6he72SUkLIO3HANeE+PPHR+JGoEwuxl3ZO3gEVM8Ry2va56NLDSkmoXsey/DrXEu7G71vTNUjRoX2qX5Ibjrx71u+H9Sv7jxA66veXD3c+WL2o5GTwQcYxivkH4IweM9Q8Uahp2l2c9xZCX95jOxB6mv0T8H/2L4N8GQ2KWU17q8kYaS7Y5YNj7o9Bz+lH1mVuVx9CJYdRfNGV/I9A0fVk0zS7eOctcReV/H95jzXPrqjTJJHpsIdnZi/mA5Qk8AGue1S91ZpIJGgkESD5F3HArpfCa3mpzQ2qqCGO98cHFd/Oppuex5XvU3aJ4J8VLfxp4BvIpbmdNY0+fJ+zKcOgOeB0BrV/ZXh8D6hba9YX+rpb3t7OZEhnYxTQsSehOAcZ969o+IXg228YeH7u3vbcq8B2xzKPniPHIPavl34ufss+KtO0OPWdPhbXY418wXduCt7EMZ7ZLf8A1q8mnGrhVP2S5qctz7BTwmZRpurL2dePVKyf6eu3zPcPil4b1zwnbxz6is2u6ZGd1r4h0wgXdmO28DCsv/AT1rm4/jvJNaWlp4k1SX7Ony2fi/TuqHjAmjIyO38HrXyf4N/au+KHwlmNldXc9/pqsY3tdSDNkf3STW34o+O/gP4iaPfTw28vgvxDPGTLHbc2dy2OjRjaM57+9c3tYvRHbLLMTFr2kfmv8v8ALTyPsuX4rW2paK2ieP7K217w9dpsh8Q2AMkZB6M4B3K34CvjH47fB7UPgr4mt/FfhDVZLzwxNIHttUsXBaHnIDDt26ivGfAP7QHij4V6hPFpt99p0uVyJtNuvnglXP8AdPArsPiL+0BpuueFFPhOWbRH1DMWp+H5PntV4+/GOAOp6DsKUaU8XJQiry6Hp4JV8rqcslenLdfZfy6P8Gcr8XvHg+Jr2+qXccS6zFGIriaIYFyB0cj+9gAcV5TJ5ywgxZ86E7129f8APFWre+aznRpF3IG3ANW5qt1bO6X9rGsWeXjXpj2rlqe0oT5Ky16n39PB0q2Hn9VkouK0XW3l6dDKvtSOrWIvJFInChZV/vY//VXefD34uXNx4k0GfUQsWn2P7qGKMYCg8Vzsem2+qWTz23ynGSuOtZWh+HCuo5vC0FsYnliI/vAErj8QKIVfq8XG+h52Kwks0qwrpXm1yv1enN5X6+Z9Bfs9alceKPjJpejSTltLg1ebUVjPQEyMQT/33X6T69rXmRSqk6+SkeT6YA5/SvyF+BfxCHgrxdd3sj7rq4ia2hf0YsOf0r7j+K/xgj0H4XQss27VNQjWziRepZztJ/ANX0uBnFUJXPyrPaMquNpwirXsv82eu/s9Xh8Xat4k8U3DEk3H9n2rdvLjLI2PxUV13jLVWvvid4b0ESssawS3NxtPVGR1H6ivF/h3pfxC+GXhPSB4cht9fslt1nn0+YbJA7gMxB55yT2ri7b9qbQrv4reLb3xI03hrUYtMWwtLW46iQMWPJxj71KVeKioSVvXr8zKGBqTqyrUWpRtpbW3TVbo634uafr/AMNvEFvJrnizVF8A3TbEvLOOJntGPZ8oSR16A9K+d/2oP2afBmmeH7fxBoniOfXLnUP35upGTkY6EKB6elfcXhXXvDfxO+Htgl7Ja+IoPskZmt0ImJIUZyPXrXxF+0jZ6D4P1CbTfD9td6fp4JKW94hTbnsoPavJxn7mCad09vI+pyGLx+K9lUXwp82iSfbzufHum+CbuG+yrYRDwa9z8I+Gv7Q8OzadqsW4XQJjIGeg/wDrVwK6s27CgFvSvSfBPi+8tdNeSYxskSbYt3Y59fxr7rganh62PlGvG94u3bXe/wAj63MsIsDheTD6Nvvr5WPCr2x1PwnrdzBZecPLkZMbeoB64xRrmnalqfl3F0sg474Feqap4rN5q2bxIwshw8iR8r+NY2va5p0lrNG24zr/AKs9BXuYzJsJgqVfBzxT25ox2Vvne/Y5aVCpVjGs4e63Z+p5jY+G2uNShgdmjRzy+OlQahH/AGbM8SncqMQG9a6O91n5l2kZ9cUkVvaajYzRyAGdvmVvevxWU3GV3sfTLLaMqbpYZ2qau79NjiLp/MXkVPoelxyafqF+H33Vt8wj9VpbyFIZHjmXacdR2pnhtvsWqtHv3wXCFGPatnUlBNx3R8HHDwqYyEcQtJXXZpvRP5OzJZ5jqkUNzGduTgqK6RoVuNLRsjzUGKwdLt1hmntMYIY4q/o94tlrcEN0N0DHDLWM9Fp01PpstfL71ZfxPdfZSva5VmtxalZT87ZyF96m1SO/vrVria3dSQNvy8YA4rRhtbe61SXzWCW8b5XNd3o+sR6hiyiMc0ZXbhxn8vSv1rKcijjMocsRW9lFvnTsnolu+p4FSEli5U6S5nrG3d7HmOlLJHcQPMuG6g10eh6Xpd3rhHnM7SKzE9Nj8f8A16ytQRbfVpkB+7nj0qCxvE0uZLiXIDPzg84r4PiDE08TjKnsHdJKKfe3X5n0OT044ONJYlaRm3K/yWpW8QQSR3Ez5IKHFZul3w1Dz7KY5DjjNdB4vuIhG1xF8ySDk157Z3Zt75JgejV4VP8AeU0zx86rLAZpyp3i3r2af/ACXTpFvJIsY2nqa6DSVeyVM9RzmtO+01LrybxeFYfNipdPa0aYCXhVGOa3j++904aWXvAYlu+nR909jY0qxgvZJZ5XWMogdST3yBxW/YX8CzIYo4zIwwzgdTXKRrFNIUX/AFYYYNbN9pjaHqNlJat58DMrFu3Xmv1DhSKwNLEV5xvOi9e6VunqepjLTq0+X4an57HV3OuW32d4ZoI3DDaMKMivPdR0mSTVkdAwjJyF7VraleZ1+aYx7YjghV6dBUuv65ElrG0KjzmGB7V4mf8AEE80pwpKPLC17eb7nt08toUpzlVfwO3rbt6kXh+J73VUhX5VU4JHauo1hRDbyRqSUA4NcvofmabaG7BO5j1qzd+JEurdmZvmUHivz/l9659TCsqeHtN76nM6heG1WXJ4NcrBE14jhUO/OeKvazqQuJCvaqOnXd3ZyloEGPU11paH5BmOLjisSk7uK7Gz4V87S7pJJEKMrZBrR8SRv89wF+SRuvvWfDf3M5QygcHkY61uBJdStDCACgG/k9Mf/qqFC9RNbs9bCuKy+ph03yppq9lvo36GV4W0m41S6EUd99nfONsg+U/pWlrnhGbSNUeMzxMduW8nOD+dW/Bd3b2+tW6TWweB5Bv3deOOKuaksc2rXKmXjcdoJ7Yq1NOXJbU5qOS8tP62pqUb2trva5Vtrr7FpyNjnGKu6XpYvrqFjJh15UVitchlWzIyQ/P0FdMug3ltp6apasSyjJQdcV9Pw3gViceo1Icyim7H0+OrxjQ9tTf8q+49D02SST7NY3GmMOQFljGVb60z4n/D+1Gh/wBp20DW11CABt/iPtWh8H/iRZ67dRWM7CK6UhSsnAx3xWn8WvHml2s8MP2pZ44Qd0a/xHniv1fNsVRw+AljISTSjyxjt721/ktl0PGw8aeMfspvR6uXl/wWeD2Om32tTJPq1yy28A5Mp4HsK6y0uhfW6iNPs2mw/c3ceafX/PpVPS9Lu/G9891Mn2XTI/mMa9DXYaVq3hO+s5tN1i3ngEI/0a4tj0PowHbrX891qksRPmqNt9T36TjgYc1FX7d35+hR8I6D4f1zxRFL4juZmtnOGdMYX04x0r9Ifgf8DfAi+DdPv9M0WzuPMjZXnILb/mODyeuK+RPhavwe8beH49C8SF/DutwqUj1eMjZNxwWHGPz71vfD39oLxB+z/wCKbnw/YapbeJvD0DeYqrICpjz1U84PPSumjFQak37p8XmsnjlKNFONRO+vX5n1BcfBs/CjUp77TNGt/EnhK5fddaPNGDLa56vGeMgDsSfu13K/s8/C3x5pcWoR+GIo0mXIZS8bKe4xuHSl+D/7S3gz4tQRiyvY7LVGHzWdwwDfQeteuKqxR+XGgiU8/KMDnvXqJqSvF6HwdSdWD5aial3PDP8Ahi3wusgk0nW9Y0Jv4fss+QP++s1t2HwJ8deE9v8AY3xQ1GeFTxDqEcTAj6iPNety3ElvDEqlpCDz71Za4MtvuYYbsahx5tGhLEVF1v66nP8AgWx8U2v2mHxLeWd9j/VTWoYE/wC9n+ldhHFsyD9ymWUe2IZxnuatKv7wcnntWfw6Gc5e0lzNfcRMrRoPTHFVYY2aYFwQ2ea0JNsiYJ3YNQeVul6kFuapPQzZbXbBEWc496os7sCe2cirAlE0ZVsHB79qglkXa2RkjjpRHcmRSnhLS7xk1Sv7YPC6DAPXea045AyFW+bP6VUurXjLkhW6V1QlqYSWhySsd0kKjbJH37NVi10WGSXzCAZSMjua359LVrdTtXdjBOKuabp6QwgAY2jHTk1pKrZXJjT6FWx0tI4wSmABWnHakKAowoHQVZAEcaDaWXvxzV2OMFeOOK45VGzpjTOZvbCSRlBd1AOfl706306P7rgt9a2mdfOKAfMOc1Gu3cW25z1NHtXYfsznm8Nwi4MsdugbOd23mtm0tBGqgjJrVjiEigrw2OKPsbdeCazdRs09mVkj3fw8ClkhHlkEVdCFlxgCn+UMYrLmL5Dx344fCrTfiR4F1HTr+Hz18tnjIHzBgOMfnX5DeKPgHr2l6Lq2qSWjJa287KiuMHaO9fuRqFvmNlUV8O/tb/D+806xvDBemLTHVpPs4faXbnOT3r38LW9rS9lLWzv/AJnmVqbi20flXJCp3DFUpFKtuBrqdXsBHeSLEo2hjWRcWYK56V11MPdaHjwxTT1ZntcI6kOMe9Is3lYwMqKkurAeWNnTuKqBpIRtYYFePVw8odD28PiYy6luadHbcq7QRyKs6RJZos63RcZX5NvrVO1IkQr26+9RblUksf1rz5Kx6sbSRFcKseApz60xfLnjZdoDDkU6W3+YyIdy9sVDMgt1R1OWbk1IEIADc8Gus8H6w+m3SsADHnlW6GuYheOaT94cDuRVxX+zqGQ5XNQ0aKTTVj7D8J6po99obazC9r9qt4vM+zzMQNw5HFc548vrjxV4VvNXv9XSC5C7khXqfRQMdK8a8P293q2iyy2rh/JxmPd835Vv+HLNvGGpW9ldyMHXooHNee6MYJtH1VPGVcROPtdvu+ZyvhjwveeLL6QeaVnhG8xyEgke1es+F7aLSUil1K2S6ghP/HvKpG727V1GleBvDOrXDXCXNxYajbrsEkIxkjpkA10lxoCS+G5X1BDLMoKxSD+IjoTXn1rylpt+KPcWHdGnzNaS6lfxt8S7XxV4YsNBv9JisbMsBb+Sc/1NeY+JPEFt4B1ax8Nt5Gnadd4ee8mUs0fTkYz6morK5i/tQRXpjDRSfIzNxHXmPx61S51fxHAZVVlVdqSIc7xxzXThaalK0jwsfUnRgoRdlfQ98aHSPEXh17mzddRZeI5VBGffHFdz8FvhX4z1SH7VZT+aocA2mRvI7da8T+CuoXvhzw/DN9iluYWOVbBwp96918F/ETWfBurPrsFy8BfBKKTtJ7DFKrLkuux34ZTrU4yp/E+/6nsXiH9nvxNdyxa1qkv2NYE+YEqHx7HpXnviDw/qOm2cp0jWhM0ibgGxvX24FHxO+OnjLxtY21kNWDQvy0dudpA9CQawPDej6po7G9vrmUQzECONsncTXD7aMrJR+86Xg6kKcp1pK9+mx81eI/EV1ovjJxe3wacyfOzZrsPEXxGvfEmmwWGmyxyW0a/PtHzH6V0H7SXwp07Vb+HUfDcMlxMse+7ZV4Bx/wDqr5+0e9l0cyeWWt51O1vmx+dd0aVOslUgeJLGST9nV2O/1xob7RYGjl/0tTtaIZz+Paum8J6/Z+HfC6abBHIJbg/vJ5sYHTpiuR0ibTrWa0kvLze0vzGNBxk9ic1399oNndCO1ZHiyvmKoPy4Pcn8K55y5Xy9D38BWjWtyr39l2LMHiG8Fh9ne8aS1Q/KX6H6Yr50+KVyda8YlbZfkjIGc+9e2ePNE1TwvpdjdxxsdPIxyPkNclqHw/tNY0VNYscLOXHmKO/IrejKNOSm+py5tipV4PCxXwvXX8jk76xvW0+CzkQySMgZPLGeMV0Xw4srySeS2kjEBZdpMgwfwzXqfhXwleeF7G11GfTkkt3QFnkTJA9Qa2PjFZ6Tp/g3RvENpHDLHdSiPdCoVx064+tbxoty5UebPE+3goPd6HNaTbTRs1hp/mvDCf36zjduPfGO3WvQPhT8Qo/BfjK1M9wbS0uGCtJIrYT3HFbn7P8Aocmn3i3NzCtzY6ggw0gyF6cfWu+8efBvRvG/iKxtLaWOzePHlqqhVxnnP61yzkqrd3ax2YOEMKmprSR7n4e+IDeLtVhfQNRkutOthiSTGBKfbIz616R4T18eMLGeaS1kikhYptbvxXLeAfhLZ/Dfwza21tMsjEDdKw6mvR9Bhk0y0xBbIFY5Z8VMa6klz6ehjVqQk3KlqvM+d/iN8L9Qk1291uGNoLcrl4tvDEdzXz74i+Etn458aWGqNrM8d1CcNbQ5C8Z46V+h/iRBfWLRvnyZ1Ktt715CnwZtdJWW6t1W2Ykvhk3H65ras1y86k+f9Drp4yVSKpyiuXQ1PhdPB4R8H3E1yAsFvGSwPXAFavhLVIPF1jLe2qmITkhFwARzjP6VY0/TtMXQ44L474pl2yHHBrq/Dfh3RdEtR/Z2Nrc8nNccYSjCyMcRiIXcktWWNA0xfDulmW8uN5AyXbjAr5j+Jmsp4q8X6nLps0c89uuEcnIHSvWvjn4yhtdDk0mK9S2uZ/lLscbB71886T4L0rwyWvm1WWSeTkzRnKnPtmuWVaWHpPl3kc8ISm3Um9Ty7xtqFxrmmjRJ8CWaTDyjgk8cVxOl/CG88BavCNWkkjjuGDRxw8sVPOa9Q+I2nNa65ZXMcP2W2x5z3jpneBz+FcVZ/FC68VeIhKHW5lRvIjL8IqjjP6V6sVejepqrfic1Oco1VyaHvjeHdPi8Jwvp9sskaDmTksTXmeo6LJdXDzi28jy+QCD835V7D8MluPswtLhNkZGcuOPrXSHQ7BdWeYbJfJGduOK82NdYi9NRSSPQoVPq0JU5Pmv3PmfxB40vdD0lY1s3S5dgEUg4+vNaIXxbrHh+HUDamWCNRn7owcV6t420qLxg0Ua21tG6tw2ADXc+G/Aa2XhcQalPGiOMAKRgCsqdCcsXH2a0W7/Q6quLpU8C+e3O3ou3mfl3+05DcxfECyN1nzZNNjfB7DzZRj9K8ir6O/bw0ey0P4waXbWEwni/sSJiwOfm+0XA/kBXzjX19NcsUj4WvP2lRyXU9u8QainiW+BnTa3ZatabYnSlDecZkXny8HC/pXXeCfBNvfbLmbype5C4JrrvEWhSLYiG0soljPDkAbsV/RFHL60YupP4mfzPXzWjSlHCU9l9x5Mbye+ZpYU3Be/StTS7i5mAVY52c9QgzXT/ANixeWsNpZrGij95I4xzUVnrOraFcGPSE818c7F5xWMlOjezu+yH9ZhW92MberI5rVtPZJiuEx8wYcg1kz2N5qmqRPaTSEKc7B0IrWWfUbjVBLqSnMnWNjXeeFNPuY7r5LNYLfH3iOa7sNh54m3M7Hl4jFfUk5qzdvkczofhW+1i8YsBbtHwGIr0jR9CGmxgbw8vdyOtalrpcrH9ymW6nA5qaS3l3eUx2P78V9BRo06CtF3Z8TjMfVxVukSqQysWC/MP1qlqkc1/Zskcggcc59a1Johb43NgDqSalTTYr+ykkFyp4+4OtVWmvZ6q/ocWHi5VFZpW6vY8T8QWviC8keOFfuHAOM5pfCfw61DWtQL6mCkUfOPWvX7HTYrcENK6f7p5q54RWx0u4vJ7243A/deZun518niqSy+o8TVnzLon3Pv8uxn9oQ+q4aHLLq12OBuPA+n+Y01rHGlzH3bjpXH654mFrqigLtaL5V8o8E4rp/HF9da34ja10BI5vM+XzR2qrp/wka1uoXvrlBcfelZRnB9KxxNGeIoRraQv0sd+ChTwda2Ik5tXS1Mrwl4ostYuG1LVo44r2zJWMyL8x9/0rq/B2rWWveJhJqknm2WeVbkVmXnhK11nxZZ2DQr9gK4aSFcEn3rkbjTb7QfiA2j6cZIbJjjfMp2kfWu+GKVLCqjazasmunmZyw9PEV5VY772b0suh9Ba5N4ZsyrWcFvESMhl6mvCfGml3eveOrB7awaZGbHK/KR6mntJLJ4xOmWkn2lEP72Regwe1ezaVrNlptnvuhIpRMLtTJr5OUqlKanXneK/E+joUqc6d6NO03+Bc0PXZfB3h2aGKyga5wR5Nv8AT3rkLfdq0VxcXhWybcXIk4/CtbTfE3h/zBeSQSQsz7Vnm4Bz9ah8eeEdW8WWfl6NbNOsv/LVG4A9a8jHRVVOthH778/8z28v/cTjRxa9z0Wn3GNfTDUNFlh0/DTyDZ5kdbWh6Xqln4WWKW3kDQ42zsAWzVfwj4A1/wAK6fDZ3NlukVv9czfe6e1fRXwv0+PUNQiguhGXgUMyMMjtU4edT2KeJvzX1fkdWJw9BV2sK1y9NL6njcH9qNp9t9u0W4SORsfaJkBX64/+tWb4z8N+G5zBPqcEUN1b/OkyKF+nSvqH4watLDoYt7aJpYScSFR0FfAX7T3ja40dba0tMqZB+Nc8sW6TUYXjf5ijQ9tH37Sf3HU+IPiXpVv5MMs+9U+RMn7+eK4HVvBusa54z0W7msGt9JkkDwSL8wc5HXrXj3h/S7zxFdI+oTtb2ync0kh6fSvqX4L+ODqfl6Ol017a25CQMx+bI4rGWFnGaxFm/wAz0IYhRg8PdJrtt6HsmsWK2vhW2+1RCV1AQJEvNcxaabdSXq2uo2Df2XIu7a+Dk9uM5q7q154i8LXEk72lxqqFgyLCC5jHHPFdt4cmstUa11m9klFwVyYZQQAeOMGt6dFymq03ZrY5p1oxi6UFe+5wuv2+mRMttCW89EyNuRsFcpoOl391eyodRmvkkflXIwg9BXd/EqbTVinvLSKZ7plILQxkDFeVfAnUNVuvEmobbWa7iL7V3RnA5P5V0WqKUqlSWiX9WMr0pQjTpQfM/M3PEXwp1LxF4mgle6+w6eq4WOE/Mx9TU+n/AANuLO8urmQNNcSHELfyJr06HwlrMOpPqVzceWEGY4Vqjfa5qNpeQxrqCiSRskZ5Ht1rxq+Y0FJRgrnr4fL66g3PQ4/wv4m8a6Tqk+ianp8U6dIbgfwr781y/wATNHe/0fV/t12kkwjbMcak44PtXe/FTxo+jxRvbRR2uptFgSOR+8Pqa5zwJcW15oYfVrmC91G6Q7ocAnOPrXD9YljaicFp1/4B7EMHTwNG893t/wAE8g+BfirxBr1jeaTJE0un2WVj+UKAM966rwj4djbxsbzU0ASNsQbeAT/Wvc4vDukeF/h8zLpUNlNMWLGMBXcEnnpXmbfDHXbzUtO1mGeT+zk+ZIHyzV6K+pxlJSbv0b01PHl9ebUoJW6210NvXNWh1rxdp2gqj7JcbnRc7RxX0R4N0O20m1MrQqttbx8SFeTgV5TLqNn4a0iO+h0gNqUf+sLN8xHrnFdH4P8AjNaeKPEFvpVndQuGTM1m+Ny9c49a58TjKkaTpwfzPQwOBpyqe0klc9NuvF0dxokk9tbuyIcBVXG6qPiD4gWWh2dpFfRNatc4SKOTOAc9c1veJPEOi+GdDjvJlS3ihHKnGD+FeC+PvHy/FWGHy/Lj023kBiJI3Mc9favkpVqik1e66H2EYU2lpbue3X3jDT7e1tDHdidUT94sPY8V5P49+KF/qrOum2cjvG21WZciuOvbG+8Ppl9TAspgGdFOWAx65967jw34k06G0WFJWmgYblkVMsfr+NeLUrVedr4bnr0aFGnBVX7y7bC+F47/AMR+H5rTUYPsiqd74zgk1xviy1uNIhvZZ7jZashVAOpr1nUfFxt7BUMaxrcr8pl+RmP49OteP/FTUI77QYbfYGm37dsR3M2fTFehKb9naO5wtqVS70R5pcWOu+MPhzeXbQmx0u2byVvCeSoyD0/wru/gz8I/CPwbsf8AhJtQ1Ky1ozKHjkmPKEkcKMDnrXV/Bj4Y65rHgnVdC164Wx8P3JD26uP3i5znvx2rK8Yfsh6BeMbf/hIb64WQjyVt5DsgIxzgH2P513wbatHRs4Kjinq7pHqi/FbT/F1nd22hxM0yLgBl+U/SvBrz9nG/+JPjC/fxIkekQxjdG6KCWzjnkH1r3/wX4B0j4e+GLextr37XeQqsfmSHMjYqHxpqkek3ST3l9JJKyjbGg56dOtaYNzw05T59NvX5HHiqccRGMOXXcwvhv+zP4E+GuiR/Yof7UvEbPnXRIyfoMD9K73xF9l01tItCIE3Nu2Lwq9a868U2XiHU9HjurPUJLFWTcYtpU59OtfKnxT8bfEnTdSEc11PJBEfkmAbAHvzXcqjxU+RbHDKDw655a/M+pf2kNF1BbnSNW0jWY4NMjb/TADkAcdOK8b8K/F7whoviq70zVr+6hu7rAhnwPKOQOeea8/8ACPxQ1i81ix8Pazq/9p22olQIyM7GJ9c/Sue/aY0fSNA160twIWu41B3RkccCsov2dTlnGy79zZ1PaU/c37H0v8Uf2ftW1f4eSNY39tqVpM2+3ERPmZOMHpivCPD/AOzJ428MzQave6pbRwL8jQuDu2/gPavYv2StR8VXGh2j6rq8eoaHHEXt4GOSpxwOv0r6B0/wrf6ppF1qktn9qjeVsEnjqeK6ayj9qnqOjVklenN2/U+cbP45eGfg/DbWdpo6W0YylxMoyztjknnNehfDr44aB8Snc6dbPG0JP7xgQpPpXnfxY+Guh+H7ybWr/Tw9zdthImH7vPqeK4zSdY1fw9ZpBpVnDp0V1LtUpH0PPzYrjjGjKTXNq/wNpzqRp8zjovxPo7RL3Vr7xgYlu1nsmPKS8bfpWH8W/jNL8LNaitrJlN+eYzzt/Guj8N+DNU0Gw0rVLvUIb+KSPzJG24JJz71x/jW68EePvGCWF9FbNPbKThiqyFuOBWtP2cJ8knotx8tStBygtX+B618M7TxN4itdPbVdTXybphctHCMhx6cj2r6JtbOMQCPYNuMYxxivm/8AZvsdV/4SbUxNfvc6RaxhbWJmzsORx+RNe6+NNZ17wvZRX2l6Umq2qDM8W/Y+PUHB967KtSMYJx230OCnRnOr7OT121Pm39o/4O+EvFeupo+tWCeH77UCRY6vAv7iRsH5ZOuDweg9K+A/jn+zH4u+DmpTC+sJLnTwT5d1ENyMPUEV+knjP9oT4WfEzw7qOh+Ib7+x76EZ2XAG6CQYIKscc5xXkvhf9rvR9c8Nv4D1LQJ/HWoI7W9pIIyUu4xwG6Nz/jXgyhTqScovV/1Zo/RcHj8dhqMacoNxjun0XeLfTutj8yLmT7Sghb7y9Fbgik02wnuJrezRd0ryYHqenFfSnxy/Zd8YpHfeKo/Bv9g6VJJuS3jfcY/qAoxXzRY3Fx4a1sNdCQGJuQc5FenleIhgcUnXWj0foe7VqQx1NVKLT81t8zW1ixkhvGsmTbLGPm71l2949jvjmy0RGMd1NdT4Xth4t166kiO8Ng7j+FdtqHwftt8U17drAGXLoBk/XrX6TmnD088orMcvSbva2mq2/A0weLVKXJKVn0Z5FZ+IpdNYiJi1sx+Yelb/APbQurVIWk+QjdEw/h9q6XVvAmgWdjNHYu8/HJI7+tebalpd74ZZVlXdavyrKcivzHOskxGUzjRxSV3qmj2cDi6tG9eKvDaVuiffyf4M6Lw/olut5FetIFaGTzMZ710y6zq/iT4jaPc3t41zYw3COkG75UwQf6V5zNdsixzRyZiPXaa6nQbmJNOLJIVuQ25Js9RxxXiqvOnHXY4cRldLF1XTo/HbRt/gj7+1r9qqH4eeGStkY73WXi/cwZ4QAY3N7Dj8681+Efh/Rfil8IfGPiTxbaRahqd7NNcpO3DKQgxgjHcV8jXHiO8tkuhcW0mpfahtmmBy6oOw9BXpngr46J4T+HFx4dt7WQRvA6KQeeQeoxXdLGe0lapt+B8vRyetRw7VC3tObVbSsuvmvT5npnh39lbx7B4D03xj8P8AxRcCWZDL/Z3mENxjpkYx9TXzH8RPF3jNdfuYfFck91qCNtf7RwQR6Y4r7C/Z9/aWuPCvwytv7Vja7t7RfLiW3fmP/eHrxXzX8ZPFEPjrxTd6isfySyb13nJX8a58RKkuRQ67o93J8Pjqk60nLla2a6+TPM9Lvp76+j8xWg74YYzX0D4a0VL3wtahE2HbjcedxyTn/wDXXie5tQkjjd8T8IjqOfYV03/CR+L/AIZWPlzRiaxuBld44P4/hX3/AAdjnlkp4uvTfsrcraV0nvr1O/NaTglD2nPPfXR/cemt4asNri/QyLyBtxlSe9eKeMrYaZrkkOGSPOF3Yzj1qWb4oeJ9c3G2t2gj/idQf51z2tale6tNvvmDS4xkV9DxlmGBx+Dp1KKfMneLatdPfc4MqxNS84rVPf1WxXurN45HYNu+UkVkw6hcW75B71oQ6gHQxS8svFWNH0mK81ZEuUPlEEsvTtX4pJpRblsexOnPFVqf1SVm39zfczNWU3Vn9qXkH71LoOkw3Phm5vkYi8t5x3424P8A9apNJkjmv7rTmGYZCQntU+nwtpSX1mw+RhxUNtR5V/SOSjh6eIxEcXUV4tSi/KaWj+/VD/s4e7WZTgvzmr11ZwyMkzcSLVHyn/s9Sp+deRUelR3uqXYjVWkPpXdg8PLF4iFCG7djurYmlg4P2kL89n5XNfSfD934jmkitAdgPzt3rRGnnwnqEKs5SQ8EV03wplg0Zri4lk3l2MbQ/wB046j86534lXq3GuNIAQy+vcV+rvEUVwnKcEnNXpvy1/yPHjRqYbM4V6ittNeaOO1Caea+kutjeTI+1X7GoNYmfau4fKvUVvi8U+GJ7PG5twkQ46Hjp+VZklrFqnhudkDLqMHLxn+Jeea/GlUS+Lo7HqYrDVJRnCnO7nHn+au2vXsuqKek3aanZy2znJXgA1jt4fa3mMkjAIG+Ve5o064t9N2yly87cbR2rqJoU1C1W4UZYCtv4ctNmeFRpQzTDJVNasF36efp2LejSRSWDQTkAdqYdBhvdQiggk2o33m9KyobeeRtycAHpXSaReGxk3pAZCOpIr7bhbKaWOxTniFeC1+ZvjcX7ahCjKNnHS/kdivwlvLyOCXSALiFlwVyA2fXmtvxB4ct/Bvg9bXVE83Ux8yHP+rz2qPw/wCPDpUMckqtApHySMvBHt+Ncv8AEXxQniO+jlWZ5N5B+c9K/QM8nl2TqvjcLrUrRcbX0XRu3kbYOlVqwhSnZRp636+QzTtFGuW5eNys2MnPSsRPC8/2zdKG8vdjOOlXbHVm0u3BjchzxxXQ2/iyJdMeJyPNI+9X4JzNKzP0X2GHxNpT3Wo250uFdP8AJjlG2NejdTXnF+rWtw6NwO1dNqmqS2twDMCu8ZH0rjPFeqK8wKHtV09Tw+IMXSo0U9nHSxh318sc5CqGOepru9eurS40HRbmNEhbygkhUdSP/wBdeaH/AFgc9GPeuubMvhmGMfvPLbIX8q1knGcJdmfnOW13Wo4ym18UbrumpJ6fIp3W1rhHhfJ/u5roLK4b7KNp2t0NY9nYhQkgj255rTjhkWNyVKitakrvmSsd+TUZRUlPXmRbsbxYtSgVUy24c1reKPDt7eatI1nbyM7ANlOlV/CYs7e4zcDzJicru6CvU9E8aQTzSwSxrsiXA8tec+tfS5XldCslisW2oNqKSWsm309N2fQQhPEYeWDuk9ZXvokk9/U8n0jwjqsd0WntJgegyucmvo/wv8L72Tw/ZTSp5RZPmjbqBnvW/wDDvWtF1CaC3M8c4+UsswGR68V219Pp9xc3dtHrS213jCc/Jz2PPFfqGFyvB8LzrY2pWvCSsr779+p5cak8RRhhKUNY6t7nyT8WvBY8J+Kg+kSMrld8jRcAE9hWf4W8F33iS7We8Z/L67n717l4i8LLHdSW98pMw7nkOPUHuKztJnt11S10fTovtl3nHlx8hPrX4dnGdSzDEVK8VaLei6I+2weQUaPKou9/ubPOPElvrdreR6RoEE0jMNohhUEsKp6Ho3iq+v4tKTRZJb9XyYGQiRvUYr23xb4N8ceB/E1n4k03SL20jhVZIbmFGPI5ycDgV7D4I+I3hr4zXdhPPMvhD4lWGPs+oxkJHcsP4X6dee9YUYqUFzKzPic0qunXlOnPmitPdd7fLsfPXh/wL4msfEUt5ffDhtSgbIGnSCRUQ+xVgf1rp1+GWpeJLu5ksvhjcac6xbPKt5HIRsg5y8ma/RH4d+O73XpH0zXrKXTvElsMzBQfKnH99G7jg16Fa2oyziIK79T3P1Nd/wBXhLZnxUs4q0pPnhr66H5meEPgH4leRYLHw3rljr1vGrvJFJGq5OcEZbpkV7Do9n8evAemrfahqmp2+nQkK6qkMjhfXGDmvuGz0VYpDcGNTORgvjnHpmrrWitIrH73Sp+qrfmZm865k06MXfvd/dqeI/C3XPF/iy3gu7PxtpGtwZHnQXUbxzqO42hF5r3ONTtCnBOBnHTPeuVm+DPh+TXo9cs7f+y9VVwzz2f7sS89HA612y2Tb8MeMfdHetI+7c8qvUjUs4/kl+W5JbNtbH3hjirEz/uzjg0kdsq4CjGOlOlh3YHUip3ZgU1mHm7Bxxk56U55iyHyvvE4y1PeNY9zNjHWqSb5pARhowdwx3rVJMzbEhuZPNYFQmTk57/SnzZZCgfl/wCI1DLCYZI++Twc9KEV2lkaOXeOy46VpZbkEtirRyYc5HTHrV64jCpkqG7jPao7OPylUknzGH3SaluE85SrfPzxt7Vm37xdtDIuMwnyy7bHOSfT2qa31SFMZJAHHNMktW3Mck5/hPQVl6np804LRyMjLyeOvtTqO0boUFd6nW29xFc24eNiVqaSXYqBBkGuf8Hx3MyuJl2wjpk8k10jW4HOMsOh7VxqXMrnU420Ke797wAB3NEcK7mXGQTmpoijSFflJ7gVcWFe1NyBRCGPC9MCpVNCrtHXNLWZrYKY6g8+nNP+lJ2pAUp4vObcMivEf2mvhPH8TvAN/YIHW+jjMkDocHcOcfj/AFr3ntjFZ+oWq3ceD1X+Gu7C4iWHqqa6HLWpKpFo/AXxp4bvvDOs3Nhf27W9zCxR1Yc5BxXKTR4U569q+rf28tBksfjRqLyIsQlQMoQYz7/rXy1cKWAXqRX3M7S1irJ6/ernwlSPs6jje5kup5FUrtdygYrUmj+fIqhL945HFcFSJ105dTPj3Q7sHtTJD9oGQuMcEVJM3zEFc5qJWaNsdBXzuIp2ldH02Eq3jyvcdDEY4Xy3BPAqvLEFHJq5KRkcVDcShCF29a4T0X5GeVK5yetb9rbpLYjjnHWseSMPIcc1s6flYQuePes5DRv/AA38bTfD/XluIwkkchEciyDK7TwePxrpPFWpPqnip9S0ZlgjIEhMZxzgZrzq8tSYmcYBHNR2NzNKyokrI/QYPWsZR5tUz0KNX2ekloe0W/xAl02z86zjmmOMSsigjNdv4O8dX/iLS5oruZUgx8okHAPpkV5t4V1SS10N9Lu7uOxjlGc+VlmPYZzWv4U8QQaHbXOl3sfmRSHekkZzz2z+dctSFk7LU9OnWnJJKWna5X+NHgubQ/D66pZszrO2HMedq/TvXm/w9t4LyO4i1LDPIQEknJJUc9K9k1v4lTXnh5/D7act1FId25uSP09q8+/s/TYdUiXYFLKNynopqKUnGnZ7mmL5cZWi4dkrH2B8LdY0Wy8Kw6d/Ykc0IiwGjGTn15Ne6/D/AOFfw4fwcuqaqgnvJgc27scqfTAr528H6Cnhj4d2msWepQy22N00DSgOo9qzpfil4i1y+tm0VrCz0YZRpXmXznPHbrXFzcrT6Hp08NF03GnNpq17HofiWz0Fb3yNJ0sIqy7CqZLY/Ou21z4M6vJ4Ri1eORIEijBjt5Ad2Mda4L7Lr/hKbS9fjsBevbIZHXPysTnBPr1FaUnxu8ZfEDRbj7XHJYybz8sLFRt9KyqR5v3yW5yVKtSMuSm/XqchfQyvZ3Fjb3I+1yDDHAPP5V8r+L/htez+J7xJDtj8wlyo5Y57Yr6XuNP8S6Hc+bFosl3FcAmS4Vj+7Hr061t/s8eHPDvjnx1dWWsI126jIaR+jc8nPerwnNh4ty6nRWw8eRTqR+fX7j5I8TeG9H8P2NlBc3kkGoHmMMv8+K9w+B3gm/1K0a5KJqMxUqGmY7Ixj7x/z2ql+3V8NYfDPi61udPjZdPiGHYL93ivFvAvxr8Q+E7e8sNL1CRrBzhFmYg4rslSqSpqV03+B5mK5Kdblpp8ulr7n6BeIPB/hOTwNp+l6rexvPNkS/ZxuVevTIrxzWvAGieHbgLpubjTiwCcjPXqQKx/hT8StP8AFybNUc2d5HH8sbPmN29a9S8HabpdnbXUutWTlC2FlgXcGz6+lebeUKivsug04zjdbnN+INHn8dW9rplnG+n2NtCPMuFxhhgcc1514k0eyt7K3017KW505X2Ry3DYAbu2Aa9m8SeN7Dw9Nptm0It9Jlk3LJs5frwfWuY8UeHl+KlrfpoqyQJafvHBQqWPovtxXfSrKVRqoyvYTpRjVSsmJ8MNQs/Cci6TbTS3VqCHM0Y3cnnbz06/pXpfwn8MXPiLxTfXkzzjbJmNn7LXEfCzQx4d8OmwubSUX0r7f3Y+Y9cc17h4B8c2PhW8XT9TNtZSzNtSOaQB+noamVF6uJvHEyrRlCW6PYo5oRpYs1uxM6cBSfmBrZ0LxMtlCIb1OQMcV5aNb8K+HvEE97PqDRSTfOWd8xj8e1cJ4m/aU8LWHiuGxtLpp7Zj++mjXOD7fpXLUw9OKd36HM6NRuy2PozUvGlt5iwxJls8AjA/Wq3iDxuljZpiz+1O/wAp2jgV8t+Ov2roLfxBBYaLpyajb7QN1wu07voRXonhf4tX2ueH2klsoggOHVTwnSqfK5R5pdDsjT9lSUqkbI2Na1T+1FkWKNt8TZWFSefpXmuufGDxJY6h/ZFpcSWTKMNFgfKPcmpfE3xysPDeoPaaLaC41ZxmS4kPyr9OK86uNYude1w3V08YuJBmQsetcsqbpOU1LToRh17Sfw6HYaxcWesaG0ut3LTydTIrEk15ToPiKG88TNYW19KNPi5bz+i/pW54huvsNtGsVyqJnlUrEs9FijtZ7hljeSblmYcmrjTp1ElfVnq+yaR3mtfELRLWG10a8nhuhc/Ip2kkjpxxXO33gPT9L8Rac+jwsRK4YxkACuX0qx07UtUtvKiTzYW6sOR9K9YvtQi/tKxgtYhLLGo8xlfpxWNeXs2qdNaW1OWVNU7uaPX9LktLXTVXbsuETmNcHmuQ1a6vPt6uE2RyHG3OCawdY1658PqZLU+YzDDc5FQXeraxdaCLn+zpJlP8Sgkj9KjCtVGovcKcYxs31On8RQw6XZi6icMAu5gpBIrkNC+NFt4yt7jSLV54WgbY7OMZ6jiuR8La9ezeLJISHkj24aGXlQeeorqNUi0zQrkSR2MUc8xywt49pJretjUn7CnFqS6nJWhpyvU+Nv204kh+KWlKkvm/8SaLLZ7+fPXgNe/ftpaSdJ+KGkbgym50SKfa3UZnnH/steA19Lh/4UfQ+Wq6TZ9vaJrvh3R7ENbqqbhnaCf61Zh8XW2sRnyYmIB7V5ZcaKtrsC3AljH/ACzB5r0T4eWVndSpFKFtyBnBODX9QUcXUrTanovI/kfFYChTi6yk5N9y1HefapmhWwkHu3Q/rVqHwhJeKsoX7JKD95fSu01CztbAxrBiQnrzkitPR9MF9vxKpx1XOSK7P9m+PqeHKeI5nGhG1vO5zVj4LtklinmjE0w4VmNdra2qWcjW/wBlZJAuSzgbT9Kgh0uK0uAC7yFTux1xWlqV815FtXe3bBrKdSUpKEfhNI0kqbq1JNy6IbBZW0kYna48plOGC1Nd2emTRAod8p75qnp1qIdwmjURtyRjrTdU1jR9JXexjjfsvGazk+WW7FGKnGyilfve4n/CPiSNm+Zm/ukcVjXGmto9nK5AhAyfmNWbrxvf2Oiy6nHbxi0TpuOCRXjK/FbXPip4hnsIUWy0yEEySkdcc9a86eYcvtOR6rfyPXpZO8VThFRtFa9t/wAWaFxqV9NdXM8l4tvAhyJs8YriPEGg+JfFWm/adOv7m8tDJ92IAceucV6Dpvg3QPHVncWA1F544vllt4+CTXqfgaax8K2SaDFapbQxrhexYV81GM61OU8ZO+t0kz7eUKOBnTp4Om4yWl2un5nmfwZ06TwzCJLyGae/xhVkUYX8a6vU7zSptUMUt4sN45yVTJ5ql8RPiNZeD7e6e1lVJ+flY9K4D4SatF4+8Uz6lcW7eUnAk2HDH2rplmCxlRRgtl+XQypZfWXPXrPS/buek+LNCZbS3u9PUvNbYdgnBcen6V32n6f4e1vwnC8qwTXnl5ZcYkQ+mag0jwut1eyPDdSoq9YpVP6CuM1i3l8PeMI5rT93BIdsjONufwrrpx9olCWj3/4B51WToc00k09/8znvBPgeLxR4g16x83+zrVHyGVfnbk9CRmu7bwmfDBKwTCe2C7R5oBNUPDMmrzeLL65hEK2kY2RqejnntXaa1oM2uQQvfQT2Dr8xeBspj3AFeRmCqVI8tBJPTc9vLpQXLOq9PLYyLux0LUNBjHlRTy9XgUYKn1o8M+JYtJtpbaOQQKv3WJyE9jTdNn0xrxvskPmxD5GuNvFQa74TS60HUf7Gt0eeY/vbgDIx6V8/D2yvGo2/RaHvy5JxTppK/d9DSn+IDpbNPdCMxg4Ew5U17D8ItDtLvSP7bWbfcT5yQeAtfLWh6Ff+Jr2y0f7RBY6ZCwWSOYhWkPfAJr6ZvNDu/B/gJYPD90tpJDHkK54PH1rLEVHCF5O3a53UIpapcz62O7vLGHULeaEOtxwQVHWvzM/ar0afwp8Trn7XlreQboY25A6V9SfAf9oC6vvGOoeGNXAfUmYusyfdI9P0NeU/t9+EHupbLXYo3c/cZ8cD/OK5qeMr08UqMld2NHhaEqUa8Nm/+AfKWioNY1SATzvFbO4Uqn1r7F+AfhXQ/B+qXVzbp5lqyASST9QT/d/WvL/2U/hv4b8SJNe6vLDdXanEduxGV6c4r6U8WeH9I0Xw3dx2sTwKin5wcEH8q9zFYmGHp8kHeTWtvM440nWq6L3V9zt5He6l4Mi121il0jWGtrnbmNsBh+PBrFs4NZ8LxyQ+IHtbza2VmjXbn68Csv4X6b4m0DwzDqM93DdW8vIjzgqueuc1339nx+MHh+3jfbp8zKvevl5Zg6V4zSuezDBe1leEtDMTw+2pQfaZbRDaSDdjAAxUGk6Pbxx3D6R5Nttb5ljTk/jiun17TZY/s1lFKyadJ8p2j7o+taK3vhzwPo5hjkcsR800nY+leJLHTlJurO19lc+kp4CEYrljqjzzx1NPY6HPeIrwGCLLszdT9K+MfEXj27utQ/t5BLNDFLxsc9Qe4Br7+1PwfY+L9PEd3dMttcDdtU8sprhl+Bvw78PrPp+k6LIbW5BW4afDDceNw+WppypxlzVNGy5xqtJU9bHzVrvxC0L4haDpdvcymG7Y4Yg/OOD0ry3xNqHiTwXLJbCWSNEz5M235ivr0r7N1b9jLwl9htJdKhlhljfzWuwfnByTjGOleU/GHwlrba9BplpYHVpWXy/PZCCV9M16eBkqVa8HzX/I4swSrUOWSs1r8zxj4b/FbxF4q17StD1PUHmgeYIGkOAB6V92w/2XpN0LeaYGJUCDachfSvmn4e/sqaxqHiSCe8s002CP960quCQ3oPevW9C+GviaPWpPPuVNlHJjcxyzD35r1MyhGvycjV49DxcsqqjKfNFpS6nUX3gZ9RuQ9lIW809ZPu4q7o3wPsdD1SC/jiie9zuaZW24/Kuc8eeMPEWh65BZ6ZbKmnJEFaRTlmbA6Y/Gk8C+Mr23s5rjWbl5b9T8kMp6j8a8KcqvLqtD34RpP4W2zsdY0GbXp7uznuQYR91peh9gK4Xwn4L0e31ZjHY7VgfbIZnYKx9gDVu/8T6zqV9LNptoBtXcN7Z5ql4X8d+JL7zrS+8Po9qW5m2d/UcVz0k5XsjSpeC95s7C7+G2k6trQkvJikDDPkgnZ+dTax4Y0zw+A9m0ixx/wxqCB+dWNFvP+Ekm/s27CxW8Yz5rHaVx2Gaua3LpcmkzWcdzJPcfdjkX5gp9TVTjBrRImEqie7K2j6faeNrYS38oKWxxGh4Y/l9Kx9N0XR7HxMSwjnSJvk35OD75rqfB+gjw/oP9oXIinuEyDICFLe+K5iWzS71zKWrzPMclgM1SqRgyvYykr3O/tZ49Naa7dvMW4G3Yv3VHsKG8baRazNYQ2kgymfOKjg1q+H9PjazX7TbBhCudoXp6V88fFb4gS6b4ya3tlkSJjhsnaqrWdSSSu3a5pSp88uVK56jplw19rsiQzKYyMK0g5JrgviVYXmm69Y+ZL5jF8lwcgda1fC/iS01C1ieBEmCDYbqQjG72Ndx4g+FTeKtMt7kTyRXESFioOc9a83TESlCMtUexHmwsYznHRng/xM+M58MaTcRAzXV4keAcDH1wK6v4b6bZ614Ci1PWXguoL9NzeemPL9uRXmtp4Njk+I0tprs8lo6SgR+YpZJVz0r6m8ReA7K+8K2NiwjNjtU4VcYAHpSVGrTjzSlyu5rUrYdy5Ka5k0fGXxK+CtuPFiLoUzafIxEsEmBtXnsfwrA8c/A62l0ndrd95ut7Qyzhyd2K+1NU8E6BeaLbyLZtJIuYomcgY9unvXyF8WPCmoy+JpdKt47qG93/ALryVJG3PbFewsbz8q0kfO/U1GUrpwPb/gv8D9Tg+H2jv9qMMWwFFzj8TitH4k/ErXvhFoc1pDcyS28Q3BtuVJP4V7B8NzHoPw50rTridp7u1tlV9/3s+9cp42m0XWvCd7YagkdykjklGAJHXgV4VfM51sU4taHo08B7LDrllqcZ4L1hfib4d02bV7OOaF08zzpgeGHNWfFWiWrNFc2trE/ljbt24C44yKrR+JtN8PXdrpcRjSzgh/dxw4PPPHFWtT8WWN1D9kz5cgj8yVmPIz0XH+eldMeWPvXM+Wc2oWKWja5q2oLPaxObixtUOd/BX2/OvC/EfwfvfGHjyPXbvW4NAjVsBWLgtg+wIr6H0mVbiOaztLNoJJI8mSU7QB68jmsrXrfTm0eLSNSjTUJpMkfLh8e3X1rCcVzOpD8dmenR5aaVOtL3fLc9O/Zl8O6poHgXUWhlgvb1pv3UrltrjA71sTyeH9S1k2/jr+09Jv2PyiaZ0gf/AHTG3T61yngDwr448F+DYNR8IaqNStM7zpF+DyM4wrE/0rF+Inx01zxFKPCnibSbXwfaTRgSXmp25li3H+63ygV6s5NOMWuVpfL7zmo0nJTnTkpRvve0vu3/AAPYtT+EvwrTQrh73T9MGnzrl7maTJYeu7Oa/OH9oLwz4e+G/wARLfVfhLrc939lcymO2RmW1YEHqRyPz6V9D+Mv2X7efwXbanpvxJi1qxtD58ljeXq/ZZRydgy2B1rzix/bE8N+CdCvdOsfhxpUKQ5gMkUatG7jj7wGCKwrSi1epp5rU9rK6dVztQbqLqm+Vfj1PD/iF+2x8SfHejxaNqd2ptYQFmVUCmTHc8V5LqnibRPEi/6bbNbXB6yY6n8Kd8RfE1z408Tanrv9lx6ZBcPudLSLEScDA449K4fT7uK7uminIT0boK4HLm63Pt8P7PBQVNJR5nt0Oo8EaxJ4Z1iRtPmBEhxggEEfjXsb3Nx4is1mZBFc9Dhshq8j0rwjBCqXsVwkzZyY164rrNP8XW2kuhDEMvGx+PrX2nD3FFbLasMNVm3SvZrt5o9z+x/aYd15RUXurdjXl02ZpHhjRju4Yj1rm/FHg+8021YXS74HHyg84r1TSbq2m8NC/VQZpm6MeF61UuLR7qzkN6d4fjDLnPuK/aeIMmw2fYDnvdpXi1/XU+awOOq4SvyrSLdmmfM81m9jceWSRCx/KnWupS6PNtzvhY/lXa+KtDFtNMkkRVM8HHFcNcWpi3of30fb2r+YqkHSnKnLdadvzPcxeBlhpKdPbddbf8A6bSPED6fcNcRhXSQYdGGcipL64ikjnuLMAGRcFD2rmILgQQgKM0rSTW/76LOw9VrilR968dDtpZnL2Ps6seZavTdN9U/zJtL1K+TzYUuZIOMlQxCt9RV06ncbcSjf71lTEXf7xF2v/s9qdDfSWuFuF8xezDrW1rnnYaoqD+J2f2v8zq/CNoNQvEmlfyFjcENXqMOp3/jC4+zuPtFpbjb/AKtTu/SvFbXXCzCCByFbrivpT4a2r6d4WtDBAinaWmkfjcSTz/Kv2bw/xHNKthmtGr+p5ucKm4wqU3zNbsxr/QYo7X7K6w2auh25GN3tx3rxvWtHMdxMrDIjP3hX0H4k8NjU9BuHd8upJXZxtPbAr57m1KWz1Oe3v3Z1bKbm6n615/HMq8JxpVlfrBrt/K15dH1PWyWOGnFSWl9JevR37P8AA5yXT4zMWB5roDqEV5bxSOojuIU2MRxuHr/KsuayEbsytlexrNur57aRG7Dg1+RyjzqzPUjWjlzlNxsnv/n8humyR2Wrm4BWQRnI9DVu8vory6Z1GC/as/UrPcBc25/duM8dqdp2l3DyJJtJXPWteVP3jwqNXEUv9jjC6bvddb9fuLNpI24xu21V4r0fwH4j0jRbdlOn+fctkBhyT+teeXXh6+urxVt1Ybq9Z8F/Di70PTY728hzdSKSqn+FfWv1LgLB1q2PdeEfdS3t/Wp5ebVZU6f1erG2u76nP+KdGudFtZdWhKwwXTf6pCflPrXK6TBFqt+ov5XaB1x5voa7zx/4it7jRRppXfNnrjBX615ja6kIYZLSTgA5De1eXxhGlQx9ShhJWjKzaWyl102uenllRKNKWL1jG6V+vW3o9SO9tptLmmtmfIU/KfWquhM83iJN06wk8MrfxCte7MeswIFkDTQjr3IrD1ixeO7gkhGWYckdq/P46+69wx1N0JxxFD3qcWmlfpfb1WxL4j8Mx6TrUiofMVjlD2rT00NYRAScqRnFSX0j6hpttIxzMgwag09iZkjun2RZ5Y9q6sLRniZRovduxrOlQwGKniMOrRlqvK+tmdx4R8L/ANqX0UqqrRcMykHkZr2OPQNAlgeCKzgRwuBuJrgtJ8Z2Cxpa6Pbu0yrta4VTtrobFkiQ3WoTPESQNyt19MV/TmT4GhkeCtdPq5HzFSt9frXicP44gXzlsc8W/CYA+v8AWvP5tPmjvFD8L1FdVf3v9oeKJ9snmKXwpPfApL6yN47SqAixjvX835piFVxVVR+Hmlb0cmz9RhhFi6EKj+JKKfySRDo1hDcKiSEZbjLdqo+ItNbS5iA+5RxkVXOrS2N0uTwDS6xqcmrBI0Bc+wryLe8VVr0HhpQXxx+8qeL9Q8y3s3J5EeK4e41h7iMwyKrIDwcc112uWtrJDAb258hY1wVXksfSuXuobW8ytlA6Bedx5J/SroWUUrbH51xFUr1sVOpzpXS0vq9F0/zOlutPs5PA+mbYlWfzGLSdzkmo9Jtwlu0PbqKkhbztFtID1jbOKntv+PoADA6VUb8rv3Z61OhSdelUhFL3Ip+fu2Y2K4VVJYgFTgL61q2uqxX0ZtwoWRuAcd6iXwzNdb5AQE611+g/CW91yzt5lCRIp/1g6t7V7uV5fUzHE06cFdNpFVPrGFU/d2VzI1Lw2ug6CLuSVWuWOMKemaj8PaxP4cVL7y/NB4YsM9a3PFvwl13S7uCQo15ZBchovmC9MggdK9Q8C+A9NXwAJ/ENkIkkkIVnGGIwOnFfpVamnnSowj7GnQi2r7NpfFfbU4MHTq/VJVt5TdjjtN8UeG/ENqUku20y+P8AHDwQfatKDV7LSdJLTalujiOTIzZaQ1xXxE8BWen6iZfD5kksyM7m6g+lYHhnwLqXiu+SNiyxKcFn7V8JxFmVTH1PY1ZR9x7xejPfy6WKwCb9i3OS0vsehXvxT1rx7p8eg2EOy2ibK3zf6xV7jPpW34C8baJ8PbxVZ3j1LcD9skG4ZHr7dq9B+GfweijkXS7dFMrKCW/vt6V2Xiz9gLUNctYtT0m9WDUZkLSWdyOM88Kcj0FfGUKMasnCC0RhmmYPL4J1prmnv2XkuyPoL4O/HzQfi34eSKaeyF/bgRSwtgBx0yoPY1o+PP2X/B3xKzd2sI0PU1G6O7sjj5vXAOK/PQfA/Xvh74tFnrk954XkztTUArGJT/vcDH419L+BfCnx/wDC9lFe+GPEdt4r0vAIYTiQMPThjivapyl8Elc/M8RQ9nP29CooJ7a6feek6PN8Vf2fbqNNSsv+E78Mw/KLm3A+0Rr9TtJ4r6N+F/xf8M/EizEml3Sx3i8S2NxlJYz6EH+lfO+g/tE/Evwu4j8V/Dy9l8v/AFkunIzkjv0U1avPHnwt8dXy6readrHgTxGnMeoC0eJw3+0dozWsZxitNPU8ypSnWd5x17x/yPsePaMk8D0p0a+Z83vXjXwi+IGo6te/2Td+IdM8S2xUmC+t5lWfAH8abic17PY24hj2glhnuc01PmV0cVWjKjLlkWOVK88VZVuMgVBKq8EjladFKGjyKh6kD/O2svc98VIzHcSSMVWZkDYXg9TSMxVTxg+lHKHMcF8SPHkfhSXT4RDJNJdyeWqxjOPrWxod232UuFZmbnbmq2tQjzN/k+YQeN1X9FtWhhSQoULchSOlOEZRqO707Ey1VzUlXLAuvyKM496s2qbog6KEHpjk0jyRquS4DsfWgzyEMI2G/OB7Vo7slaEk0O5o5N2Cv601ZWWV1IwOuRTVjaGBQx3sepNF0oW1IJOMc+pqfUoGRZIHO4he9Nsrfey5yyDoT3p+lgmFRk7fetK125Kjqvp0rOUuhrGI+3t1hb5VGKfNmRdq+vNPjz2OfWkZBnK9RWBuVbe3aNmOFyTV5fpz3qOOML+PWpei0mNBRTd+McU6pKCiiigBDUM0YZd2cGpsndjHHrSMu5eaaEz84v8AgpL8O1h1TTvE6Ftsi+VIv5V+fl5a7WYx/MPX0r9lv21vh6PG3wjvliiR7q2/eozDpgGvyI1S1/s+7nhI7lSMd6+4w1dVMNTlfVaP5f8AAPi8fQaqto4y6kLMBj5u9ZV1CUxzk+ldDdWax+ax5bGRt6D61kram4Yjn3NFSWjaOSimmkjH+zmWRgzeXxnJqt0cBjwD1rXuLN41Zv4Om6st1ViRXkyakz24JwtclO3cGQ7k96S7s/MXfn6VHG8UUbl928fdUdPxrQtttwEyPkNePVhyvQ9ylUvGzMYx+W4PcetTzXT7VVRg/wCzSalbtFMRnAPSlFtutdwf5qyNS1Y3gu1ZZWHA4U96iktpLeZXVdnOQaoKrw/cU7uu6t3T7j7VGscw3MPWoNCxcajc3Vuu998keCoFdxFp83iLw9E9nmOeNAX47gVxkMXk3AaOMgZGcjivQtF8ZS+GdOuY7Rbcy3a4LMAfyqGrm1OfK9hnh/VLeNWFy3l3kalfm71V0/VBHqnmSWyTpuON3Tr1qqLFr6S6u76ECR13R5GF/CqtoJZFXYWwOQmPl/GuSdN62Pao1YRalsdrAsmtXCWrXs9nb/3Ax2n2xX0Z8NvgXot9a2lzE0kd/tDhpnIRiOuBn+dfNXhvxPBNqEKyRx20kfHA6n1NeiaH8Vta0/UpbWW8leNvlhZScKD6V5k4yT1R9FRlTqQc+e2u6PsfWtHuZdFisYLfEcaYlnzkN7V5F4g0m+8L6hbSfYpJ9L3gs0eeOe9d/wDCHxjNHo62t9e+b5/J+0Pwo/Gj4lfFbSNDs5dEtmjlkI3N5RGNvt615VJxqTfPf+ux6yw8VFRivmecfEb/AISLR79Na0HVf+JdNCC9nKuV4HI6e1eM3HiSK4E3ifQzLpGqq226t43wu71Xnp1r1TWr7VvGVqml6JdA2lxHmQSKTt9uvFcdb/AXUbNbeC9DRW8z5LRqeRxWcozo0VSTb8/LzDD4apKo3OV0tjN8YTal4/8AAJu795ZpnGDv53V8yz+HX03UZreQeSygttbiv0V1jRfCnhbRtL0y5u4nmZAsaLgZPpjua+cv2jvg++j2sWvW8DLbyE5Z+v5V7WX89GPsqj31R5+aYelVtWUtV97PIPBeoS3tzFptvCvmucCTcQa9o0nx5/wg99PpWoyXUyOFHlu2TnPbmvFfh5YySSXV1G3ltbjKtjv9a73wbq0PiHXYf7XSOYJIC8jclhnrXVVhzO1tD5ylWjh612j2a3+H158Qo7W+sp3S0hO77PcMN6fQdK63S1v/AArPutB5hf5NzjAJ/CvXPgz4H8PeInaaxmWeNEUF2wxTgcCt+8+Cl/ceLPJt9RhjsQdxV0wW9utRRoRcnKWrX6kYrHUpTcUvdXc8m0nUbG60+71Ce8CanC/FvEDv3DPTjFeEftAahfa9rVvfgzRyqPlAO1weeeK+7m+Dem+D5J759PhmkblpFxke9eQfFj4U6Z411Kw/s6WGJg+J/wB4GYj0xVVueNle36+RrlmIoKo+daPS6PlvwN4g1yO3SJr6S8E52yW7/Oyj3Jr26z+Gt5qHh3+0bDw9CLuNctKSS598ZxXsPgf9nfQ/CcDTWthHczEZd5sEmuxjaXQTLJ5MdnabCCE615qpXtNJ28j2ZTUeanbTz3/A+NLjQ9U8Garaa0+lGWdpAwjuQCGPpgGun+InxT1S4tVtbewTR7coHm2cZb/OK9T1zXtHlku4vsVtPeHLJI4G5PcV5Lb6zpeua3LDqkC34hPWTkCm+WnPnuzgq1XieWPLscvprXNxBa3+FmaQhd/OP1r2rR/h/o+teFZtSFwYbyEDcqknNQalpNhceHRdRwRw2Ma5SNFxWX4H+JGl6bo+pWs0iLv+UR7huPSs5STjzHa/3dJKG9zjvFDWnhzeZbgShh8vmdq858I+Nm8SeJLiyiSWcRnrHkj6VT+K2vy6lrs1sGDWP3lRhyKxPg9q194R1jUtS09G8hlw3yk88VUacYJrqaSqOLU2z7H0fwppEngOOT7H5F9IQfMx86njrXmHxA1Y+FdXtHt5vMjICyMgOVqPwb8cL2OzWHWl81Z8stwj5I44XFN8WeIE8eaAbeK3NlKrkRyH7zdeaxqtK3tHZL9TGMZVLxSvc9P8F3Wna5prLDeR3kjAMxY8r7Yr0fRftFnHHbpGskGOcgV8c+BbHUvB3iyMvcIySfew3J+or2/xN8ZtS8L6d/oVp5j7cCRRyPesMK4UZaO6fU5ZxnL93Jao6DxklpZ6w8kNsLe4fg7VGTWCt2bG7juplWaQMAquKi8La9c+JNF/tTUH33LcksckV5/4u+IiW+qC2aL91GdxZTkmtqnNiKzqLZfeeZzKPunjP/BQS6a9+MGgSsgjJ8OwfKO3+k3NfMdesftKeLm8ZeO7K8KSoI9OjgXzTkkCWU5+nzV5PX1lD+FE8KrpNn0HGY4bpZLqYrtPAB6mvQtJW6hjgu5v3Np1U45NeFS299qV8kkkxhjDZxur2LQPHEcNjFb3UuYYl/jPFf0Nl0ZRi5VU129D+bs2ws404un7z6rt6HqtvZat4gtYVsrcLGf+WpPNdP4f8H6j4fhEYbcXOXaRjmuc+F/i5bzetqVKMeGDcV6hp908ys9xIWx/CBXrOMcPKUox36vqfJuMpQVGUrNPZafeQx6O5beeQByc1fs7NWUoMJ/vVTvNQiCnayqO4zyKa0kV7EgiuMMf+WmeK46mJSi23odVLBrnSS1Zn+KrGW0h3Q3Ajkzy3avBviLqWo6bDPeTI00sf3X4C/XFe0eINWXTZfsbE3Yf+7yBXnniXwA3jLUreK71IxwTuF8hePlr4zFYvE4mqlTqpK+nQ+zweV4ajDnqUtXv1PC9B1TxN8X9S+xQ6hNFBGu1oYTxj6V2fhnSY/BtxcWT3bRogw+8DLeua9b0v4R6d8Hdaj/4REm5lmX/AEnzHB29K5nVvhn4j8Qa1dald2atEW5SPqRXlTkqa9nR1vq5X0bPr4Uo1mppqMY6cttfUl8LeE9GtdPn8Q2d4bKZMsY1kPze55rkNU8bahLJJfw3LXbRttEY4J/KvUF/Z5l1zT7SGxje0iYhp8n7w7ivQPCPwA0PwuQz2X2iYjA8zBVf0rlhGvUm+d2i+iOiqsPy828l3PEvBHwl/wCFqPHqWqrNCAQ7WshO1x9etfUnwz+FOk+FbfdBp8UWRwoGQK3tA8MWmnxiOKFUA67a7KzjS3hAxgCvq/aQw1BUaMbHyVXnxFd1Jy07dDFutDtGkLkJG2P4Riub1vQ7G4hffaxzOvPIGao/EvxM9nfRW1nPtnkO1VU4OTXmXi7xL4l8OeMtEsgJri2vRslcAkLnPJNY0sRUk0qd2wlgY71LJM2r6y03UJY441Gnyo+QI2OTj1qXUPimdF03ULKS0+0+SnyMOd3Tg1FfeHf7P8TxoZFudw3lkOcfWuX+JGn6ldwyx6S8VtLjJkIyv4815P8AaGKc+SrZx7Hb9Rw9OKlTdm+q7Gf4G+K1v4wupdMaC30yYtxGBjdX0p4LtLLSPD5sjFGFk+Zs4O4mvg8fCnW9Hsz4xa4Nx5Z3tHHweOc4zXffDH43a7428+2s7eaI2q8ySA9qjNMPWknVw87p7x/lPRy6tQj+5nHVdbb3Nbx58LdS/wCFzW2p6fdvHYiYO0O4gAA54FfRniCxurrSLeN5vJjkiAz68V5NpfiCa+t/td5bsbkNjcehxVzxZ+0HaWehtZW+j3Go6tEMJDApbOB1OAcV8rLE4yrTjQlDmcdE7H0SwmHot1Iysnv2R8dat4sm+Bv7RMt41x9tgSbD4J+6cj+te/8A7QXxM07xl4J0mGGYSHVGTy4jjjI/+vXmU37PPij9oTW7/wAU3tovh+1U7mWaM72xzgDINVvCvwrtbvx5pmkT6hcXKWUoUec2MYOMAGvcp4Wv7Sm3pOOvytfU4ZYih7Nwlqv+D+Z75pv7OWnaRoOlalpN/JpmpRxhpJI/uvkdCK7Twj5slu+m38UWppuw8inP51N8QNWl8H+E44Y4pbpWURqsIJK9s1c+FHhttJ0JbidzcXt5+8DMPmVTzjH41hi6k6dJ1pq8npcWHjFydGm2lvY6K90lLzTUson+yQ4wiL0rb8DaKmkx3K6jIzqo/dRr1brXDa34le41yHS7QvJdRv3UjbV3xV44ufD+k3ltbpv1dYsptGcsR/jXx06z57tb6H2mGoJQUVr1Oo8Wa1NHeWkVm0cUQOf9IwAOvpXlUmgWN74w1KXU/EclzbzsHWFeI0OTwK0rDwRqPiKx0zWfFd5Mskw+W2hbAHJ6jmulPw50Wa4BSBntUGcMcMfxxRSo8l0mt93dmtWvFSSaduy2DT9STxc8GkaDuDWp2SXj5C7fb867zR/B+neG1C3dzJcNIcnuAa4vTPiFoOnTT6DolpDpt3bqXfzXAZ/x49at/DvxpqmoXVy2q2Ms9rv/AHUjIentXU8M5ScubbyMnioP3YI9BtXg0qZlMjTI/wBxcfpXLQaPDJ4ovrzy97leEKg7evStLxd4ygs7GO4gtpDuOzYinP8AKs5fEa2uiqyRyK7jchY96n20aKak79CaeFqYj3o6mdqFyIW8hj9nLE53cVxl9oGu6g1zBYXqRRyPnczHGPrUupyXXiK6kjuJZDLjhFOR+VdNo/g2XV9ESK1u5LWZCMRXAIy31OOK5qk5TtOmexRwsKC5a9vzRw914Bl0VoEu9VzLNwyn5se4JFcl8SPBut2ulef4flhu7y3fcNvLY465FfSB+FLtDbXeqSq10i4CqcgVg6p4TstEnmnXYrt94KQTntkVjUnivac8pJRXTcin9V5HTjFyk+q0PEvBPiS8tdFNz4gnH2xxsNuke1x+QAr0nwrq2n3WjpbyBRDg8PlXH5V0Sx2C6e9xNY2t5OiHY2zPNZeqWFt4i01bSC0itLphlpEXGB6V3V3eF4vc5aMW3yz6GJquo6fa2dxGlxHCi/dUE7m/GpPDstkujhwpmeRtxUdcVitpOl6TfJZaiqOnQSZAbNeh+ENC06HVNsEkLQbPnU4/PNc/LGK5nK5vaU/djG34kM0c+sW8GbeS3s4+Sq/zqe01aws7hltHjE6Y3K33jXSxz2+nW11b3TRGyLfuVVgS3XpXndnpNlqHjltUeBogB+7XoD2ya7XJKK9lpc86NNynKNTZdj0HVvF0OlaOiXG3zbgZEa8Ma8d1my8KeOtQmF84gux8oj5Gfqa7PxVqNpa39vey2i3z2+W2bwuPz+lYGm+Pvh/rF3JHcWKR3Ux2nfHkhs9jiilL2ztN+hNam6KUqa9TovCvg3RtB8HX6fZ2cW6b18wAAEA8jHX8ayfD/iLXrzQ7mWfUPJeTKW8KjkqDgZ49q1NduDZ6UtpaXSxWJTDZYNxisLw7cQW8aWi3Obhm+WWQcEZ7GuDFQqSajQaWutzrw9ROLdVNnz/8Rvi9ceHfFD6PrmgPczR/Pa30QOS46c59QK9k+GnxO1bx94PEV7cR2mo2pykBODIvYfliuc+PSHSZFS207+0b2Y7InxllP5cdetcDpPwF+Idlap4gGo/ZnlG4Wu/kD35r14+zq0HTq6+Zwyp1KdWNWGnl3Pb4JNW8SSJaXt7Lp1pE2QsarlW9z+Va2pzaN4ZiW+1y4heWAfupto3OPyrynwpH4ot5m0vUNQubqZhueIKxCj2NcH8b/Dfi/wAY3B0vRp2k+zqHYNkMRjp19687D4OnF8sZO56GIxlaUWpRVj6E0XxtD4svhK8iabDIdu5G5Zaq+PrG28L2Jf7ULhLpvkL9gfWvlnwR4f8AH2h6msGsyCMgBPImOPpjJ5r2zwNpeo+KNTmh8QE6lBYgOllEdvyj1JzVTw06c+Wyf+RFGrTnDnbaXYo694cTwh4mt4/MkvrqYeYiAZIHXJ9qZcNJb6wmpNE93bk5lhxjp2qb4xfGKy8B+JmGoWAiv5ItsbRnIEfIxnH1ri9B/aJtL54rS30w3SPywHIf26VtBNuyjb5GU72XM163PYpodT1yxNzNH5NqUwPLYqy/lXmnibwLr+oXhTw54oQXMqiMQ3WOvTarYJrUX4qeJ4bWUQ+F5Z9MkGSkDfN+C4ya5rwH4s8Hax8QIB4qF5odqGzJHcRNGwbI7kfWsKio4iVno/NtHu4WnjcvXNfmp7+6ozV+h1tl+0l8V/2ebGGx8ZeGE1PTI+FuoyvC+20j9ap+Nf8AgoH4a+I1lFok+g2llFdDbLfamgbyQeMrjPNegfFH4O+CfHHhWeTwv43uLuJhmTT11SM5H+7ivjPWP2UJ9SvbiPw54l0y8uYyQdPu5Ft5R7ZZufyrCUq1N8vNp63Pao08uxcHXlTtPq0nFLztdpfkerX3wc8EeMPCTp4R+MLPqcmXawupWjhYk52rgV5lr/xU8WfC3wffeBvEvhrStQ0wxmKO/WFNwJGA4dRknvya8Z8efDHxb8NZgusaZcWaZwJSpMTfR+hrIHji7k0l9NuLqYWrDmJiSg+gqXUa2VvQ9DD4KE7SlVUktVzfo1+p0Vxq1r4V0uSPTNch1E6smLmBYw6wrnp8w4PA6Vxmq+GbVsNaXSyLjr0NVdJtU1C6aO3I+b+Jqs6lp8tqr5HCHBKngVhK7aVz2qFKlHDznVpqcW90+pmNa3unsPIu3B7DcaRdSvWmC3H74Hqe9OaYW7ESOZ1PbPSnMtpcYEEjRuf4e1O3NucfLyTtQk4/3b/0mdXovjLX/CcOLaUXFmx3NBIAw/8ArV13h/43Weo6tEut2/2WPcPnQkqteUNa6nDhVkZkP416L4Y+FFv400MeU6x6rn5VyMv7V9nkufZvg7UsJNzS+w9fu6/cb1sD9ak5Qjyd+bRfJnRfEzxpo/ieRLXQNt6ygb5lXCrxXl19o8iMzo2HHUDpXqPwy8P+HPh/eX8Pi+3mFxJmJSyEoB69Pajxp8P7e3X+0fDd5DqGnzH/AFUbhnj+qg5ArszxYjOaSx7jDn+1GOko+qerOrLYQo/7JinJPpfZ/wCFnnmjCWfTZoZLaORIzk8DdVWHS21Zpo7UbWjGSjelaX2ZtNOZMq+eaqXUhWTz7Z/Ll9fWvzKV1Jo+zlQhGhCNTW2+17eTMaO3OnzFJPvVoDT0uoPmGD2qpfakLji4Ty5x0cdDTo9Xf5EfCr/eXoa6IuUld7nh05YSlJ073h0/4PY6Lwd4Ttri/ieZwiswXLdK+o9JtrPw34VW1iaNotuJJWbILde/tjpXyrbakIFV0YMOuAa9O8HRa78Q/slnblodOh+Znk6k1+ucBV6UMRUpyj7zWj/r8zxuIKFOGHgqTtFatfqdxNrzXEMxi2pEYfLXOcZxjIr568Q6dJcXU5KliHPzV9cw6La6XpZt57eIXGzaGiGQnH3vqa+dPHSwWepXiWchuNr/ADHHWvQ8QYt0aVZbJ2M+FuTEOpSmmla55/a2M0jLE52rnG49qqatpKxymMtuK96vyapJuI8ogdjWdqlw+0yJ1xhl9q/Eo3vc+lxccMqDW9vyNe10WKPQ4p1lWQFsNH3HSrtleJZrtKr5fuK56z1qAWvlI7AsOQaZuNzbbjOrEH7ueRRZ3d2dNLHUKcIfVkm1Hv2PUfh74gtrfWFlktYrkRoeW6A4PNektrE2sRusgWK3Ydc/KPf1rwvwvqun6fYi3eEieRwGlJ9T1/CrN9qWv6ffOttqAS3/AIWU4BU+vNf0RwxmGCy3BUcLTqc9SactPx7bf1ofn2bLE46c8XUp2jFpf5Gv8UNFWxePYRiQnDH71ef+IbKL+yLOaGILcRkrJ/tAmn6/4ou7nUP9KuftgQYVh0FVLjVUurUbNwbHzA9K/JOJsTHH5rVrUtEn+WjPZwVTDRwLw9T4mvu6pk39gQ2OlW2q2tw0hkH7xP7p9KDtVTcom/j7tQWmuqrC1YYjcfhmmQvOtxKd+1Rz9a+YUZxno7v9DujUwvJFYdaaJpdJdXr33JdMW4vpXwmEboo7V6Z8OfhVH4kmFxfb/sit82BxWF4G1nQdM16CbVoxJa4JkTOOxr0tvjRp88y2nh2wMVqx2FQvb8q/UeEsnp1q0cdXknZ/D1ueHmWJjRpfVI+9J9TU1O30nwDcxaYlmphmXKShRnPqfauJ8da9ILeONYNvLbWHf3xV/wCLGpRNZafIu4XkJ2v/ALPVsfrXJyXketW8U0kjPJjBB6Cu3O+JKmXrF5V8Sk7xfZS1a+TvY9PLsnhj5UMSvdlGKulpdrRP5q1zjLFpP7SWRm2sXzXYFcqU2NJu6YNZV9pirG00II2Hqe5rPg8TS20hVoW34x8wr8bkm9T7HD1IZdelWekupLrGkjymkb5COx61hajqkOj6abeIFrxzkyZ+6PSrGoajJIzSztk9Vj9KwjaPqlxvdgi0KL05nsfJ5tjE5Sjg4e/LT5d/Jla8ke8hhLknvzXVf2LYWHhWwvVZvtsrkOvbbxj+ZrFazZ9sa8xrwOOa21/0myt7fqE6VrLm0toeVl+FhKVaVePNJxSV+91qZKXXlS7sfJngV0ehWw1CVFQAu7YUe5p8fheO4tVw2ZM5wOtRyeHtR0+ZJLeGZCmCPlI5r2ctwNTHVlCEG1fW3Y7asauWpVKlmuh7f4L+F1xHIg1G0YwlN5Jbj9DU/hHWEm8SX2nRD/Ron2RoSQOO/FeV6X4+8daXHO8ct15SJz5iMygVu/Be/udQ8XKHlPnXSkuwOCTgmv1ZwwWW4nA4TDQavPmbktdmkcWGzCviliJ1H9m34pn0do86Qq6s6NbJxJ5qgjJ/ya5/4heLDqUy6ephFnGPlWNQAv6Vm6n4ol8M3Ulslt5kzkgvKdwA+lc1C0F7fjzdolfnaD/SvO4zzxRpvA0X7739O3zPoeH8uVSp9ZqLRbf5l2z0mCVTgq6nkijTbOCzuJBbxqhZucVNZhLeZ8E5zjFdf4N8D3PijXrZIEEYc87hnNfhvMop3PvcZONNc/Q7r4QxaDr122l6hriaPfyECCSRtuW7YNfX3hWPVrfQ4E1dlmurZvLS4iORMuOG/p+FfPU/7MXgz4lxyaRILrw94xsEDCbOFnBHDAYGRxzzxmqmi6x8XP2Ybr7NrltJ4w8LrwstuDJJGvrgE4r3sHS9jFTezP57zzFxzSvKMHqtk/0fmfR2ueG9M8UmW112xhvIZQV2SoDx7HqK8zP7Pes+AdQOq/DTX5tLYnc2kXjl7eT/AGRncRXV/DT42eGfiwBJpt/HFeYAOn3DBZUPcYOCfyr1fTVi80tJtKRnCj0avTjaetz4vnrYduD07p7fcefeA/jQ63w0Tx3pDeGdbB2mSZA1vN/utz+uK9cuPDuj6tEjTadYXcb8qzQowI/Ko9V8O6Z4o082OrWcN/avyY5lyFPqPerPh/w/YeHNOjsNOEi2yHjzH3FfYcdKHzJ2eqG3TkuaKs/wKul+AdB0nUGvdO0q1srhuA8MYX+VdRHGYUIUZaorUKrAA5wO9WRJ8wrJ9kJycneTuIsbFcsME03y9zBV4xVhfmzSGPb3+lRcRCsPzDP3u5qHVpDZafNOeAgycelXo0ywz1FM1K1S8spoG5DrtNPmHY43SNZt9XjjlT5tx6H2roPMBhOAMn0rx3w3dXGj+I7rSGLKLVyFLDG4eor1TTZUkhBOcZ4WtKU/aJ33RlLR6C2cf+kv5gOeoJPWrtrGzMwT92A3XuaiuYWbBjXBb9Kt2cLW7CMlnbHLdhVSkrDim9S5awBYxk59c026hFwVYH5V6qO9Sx4YAetTpGFBUAACufm1NkinF+5mWFBx1b2q/HCM7ugFV412zMOWPcmrZxsx61Ei4jw23oOOtJChG5ume3pSrGCoyMYp7fMp57VBoM8s+ZuBzxzTlXaME5qONTGcM2fSnr8q5J5pDQ5VwDzmloH6UDHI9KkoKKD+VFABTX+7S/xdaCARQI5Xx/pcOveHbqzlXfHMhRl9iK/M74+/sha7od5eavoEa39izFvs6DMkdfqJq1v5kDgcDFcJNpaTKyuTK2cc17mDrKnHlaujyMVS9o7n4k65olxaXbx3cUkMq4V42XaeKpR2ccduUhUrv++SK/Vj40fsl6F8UrWW4giTT9WYZW4Rep96/PX4jfCXUfht4iutJ1RNkkLEK4HyuOxFd1ZN0+ak7xW/kc+DowVb31qeJa3aiBdoY4/u1z8lsjZ4NdL4hhkjvsMDisd7d9/QhSa54NW1DEp+1aiZUloSp21FbyTWbAofungGtCbMc+3PTrimfZftU2yI/N71hNRk7mkJTitWT6heLryCaZlW6AwVVQB+lZZUxkqchfWmb/s82SOQcHFTtqSyDDrla4Zw10PRpz7iKsskSuB8ucA+tWbe3kMiv90/jUS6rHbqBBFk+/NNXxFN5mGjXHfFYcrOjmVzTbVGhkMLNnHWntI1zF5kR3Kp9elYrahBdzjK7Mnk1opavEpaJv3ZqNikzobHxpealqFpa37qLCFdvyqBxz3xXX2clveW909jhbX7g8ztnPNeWLcHIRGwW4Jq/pesXGjSESSl4v8Annng0rXNIzcdOh1EMMenSfaZ9tysbfNsODWha+LIPE10ILY/Yyg43Vw7aml1IShK7jyM8Vp+HIfsesQTxjL7sbQOtYVKa+I9uhXly+zg9GfWvwT1K+m0yKXUEVreM4WZnOSBXQfEK+0fXLk6ra2DebYjEk0JG1x9Cfb0rnNLsLPUPCVnZWG6K6PzS4bH/wCquT8QTXfgO4N02+a3RtzW5O5ZFr5aVnNuPxdj6727wiVKorxtqeu/s965YeNvFF1HApthGOVYAelfU2paTbaXpcd3HCk0Y6ErnH518Kfs++LpLz4gPqFrbfZ45m+a3SMnAr7stvEi69ZtZZjjjRcMhOCa2vNS27XLjXvyp7HwP8bdS1vSfjDBqDI02nl90SFRtTjt+tehalpNz8UtC+yNdEIyb2EpOFGPSvWPip8P9J1K6snadGhjbL+YRhetcDDq1h4f8Tm0s3W+g8thJtI2Lwe/St8Sp1pQnDSyK+rKU+dP3X0Pmnx5YWXww0prO1JujcOUd0A9at+BY9D0/Q2v7+IxPLhI1DZZienf3rmviI2p694wvopY1e3a4ISOE5IXnoKztW8N6hZ6ePstpceVG3B2nj9K6asHZQvq97Hy86ca1WUtlE+k/g74+1PwbqUjW87xiRh+4Xk7T0r7BuJvI8DzavczzR3s8XmNLISCOOgxX5/fCmHUrDUNK1G4mWeFSAVk659OtfdfgnxM3irQTHrFyk4jUlbZOygdMVxYWao4hu9/I78xw8ZYWlWVPla38/M8Jf4teJ9Re60rTL2S4S6JiQysTg9O9dh4csdI+E9hZ3nifWVlvpX3t5blsn05rT1jQbHWtYa90bSF022sQWknxyW/L615D4q8I33iTVGhdLiSSPMieTk/TOKfvRk/a6p/ma4vF0qllRhyaK56R4+/a3t7LT7yDQ9MufNVPluHUbBx1615n4T1zxh44jfUL/V5J4pmz5a/LtHpgCn+DbXVtWa70jXrS2CW5GxVA3lecbua7/RdKi8P2s32a3aNT3U/0pe0nKSpSVkOnRpuCnza/geZ+LtLi0nUvt5nmlMS4aNXOPx5rmPCkL3k128SBXuHyuSeBx/hUfxG1q8XU5bG0PM8hBaQ4zk1R8P2Ov6bNiSa325/1auCf510ypwb5kc1KLlVlpoddrvi6/t4m0KSQINuF2nivEtW8J6loPiLzzqjRPMd4DElcV6PPdNpviZXu41mJ/ujOK4LxTrGp+I/Ektv5aqCCIlI7fWlTjyX5drBjOSVPV9dCe+0c31rc6jHcLeybMBQe9a/w10fWtN8J6lJaWctxLJksdgYLz715zpc2q29zLa2cXmtv2GL3r3T4Z/FKfwbaf2TrjCNX+8ojJIz2rltUjPle34j5KUcPGUtZGb8HdBn/tjdq9uXeQn/AFnRfoOlezR+GUazurxzCiQthY1PI96ytUt/snh2fxBaQTRI6lo55PuqMdRxXiafErUHkkjWaa6jkY+Yck1hmCm4XtdNnXlVN1ZOfPZr+rHrl9pbxxPe2VqJ5YwX3Dn+dVBqGpa5piPJHbQ3Dnbs3ZP5VyWkfEbxLNazy22kzf2QsewylCFY88571qfDzw411aan4lngnmNsDIluAdjN9MUYSm6dNWjeQ8V7PmlK/U9A8O+G0ntTbXd21uh+Z0Q4rzv4taBBpusQvpiFomXbuYk5PHrV34L6tr/xR8TXup3tlNZRRuY4oNhVAB/+uvXviF4BtZtFZHiVr8r8kh6A16mHwtSVSoqi2/A8KvVowinf3pH52fGi1u7PxVbx3ihJPsalQD/Dvf8ArmuCr0X48aVfaP43S3v4/LmFqpA9V3vg/oa86r2qUeSCifOVfjZ6oiG1wXucE9z2qveTO02w3f2o5/1acCsvWNShuLWNXh2N1xT9Lt5WmiNsFPIytfucMSq1VRSul6/kfksaPLH2k9/l+Z9L/A+1u47ePy4sHsvavT/F2uXekW4+1ZWTPyQxHBb2rkPg/q1jpunpFc3MYutoxGp5Nd9qmg3GrzjU71Y5LJVxEsY3OD6n9K9DMsZ9Yn7KnokfC0MHerLGSV7vbociun3/AIqgScRzWHYRs5DP+tZnhu18W6H4mmF7GyaZjC+cflHXmum1K8Gk6jB/pESWyrkc5YN7jNcLr3xJ1O5vpInk/dI2EcDANeBWxkadN8yuux7OGwEqtZezVm+qWh2+qWupalrljJZq09gP9YY16t6fzqx/Y2kSatbTXd5NFqMLZW3BICe55rN+F/xA123uri5vm8zS4hhWBwAa4jxp4wuviJ4zGnaWcSF/3k8Z6D6150cPTlVjF72+6/c9qVerTjKFPZPr19D0+a6GrapPbWjSG5QH5ozyR610nhOddNs0S9uJEcH5vOY5asqx0Oy8HaJBPbXsl1exoDJuU7iccgetbS31xr2nrPLbhvLXeq4w341UoUo3UY8yRnGpUtzN2bOqj8cjT28u3WLy+2GO761ydt4413xF4mu44SzaXbLuldRgj2FcL/wlj+KtYeD7JJp0dsxSSZ1K5+h/CvVvh34YZtA1O3kvFlikU42MMjIHWpo1qsXKpOFktvv3LqUYTpK07yZ23gnxZZ69pRkt1kHlts/eDkkVJJ48lt9aGmyRbFf7shrN8D6D/wAI34b+zvKsrKxIwece9cX4s+Iw8OagrC0guEkPlmZ+Spr0q9Sh7aUU9Htc83D0qzpRco69bHQeJfDq+JNWju1nWB7dt4c8dKvateWNtp4l1C+t4Y1XCsEDH65IqCxuovEXguaF4ozfS8iZewrzD4heGvFOsW/2W0jWK3iTGVOQfc815tSt7BWp9/6Z6fs5V7RqbJFYeLIW1ieTTrx7uBm2+ZtyOtXY7029rMXdpjI24bx+lLobT+H/AId2+nG2WW5jbc8yDIzxVLWJhNo63VyJLcZx8iEk14GNjWqV+SjFu73O3DxpUad60tFuUNT8WR/2f/ZNvG88lwdhijXO3PHStbQfAsvwr0C5vNiyT3fzbAOQDzg12fwtuvA9ownUww34TmS6YKxP0OK7P+y7PxDrAmu5me2XkFR8p9K9R+2wdJ0XtL4mRCjhsTONWDvbY4zw/FaXFnaO8EpgaNpLgsuFQ4qX4Y33hVfF01oXglurpyI2KDpnpyK7fxH4iZrebTfIMtuo2oqLjiuS8I/Bj+29YtfEstw9m1pN8kMakZ5PB/KuKlNcz5Hpbf12PaacqajJfLufRT6TbWOgSC3t4kG0k4Qc18S3Pg4az+0JLqEdzHaaXD8ztjZ8wxkdPrX3dpV1bNbrbk7pAvK18x/tXeGX8M6f/a+mWUk01zIEMFupZmznkADNclLGVKMp8rvJ6etyJ4WNScLrS5JqdyP7TW3TVrOWDgKs/f6cV1NndPoUatGsTy7R8zH5cegrhPDfwjsfEXgnTrvWDdW+oZEnkyAqVxzyCK6aHwxea1cRCExw2tv+7LSkAEDjPJ9q86c3KHJJ7HtU6UYScktTKt/EFx4d1+5vp9GS7M7ZMi5LdOgrqNLsV1uc6rLpb23nf8s5Rlq0Y9HFpfQeeQkPuvD/AI07WfGN1qmrLoul24ULgFo0PyivLn7Gycldnp4eGImnylG6utR1LUxbGwCW8K4VwT8v4V518UPEF9EkVlZ3MlreqTliSBj3xXrsusWfh22mjvJ2S5YZ5HNeYap4h0XWo7zUo4/t0sRIbkADHXPvXD7e8mlsevHCe7eS1PJvDelG+1p7vVpVtsMA90srFm+ma+ofC93qeieH4RYrDqlkuPLOfm/GvnjxLoP/AAkVxpstjZebaBt37phlWyeteir4jk8N2p0945knWLcIlyQpxwSMVvPGx5LP7jzI4CcpNRTR0v8AwnwuvFDWup6O0EYGFaM5G76Zq1b3SXl81syvcQL04xivA/BXiPxFqfxEW7luGHlyYKqp2hc9a+uILG1msysDqsuN0krLwxPofSiVONWCmdUJVcK3CLscvpei2Gm3D3Uk5eXqoYY210r3BvrcmN0iijOTNjBNZHi6F77T10+GZIJGGPMjUkD8q5a18N+N7aO3gmu0nsd+GmXg444xmspQjJ8rWhpGc1799fM9OvvFt5Z+H9sirOFGQ3fHrXlI1S01C4M1zc3CCRtvy8hj+ddHrGqWayPptzLNbuqANI6Hb0HfGK5G/wDh3fN50lnquLGSEtAzHlW55x+VTOnN2lB3CjVhGT9qrJ+R2Gku0upJbRW+7TlTHmYGC3HX9awPFniKaweSK3tlt4S4QTngk+1Vvh5Hr3hfR/sGr3Et6HkO26IOOScUnxX0W6vbGGOBWaWFDIVU8d8E+9WozkuWTOeTpU6ilHVf1ueYeOdS1FvFOm2EUcU11Mu6NASW7cnj3rsf+FR6rHeadqUWvzJEqA3dpGxHc8D26V5LefGWf4TapY3PiTQ/NONtvcKpMhBxwT+Vez+APjVcfEGSa2XSGsYpo8q0iFR+ZqPY+xskr+Z2+2lXu4vl8jU8UeIhpzWsQs5XjjXiTsoHfrXD+J/HI8QRxrpE5hSBsDbwXPfmvQfEvhxo/CLXct2l0VfDQCQcr3FcP4O8MqJPKhs1jgnkyGK8rXnPG1YytHqz0qeX0Z03PexFp/hvWPFjbBM5Zl5wx5rD8VeCLrwn9m/cr56tuZgM+tfQmk6TpPhC4RpCJLhgMeuO4Fcl8c/ip4Z8P+GJ7q5t1mnQZ8lIyXI/CvdjiZwhGPU+eq4ZSbktEUfCuqWnirwwtrNEzajGuGYDAAxXPReIoNO1CayjRSYuFldRkNmvmjRf2zk8N65Pa6PosxN237vz42JVj3AwDXX+E9J8beKWvPEOsNJbSzPvgt3+XKn+Ig9K8ytKvUm3FaHdh6VKnC05Hv8AeXenLHYz3atMYnLTXLYO3GPfpXN+JPjU91ry2Om41C0ICxmMYUYGMHFYWteKdI0LwncaRqcMmoXkkJLNGc/MR16Vm/AHWIGtr6TVoLawijJW3mJCblz6E9a64wlCL5nexnUknayOkurnxBDJHd2DwRzyHcyA5aMe+RV9fiNHmSGW3tf7bWPH2iMc/iMYrlPjF4w0H/hH5Bba7Hp+o5wvlsCWX14/GuX8F6xpll4UnvTd/bJIyJJriMbpWXHOQO1L2Lqa219SeaEFeWx5x8QPiPrWoeJobmBZUuY5iiM4yHI9q+h/hrrv/FF2txrd8ttf3lwFubexUGQJzgFiARnjoaz/AAPZ6T8SNBu7zTtBFy9mxlF4+Bu46DI68VofDXwy91rlzNdttt1bkY4Htj2robqQjZw+8mVSnUfNCWxb8QeEfDfxA1CTT3RJMrhGuRmUk/wjr/PvWHof7NWm+HGf+xWFtqqyErFdZIUA8+vtXp1zomh+GNQhugDch5Q6uVIZemTVKP4hJDqmrXEcWxYX3ox4Z15JyfyrajWqU4v3rWOOvQhiLJRu3b7z5s1Tx14v+HPiaA3kMv8AZEE3lmXZ0/zmvoH9n/VfDvxd8XX013pdtqHkJ8zzQIRz+HtXn/jW8ufjrFNpul6owUviS1Tlgw5H4dOak+A3wd8TaDrms2uj+Mo9J1OLakscak569QD2op42Dipyp77O6PWlldSip05YjllG148stvN2Po3xh+yj8P8AxNulhtbjRbtv+WthO8eP+AhgK+cPih/wTxvNPju9a8M+LLmS4iRpdt1IVc456jNdB8R/A37Teiq82l+KLXW4RyqxfI+PxevmLxz8efjr4WvDpfiS61WweXKAmN9jdjg9DXPUqUpq06Vjuy6liYTToYlW7av9DH+Jn7PnxitfDiXWsm+1HS4gXTfMZECgkZ5NeAx3VvprSxahp+9xwHyeDXqtj+0F401i6/sFvFl5aWFwTEyyyYiUdTnPbNcv4q0/StPuJkk1C31QpwzwkAH3HJrjp0KlefJTjffS/Y/S8G4Rg26sIz8k3G3mnfX0OasbWzvLeSWG6itpM8RgkE1WutOmUMHlZ0zztbOapXOjiaFrqzDmDPXHT8azUur+GZFjkwUbIDVyqLu7MMRiY04xjiKN79Y7S87bFi4s/Lfo233FJa+T52Rxit2+upL6FXuVUSEclRisu1twbpGeIzwA/Oq9cVcZSS95GNbCxp1U6Wqfdar5GwmoQRwj5wa7rwDqq6TqFlerKfLDfNg4+tebXVvYTSE27NGM/ckHT8avW2q29varGcqy9+xrbCYqeFrRr0/ii0/uPoY1FU5qWIlHlta6e59dW+n6V48tHmjhjugTt+YAn3rzn4hfBBNLuDN4bvpLR2HMAkbbz2rgvhn40uNB1iG7t7vaqnmJnwG9iK9e8QfEjTNcv4ILVA19KwHlxncB78dq/fMux2W8V01DGQSqr5P5M+FxuFr5ZNTpS5qT+75nz1q9hrei3htb+AyNk43D72O+ax7mdmYqImRj1FfVHjb4fQzaGNQO+S/ij3BUPyjIya+eNbsBuaaAFZgeeOK/IOJMnlkuN9nvB6p9T7PLKrzLBOpTm7rdf5GZY6CbzYkg4b1FX7zwjHbxmMsF44qC08YTaSwa7tC4AxuUVFceI1vMvbyCQHnY/UV8xfXY9eDyyMLNpy6pq0v69CnY6HJFeAO2Y1POD2r67+Ben6JZ6BNNDd+bdsm3y+yHrXyZD4itx8sqtEw9q7jwn8Q7fRHhYXTBFPKL3FfYcN5lDL8WpVYtp6enmeBmGCwuKwkoYWok+v8AkfQvjjS5dUsTcWd1JZXca/LIOUJ/2hXy9qnieez1S4jvrdGkyVMqDr719C6T4hbx5BJb6TFJHayAb3lU/jg8V498TPAaaDrktsbgOWXeAw5Hsa+342yyMaEcbSfuyeqvo2+tv1R4/D+OrOf1WL96O2nTszhGkgvPnUg4OQKyr7aNwA3HvXQ6T4bjUF5Zgq9MCr83hQxsrxrv8wfL2z9K/G4XcuXufb1cJWrUryik+pwFnpbNIWClealk0CV7gN8ybuPlruf7PtrIAiKUTg4ZX6H9Ks6bZNearbLBGJHZwFjNdns19ZVKLum0ebTyOk8K51FZrU7Dwz8BYrzwelxdagsOqTANFFJxx71zfxF8A3PgW1shc3kF95i/MkLHK+x4r6NuPBtxbaXp73Mu2dUB2Z+7jnH0FeCfHLU7S78RLDayLO0Uah3XpuwMiv13iPJsty3LY4rDx5aislr9+nfufH5TjcTiK8sPKV6bvf8AQ83j0eyuo94O1M5rL1K1SzWQR8rWnDAYQz5wvXFV1MU1zmZC6Z5XtX4zz80vePr8RQpukoxgoyfU521t5J5FKxkkHg1vNZyyRqQp3gc10ENjH9ma5hjUIp27R1HvU9nFPeSolpbvM/oiFs/lXVye0n7Om+b5GeDyqGGpN1pbmj8Mfg6PG+qIL+YwQDDHGeRmvoZfhXonh2NI9Ms1LJwNw5JHetP4Z2N+ujLO+n2lhEyjKlcOcdzzxTfH3j7StG0O6Tz1fUUBACjkMfQ1/RWUUqOQYBTSV7Xb6vr1PzLE0fr2O9nTvvbTX8j5l+I99eXGpXkRjMQE2XTryAB/KuX0me4hjdD8qk5Ga7LUriHUr15JGLb+rGqkfhv7dBIkLgT5+QMQoIr+d8di55jipVnrzPT7z9oo5W8DGM4O1lsvQgtZke3cTScdl9TUWvXFvc+Q/lojxx7flHXFU5PDeowm6RysZt03uCw6ZA/rWVIpuUslduHkCtzzgkV5k6bjK0t10NquOfsXF091pf1Mm9s5Z5t6kujc5rb8MaZZ3H2tbrP7uAtHj+9g1Bqm7QdeeG0fzLdQPv8AOcgZqSO8hFyxhBTepyBTvKcbLr1PmsPh6FHFSlVXvKVmn+nfUzJJJFyFQntmr+nW8jeWApzjmtCKaNQgWIFq9L+Hfgs3w/tO6gXyI/n2sww+OcV72W5fXzSuqFBa/ku4nCjg069afyKngzwY2pSLeSXAijh5Kd2PpXd2NqgufmjWYE5LMPm47Y6V1Hhix0e8tbpUtxaPIcgqRjPbArWbwj9kdSXWNXQbZHPyp7Cv6LyTLoZTgo0oL3nq3rq/+GPjcbi1jMRKU9ugtv4dij0cS/Y42im+8hUE47g15/rHgaHwraXWr6av2C+U/KRyOew9OtdnrviB/CujvHDqsNzMzD5fvbRg+hryvVvE8t0ria+VIC25ot3Br5viLinC4KXsZ0+aolo9Pdv1T6HpZXklTEL2nPywb180cHrF54kkuXnmmkmkk53VyjX+t/bi8Uk5nBxwTXqEfizSZrqO1aVVYjG5jwPxrTm+ywsjQeWc9HQg1/P1fGVK03VrayfVn3ksrp1YKFCrZLsef6TP43uCrxGTaP4mArvfCvxa8U+E9UtReas1rtORIsS/L+Yr034K/Def4h66LYSeWr8Hiug8UfD9vhjrk/hP4n+Hf7Y8N3D7rHW7OI+Zbg9y3zdDniueny4nmurJHzmY4h5XUjRhN1JNXtJ309Nj6i+CfjbSPi14f0fWv7U83X9MAE0wULIw4yMDqpxXui3CzKyTwxzROMMGUN19jX5+6R8H/FXwTvrXxt8L9Tj8V+HWHmeRC26TZ1KsoOc47Yr6e+DP7Snhr4jSJbXbHQteQbZbG+/dNv8AbcBXu4a9NcstH+Z+TZvTjWn7fDaxerX8r6q3Y0/HH7LvhLxVdNqFgsnh3Wm+db7TmMZB6/dUgVlaDf8AxK+FMiWmt2A8W+H4m/4/7UD7QierLgA/ma93s41a2eR2O5u+ajubj7K7MzbXSNnzjjaATXXOmn72x4UK8vgn7y8/0K3hnxhpvjTS1vNOuGeJ2+4chlI6gjsa6e3m2OqgECvJ/gPqC69o+r68Uy2oalPKjDgBCQR/Ouv8TeJP+EY0e/1GQ+atonmFfXkD+tKnrDnka4mmqeIdCnrZ2PQIZB6YNNeYCUDoK5nwxrjaxotjqLr5TXEQkK+map6x4803S9SuLae48uaCA3D7ugQY5/UUcqWrMVGbk4pXaJf+E8kuvitb+FrHDQW9q11fP12ghgg/76Wu7SQPknpXzj8AfEdtfW+ueP8AVX8lvEWoeTa7v+eWV8tR/wACY/nXuy6oY3II2jOMGsYwctTrxXLTlGKVrK3q+v8AkbTzY6cHNec+IPHF3dfFbR/CemthFiN3fyDnaoK7V/EN+ldRrOtwaLpF5qdxIscVvE0zsx4woJ/pXlX7NtvN4kt/EHjzUVY3WsXbpbFuot0ZlXHsRtqZQeiHQkoxlUkr2Vl6v/Lck+LS3Wj+LNNv7aNXhfIk2/e79a63wbrK6vCrq3yg/Mff0rG8YeJbHXfFsvhuBd97awedJMvKxZJAB98jp71P4N0dvDlncGe4URZ8x5W4HfJrNXjUbjs9zCVNq3MrN/kelwYfB259KtLHnkdO9cX8MfHkXj3Tby+tYGjsYZzDBI3HmqAMsPbOR+FdwpIUhMZxT5ubVGk6UqUnCas0KqhWZcYXtTl+YsOQK8t8I+Pbzxz8TNUtdPlY6Foo8mebHyzzHB2qemAGH5V6dGzmUdNn61KfMaVKbpNKXVXJFXZ8z/nUluwfg4PpTZh5yBQM+9RQxhbjeTyOMCmZdS5lkJ3HI7UrNlT7iopptv17Uwb1j3H5s8VNi7ku0MoXPSpGX7uBxTYlCKBinKNr8knNSUh230pcUfypM/hUlAOaWqklx8xVCSy9eKsQv5i5IwaAHYopfag0AZ+qNtgk9MVzMmlCaRZVJ/M4rrb6PzIWGOcVRtYlaFeMAV0wlyxOeUbyM4WgZQCMnvXkH7QvwC0j4oeG5i8CR6jChaG4Aw2fQmvdfL/eYUZFJNaCZSrDINdNHFSozUkYVKKktNz8PfG/w4k0XxDc2tzCS9u5jcMMdD1rhtV8Lma4CW6E89h0r9H/ANtb4IFZoPEei2myWRtlyy9O3OPzr5v8D/CWe3W5mvJfNLjO0LyterV5YxUqfwvVf5HA7SlepufMWrfD+WGIuykS9cAVx99atZAARskgPLV9r+MvA1np9isdpArzTLgkkZrxPxh8PlhWKJYgGc/M3YfjXle1jF2m7HbGjOor043Z4FLYNjzM5J5NUpE+YL93616fr/w5v9LmWO2P2hWGfYfjWFL4XktLZ3uIsyZwAoyKuUOxMKnSW5xaxNuDKKhmDbmJBFd1/wAI75kO5IiXxnao7Uyz8Px6hbNLjbtOCT61k6bNFVRxEcJ3jg10NtHKtmxY5UjGK7Oz8E2t15EY+WTqxI4rsdN8DaMbGUXDMso+VQvc/TFL2LkinXjF3Z4VteGX5gRzxmr0l150IQx5x1OK6rXPAepWupFntZJYh90hSeKwX0e8aZreK1m3Mfu7D/hXO4tbnSpxkYqs9vIfLPyk5Brb8P61PZahFLLzEG61vWvw91JbaOSWxYD1AzirUPgy6m2w/Zmbnn5elJxvo0VGvyaxZ798MfE7Tfu4WiIkT5t3UineOvN1iC5iUKwgGCe3+eK8ghl1LwzbgxRyeagwpU44rqfDnxYS68P3ml3mnSyXLqWW4ZTw2PXFeFUy2cJ+0SufW4XOcNVpqnVdn+ZufDXULrR/EUb6a5tpUH3toINfT/gb4hXF/cYvplmuSdrFUC7R68V8jeBvEGrHT7iC1s2lnMhZZCpJAr1X4U311ZzajcX84S9kyI7bOM9eBSlGUZM+iw9ShKKlZN9z6E+IVhb6n4Wu5beYEMuD83Oa+cPDeqRafpd9p2o/uL0ORC56t7E16hYzyanoOoxG0ezvwCU81xg/QV81+JdQu9D1xZLlZ7q784HyShw3Pat4vmp2aCtUdD95HU6vRdIsl8bedPBIZ2TAYD5c8V0vjDwH9o8GatefaHs7yGNpEjUn5gBnpWF4X17Ur/UpJ7rQ7q0jjUMrvbuQvHriqfij4nawtvqU+m/apvMR4JYvKbZtII44964ISn9YjJrax41OTq0akKjtfyPCPBvibWp7tI7O8klZZtnlsehye1fph+yn8PfEC2pvvEDLK0iYUAdiO/FfmN8PbWPS/HdpPqclxa2E0zSPJCp3A5+lfp/8BvGXjCO1gYXtvdeG2AEDmVfM2/7QzkfiK2x1Sjh66nKO70IwftsVg3TU9u/X0PTfi7DD4V8LGz06zUi6k2yMo5Gc5NULSytPDPg2S/sLe3uLpYslpMbmrlvj18VVk09E06fDwHDspyD614T4d1bxBr148t1dyPaOpZLaPJzXLmNRudOUNl+LZ56wrqRu3sa9xqMN14gbUkiKvcPiWNT3zXb+JNStNL0iKSXy7fzI/lQsdxrnvDej6ZaRveXkzWskJ8xon6+vFec/FTxvD4g1tfsg/wBFjGwN05rStGVKMqtV/wDBOnD4jX2UEcnJap4m8SXEzgyRK5+525puv2tvaspsLa4Rxw8zucD9av8AwitxqfiG5ihljiMbEvI7gKea9Cm03S7gXlvchZ5GOCIuaMPKdeF5aH03NTpxS3PnBZNWm1ZsMZIN3385PWup1Lw8IdLivzFIbocLJjGPrXWTeDV0nVI54iY9POT8w+6fSrE2veIdW/4k81rZw6YXGJ1AZ3X8DxW3LJy12PErKNRvlej6HF/BuGx0vxcZdVCq0rcNMvG4967X4naVpek3Ed7aIt9dBvMCuo2N7ZrqL/wb4fuLWCG6hJQAH5eCP0ryz4q3n2W+t7PTt9vaxj5WkQkk1lRpqNZ1ZbMwqRTUYvojH8YftParqlpH4Q1PSv7KtuFPljjHTirHhbR9Jg0v/Rm84sd2W6n2pmq+D7XxJ4bj1G/tvtN9gBJMfN9K0PA2kyWNxBZNbJBO3K+cc8Vy5hGNWMfZNryPRy2s8C1CqtHseq23jqDUvC9voFtpS26LhHyuM9K9Q8N+HXsNDitbWNI0kTDBhxk1heHdEs7yGBfsIM0RBypGCa9V0+Vo41tpYY4Y9uS3WvUwVGcaa55XOLESp021BWRzPhXwW3gprp/NileY7ysQwo/Sma3NDPDLLeybBHyozU3i3xZY6baukE6rIeAS1eS3V5qGs3E0st3I0SjO2M8GvbjQhhKChzavV3PlJOrjK0qstl5Hyp+2lfW+ofFLS5LYYQaNErcfxefP/wDWrwKvXv2nrxbz4hWhUECPTkTnviWU/wBa8hqIu6TMqitNo9q+IHgu0nsXvrORYQ3IjrhPD2m38d8iQO0rPwFj5Ir1DxVcPp8NqLmHbDM2FZj257V6v+zn4d0+/wBfS6jtkkEYzjGefWv2XJ8HTr05YupKzj06n5FjMW8GnShHmUtuyI/h38Pf+JbFcO0w1JV3ZYV2uteLtb8B6XG5TzI+hVhnP516X4xKaPdRyuqxKw4MaEV5F8Ttdj1jRbuFZ8XAX93vPWvJrY6DqqnUW76HFSwdSonOk9TK0e31rxpey+I/sUEunwcyW0ch3H8MUzxHdWniqxt5obL7CiyhGj24PUda7L4aeFdR8IfCeXWNPmF3qUoMhgU5454qDSnvfEWktrUlk0cf/Le2eIqQe5Ga6sZThVlKFJe7Fpb/ANfePCzlhZxlU73FuPDCWfh2GI3YW1KbzHD1PHQ1514D1RfCPiO4zbQLYyuTubmUfjj+tdz488VWlroMMenRyW25fmri/C3gfUPFV6jWsElxCxzJMRhF/HvXiUqz9pKNKK7Nn1X1FTpe2rzdulz1PSfGUPivVIprCzfybR8SKRkt/nFdZZXyNrjsFNubhMGIn7vFS6bp+ieCtDgsdN0cyavMwQyMcBz65rQb7FHM1jJGYtXI+Zm5VR7Gt/axgnZe707s8Z0+dpJ+9c5vUNPh/taCzRY7oSNmRVO0/U4pAuuaZqkmlaPC0VlIweWVvw7/AIVsyfD2e51RJbW3L3ijd9oj9KqJ4i13XfF1v4cjgaFFH72RoiAAPenh8ZacXC7vrZ7adS54Dmi4zSVuq0Z3WlzRLZzBrzycLtkduQK8D+KUM3ibUDp/htZL9lkGXXoDnJJr1P4saZfeH9HSysHUyT85b+X61414V16fwTPPa3FyttNNJufzEI39OhNfP4jF1a1d1Kj91PTz/wCAfRYPB0sNSjyp8z/r7z2XwJp9zpOkRJe3i/bUUb0U9/TFd/BcSSW5lmkiii2bWjUAlvzFeb2OoaZNZtc2v/HwRuDbs7q177xZb22gKH3+eynAHUmscRi4zSckm/K50UMM6Sag2vWxYi1zQdHumtJljhtWOcuc7vzqLxDr1vqM9tb6ZHZ/YcZL7A7H8CK+LfjX4k8b3HiRfKhuLGwZ8Rt7Z6n0r6+/Zd8H/bPDMWpHVIr7y4wJFdg3zdxW0a2MlS55PlSI+rYa7fxMTwh8CbHxR4tGt30j/Y4W3mNSUBYc4wK9hudMDTfZrKeO2VMKq7RgVn6lqyWWQrrEiN/qo+AxroPB+jXNzFJfX5+ZvmijXuK9OpVq4uMIVNYRPIp0KWGcpw0b6Gt4f+H9tp8fn3c32q6k5aRun0xXUQ/YtPj8lFROM7QB+dYa6peR6jFbS2rpE/Rq21t49xbbjsc1MqMI2ffsZ/WKmzMbVbW7nhkntW2noNnB+tZeg+GdQ1S4tZtddLmKzcvDuPzdcjI712DRmRGVQdoHSuKvm1aO6kkjnCBG+SLOARWMo007y07eR106lSpG0f8Ahyz42uIXmbyl2oq8nFcbo97baoskSTbjG+3b0BrofEGuG2svOuocE/eHWs3wzb6ddW8mrrKsUCtxGOCTXzWJfLNKL0R7uH1hdrVnR+LbVbXwqbxyrvCm7DcFQOa+ZvDf7SFlpfjSa6sXMr7zHNEyA7gDjINdR8ZvjRZX9rJo2kJJ/aEv+jLI7jYueMn868Gtfh7e+BdUjhupYdQnkIkdrVd2SfQgmvCxU6lSDcFp+Z9tg4U8Mous/iPV/FXxBufFGsXF7JCsUE/3fMJHGOgxVbRbbTbfTyt/P/Z1jMS0jj+I+leoeHYfD2m6AHvLGK5leLPlSuNy/QetYF5pM/jLTXtRbR2NipLQR9/89K8yMsRK0dkenKthYSaWtn/Whwq+KD8PJPtNpI0umzvmGZ1B2/UfhXf+HvjJ4f8AEl55uqQw/a9gjEkSAhx6mpn+EFpNocUWrDzd3Qr6elQx/CrR/CtnNc6RBuuMHerjjB9K9WMI7X1POxT1bS0DUtN0/wAKa6uuRmOTT7gcxrxivW7Lxx4bXQ1nm1GO3QplYMAniviD4teMNbmkS1s4rj7FbyfO0Kkjr0Jr0Hwjc+ILu3027u7VLbSGQRhnGdpPAPX3rkniPqjSmm3LRJa7fqc2Hws8RFty27n0BpXiq31y9uZLWSN4BjbIP4fwrqNP03UEgeRZ3vDLyoH3VHrXP+BfhPHpf2dorz97cnzGkQcEHnFeoeKrdfDlhFcRFUSMYKL/ABV3Kp3Wn4mMo2kkjxvxj/bGp4s2hicM20sVAP8AKtybwxcR6HaLezDyI/lZlbacfhVmbxfaeINQgigtPI8s5d2POfSuY+M2l+JvE2iw2mlSLao0gyxYBsZHvRQvUheK0v1OWtUcZqMtzrLzV9DOn21iZ9tpAN27OWZvb9a4jxv4sGqaHL9hgk2qfvKPmbHY1w999t0H7NaTOby7gRQ+057V6zonh9b7w/aXMat50gwQwxgelbrESqN01sjeWBhSjGrN3bMTRfBei/EDQ9Jvdf0+2mliHEcyg4xjGaPE2kwaNGU0+OOBcYAjGMdu1azeCYtJtZrm0upJZA26SE8BcZ4WsLQtUl8SXF3Z2kkU94hO5JSPl4x61FVvkcF8gowTrKo1dLca1k1rplhbCZJ2kO6Qk5weOtdHYzWtqheNVESkB5ABjp2rJh0HUPDc0TXFtHPHy08hPA+nP1rCaa8jvpBaDz7KTJEYP3W9K5Y80bSsey1CTceY3tbvtPbVluYrxi2Ds3fw1ymueEtM+JPn272/zKmJJc8Hnr7Vcm8M6tHYy312ZEMi424zsWqnw68QaVJfzaXpd013cyPibIPyn0PpWsKk/aK0dDOpGlKhK87tHmWv+BNH8A2UNwmkWl3cWbhUumhUsMdByOag8O/FVZNSa4mLyWsQzLEV/Qe1a37UWhatYtbW2k6tHHeyESG0mGFY/mK89+FWta1pWm6uniW70y+ZcCKC2hbMZOPvHcRiupzrJOUEml5/oedCOHklGbtJ+X6ns1n8aPAHiS5mEuhK2oJBiOMRjBGD1r578YeF/EHi5tS1S1gn0/TLZ2EUSEoOvoOtfRXw706yvJY7caVaXGoyc3EyEYA7Y5+teoeIfhZaeINLaGWOPT9q5XaRlqqjW5rOSv8AkYYqnCn/AA5afifm/wCD/hvq3iXxRs1dJL2wiTa8gcjZnIGa958M+Bf+EJtbux+a40Zot5nCDcBx8ue4/GvpRvgroNv4LnsILMWUZG951Hzvj3/CsbVrGw0DQLXSo4WGmzx7TtUszdsk9q73iFSlZK6OBUVVhzS0Z8/eG/2kvD3w/uLjTdLtZhaSOC0QUBIucHv3FekaL+0j4W8UXF3Y6LcW1teSRf6lkUZbjJB+teE/tJfD7RtGutOtba1a3vZFE0ssY4aPPf8AI14Xodx/YPi5Luzs/tUZ+TEJx6dT+Facyq3vLX+tjn5HTs+XR/1qfo9Y3CTeFp9RuJZLyVRt+yxRBjj2PbrXnviXTdX16xfU207yNMRDGLdWMcjDsCR1PFc/4D+LXiXw3bwT6dNNHYT/ACzKIzKsBx1bHbpWr4w+N1lqGkzwmQW+sZJ+0If9HmP94eh9s55rwMRWhK8Xc+uwGW4qm4VopPVden9b9UeH+Lvh3daXDJ4m8Aa3dNLD82oWMEzCaAZ5zzzxXBa544vfBclh4p8IeMb6a6vPlvYrlv3kUnGQwyc85/Kuov8AXtUjvpdV03Vxa6/ID9qjl+RJkPGMHGeK8P8AiIsF1qxns4hbSOM3MauCvmdyPxzXFTlSvyn3dfDZjXh7SUW/NpO/lLuuzPtHwB4k+M/jLwvb6xonxG0u5GAJrWQDzIW7Bhs+n51S+JXw6/aN8TWrPqVtZa3Bw6uttGcAeh2cCvEPhZ8UdO8IaPBrFrdm21CJhBqOmyH5LqL+8PcZH/fNfVPw+/bU8E6XCNB1rUjJp80e+3u2BbZGRxG4A6gYFdtNRlK1R6HycniMK/a4aC5k9mlp+X/BPgnxto15ofiaVfEmj/ZLxjteJV8tScdVxXKal4ftpGL22+NTzsbrXvH7YXx98OfFfxRpkHhewWCw0vgXCrt87qe/bmvH4fFEOpBVkiVeMEGlKj7/ALkj7XB46GLoqGJoRV/Kz/ryOk8ArpWn+HpbJriOS8uW2tHNyI19f0/Ws/xZ4Rs4/JW1RJmfIVozycVFB4UXxJDI2nsBOgz5R71n2o17wHq0d89uJfs/HlTHK4PUV986uFq4KlhswocsVpGpD8brv3CXt6LnLDR5o21i1ey6dzm7+1n08FZVkUA4+YdKrR6g6oREVBPXFeha54803xHp7S3Gnx2kzD7sRGM1xVjpdrq98/2aSOAqNxEhwD9K+IxdOjQqONOopx7mrp1JuEqErOX2Xv8AIqWcwuZdkqHOfSuhXwxDPGCjMp9Ooqm9vHZyDfg47rzVpfFVtCm3fgj2NcSlzfCe1hKOGw6cce1fz0NJvC9lDYg7ZFuBzvViK1PhzfXPgvWJdQi0v+1vlxl2JZOvIrOtdbju7XPnxlj/AHmFaWi+JP7Iuo5klXCMGIUjn2r0MuxdXA4uNelNxae//AZ6OMy/A47DcsYx20t1PQ739obTrzTri0vLO8sJ2XaMICPocmvI7rxBZXDOI58LnODX0rpbeBvidoT3WsaakMqqE8yFCzjjk4Arwn4heA/DOn6pInh7VluIfSUbCPbnFfZ8SxxGKjCtVrxqWWltHZ90fJZPUr4Nyo0qTjfvt8mcfcXkVyNifMD7Zq1ovg5L+UygbMc4FXdH8PRxRs+VlK9SjA4rch1Oy01WVJxGG+8D1r4CDi5cs5WPslgnUiq+Jim+n/DmPfeB1vI25CyAZFZ/h/waseoKLvcY1YZVe4zXQarrVuJAYrxJVcZ+Xjb7VX0fVII9Qjka4CorAk5zWlG9Ook2FfB4Gq/a2XN5H2F8PYtOs/BtlcWFj9isoUG5plGW469+leB/H7xNoOreJFfTW8yYcTT5OGPsPyr07wb8dNJ1YWemXHySwtsEij5JF6Ba8o/aA07Tb/XEktrH7E2PnVTkHPOa/X+IsVLFZSqlGcZQ0T01v5dF/Vj85yXCSw2YS54NTd+XXS3n1Z5Rcakbe4ISVSv14om8aStCIJ+UUYSRThk+lZ7eGpTN8jfJ2zTJvDMzSbF27j13MBX49Tu3aCv8j7CvWzBRk+Xl+f8AWg+y8R3Ni0rO32+KX/noxyvvVdvEV39qE1q8kDqcqy9qsw+HUjgMhkX5e3c1oW+jxWslvkFzIwJVRk4rSnTvUi1ozmVLGyounKdorp6+e/4mzdeMPiZPov21p7mSxI2+aU7fWuB87VLqZnmDFmOWZupr7OufGWg+DvBNhbXln51pPbgLA65YnHXpXy94u1G1s7yaexQSwSOXVcfcBOcfhX23E2H+pyo03iHUbXwt3a8/RnzmU4b2sKted4Rj1Wz/AFKcF2l5Yw2L2+y4XhXU8v8AWsqRrjSZ3R4clSQdwzioU8RHzkmjXy5FOQy9RVmTWGvZC8oLMxyxbqa+EUKcV1vf5H0E8VDEpKM/hVk7a/MS18UNYo6rGx3jDA9K7v4XeIdS0y+N/Bp7ywKMbmX5fzrEsdBsc2t1ebfskhAby+SnuRX0h8NdP8L6foZsoNftri2nYFPOkVDGec8Gv0Hg3CUsRjfrNSaSh5q9+l0+h4ud1cZhMOqVSWktlbo/MztM8fan9muLm42oqKXVZPkXGO2Ov414h4y8Xf27qj3jKVRz86LXVfFK+/tDUJbOO4iMNo20tFICG+mDz1rzttL3Y2Sbs8YquMc6p4/EwpULqNO+ve+56WQ5dXwuHnNWbnb5W2LEmy4hDwSsQOayb7xFfWcYjUnI6V0+m6Wtvb8Mu4cnNVb7TIbqNpd25wcbFU5+tfndNe0don1uNw9dUlKM+WTOQk8QXs0brJK7tJ985OT7U+OZmMZJyAQRXQ/8I0n2XzSFHOCKjXw79owsZw+altNs8OOW41Wcpc2mhk6hIJrgyPyxAosfJWbcFLNjmu10z4dz30g8xd7tgKq8k17H4N+BNhptmTrmmyLMSpQAjJz17V7+U5TWzWp7Olou9nY48wm8C3WqW5t7dTyr4c+H4tb1SN28sw9D5n8PvXstlpWmaXZtpEOpxvdkZ8mI7gtdDpfwy0czRfZ2W0XncsanIGcfnTdK/ZmvdN8XHV49VRtLuH80FlPmYJ+7jP8ASv3Gjh5ZDhKVHARUpt2k2tk7XPg54qnjcS54yXLFK6Xd9DynVo9d0u6eO0nDLnkKMc/XHFYGpfEbxLpMCQ3gZ4OyM5J/Ovorxloll4dvFEsscyIwaS1kHzEY4xXhXi6LTbzXrm4iQi1zkK3aubiDiWllcGqMr1Nrfr6Ht5Zk9TMLT2jvc8h8QeOtSubxpRmEMchM5qhA2p6qwYJI4P8AFzivSbjw/ZaxdLMtsBFGOmOTWnLHBDp5ggVYdpxjFfz/AFsW8RUlUnrJ7n2lPIK/P+8rPkXRHO+HfBdlNZzm+iaW4dMIFYjafWn6R8OdZ2t9ju5nnVspHknj6VsaTeldyE/MvANe2/BPXpNH1qO5XwzN4mLYAihjLBD6k4wPxrzV7RycV1OzNKGFwdFVFGzgt07N+r0v8w+AvxU1j4R+JbEa7bf8SxsebMYAGj6ZOQK+yR+0N8LvH1ulrdatp98GQp5V2gJBI6ciudW68deLmSJPh3pGkWsi7Vm1JlcgfQMKe3w68NWuk3954n03Rr2W3TLizjIRPbO4816tGjLDJxWifdH45muNo5rNVqkbTWnuyTb/AA/UxNL8C33gPXJNe+GWpQ3lrO2658ONMWjkBPPl5zgnngYrT8c+GvAfxW0vSrm90ebQ/EM159k862HkzwSbS2TtI3fiateAfh74QuVtdU0vT5tNhkAlQQyYwOo6it7xRfW+t/HzwLoECLm1ga8uFPU8OoJ/SuinGbja+jPHlOl7SzvzRTd9notna9zP023+KHwJP2WQN478MRsVVv8Al7jX1Ixzx6tXS+LPjj4e1n4X+IdStLowaja2ZDWso2yoxIXGPxr1+4Vld5ty7mOcHpj2r5J/bR8Q+HtI8MQWUcUH9uX0u4yoMSeWM8N7ZFdGI5sPTc09Oz/Q5srp080xdOhOPvNrVfjddvNHrv7LOvW2pfAvRWjRoxDGYpd3BZwoyRVf4965JY/DXUVRiGu5I7ZD35YH+lVf2consvgpoE6KkQuohMPUBgK4n9rjXrnT/Cvh+xsh5l3dXyyRoOdzAMOlVdxoJ1N7E1KUK2bypYb4ed2+T3PofQ9Xs7fT4NMhnWS8tLePzYVPKA5Az+Rr5I/ao+KTaR408RaVZyN/aF9ZR20SL/dIQt+or3/4X+Fbrwn4ZiudZm83xBqBFzfzMemcHb9Bz+dfJ0mkw/GD9q68KzifT7FwzyLyDtABXP1/lSxEqkqUVtJs68rpYenjaspS5qcE233tb8G9j1vw7Hq2j/CP4fQ6kxtzPrFqttaqMBIlliIz6nrX1bqV0sN4xLdzxmvnL47akllrHwvsYjsSXV1IQdMAxmvTfi18RtK+HOgXWr6nMqxxklU3fPIecKBXVRpqjB3eyPJxtaeNnGUI25m7Jeb2OP8A2uPiDdWfg3T/AApo58zWNcnWLYh5Ee4Z/MZFehQeLIvgj8C7W91dI4Dplio8iPu+0YX6nFfN/wCzNrt98dfjJqXjbWoQ1pp0fl2kBGVjzkAD3Gc10nxg8QH4wfG7SfAlkxk8P6SwvdUZeVdxjCH/AL6b8qwheb9s9nol+p6GJpQoQjgVH3o+9N/p8vzPRvgnoN3a+F5PEetZbXtflN5cb+qKcAJ9AFB/GuQ+M3xhl17XLT4a+EXFxqWpOIbu5j58pTwQPz/Ssb48fHqXw7bt4U8LuJdcaAiWVT8tpEAcknscA1kfsJfD83l7qvxD1o+Z5TtHbzzdDydz5PqQDWFV+0fsYaLqzXB01QhLMMRq18MfPo35Loj7K8FeGYPBvhbTdJtUWOK2iCnjqep/U1wv7RvxSn8C+EY9L0U+Z4n1pxaWES9dzcbvwJFdFpPxK0zXvDc+vwO0WnxhzukOAQucn9DXx7oWteKP2hPj/ca/pR+zaRpxa3t7yb7lumcF155b5QfwpSaUU1rfYww2FqVq05VdOTWTfc+uPAOh6f8AB/4X239oSLE0MfnXk7H5pJWOTn1PzAV2Oj64Na0u2vokMNvcIJE8wYO0jivkb4hfFjT/ABB4nt9GN7Ld+HdAcLKgOX1O77IB3A3Ken8Jr6R+H17q174btZtbgjs7mb5haR9IlPRevaiD5puKM8Vh5UqSrT3k/wCtPxfbQ70XSRwgltoPr1qMXDbhhcEnk1zfizxppHgnRZtS1i7itLeAZ/eN8zH0Udz9K4/4ceOPEPxJvW14W7aP4YI22dvMpE0/+2w7Dp1FU9Ha2pxwpynB1Hol/Vl5nrM8gzliflHAqzbyCWEMBjjvWYq+eq5P3e/vWhG22MDGfWploRFllX6A9TT+vbJqBZFDY6elTrk89KyZsL/Oo2YBqk296Zsy39akoYy7mymAO9SqPl6YqtftLbw+ZCnmMD90VPGfOiVipQnnHegCSk70uAtG4UAMblWHtWbbL5cZUnvVvzNrsCeOtQW484EkcZrRbGctyyqhQDTGJ5qVUCjqTQV+WkM5H4hafbXnhPUvtMSSosDthxkZAPNfEUsb27S3ATcu4/6tRtAz3r7u8Tqk2mSwuu9JFKsp6EHtXxP8YvDt74R16aOyRxZXQ3RKOgPcfzr04t/Vm97Hnygp11Ha5zupaPp+vab9ptdtxcBckqcbPbFeCfEORbW6ggC4kLY244r2fQ/Dc+krd6us7wKYz5lu3APB5+tZOreH9N1XS31XYyTxgsBMuA3P0rz1h/rEf3mlztjX+p1r0nex5lo+ix3i41JTFDs+XYgJ/GsPVPhW194kt51R5dFAzMF4r03QfDF/qE9tql3cQroB6iFSSW9Ov0qXWrq10a9P9lNLNBgsxdTj6DivUpUuWCgeXiaqlVdSPU8v8QfD/wAPeH5Vu7e5YRuMCFs5PtXPWeg2SQzNb2i+UzZMTDnNelX/AMVNP1a1j0+Pw7d2t4rYM8kLAfUEiq5j8m4t54rCS8iLDzNyHH40R0dmCXMtd2cRovha7vbllnWK2twfkYrg49Oldbc+FbP7Bb2dkjnWJXyWlXEQX1B9enauvNk0t4rm18iHgrDHya2rGKCbUGjihkSQDiModx/St1CPTc5JVJN7aHkmrT6Vp+pQ2OuX8NvPCR9xiN/tWh4tTRbOyTUtHt43Cplty/M/HavQdV+E+geIby2l+yodUR9x3EbmP0pnjP4czeHpINRkvGaFEw9pGmeOOg9aequCUHbU8r0H4kWlxC6zWX2d1OBbSRjca7nR5tC1gDzNOktmYZ3hAP61X8J+HdI8aPI1pMzTM/zmQYdcdulelR6VJ4bW2tprEeUflSYYJP5VjzzUktyZUo69DiJ/hLp+s27TQXBAbpuUVyGr/Bm8tImjt2idPVRg19V2vhPTdW0hDcMYowMjy/lIrhPFXw3hv9NurTTNWliusnac816cZJL3jiUJyvys+eNP8MavoMckefJhxgyLwwqlotjdf8JJZG6vJDaRNvMwOH4PQ17fJ4HtfBvhVpvEUkoLjaZt4YjnrgCo/A/w60DXozeaZcXGpLjndx/SvLxeFo1E5fC2e5gsyxOGtBvmijSsdSsvEML3KuZJbdcJmQoeBjkDg/jXhvxI8O+KLrVjqVyFltyd0UkahSPyHWvRde8H65pOrF7V2hgjbPkkdfrWjqvjhF02Jb6y3+WNpjCkZryZYGrR+FcyZ9fTz7C4mPJV91o5jwB8WvE3g3wzJGxtdTimOzZdRKzp+JBzXceC7iS80291XV4LX7FJn5Y7ZAu49ug9q4C68UeGbzVLRrKGS0kQ5kt9h2yH8q9m0zxFYN4eFjdwRW6sNyws67j74rxKuClGXY9KlmEORwpTVn9587+NfClhq3ioS2FlBDZAEh1cjBOMnA4rp/h9b3NjqscEGs3aaco/erG5A/LNa2pX3h7RL6dBDFJcSHdw4bA/CqNr4n0+x0u8Iics/wB3yVOfpXPPL8ViGr3sefHMqNGT1Wh0f9s6df3OoWvmyfZY8gzTMcn9a0NB+JuneBNDa5W3SdFyqSOeT9K8RmvtU1K6draJ7ND/AA4OT71g+ItH1mKzVJZJ5YG+YnsK9OjlE8OuYxnnVLFTVKPu/qdj4w/aRPiq3vLdMwyliAI0UZXnuOa5Tw74mbWmEDytHHIdo3Ada8+g0SFdW+0JIUQrgkdc12fw/wBDuL7Xorbb5sfmArzXBjqU5O8tT1MGrSulofQ3w/8AhyYbiGKO2a281Qz3KsWVvc56V6XrXhWys7UPbXNrIyLmR42ww/Sk8Pag/h21Gm6lLHHG6D5ZDggYrn7zXNMS7uHhtHaJODno3uKVDlqQ00PWrYhbJ6Io+MNU06z8HRCCRbm8kkACn9axdNtbIKt/FKsFwV/1MhJUt7Zp66hY65eOEtFVI/u7jWB401aK0ZUmmSYoPkiUY2fjXROm1FRb2PMnXjLZNG1eeMru2AF5Zxup+UMnavL/ABx4ytrzUF+12MmxeF2dTU+oeONN0W3W4vryOSTGVts5JryHxN8QpvEWrefbWYjSI8YOa0o0OaN+hz1cQlZRZ6RL8XLmxsYLPTtJ3NnhpBkj8K7fwFpv9uX6XuqvJHdSDOxeo/Wvnr/hOrz53W4Bnx90DAWsxPib4ts5jKl3K+OAqsMY+lRPBe0t0sE8Y42aufdd1rWj+A9NcT63LBOwyIjjP4c1yN18bDp/h29mTVMtICIxMfnb6da+N9Y+JVzrCxrrMDNID/r93zCo7LxFa3VyireN5fTniuiVGaSUTJYmlfml+J7HD4s1XxZqDM13JtznBc17L4L1xtJsUa6b5unzdDXhngs21jcRS2sjSOx6N3r0e6ne6DtdNtULkRgV4vJOnXc5PTsexHH0qmH9nCHvd/0sfP8A+05fQ6h8RopoFVU+xIML0z5kleSV6J8coZIPF1sH/islZfp5kled19JSfNBNHx1ZctRo+z/E3wX1H4pa1a2WmEQRJg7peMD2r0rwl+zj4t+Hk0c+l3ayIE+fBOScdOldh+z/AH11qWp3VxPFuCIAj44HSveBGzKzEljX6xhKssNQULbrXzufj+Ow7m1BuzR8365rVxpugzW3iW2l88ElZV+bH518/wCpaOPF/ibct8yWi9I1OGP4V9g/EXwnJrcEkkSB5l+6jdK8s8GfAiObxAdZ1Ii1vFOE8voPrXl/VaeKr+2g+W39aHXhcVXwMWqi5k+vY6zwPpNv4a8BJ/pJEyjKqxP6imP4qj8RaK+mW0arcKCJWQBf5Vvaxp9lb2c1iL5Zti7pGHUCvGtY0m21SZ59K1Ka3sbbLSiMffI7HirrYpU6kufXqVTw7xCuvhJPE3wp+2fZLG6v0E9xzEIZCSPqOPWvWfBeg6n4N8JjTYo4biRV+7EoJI9ScV8ga74nu9S8VQNBPKhDiFJQThO2f0r6buNYu9H8L2Fnpl9PLdLGA80alyc9yQK2xE/qmHjNpOVTojKiqmInKhzNRXVu5C3iX/ifRjVrtIXjbEUKYyp967Oybw5cXUk+o3siSMud3Q4+ua8t8J+ANV1Lxo2q+IVH2ONN8b+p4OSKu+PPFHh7TlcXt48Zi4WNejj8q8ucZyinBKLa2tex3R5KTSqPm7v/ACO68P8Axe0O38STaboWpm8VOGDjJ+gJJrR1/wCIsmhx/wBonT4g7HBkZQGA9ScV434H1DRviFq2nJoenHS4oJNs106lFPI6seO1fQ2t/BpdYt1RdWUwsgDbeR+dVWnVdJSUdXo76PTqb06EI1Pfl7u+9/kcavxs8N61MkWufZ92Mo6HIz6V4T8TLWH4lart0qZVjecIg6Mor2bVfgHYaRNFLG/nTxA7d3IJqhoPwtNk73FzbR2s+Tsdjj8a8CpGpHlt71j6CnXpSi76djg/EUlx4Xi0Pw5axszxAebNCSXI4zk9a6r4a+FdQ1XWprzUjOtrGP3RmY4/EfnXXeEdMsPCfiKJ761TXdQuTtWRzxGP8mvWPHWjWOsWMEEM0dqxTLiJhke1dNHDQpNVYrmb+456+Kcocm1+p8dftFeILfRby4to721u2wVEeASv6VxH7NfxR1bwjqcmi2l3u/tKXPlschK+jl/Zj8Patqhk+ztdIzbpZZmzk1wHjH9kODwnqz+IfD+pi1e3bzBC3T6V70Irk5alnc+ccvZTfs27dfM9caaPWPGFlpEt55DuQzSA8MR2r6G0OZLK4htVbzjGgXGeB718mfDea+hsLbxJrI2XMLNGPM+XdwOcH619L/CW3GoaVJqks2+adifmPQZ6CuVRVOLo7tb+p6V/aRVbZdD0H7Vb30mF+Z04yKx/EOqRaPCSzFS3pzVyO3t7JTHHIBK3OM1xuvanYW980N5NsjT5meU8Gs3amrQM4x9tU5qmyNbwnfarNY3F3chpomY7EUYKr6mqbyXOp66iJETb7SxcjHpxVfw34+WaZzCwaxxgNHyDWjd+LIru1uBaQtbkDgMOWrOtPmk4yRtCMY+/E5nxVNbzQy20sxWNT+8cgcV5xqHjTQtC0240ywvftVzguqdKs+OviFY+FNPml1WzmeFjgunIH5V53on/AAjXi60n1DTVUmQNiTP+r+teFmGDnTpqstYs9rLcVRqVZUZaSWp0nhX4c6B4p1GLWBcM8EnzTQMgI357HP0q14gvbHwn8SLWIRQ/2c0e0tLGBsPHSm/DHSL3S7WaK1ja6XfuDZxiuf8Aidp+u+LvEccFxpn9nQW+Ga5VgxbH0NeE7tcsVY97Fc1OSqNtx6ncXFvDrmqQy6ekLxM2DJ6+3SvTrLQbCxsYzLKv2hMZjUdq+ZfhTovirRZrsTzMNLmkJt55OcY//Ua9/wBPu4tP0hWeVzcScOw5LVnBKjeM1qdFShzqLpy0Og8QOkNmskI86J+NgHK+9eYeMfGsXh21kWNWdj8r7/8ACuzvNQt7TS5pk3rMV4Zjx9a+XPH3xMfQ9QvdG1yeO6t71T5F2FJZG544/CoxFWWnIFDDuXuzbZ69o8fhrxroM0FpcwRXrjFxbhFIJ68HrnpXO+JLw+HPDdnoMfnWrpOqxwzDcWIIxyT0rzP4AaLpdm2s6pJeXEMcbb235G/pyARXc+C9Qh+JPxIS+WSS6sLadcrKRjIPXGKdOTlUV+juehKHJFqx9T/Dp9TudJtLmeNAY4VUqvHOB04rC8ReKr/V9ck066TZGv8ACe1em6LDbW8aGFgi4+4OnSvMvFczat4iv47KcZ2GIquDg88/rW2IputHnWljgp1o05tSV7/gVo9P8Pr4xsbf7a01z5XmNHCcKpGOuDz1rd1bZrdwklq+baN9vuTWP4J8Fw2Mc13czEui7S7DH161qDxdaTXiaZbxsBH8u6MfrXRTcvZRhPTyOaajOs5xuzJ1r4c6Lfahb6tKZI7y3O7yI3I84jsRnBrqYdQmjtYYZ4VQNwscagFfyrU03SSv+lSZIj+6W61RN3MNYysasufmkYdKXtNeXYqUXpfUt2nhWO/sbnDuXk/vcEV4jqnw5fwLfJci4kiea53FoSSX9ia+mG8RW2kx2gkTeZCF3KOBn1rzb4hNbXlvc3BQs0OXTnj61w15QVaNOEtXub0Kk+fmmtDn7+6N1C9tJK0skoA2/wB0VxvxQ1a/+Fnh2O707TP7TvnwyW69cZ61e8HyTeItl4JmKJL9xRjOD0ya76dY9UmglumiJg+VQ3zEV1yhFxcWae1cJK3Q8j8P/Ejxx8RNCt4L/wANyaMkygGTvg/hW9Z+E/D/AMI9LvtXhAF9IMyE8tuOOSa9B1ea0Rlkt5ljkUYUqMAe+K8a+I15eeKLXUrTTbsSNEnluzDAduDj8jXnc31e8Y3d/M7JR+tNNRSS17fefO3x18YT61rsF5daojBBnhu3bBrz/wAH+Ita8Rald2mnXVjYWd4Nk08wBwoxznHXiui1Dwc2hNd6b4muRP8AalbyozwYc+/T/wDVXhdzp+r+F9amawhe9s4ySkZBJx6gDrXXCim01uKVflpypzXu9D9CP2c4bLRdNutWS4a5skXy3uJDnzWGemenWvWNF8X2+vapbee8jRs5AX0HOO9fJH7OGsReMNF0exsr6S1ltgxuILg7Q7YHIHGele6av45tfh7YzFI1FypxwM7fetq0fZwWunY8mjetVapxv26HsN60niN7+0t9SX7NCWRkUAMp7CsCx0ae+Y6HO8e5Y2IlkUDjNc18A9btddW8u4QLqe4l3XFxM47+g4qn4q+Kbf8ACS6vpVpBDDNEDGk8p6n864FVcYuUj16+EbilDpufM/7Tklza+JrXTLPUE1B4w0bRABnQYPGeuK870f4U3drp9rfpa3D+du8yBMjLE8YOa6PWtA13xPrk2oqvmz/aNrsP4+R09ua1vGOteKvBLadZ2c42yqqi2derEA8GvQp170uZJs5I4J1Kns1OMX5u1/K+x7b+zPpzWTXej3ojJWD95bvGGwpyOWPJNc3+0B+zZog0m91Hw7qMunajgyJZOS0LseeAThefQViw/tRr8NrFLI+HJ49TODfyshc++1l4H40msftMeEvH0FrplhevbyzOJX+2cFCOq5wBjn9KzdanNOFj06eEzDCOOIg/dfZ3XzPjzxVfanp981vr1vNb3qDasu4gEe1cVemSRWl3OVY43knmvtDxpZaBq0dxd34gvIH2pEyDOwZGTkde9fMPxOttEs9ZlsdHut9r94A9M968+MYwnoj9AoZw8ypezrSSmtF0v+hx1mljcQlLmWSK4/hPVT+OagudPiYssR8184CrzVJo3WYREbgxwO1dDpcNzot6r3EeNoyr9RW+zupDuqtNqVK/Lo2r/j0+Zzi26eYY5H8hu27gVXCN5xVJM4OM5roPEV1Fdb5QF3nk4HWsCxjjuI28zCt27Vun1Z4UornVKO+p1/hfWptFZZI5mWTPODXung/XtI8YaDd6fqVhHcXbDMfr/wB9da+abfTyCHSZQB1G6u58N622l3EBjuRE2fvKa+qyfPJ4GSo11z0W9YtX/PqfQUMM8VSf2JpaO51WpfAC717z5dGhYFc/u3zj6A151qHgvVvBd0U1PTZIvTcDX2N4O1CXVvDlpNYYk52zsvX61e8eeFbHxNZ/YbwqX2ARzYzg1+hZrwdhcdRWKyl8ravy9H/l+R81h8yVHGezxsdna63Xm11PiH7baScMSp/umqE2nxXU2I1znpivRPiR8K20HUHiibeAM7wMCuM0zw7qdjd8lFi25DOM1+K4jDVMHUlTrK0o7n2MqdTFShF0+eEvtRX5orN4RLRBo3ZTRY+G7v7SoZm8sHk7jWlPrFxCDCwU4PG2r2l6sq2rmdZEcdFCk5rl9o7XO2nluWyrKKvFr5LQ96+AeqaToMM1tdKftEo2xyFQ459jxXo3ib4F+FvGEMlxd24sxIP9ciiLDevB/Svj618bavo1+txpjtBIv3TtPFbdnJ448cTxWp1mYmd8hJX2Ln1ycV+j5Vn1KWEjgsTh/avZKy/XqfN5tgZVMTKvgpuK6voaPxW+EcPgHXEtdC1ee8gkXPDEEHjg4Nec32k6ja/LcBiT03Dr+NfQF38B/HGk+F5NQutTtWtrdPNbB3EjGeDmvPI55Xs2S9VZf7jN1HNfPZ1l7wuI5vZ8ilql28t2epk8MNmNDlhUd46N9G/Q4rS/C81/GST5bdgasReDbuJsyEhf9muy01rW0YTyRM4zxHjhqyte17ULN5WNgyRNyNoyFH9K+a97+rn0k8vwWEip1dl1/wCGNDRbe3097d2icRxcuwYg59ak17W5tUuM3DlipwrOxJK155ceOZo1ZFhIzxzTbPxpMuS0e9vcZr01jq8MHLCL4XrY8mWaZW8XGcZapW2Z100jKMKFNVbuKC6ViksjyKPmPQD9awrHWbrULlYY1CFuAW4ArN1LWptJvXjJ384bb0NcVCMEuWb3OnG51Q9mq9vcvbXY6WxhPnCN2UqOnNdVouo6VpepWF9MXu7uGcBrTaMFcHkc/SvN38XRXUESW1g0Uq/ekHJY0x9Yu4ZlmXdFL1BI5r0MPUWAxUakGpWtr29L21X3HlSzjD4jCSpxvb9D334qfFjRvHFrbW8OmtZCEnLFQp6DAGO1eSXFxZtGUUKztxzWLeeIpdQtUR4grgcsO9ZNtD9svFhln8ncfvN0FGOx1bMMRLE1nq9PkRSxtHA0YYXCx5k++mr9Tdis7ZpstsGOygVd+xwMwIUYrDktYrOQrBP5x/vZpn2m7Rvk3GvNiubU3jioUU41KWvlqfRvw3+Dr3Gm/brqaFrG5Q4RueMda8r+KPgG38M+IhBot611DIN3yscqfStbQfE/jfT/AAsWgWZ9MC4EhB2qD71y1vJeapfqZJgHduXY19/nOIwFHAUMNQo2la93uvR9UzycHhq2OrznXk3G9kl/WjKcWiXsUayTFsH3Jq1CJ7Vt+zOK25pGhhaMTZZDj2PvVSG4nlhm/c7gODJjj86+BhF1XdH3Cw1PCpRi2n+pTj1XMjBwckcfWpdDv47bU/MulbyGBBANW7bTYrmAqUxKeRVeTSdsbI525P41z7SdnY6+SvaMpe9bX/hxy6mjXEkQyAT36YrofCeg3ut30Jt7SSeMyAbl6de9Yum+E5bu8iJ3SA9FQZJ/CvqX4T+D7TQrGKaOwniaaPcS/C5x1wRX2vD2TU80rtVb8i/r0PmM2zevl2Hu0uZ3sWdO0rTfD+2Wz0xmuvJAdnG5UPHIz3q3H4ovru3K3KNKEXAcjBBqTXHnt1EjxK0ag7mY8bs8Z9sVyuoeP5vDlm906xCPG1ChDYH0HrX9B0aeHy+laCjCK9F8z8jm6uNlzyvOTIPEWuXXhaP7bNNhc7444+Sx9TXOXH7VHiO2maRLKOVCmxQ3RSM8gY968y8a/FrVNaa9RU2W8h4Qj044rnvButT6hcLZTxMwkb5WKnGT71+N59xZXqVmsDK0Y+W5+gZbk2ElKFHGK857eR0viz4ya54j1NtRvFXzsYwBx0+lcmvjy+1KTa9n5hJ/5Zius1XSU02ST7REmV5KnrUmjX+n+SUjgjhc/wAWK/MK+KliJutW96T6n6BDLq1LlpYaryRj0sRaTqQtbWa4u5Pssip8kLD7x9K5jXtemv7gxQfKD0xxUviRnaSVizN6EmuastQDTZb7ymuaEbXkZZhilTlHDydr9e5qWa6zpTearpMDzsY5J/SvpD9lX9piP4X+ILi01mFbTT74APLsDFD7Z+gr5t1DVDctbmL5dnUetF6yNCHL+Xt5yDzXdTfL76dpHyuYYehWpSoTk5Q7N/kz9QPjJ+0hZW/g2wh8NXq3+r61+5siDkqDwXx7EiuT+Mt5/wAIj8K9C8PwzmTUtXmjikYsfMkJcMxP4Aj8K+Jfgz4+fwv4w07XdVVtVS04iSY8JyMEfTFesfEz4vSeNvF3hfWPOIttOlMhi9chh/WrlWU251Hq9P8AP7z4epl8sLGnh8LD3b87fVv7Kfp+bPszwnNb6GllpoZleKJYwCevGM15B4e+JL6l+1hqmqxS5axVdNXnjkK39a81uvj/AHWm+bqL3H7oTLsU/e2ZOQPc8V5noHjp9A8TP4jwfMu703M2DyF2Y/oKweLWih3OjL+Hqv7yvivh5fvb2XzP0j+MXx40L4W6BeXt9cwm8t4iy2pb5mYj5QB7kV+Z3xN8Ya74q8VW2t68zJJq0nmQxuThYt2BgdhxXOeNPHVx8VviNd3c93NNZNNtjWQ5xGCcD8BWl48huvFfjrT7iPC6ZYQLBECewAJ/XNdNbEe3a9ppYjLct/sqMZ01zSno32XkfpF8NPFGk2fwn0d7W6iNjptoq3Epb5F2r8w/KvmWz+MM3xq/aS8PBio0WxuylpD1BABBbH1z+deM+M/jxdr4Dtvh9o+61+0Tma+kQ/3sfID6cH86saDfN8MvG2g+J7FI5oLGAL5OfmklI69fc1rLEqcoc7slqzjw2UujKvUpQcpSvGPdX6+rPrT9rr9oJfh7pNzoOlXXm69qQKNg8wRHgn2OCcfSvPf2HbFZLfXdYkzLcu+xXbkknknP1FfOfxGkvvGutS67PM9/rF25lvDn5Yweir9Oa3PD3xW174W/DHVNL0W38i9u2y12zAeWvPTnr0rJYpVp+1jt0OzE5DPK8vlg5fxW1zf5fI+iP2n/AIwaLoXxc+H9rNcq0WkS/bbsxNu2g4wPr8teF/Hz4xa18Z9Su9eLNa+HrecwWFuSQJOT82O54/WvEfC1rc+NvFFlHqN2wN1MqS3UxJ2gtyT+dezfFrQ7aXxR4d0nTLmGLw3p5SEAdZZCAXk+mQfzrSpX51abtfoTg8qeEcZwg24q97fDHv6t7H1D8KPEtl+z3+zGmr3LiPUdQjaVAR8zSOAoH4HFeQfD349Wvw9+HfiDVo3W98da5eNsRjuKKS/Jz2GRXjv7RHxmvPFWvWOg2bNHoOkxhIF6K7d2x+X5V5lY3U8ZN25KpH85Y9SfQVdWtKyUOhyYDAU8Up1MR9uV36LZH01faXc2+hWVjFe/bfE/ii4DancbyXhiGGKA9egPpwa+iPHHxLt/hb+ym+m6cVsZbhzp9oycGRQCsjfXIX86+EtH+JN94WkXVpl864mXyIlY/cU9cD6E10njr45J8TJdFtPEBGl+HdHtsQ2MJ+Z2AXcT15bGayozcYc1Td32OrNMNRlilTw/8OFm2+/l+i6HteqfH7UPHeg+HPhv4P8ANg03YsFxdYxJOSxLYx0HPXPavWvi948s/wBnP4T2Xg3Qtkev3kAWQxgB0BUBmJ655r4z+EnxXsPh/Df6/DAJ9ZkPl6bE3Ii5xuP4ZruvAOg+J/2lPH6QajO080pD3t+/SOP0HvjP5UU5SbaW7/AyxGEoxSqS0pR9595N66nrv7Hvwj1Hxz4oTxRqIeTSbGbzFMzHEkhHVfXr+lfZfxX+MGjfCHSTqOpSh5pPltrOPBlmc9AB+X515V4s+MfhP9nPwba+HNH8q71OCIRw2kJ+6395z25zXz9qHxOs9PvX8ZeKbyLxL42uedO0tG3QWIPIY44yOO/aumHscLFxi9erPFrRxmd1Y1pwfJtFLr/XVnousavfeKtYsfFfxKEkt7cPnw/4Ptifn67WlXjPG48g19a/DOLWW8NwS68sMV/L832W3QKluOyDAGcfSvnv9mHQY9a+0eL/ABDBc3fiK5Py3d2uEjXssSkcD/69fR1pq26Ro4juINXTtUiqiejPNzC+Hm8JKKvHfy8l+vVnRQmTyzgBMNxmrdtMLj7pyO/NVbWb7RHtI59qsW9v5ORGoC9hSkeZEsxosn3vWraMMcc1BAh/iFTrhegrBm6HGgHimhh9KXIzwaRQqtntSBSCeeKdSHpQA2Q/KeaybrUliJy/SrUk0nmMuPlxwa+a/wBob4x3nhOZtM0jEd/KQvmYPHNXeMIuU9jN3btE+i47hLiEurg5FN0+5xKYj36V5j8CvEGp654FhuNVYvcK5RpCpG735r0mOMcSAcg9a1haUb9zGTakba/dpD0OaZAxdd3apGXI44rHqb9DnPErbbfniuA8RaBpviLT3ivo1YqMozDlTXo2vW5njOK8s+JEj2Ph65lUsjRqWytetSm4UXKO6PNlFSqqMup8d/HjxFqXg5by2+ySXEERIVbcZBHqTVX4RpqfibQxc3zmeGZcCOSMbY19Kx/EHj3Udfur2DzcwySEEMM5HpXV+F/iBqGj6bFZJFCIVGANtedKvbVRf6HcsM5XirGVbSR+GfGknhyzuftCTDcLIKCqZzyP89q6zxG+h+BUsItVgWKOVstJIgxk84rA1CN77xTbeIreCOG/iXYxTo49/wA62fjRMt54d03VdTgilktQHEbMOfbGa6KeIquSS2M6mEgoXlubsGi2Xie9iuIrK3bQ1i+SRYwWdue+OO3esm4+DtrqkV1d6a19ZlWw0JJK49cZrsfh38SNI8P+FUWSNBdOmFiBBHPcVo+H9Skt1vPMv47ye9JeONjymegz0rvVWMle55bpuDZ5do/gm90W+lNzNFd26r+7kPDZ9OnFdJDeR6NbrfQ6bG1yQV8z75P0zXe6N4dU6Wl1dust2zESq33a8h8YWq+DfiI1zPfbNPmi3xQyHKhuOB+dVzWTa6EKPNKxSt/h3e3162rx/arSSZt++ZipU+wzxUPi7Q9V+yRrHfecFbErH5iR35Nb1x8VLZNPEMjMC3OI0JGKkt/HfhC+sYY7lY7aMvgrK2N7e9ZezjOSm9/Uv2zjHltdeh5x4B+HY8Ird3Efn7ppNxdieM4969VsbC1n0si6muJ7r/lmyruEfp3pkni7TTDINLVJo15dYzlRx1zVLRtYazgupwiTW8wLllYZWuhct/dephUk59LHT+DdH1u4t5YJp45ZUP8Ay0UKCvbtXEeKFn8L+KX1O4/fhiIzBG5AUZ6jFangP4jt4gmuYknMYUlUaX5RXQ3CyzXFu80fnJG2SxwVarv7zV9DJbHm/iTRdR8dagtvfTrZaHKoIGdzN7HPSuu8O6JF8PNNSz8PW3yuMvcScgfTrWrrl5aPL5/2eRUj48tUPzH8qxvE1xqVzoqroVwLa/HzGGYYQr6ZP+Nc8qM6knzPQ2VSMUuXRmX4gj1bVNXh8yJTuGHkLFcD1wBzWV4g8BahDCXtrSK/3dHkOBj6YrV8VeJj4V0G2na5lTWpIsOEw8efqB/Wo9F8Tan4g8D2zSvNPeSEhgeFUYHIopuNGEU2aSpSrS5ktzyjVvhfd6LcQXV0kcKStkyjkJ7VtWPw/dNWh1K8vWuItu1GdjitjXPhpqfijRY9Pe7lnu2l3Dg4Vee9cp/Yd94D8YTabqeoyNp6RAortnJ5/wAK1qNShzWuZKm4ytF2ZuD4c6L/AGtNcMBLJLyNpzmrdt8N4pJCEJijzwNgrpfDWt2M0kL+UI4h0lc9q7i41bSUmjeKONi3cMB+NKjUjUXumVeEovlZ5bP4Rt7GRBIyhV43bBk1oQ+FYLqFYVgjkRvv+Z0x9K6+4uYrjVI1gMbRdWGQasyXEcl35KxohI+8tdEppPlOZQduZHmOqfA7w/qnMdoqSDq8XyqPwHWuVvvhMdO1SK7tjIjxkBXtzsA56kCvf5bCOWIxld57FeKlsfCkItJTJM0chPy8g8VjUoUqqtJHbQx2Iw7VpXR5lqPheTV7ONb65e8vimEcORtrz2Dwnq+jTSyQ382oRBsNGxJC+1e9ajoMq4ER8zHQjrWXPZvptvMs8ONw+6o6+9c6y6lGCjHc75Z3iHJ2SseD+MdYvNF09pILFopyOuSAK8Q1r4wXVnZ3MMumxzXL8edJO2R9BivpbxnpdtJbObiNlV+MseK+cPG/gW3aR3QARZyjHvWry6ioWa1MY5pXnJtuyPHbzVbnUro3U8rNITnBJI+lXI9YuYIsxp5bf3g39Ku3nh+WB8CP5V6kUDQZ7hN67lQc81i8OouzRX1qTV0xIfFplmT7Xbxgqu3cgC59zgUp8QJHIWhXLZ/CsW+s3hmYHnmoJMpEGUEFetYzoa9jqpYyUetzQ1ac6wQ+B5vcAACs/T7Fmu0TIU571BA03mEpuz7Vtabp7SsjSKytn7xFckqb6Heq8ZfEeseBY2nxEs5Zo+QV6rXp0epyx2Qty4Y95G6/nXzxpEl5o+tMY7kwHHDZ4NekaH4kOn2bNqrSSiU7ldDuGPwrw8TDqevhZcmxx/7QZz4v075tx/s2Pkf9dZa8wrvfjN4hsvEniSxnsInihisUhIk6lhJIc/8Ajwrgq78OuWlFM4MR/Flc/Yr4ReHItF8KwKV2TSDc2K75fkXHasrw7qUF9boYiqooxhao6540ttCujCWMrk42iv1KU23Z7s/Kaz5pudzI8WWuq3lziwcLHnG1eSfetu10RLXR4oHO+5K/M+Oc1a0ueXUF84x7VbkVgeMfHB8IzBlVCW+Vd3YnvUxnHDws9bmdRSrWgtDxD4jaPqNlrr21n51tFMcz3DkgYrf0fUNF0PwzJa2FlHfRtGTLIygktjk1p+KtTuL7TnluJbe/vLn5o4l6jP4VxXgz4T69ceLGu31n7Pp7jMtqnT6dK+egvrHNFaLu+p9BRtRprm1Zz/wn8G2Wv32v3V5piiymcrG8gwFOT0r2Dw3428P20beFdKjtZLxRtlkyPMx7cVV8feJLfwj9ltBiK3yFV9vBNL5tvP4fl1iS2SGRVwrqgBPvXtYrHJUm6kPdS0+WiPLp4L2kva0Z2beqKGv+NLzRL9tJis1ltSPmnc/Mo/KvmrxJ4XuvjB8Sri00l2jsLc/vJmYlVPtXpc8knizXUtLlJU06Xl3yfmx2z+Neg+GZNA0mSSNY0to4RgcBQff3r5KlmUsG/rEtW1sz66rlaxKjQitV1Ro+AfDem+HvCNl4YDQz3Jb95IVCkn612viv4lWHgubSNMlkFukp2A+vWuA0vULfWPE0S22DEsgwB0PNem+NPB+mXk2nz36RmXAEKsOnvXqRxVTMIe0lK3M3c8+vgf7NcYyj6E114z0v76Oty6rkBQGOa5W61i/8Qaham3tg8Rb94HP3Rz2xVi7+FNj/AGzb6tJNNEyDC+WSIz+ANbVr4T1SW4e6s7R5I40JYY+9XNKnVocrV2iaU6dRSU1Znh/xauvFl54sgs/D9uttaxDLTqu3nvyBXWeB7a8jswNRupPtEnJkklJz7DNYXi691TRptRuL3TL5AysVdowVU84GM1ufADxFH4s0WaTVbhRdxuVEe3BRfXFepUxdSph+RQsorXuefRwNOFWVVzu35/oeiWfiG/trLyba0VIlPzSM2SR69K5rxp8VvDei2sT6tcL5BfYyADJb6ZqlqGq6dLf6raQ3DS28bbJGVj0JIr5F/amlWG9tbS2i8qD70bZ5NfPyzCpzcm3me1Ty+DtLfyPcfid8QtN1mC1+wTJb2tswcoz7Qy5Hb8K9C+DvxI1f4mRuNPeLStE09RGWi5aRgPoPfvX593HjKS40uHSpcSOFALdxX2f+xdbXVl4FvZ75WgtDJuiIjGTjPNd+B56GW18T8Ur6fP8AUWOhCti6OF+GEV9573BrEOn6hNNq2sNBCBhWZsY/WvMfiP4b1f4gWV/c6N4kS7tYQSsanBPtkVyPj/TdV8e63qcdqVeyjbO8AAn24FcPo/h+fwXmeGe5huUYkqgyDz3riWa4jDyjUnH9T16fD2GxlKUFUcZeR7l8BfE6aL4VSw8Tn+zSJCsZkbO/p3NS6prGuR/FKOCw1Jbmwmj3CLPCrx0/OvJvGHxO1jxt4bh07y4ltP8AlpIqgOMc+lUfDOk+I7Hwbda9ZME06xP7zeP3hHP+FcP9qVKleVbk9138tzqlktKjh1GcrSjZd7nZ/tG+LH0Xw5NbXTwjchxbr8x6denWsD9jP4c3es+D7zUtUkkj0uedjEEJyRk9RWr4Z0XTNa0WHXdRuo0SVTuMpLBicjHNdZpN5q+k6THY6DEl7bLmTy7boAea0li5+wqK17tfI5aeEp+3hZ2a67Ho2n/aPDv9oG2dYbRRhZJFAJ49K898P/Fhr7Xrqxu41uG8woGIyCMmus8E/CHWvFcb6p4quZLaxc/JZKx3HnvS+Kvgfomj60s+iWzR3rAMqsx2fjzXjTvOSatftc9VYinRk6cvev5HV3di0PhWTy7dILZB5iAnJz9MVlaHrVrY6PFqF48bLj7pxWHYW/ie8vZ9Kkgt4gnJw7Hd0wBxVbxJZ3Gj6PcwalZLHd5wiKNw/DNcsaOJ53Jq9/Mr21JS1Zz3jz4qW18bgwvsthwNvSvjf4seLpdQ1tbkQSSQQvnLcY5r6m1Cx0K3t7O2vJ3hnuHyyMoG057V1mpfCnwhfGCSWOC7k25OSQfxA4rSnhWpXqSOuWNowhalFs+SvhbqPi/4jXU1ro37rT41xJK3Qe3Svpv4K+E7bSZOJXt7+H5bn5iAffH5101rrGj6Da3FrpenxWq26c7VAX614P8AEjxrDCt1qmlSyQzwcvHJwJMdcVr9X9nO8NUjP+0PaU+SejfU+39E8WWy2clhp8zX1yTjdnIHtmufsZovCeo3l7cGNpnYlmLbgCexr844f2nta1JfslnOtiZHxLIABtA4496t+FfEWseIvHenxabd3Fza3UyrPMTkjJGTzXrfVMTiFHkja/mePHEYanVlGpPY+/Lf4mT+Jb++0tYl8p+FkU4/lW5oHhjWdB1VVaFLlpgG83PyhfritLwD8LNH8I6bb3r3X2u4dAS8vXp0FejaSthqUaRIfLCPuIzXIsPOnJ8zu0dTxdOWlONkzP0/UJpg0F7C0UYGEKng++aNX0oXEMf2YmOYnjmmfFbxNp2gtYNLI6RowwkfQn1b2rG1vxobzw2J7ZdvmniePqPpScaaUp2ul94lUqK1tPyMfxV4gn8Cq0ut3ITTzg7mUHafXJrDk1q38UQRLZ3PnWl1yzA53D2qnoNtqnjWa7hmmJt3by2Eg3ZHIrqtOstM0GWLT7KJQsPLFeg+tfOxw6q1liJJx7eZ38r2Tu/wJ7Hw7FZ2S2NvGtrHtx+74P1PvT9a8J/2NorX0LK0iDI8xyAefWtJtcFlqDFI1kXy+FTk1538ZdYufFk2mRaNM8d7bMJDAThHAPIb8K9xzU1otWFPDu95Oy6mH4tXWNVWxuLWaG2ihO54d3zSDjnOOa80+ImqXtvpT6do8Rj1e5fdLJuKhO2f0FdF8QfiUtjflljjknkRUk8oYVWHUVwreKtZ0XTrrVFtEu5Ltwsabd23oPmJHFePCPNO8mfRyo8lD3Y9vLUp6D8J9T8RQg+JZUu/KQyG7dyN3GSM157rupWmreLmjsreO00qxjMJkhhUvu6ZJ7ivoi+vGv8AwC0GrG1ik+z73jjOduR34r5+/wCEXXxjeSpo0YtfDsv7i8mj43YIyB+VewlbSLs0fNKonJ+2jeL002ucd8M/Ew8MfE9EcNPZK5VLuFdq9fQV9GeMvG0GrRC2FlAC8ZIYqGeX0zxXjreHJvA/xCfStF0eRvD8h8sux3L5Q/i6nBwa9l8F6bbaTM91YyLeR7hvacAfL/dGK5cbXcYLmdl3NcLTpxnzR+SMT4UeJJ/DqSuH+zvK+Dbn5FUe1ZvxAtbq78QG9uZWjeb7i27HlfUnivSY9Q0rx14qultYIrP7Gpjkm2jb0OMe+azvEPj7w9Dol9ZmNWk09Ssl0xyZG7V5LpWi1OpdM9qNZzd4Rs+pwfgjWI9NhZFnV7hlZEgYZbgdAfWvOPid46GvaWdO3Na6pauzpPMx3rgnA/z6Vr3s+veIL6ym0iPzbBR5jsgAPXpXLXPgvU9W8fyCW0Uw3ihVtpOu7j/69c2GxDo+7GTu/wCtCo0aOIn++j5XTWnrdf5Gz8Otal13wm0l4n2zUFyZpJVDhkA6nP40Q/A7wp8V2nOlWs2lX6Rl3mhJMbsPQZAFXZvhT4e8M372niXwrrFupX97c6ZIcg+o+cVxupX+g+FWuB4K+IWo6MzNhrPUlC9PUgtXvqSqe9cfsKuHly0Zej6fg2czP8LPH/hnR59S0x57vTbWYxvFOCwBGOxz6ivFPEv9o/29LeahY+TKzZaHG0fyr3Sb9oP4keF7c31v4i0/UIImKjaAScjGcFfeuW1r9p/WNd8MXul3+lWM8925d7xo1LjOc4496uMeV3RpL980q1NXX2k/0a1PPXm07WIcorW8qj7vfNZ7a1fWcfku3nxDs/X867fRNDsPG1iv2a3AvFGX2nipr7T9M02OPT7nS5IJ/umVeQffrXqQynE1KMajp8sOkpbP5/52Pt3P2lqlOslK32Vr84/0jiJFS/t/Ng+b+8uOlZq28WW835G7V13iCzvdLVY7S6WWADheOK5dbq7aQrcRqQf4sV5EVKnJwdnbzuc+PoQUo86kpdfd0/PQtabcw2sckZjjmDf3uo/GrEOn+awkiGzuOc1SNnaXEBy/lyjnB6GqItY1YgzMv407KTutGSq0qMYwnBSj01S/S56h4V+KnivwDuWxKSwnrG3T8sV3th+0pr9zYrNN4atbkRnaz/aCpP4Ba+fodCluFUxS7v8AgRrvfDdnJZ28W/BKnPNfRYXiDMsDTVKhXaivR/mdeHyelmldzxFJpW3utfnY9K0n4jr8bPFltpGqWdtoFiq/NKr5LdOM4FJ8SPBsWl69Jaabia0jT5XU53Dnmuq8M+LvDXiPTLmz8U6VZyqsQWCSOMK2QAOwFYFz+zdoXjjT57zw5qNxpdwN3lWqyE+YcdBk19NiV/bWEXLKNSpu5fDOy6cuq/HU46UsbkFdtwfs1pZvTXrf/gHlN/pcNvIHki5B9KfHqVhDGA8eW9aq+Kfgz4k8Dzpb6lFeAv8AdDZINZE3gvUlUJK3kjrhs5r85qYerQdqkWvVNH11PMq1bWjQV32kn+KO1t9S0eayZpYo42HRjjNWm8SaaYYktJ98kePmB2kc9M1x+j+G7qG3azilifzDuy65P8qr33hz7Ox3zoxx0UYrGDcXzRPUeJxXs4uVFX6p/wCf/APpnTf2j9ItfD8Wl67Yo+lmAQMIZSzHAxnoMV4XqfjfSbfUrsWey4gm4QkA7Fzn865KPQrCOB/tRbcwym096g/sHTJI9yTSBh696+hx2Y4nHRjDENNx+/0Z8lhKNXAznUwdOMFLdOV7+ep1cPiy1K7WjEuPujOAKW+1qeS18tpN8Vwc7Byfx/KuWs7S2WXbyoHQt3rqfDlwunXPnqBmMZUkAjP4149OSulKTUetlfT9T6SlWrV4vmUb+pQOhWV7CfNgAb+9ioLHQ9LtbhVmGEz8zAZIqfxXrWoeILoyyTRw7hgrGoXP1wK5WTSJjID5uT3OaclGE7Rd15q34XPKrVrSv9WTl30/yPRf+Eb0hdLup4HeV/M2xOBjC56sM8VyN1odvdSuyRee461gz6bKqh/O74x3+tMaW50kO0dxvRhyc16lSpGtQU4U0nHRu+/yPEli4wm4Ymk3B69HY29OW3s7pHiWNJlOCrAECr11pMOpSSGRgbrdkbfukVyFndNO5YnLMcmkvJLjzFVPyrDmpxmqk4J6ehiswh9WcVC8b6I2ZrC3VmiGVZODzVWPTbK4kVWmEb5wdx4qsovF0uW6dSsYOwN71LD4ejm0mO9a6XfIT+7/AIhiuRSjFuSehnOTxDUIUVe3Nrpp3L66THCqlZFcf7JzWpo+lveXoGwMiDc6ZxkVxzx3SEpGG2etPit76NgUMgPselKUk5KUNPxNKGOjTfK6Da620/Q9U8VeOdQaJNK0+1mstIVNv2XzWwx9Sa4m1SaPO8kAn1qO3t7+SMcyTP3yScVux2PlWgS0kaa8ZdzhgMJXTisRVxlRSrNu+2n5LRWPUwlCMU5U1a2tm/6uzMutQmjjCsRtHerGm65Klm9uW/dMwJAbHPrWNceE9SupGaZzjOTVu08EzsuELOwGflrnp1Z0m+R7q3yIUsdUq8zotRW12dNpmqW0FwkjybWX16eleheCvBNr461+1ghuEMbsDKzNgBc81yelfBvVNca2ttOiknWQfNKF4J9K9i8I/AeHwroNw2rJJHdqGYyxnoB/Kvq+HcglmNeNasmqa1d+vkVm+e1sHSeHVlN9ne3/AAx7L4Z+Dvg7w7q9tdQXu5o18tSyhtzdScE8dxXT69Jp9jcMZNRtxZopLKSF2r+FfC3jC4j+1btJ1K6Ea5Vw7nsT71ysNwLptpuZHl7sWJJr6ytxLgctm6GGptpdrJfkfHR4cx+YSjVxNfV7X3Pqz4pfG3RLWNtL0m5tb+zmjImk2KCpz7da8A/4SCDUleBbhpkbhVzXHyabFzl8jODVi5mstN0qC3j/ANerZMme3HFfnubZxXzKrzzulskux+g5XgKeV0lC0Wlq292y/qCw277WHX+8KrN4v+wwgW8UauvRgg7d65q91JWcnO8+9V4tQDrskX6Yr59xcjatmq5uSLt5mzceJbjVpme7nZnYcNmq7Ws7HzVvQo/u5wa5i4uHSfONnORW3qV1Z32m21yk2y7+5LH/AFoceWyseJTzFV41Pav3oa72v3/4Y29IW4vpDG6PdRxqWfnoPrWbbyRaVdzzQwLOcnaknQVmJM06rBbOdn93PU0tybnT5NlzCytjOGFL2bu79TSeYKpThJJ3j9rezfy/MfG091cEAZkkbhV9+wpNQgu7W9+xXCtHKh+dT2rT8N3BMhutu0pwn1rWXSGaZp5FYhzlpMZrdRlfRaEUsvjiKMainu+vb/gmTZaqIUaLGNvSr0viBbWz3mUsf4Vz0rVg8JvqEbvBGzxJ1dRxzWjo/wAEb7Vr7yl2wSjDbbg44J68V6NDKsTjGvZU27+Ry14zoNpzj632+RzFvqtzqEC3V3I2xD+6h7fWqGreLLqaFrODIV+GY19D3XwbttD0doLu5RboKCvlcgcVxGtfDuyvoo1gGyVR+8kQcE/5xX0lPg7MZJScEr7K/wDXqcWJxanS5KVVtdfM4zwfpU1lCLnHaug1Ke/tbPzo2zu7Z6Vgj+1fBd3JDNatc2+cbiP1Fdo/xZ0Cz8OlDYGXVNmAjKNufXNaf6oypxlVxdeMFHe6e/bzIlmWHsqcISueaaNeCz1Vr27O5lO4lu5rr9P1G+1p5LmTLbv9VHuOEHriuf0nRdQ8W3lxqUsW125XauFBPQUv/CWeJPCFwkM9qGVGxHJtH88V52HyFYim8TXm4UekuVu/yvojZZksulGag3Lt/n5nqGh2t3p9iEyWaRvnbqR7muX8dXVquI5r95WzxCh6/UZrkNc13XtakDXsz20MuD1wCPwrvvhv4FtpJorhNt7LkHcDmtcLkccfX9jgG2lvKWi+7Vmk8b7RupVhbr3ZQ8PaJew6eb94TDB1jj6M596guviK1vM/2+0fz41KxAjgele1a/4JubGVA+Ejf5go5P0+lJofh+ysdQX7bbRy2sg+bfyv619pPgGhJWhUfOur2+7p95zVs0q1aVk7Q7f11PnXS9N1LxfqLXToz85PHAFdFqdjcSWq2lnp8k0sfUEcZr1rxR408I6Cps18l2Y/JFZjLCsrw3qkttfQajd2rWdm7fulfqwzwT6V41fh/A4VKl7WVWr/ACwt/SXm2bYaksRHkTUILVt/1+B5jB4Xv3uRd6ssgxyI1XhfbFUtesLGeN5jaTCQcBmztr6tvWj8RWSSKwkyedoAUe1cZ4s8Pw3ml3NiGCGRSN+OAa9dcD0401N1mm12Wn4/qcGIlTrJwjHRfj5nlHw/8A3GqxrfTRFYB/qxjr717f4d+MepfBnwdc6TotlBa3V5IfP1aQ5dQc4GCPf1rwXSfiJq/h2O40iO2SeeN9qTHkKPat3R/CuoeKJBf+ILt3jzkKxwij3x2r5LExyXCw5YuU6nrZf1944YeeY040oQ91avt8/Qu6trl/4w1gQabNJql/dP+9uWYklj79hXuHw6+Hum+BJLe6vrePxV4pyPL0qF96I3bce/PYivFL63v/MSx0aw+1REfKbU/er234J658SdD0h4NE8AG6djta4ZduPqa+QrU412lSbWt3bX5f8ABNsfVeDp80n0svsr5PTT0PqbwxoXxb8ZaUI9VmsvB+nkbY7W3hUyqvbHyrivS/hn4Kl8DSNb3Wu3eszudu+4Xv7fMa+cre1/aHvrRhbWFlosUgx+7OW59crWddfAP48668P9o66ZYCcMguXTI/4CK6uRxal7Ntruz8+lKVaLpurCEH0SX/Bf4n3tHJFYRt5rLCCOC5xmtLSwzx+YX3q3IxXy/wDBn9ne48M6gk+v6Xb3IAz50l3LMwb1+avqHTYEghUJwAuAvpV80pLVWPKrUqdKSjCfN59PzL1Dfd46d6QLuXnmnKu3AAwKgzIxH1xxQispJIz+FS0cUXHYKQsNwFL1paQyObaqEkV5R43+BOiePNcg1G8MiyRsGIT+L8c12/jvUJ9L8OXdzBG0ssSl9idSAO1Ynwx8ZJ4u0dLlEeMHgrIMHNQ5Lm5JLcLac1zW/s238O6TBY2dtiJQEVVHT3NaVrjycEYOKlusu2OwqK3YKWBNdUdjnluXLP8A1ZHoasdev6VXs2Gw455qwBWctzSOxR1CEMpxzXmfxY0tr7wfqscWFlaEhc9q9akXcpFct4qsDcafcxjqyEV24apaVmcleH2kfmfpPw01C+mkWC7hMkIzKrHBFdfrngW68K+EE16W4hubYcFYW3MPwqf4sfD3TddkvLJZ107UI2zHKmQWb3rzrULXxNoK2mn2sJnt4E/4+HAIkb0/U1lKScmr9TojUnHVI9G8L2j+INN+0WBWYbNxw3K8dDXhXxN1LWPFniqPTUN5HaW52zK2ccccc9K6ifw3L4Z1keJbY/adVnKhtOjdljTJ64H1/Svpfwn8PItcsYdb114RKIQzRKR8q4BwaiMXKVktO/8AwB1akuW8jwzTrzTfCljZJqKMzSKFjYnls8V2senv9nsp9PlYSE7wrdhXS/GrSfCfjbwHNa2pWa+g+a2mgHzxsOev4V4V8M9YttamHh7T1uItUtz+/uZ2PJHBxyafI4vfQ5lBzWm59F2Wu202miMXbNOpxJHu5Hua8m+Kmm2WstJdX940/wBnXdAinG3Hvmt2PwfHrF/e2kTLLdLDmTa+PXqeteW/GjW7j4daPodnHFHdNLLhlk5IGfWvRjdJJO5hGjJt6WOI1vx7eR+GZXj0uVTGdi3MbHnnuKwvB+i3fjC6tvt0ksFlId7SyjKL+Jr6l+Dfg2yvre3n1P7PNDeJ+9icfKoI+lc18SLvw98OdT1DSbVFW2fLRhTlV/CsvaJfCEqTgtjxnUvGWofDSaVbS7tb+1bpHG3b3GKevx4bULOBVtPJuH4KQ/Kv44rznV7WPVtal8knEjclhW3ovgu70S8a7eza5hRckEdPejnafNAy5IytGR7F8P18SeIImex0xWtmcZkxgrnHtX0H4c8NjT4M/a7i6mj5e3cnaD+deC+AdU8Y6tc2drpMRg09eXYDbge/FfVXhfy102K2vpI1l+9uU8k/WuGc6kpas61ShFXRl2KySaxGt9En2Fx8oCgbD7nvT/GXg7QbDR2vL26eSMnKrFIUP04PNc74y1i28QXF1ptreMl4n3RnA/Gl+Hum2kM1vPq99HDLbHG3G5W+ma3o4iUZ2kKrhIunzrc6Lwz8PfD2v6SCunXDW+zcpu1yM+xJNYtr4eh0OKWO4WOEqxEccY4I7cV7To91b6tCyWgaSBerHofpUuqeH4LraIUVCepYA5r1Y8lSNmeVLmpu6PCtBmnt9QuftU8UKf8ALLaeorifHfws/wCFja9C73ePJ5XyP4vq1e4+JfBsbSLLHGQY/vIvGfesC4tdQs4sOsLAH5FYkfL+VWqaXwke1lfmZ5X4x8L23gzwnHbXQQ7SNrxN8341zVr4NuvGUNo1vfvZCM5EkfO4eh5r2V7aK71ZI5FaBSv7wxAFT09aj1PwpDb38VzYSOLZRgxKAAxrjdGUZLkZ2KtCUbSRhWPhmz0G3giu3drzu+MBh+ddJJ/ZEzRiD5RjBwo3VzniLxb/AGBayPfQSSQj5QsQ5Fa/h+Fbi0W8jV1WYZXzeK1oLlk4ts5cQvdTRi32sfY/EB02JJAjDcJGrVt7gTfLGku8dWbpVi4sZRGbq5Ma7WwNgzUf9nxzbnSTORna5rrU1JtLock42s+5ClnqGrava29rdx2sYbMruByPQVq+NvDH2e3WW2ufNGMMmM/jmsl7Fk+ZZOO4Y1EomVvmjwvqGNbXafMjHTZnBeKPA41a1OWZWxyrOcH8K821LwraWNxFDe2Rkxwikbl/DNfQkkkXODub/a5rE1DT45pVuYU8u6TkNgVb96NhRk4nyr4+8Cw6lc40ywuLeRRmTcmE/OuV8P8AhG92TJciPyfuqVGf1r6W8Ta9qFvqXkagrSJLwCB8tVbbSLS4kMkiEK3baNtY8r0TWprzpI+VPEvgeFi5EZjfsV5BrjW8E3jZWNC31FfYmu+E03yGN444jzuxmvNNe0lbGSaS63TW4GRMgwBWlSknuTTqyWx4Pa+G7ixYSSxYUeorqbOxS6hTMe2MdSort20X7ToMt/byNNbqCwJXNY3hnxPZatDIZLJh5J2nsOO9cMlGPvLY6uaU15nM+LtDMcSXFjG0uB8ynnFc9o+oatDKAsi+XnGyXlfyr1S316a81dbeDTzLbL0aNf510EkVtqC+VPHHCB/AIxn+Vcc8LTrPR2PUp5hUowUZRvY+fPG3nf2pAZ3jdzAp/dAAD5m4rn67/wCNWnwad4os47cARtZI+AO/mSD+lcBXBKHs5OHY9ONVV4qolufrl4Z1L/hGZLy2uWklzISiKpNcn46murzU47yx863lMgzDJ0bntW5qz3phM1uAhHJkbvVDS1utb+zTzTwl45AQGPJwR7V+i81ONRTerR+WKNWpGysjvtJ8ZJZ6VBHLZ3BudgBIU4Bx9K8l+KPiR9a1SDTrKJ59RYEpHsOF+tdx4q1jVrhUjsGhiRRh22gfriuU8OeH5dN16TXLqVbm7ZSsa5+Vev8AjXntLFSfOuWKT1/Q743oLnvd9jK0HwVr8Og7b20Mt8z5LKegya9Y8H6OtrGVnZ/PAGQDx+NcBp8uuat4guLv7e1pEDtaHOQ30rvbXw1e6bbrfi9eQMRuQck10yhSglHe5cK9WveVuVL8TF+Kegw6rYhZ3SSCNvMMIQsTj0rO1C8t9W8DpHZjaQQgt2UqSRj1ruNel0ixsVuL8SNFty2zr/Ovmr44fEbUtatIbLwlZTpCr/ejQBuvtXBXrxko0o97nbh6Eoy5l959Fw+BR4y+FKRWcUVvq0C4TbggOB3rzbwJ8CdQ8VPdz+Kb+4gNs5SSFUKK2OflzWx+x14g1e10e+stWeb7UZN+245wOa928Ub5NFvhbRvNdyjCqvGPenicLCNaScVJu1n6+RtRxVakuanJxvueUaL8PfDVjKTp63llHbvg3DOMtj8K6Lww1p421DUbb7RNdLat5cM8zDIOB0OPepF1nS/B/gqODXIZ5bl/lZlXkk9utQ+F/Dr+DPs81jBIbS6fz5Hm6jPp+laO0E1Tjton59TCdSrXnetO68z0bQ9AltYUtrtDIsY6t83410PhGMWqyoF4Z+/BxWRJ40trHSDdzK8K9N8gGD+tYfg34qaH4suZ/wCz7oM0Mmxucc1yVJVKqai1dbmlOMIy1W56xe+D9P1SItJDGwYc5ArxDxT8I7XRZ9Sl8OQIt/eAq/QAf5xXqMviyW2hZYnWTsATWQvi7T0z58yx3R/gPevGqVa0L0299D0adGm2qiWx8h3GgXngma7g1KBmeVv3hUcLnua87+JvwXPiqx+0i/WeQLujbHyqD2r7YvNP0rxBqF7Ndqsy3CFD8oIHX/GvnD4yW+kfD3w5JZ6dd3FzczSsPKPJAOTgc15dTCyWq30setDFJtc2jPiLRPDtp4X+I1vYeIIWubXzAHMJG5hnt1r9E/C8KS/DuKLw1DNpFgE2+XeIQzKe44Fed/Af9m/SfEmhSeJ9ag83VZJN1sszEmIDBGR+NfR2l+DL6+vLazunzZRqNwjG0EAYxxXr1qTjSWHctevRf8EyUozn7Rrbqef+APBdj4etQg1dbq8mYmTDANyOlXvEHhfRo7WS0nO5pCczDkjPatb4j/DWLw9dDXdGYwp92RNxP5D8a818T3V5ptvGL55kvLgg2tuB80hPQ1E6vLBaXZvRp+1npOxxmj/Cv7V4qublkmOkwyZRZuFfH4V6B4k0HSobHddXJ07w7IB56RsAHwOn8667R9N1HStDsf7Uh82Sc4lj6bAa4f4veH7XxhZt4YsNXVWkPyKoA2/X865lR55KMF9+xeJxkrWqO9tNCh4obw3J4bsNJ8IwxajNfSeVGu8bFz3J7V6n8BfhbqnhZnTWZIkaF8eTAQVP4gmvJtN+DT/CPQbK3so5tUmEqyNNuJO7I6egr628LtHZ+GrG4usQtNGrSbuoYjNefmVeGDw0qkfiu1fp936kYaEq1VRjt+JrNYT3lxCLaVLe2RvmwM7q5fxHosFnrU097N5kDn5BuGM/SumVorrTZFsrgx26n55GP8q848W+IbvUJl0+xjjcIcNcyc8V8rg8S6i137/5Hs/V1GTdthV0NjdXGo2N43mRqSCjDdnsMda8r8Ra9qt5Z395qlz5zQybW8kfvO+PWu1k1pPC9jfLPmZpE2iWNiMep/nXjPiT4kaXo9pDZaTazXk0z77iR+S69xya6JY+UK3JFa9P1M3SlBXeqKvxC8J3F14bj1dUinlTDbZB+8A9ua774H6loc3hd0vXe+u9pMp2HEPHQnH1ri7ix1bxVp8l9EZLazVN8scpI2pjGAK6L4J31pF4V1h7OOF4MMNuf3hwDy1exTruVN83+ZMo9Yx1XyF1rQR4U1J9S1iJ7nT787YY7dST5fuOfSvFPi78PXtfE0f2QbtH1WPNur/wZz19Oor3Dwv4o03xutzax6kst3ZMUVS2/bz0ANef+NLy3svEEun67c3P2VVP2URxjcXOcKOeOcV0QnZ8yFVj+6blHXofKkP7Netx+IrpbOMXcAJb5CD+FdV4H+Hfizw/4qVZdPu7ZIAGjjWJiGPPPSvqL9n3wq4vLm7nug0XmHFvKfmVfU173Y6PPrFi92III2hYrF8o3MvqTivo4Zp9VpcqjfQ+ZllbxFX2kpWOf+Hev3PiTw3bL5flanaoF+zlwC5HGWFd5cWt9faPIoul0u8YYiZTjDe/PNeKWMN4vjrUhZEw6qg+SOM/u2HHX3/Cul8Ty+JL/R4nvJVspIs/PGckkdulfOYjFKT5o6X1PpKWGcFyysXF8breSjQvFM8D6jCCpnyNjgHg9eOPeuy/4TLQ7LRLe1ht47u6kXasMQ3D04x0r4sh0XxD4j8fO00M15YbyZWhkYsuD1b0Br6O8F6NP4b0e61i4lSItGVgVhuKADjrXXG1Cmnb4tTKS9vJq+i0NO61qTwTb40yGR9RupCxt4wWIBPI46dateEm1T+ydUuDpbPdud8cMsoyzcdR2rl/h3OuseIJv7Q1KV9SnzIsaqA20HjHp1Feg/2XJ4e1A6h9tkMeMNuJIzXj1puL52t/wPXpwUYqn1Knh261OVi2qxQWNz5eWgXoOOmc15/8SNctZpCdKSSDUIcjPTNdxqXi+4numS8s0OmScNKqhXB9Qf8A69YXjDxR4W0FStxeWst5PGRFEVUSKMf/AK686dVuOmh9Xg8M4yjKor3+48l1i6sB4Wt2vriOHUJn3PHOM78f/rrsNP8AB9zrngeGGJlk86QMqrhQg9Oa8bs7nS9c8YR208n2u0EpnYs2cDOce34V3V1+0l4Z8J/aEsZlljtRtaPPHpxWLqpNWTPanRt7rad9SfxR4Ovo/CWraapgh1G4cQK2QSq8gZOenNR/Dv4eT+C/DZW6tvtsEQLNDt4L8/MPWqPw18R6x8StWudXvYjBptwd8LHGCvXms/xp8RtZ0vxJkasv9nWZ2tFCgwy46dPU120q8YNqa1PAzDLaleKjRat1/wCAcdp/jq70HxhqEMlssKXwaN2brtOQfl6jrXo/grW9E1CeeKx0zFjCvl/bGU4Zzgn9c15VeeH9R8beIYtW0Z4ftN4GWQynKqW46YOOvavQLrVLPwD8P7jTLaSO91m15nhhPDE8kj161ddRrUXzPRnkSw8qFVR5bSX9XPn347fFy9+FfxE1fTo2a6sbo79sbbR1OD+FeUT/AB9i1vULW2toZYYnG2YzNneSfoK6v4y2c3xSvLOKC2WO+aEzSvj5lUAnn8jXzzZ6HJZ3szhfN8iQrn3BxTpYajUpqVuljgeIrU6jSZ99/Dia68ReBr/S9EtvsV2pXDTcHdkcg8cV6F4b0XRPh5dWV14g1ZrvWok3vIw3BCcHjFeJ/BfWL/w7omm6rI0i3EqhAsxJVx2OD35r6BsdSSPQb+41C0tru6vMbWkhVti47ZFeDh7fWZRl9nbQ+kp4NxoqrOLcZ9v62Kvi/wCJGhQ6O01rrkE9zfEjzGlXzOnfnivA18HeFNe1nOqyw6ldSBpDD9oT5uRjHvzXaeOvB3hO8t7WSO3ja4dz5zRttVF74x36184eOvh3BY+Lm/4R68utStypcCzlbMfTjdkGvejDVScvka05NQlTw6aT62/U7fxZ4H8DaLf2M+oaX9l0y+HlRxW90nmRPk/M3B46dqzvih8Ffh34D8Mwalb+L4NQ1C4UPHpcI3tgjIBYcD8a5ey/Z98ZeIPD11rEjT+TbqX2XMzMw/PvXHaV4AuNWtZru5uvs6wSLHJ5pyyg555+larS7b3PThz1I0+S14aNqzT7X3/4JN4fv10GU3Gmru3H7m4Zrfj8cWN9fH+0YGtsrjayHbn1zVKz+Fd/ZjVbuK/tXj0za0ytKQxBxjAxz94VHHqVjcKsdx5MxPUECvp8qzrF5fF0qVT3H3V0mezyUsWudKMZRey2KupaXompTNtu/J3dGj5WuR1TRZdMJaG7WePPHNd23w5g163km0qYxXC8mHccVD4T+FOsav4mttPvUYWTNmWZR0Udf0r1cRlWYYxU5ewjLn2nBWTv3tovuR5eKqUeeV4uLXnf/J/mchbWieRFJLLFKzDJjU4I9utTW+nWs0xFykkKYyrKM16XrX7Pcs17KPD10bpFPHmDaR+Wa8/8S+HfEHhG+e0v4WR09RkGvn8wyPMctv8AWKbiu/T7zrwuMw00k4Xt87+t9SKK6j09isGWHbcKe3iq+WPyVKqpPpWdpM095eKkkY68nFdS+lxSDIjUkdDivCtybu59JhY4jGUnLDz5YrpaxnwXutPGDGXCn+6DXe/DfxZrHhzU4Ltp3WSE5XeeKw4NQ/svTRNKFWNW2hmNYesfEW1VWS0iMjn+L0relVqUZKpSdn5HbVlg8LBvG1m1bZ63+R9f+F/jhaavdCDXYkvHmlAU7eI/ep/ih8OdC8STvPbanZwXJGSkeCW/I18X+HPGN4l0JJCU5yD2rpZ/ig1nIZBNJLPg/dJNfYR4jlWw/wBVx9P2i77P/hz5mngcFGazDA1vZLs/8jU1SzHh3VpoklzLCxUMPr1rCuJTc3qt5fnDOWJPWuT1jxpe6nK7ouzccljyaXQ/FlxbyFZ49wPfFfFyhdtL4ex764gwlScaTbv/ADW0OwuNIa7yxhKxr1YfdAqvcaPFbEgBumflGc1LH43ZbCW23IIpfvAqM1BD4gupJDJAokwMH5QQBjFaWpJRV7d3bb/M9GdSlU5mrOXQx76EysBBFt7biaZBeXtjGyScq3pWtda0lrp3lzLGBnPygbq52+8WQOqxxQ89NzVE46pQdzw8RWw2FbnUq8su3/ANCTVBJbhTHmXON3pWLqGsP/qrcZb+Jql1LVrWziSCOQXE7qC7J0HtVa1uo2ZUjgJJ9sk1UX7RXaPHxeLc5exhWV9L21+WnUVL2R4wsnX2pdRswrRxOSgbnmp7iYafJFK0WJFYNsYenY1nX2oTalePdSgAt0A6CiMddNjjxFSFOm6VV80tPu63LFvpqw3cWHAV2C59Oe9WdYuIrW+aO3Ik24G5eQai1SzexsYA0i+ZMu/ap5UVDpc1nY2U8kqNLeE4jz90D1qHr7yK5vYyeGUVC9pNvppey82P1DWH+wpBNgRA7vLHr61TtbuO7YlV2+w6UtnoFzrt8VY+WoG9ix6CrzaakCmO2HyKcbvWtVUUVyLqcMaeNxU/rE17i0V93bsS299HA0auwAzyTW19stNiuk0bZyRyOxrGsfDKakXM1yIAFJBbv7U2y8JBo3lkZ9gOEx3rqlT9jRjVqr3ZPvqetha2Ye09lRpp+vQ3Idcl0wPJazGPcMHb3qKy1mO5mznD9c+prKntXjZYD8oA4BqOHT/LkLLJg1PPU9mr/CdjxVaNZWitNzvIb7day7m+XbzxzVTTfET2UgEYYfOM+pHpXPLrRtVeFvm45pkOswSKCj7ZAc81z4eKVTmb03PYxGaU5RjGMknbY+v9L+Nml+F/BsbQSCC7jjGLVxl815t4y/aP1zxBCI7bFosilZgOrZ9P1rw+412S5y7nzJDxubrVP+0pZGIbhRX2+P4sxdaPssOlTjtpufI0Mry+jU9tV9+T18jdumkuo5WZ/mbJJz61hWsckUoZWwQKI9TOfK3HJOa2tQsbaOa3RZs7oVYsnZiOhr4aLcp8snv1PpJyp4pKtS+xbr3MK6ub7LFNxVeTjpVGTUp3YeYMitvyZoY5URwRIMMPUUW+j2p0WSSSXF6JAFi9RnrS5lF6nk1MPiqk3yya66vsYkdwpZWZc1oWQttQvYYG+QyOF3f3cnrUkehSTTLEIz5p6KOprV03wTdtMrJbyBlbHTvXRGjUrawi36IypUK9OaU7W63JpvDsDzPasyy7DhJh3+tVJfBUqWUV21u4tZH2LMB8ufT9a9Y8M/DG51WNYCvlXbDKI/G6u0k006Do6aa+mbI1bJjlO4ds4z0NfZ5LwjiMepSrycFbTTqb5rj8FT5VCmpPr6f11PFfDfwpu5JluY4JZI+obacV6vpXwQn8fJm9BtXjiEccg5y2TyR+Naln4vFnbmJ7Zo4w4CrGMBFA6/WvRPht48s4d4uJVtmQMGcgFSuOpz0NfoGH4Ny/Dx5qt5td9EfJ4jOMRGk6eFioq+yOIvv2ebLwhpOntNELuRW/0hlYKD6Vs6bpGiWkL2klgnkTLxDtyCR/+qvQ5fiN4e1a0aO5vrf7GCVZ5CMH0INef6h4i0fzppbbUYJYUbfngFB0A/z617uGwOW4VcqhGPXpscVPE47FLlrXv8y3feBtO0uzivdLsFg81MSLIQE6elYSwSXV6kgVVcrgtuBz9PQV0s3xCsbHwyFuYElcjzEjaQkkepFYVn8QPDm5GfzIQ3BCxqQOexzXVTzPL6EYwVSMU9V036nXHC4y8vaQbadu52dl4ca80AG4IGBlW3gHjoaw5fBlvZ5kQbQfvEKTk9etO1P4veGrUw2kUjvtXAJwAB371BafF/Qbe3eaQyy2oyGdlGzdj61pLNMJTd6lWK1stV9xFPC4yzcab77GfHpenX100Mi+azKASw+XA7E+9cr4w/ZnOpazBf6TJbQ2koG9JJVUKfbJFY3jX4uJcZn0+e3giLHCIo3cdM8Vw2ufErxDqjKyXrFNuAkbkYr4zPM+yrE0HhKt5a300/E9nD4HE06irqyt31/A9k1/wxb+AbGO1EULQRxD96pBDnv0osdP8NeN9M+wX0kEMjYZJOBtP1r521D4oeIriEWUszTRJ/C4yfzrKGsaveMojWSHJ42sVry5cX4P2LoKi+TltbT7jNQfOnzNyvukz6O8Y/DLQf7LFvDIskSLhJUkDsT9BXksOpaz8J9RYg+ZFnfGGB5FY1tqWt6TIgnuLja390lv510194VufE1nb3dwbmFQMvJcMSX9gM8V4dTiylT0w1Dka27I9r+x5YiDnz+/22ep1dv+0JrniwGCy0pVuduAzMBGuO/+TXnGveLvFXii6khu7hoY1Yq0dupCcHHHJrt/Cvhu0021LTNsDHCqpwSPetm4WzWbbDFGqqOcKM18piuJczxbcatV27LT8j16fDtFUoXlqt+zPKtH1y2+HGpW1/f6bHqBc5CtIC498dql8V/Ga68XSypb2ckNu/3Y2cMV+mK6Gbwrpur6nNd3cW6NfuqTW1a6JoOm+WYbGMfLlmYZqMPn+JwdP2FGVru7sl+L3OCpkOKxEp1ozUKS0Se/9dThNA+JXjDRY1iguJJYB/yymUsv5VpSeKvGfihmjZ5EibqsCFVrrNP1rRFvmtw0IeTgEqMCti01mCwmmliQOkQ2uyDCjPr+VOrnmYVIunKrKz82ZUcopU/+Xt35Hm7aPc6GyTahIIC55YncfyFd3pd9aalpD2ceqrsZfnjH7sN7YPWu5+Evw/tvij8SrfTdbtBc2zHDJCx5Qg4YdO/8q2fjN+yFpPhXXLy08Oau32xJVSPTZCfMbdnBB5PavIdKnL3p7nHUzqeDn9Wp6KS+8y/hD8H/ABb4kuDceErtUjhYcxEAg5+vvX1Fp/8Aw0B8N7FY7uCz8SWSkZ3MGlI+obg/hXyNpfgX4q/BfVkgju77w+hxIXcnyyvqPWvp/wCH3iz45ano0dxoet+HvFdg+Cf3pEo+o8vg/jW1GMYtq135OzPkM4xOJxEY1KnK4Pbm1+5nd6P+1pd6FIyeL/BGs6ZH0aSCF5hn1G1DXpnhf9qL4eeKpYjFrK6ZxhU1FTC2fT5sVyWg/Eb4jWfkWniT4ax3sLcST26iX9GAr0r/AIU14L8YWMFxfeFLNHkG4rJCqSJnscDrXoRlLZSa9UfI1adKKUpQ36xlf8DtdJ1jTdVjjksNStLqFuQLedXJP0BrrLFztIPWvFIP2WfCOn3SXmm3Gq6TKpztt7yTYPw3Yr1/SYfssEcId3CLt3SH5jjuazbk21IylGjFJ05N+TVjZHyilqFZMZGc1KpJWoBC015PLXJHHtT6Tt0pDGRTLMu5DlfWpKxL3xNpmk3aWs11DBM/IjYgE1rW863EYdTkHpSunogI5rfzEIb5s9jWda6fFYyM0UYQHsoxWy1V2h3OD+lWmSyLYWcHFVpl8iXngNWg3B5qhqkKXkPksSpJzkVcWZSRds1Cw8VP92qdmwjhCZyVqUzDqTUtalxehLMxVDisDXLgQWsjMQBtOa1J7lT/ABV4/wDHT4lWXhXw/cQJcRnULhCkUOeST3ram40/fnokc9aV1Y8J8QxaVrfjC8E8SLMHJWToGGfWuIuV1CbWZ0jtV+xQnBZBtOPX3pLe6vbjRRCoV7pW3GRzyfXmur0PxBHqfh552miiuYD5cqhQd+P618zLHxxlSVTDvRHr06dJ0VODv0a7GZB4Tsdek81Fd5ogGwVIJA96jn0+DS2uriae6dJItiwiTK8Y64HtUHxH+Iw0IaJbaPNFaR3J2z3BAyg4zXR6LYxQWNvczTDUS53B8fK+e1erDESpr32mcU6blrFWPH9T+NGnWjXGmTwrY2aRMhJOGbgjg1yXw1+M3gHw1rSpc2Eck3mEi6YfNye5xXb/ABz+AMfjiN77Rj9hvm+5ZEcMfrXzppfhfwv4e0vWdN8ZW0tp4ktsiFFJAbryOR7V6z5KtNOL0Ob3+Zto+kPHX2HUtct/EfhJoiLxRHOyyDaB1z+tbPhdvDfjh0tL2wXX009sSSXK5CuOu38c18OXx8c6LbxRWn2yHTW/eReWxxtz/wDWr6H+DvxOi8E+F4rjVJl+2XEiq1uqDcM5+Zv896zlekrLc11muVHsPgn4peCZL3WfD17bTacsZMdtJMCqhuwBI9a+c/i54Tv4fHixNrJljuBmKNju4PTkfWvoy+uNE8ZeH55INNs7y4l5SQRhSGx1yBnNeOx+G9U03UZL27s49QjtM7S7livtkj2odfl0tdM3hh1UpufNZrp/kefQ+DtU0O6t2vLRizONuBkNX094DsdHk0pn1KBhFGA0qxruA9uBXOeAvEdjqyxvriRxyM+IY25A9q9h8K6XpMq3sV1iCxkG8iLqcZ/xrPmcpKMXZnnuCXxLQ891TxVr2n+JVj0zTGs9KKYjxGcMvrj616j4J0O91B4rzVXVjHyojlAU/UVXtpYLjxEHJkexaLy4d6jCqD2/HNdZJ4f0tbOO5hvmjycH5iBj0xSqU3CVkzoVSM1a1kec+I7PT7TXLq6Fo3mNkMEHX8cVc8BzafrMQinh8icSYU9iPSuh1Hw2ui6beXkV0upQ7d+GH3fbNcX4R0+6uNWivIbaRop+Sq8Ip9RXAqNRVfaXO2UoypOET6M0Hw/PpccaxENCcE89q3J9PhgSSVHbPbjoawPDevTwwx2l6yh1HB9q6qGa2vICFEhf3HFe3QlofP1YHEass9q5le2ecNx8pz+lYet6YNTsz5H7mU8HA6V6K1t9jdih3Fuu4ZrHuodkcrMqQnOd3avSjJs45JJ6HnNv4XTS2trdYXnkbl5/Sr+rWcCqIVfyC3GT1rqZXLFXicOvsOKpX0azK0tzEpaMZXitI3jqZP3jh9Q8E2+p2csW5HlI4dhmsmRZPDtksGq3cUdvGMLLjH9a6+z1I3W90iVVBxnPNZninR49ctTbTBJ1bkrjkVbknq+g1F/CzG0/VNO1DTTLb6hFJGh5b2qBL62vm+Ty7ll6MhxWjoOk6Lptm9jHBHGSOd6iuSPh260XVnntJ/Mt5W4jKhcfTFc8K6d7hUoNI07qNWJV4GYt054qK3hlWR4WJjHZShwK6v7KkWl4jj3XDDIz1BrySbxXN4b1WUX18DIrE+XIM/hXRKdocyRjGnzX1N+8s5HvEWPaID975CTVubSnXafJZVxVzw34ksfEaLJbuplxkqBxW3d6hNHD5flxgdCX7041FLWLIcNLM851zRItQXbLbLIVOQSK5K6sWgaS3a1kCfwlTxXr11DGyttHJ6Cuev8ARXZSyvu9j2rp5uZW6mHLbc8sXw7cRsZEkWRGGfKDDiuK8beHdX1GF4JVhbTxz5aoQ355r0q6s/7H1RpPOkHmdQVBA+lZHiaGe+0tooplVmP32bacfhV3fwsiMbS5jz/wuqX2lS6cWksY8GNVKnA9+lc3cfByXw7e+Sl2l1Y3DeY0icHk5x+tej6FocNuojkuDcuOSemKxfGGoDS5E+zo9zGrYKxsTiuH2HNFwvZM641eWd0rlvSfDttpscYtY1BAxjHNc1450mLasyrtmB5x1ro9Lub6O3+2fZZGhPRc8ioNQ0+PVo3mDkTHqjdRXLQwfLLmUrm08VdNNWPl/wCMDK3iS02szH7Eu7d673rha9A+NumDSvF0EY3/AD2iyHf7u4/pXn9ediFy1ZJnv4WzoxaP1HPjpdUh+zQ25lBG0NuGBVPSvDGp2KXl9NOsMUgIhX0/WovD/h2NYw7g21vnIZWO5q9S0e1t76EIczQqOA4r6xUnCLnOW58VKpBSUaa1R5dd6tcR26WfnfaZiPun5Qfzrkr638TtdLb2QlUMfmjTnH417T4q8HaXftBM52XMTZRYvlP44qnY30WmPL9qt5oZ2OIyV4k+hrnmqdW07uy6I2oSlScnKKu+5qfD/TP7F0GBtSg23R5eSQ4rsk8QWtjZyRxbZZ5B8i9QK46PxVa6xaPbzpsb7vzN0/Csu1uGvtWaw05WmkVeWXoo5rX20VNxjqWqc6ivNWR1Z8Izanp893dILqHlmjXpj0rjdH8QeD9UjltobeOBrdyklvjDD869c8N3Fx4c0nyZkF2jD95z8wryL4kfs72Mfii08Y6JdXFvFNIHu7NWOG59M0Sqxc+RO1+o6dPlleWsT0v4T+B9Mb7RqtpD5SmT5FbjI56V6LczSWd48k8eIiuAWU15vo8zeWIku3sUVBs7bePSuxHi62k8MrHcagtzcxnDkqMkU54qNV8yflYUsNKl00OW+IN5p1ncaZc3kAmi84ZX0561p+JPE9vZ2NtDgtDIoIIHQVyN9q2n+LNcRLS7W5aL5Gt5EAArr9dt7S+0BbJ4kiu41/dsP5V51WpKNL3t7/mdtOnGTTWx534om/t6yksbYXFyZFOxcHA/Sum+F/wR0rS/DNq80HkThzLM9v8AK7tk/eJzWt8P/Cuq2d0bi4McTEfcZQeO3OK2dY8aW3huQ291Jt3dFjAAJ96qhejTcbWT1Lr2lUTg9djZWz0WVTA7lJT9wd68u+LurW/g3STI6pPcNxGWPIFNvvi3p+k31zLLbhiq5Xd1/Cl8aaPY/ELwyskzeVKyCSIsM4rjrVEoOrFm9GhKclCSON8A/Fi3j0C68zarr/Ezc/SvG/iR48tdYlvUubVvN5Mc7DgfSvSv+FF6pH4fmvrS3aVnBC7MhD74rJ+HfwD1rxVriT+I7Rk0y3biNgVMh9PpXmRqV51Oafu2PRlhqVrJp9zpP2OdVvbrTJPtcc8unMxFuJVIVjjt+lfUccT3a3Dy272iw8KVYfNWF4d8EjS7O303T4I9OsbbEn7tBwR2H5VvwXkt5JLC4OwcF89cV6laoqrc7f13OW3LZI4rXIRLeQahHZSXCwSDMf8Af564pdX8K2Wta1Za5caUwvFXCMf+WY47fhXc2FzBazMnlK5Vfl5zk1574w8Ya1qNxdafpcKpfqD5RY7Y/wASB/SsPaRjZITcnokakmqWWqTNaWti1pNGu1pJP4vpXhvi7wTpPhv4mW+q2ryTX7p88CuCCeK7/wAFza5pkqx+I5bSa+lYqFt5N2P0FZj+FZNJ8eahrNzG0sccfy+d9wE4Of0rk1lLsrPzOuMFGze5peDtXi8QRyG4tmU27YZZCCK6nWtbgurNLdG2sg4j6LXEya09ld29hZWaNFcHfJcRD/PpXcaJa29qhl1GJZY1+bLdfpXy+eYf2mGSUtFrc9nDVXRrXa1Zzmp+Lb3TZYbOYeVAx3tt4yMVyXiL4k2FpM6wpwepA5rsvGkOmTSNqUtysNvswqN1FeSaQ1h4s1W5s7SBZtrYEmP1r4jBYqpH90o3lc9+Kg3zz0jpbXe5j33xIu/EVy1lY27up44Umqc/wh1OTQJtYnvYNPSKQSMrEZKjkjOete6eE/hnbeF9Ou7qKKN7l4ztLKDzjtXkXwx17/hJPiVq/hfxDcCeycMgt2OAG5HHvXu1KNSm1Utfl1aCt7OvCcKWnKd1pviBNJ1SFrVP7Qsbq0WKRdwO04HP04rx3+w9S03xdrw069ePTrrMaW1r2JyCP1rpNI8N6X4YXX7zU769Fws7QQWsMjbVXt3Fdh4Emax0rSpvsUSJNPzJMg8wjjBzjk17WXyk06M3tZHlxcE0knfc5j4R/BO48G+IDqNkzRSMpkPn8nef/wBddL8VLW20zQYr/XfJfXd5eOOMYzjBxmvQ/ihCdJtbe4sLkAFNzvvIAPocdK8D+Jt9qHiXSrDUJdrW6Hy1ZjnLDHI9eor1+WGtt0KcpVUlI4r4e3mr6142n+0XI0i2vnAghAPbAP8AKvu6HwHcS+F1t5LoQRtFgzE4bGOTXxF8L7qbUviRp8F/cW8EcfyI/lg45HbHWvvLxHLd6h4f+zW6lp1TO5Oh46VvVp044dVWtWcD53UVKJ88eGbOPwp4+v8AUJY5LixjHkiRuCenzfTivQbOey8aWcq20RkVWyqKwwfqa84+K3iK5s/C8sjL9jmiPlSwbQGk919elel/Cvw7HongezmKSRSSxeYwYkNk1x0o1JyvJe5H8T0a0aNPDqV/fbMuHwj/AMI3qrzafbxiWYr56yYPGK077S3+2i81OW3t7KQeXDCxAyffn3rZa4tdqbmeR25fjLVy/jDxNp8mvC0uIWu7C3VdvHKvnufyq5+zlq9Wc9P23wdNzh/C+g32j+Orq/hRYrfe6EqcZGeMV6lr3iRV0lDbWklxCwzLuG38eRV3+w7TVtPhvBzCqZ/dcN06cVzXiq+1KHRRNBaxyL5m1YZJCmEHUnA571xyg4y3uenzxqpJRtYwI2ttZt5luC9ysrqtvbycbevPt2r5f/ac+Bdv4fvrfxJp+sXU1wr75bPzAxYegAHSvqS38QaFp9j/AGre3trbW+cNhsjI7CvMPG2l203iJr27u0urPUF/0eTPCJ6henY1MKntJWilY7fYypQvOT/E+HNW8XT69qQsI2g00ythViBUj6kmm+H/AIY6j441w2EMn2mJeHkt5Qqhv9ok17B4s+E3hm5m1QznyJ43eSO4+51zt6dq8Et9P1jw94keLR9RntbRiQ3lysPMOO2DzXpRiox9w8avKo5e+7rufUfwJ8J+I/Bt/caH/aovbeFiEaBt6r6qSD9Kzvip8cIfhnql9YXen2xjv/kFw67njwOowfUfrXZfs02WuaF8PLu/uINhiDymSXmR+MkHP0r4x/aSXWNT8YTanqCSLZzOTFuPygZ//XXnSpKVdxaPfjjZ0cJGUXqtu51vg79obVIte+zWk0cNrJkF+jHP41614b1Cxnvv7Sa48qYnLeY2d/eviVQ2kyR3EDCTniu+8LfEG8vC1vcbsMyqixnBHFFSjreGxyUcfUqTtW1ue4fF3VLebWhrcB+2M8Rt0t7cgsSQRk4/3q5v4P8AwdnvdSS81iwWPzJDIsVwMZBOenWu/wDhv4StrHWbaa6QpDdR+ZCLldxLjJJGfwr2aHQ0e+kvId11LGo8tG+X68CsJ1uWL5dz06eXqUvaz2OO8ZeKH0G1WPUNNjlsYF8tY1QhQv8Ast0zXmF78TtR+y3LeHL77dp6oVNldt+8iz/d6ZFdx8WPHSpHHYXcS2mz52hnUFX/AD+leI6x4PstWsxrGi3kmmXksuBDJlYT15DA/wBK46MFN80tz7es3Roxh7JRX3p/L9Tas/iTpeuWtpZarc3KhBifb8rK3ryOnSur8PeBZvFnnLpPjCVIMZgO4DHoCMV4L40XU7e8trbWbBbG5SMBZoVC+YMn5jgDP40zwn4u1XwZfm/066WTy+DExyrfhXY6PL70WcftniKCoRXwrpsfafgr4S3PxK0CS0HxZ1LT7u1Upd2NyuAuO4+UZX3r5J+Mngybwj4qvdKi1uPXLeJ8C5gOS31ANejaf4uh+JGg3XiG48Wf2Hr1unknSrZRD58fUjcpBY8nqKyPiVfeCr7whoMnheKSw1uM4vFunL724ySxJPr+dbuVmnKx5mXUa0ak6ceZwlukrJPo33PCNQsbzTppbe6861lxl45cq3qMg/hUFjpr3Efmwy5Ofug813HjjVpfGF7Jd6zNbzXjKq+dbgLnAAHAA7CuV021m0ppbiFfNjPG7sK0VaMlpodM8tqYerD2sE4ta2eqOt8L6nd6O8bqXV/U1734V+Jmk6ToEv29QpmQjdHyc4r5Wutcv7ogBgAP7op0etagkZQMSPRua+pyviDMMpTWHno+j1R015ZdjYqnWpy06rc+rPCvijw08N79o1tLMTDKsp2sD+NYPijwxomvWG5/H0ck2SEWQhv5V83tfXlwyK8KkZ5+QV33hHRfDl8PK1eGZdy8SQsVIP4EV9DW4nebSUMbRi+nxSS+djjw+ArNT+pTatrayv8AJkep/DO/0/z5rXxDY3SRjduVwMj86wY4dW+zNIjtcIpwXUfLn616tqn7OejTaFHqem+LGgjm+UW8p53enWu38IWnhH4Z+AV0nVru3v7x8tPwGOSB90/hXn/2BDE1ZupONGFrr3k0363v+BtQx9ejFRjSm3ezab/BHzXb+G7vVsyXjyLED92tK08P6dprb2tlkUDjzPX1rrdY8QfbFe08OaHc3ZaQlJmTtk8Yrm7z4d+O9Whlnk0i5ijj+8Cu3H5V8tPK8U2404uS7xTt99j3o47LMKubk56vnZv8TIvrf7Q5EYXH+zU+jWMVpcKdgLtwSRnisz+yda0Zgbm0kjUnGXBre0rXIdNgnNzbb5XXAZu1ccaPsW41NLf1Y6aFajipqrONn57It6tZ2emtvj8kI68+WOBXL3OoR3BWK2tdzDjdiory4uNUmO393F2Jqlo91Jbav9nEgIc7Q1OL553lomcWMxqlKFKkrRbtey1JZNMuH3FhhvQ1a0u+utJMkYf92/3l7VqavbyaerGR8tjgmud+1Tai3lRBVCjDN3NR7s20tUZV6X9n1Y8raqG89zZ3y7HQbj79anm0fTZkto47aMuwwT3JJrmm0qaD5xIWPrmr9lNcSc7W2r1f0renKNJNTWhpGs68rVqXvelzW1Dwhb6LfGKSKNnxuO0ggVWtb1dC1COaFFQkHaWGR6VBJd3NwzJCWkzwzscn86r3mh33lo8gIXou7pW0pqUnKjFqPbfQiV6aXsKauuqVtfIuaparqC/aHjOX53djVG10FbiQru7ZwTioWvr6zt1tXO6JTkZ7VLZ3M08iAcnvt9K3jHDxnFpNx0v09ThlUjiJN1YWmWrXw/aXUUzTXBhdB8inoaxL5Y9NcF13qp5x3rrpbWBdNeYnG5sLGTz9a5O+aFwVk55rges5JPQ1zCjClQjyRUZ23/zRn3XiD7bdGSNGT+EAULq1yZEhC4LHAFa2mQ6Va2skshzc5wi44+tMnNpMqGNdr55Pf61cKd79LHz0qOK5VVlXXNLWy7f5iahO+ixmKeYSTf3UOQKzJPFGq3XlqsjCOMYVVq1cWsTLufk/3mOadp7R6fdRTx7JSpzsYZFZ2011sOs8TKtywqunB9nrbz2uJcXF4luHuCVkI4B61UgvblVyQefatO81I3l088qqWY52joKje9R1AwuaXvNJNGlWCdRyhWdltfd+bKv2hnjdmzuPFUEVlyRnNdFa6a1/p8sqgAhsZPSq0yw28JQbWfu1SpJuy6GVfA1ZRhVm9LXT7lexvichhwozmrEN0LkEKMGrOi6QtxpOoXsoIjiO0Y9eP8aq6bdJpt5HOEWTYc7G6GlzKTaXQ6qca1GFF1pWjPXzte1/wKl5JJBcKoUlug4rbWG9s4lNyhTcMqpPNTNcQ6ldPO8Sqx+b5B0rvfCPgK28WadJe3espaGM7QknLED0zXpYLL8Vj5qnQhfS51wp0sI6laVW6b93/grc8+jmuXXKrx64q9baLqd46sIXEfdiuMfnXpEekeFND08Lc332ieOUE+Vzke/PFds/j7wjcsbZ4o7dUjwki42se+a+vyvh/C+2X9oVox/u339X0M8XiK3s0qCk+7PMvDejatYwm5hsJzfxyboLhV3bRj6V6VZaL4t17wxbyXtv5d0bgvGWXaT93k/Wqcfxn0vwosUejRfaJCTvafkAZ6AHNUpvjdf+JNWjj+0+UxkxBHHwASa+kWYZRkFeUqFRyTWsVrG/cyjg8ZmVOMatk1s3v6G02j+OdPuHurqXESJuYbTjYMD1+lc/rHxIuppg8WbueM/8tEO1hTvFX7QGtyWdzol2I9y/u2dVAYr6ZxXmFz42aG5CLGFJ/vCuXMeNLxUMuWjWre6fkVh8no0ryx80mnbQ7r/hcoWJkuNFjafOTIoxyOneud1b4pSTLMsVt9n84YKocKKowXkFwzPNEGLjrWpZaLpN8uZQBIvI9K+Or8WZpVjyzqaeSPo6fDdKWuHabfVmNd3LL4aiAV3vXfeW3dF54rn4dZ1C1UzSmTI+6vNehX1jZaVZxXYcPI77VhbkYHesrUVtriPcsSgfTrXykcTOd3zN3PZxWU1FJOMuWUUtF+fr1OGvPFmqXUwkeZ2cDGSf0qeDxVqjJ5ascH2NdTF4fsr1o4/KG9/7tdK1rpvlw20VlGki4TdtGTTliuaXvankYfIsfJOaxGjfzZ5kNce1YG5d55OvlKa0m1LV9ft0jc/ZbFTkR9BXU6xodjpWtBGgjMijcRjNR6tJFHbiUqIwei9BWcqim1LdnbTy3F04SjWq2h1S0vb+Z7/IzNL0271JTpVhDHFHcDbLeTckL3I5rltS8I6hpl1OIbjzYIm2iVT1rvtFuitu2xljaQY3McBRUV5eRrpv2c7SC+58dzWMKkoy02f9XNsdk+ExdGMqk2pRV97JLpFL8W9zgLcX0EmfNbcetb2npNNcI0tu1zgj73GKbdzpHexqgGGPFdBofm6pqUdvAuVXrjvWtWfuu54+X4aFKqoKpon11/PQ0de+Iw0O4tbCDTF+yQJlztOd3cg/gK0bf4jWmu2KxxzeW/eN+K6aHwLcaxBGXt4zGXWJpHQYBY4GePWvOfiR4NbwH4sl0e/tVt5lRZFdDjKkAgj8xUUqcXGy3Rtis4qLGytVi1J6Rtay+R00upCONSzqnOBk1la74gvoLVxZWst0ThDJEhYBiOnHeut8E/D3RvHHhlp9LvJrrUrK2knvbBzkhUQtlDnPOD6dKPhF4oTS/Dt7cQi3e1sdTjuPsN0AZZyFcbckE8ZxWkIqLvNHDjsyrVqapYSa53pbW6/4fucR4U1e81q8s7K7SSyje4SKWWVCoXLAc56da+gPFn7OOp3HhvxMdMv0lvdOS3a0WJgy3AkjL9R06Cr3xG+DN34k+BFx8Q08uwuZrv7S9rFGFV4ztAIx0xz+VeffCP4z+KPAdjeRyQTapoVw0TXcsmXaNVUhdrHkcE9K6sPGCfPUjvseDmmMxNaksPh69/Z6S6Jy6pPy2v1PE9E8D6vd+JptFvGOn6rG5DJcnbggZ5zivWfC99b6DY/2V4wsrybSJ3aJ763GAjKcBg2CCOtekftT6z8OvH0/hzxr4Q1FV1W7xDqNnGAsgAGSzAHg+/tX0b4T/wCFd+I/hHofhzTrGLxJqd/bhIrAoDIj4AZ2bkgZP61VanBzSvotTzMDjq+Gwd6dN89S8X0surv09ex816H4f8QfAvX9I8baDejxB4bLhheWJ3siHqsigkrx6gV+gXw21DwB8dTYeMLWG2vNTgRSwLDzY2HYjrxivl7xL+zv4t/Z9mh1LwVex67pl+CLnw3eHeG67lRCCDgd+OleVrqU+l+IpdW+G93qHhjxdK4gvPCrg7Nx+8V59Qew61rz+xu3p3PDr0amacvK7vo+6T697d0fc+i2lt8aPH2t3t7ALjw3owNnbQSr8k0mAWPuMMR+FcP4m/ZKs7HUH1nwBq114S1IZYQxNmIn0Ax0/Gtz9mz4saJd+HbPwndwtoviayJ+12N2dryuxJLDnn71ez+ItVstBsJL64nW1srdWeSaQ/dAFbw9nKm2te54eKniaVdUldJKyXdfrfc8T0H4ufEb4Qqlj8QfD8ms6auANY00byq+rKNxJr3zwF8RfD3xA0wT6JqkUrsMtDIfLmX6oef0ryrw38Yr7xdqttpcWmxzi8kLpHIAwWAZHmOCO5H6ivRP+FUeEtS1uO+toF03VoXEhk09vJ3DOcMq4BFZRqc6/dvTzNK2HVF8uJjyy/u6/ej0q3k/d46Kvdu9JbsWkZtrIOgzUUcaTQhAzMqkdTzxVvdubaenUGtDziTywMt7cmpo5sIpySD04qKNTJgn9OlWIkIUZFZs0RIOlIx2qaVqYzBsg9Kko+VP2kfhf4n8ZeKra70O2jW4hZXjut+GwByOv+cV7/4F/tC10Ozi1BgbhY1EmPWuhntI5OcDNRW1t5bHBzV8qvczuzSSQSLkUvGc0xV2ipKkshmHSqcwHLCtCRQ6kGqW374P4VcTORieJdYj8PaVPqErFYYV3PgZwK8I8V/teaHo7rFZwzX8p/uAgfyr6E1DT4dS0ue2uEWSKVSrKwyCDX55/EPQrTw/4q1GOzCzwiYhEHG2vNzTEVsNh/aULXvbU45ylHY9j1j9qbUta0d/7GtVtLphjdMc7a8I1qDU9a1Qalqt5Nd3UhyzOeB9BVSOG7tWEqrvU9AvY1u2s02oKDImzZ1r8pxWbZhWTpVql0+xwSqykrGjodsrQ7UkYnuq10Onx6THp8llMFtmL5WQoeWPrWXoMb/2s08aKDgfKvTj2rsLq1s9es5ftTraXEP7xCsY/eY7V6mU4jkqJ3vfT1PYwLfwvZnkXxu0jT9DXTNJspmub+8dSZZGGxeRmu50q6k0PRdPtIgt/wDKBJ5Z3BTjtisXxl4Og+IWmwMQ0V8uGikUkYHpV34Q+G7nwWrpdGa4kaXAWfkL15Ga+4qVITp8yVmuh7lGhqoye53Ol6s19cwpKklsVbEbOcl/bHavKv2ivBPhuC8fxDeJ/pYi2vI8ZKL0749q9s8TXkWg3ltqNpaDUA3+sYD/AFXqcVB460rSPFngmVpEgvI7oZeF+h+nvXRh8R7O13uRWwrTcYL/ADPlr4ctHcafG13snCHKLs/5Z/Xp617Z4d+C/hvxY8moRWxSBkB6ZAIH0qfw38PLGS186C0Edmi8QBQGGP5ivUvh01rptvNZhfJVmy0bDG0H0rteIfNuccsPFR21PH5Pg/F4c1WCSzmup42ziNpBtzzzjFZB8FvDq09ns89rpiWt36gk/wD169y8SafFNq0senSl7xV+Xn5PwryaZr3T/EDX8jB7q0YiYNISRg9vyrCc7Nv8S403NpHkPxE+Cuu6DfStp8T2qFd6xqhIY+xr1v4FLFZ6DZnWZnl1DG1oJu2e1eh6p41m1jRVnWzV4YE3SPIMj6A15nY6kfHGozSWFsbN7c/IUGMn1NbOtBxUkYxozv7y0O5+JGkafoWi/wBqwXYFxHlkhToPavC9H+KN/ruuR2L+YgZ8+XGCdwz2xXpF7otzqFncPqDyykgp5a8qeOteY6T8OfE3hq4kvbKBZovOJjuFG541z06Vu5e0hpuRKmou56KvxO1TR3XTZLVZrZm2bhwwB9R3ruW+J9hoOmw20mnmIRkBZk6tXBCHS7rVLON5mi1PbyZBnLe4zW5NocNxetpV3E0kzLvEgJx+FYVa6ow5m9DSFFSaUlqdvfeIpL6zivLQbn25xuANdD8P/ibHq0o0+8Z47gfKueleVXFiNFgMUk8pcDam0n8utRaDoGpafdLqF7MtpEWyu5jv9jilRxUalmnqc1bDuKaPqGRYiwHmAnrntWZc273qzxp8pUcseARXI+EfGCtC8NzcxOo/5aE81sXmsLcWbC3mVUc4L7uv0r3KVVSWh5MqetjnLPVbbT9Sexuptk7H5EZwMj2FbVxDHNgZWRCuM56Viaj4H0vWNWstTvbk293CMRtu+9U+sMdL/eQmQonVVGd4rqU03dbGMqfnqP8A+EfisYQVPysSR8wxVC+s/JjWRikO08Sg4/OrGn65FeQrLcQSQx9P3oxirOu21jeWJh3+Yjjjb2reMkcz5upyGt3MjRmZI47iXopj4/GqsutQ2kaG5k8llH/LUjBrrLfQ9KbSxDaXoe7jHzRGsi78K6ZrMwg1CNnjxjGSajlTXNEq9naRy8epQ6pqDSy3gEOMKEcFR9a838baS/hzX/7UuwLu0uflSZCHKe2BzXb3XwustJ1KfF5Klsx+SNXPT060+1ufD63DWu/7XKvBjl+YL+BqJXs1LZmrUfsnkniL4mW/h+GFdMwLs9Gxtq74d8UXXja8hF2rTSr02uMVR+MXgO1utTh1OzaJFZhuiXjH0FdP8L/B09qY7uGJVi7vnmvL9+lNQg7pnYoQjS55bnfWawoscF2roU75zTdatUk2+TIEi7eprTvrd7P542SRm67hkUzT4kuiZQEk28EAcCvVp1ORJM8tw5veRzb+CItUjmMsiltuV3dRXm2ufDtHWVRPMpQ8MpwP5V7Tqmo2tgvnGJpDnH7odazbyyivdtzLHKisMhNuAK9CE7LU5JRe9jxvSPCCWLN9qleSOQYGO1crq/hmDSNRd4AzB2yWxmvadV0l42PlqoTszVh3ugpMoMoGT/EK2hTinfe5hUqSat1PNo43kUQoSQx6dKZrGk3QhTyIljm6fWusuvDgjZyhKEHhs1BPb3CW6hFM7DrmuhRinocrcm7tnx7+0Nby2vjazSYYf+z0P/kSSvL69m/aqXb8QtO42k6VGSPfzpq8Zr4/F/x5+p9xgv8Ad4eh+s15qXhXS7dzLE0jkbETPO72rNvviJpPwz0RbrVnaOKQ5Cjkgelci1jf3Ur397ZMjW4+UHOM+pri/EHhi6+JCsNRu/J0+HLb2GRkdhX0yjGu1Gbte1/T/M+M96lrFXSPrj4beIvC/iDwuuvQJJK9xwjSIeP0rp9J8N2l5eLdXTRmDGQrCvJfhPIdF8BW1tDLDLBANq5Uc4JpF+Juva7r02mixEOmR9bpBtGfTgc13VoxpynTw+35ImMueSlUOs1nwl4QtfGQ1GGRCcYeHPylqvWeirYyzS21v5JlOd2OtcPNoceqySB7prcD5vPjG4k/TNdfpvi6Sz0AzaiszrbjaZjEACB361xzs6XLB6rQ60nFpyehFrGtX2jqsMES3t7MwVY15Cj1NaniDNvoEFo07x30wyGH8J9qyfB3ibQrq6n1RmkKkHEko2gfTmvP/EHirxN448fW39nGzj8NWbEs8T7pH69ePp3rijRlZR6rVvt5HRUqQ5l0TNuLUPE1nNJp0zpPZkbjeTYBFaOixWepaHKJ9dgW6BJEMY3MT7gVr2ar4mQ211askCnAbua5nw34D0v4feLNV1Mzg2U0ZLG452n2zXT7GFSnKUtGlf1scrrVKU1FapjtF+23N0s97PY2sFqxMIX5ZJMevNdloeuPceILU3It23fdcNnHX3r5b8Q6pJ8VPixaaTpV+dPt2lK+dG5ChcgZOK9HufAeteEPGFjp2g3k/iCTAMquxGz3zzVKin7OT3km0axrSvONrWdvI+hdX8bbPEMGlsuPNX5HjUn868H+PGsSeHYb+aXzvtATdCF6Gvojw74Nngt4by6tla92/NuOSnt0rzz4ofDZvH1xPFdCRYCuxdowfwNePjqM3TXsn7y37HoYSrGNX39j43+FdxqPiaGa6vhI8cs2Rg5J56V9e/DnQbrUri3F7C5txGFSNumPU1yXwj+BUPwvlvJ7+R7i0aQmO3YZ2fU5r2O68ff2PaRi20KUq/yBgmOPX6VyQwk6VV1Jyvfotr+Z7MsVTlSjSoq1u+h0kVwNFhyYw1lEMbYeRisiz8TJrtxPJbWbwwRNgTf3qfp2qbI2RoCmnYJkdu5PYGqt9rmn23lw2ZREPIRD/MV11JR3q6djzo817U9Top9Ud5EiEhjEgwD61PeTxeEdJM84+0lgfk71wk3iAt5amfbMpzHlBXYQwwatosbahO1xOwztQdKwk5U4Xgtw5Yyfvuxyeh+MLSO11C7klhRmLMIJG2tGMe5ry3Q/jlofiPxJdaZbwzTagJihKAtwCRnIFejeNfh5pfiXTpYzbPbS4wrQkqz/AFIrzrwH8EZPhbZ6rrkcCiediWml5Mac9M/hXRGNOEZ1J322SMrzqVIwjZLuzrNUt9L8O6bdS2e6G5/1hklcFy3tWd4f8Qar4o0G6hvr5yshwkbRncVGc84+lO8M+B5/itry3FwbmysrVMrIy7RL1967KbRk0PzLO1Vfs8fyll5JHevO5YKn7STfM+h6UnUjP2aSt3MnwVq3nal/ZoskntkH3kHINemv4dh/s/dIPM3c7W7e1cL4X0X+yNUlmtgbayYZaWRiWz6CvT9Jvor6MRNuMYHLkV4GZ4qFKjZ7y7ndQpynO/Y8P+Lnh6C3ksJ44ZECnEiqcoVyc1k2eg2mh3y3WjJFKk8Yb92wP1B969E+J01pDpMyW86iSQmMC4G4E/jXjnwi8N6lpmu6xb6jfqLgsJLW1TlSpySfbt2rwMtnSxzmlZNa3/A9jllh5Kdt9PkdDq/jSfT9Oljmt5FZgR9K8z8HeLbbwjqWoXkXhd57+ZjImpTA4Dc4Ar3T4xax4U8O6HYprMi295NgKIwM+pJ6ccGqMGoeDPEngu3kt7uG+tIWB3WrA5Ydjiuv6r9YTUpabOx60a9OdJ2juZfhO1ummuv7a0uDULPUU+0Ss/8AAeMAc+gFYV9Y61feOtLk0mzWDRbEfu4WYYI+mfavVfC8MniCOO5jhK2VvwqsnUYx+NcNrTalb+Nri2dPsWm5zHdKdqkkn5c9q7FT9koxveyMYVFFvlil/WxfvNW0qzGore3CqVGUt5DkluCc+3WvJ7/R7v4x6wthoNzHDZwtsEErBBF6kA4J4/lXoFv8L28SazNd6rmNI/u3G47CvY+5png/4f6Z4H8Yzavb3TXkkbfcB+U9eetbUlCs/eWnXzJjUjD3oS97p1sz1XwH8D9D8F6fZOtnFNqsaYe9cc571v2t7q3htpftKR3Nu74hePklfQ81wuufEK+8QatFZWn2q1V+AyR/IT7nPFb9zrl9pmkW1vIQsrOqB2Gd+SBxXsTqwlRtL0R4LpVVW5pPV6spaj4RtPGmvR3M0aw/Z5A7oRwfat3xRLDptlJFuWWHZ8+w42j0FWYpo3ZlCKJ9oyobrx3rmdVtYvEXiC3sX86JE+eTyx8px68+1clO/IoxNZNOacuhc0j7HfWcQQ+UGAO6Q4OPSuf8beB7a+vo7231KKxihGZCTksaf4i8IXphuktblkDfdbptUfyr4++Nvi7xP4dmlRdRulxlZBGxIx69a5qlb2M1GUb3PVwuGliYynCdrdD628TeOLHRdLtIdM1GC7m2qsnlnAGBzn3ryTWPHz+INSltbuWaznH/ACwzt3j0Ga+C2+MGt6HrEU7XNxJYtJiZWc5PPJ9q+h7X4gw+MGtNa0tTdeVGo3SHdISDyK4sRzqSk9Eztw06NOThNczGfFDx5rFpfTeH7LRIsf6yIyIxO3uTg9elUrX4hax4u0OGzeR7aeOQRpIUK7AOT17da7m48af2zdWsg0iF7qb93Lu+aRRxx04rYvtCjFjYrBbQh/PCTIyDJB/D3rGnJ9Fqj6HlhUV5P3Xt1seTT2cEkuqajqstxq1wgMUcqHKnrtzgV534T8A6lq3iG5uxZrClsDMsk/3fbHPvX1p4i+FcsN7/AGfYRR2lnIu5224XH1rxP4vawLXxBp+i+H7oBQvlXLQnI4JP484rshiL7bnkYjCaXe3c59fi9rPg9pbbUL9nDIQ9vGQE2EdAPpXhHj7xFpeutJNIZJYyxMVugJx7103xa0XUNS1qKH7PK8FmuZ7or5fB9cfQ1xul6FAbwwEshK/ukxuLZ7k9q7OXXnZ87KpJx5NLI8suJx5hCfKueB6VseGIbt9QhltYppWjYEmKMtj64p/jbwTfeFrzdLERBJ84ccgCv0i/ZL+Ffhvw38D4dcOkQ3t1qCbpHuYwzHr93OfSt2lyOT2OWEpKoktzhPhVDNr2k2ly0KuYuHkkYAp0yK+jvCvgY3nhbUNWMsKpApbG8bmUfjXzb48+EPjbXNWh/wCEatbzRdNubktJFaZwI8g7sDGSRnj2rsvDPiS80GGbRv7Tt7prRBDJaajdNbSy9MjaA2ea8OpCFNrrc+0p1q+MozdPTlsdr8N/gjpnxF1a61rUbOG804RsipdA9cHgevWsrxB+y/qsUOp23gu/ijsTl5NHnAaB29Aeo7962ov2pI/A93Hbap4Nn0nQoUCxGx/eqT3JJC57VnXX7b/w8ma5uYnvdLeKUFYFQJ5o5znDetelTdJx1PHtmPtLU02u26Pi/wCOvw11nwvd+ZdeHbvQHX5ZDId0LnP8J7D8a8pt7KFrUSJdBbkfeWv0J+KX7Y3wr+JPg86bqOny6mE5j8wDdu+ua+KdY+Gt34y1We68LaPem2kYuI40LBVz/Koa59IP8D6nBYp0m3Xo2f8Ai0+Tvv6nFNqlzuS2eYwDOA69KsXQvLVNszrcwY4lTrWNqmlanpMjx3ELMEO05HQ1Ys/GElvarazQI8Y6ZGG/OnWo1KVrx1+49Glj6NWo4Yucodnrp5dmhV28OwLR+meTUtjrDW975FoxjWU4MMvKn61Vmvra66Ewk9u1VJlbHQOOzIeahpTVpIl4ieHkpUJp26rf/NGzqVoLeTem1JSfmRSCKrT6ksSjcAprMsplWYCV2Xn+I10TaTaahZmR5o1BOAoPzUrezS5nc6qU545TlhUoy7X/AOGK1nqEt8wjtwrSdl701ry+trkCVniwecnFU5rH+y2820Z96nhgelXre6m1CCOTUE3/ADcSdM/Wqcno0tC6NSrL91Wk1UXb4beb6HRt46WyhUK7TvjpngVc8L+Np7jVFuZF3TRHcrOMiuKuFS2mZzErRnkEdKtaTrkVtKXi2MSMFCKfO42nHdbHsUcyqfWFDEVEo7NW3X6nuEfxo1G1ml8udVWUbWygwvuOKq3nxl1uHT4YLbUmEiSb94xyOODXi+o60MkI4Vm52GuduNau4526r7GvZo5xmKhy+2l955mYZhluGm7UU/RH0drnxaufFa2327TrFhagEsyn5uPr3ry3xVqkWrahcX8sccKscrDGMIPpXJWeuXE1uQ7EL/ezU8d22oQtBcpiAcrIOua5MVjcXjJN4ifMvkOGPwU6MYYWnytp2vf8eyL8OqW14EjJ25OCccAU7XotNt7qGaMlI1wdq9TWTC1jZRNvdpLhT8sePlA9Sax7y+N3cctnn8q5YStFwS36nj4rM/Z0U66jKfRLp6m3qWp3nii8WO3HlQD5QXPaqsel3OlXSv5u4fxHtU/hy8srOZ3v3fyVGQFH3jTNU1t9WkJhi8u3XoKStC0IR+ZjKVHEU/r2JquVZvRLfTyWyLjXkt5lYFJXoWqxeQ6hJp8VuZlWJRkKn9ah0e8jt4f3hCj0q3JeOUHlwts67mHFX7n2z2qPLWpOUqjvJapdvkZVuLjS5Fw28Hk7ea2pPEMrwr5jfKOAp7Uy88R2zWcdvbWAEwGHl65rFm82ZtxiOOvStPaTbtBNI5+eODjyYepz/J2RNqmtLMuI4+e7Gq+j+Ip9LuRInBPBOO1dBpfh20vtIaZpVW6DcQsOWHqKpNDptrcFGADDqG4oXvzcG9fMxqYbG3hi3VUU9iG61EXzMyZBPSqlnoVxqEwRAZJHPAFaTSaZHISGBXHGDTLXWFt5N0DMrLyGQ8iup0IQi5Nr0M5Rp1qq+szv6FbVtFh0WGFpZd8zfejxytZq3HmMqIh3McAetWb3VpdSYmRN754Y9aj0zTLmebzolYvGdwKjpXNKTlrZL+vM8upFTxHJg03F+WpJrunzWUaQzHbKRkr3FYH2W4XBV+O1dHq3nzSSTXMnmTtySapaS1tJdBb5mhhx1UZrKL5YXe5y47DU62M5ItxT0V3+bE0F7a3knOpeY42fugn973rNmzcTMyZC54q7qTK1x/ooYp0FI2mz26KZDtZhkLRfW99zgqQqSgsPFXjBvVdb9318jQt9Sli8OtpyxMHMnmGYHtgcVR01rYahF9uZzag/Pt61pXutY0+G3W2jh2jDOOre/SsuFYpATuyamMd9LXPSxM/3lKMZ8/IktVZaa2t18+5qX2uRJHJa2DOlozbih7+5rGQSTMTnFWEhi8zBIz6Vf0nT/tuoeREhOBk+wqrKmtRuNfMK0VJrV2SX5Ih03TLq6uI4IWJlkOFGcZ710NtousWtvNOXaJY22NubBz9KoxyPZ3jbZAixn5XU85rXutUk1aDy5Jm87Gcg4Df/AF6n6xXpyTpPQ+mwOX4NQmqt+dbK+j/Pr95zeoSXMf3XY88n1q9ax3M0YUZY4zwM0jRlo3DHlfWorTWLnTpCU+U4wDVp+0erOWNsPV56jfK/wLyWs6Soz/MoPK+oq9M0beJIb61j+ywxupSPOcc1SsdSvJoLuXYhQJ827qBkciovt3mLHt4bcDXNJN3R7NOpRUYtX3UlfyfQ0dWaO81qeeVslzk/WrzaLpV7CGlLCbswIrnb5WmZ2BO6qC3F3Hgb2xVqFopR3Q6uOpRqz9vR5lJtnoWq2+m2FnGbSYMFjBYe+OaxofEinbDEo3E4Jrm3vpGhMbOQD196XT1MaSOoyxGFNQovks9zWecynWj9XXLHr5eh0HiDXo7yBAkn+q+XbUS6wr2ioj5l9KwXtTHGNxyzHLcVv6PodrqULmKVYLvAAVjgNnjisny04oqji8bjcRNqyk1qv8vOxLp+r/Y5v9Z8/VmrbttbGftGcFfu+59a4u90S60rWGt7gqSoy205pbrUHZ/k+Tbwo7U3TUvRm2GzmvhVJVo2cXZLr/S/M273WmuNZEk0nmBjlmqve6odWuiq5W3j6L6mubkMs0q44z15q/HdLYqpx93n61q4q90eV/alapGcZv3b39fL0Ni1muri5SxiVi8uPlA5xVjWozpcdsZ2KCVtu0jkdev5VX0W5e4vJNSluhY3OQ0eB0+lX/GniybxdFYxS2lvDHajDzxqN8pyeTxUxiuY5cRjK0qCU767Pt8uzOf8QWiWepWosrr7SJI1csARsY9V/CvT/CFj/wAIz4f03xPbXcN0VuhFeWv8cQOefcY/nXIaRcW/iTxDpKS20dvZQmODbGoBdQeWPuRX0P8AFz9nfS49BbXPh/qKyv8AZ0e80lpDlvlGSvXJzXQuWW55XtZ4NRu3eb3tdW7Ptc9T1DQbWLw/4l163At/DU1ha6nayMRt80M7FB78L+dfLvxC8G+KvF1tY+P9RR501JykduBkpChKA/TCj866DwL8TvEHxK8J6F8IxE0Nqt+HnmLHd5YKYQj0G0/nX2n8RG8DfCf4dafd+IHjFrptv5NnbpjNw+OQB35zXRypq8T5Kcp4StHm1bbt6Lb7z4/8R/DSH4Y/Dvw98UPB2uLELpBDc2Esg3l2wGUDjIw3Neb/AA00Wbx38RrHTIEWCXVLvdKEOFXccnH4mub8Va5e3jF2Fzb6NLO0ljZyOTGmcZwD7Yrrfh/4B8SHwtdeN9HuWtV0y4RDMhIYE5OR7DFYytOzsfXUYzwdKc5StU6N7pS2Xr+h94/tb6hH4N+CWh+FdPhJa8uoLZIUHLIHQsMfTNcpb+HNK/Z58caDcahbxf8ACBeKrGGG8SZMrbzFFzn0H3q8m1jx9460H4veBtM+JXk6xZaao1CJtPHmvJCwI3MCB02n8q7T9sD9q7wd4+8Njwn4StItVW7AaS5lRR9mIGNoHOGGf0r0Fy2cpuzXQ+EpQryUcLRXNzXu+mv6rc8E8WeHbX4nfHTUbP4b6cYLCSfZAkAOzbjljnoOte9fBvxfdfsg+N7nTvHWlG2t76E/ZtTRS67uOARn1q5+yiNC+G/gm/vltntfE6c3pukHyQEDDLk8c5rzD4+fFxPjxrdzHcXqad4T8PwsIJ2AZ55+MAZ652nvXP7n8T7W67Hr1MRNyeXqP7rRSfV+j/q59YeDPivp0OlX3xO8WajA9vMWTTrNZAxij7YAzyTn868Zk8Waf8ePEXibxjqaNo2lafAYbY2ICzSyEHYo4OWO3nAr5v0dBqHhi41XVdU+zWkcwhttKRyck4G7bwBwc19Bfso+CR4o15POugvgzQXN7JJIMCWbO7LeuMHr61xxn7SSpSWm/qe7Kh/Z+HqY6jP3/gXeMe0V57XO303wD4k8H6HBqPjHTn1yyuMTxa5aMBe6f2XfzyMAfw96kv8A4mah4vtCby+Oq+FtNlWO3C5Euqz5+RSvXGRzwPvV0Hxe+Mq/FDWpvBfg6+WDw1Yr5uu61C2EEa87FI9flHUdawfhLa6DZy3XxE1ONdO8CaLldIt5utyw6SYPBJwvrW/1eMZqUNup5NPFSeGlLFr959nTbol5N+Xq0ey6PdW/wH8CHXdXVLvxp4gIWG1U5Zc4CIB2AUA/hXrPwn0O88KeHpdX8Q3yvqd4PtF5LI2FizztB9BzXzx8NZv+E+1rUvit48lSz0y3JGmW1wcRxRjgMAeMnn866q11DxN+0xeLaWYm0X4dwvn7UuVlvefb+HHv3rduLldL0PDlGUk6c5WX25f+2r0/M+lPBnjGy8YRzzaeZJLWFygnZSFkPqvHIrozMy5VvmDcAVi+GfD9r4V8P2emWICwWyhV7cVtbt5GMGrV7e8eLNwc37PYuWuFXC9KtfSq8ICrxU2c9KzY0O61EylmwOKl9KOlIoQIOKb5QUkjvQsgZiO9OLYFMQY6U6m/ep3SkMTtWfeOI5TxyeK0Se9Zt4370E1pDcznsG3dEVI4Iwa/On4xWLeG/iTrdttxEZty45xkA1+jYUC3JzxXxd+1N4Fmi17+3rSIPA3Fxzk59cflXj51D2uX1I9dGvkcGIi5R0PIdG16G3mWNj8jcBu2a6KRBHiVRuDckLXjNxqVzHrXlsnk2zdAD39a7/wZ4xgvN1t/rGj+XDV+P1MO7KXRnkRqJS1O5tLWLVreJba7+xXokUnPGVzzXoNjpEOoRSW/2uNwij94eucdK8Y1W+uFmUxqI2B6p/KreieINSsZHacmKJvugnrXo08dRwNFTUbtH0VHGU4U9dz0K31bTvDfib7DcwPEzjg9Y+/Sut1nwTbxzQa3bSt5SpvEanKsfevOtP1CLX2RLlQzKcpIeT+ddj4d8WTx6oNHuD5cIXKK/KvX12VZpRzGLaVvI9HD4j2y9xmR/wAJpNpdvcW08G2WXcFZxleRjFcUmtXdnILWWMIsjFoxzgsTn8K6/wAS3SNqju8EMsasdkaNnB9elcL448UaZNZTWv2y3ttZt082OHcN34/mK9v2SgmoNs9B1q0YX0V92dh4R+KhtZvst3bpCHPlq9XPGXjg+GZp2glhZGj3bwenHTrXhGg6xe3tlPeTQF5D80StwG/3a37jwzP420OZDd/ZZ1i3CAncTxzzWcXKMveOqNqy1Wp6R4W8YajrUIutPkWYqdz7jxjvj3qt4oSLVpzdx228s25wmc8feBrzD4e6xqPhnTLvSSFU7uLhzjjjpXXXEl/qtxYpFO9laOMXE0XU9OR696v29KpFpPVHVUy+rRqKUo2vsdrHq0lxoF3Yx2y3cZjwVUHpXC/D3R5/DHiQmedrLTpDv2npz2rtvhbpy+Gbi7EmoC+tsFzI5wQPQ+lJrl14e1i3a8025+1XSTHba9RnPTOeldsYc0U4s8R1ORulJaEvji6/4RrTX1CznLxEZaMEZ+uK4nwv44OpQi4vrjybISZmgiHJX1xXaw+Bb/x9a+aqGyBAXy2Ylfwq3efAW30GMec4nlaICTyDjt6U+adrJ6kt01ZM5zVh4e8YXC32g3AtpbYfxAjf9c9617W+n0uzi1OV1lmY4KN/SuL1/wAB/wBgpDcWE0yWCvmXavK/rXS6DPZaxYpHFL9pA4Bc8j3xWVWT5ff6GuIowUVKm/d/FG8usW/i1/LRUkuU5MQIyPc1m+LtUEcUcdyyTBQQyxZJGPWq+j+DW0PUo7iCdt80n71u+30rQ8XTaBprlLYH7VK3lt5h4JPHH51zYatTS5o6nO0pwstS94F0G21Tw209pZyQwzvj95k85PNXvFezwpNZQ2/mTPJjeAelN8G+Lp7S3SGIYii+U2+wZz61va1fWOqRpc3FuRP0DY6V7lOrFnl1KUoy1RieLbeXxNpmnQi6e1DOPNKH5tvtXf8Ah3w3Z2djGsM008CDH78jJ9+lcJpNrdRzvMqR3MLN8ob+H9K6W48bSW9tEtwIIkAw/ln5gPpiuyUueKs9jkUXF2kjS13w/aXLrcS3PlQL1CnCkehrl9a8SaVJa/2dozNPP03xnKr+Ncj4i+KFrr9vcaTazxi3yVeVn2N+GKk8A6LZ+Hf3kcjyQ3Ddvm2/U100a3s0nf3l0M6mHT9Ds/DtsbWNd5VpG5Z3O3n8a0rq4gWYt5SSlhjg4A+leffFCLXvtVrZWSb7WZgRJGdp/MfWtmPSJ7PS7W1vfOUnGHUksDXbGqk0urOSVG6uS3OmQajNIZZuF+5CzAA+1eeeLtFsdI1MXWnRt5+MyxxHO33rpfE3gn7a638F9dRTwD7pYhX+oz7VTk0+NdF1G8V5BdyRbDgcdu9RO0/dfUqMXGzRhWNnpPjFh9sUIIx97uTW5BoVpqE0cOnygJEMFE4JrlPAnmQMbVQr5PzZUN+pr0C10cWMgmi+RurLHwTXPQ5mnpexWIgoSSuX49HW2sRGEaXb/Dnms3V44bG2U28DWzn7w9asR3264UA3C56ErwPqc0viJLmaFE3q6Efw9a7I9krHHZpq7PJbrVdQn1jH2x4tknypkYPNem2mqS3drHDOAZSvLVkyfDmO+ZL25JXn935Z5P1pG1GDTLz7JCJDIByWTOPxpOUtJRNKnJLRFuaKK3JjmYnd90ZFUZrSJ7hP3O6Pvirtjpw1qN2uf3gU5DxnB/GrkljBBsxIyMv8OetdUaltjglBNnO3GiwTSFVCxZ6Bqw9e8HsI90UgU+i122sW6xyRMUBzznODVOTyZI8nePqa641GrWOSVNW1Pzy/a2sXsPiRp8bjn+yoz/5GmrxOvob9uIKPizpWz7v9ixf+j56+ea+Yxb5q835n1+CXLh4LyP168RaS19P9nmi8tM/vFo1Tw1pesaCNOsysXmDYAq4xXSahcWNivnXFx5l6y5ER/irk5tSl06D+18Klru27SoG2venUhB2WqXbufMUaTqK0tL9xfAnwrtvA2myW0l9Leo77zGxyeTnAxXRavoGo3VvcfYbRYoI4ycdGOAavaDrlhqGki8st81yehVc81gR+H/ideeMBqE8sK+HCcNErkPj6Yq68njm4t2f3K5pCP1N+6vwueU+DPiVfXniqbRPsVzLdLLs8sISFAPUmvpm3aNtH8qe3zEy8qR3rirrVvBfw/vruW3kj0/Upzmaa4xvz7E11Hh/Xk8UwRxWrJcKRlXU5z71k4qnRtSv8+/l5G3tniJ2klp2OO1DwtpmomRJEaOPJ/dqcA+1eXeKvhPd6Css/hp7izvJDuCxtlfxzXuGuW9tbyvbpJFNdxnLIG5WpNB0PVLpvPYAxsMrk5wKWHrVKjbT/AMmKthaSimeN/CTxl4msdYXR/FELwugysgU4I9Sa9S8SNB4k02W1jlVoyMM2apeOvE2k+HLS4Bt2uZSMNKy859Aa+eP+Fka1rGuPo/h51LTttdXH3AfT3rLE1HXlyU0a4bDtq8zT8LfDuJPi9b2FirSX0Z3hY2+XbkcmvrTwzqFt4Yu4bW+t9uotwrsOT+Ncr8D/AIb6f4Aa3vLove6/dfNNdTHJXPYZ6CvXvFEen3vlzSWK3M8R3q2MY/GuqVeL5KSfMkrNrv5eRk6PsbyWly42uMyqH/c7hwp71i65C0enT3P2mQTBSVGOnH0rnNY1VtSmhkgvEikjP+rPQH0q/Prup3VgySaaZNqEeZHyD+GK8+pL921SV35GnL7156Hnvw08fSeIodWgvlYpZ3OzewwW5P8AhXRfELx9d+FtMS9tNPS5tUHzqR82PWq/w78Pm3tdRjuNHkimuLgytNIuAec+lZnxn1iy0Pw9MlzMioybNuefwqavLzO+l/8AgF8zUY8urRy2m/F26+K9wNL0QbCPmcMpUV6VofgNNBtftWoTi81GXgDnan0rgf2S/BNrb2t7q0sT7Lpv3LSdSvt+deufELVotLntIjGYgrDvSxFOjhKipqXNtqzejUqVo3ty3Ej8KxJdRSyn52/hHQVt3Vg9soZOEA4VcVhXniGeSSzMNuzq3HmMOFHrV/XNXj8mO3UzNKVzwODXPUxChTuaKj7xrWd49qIxJAJXPfIP8q5n4kXF9rmntaWCqiNw7NwBXnf/AAnOpfDzUdUutSkVoCvyLK/POQAM1JbeIvFWvXthOLeMadcDftVstg8+lef9ZU5RUmd6oJXaPTNF0+bRdHijlvnkcpgmFcfh0qzo1lFdSSrM2zBzucdfrV+EiO1typRCuA2+p5riGfzrO6TyIpR8syDr75r5zMM4VJOnR379D0KOE9o+aexU1yXTYGNhdSLC86YjkXuao6bY3NnbrDbagtwIV+fd1IrJ8RW+mSLa2l5cN9ohlDRzN6Z+tdfaRadb3EQiiZ3kUFmHSvh6larinatJNPpr+aPaUYYeN6aZ5/eaJP48uLixuWiiitwXWXPOfpWf4Z8CWvgq4lv8NqN6oJExPJ9APau3+xWfhua/v4Npkk48tueKxrPxdo8l41u96kFy4yqNgAH0619JHDVMvoxlg4Xk/i6nBUqSrXlJnL+NLm01Waxg1vTIJppgSgcFsDnjg1j+FPD2jeGtQ1DWf7I/s2wZDGI1z83XnbUGuXmpS+I7b+0LRpLYzfupY8gqPWul+JOsWmj+D7u5mmdB5eMsuSOO3PWu3DQqqPtqrs9rJ6Dp4dSmoxe5Z8O/GLw5pbS6baK1ur/Mzvxn6ZrhfjPr2n+LNJJt9SVLeNT5Zz/Fj2rzXw7rVp44tZlMIMu0orAfOFz19qk0PwSP7Ve0h3PYsCji5+dAfUE9DXttQraN6npywcsNeV9O5wnhPx54/wDEmt23h/U5IbXw4suz7RDJ8xUdCeSf0r3a88NaZ4XuJNaTWmvLW3U4Tf0YdOK+a9e8KX3h3xqlzaSz21gJGWVslox1xx0HauQ8a+LvE9heTwySuto5yFVz831Fd2GyqNWqlSaV/wATzMRmX1Sk52v6fqfVmh/Gq40/z9PbUU1iG73PujXa0OTwuSK7b4batqV9f2sUNwuqS7vlEqkrD9DXz5+zn8A9Z8eQ/wBteIPtGmaarhokjYr56+vavtbw5pOi+Hbc22lwNbeUv3lTnj3r1cRh6OEfLKV2jxKeKqYz34xsmbV1ZDTlM966xleXfpuPoK5q11F9Q1OSS0tzapnmR8ZZfYdaZ4uvLi80t72a43wKcLGxx0rE8F67e6xbs09r5U0m6MTNxtTHGPfrXhzqOXwaHq0qFvj1Zd8TaxNMl0iJ5kCjYWVgO1fEvxg1Wa8k1S2W1ZkV8SSMQz7cjOMV9TeNNFvvBeQ9z9oiun3iEyHIPYkfjXzf4w0X+z76+vnuluJdjN5SnJGRXg4qUpSvLSx91lNCMIc0WmnofOPirQdNsTELaA3FjNFvfzB827A/LvXpv7M3gu+1Lw60s1pJaW0kpW2mf7h6dfTvXD2Gi6j468YQeH45k0/7ScG4uPlVFJH+Nfa/2GH4I/B3S9AtY4tV1SfbGV+8WUnJYDtxn8q7ViIfV0pS1PCxWGf1qTgtGSWfwx0fQVt78xwPNJgS3EZJ247gVza6VHJ410+CJprq283ezY4HBxnj6Vra54on0fR9LiitQY5WCSoh3FV49qvWfjDRNH8MmSC3nv3SXfJPAvMfsSK5I3lJu25206jo00r7Gv8AGzxNOvhmHT4bBLWduPOLYJH518dTeE9S8LWer648YvLnzQYccgKcZ/rXrnxa+JCfFW9tzo1xJFbWA8t7Yj52kPvnPat/UI4Lr4dYu7T7M8sYhUIuS7Zzz6cCue/I0r3ZvUrxdNpHzjcabf8Ai46tLPbrHK1qr71YcjB6815Z4VsrG+1qCCNppNQ84xNDGpbgZ56V9KReG5L+VLTSnjM8cRSYD7oAHRv1rqv2W/gbAvjDUNWksVuJ4iwSRUzGSTzg/nXp4ap7T3WfP4lRpwUlufP1x8DZviZ4yt9Ct4pmnRxhJB/DnnJ6V9zeCI08E6Ha+FtZP9m29oiwxNbrxnHfr7100fgNdF1xtZ+yRaXJZoVjZUG6QY7niuY1zTbz4hagfMuRCqnLop24x0OfpXVWS5FC9up5tKXNNzexW+K3jLRdDjttN07U3e7jITeo4JY45IFeR6lY+FrWHVY9TtDqupmPclxvA+ZhkDPpW/rFto2jx6vA8Z1a8iDGARfOWIHBzXyf4w8b6vprTz3FtJGHchkDHKgHA+lVTo05Rck7s6HKdOpFNuKT+f6G/qPw/tpNLu7251abTL1c7bWOYOq+nrXEL4R8RxxjUreW38QwIR5sDrz9CBitCK3m8XeFJdXsoHhtoDtuJHlLMx/L3p+naHY6T4flvNG8Z3dnqMse42gTf5h/u539fwrmjNUZ8tVWvsfa/VnisLHEYKXtLXUk1qu23Rplaebw/ePt13wDfWC/xT2KEKp9ec1fj03wz4dsbjUPC/iq6t7gptawuEZXOR0BKgVb0HXPjCsMtnNJpyQTRl9msKELoBnPIPpXjPiXxBf3TXM8wt5L63mZHMIBTqfu8dOK29pGM4zWqudGXxhUU41W4ygr2+JO2618jo7W0drpY503LIeWbvk9aj8S/DrTrufNjII3I5U9M1xuneLtV1TVLWGdsIzBcDivRL7wvcXLN/Z9zJHKmNysx4Jr9Xw2YUc5pfU6mE57bNOz0WyvbX5naqNLEUZYqlPRWTUlbV9fQ4SL4cagt61uYncYzuVeMetUr7wjPZzERtuAPOOor0ObXPF3h21ktI7izuwy7exlA/KsXT/F1x4fUNq2gm43Nne/y5/SvExmS4KnF8spwaevPF2XleN9Tkp1MPFctWl80/60Oe/4RfzIQJMhj0JFVLnwrf2IWSNXaM9CvQ1v6x8Q4tZ1aOSGxFrFuVVhXkY4z2r6R8P+HtJfS9NeRIrhpNrrbjBIzjOa0y/hanmcpRw2KjK3r+TKrY3BWuqMk11X+Z4DoPgXUbyzhkktnZZjhcr1NdRb/BzUridrW0tGaXGH3cBTXvnjaFtKurD7LbxwwpHuwowF98VrWHiSxh8Mi+uLy2jZnwzFwGYivqnwNl9KKeIxD/BDp8Q1/Zx9hQT6Lr958n+KPhZq3hSZE1HTyFcZDIQR/OuMu/Cc/mM1tasg67mGK+3ll0r4kaHIEKpqCnFu0hyrkdq5m28ReFb9joPiDTodK1O2+SQKgG4j0PFfIV+F4RxTp0q6VN/A3tLur9/LsenLGUq+FUq1FupF+8klddmurT79z5e8M/D+e8JkeJppuoUKW/lVvVPAexXlvISgU8DbjJr6zm17wj8K5Dbx2aNNLGJEZlBO0gHk9uteU+Pvil4f8QWAhFh5ZLc7R78nNcuYcO4fC0Wni4qqun6HXluLp1GqbwTdF9Xu/N9z57m0ktJ8iLtXooNO+yFoyXwqj0rpdWtdLbVludLaaG3Vf3jSEt6Z/WuZ8SXSNCI7DiDPJPUmviKsJUansrqXmtUdVSjRo0J4lxt/d6v5fn2MWewkvJCciOIfma1Z9BtF0yKchICRgFTy3vXPbbmOTMzlF7ZNWbiO/W3VhbzPER8rMDj8KuSurXsfH0K9GPtJToOTa66289tF9xqCx0U26DzJJ7n+Jf4R+lZuoJtOEGxegUVQtJ57eYM8ZUZrbN9bzbTIVVu9OMLa3uEMRSxlNw5Y0/la/qyjYabcSSK6MVwc5rVvbTU7+VRLdMy8cAAcVpaXrGm2csUk7RyRDrGrYNTTa7pt1cvJbNn0U9K0lFRaU0e3hsDg40XFVtXuua1/l1Hf2fYrDH9mgeORVAbPOT3NQSQ3VuyzfZ96DkblOKuR+Ip451mW1hKqMbQBg+/SqmoeLtQuLXyF2CNW3BcdK3hGnFXU3dbf0z0K1Wiqdorl9EZuteJNRuLhZWYBoxtVVGAB6VjrJcatITImT/e70t0bybMkseAT6dauaODHqUEMrbUbqyjpXdyyqzviG3c+KlN1qygm1DsY9zpdxDKQAzLXY+A9NvFvjDarFIbhNrpNgDH40ao/2WcRiMPno2ajtLryW3AssmeqnFV9XoU6tpvmh9x6eGwMMHX9rSk1JfgSa/anQbm4iEURPQjrt+mK5qHxVe2qSwwEpG/3sDrXS6pJbTTErv2bf+WhySazPKtY+Qq471w137zpx+Hp1/Hqb4ijXlU9pRq8j620MmFrzUixwxCjJLDiqcd19nu08+Iuit8yjuK6ePVY4bV7eJABIfmOKuLHpLeHZnkjH2xJAd3+zzn+lcsm47nH/ZarJOnX95Jt3206GPqOoafbubu0jxGeVibqDXPXGtTXkm5upPWtW6ks2UjII9qu+G/DttqtzEZWC2rHazKfmB7VneNNc0jjq0sXmOIjh8PKPvdI6K/f+tita6HLqXh+a8Eql1bBiz82OOao6XaQxRt58mCO1SmWXTbyWONyAjFTz1FO1LSZ444riSNolmG5SRwRVfPRnK4wXLUp0m501aV3o9d/LsbV1ollbWMGoWs/mlxkxt1B6ViNfXMMjtE7RM42tt7inzafe6Z5RlJKsu5RnIxTpFW6jLAbX7ilDbV3O7Eyc2lTpulJWuu7tv5XKdr5jTIm8/OwHPvXT6r4V1DQbhQ0iyAgMCp7Gsmx0/y5ElnB8vORXc3WqWV1b2txcSkDaEIHOcdq1jTnOcIwa966PUyrA0fq1aeKupRs469Oun3GDDbyXajdGVfpkdDXR6L4VtDZ3TXY3SbAYm9DzXdeE9L8LalZJcbyyDiRfNwUPqfarHjCXwjJocj6bqXl3cCf6vAw/t1619RiOFsZRwzxEpxStdWlvbsexgsxwHtUpwc7b3Ry8Hw7votNmk+wzFDHksF4IOOa5mTw41m5aMNg9eOler/D749P/YsGjagyPLEfLDOB88fpn8queJvG/hiSR9OgsVtpnOJGKgYNevh+GMJjcPTr4bFJSktVLe/Y4pZuuZwrYe8U9GuiPKbXwu1ywO1snpx1rc0f4VX3iiC4axiXzYhyrccfjXsXh7T4r2zglntIo4YwBHMqDGccFj2GK9I8FyaRc6EL+2toVkUtHK0ePvAcEj6mvWw/B2GwuJhRxdXmck2ktL2t1+Zz4nOp1MNOrh6C5U0m99Xe35Hw9qngi/sJpY5LWbcjENhCQMGn6dYxQqElJQ9PmFfY+vyQ3Ec1ubVE80bmZYgSR3GexNcRr3w/0PxAsqNaJBImVZ7cAENjjgd6rE8Azkm8PW+TRx4TOKVGftHRPCrfw+NTXyoI/NbsqjJqrBob6TrUaMDlPmKdwe2a7y58LeJPhLd/2xZWn2+FF3LvXIK9eVxU/wAMfA+r/FTWtV1S5Btmk/eOyJwDwMAV8jjOGauHcMHGXNWk37vRLvc+ko51hq1T28qXLCNnzHnt9ot1fSzXOxjvYktjNc3qWmyW+Mg5J9K+uNN+FJ8O4mlf7X5J34kTCk+hrB8SeDdH8TWZtorBbS5Bz5ijHP8AhXrYfgfHyw7qTajJbR/4OxwY7M8FiqjVNNp/aPmzRdFNwwz0atlvB6zTIXfCg9K6vxd8JdZ8Kqk1rItyhG5fLPX2FV/CPijw/PIsGupPazoNu5Rxuz1PNeVHhXM5VfZSiot7Xdk/RhTzDK6VNKom7HK6l4cmhmIA+UDiufuIZ7eVo3yBXvGvap4P03STdSXcd5u/hhky7H0xXmGkaO3jDWHkgT7PYq25fMOSB9e9Z4zh+tgZww/PGdSWnLF3fzMKlfDY2o50bxW/lYveC5E0dftG1TclcRBv4fet2DVtcsVkktL6QeZneA3XNZOveAdT+1F9Jc3DgZKdD9AKxdJ8SXWi6h5Ws200KrwTjn8q8+vw3j8LK9enZPr0+/Y9OrnGDqRjhpNxUdtN/P1GXWtanoOujVbed7e/B3GVOCTWrfeNte+J2oWs2vX0txbWwxHEx+UfQVi/ZbvxtrjraRObbdkYHOKu3lnc+Eb2MXMZS1BGGQZA+tYRyrE4iEpYeF1HS/T7/wBTzcPPD08QquJf7u+mn4+h1PxAkbxFo+lWUeIo7L/VIoHBOATXvfwl+KnhTwX8K7nwlqFpvivoWFy54+YnIIrxzSdMtfFEcV1Y3ccwA5QEZB9D6VyXxEe3s3NndzJHMnPlwPuJ+vTFaVuH8xweHjVqQcYd9GjTHfUcZUnPnUru+9tupB49+IWs6z40S4stTkme1t/sMNxH1MWW+Xkf7R/Os3wWptfEUSXUEk7+YC8S8s2eaw7eCVlNxCrW1qpA82vTNFspfDVhFe2cCy38i7/tMzcAfWuOODxeKjy0abl8jmwGHpYes8RFpW1/4ZbnS/EH4yS2f2iykt5FvZLf7MATysfOAxHB6npXMfCTwfHr2oJqOuzC20K1IaZpGwp9gO/euB1nV7vW9blmudtxOTj5OVrpdPlX+zHi1G/YIq5jtVbCBvUjvXnqhOnFxV79eptiKrxj5uVQttZJfPzZ6F4insviF8R7d9Mtlg06HbbQrGCBIM/fI/H9K968YfFKCx8P2fwc+H6RTajqCrHqGpQdAzDDID9Scn2r5Q0LUNYgsZZtBT94qlZLp+AoPHy+/Na/hTVdS+Hdjc39ldQR6peRMhuJMGSMt1YHqGqKStK6d3sRj8POOGhCnFqlFc3+OXe/W33H0V9i0ya7sPhJ4XlWO2tCLrxXritw2BuKbvT7n41o+K/Hvh3xt4jsbCW4Fl8NfDA2RRqcNesuMcd87fTvXyP4Z8da1oOn6po2mzNNJq8u69ulP7yVcg7c9cZAru/C9tFo9xb6nrllNqNrGwIsY2KocdB7flXpValkoRVmfP4DL516c8VVbutvV7v16LsfZXgXSdQ/aG1K31TW1bQ/AumMEsNJVSvn46Fv1r6huPiN4Q+H+kLbXOoWOlQQx7FiVxkYHQAc18OaV8QPiX408Mx3FrPp/gjwhGNgvJ8I23OPk4G4/jW14X0/4b2d5Hc2x1b4qeKerw3GTA7f7PzN39q1jUVOKvZN9z5+tgK2JqOMYtqPSOtvV7erPoHxP+2vo+j2LvomjX2sIvyfaHQxxk+24DP4VseAfi1r3iKG317xpq1n4U0X79vp8ThriXuNwBbjp2HevPfD37OnjT4oahb6l4oMHhbSYm3Wmj2qYEa9tw+Xn8K938F/s2eDvDVwLy7tpNcv87jNqTeaqn/ZVs4FZ8tScm3okFWWAwdBU6bUqj3trbyu9L+h1vhH4rWfjXUxbaTp95JaKPmvZoyifhkDNd6DtxVext4bWFYreNIYlGBHGoVR+AqxuAp2a3PDnKEn7isvvHrk/SndqapFPpEkfl/NmnNnbxSkVG33h6UxMVaczBV5pB8vNQyN5jhaBbEpYbc1nTfNL+NXJn28Cqsineh7k1pEzmTyqFg9K+NPiN4nub7XNZsZfmiLlV9OMV9aeLdeh0LRp7qZwiovGT3r5G8TTW11eSXdsqXUhcu8ZOCAe9eBntOrVwfJRdm2VGnKrJ8p4F4ysJYY2vYVWCSM9T/Ouf8ABWk3N5qB1JJmik3fOV+61eq+Nvsssy2Jt0kjlj3bs8j8K5bwXcQaGl4skf7hWx83bmvy2tSrYenyyep42Iwjpa33Ot1DTRqcMcu4xEjt60lxYPcRxJJIQU7AcfWt/bY2mnxXbSF7aQDb+NUIL61vYWaOTIVtu7uK+XxNSV2kzg5bMk0a4j05gpGWB+9Wn4m1S7s7FNRsoo5Cq7XY/ex7VnDSZt4dR5idj3rYt7fzLfyJh8vZT0rpyfGSwmLjKXw9fmezgavsaibNfR1s9Q0m0LH7LMsfmSY5JNfJ/wActDuLj4iJr9va+UY8J8jY8zGBkjPtX25oPw3WbQHuYpdszcoR1X2ryrXvhjp9/wCIDo2su8iS5f7RGdskWe4P41++YVtR1dk+p9FiKkHdxV/JnhXhe31bxJqU7arqNvptjYweZ5PmKpxg9s1554M/aPuNN+I1xpVvCt1a/aDFFOuTkbsevSuw+IX7IOu654ll/wCEW1y5ugz+XP5lwwIT16nNcxp/7LOsfCvxEboXS3stvhpI5o9oOeevNaSo04t63vsRSxdSMLRVn1PrLS9J0vV9Dubn7JHFLs3N5R79+9cC1xaafqDvb3lxbWqjDJuHLe3Fc/4FbxBqVrO5v1gikcgIrYHQVgP4V1qbxLN/aF8PsSvlFU8NzXBUjGnK9j18LWq4mnKEp+9+R6LbePLXT0khaeWK1ZG86V+c8HpgVnfDi8sLoNLZXQdBK7RytnJ56VmeJtU06w8IpZ39tb2bGTC3EjjDDuORXUeCvBGnnw6l54bvbSQ58x7ViM56kqa3jrBep5Vbno1XCSsj3XwbdXul6DBeXt9biAvld/y59vrXUR+LNK1DVAol+0OR8ykH+deV67eQa14b0/RZo/LKYkk427WFegeE7Cz1bQ1isoY4b1UCpPsGGwKr3ZNJdTPl5VzM57xV4fbxBcT6faS/ZYWk3KOufauZ17Q9Q8B2ebfT1uo1O5pF6gfnXU6np1/4R1RL+8ullXcPMjJxx04Fd9feXqumQzpte2dMEMM8Ed67JUlWi1LQ5p13G0N4nzLH8c0LXJj024ngRSjhRgo349aqQ6DZeOvAst1HqFxa61Exn/fI2RjBxjHtXpHiT4fxaXeC50q1jkEzZkhxgfUcUy88Ja6uqwXVjBDHYrGDKyjcfcEYrz6WAhH3Yo1p1uV3Vkjyn4Z+LtY/tSOBlmkEbbXjkjKl8cZGRXq9x44+3axFplzBJpylgVdlPzDPNdXqfhHU9UutK1SysrWOKOPa+xBG/wBeBXHftDaLfxeHbYacc6kHAieBiWGSAc4r06OAcJJ87t26Iv63CpNOyT7nodvNZ6lC0NjL84XBaM5JNVrPQ59LaX5xeFwd3mKTiuP+Cfh/U9C00Lcvm5lTc8jscljXfac+rWt5dJexlY2B8vHJNZSrxjFpPY8ucXKT7HmXjX4e2EmnT3ccKiZ2+bbkbc1o/Dm1l8L27w22opKGXm3uBnH0NdLrWnn+wbovMxkYn7y8L1rx7SNC1fUmnlk1LaiSYSSP5SBx2raVS0VN6v8AM78PS9pTcJOy79D2W80/UfF0Ky2+o+QkPDRxjB/WuSXWvEdx4g+yWtvJ5Nu22Wa4YYI9RWRqFxrOi6a1tBqRV5AALgjZz6HmtTSbPxHZ2fnSXcV0MZbzG/rXc6iqwSlozz50/ZSdndHWzaXdQwzXcd08rqNzIw+WsfwnqlvqVxcNJCylSQYyp2mqvhrUr2+1yeK/1dLG2KAJGwDJu/E1rzWuqaVdjLW7W7Hh4lA3D1rbVe8cz1XIi/Z2umXl8sn9mokqNgbQQa1LrTYWnDQyKE/iibrRp1gYpEKzgluSGGGH0q3DYRRTyEy+cGOTuHIrvhz7rY82fK93qcv4i1h9CaG3H3ZGwOOPzpbNk1LJiO2VRk7jj8q2fE9vBfQCKWASbD8uVwfrmuLnu4rVv9JgmjmjPyNCSQw96pScdkHKpKxvR200kBllWRip+VsgAVz19JbvqiOs8LMPvqSB+VX7fXDrUc9vbecNoyVC8fnXm2oeGU/tiZruaS33HKgMaUtYtvQdOyfc9Cd4ZP3fz2oPO5TwarQ3jQzKEIuMHGWHaub8L63pt4z6WNVNxcwnBDc49utdlDbxGInZuZeBgYqoXXumE+5WvriCBllZPMDH7qg8VWkvpLq4CwWyhAPut0NX2khhjPmxld3GD0qk0MVnIshm2qeldUWzmdj4H/bqVl+L2l7l2k6JEcf9t7ivnSvpP9vidbj4xaQyMGA0KEZA/wCni4r5sr57EfxZH1OF/gxP2THhtNfuDfrI0bQJtjBIwT6mneJLfTdP+HEtte3Mbtg5b1OPatDTUgcfYvOdfMGBtPWqeueAR4imj0WNmWKPDSNjIA9/yr6Gth4yjGGyk18kj5hVJXfL0Mb4C6Lct4dmltrgeRJKdqkdACa9c1C4uVs1gV2C9DjrUvg3w/pPhOxisIQkYA7Y5NW9ctVjug0LhnbgrnpVYyNN1XKle3QrD1JyjyVNzxjxt8I9J8UTFHRxNLwZieQfWuU8XeFbb4JfDyeTTtXmFwM/vHbLHpx0r6E1iOCzsRI6BeOWr5f+NTal418TQaJYWVxeaY65kmjQkIeeDXjValeUY4WGt9X6HZGjDmc46eZzf7IvjKPxh4o1dtQvJDKXJMTNnfz15r68XVLy4sb6OwiW3wpji468df1r53+B/wCyLe+D9YfWl1B7S2uOTARl/wA88V6ZpcPjGHX7uxFxHHYW7bbbcOX+tezi6fMlThouVXt+JMakZSu3t3PP/Fvg3Ubbwvd2+oXCy39xOWHPKqSfX6itb9nr4P6Zp95cX9xZvJfA/u7p/uYx2/WsfxBYfELxH8TI4ptPhksYThpD8gxxkgY5r1uPx3F4Jktrae3azjOEHHyE/WsY0XGDaWsjX6w6j3N+Hw/c6bqU10++SPORV6PVjMzpGjE4+fcOlT6t4rI02O5fakZG4BTya5jR/iZZahDdfZrYGSI4fcPmJ96wm4U4Xk7W6CjzVZcqV/M8s+L3iyy8F79VgYpN5nMZJ5+gro/Bfxk13UNHtbiHRZpEnA2bhgH681y/j7w/pvxL1C2iuo3aeKcSMIfu4B6GvVdKaLR9MSASIkCR4UdNoA9a8TmhSXtajer6dj1/Zvl9nFL5m/J4m1AaalxqCx2nG5o1/hrw2YWfxv8AiQdFnlZrO1PmyeWeRgj/ABroofG0ni6PU7WArNHASpdj256HvTvgn8ObTwD4on1Z7jM2rZwJTg/h/wB812YavTrVG1tFaepySoSp6z3Z6/caUug6KlrYnyxAmEZQBtwK8m8Ia5P4+8WXljc3Lz3FnL/EOCv5V6dqXjKyEl9ZzBo5Isg/LncK5b4R6Db2erapqyyKl3PIQvGML7j8KIVFUqSlUWyuvUShyQvE9Okhgs1VWjQlQOteP/Fj4mpoOsrZ288akx5kdfvL04FdrrGsNpk1/JdSLgg+W7HHr2rxC9+FcPjKP/hI76/e3kklb9yV5kUMQO/sK86rGpWml0W/zOynyQjdmAvgPWfHOrJLci4kRmEqsxGCue/5V9O+BfDMWhaZb+cN7KoQB+1XPh3o9lqPhmG6tyqJEmzGMHiugt/sd4y2sik453Zrwcwi8DFU3K0m9DupNVtUrpFWfTTew3Vk0Xkxuh8tx6+tc/YyX+m6fHYGWO7nikwWzkhe1dBea5P9ocxbXsIvlZs8ivJdUm1LTPF1zcaeXuoLmM7ET+9xXyDpqpU5IJt9+p6am4xuxNS8O6rqXxK2307yafIn7jywMK3PFeoLYzabZwx3C7mj4XB5I96zfCfkWtpFca9eJa3aJyu/hc/1rB+I3xKstJWCPTDJexOwUzhs8+1fRYbK6UVGUviXQ53OUm10Zbl0Ge4muriYCNS2Wbd+g5rltb8I6VeeZcpE8bRjJkLY3VoaP4gvtfszHPE8KK2cJyfxrO8YaXPPdxxfbXtI2UCPI4JPtmvoKb5UZzT+ETwYF8WXhfZLFYWY2m5kAAc+gzXSePPBlv4u8J3lmVj8sKQzMe2O3vWZp/8AxSugy2s115tq2ChZdqBvzrc0WJde00rDPvmAHyIeDj0rmrqLjpB2X9XOmjJwd4y1PjX9nH4Galb+KvEetaveXlra2NyyWtmwwsi8cnjOPpXp3jYf8IrNNqVxcINOkXzWaLOAeu2vouazT7LNHJCkUxi25C/er5H/AGhvGEWk+G77RyiRPzvjPXA74qfbRrVL2sdsZT2k72My28faPNLHHBf21xBNmS6jmBJHpj9K3/g34e0T4mfEq/lutKE0cKfuVXmLBzyeetfE/wAMPCHiT4meMFTS2mg0pJts15yEUemfWv1A+C2h6F8M/DP2bTIna5ZR5ty6/fbuc17WGjUpfvJ6aaHnYyrSnD2cPmetaRoKafYw21viGyj+URRr8o+netGWxsbC3Z5XCrnoSNxrg/F3xFbR9HWTTJUnuNp2rux830rlfDvji41mwA1u4t4Z4wXZpZQCRjmsK1ZTbVve8zKhhp8ntL2iif4layGmnt7VWkBXcI8Hj6VF8LdROiTXMmphm3fMFkwdv5V5r8UvjhpkWo2lnpl3Eqof3sjgfdHUhq81X9qzQbLXpV+1rcxKNiJGwJdumSa4eXkTlfVnuULV4qlY96+LPxI0TRpJJ3spbmG6QqNud2/t16d68M+E+nveHVLrxCPtDzuzRwv1Rewz0rgPHPxh1LxxrKLalIbeNwwYNncMdK6bwTeajPZ7WdppZDnCfw+1cFapKcdj6Kjg/Zq0HYi8dfB//hI9dtbjSnFu7OCHjOAB6V9J+CfhPLG1vqF6p1S4iiUFZSdpHTC1z3gv4V3viixQvLLYxbSROrkbTXsul+JE8D6LHZ3k4ujChTzH6n/GuWWDk6avornnY/FRc1GL1SPn/wDagV9GGn2um2klokxDNJH9yPOMgk182fFn4q6jodwNPhjjXS7qEKYIAxkd/bt2719LfGD4mWPipZNNEfnWmcGNfvk+9eYeNvDtvcWButE0G3luWiCRNeEAxNnlskema9PDP3eWqeHX5lBSijxD4X3viLSPtF7p2ms0cysxjuyCy/XB6ivbfBlpLdeE9UNwZri5k+Y27dY2JH3fb/Gqnw58LR6oRpF7dvE0jbbtouxP3tpz9a+tPhn4D0iwtFD2aGaFPLRpMEsvZj61rKlBrmjEy9tOOkne55r8Cfhc/iLTr77Xon9nBoRHKy7g8iYOSMnrivTNN8SaX8M7600TR7Iw2caEMjDLE5JyTXpOi6RqVjbzzpcqsezESqOcV4n47U6f4ght45c3t8x+eTr+B/CoX7qC5E9TKMXWnKL2XYu+IfGkvi+K7s7XdbbXIx/Gx/wrC8mezt1tmIiknG2Tn5sfhW/pfg//AEsTIQs1uczl3+Z2Pt+Fc74vt28Mtc311lvlLKhblvYVz141Hoyqc6d1y7HyT8W5p/AnjqbTU1A/Y7kb1nzkqCTkV4X48vJxem3ivxcxSnOwDP45xXq3x3fUPEF4pfRnt0UGQXAJbn06e1cp4B8L6d8QrFrOW4j0+/sssWwC0hzx6VGG5qKUJM++zOosZgKeZU7N6RnonZrRN/L7zkPD/g/Xb+JNOtNSlgspG3ypjhR6nirmt/D6Xw7BrFvcazHHNbLHJBHn5pgy5yv6V9SfBj4K3PiO4vNLu5x9ikIaS8hixI2OQqtnjp+tc1+178LfBvw+bw9dWlndkW8gjv3mkJkkXtg/hXoVI+0XvR279Tz8px31ep7P2t1PeMVp83pq9jw/w/8As0/EnxtpI1W1jYWzJuje5u0QuvsCwryzWfCur+GdSu7K+RFaFjHNtcNhs+x5717n4VutN16G502/8U65ZtD89k0d84jMZHCqucZzmuK8ZfDLRdJ8Oahrdx4iumuXkK29tKSzzNzycn2/WnGk5xvF6Gk8Z9UxLp1oO/S11/ndNHl0erPbqIdsaspyGPWu88M+LJYWjuRJ9qn+7JCTyw7GuCg8Mz6prNtbSZtmlUtvcdgDz+lX5tAm8P3SOt9G7ZODH1GPX0rqoY6vg5wqUJ8sou69Uexga9SVSdOrT56b0b7J/qj1jU/HWlroNxuhjj1CRhwRkheKlm+JXh3UdGs7R7L7ZPCoG0ryfWvKL7SZ75lfjzH6Ybhqpx3F74bmYvbmOQcBjX10eOcynS9n7t+um5vWyulh63PUjJU++rsj0HR7zwTLeXUus2c1pmUPF5I5AGOO/vV7xp8WNAkvBJozXVusSqsfpgd68fu/EN9eSEJH5hbrxmrmkwpcNtvYj8w7jFeXWz7E1qThKnCL7xjaV+90cuHqR+stYGbs9PeXu/PuekL8cdZjtWKT/aY2TYO+BXIah8U7uRHQQNgnOCeM/nU1vptlbqyQoEDdeayrvT10+48xY0kU/wALCvGrZhisTaNeo5W2uz3a+FxeHpqdGUYX3sk/+CdBofj67utPDQyTWs0RyChPJ9qydRvNV1K+WV53eeQ7iSfm+tPs9fsrVflhED91xxViTUIdRZLq2+WaPhx/WuCVSd+VydvwPRXJiKEYzrKVRLW2ja/roYGsalrxuhC95cTHoFbkj2rPa41G2X/SXZR6HrXTyX9w10ZIwCzDBbFYGqNOkzNIS6k9T2puU5PU+ZxmFVBSq06s99ui/Ei0rxJdaXeeYMyRN8rxsOGFbF9qFktirwxM3mHLei+1ZOm6adQmB52etW5YSuYVGR0IqZQvJNbhg6mLhhpKcuaLvy3V7Prb1ILezTVryOMusasOGbp9KtTXWp6dIkE0pNunAUAEYpmkaX51xLCZFXC7o1b+I+lVLvUJV/0dgWKnHPUUpK8uVbdiYSWHoOvO8JN7p726NdjZ1LSftVqk1vLE5ZdxjzgiuabSJJGYSfu8VDcR3kZEkRbHsa19Bgv9Yhkd5oVWPg+Y2G/AVUf3Ku9UcNWpRzPEKn7GSm+m6fn0sYlxpflA4mz7Vc0KFY5ct81WtQ0VmcnzgfXbSW0P2Ndo4z3raFSO5wxy+VDE80ocqXnc7O7e0k0+J7T5Gxh429fWsCfVntVdDbbkY5NZl5dS7MCRj7CmWNzcyHY+WT3qnaXXQ+jrZnzzVOC5ZW3SVvuKuoas8zYG5V9DitmxvrCbS4UNtLFeDIab+9zUh0eGQrIwHP8ACa0o7NXXzP3cUScYXHNbzXu81SbTVrHPg8FilXlUk1K66r+rHP3McoY7izD1qBbqSIgVq31w0bMFXdHjioLa3jkZXK5Jrnu+5NTDv2tqUtSW6t766hieWJlRlwrYxkU1dAn2fL83cgda2P7VuHtltJ2LQRj936rWXPqV3psm+GTJ7NWtCSi0qy919juxVDDU17VtyfW/R/5EC6c0eCwz3q99gtr7w9eqmReowYAdCvOR/KsJdcup5GG3JY81e0u5MN6rFsDowNYVYub/AHfyOXC4jCVHyct4yunfpdWuvTc5r7Fx8xwc9K0NHuH0+6VgxAzyKu6jYpDcOy/dPNUArSSZReKT95anzP1aWArqUfii+hBqWZtQkf7oY5rrbe4XWfC8UMjgvZscMfQ9v0rlLyF3n6EVqaMPs8csX8Mg5FZzjeKtujvyutKljKqnG8aiad/PVfiWo5DqNmYn+/H/AKs+tY8N88czJ5eW6c1ZhlaxnWQBtitg+lTeJLErGL23H7t+TinTtCXkzfEOrWoe3g/fp7+a6P5bGla+MBdW8VjfQxtGvCyAYK1BtWSOVVO5FOVrmIbeVmVjzXR6W2WCnuMVMoKLbibYHMsRjnGniNbaJ9bdvOw2O+mtQyxSMisMEKetQSyXFxgBmpl432Wdxj6VHZ3khmVjwK6vaVJpRbdlscs6kVN0pu3oa+n6XcrdWtyqsrIwJrofE7yXWuXF0uS7ndxVO313bbhGIJ7VfbXreGB45Yw8z42v/dHeuTnnCqpJtWPvMPRwcMJKkp/E03fuk1+JYX4la9aaabFb11h27SMCtjwX41u7O1vnW6kVPI3BQf4+ef5VyNxNa3aYYAEDjA60afJHZ2tygbhhivQxOaY2s4znVk5R0TvsicFQpYes46Om7tru0tDvIv2kNXbTY7WdN9wvymYgfMvoa1dN+MlncW811eBonUBguere36V4xc28UQDOy4PSo/s/2goiKzknhRX0seLc1ppL2mi8j5SOBhFuLimz6S+H3xcSPULm81SMOlwn7pHwUUfT1rttG+NGj+TK1nL9jQH5kCgEH8ulfKK65/Z6rbXUDJ5PVTwRTbjxJBeTEWcMm5uODXdlnGFbBw5KlJTbbbk923/X3HXjcDhMRJXqWaSSj2t0t/Wp91ab4z0jXdLFtcX0MZkG5GU/6w+lc3Y/2XFqoMry+XH/ABbeoz1PFfLmm6y+g6Q92HkkvFGIFz8sZPese4+OvilVEX2rci8YI6/WvfoceQqOd6Vl0669e2h5+NybD5TCHtarvPVq2y6fPyPrzxBNb6tdq1mPOtOVBAyF9K5XUPhL4e8SSNJeiG2kAyZFYKR271856F8SvHWpQtbafO8MLNljGpA5966fSdI13UJvP1fVLiQ941kIz+tdtTjzCRopOk3Ptpa/r/wDDB5TVx75aCah0bVtAl+Bl7eeOJdKsJP7QtVlwJojldpNeuan4Ch8JWsen6fbhhCo85sjJOP/AK9Hw5+Ilv4P0t4vsGG/ikjOGYe5x1rE1z4kmW8nns4iySHJWQ7jn1rzslzDKcvhPG1qqc6jvZXbin01/E9zE5diPaKjQpWjFat/affy8kdT4L0FZtWTzSu9jjB7/X2q/wCJvhrpfiaaa1uoAFdsefGBuHbivDLj4jXlnqP22O5e3nXj5TgY+lb+j/HS/t1CM6zuxysnVga9uPGuWVYyo4iL5XfpdM4qmT1+dSpyV+x69pPwRtPh/ocvkZvJZj/rNvIHYDisi68D22rR+Xc2gdH4ZWHSuN1D9obUtMube31G/aMMu4Bh2P41h6t+0NePLtsby3VOhO0D8anA8UZPhqKo0k1BdLbmVbBYqMmsTOPP112+RgfFD4W3vw9u7e50ueaKO4zlUyAtRfDn4MXfjaOTVLy4226vhi3LMf8AIr0K8+Puma54ZNjqr2l7dkYWVlUbPpXmmn/FvWvCMjw6LJDNbM+7Z1r5itjMnxeYrEV6j9g1fls9GtNV5+QPBxwtC6SlUT6NNO/VI9uf4a2Unh46Q0CpC4wdq9T614Zrvw51vQ9ak0pJp3td2Yx14rtpf2ifFFvobX9zoMPlx4XzhwAT07Vy837THinV2Aj0ixe4/hkEALj9K9bNc2yTG4aNLDVXFrqk9uq6bnEprDYhPF03drRarfbpsbng/wCF9neW88UrMLwcY6Mp9cVUuPhHrEOvJbXiGS2YblmAxuX0PvXBP408Xr4ibU/Me1vZDkqAQD+FdG3izx94hkTz7y7wPuqoZQP1rx6ub5JHBvC0YTjrurXa89ev4HTRnVrV4y9ne3TVI9J+GOtaNLfXWhX9pHbPCSPLdsbuPXNQ+KtF8Lx6jK1xc29uA3+rVzkV51FpOq6XqC3kmntdXrHdvYlsn64o1DwfqPibWhe6lBDbNIBlEHFcFHibCYWn7Ghg4pLaTtdrzst/me5XwmKxEU5T55v7Nmkl67fIs3Gt6d4b8UWl3o4TUYQf3kBU47967ePUtR8aLcy2Npa6XhSVjlJJb2GDWRa+FdF8P2Qa4bbzywFbtvrHh6O3X7BfRIQMfMwD142Iz3EYqbslCL7RTfybO7C5bSw8HHESu30vZL5HOm01uzdbfULiWSJTllaQiJPwzX1H8C9U8K6LpBhsfFdvp/iKRATfuMJbqRyFyOT+deJeGfDEnxU1gaLpU8M9yy7vLml2+Z7D1r0/wB8Adc8J3r3F74Ch162jO1reTkgjr/Ca+XxFOlWn1Wt99TzcyqwoUXh6VVLTVaa/5/M9I1D4s6j4evjH/wALg1DVpG4SO1tshvb/AFVdL4J+K/xk1TV4YdJtb3ULbIxPqKqisP8Ax2r+ieMPC2g+UdR+DF7ojQ4xLDal+ncfIK3tT/a08HxaioVr6wSNQPJu7fygvtya7ZcnK3Kdvmz8/jVmmlTw6k7dYxt+B7Lodn8UNc8mbXta03RbcYLW9mrFz+JyK9HbxJbWcUUb3SyMBtLk8k18wTftNaVrNqItNvftrH7yWvIA+oPWpbj4gRzWFnJZhvtkfLrNz1rjeY4eE+S54GIw+KVlUp8vlax9NDxpp8JG+6RPcmp18baYz4W9gZuuN4zXzlJfnXNK+2FsED94sfQkfyr4u+OHxl1yx8c3A0m5msrOAhI5IiQGwe+K1+tSqztRjdWvdnnxhJO09GfrrZ6pFeIGR1ZT3Bq1uDYFfnJ+zv8AtpXemyW2l+K9zWj8C89PrX3d4X8aWHiK1iuLK4W5gkUMsinIxXTSqKotdH2KknFnXlah27WzSxzB1zUcsozwa3SJbFK7uSeK5rxN4w0/w7Iv2u4SI44DHrUvi7xVa+FdDub+5k2pEhbA6n2FfCvjTxjrnxR8Wma6vYre3RyYreOXDcdARRUl7Gm59ehdGl7efK3ZI90+KniHUPFd5FDA5WwKF9uflI9a8B8VR2vh251F7u+g+wtCXNxvIZGx0Iz/AEr1Hwh4jn1Tw6dJntyNTXhNx5K+x9a+PP2itP1HVNW1O2gS4twXEckMiFecDk148nOteVTY9SP7m6h0Kfw9+OGn3OpXGlA3GoSLKzW964+WNc9OecfWu3S6bVbC4mA2tu3YPVjmvAPh34UvtB1RRcReWjOAVHU89K+n/C2lwW9rJNcAAAfKrV+f8Q1IRq3pLc+ZxnPJ2kXNC1O7v9Bis5k2vGwAxWtoFlJY31yJBlcZHHFVNHnFuLiST5iBvQf0rQs9akvId5iKqTggDJr8+nTnObPMUUrXO00e7S9VBlcDrW3/AGalxJhRg9c1geGbO0uGWWKXY+PmTNdzZoM5+XGMZFenh8M2tTqhra51vg/MeitHLMVjUgZ96fr3hPTtQzqbRx/bFTYGyfmH+PFZ3iBksfCJgtsrcTKWWRXwAQOOa5/wR4yaKzWx1eN1vTkIH53c9Qa/ZMLUdHDwjV1PeVKTjfqYM2raSviC40SaP7JcyQlmnQ8gjJyfyrznxx4XsdJl/te21eO9bbtlt5XP7w+v+fWu0+KnhSK11yy8W2UhWZv3NzFjIZTxwPXmvLvHGg6fcQzSWwnYff8ALkBG31rec9ErXR6FGmnH3nYvzS6G+hxWNnaF7snzBJG2FH60TeAxqy2kyMqyR4MhU9K4PSI49Yt5BYXDRz2/BgVsmtqx+IH9krFpUqSx3b8EoNwb6ntXPGk7LnNsPipwqcuGWoz4n/B+z8W6SbNb9hKCHjXvkfh04p2j+Er7TfDtnbaeyPDHH5NyDuVg2Mbh+teow+F47vw9NeSW9x9pKh4p42OVPHGPT/Gsy01o6TNbPfwmSCVMSoFwB05z613e6qd30OfGVZSlFqPvdzK0Xx1qkdrbaNqE9uiLJtjucZlx6GvevAl1Bp7bbm+hYfeXaeRXjWreB9N1bGs6XIiCH5irgfnjv1qr4L0mWXVpr8ajI7N8ot8fLjucZ4rOniFzJLVGKpWp63uexeNvE2k3msfYblGukxuVo/60kL/ZYYJLKXNrNhZLY5yB7VkaD4fsrq8+1ecfPXjYGzu/Cuu/sMRMl1KkkDKuSAuB+VdUfaczctjjk4tLuQXVrZ219CsWfKdclmPQ1S0XxFHpetS6fcbZgx+Vl6H25rNbUka+kmlQlFOFG7j61PpOmafr2vRXEjiOOEb2w2Oe1VGpeWjtYzlT012PXLBVe0XzF8mNhxtHasO68H6VNfSXUURnkbj5jkVqaLqUV4rpHMDGnA3dDTJpmuklS1ZYZlJxx0969iUlODVzgUWnqcP4quo/D8kCNbJFJJwmxsH+dc7qHirUrFUkktWudzhfk/hBPWtLxhpL6la3Et1KLm+hPyFP4T9Kh8DyT6hviv7OVSoABkyvPrXjVKMJra1z0KcoxacldGxeSfbtL8toSpkUE5HqK4+LSbzw9eJHiNYGOdxFej6xMtnpLqIWadegPHHtXAeJNRZIY3uB0+ZN55PtWipvlV3qi4yveK2ZV8QafbXbI0zBiGDFl6VLdaPLqEkbWPmIhABCdD+dV49atL2xaWJVEq8GNecVZtPHE+n3lvbIIZA3DKG+Zfwpx99e8ZSbiVp9Kk0eYNKhmkzlSByv1rqb3WLhrGC5N1FCFXb5bYGayvFWpPNJDcQ/fI5z0/Gs7ULePXNIaFoDI7EEMvGPxrvpVYU5xTe5y1IOUb2Lt/cJY2o1FppJC3VYuSv0q7oZgv7Wa7Oos4xuCNww/Ss3SZodNt1gmt5VkjGAzDIarq6Fb3ltczQTCISKdyg4NenCrKVtTiqU4xWhesdSt7xiYbxXT+7wa80+IHixZPEVvpul7BL/AMt3bPH+eKXSbe78N3E8FlaNLCrFlmkPLe1YGteGDdakutxNIszth0A4/OtY1knNW1Ww1h0pJuWh13h+2miuji9XGOcDk1zvxUgubSaK6jL3IYbfLXG4e9dF4ZvILHzTOiPIq7tpPIqGMXPjiO7lsolt2jyiydTV0pKcG5mVT3J3icB4X8PxNeR38MbxzyEeZ716X/Z9zNJG0NwVb+6xxXBWf/FK64LS9vpd8hwMkkbvzrt5heQ3Sbo5GjKg7lB6Uow5ZO5z1G5MdqVyluvlXh2zE/Ky9DUV9p7TWMbQmMDGc5OaluTpt5cRrdh8KO3XNVZr+10dnaeSM2f8JmbGPxrsjocj12PhT9uSNo/itowcgsdChPH/AF8XFfO9e9/toeILXxH8WLOaz2mKHSo4flbcMiaY9f8AgQrwSvnsQrVZI+owv8GJ+tNhfPoehx3wfzI7jAimycjI681q6L8TIfh3dJDesb64v2AWXrnJ/wDr14P8dPiXr+n6xaaDbaesVnuCQeT8q49TxXS+KtYttH+GljeapArT28e1Zv4g2ByDXtYfEtv2lSPut2Xp0PDrU17LmjLXr6nvniz4gTXi2UVlZbrksHJUjCj1JzTrr4gXk/lz20fmheHxyT9K+Lvhf8d/EWt6+ujQRSahbSS4eUZLhM9K+19O0Gy0vR0uctbgx5wxzjiu7H06uGpwklo9vM4sLKnVb5mVNa+ILXGmmKO1uJ52H3Qoqx4Du9TuoY7vWdKjitAwEfkgFzz3wa8U+KnxXuvDvmjR7jEzDZ5+MbRXYfsm/FJ77Sr+11iZpyr7kcnJ/Kt8Hgaiwk8fftp1OermFL60sDFa236H1Bqd5B/ZPmwJ5YCZx0xxXNeD7L+0Y2nuXBj3EoTjmtSdBrOly8ssUy/TIrzfw78SpLjxPL4XstNWaOy4MyvgL9TivKpQcudJ6rX5HpSkoJaast+N9ej8P+N7Szt90ktwvO1ScdPb3qC00eDxI1w98iXIQ/J6g10dn5l94pnmubaAQRLtWUkFs/X8KLPw6669JLpzLHF96ZezfSsqbUWot62ubuN4XMO8tLY6XLa3EcheLmMH+Qrxv4Z+A9e8Y/ErVrlbs6NpNi2Z7eX71wOOB19RXsHxJ8RW2ktALiV7SI8PIRjb9DXMfDmFND03VtaFxdat9tl+SeRiSV44HqOKdGknKpWcb6aerf8AW41VdOKjfU9Mvo7SbQXlGkrY2luT0A3OB3zmvA/HMEusaTd3wmvLHTwTshAx5nbjjpXsup311eaOILBmnlmUbrdzyoI9K2PEOg22peH7K3uLbzI4o8MpHc56fnXl4rCxrRaW9/8AhzvoV5QalJ6Hy/8ACf4R+LGZNfuNSeLQJOUso8b5P0/rXu3h3wza+JtQt57iGeOSwP7uOYkD68fWr2j7vB62dm0XlWz8Qq7Zx049q7LUos6OLt9Sg0zvJLxjGemc9ela0oQoyTskun/BCtVlVVkznfFHhW/vLiORGSCxUgyEDLv7Cqel6ko1SbToLTbNGoOR+HJ/OvUNK0ldU0mGeO4M6lQVkznI9apaX4fsdDuLh3RZJ7hvmcjBPtW7cJJqXTsccVKL8jn7X4P2XiCSLUNYuWnkU7hGjEKPaoPiF4fe4sYLLQbNRdxYEL/wp7mu+fUl061kRIOg+ULzk1T8N2epQyT3V40beacrx9welZv3XdLRG0XfqYvh/QD4V0uKOaTzr6QbphGTjd9KuSzzRRvIyIgxwq/eqK4vpf7eliccjoQK0LhY7qEm3YC4XqzDNfC5tOniK96knpsl1Pdw0Z04e6t+vY88XULK20+4EtyYpVfc0Jzz9a8h+KnxO03UtUsbfRtUitJrXG90b+L0r2rxX4ag16GaG4XZGo+d4lwW+pr5u+Ln7Onh66W3ezE+nx4LNdQ/3vViPxqMH9X0S901nUqUtWrnXTX89po32m6kj8Q6jKBlVkOEz06EVW8M3up22s2wls43YNv8uQ5AycjHNfJGoeIfHXwf15tF0oy6mbxtsUrZcH0r6H+C/hvx3eNa6x411CO08pt8duG6jORnmvooUXF+0jK0O4oVoVItNe8fSslveafor3OI4LiTnag6e9V9DMeq2rHWJCHiOUlcD5l+lM/txrqFIjItwyfMNn3ce/pXAfEfx1JY6fd3cJjjuEiMYAcbRx0ratXpUU7anFThVm7tHqWo61ouq6XPY2sXnKy7F46nua+YtU8Q6v8ADfxJeX+nai0dlBJs8tzl+D6elU/gr8dJdY8TJo90n2m7jk6RHIwT/wDXrufil4P0zxF44jSyvLexIIa4XaGJGecjI960oYie9a1md2IwFKFnRdnvc4XQf2ifGXxG8Xw6NpMe+5d+WCEAL3JzXr3iD4H6Je2c7a3aNqOo3GTPfSN8gPooBHH4V55ovxU8GfDvxfJHEljbXDxeS9wjKrOARz7Hivdb7UpfiR4U0+TT3a3tZvnj2ty68Yya1k6Huewp8vdnJCFa0nVnzHmfw9+HfhSwuJLDw9pzWS25LzOBiOaTt1+tVPG3ja/8JatBFqsLKhykdvbD5ZPQVb0qPxX4b8UX1nqcfk6K5Bjud+Ow4qx4i13SJ7+1l1X57i2XMZk5HsT6mplWk5L2j0NfYxjrT1bPG/iR4k1J4X8uNtMaZd6wsx3Afma8ftvEWu6fqEN9c+ZfRA7XLOQrA9sZBr6R8SaDb/EBxqIhMt1an5Z4T99PRh+X5V4x8VvCl14fihud7GHPESJtAP0rppzUVzbs5KkJ35VoeQ+I7HU/EXiqeb7QbOxnGwQgkkKcZxWH4s+Ed6sbahoVhMLW1T96UPO73ya9P8G6ZD4mvyZNQ+zzxqTGrJkZ9M54rktS+MNz4W8THQtUnmTThLukigcqJOe5/Cs5U4xjyyjq+ppRxVVzunseY+H4fFV5fiG00y8uHPy4AIxX2D8BfDviLQby3j1+DyIpkDgyEfKB2PvxXXfDPVvDniXw7b3Wnzx2d35ucxAZVOcA49sV2OpWEun3EhUf2rDMn7oZ+ZT7da82cacW1a56scyrr7R7HqHjTTLTwcEsJPso27Tntx96vNPEniM/YoLWSZJXujhWGS31rxbxN4812wsWtruxuLSxWTDTMCdoHbOOa0fBnxu8CXVpLBNq0J1leN1xhNg9sms5x5nd6FUpqOrV2zp7X4a2lnfXl7JI008i7iV6fTmsP4cNeeMtU1mwuI3h+zy7Iem0DA6U/wCJ/wC034H8M/D2/t7e+W6vQgX9yR8xwe4rI/ZJ+JGma94dv9Svr+3k1S4kJS2MgBReMAenSoUVJNzWxTqTWkN30PSL3w5H8PdXi1CS1WdXiKywsDlmPcbf6138Xi4W+l6bd3Fw0b9eAAAvPBqsuoPq0f2t44gIl3s0hDbfXmvM9a1i+1q4t4pofK0uSfbLcr/yyX+8fbP86iVVRsou+tjOlhqtaTVtbX/4Y+jtF+ICXEiC3DSwyLy/Xb6dK8X/AGjrHX0m/tjSomvXiXzVjjHzREdx/nvXsfhXR9D8D+HFmt5Fnt5Fz5+QwfPcU3UfFWjQxIsZW6klP3YhvYfWoqKE4pKVmaYPEzwlb2qhzeR4B8I/i5/wsLw615dT/ZNRtX23lnnEmR/EQe3X8q67RfEGneLNUnt7uCe7TOxHkXCp/u+tea/Hz4b/APCE34+InhCDy7rrf6cFwk8fUnHrgtXZ/AH4x+H/AIoW5vYza6fc2qhDp5IDq3QnHevQpQp296Rz42LknicPB8je38r7P9Dfu/BmmCS6sbq2MsU2Q25Fzt7n2r4B+KGjL8FfjhHNbqX0sziVVB4eM9V/X9K/Tbxfbyf2RfXVvEXJj/eyYxkc8A1+efxU8J3XxS8A6vrdrHI97oV7Ij5ycR7m4/lXHPljUvDVHtZHUlUU6UnpP3Wu9+vqfQMPxMnuUtU8KLCunTYw1uCd3vk1xfx4sU17wjdW2qXRu5XTej9WV8dP514d+zP+0B/wq6+FjrEQuNJlO1NwyYGPBI/SvoT4patbeLvA+oXPg21iv7N0M1xqb4zvPOxB+J79qwqy5ry6o9bCZXVweMowmrU3Je9dLS/Xz/M+J9B8SSaHd2xSJJrzT5C0auDgj3r01n8K694WuvEeua1Hea7IzMukRKQiE5IHQfzryb7Qtvq3myLtDMYpR6Z4/rWJr1jLp2oYg+Zs/JjnI7UQva9tH+Z9XjqTp1JKMneFtVu4X0Xy2NvxzodpommWV3Y3jT3cuTJtPEfX5RWF4P8ADOp+OtUhs7XmWRWYySNhVUYyT+dd78PPDOleNvDusXGpa3FaXdrGXFjIAGOB/CM81geB/EVt4Rt9djBDT38DWkErDiJWBDH2PStYaO0z5/GVFWvPBN2W6fR/qjOvLO40XSVlhmE0W8qyk8gg4JHtVL+1Xntw+8SqeDFJ/jWx4kjsbe1gjtLp7lQMEEYHr/OuXsvJs75vOhaaJhlQD3rGVNN+Z7VPHVeWD5uWLST308+unkTQ3MT3A8mJo5P7uOKsXV4+7DJ5TCqv9syJcSCNBBnjgdqpNDPJI0gdn9mq1GXUmWL5YONF8zvrZWX3f8MXZNa2/KmSw71Xt/tV/cbnkYj09KW2sTdHHl4f2ro/B/hW+1DVFt4kZ3bhUA5NdVKjKpJRgrtmVOOIxVSLrN8n3L5lB9KMsZyM1e0LQpLVgzZIbgL617dF8BL1VtV89TPIMyIFzs/WugtfhYunrFHYLDd6hasHbzsbWx2/SvsKXCOZyhKdSm0lbzfyR6UcdlVOvCUZpy+5fNnmFh8MdVvbqCC006YPONw3jt60mrfBbX2eaM6ZI/lDcSAOR7V7K/7Qk2gzS2WtaA9vdQDaJbbkYAx2FcHr37UV5eDbbloCjfLg4bHv610yy3h+hG1TEycu1tV5NdCZZhmVW8Z0IRj5vR+a7mJpvwp1fQ9Fe7u9OFnbleGkI/xrhY72w0+8lt7u2Uy8gM3Q8cGtbxb8ate8Xwta3OpOtpkHySxAzXE65Kmq2oYuHmXklTzXyWMqYahilLAXcLWfN37noRxc54FwqKPPB3SWzXbvcNUkhjbzI2CMDkbafpcljqTTiWH98yfLJ6NXPw42jzGL10/hCNLhriNIl8tkO6Rh909sfjXney54tuVrHjUMbKtiISjBNP7L1v0+/wAygYxb7mdgCvY96j1C4tNUAktF+yzDh0UnB96rapHJfT+THnzQ2w++KNN0tjJ5AH79jgCodmlLZomVWpUqSw9OneD6ve/k+jL39izR2CzxzJNu7K3I+tYNzFK7nfKc+lWLjTL2PUja25e3ut20rnAJqW0WWxvWj1izMnGM9D9RUq663OHEKNdqk6cqaT5W3dxv56XT8mP0vWLK1tGtriyM0zNxNnp7dafeXEUWPJcKTziqGpaXDky2kjKnUK3aqFqoSXM7lua2hGL97W5x1MZicOlhaiVltJW29Vq/mX7i8uZFBVmI9qSGS6k43Mo9zWxpepaTCzi7ViNvybPX3qlfzLdSf6Jny89xiq5/fs7nRKguT2yr8zf2U9S0zQhUBlwccknvV+ziQr5hbCL/ABY4NYr+Fbm6097pZAWQ8x55x61a0e8vIII7CUo9szdxytazxEZSbUV5o9DCzrU6sY4im4prR7/ebULxXUyRB13McDNVdSt0trh4p8Kw4x2rG8U6JcaXqH7mXfGfmVwahk1CXUrZY533XCDCv6j0Nc0ZXSa1R0YnMnTlUw+IpctSO3Z+X+R0dha20djLcRNG7IeU/i+tLcaXYalpQvLMkXaE+dGT+RFcNHqklnIRlg3Q+9aNnq0tjcJcxf6s8MtTUVR6xe2xxYfO8HUSp1aWlrPy/vL06ov+Yk2EkPtW1oekx3kjRQ7Xl27gp6msDVAHVbiA/K3OKdoaXizfboZRGYDnczYrooUp19Kauy44unh8RGNePMtNfLyLl9agNnGDnBHcGqssf2coy9fSupbT28SZayaMS7S7c9SByK41Zz9raO4JDIcFTWblGT5Y6Nbo68dRWFkpW92b92XRnSaDcp5NzZXEStb3QzuYcq3rn8KbNFHa2b2crbkXgZpbzUkm0e1ZIlV4flZlGM9TWS14bp1LcmuSMW5M9WpiKVGlGlpKVtH/AHZatP5lu30tZLdnjVio43bTgVauNNtLLTra4jud92zkPDj7oGMHp9adF4kmsLGS0iIEMgwy461H4X8N3XirVDGJkhjXktIcAV70Mv8ArjhTwkuaT3W39I8StXpULLk18jO1LTTezLJ0GKdp+g+fNsdvLAUndXqkPw0u/svkiSGVY2wroQS2f/110Nv8DdWZV+zPayk8H98Aw9eKujkmZ1qSqUaLlF7NI9Gph8up4hvFVFGXVP8AI8M0u1VdThjmBaLzMN9Kf4yhW11ydbcEQhvkHtXoviTwDP4bmk+0QMjR87iMA+9cxdaH/bSvcjO/vXi1aVWjX5Kqs1ujtll0Z4F06ElJtpprtZ6HFw+azDLHFaMNuZl++RzUdxbNayMhXGOKW1m4A6YoqJxZ8/h4KnPkqE1xocl0VAmAA7Gun8K3EOnMVkiVjD83mN69q5ia6KtuBPFT+c8VgM5DOctWFSMqkOU9/A4ihgsS8RTjqlr19PxOyh0+z1y8muLn5vObceKi1qPTNF2WWnRKt1J99uuBXNWfiT7DEEMmHP3e+DTNP82a486ZzJcStyT6VmlJK70PXqY7DV+SNGKc5PV6XX/BZ6H/AGLBH4Z+0LMHxgMCOprhprW2iug4t1POeldO18PJW2D/ACr27VQu7NVbJHzdaqi5cup7WYYanWceSztb7yu3iWS3bMEIiYDHyjFU5PiNq0FwskmHCn7uK27fT1Cq0ka4I4zUi6PazzRoUX5jjGKvnje8jzauDx9RL2Vbl7aGS3xUvLqEqtqsbH+LBrDXxBrz3nmwc5P3McV6RqGgafo5WP7NEZOD2NaGjjSBdBYokyR8zFRwaFNct4I4Z5Zjas+TEYhpr+XQ82v9ea48lNc01rPd0ni6N+tbcOiWGp2atpmpojbfu/xfqK67xNZ6bq15BbXEKzxpwG44z6Vh6j4D0XT1Mts00U3ordKfO3ZSWv4Clg8Rh5OXMqkH1ek/w0OOT4d6lrGqPD55kCjmVjmunsfgSFQSXWo7l/uoOf5V0vhBv7LuMS3G+Ij7rdTWlqWseW2YnKHPC+oqPa1JNpKyNqeQ5VBKpUXNJ73b0Mez+EOhWsS+YZbiU+pHFJqXg+wgb7PaW6274/1g5NXofEyeYxMgDjvmgaoksvnMVweC1TzSvdncqOBpRtRgo+m4WvhXTYbNYroNeEcnexx+QrUs7LTrXCW9tFGe3AzWBrmsxadEDnHGQfWuF1Txzd3V0q2RYDH8PWnGnOp6HDiMzwOElbeX3v7z15dLgW4W5lijduxIFSvfQRyEgKPp0ryLT/iBdx2hhlLSOvTJ5oh8ZTaorQ+Z9nkbjJ7VToTvuZrOMKo+5u9bHpsfj7TPt32eV1Dj5QTUst5EzeYJA+Txg141Y+H5NebUWil2zWYDEMeX5HT86miu9a0AQi6jmSB/mRmBww9Qa09jBvc8KjxJKpdzhZdzrPFUd/fOZfLlFqj7GKjODjPP4Uzwv4P0fVNVs01K+ltrOZwkkqdUyevSvbv2b/Emj+MvFS6TqlvBP9ug+z+U4AO/rv8Ac4GK7L49fsd6l4Pgl1jwunnwKu+fTlGSvrt/wxVxlPWKVkjwK+PozrOGK3lszk9P/ZKuh4whsrDxc2nwXFv5+m35JUTf7GQvX735VsXXwv8Ajl8OYZLux1rUp7ZXIaS3KueO5DA11X7NPxCs/iDosfgPxBMtnq1jJv026lOHjcdUyenVq+4/DPhy8srKFGnPm7Qs65yGbvWMfaSlZq583iq31R2dn69V3/rqfIXwh8e6trlxFb658XZdOvl4ez1WyCqD6Z8n+te0fEaTRrLw6YZJ7DV7qSLM1/DEhBGOCAB9e1eleMvgj4L8cQ+VrXh6zuJ8fLMI1VgfXOK+bPHX7PsPhG9f/hF/EN5Zc/Pa3Ehlj2+mMjiuLHV/qtNOX2nbrvuY4edDHTUHP2dtdlb71qcV4dkju7O9tLRYU1KRybZRhPNGegzjn/Cuu0W01Pw9iW/HluMBxIw+VT94g5xwM14p8UPh/wCL7G80vxFp5a7trN/3rW2QY/8AaCjtXY6T4pPxGuZvDmoanDcgeXIdsoR2Gedp7nivKo0Y1YqrHV318j2o+z9pOnVnzNddWreTPozwKftNi9xpdy2p288m0lcYA5zkVz2ufsuDxRq11Oksb2rnd9nZO/1x/Wtj4faJb/D9UFhIY7ORQBCTkg+ue/evbbfx7puj6Gb6dxDGi5dsYAr1qOLlRToVo2TPmM1pU5VPa0ZaHwr8UvgHr/g2SBbWyjFmrZEoUl/92vov9lfSZ9G0VZnuZLYyL88Fw3APtV3VvjRpnjqS6i0fT7jVpoeiiIlc/rWn4G0DxVq00dzc6RFZW8ny7SNroPcYqliv3iUI3PCjX5lySVz1+68eRaK3lXT44ypXvXGeKv2mPDehQhLeV728YHbAgOc+9Xdc8BSWtnbm4uGnKtkM3Qe1eA+Nvg3q9vqi6pYLFcBM8Rrg9+3eu+tiq9Gm3GN2dFOhSqPVhdftOJ4s1a7g1m0e2SI/urUjhlrzTwP4Rt7H4gS6rb3xeyuJS4jmJJTIpt5oRuLid9WhkSZQVjcDaQap+HbqVbpog4XZyDIcA1+f5tnGNw841oaxe6OerVnhalorQ6f4gX2oeD/Fz63p0k9/HGjMqrgADqPSsTwNf3fxSW7XU7VzfSBmImVQX9MEfhW+t/LrU3kxy7TImxlUZ4ra8N203hu4lVLVV8obhcMOc/0r6bC42GLw6rU9pHurlqUFPufPnjjRL/wzcrc2sbQXVk4Mlu65LLnn+VdrDq1neafYsLhd9woZguflPoa9E+Ing/WPiTppm0URpqTDc+4YaRa+efsOqeCWnsNasWtJoZcHe2Q5Ppx71x4vL6WKgr9Njgq4WFdeZ7j4f0cyWM17nfEo2BuxrU8O2Kx5yN3zZasnwReTzaRBYlmFvIu9I26V6B4f0R1YkpjPAxX5/VwjhVUYpnjTwbg9UTabpsK3Ing4LDBAroEaOOFYjOI5GOADWDr2tweFJ7a2MbG4uDheOnvWdqniC28Oq+o6jK3lhdyN3z6CvosHl7lNOr8KPRw+AaalJWO31TT7zT1ZZJTJZ4zyRgetbOg+G9Pi01dXDDUJ4xwM9B6D6V5F4Z+LK+KdD1i1nSRJIQ0kbAFmkGPT8K4v4c/HC/0vVrrQ7sTQ6ZdyHypxkGNs9D6dTX2tKtTlBSS0PXnh58krvVfieqfFHS577R71IxJHDIvmR7TyMdv0rwDQbm7mt5bO4WWMcqrMc59ya9t8R/FjTvK/s5/3lwvHmSN8mPWvMdc1TS41uJIrq3giRfMkXcMP9Kcmp+7CWpEaThDnraW2POdPhv7HxBHbWExt5Fk/eEgfvFPWvVfGWmaUmlWb4RdQjAkE0Y5bjJBrz+XxBG9xbzxWiTWhOY5Iky2fTNegapqVp/wjVt9ptIw833W3hWU/lV35Zcsi44WVOcOVpPc5zUfi4+nxw2U32i1j4QXDfc54qtr2vWujvFFeat9rjmjDRbDnqOvSoviJpFx4k8JxwJaGe2gbePLGGf8AGuBXwbc6Zp0eq3tjMvkLlI3YsAPTpXO6kZWXVGdaylbXQ9H1jV47bSYU0XxB9pSNN8sDgqevI6Ctnwb42nl0fzrIeYoPAYYKnvXzdJear4gu5LuJHtrS3OHaPOAPc1teGfHmqr5+l6a8cluwwX3YyD6H1rtjGm7N6W3MalatGSjGC8v66n0dp/i7Ur7Vo5hLtfeMMv3R7HFew6p8Q2m0G1gkuUS/f7/lsMY49a+GtB8aa1b6ollaXDWm1yXWY5DfQ1Y1r4rWg1oW1359vdxnDTRuQhqVUcXa1yJ04yjf8T7H0XQv+Ehm4vBJ5Tbn5+8PT9aq65qI8P8AiTy9JjRo2IDW7sdo59a8/wDgh4kuNYs57mCVgFX5SDy1L460HX7u1t9as55i/nYkj8ojjI5zn3rWk7wbiveM3Dldpvc+sfCVok2gpICsUjjJCkcH0qtrljNwYbtYHYYZj1/DivCvCPiPxToWo6ZFLFdXFpMo343FB+Fe2RJb3EP2m8M6gjhZATtr0Kdfnik1qebOlySeomnaBbXzbGlxcH+P+8ab4k8L300Ye0ChoyAR0J/KrVrLbeUUspQzg5w3H5VZm8QHSrfz5t02eDzxWsrX1M43WxmJpd2tkhljHTkE5Oa4zxxor61Yy2sSbXAJ3HqPpXp2k6g2oQ+YY8oxyCwxXO+IoYheNJAdkxH3f4TWaTiyU9bo+U/7Gv8AR2uopp5VAYhWXOetSaDLeWdhNcTztFcoflYjO8flXqcrXl9qF3HHZL5inBZlyv1ram+Duoa/pNusjJYux3P5fQiinS96x0VK6kveKXwf8Py61bSXVzdGSZ+isOB+ld9H4dME0ieX82DjGNpq/wCGfCB8L6L9ntCJLpVwpbuaxfD7eJWa6TV7N4HSQkNGxYMv5UnCUffaOeVRTdkeZ65rV1o/iRUkdfs6ybTkj5ea7rw/qK3TS+aqFHHDfwmvFPjlZyW15LcXHmx2jzZ3RydOe47V1fgW8OueH4BazNBGse3cx27q7VNxqK2xE1GVO51+ueG57OOW80yULK/CRtyma4uW88Q6fpd4ksEKsfveYOPwxXXeFLthbvYXd60kqN083pUHi21TynRpw+em07q7JS53daWOXlto9TjvA6nUElS9KWoYYDNnBNamn3UnhG8mt4Z4HRuQq9TmhjM2hmBY4WO35H2BTXG+IPDWq6N5N5dBYoZV4mSTJ+ntWtNOUdNbiVpNpuxtaj8P5NYuf7buLmMyyNlY1zxVkeJLixhWK7laBIeMvjLAVymgz6ldahbJ/aUj2quD5bEkfzqz8QPEtr/aps9SsQgVP3Uu7Ibge1XUmofG/mZqjJz5Ur2Oc1H4lXn9uTvGF+yMdqpjn60681XXdQ02RPs6eRJ91X5zWJ/Yi30TT28qyEchKyb688SaXC88EzPEnSNgSKzVWfTVGsqVO91oz5Y/aK0a70Xx5DHeLskmskmA9jJIP6GvLq9U/aO8WXHi7x1aXF0iJPb6elswjGBxJI3/ALNXldefUblNtnqU01FJn7Hal8PdH8WzyCe3VghyJMcj6GovE3wS0HWvDf2C4aSZAhCLnjOOtb3/AAklnpemwxXE0cXQHaRk1NJ49sLchPI3iQYQ7uPypUsdyUvZRZyYjAe2qXaPh6x+FmtfDH4qW1pYJIlnPPgXGPlAPPWvvm3svL0mKCVzcqseGIGd3FYsnhe18TKjXkLsN29crgfhXSyXkWj28USZWJeCOp/OvocXmUcRhqcamko/ieBRwNTD1Jx3X5Hyv8bvC914iuJU0q2IYHaI9uCPetH4J+CdL+HNoNX1y8knvVGWslbGK9x16ax3rdvCsaSNtBA5NeS/EbwyNSuJbiwf7NMiksw4GKmjmsqOGdKk7XMpZYpVlXqK/mW/FX7V0a315ZQQva2wj2QkkZ6fWt74M+Bp9T8B6hqsly8N3fM0omYkMRxXy6NOs9UvJre4Kvch8K2epzX3T8NvFFgvgzTtNlSJJ44hG0UeMj8KitRU8G6lF2nJr7lr+J6FB8s3TqapGT8D9N1jULjU49R+TSraQqJJGP70gnnP4V7E15paHZZOpfG1ttVtPtYG0VrW2hHktk7V6807S/DcVjZhY41hOc5I5qamIVeT5Va1l6+ZXsPZ2cj5e/ahtfENnqEN3bQyXOmZw9vjOTXpPhjSb7X/AIU6Wn2OSwZY8vDjDdTXsd94fh1byop7eO4VSG3Fc8itO5tXjQo7fu9uPLAxWdOpyYf2Vru9xyjeXkcZ4P0cafo9sgl2TkAGSTBb6Vv3AW+jkguomDIudw4BqH/hHka4huixjEbZAX+tYXjj4gWOg6ha2s3msZmChkB2596XJztLq/wG56m1caG1xbwTxx7hCQwWQA8Ck1e30zxhp5tLiJDBHzJCCRyPXFSyJf3kMbxXIUFc/ujn868m8aeNtX8J3RisNFkvpZWw/kqSzfkK5uSV1Dr0NvaK7dj3nwq8dnp8dqm1I1XagXoB6Vma7pxXUorkz71Tnyh3rhfh/wCI9cvbiCPUrGTT45ACkczHj68DFdH4u8SWtnIYZS2Mcuh5qasfYv2kt2ddGMsRJU4liHxRctNNCLBC687mYY/nW7putfarXyxDv2cuynjPpXkk11BeSW8trPNbM8oWQXGQpUkdz+NeseHbe3ttNkS2kVwe68/rRKTqQvy2Xr1KnQWHfxX+RmmX7RqzyeWFJ4FX5IYtwPQ99tY9xaXMdzNKsuYx0GOh9aTT5rpFI80SuTkuO3tX5/m0nSqLmie5hYqpG8WZ9zZ3GnahPcpdq1m45hlHP4cVw3l6hdeKJYokjfSJVzKJcEL/AJ5r0fXLFp0802xujtyc9BXkPj63nTwTrK6RNJY6v99FY46Zr57CpPE8tb4X2vu/w+47qklGm2t/kcRN8M7rWPjMGmtYxp8eChZeO/Su4+IVla6XfK0T+b9nUExrnGBVzwPq2szeB7O61j5dVCBZbmVSDjPvWDrniu01DWhpVskcLgZmnkcMX/Cvuq1R06Co0/s9zkwmHc6rqdDG8O/GyTXbyWw0zRvKTBg+0kD5TjljzWD4y8By6vodzaabJJqt7KSZWU9T7dKy7PWdKvNc1HTdCae2uo5NsjLETGTgc5HSvXvhpdLY/wCh/uvtcPzyzR8hvx9a540J4iaceh6dWVOhTcmeY/s1/BlPA1zrfiDVdIczRrthVjkjpk8H61z3xO1wW2q3Ws2cUry4ZWi7e3vX1Tod1JDpeqfMo0qbO5j8x3cd68M+IGj3M2k309toeLZDxqO7DjGcYGP617VVe1fK9klY8dNxi5Lc+SPCHg+7+IPxAsru7t2igkuNssa5LYr9KtF07TfC2n6fo9tHJGLaMBd3RV/yK8a+APw9i8Is/iLxE1pEH+dDI65UdifQ17DrTf8ACQ+JLG5tL0w2u3ewQZDr9c11zaioU77HJR1bk1Yxfihpf23SWuYY45oAhJadmXB9sV8+eC7e88ceLLKwleHyYiQ2/P3R39TmvZPixJrGrapbrZgf2Dap/pManJf8PxqHwH4Nh0+6h1mytMyNGFU4+6v+TXEpWneUdD1afL7O8Za/kaMul22nX0GmR2cdrHnIkhOQ+O55rnvideeHLGS2a9tkuxFuJVl5zj0FdJrnh+9tftU1izCSX52aQZ2+uD2riBY2fiaSafzRqITJmmjOTuHJFbRcpJNOxyyjBbq584694OvtY8WG90y1eDT58uixJgde9cp41/ZGfxbpUniGfWVs71W2R2JBLv8AofX1r7b8BzReIvDuo2dtaxwGIlUAj2lcEjNedjwze2OsmJbyO8vo58IzSAhASP4e2K9D20ZL2c17y6njyov2nPB6M4D9mfwXBp9vHo9taMt3bHFzNLnJ9gDX0jfaWbexkksXWK7gUj5kHp7iofD+i2mhpdXi3UVxeyctcJ/Cw69/WsK5fxP4gkuIiPsmnxqZGu2fDSY54H4Vz1asKknOKNKWG5GlJnzt8WLzU3nvNOvxNdJJ84cKECk9+3HNfJPi37Fq195kCNbXaNjaOC3Pevtb4papbeIPD90dZv7uJrc7EuFJcBRn7w/AV8IeLL02viQkTG5Ik+SRe4zWS5dHHc9OV+VqWxyHjrUr1pls5rd7cDnDH71VfAnjS98F+ILO/tp5VEMgZkVyAR6Yrrvixbi7Om3sUjtM8QyCeF4HFcRZ6D5k0XmHCsRu29hmuiFCdVtxVzz/AG0YNXdj9J/gT+1Bp/xQurTw1a2e2R4S1y0hwvAGec/WvYPHVrt09H0W6j+1LGVa3VR5cid1OR1r87fhOzfDPxxp99pl19qsboCJgThl3Y61+hNx4dlk8BwPp919ovpwrrK4yq5PTrzXh1ab2p6eu9+1j6X97gZqdb8NU13vszyuH4iaj4PtfP066mvNBjfZqGgzMDPZkdWX1Xr3PSu50v4tWE2kjWdCEN9bMQJGB/eQjocg+9c5q37GviO8uNQ8Uab4oS914jMlvHwknUmM/Nx6fjXkUPhO+0y8vr/wiosvENmGTVfD0nAkHdkXjOeD0pLDyvzbvyO+NbC4r3/z0+/9H959R32h3utW8/iGfXozoUaFmt1Xd5gI+7jb2/rXxJ8YvDeo/Bnx1B4o8MXb/wBmXUnnxXEJ+RWPJRh9c17J+zL8dY9a1i78F+IcaTHDvNlDMOGyMbGJx0wPzrZ+Onw9i8KeH7jTL+Rb/wAMas5kt5Iz8tjcHJyTyNp+b0611VIvRpaWLwFsNWnRq3u312a/zRy3wz/bnudQ8WWlv4lsvKt7kJFcBWPltz94ZPfPNP0vx9FpfxG8faJ9mjbQtXC3EUMZBVgVHv1+avmiPwXLe62PD05jtdQh+a2unYKrgdBn8P1rEXxJrXw98USSm4Y3ULbDubcvHH5VjCUqd4x2Z7VfK8PWbcPcnFdOttYv9Lk3irQBpuu6jaSL5IWQ/J3Q9jVj4e/GfxB8K55xp8/2mxlBWW0l+ZG98HvVHXPEdx4o1GS+lLXV5cLmRjyTWTLpdta6W0mC25/mY9jzxXZiMNSw6fJVUmrbba7o+k9jUx+GhGvBJ2d35rVf10K02uvrFxc3HkAyzvlo+mCT1rqLPQ20mG0ubyWO4lV1kCDnA64rCW1aOzkuoYkZSNrbT1Hr7VlN4rnsLN4OWDcIx7e1epktTKqtKth8fD3re677O22n4GWMlXy2rRxMp3VtdNGr7/11KHi6RbXWp3tJGidjyEOKq+H5obyR47qURKBuLNVw6LPrd8blEZ0JG8qM1saF8Lx4s8ZRaVp74h2hpZJONnTNejhMnq1VSrQpqSlZcl7N3697aas+HxlSssXUxFNWjzP0Ob81lbfGzS2+cc+lb+n+RqGwRYbb13dq9C8ZfC+28MuunRjJ28NjOa8zi0ubQ9XEfkG6Sf8AdhF6nNetmnCtXJ6satWLqUv7u6b6a+fU78Hi5RS1S5t73svPuSabqEEmrTQ/ZUuVPBb0+ldRY+Fri8hM1nEu05+STimSeEbrwjJFdiw2rKQRG3X6V09j8Q7CxvoE1PTprSAKA6spb8QMVtheHMrjb+0qsqM30kmrX212Z6scwxdGm48sZ63uv6T+85zSrpPC+qpLrXh24ns+m2EdffrXbeF/jP4N0HWEkGnT26r/AByAbs/nXe2fxX8G3sMcQuITbRDIW6QAnjnrXmnxAuvCHiK8aaw0uBQ2cG2IBP5CvSrU8Pw1TVXCYmnPtzRu/vjc4YLHZu3CKdraq9l+h2Hir9piwt4wdDfzpH/icciudt/idrOqWZ8yTZ5rBtynBrx268Iz+aZLa2kCZ43Vbt/DPie+kSETLDH0AaTaBXx2O4rzHHKSdXli+i0X+Z62AwLwNS9bCObW1l+bZ6FrF5NLdmW6n8xnUc5z26Vzcvhu01WYlpFiJ5zVKPSdX0uNormZZY1OCC278qpXGoXNg+6M+an909RXw3NKc3Kbu31Pvq2KoSw8VWoOMez6DdW8Au677abcAcc1St9CfT/9ZJuboQK1rPxalxC0Tz+USeUbimXEgkO5W3Z9K6JXi0j5xYPLqjeJw619f0OSvN1jdNhcxsenpVzS7iZWARnWLdu2r3NdZofgLUPFVw721rNNAv3pEjJArsNP+FmnabY3lxqWqR2zw8Jb4wzfrXq0Mur4hxXLZSTab0Wm+rPnoZfJVJVVL3YtaLdX2+R5feqWujLH8sjfP+NQaskknlX0DlJAf3mOx9f5Vq+JinmFrOPyxH096563u5XJWQYjYYYV5k6fI7Rd7HRi6kYynRqJrm1v2ff/AD8jdur6PWLaOXePt8a/M3Qms+S+kvomE772jHBbrVW1eO1kMbqSc5DD0rPvp9zPJDx6rUwhGLtbT8jkxWZzdP2k37z0ku9ur7sWfV2tv3UiZX1FOs5LHULqOKSYW6McGQ9qfoP2G+uDFfD5ZBtVv7rdqadB8m+aILuwePetXJSk47HhRjiasIV1apBu1uq8n69DWuvCEtrGbtJVurTO0SpVKO4js2wPmHeup8I2V9cTXGmQRNNGyFnjA+7jvWa3hMX0WogyeXcW43KmPvDNc8akqbam/mfV1Mt/dwrZfTtJ3vFvZrVpN9LbfcVYdWdRlTtWsyXUntdRjuIOqtkp2NT6Dp8N7b3Fs8jJdL80ZP3WHpVKSH7O58xeVODWqs5NLoeHXrYqph6dVuyeqd9mnqvJndate2/iPTxdIoQsOU/umuHuY/IYgA7vWrum6oFYr/yyYYNRXl0IZCjAMG+61ZUqbp+70PRzTGU8ypxxM2lLZvz7/Mr6Po41nUGjkfyztJB9SB0rY0fQTfXgsUKrIxIBY4HFZVpdNHeRFW8r5h83brW5r8UkLxXVrIpHBLRno3rWtRqNknv+DOTLsPhvYSrOHM4P3rbuL/y/Uqm2ezmktpUK7Tgg1l3qS2r7VLGNj2rq3uRqluk8o/0lRh/9r3rPm8pU3Y3H0rOnUle3U9XG5fTlD93P3d4vrbsxPDN9Npsw+YrnkVJ4uhEjC9hQAv8Afx61V+1CRhhcbeamTVEusxMMgiiVOUZqokaU61OeCeXzndfZ8mZ+kzvNHPEwJVhkU+W4SOMDowrofDJtLcXVrPGrCf7jkcqf8iue1rTTBdGMcNnpSUuabictbC18LgIVlJSeqfda7f5D7OT7Y2StdBZ3DWLqY3MZ7kViWMS2kaEnJ79qtSTeYxA6GumM50XzU3ZnZhHy006qvJnoGi+Pn0m4ZjIzxSL5bkdV75H5Vop4wuJJ3urPUJI5WZnZC3UmvLI0dNwOSrCrmnpOzH0XmvqMn4lxmVwVGMrwu3b11NMZhoZlUc6kPff6Heat8Ydc/se707UbAXiTr5a3Eqcrz1BFbXwR8KQ+MNWksblpAdgcRp/FjJqH4e+PdJsFuLHxPZDUtNaPYsZXJDZHIPNej/Dn4h+CvCurTS2UDWSynbFM3LY9Cce9fTTxmFzLMcJi684yi7pxas1u9bfg2edSwOLw2FxUKd7pJpr1tp95ueOP2cbG+02S+Sza1urdNsSxEHzT7gmvCfEnwF8RaVZm7XTpWBOTjBI/WvqO++IiXkDzxXiiMsCGDdRj9Ky9T+IE2i6JcXkszzM2YY2Y/K7HjGPXmvrM24ey/FxljZvksrvltb1PAwOIx1NRw04qXNLre+um58WDQ7tbopLEw2HkEVXv/tEbtvRlHQDFfVOt+C7fULC11C22NeTJ5k0bLg59BXAXHwp1HX/tc8kUaNH0hzhj9K/I63D2Z0mm6Daaura6H2kv7PlCUaNezT66X6fceG27RRuZZVywq9YXLRlps4Zvu+1a2reBbi1vHUqwCkjBHpWZd2Mtq2Np2jtXzk4NNxa1IpYevh0puPurqvzHtq0kJJBy1VbjUL64O9JMHtk0xY1kzx8/pUTyLbnDfMey0kmtjGrXqyV5zaj5M17PxFdJCqXQO7oCO9b9nqEkURuGOJAPlH92ue0SyN7eJJdOEX+Hd0Feh/CP4cn4o/EbT9Et5vKsZpgssrHggcnH5Vz1I8zse3hcyrYSj7SpNtLa++nV/wBfiZen3E93G09xmWWThQf51tWPhjUVYSCBgsn3cCvY/in8Fz8Ivjhpnh/7OZ9JvpIzaSY4ZSeV+oBFfTPxA+DukaDqng77HZ4tZpkSVAPu5jLfzqHTrQ6dTgr8UYe1NwvLmi2vPvfzPz91ixl0l/OuQ8ZX+8OvtUmlwt4gsrq5i3OLXmQ54A/ya+kP2zvhVa+DPh3NqYmjNy2rySIFG0iORlAXHtg/nXyx8OEaz1D+zL+/m0+PUkPloQQspHIz7cVpKLjHe7OTC5tLHU1Jvlhfd9Ff+rHo2ifDW71jwje+I4oXFtaqSzdsAZP6Vx8N1/otzqKFZPJwqxnqc45r2/4d+ONQ1D4NzeAfDNu2o+INQupmvflJWG2Krnn6B/yrh/DfwbOm/GQ+DtZk8gXlkstvvPR8ofx70U6Eqi953/rYvE568C6soKzWkL6u387/AEPO/if8M9V8A3dnfzyf8S/USwiXPzKQMkH8xXK6frFxDBNYudyS/wCrc9jmvtP4s+FNL13xJYafqluirFYXAlR1GxJjEwVwfXOPyr4i161n8P6rPp8771gkyjL0K9iK7mo7HgYHMpSglL4mr/J3TRt+N9P1CDULK3lOcxCQbf7pz/hVCz/0DWoJpIV8kqFHHsK6HRpz4mvIWnld3W22K3X14NaE9xbWrxxi3WedSI4kYcF8f/WrjlU5Hbc6cHhq1XExqaRSereyUUtf63ZU8cfDf7bqVreaLcpOLq3+0GGMYMZyflPHXj9a5HU9OuI444Ly1ew1OJQy712l1I4r1n4UmbWvEsKTblWMBWKfwjOa9l/aX8HaR44t9PntYYodRtrSOCC6hIzIVUDDAdTxXQpJ3vpY8eu1g6yhU1Um/kujPmv4O2EWteKJdPu1Mc1xGUGTjJr6E8M/DeTxN4U1DQL63imFnMY42x+8XkjIPtivnOG31azmsbuaFtO1CPLW14w2JMBnjPrwa+2/2RNa0XxVZvfz3QOtM3lXMD/8s2/vkdwTmspU/aTTSIxTdHD1Jc2j1Xqn/kfLfjb4F+I/hnqEepaa801vGd6XlqcNGfcf/Wr6Q+BP7Q3xCsfDKT63pJ8b6En7uWS3K/aoB6spK5H59K+nNS+Hem6tb3EJjW3uA2OBlJgefu1474n/AGefEHg/Xk8TfDSf+y7/AHAXNorbYrgHrlRj3/OtakZ0nfdHj4fFUsbFUatlLo3t9/T1OW+I3w38OfFyeLxp8LbpNL8SWn72502TMTyMOuAeM/T0r6H/AGafjkvjrRxoevN9g8WWKbJ7eX5WkxxuHr0Nct4a0jw149voNP8AFXht/CvjhPu3tt+6Ex/vRvt5+g966jxx+zAuqWsGuaBqT2njbT/mi1RjzPjosnPOcevesoylKXNFFYj2caSoVm0+l9fmmt0e63Vs80kTJITt7V8uftGeO7H4XT3Wt3iSXkMTmM28fJkYnAFeh/D/AONct7ZzaL4jgk0vxXZDZNAwwJwBjenqDx0r53/aV8f2/hixlGuaFPrOm3U/mR3KoSkZyOCcEDtXNiqcMXyUmtG9fkjzYYadCpar7vZ9/Qm034zaZ42+Gup6vp9nJp7xQN/olwAAffPQ/nXyjp/iqy8SaXp0cNtJb6gsxBng3Bu3GRXt+k+F7r42eBraz0d10Xw/akyXCqdpkzn5d3Gev6VteAPhfZ/Dyxjgi0y31HUY23+VEodYlPG5iPofyrjhTpZfGbgr3f8ASOipXqU6iUJbF74ealqPiDR00e2huraXaEEk7kufUjk19U+C9Nnk0z+z722b7LHEEAYAl/UnNcZ4C0PRfD+itqDqftUpMjMxztJOePSvUdD8SW17ZoZXKOB8rfwsK8T66sbU5W7JbHLjIS9nz2I9M0XSfDvmy2elrCkRw0wGCSfpXdWLS21rF95t43HnkCuYuNVtmhW1kZfKkPG3+I1dh8VW+nyIlxE4lhXCd9y179Cg46nz0ZcrudDfQ3GpRyQSblt2XMcg/rXhnja81zSdUe3vk+xW8if6PMp4wDzn8Aa9X/4Whp99aO0GUkTgxg8g/SuJ+MrL49+EesrYyrFqUcRMUjDlTxnHuRkfjXocsKi5JS0Z206qi9djnNHl0nxJA2m2dtDqU6Q5kunIwCR04PWvItS8Nx/ZbuCK1KataynzW6K6dsfif0qD9nvR9T8LaTF9pjuhLKQWZs59816f4o0ux1LVrme0WQSSqoY7vlQ8c47V4WLw+GxuGlS0dvmdkYU60rTeh8xHx59j8eafodrbyf2qG6ZHy8jrzXrOhzavpPiKXU9WnFzFJGQ8BwAqgZz+lfGvx21DV/hp8bdSvLS6me7iYSQ3ak4IJJwDUd78XviH440IGa9bTolYRtIilXkB9TnnrXThctjgqUaNN+7b89T1KVWnCj7Ldn6M/BPx5a+LhNqOm2paxjlMAVgMgjgn1ro/jB8MtE+IVvFFMkcFzCRPu24Jx/8Arr5y/Zg8Qah8K/CMsdxanUZ2HmQSbvkc47j8q+g28eS/EPweL6CzXTNSkVoiDxg5I9vSuindX7X/AAM6lOXOprQ8+bR9P0fxNpwHy6fhYNy8jOcf1rb+LFxqXgTSoL7Q4ftig5YqM8Y9PyrO02xOj6Da2Ot3lra3rMdsrOCe3JGax9Y8Ta+txHFoyTa7b4KNIsZ2ZHvzWcqFKrf3D2KFOMainNp8vfZnL+D9W1f4na9ufbLqjAhIm4C+2DXTr4RPi7TbrS9Y064g1O2n8sbj8q4z83B6f41zNnpkmhxXviOyIttajbe0bSbQG9BV/wAI/H+bWJp7UwyvrIcfaYXm3buOqnFHLTVJyd20c2IrzqVXCCSR23hb4fWXhiFnjAn1CVSjEj5Rxj8q5bXfhXpXh3TNS1S/1BJ7oEyrFbjIBOTjpXobeMo4fDss11B9mdEZij8McDpXzrdePP8AhLftD6aZbOCKVvMkbJYEE9K8+PNVk4xi4xWv/AOfDe3nWSe11ckvvCc2taLFdAl1kBLE5DCsDS/hnNewTW+oSyQWzgmNiMkivYfBvh3UdQ8LpqKzG4+blCPpzioNVtdWnvY106e3QfxrKQRn25r0aNPRSid2YTpVXKEnd/5HjPiuxtPBel2FjDqbRT9VXYSCfyq1p+l3/jbVNGtGumeFlPmSgEKpOPb610k/gXXNc8RLHr7Ry26n9y6Lxj0HNejaHZv4LvI7WHT/ALRZMBuPl5xXRUq2ST+886MY3U4yu+wmm+EbTw94Ze1Msst0h+ToQa4H40WRj+H0hk3xuMt5cJG5uOldp4m8TNoq3UcdlMZJBlU54+gxXlPiO41DW9JJu5PsioCTHOcZ/OlTdKNpJanJXU5Sbb0PKfAckOpW9zZu7IZxt8tuPz/KnpBaR3U2gPbSW20/LcQjv7GuOl0HxrdalPd6fbTQwKxEbxxkB19c9+9dL4Dh8Trqca/Z5r6YN+8QKWz9a7nQcVLTc4ZVIVJJu+hreBdFubjxMDJbf2hDp7Z8xsqWHp255qz8QvDdj4h8XG5sWS3s7nh4GA3Rc9/z/Suss/GOm2txNo4t5LHVJnwzltvOOnSsTxZ4Xbw7qK3S3dvIZB5sxaUA49MfnXD70Xy21Oxez51JvTtc9X8C6YvhiytbLS71HVovmYEcGtm3+IXiPwjcXEOs2EsmiMcRXaqGTd79/SvH/A+tWmu69p1hpsvlpcNiYiQEjHp+VfcXhzwxpOoeGzo08azwSR7WVuc8V6GEot359CcZOHP7uqPNfBHxYsbmVzcyAov3SF4A/KvRtP8AiJpuo7pbd/NVR0Iyv1rgL74Y2uhQ6tDYxx2giRmVnXANeMfCX4iNa+JL7Trk/wCjhiVLrx+BrWpSnh5Obd0cfLTqO6Vj6tvNb1CCxN7FbQ3cbD5Wh6qPeuK8deIL3xZottpdjcrYXbEeacHIGevQ1Z1DxHNpHhUanokMk8IbEqxqSo65JA7V5p4j+KV74S8R21zHYNdC6X5pIE37R3yB0qVGXtL73/QyckruOlj1/wAH6hrXh/T/ALLqN4tzDDGAkiDqMd+K5nUPi7b61qz6LY2ubxT/AKzd1/WqOpfFi3vvB93cWaCW7KbRCow2SPSofh34B/s6WDWNlvd6hOvmSb48Mg9MV18krXRyKUNZSPR9B0Fp47e4kZYrgHMinvXcxXMkYVS25lGNtc/bxtdNHLv2qePlGCD9K3bO12Z8wb/QtxXpU8Pyat6nnVKvO9EWo7kE5bg0y+vBMoBby2qG7s8QlwTkc7V5rNaGZo8r+83fwSVpKnGxEZO5yvxK8HyeINHme2SG6mjG4xOvyt+XeuS+HtxYXWjS2kFsYZrZiJYpBjB74r1fbfw28pijjVscIelYeg6Da+Zd3VxZCzmkPzgDgn1BrinFuDaO26Sszzq8tYGvpbuwGyQHG1iefauqk8Mpq3h1Zp4gsiruPlt/9eqPiHSU0SaWe1JnSVt3lkc/hV3S9T3aOBHG8LtwUbiuRTlCSN5JcqZzmlw3epae0ESKq5wG4z+tU9Y8IfanjW5vN4UcxsTiuhuNIt7WxN15siFfm2Ie9c/p0N/rMs8wKt5Z+VJGxkfSvUpzW60RxzS3RxeqaDBZ3jW8N99n3jCiPqPzrkfiPpdvr9nBpEvnx30Kbhdseo/D613/AI20IyaZcT2sZivQpO33x2NeT6Bqmp3thcR3byTXKkofOBDAZ7E10yahDQyipSlzPcxfD+i3+i6PcXV1qPmW8Z+QtkHj6CmTa1PdaTcX/wDaCLbRDlFwc/pWvfWdynhmeAq7wkHC7TWL4V+G8Hibw3NbrBNbMz4Zo+h61515Raj59D0I8rTlI+R/inrCa54qe7jTYjRgDjr8zc1yFeq/tIeB18AeOrPTUfzEfT0mU4xgGSUY/wDHa8qrOo3KbbOqNre7sfr/AOMPh/arcMn2x5VDbgqnpXd+FfCGk6tpdq6HbcwjOW5/nWfbyWF9pO6QE3TDLMwxisez1yfS7iJLSeKKJmCksc5HsM1wUqPsvd2d9AjWlUTR39zG9pE+blnYcDgAD8qrzbrjS4oIlFxdNyx/rWZqOsK9zb2udwkxu9617mZNPjiW2i8kNwzj0r0OWnZOfU4qnO9jktbs7u1jL3EC3ENv+8O08CvDNa+J3/Ccavd6fY2/2YIdjOnTHqa9z+IXiKG30OWGGZktsHztp+Zq8Z+C/h8+MNWvdO8PaMLS2lkIudTvHDuU7gDAPr+dXRw/1qo4UXov6uzopuNCDlVWvQ5r4Q/CHWPFHjS51RBHPo9nOPMcA/PgnIHHsa+9PCnhvSUtI5rayijfaASVG6ues/Ctn8OdBt9L0mzKx9WaNeXY8kn8c11/g6xmtbVvPGx2O7rmvoKlWHsvZ0/hjs+/e54jpuT531NC10uK1mZ405bqc8VfuIbbUIVVE2svXmsjWdQkUNHDuGeMr1rzvXvHUngO5hnmYmFj+8y1eC8XSVdUXK0jrVGo6fPuj1dPKsHCZLMf0rIkunur6SKIMVxgk+teF+N/2vtBsVaHSklvL0DptIwfyrA+C/7RVz4z8YXNrfSiBVG5Yzwa9yll9WdOdZrRK55DzCk6saCfvN2R7Lqtzrvh2G5OpAfY8kxNDyce9c62pwXUMMtyPPVG3/PGP8K9E0PXLfXrW9kkkEsSsVw3PrXGeI9PlnzMLhILSLJEZ4BFeTKrKm+bY9pQUnyyWpn6T+0BoN1rEmi20MkVzFwzMMKD6Vr6Xerd6s2o3csdvaINzMwHT1r5o8efF7w5pd7fWVjosdtqbhkF8y4y3Yjj+tZfhf4z+IPGnhdfD0NtJe6lcubdrgRnai5yCR3GAO9E4V21Kmm3/n1+R0Unh6keX4Wj7Ck1TSvEmqWn2WfzIvvpJGThsc0TeG01vWPtDj91Gfu9jXKfCPwfeeDfD0S39w2oyRqFZ40JVPYDmvWNLv7VrUNBEUP+0hBpVKc4R115fzBVIU5/una5wnjrwfY61pbW6r5dzuAjVWK9/aum0rRZvC/hG3t0l3zKnzHrW9Z+HYLqT7bcYaY/dz0Wo9ZVlhaCNdwxnNYQlONKUZvW9yKkU5LlMbRWa40Wa6ndTIcgIKwVuL2zulPl4hc8hRU+jxvFcS5fMZP3ewNaNtfF5J455REwOFr4LOqsPaJS/wCGPocGml7qKTSBo7mSO6keKNSzD046V4T4s1w+NLpI9DidzFcbbicH7oBIPFe2319omjwXFrNM4ecEPjvnivKNVsdI+FPh/XNS04/avtGZViXltxyf6181g69KjVjUTWjv6vselUpzlB3izpde1uCe1FhpjRXBhVRI7ZxnvXj98lidevJ0miW7dgrPk4Uiue+B/jrULW4uxrELynVrhvJtsENGMDk+3Fdbr3hKPSvEAurm1VrKZ+VUggk+tfZVk5WlT1uv+HNMulTj7tV2NqHwbZaTo91raahbW8cpBkWNfmbpnHFegeBfEmgahohuLWBkhhGJJJECl/8AOK8W8UQy3upWltBMbWxtGU+XCdoP+PWuq1bULrXb2xtNHvYpLKGPEtpGcM5GPf8ApXpZe3K3s+ulh4/Dw9i+fzd+x6FdXkGrpFbQO1vHNJtULjb69KwvGGo3Ph7SZ4ZgtzGnCJgYPvWfZ6zplnfaeIvluozuuI94ITqME/lTfEGpReNfEq6bnzY2AVGXkBjV1LxxLpxf9I8zDxlUw0ZzRx1jfPcWoW5lkKO28QlcmTn7o7cf0rQ8SeKmt0haz8/zbfbCYY+G54x6V1Os/Du/8P6xaRCdXtFT7y8EHFdLpPhvT7fTUuLm3i+3KcrtXJkPY4ovJyi3orle1pwi+TXyKd7baprHhcQWa7LiaJRJuAyoIB/OtbwHZzWOmxaNbXG+K1GydpRyO2Ace1NmF5aWk8r3MiyLgCPkLz2/Ktrw+1rpGiXc8nmXF2FO5VGSxxxiuipW5tTjo0/ZReisyn8RrR4/Bl7BpTBLtkKK5PAz3zXh/wAKvh7deD/DfiW1utTivrq7Y4hgb5kz1PSm/Gn9oa58J+G7u3h8KaleXhJB2sWRc5wfu/pXzX8PND+MmvCXxRpeoyaItxNloLkkDaccFSRnrWlPnqKXu721KcoQ+0e7fFD4nWPwl0zTY7bUPs77cXFtEMyN+J/xr41+IXx21yLx3LqWkajLBYyqCVYjd1Oa+lPjN+zj4q+Imk6LrFxqdpb6yV8q5YRbUx6/e68CvKPGH7FGpho57bVLe8RQGmlXAyO461fsaktZO5jGtBNWPSf2evjTJ4q0N7We8SRY3y8Mhwz5znmvpBdN1PxDdWsClba2ZQUQMchRyfqOtfO/w+/ZztNB0uPUbWyVJoVUeUhBZzjrx1zivVvFHxKutHi0xtPgme6sbcx3MUak7eD6fWvNjRrU5STd4326nqTqUJqLT97uXfihodnryXPh2e0ijtRHukWNQGlwPX8a/M/4neH/AOwvFGomG3kh09ZiF3DJAr7PuPjNp995hn1WMXcjiSSVhh1xn5M56c9Pavlz4tfFSwu77WdP0+wguIr483E8eWU8cj06V1w54zu9jz24uPLB3Z57PNaa1pKlZMbflRG68dTVbTtAQEKjEl/zrFsNTtdAt5YHTzbiYYD/AN2u18A3wvNXtpmiYJE+XOwsDxX12W4qjRpynW3R8vj8JXrV406HU6v4d/DHUPEOtW1jZRTXMsjAMFONo9a+xdU0Dxj+z34Wsrie9/4SDQmAaa0kOJrcY6rwMj8a828A+L7X4X+JbXxMLf8AtCxuExLZxHY6Mfz/AJV7sPiL4R/aHvo7SHWPsj7RG9jdN5Z9cAHrXg5pjsLmHLKjS5Wt11+Z9bl+WZhlcZRrVfa0XrdaxXp1T+4vfAz42aZ4gvBBoE8uqm4LSS2b4UxsfUnBrzz4teFrTxh4vuNT0W9PhbxfZ7mWGX5RcY/hzyDx612Hij9nXR/Dd4v/AAjN9caL4wm4s76xUrGQOzY69fWvGvHfjzXPDt5/wj3xf0Nr1F+S21y0Uh4/9vODnvXmyi7RqQ6HrYKNOtOXsdX+P3bNfieJSeFZvGmteIdQ1fVo9F8XW7NNHbR/IkmMk7SB14riJvid4sms7vSZtUuJ7WRTEysfMXg+/Q8dq6T4xWNn4Z1KKfSPEUfiaxvE3o3/AC1h/wB7k4P4VyPhG8055iUcRv1ZJDyxrT2KlSdaTSa2XVn6PgqdOty0VL3Ja6rZrpr07dUYv/CQT6RfI+redcsqhY5AfmUD3q7qup6L4k0t2+1Kl0BkB+prb8UeGTrUG+GPccZXArgbLwvp2pSS2V47W2oq2Iz2atZYypiMPDDOyUeyV/n3Hi6NbLqzVKKnGWi5vyuVvD+oPp2oAq+Sv3T2I9K3rq8juYriLHyzDcB2DVia14Tk8On7LJLvccqw7VS0+4kWN45HIdTkZrilFp3OfC42rQp/VKsbJ6+j7fcS6DqDW/iizimdhbu3lumeDXRfEDwzDptySiYt5PmRhXAa3dGG+gnX5XVgTXod5r0GueFQZGzOqgbT7CicFpNGeW1oYiGKwdZ3tqr+mpz1v4gu/C9qGRN0Mox8w4NWNP8AFP2+T7RHM1jdD+KNiM1BqTf2h4XSB/maBty1z2k6PJqUhjgUKw/vHFaQrTk1OTd46J3ei8jlxFfFYWtDC0PfpzSfLbq1r80d7H4w1u3uvtc07ajtXavmc4FSeCPH0dl4rFze6es5zujRuzCuFBvdPaSFZW+U4IByK3fCMKtdJd3Q3GJgwNe7/rDmtOlyKu2o6q+uu/UwwdGlicZTpwhy3fvJ6q2zOy8e/Gi38Qa1BPDpMloYT88ZOQTjHHNcbfeMn1bUDM8B+Y9GHFdHb6XaR3t5NdQI7SjfGzjp0qldW8d5OyqEiXPVVrHGcSZhmiUa8r29Fqe7Dh+vhFzQrKzdkra2T6voVI7fTryPdcSLbk9x2qOz1LR9B1B2F090g+4yjgGmvptot1tkXzAP73enz6XYS/NHbLGPavnp1ObdHZ7LExkp0owUovrd3/Q2b3x8NQVPI8tlXjC8ZqSPxvbRx4ZWjmx3rDh8MwN88ZEZ9cU248PyN8yzhj6NWcFFLlPReKziK55JP02/zOhbxNBfR/PKjH34rCv5omk+VssfSm2/hc3XyhgJP0q5pvg25W7XepxuxitvZqUkkTUrY7ERUalNepjT+HGvU8xAVf1FdL8LvAviDWNeMFvAWtcYmkkGVVf8a9w8KfCK3tbe1u9UdTbld5tl+8fT/OK9Bu/FHhzwPoKwwWSwpu+eKFgCx49ua/T8r4RkorFZu+Skt093/l+Z8TjMRRp14vK05Vr7rb/gni3/AAsbVvg41zo9va2+oWBYszAfPnnj9a8p1L4jR6xeTyXQZHkbJU9q7Xx5rUPiPWp7mGzW0jJ4QDGfc+9eb6l4et7q5Mi4Q57V8jm+NdaX1KFTmowb5fJeu57/ANVx2F/2zDJKpP4k+o281ow7XCCaM9DVb7NJfeY8iC22LkKR1q9/Y8UNoynkVZlvv7QtRFPgXEYwkmPvD3r5py5VoEsNUrSf1qVtLpdG+qvv6fccrMTs2sCGHRqNP0ya7kIRSw6e1TTK0t1sYYGea9As9GvdJ8NR3M9mY7Kd/wBzORjLY7e3FdkaVWpCU6Ub8qu/JdzwcJgKOKxCVefKlp6vschpfhGC8+0q8phukG6Neze1Vb5pYWHUSx8H1rQ1DUhFdCVG2zqckVS1ST7Zi7Q/Mww4rji5c15bHfiKOFoUZU8KrTjvbqu/qvyGQeJNS02QahYzGKULtZh3HvT9E8STXV4ZpMmRiQ/+1muckWZmZEJ8snJWtCzhW2UHdtauicYyjZnzuGzHF/WFOEnZau+1+6N/+0LfTZJLSVB5bNvimX7y/wD1qoa3arPF5qHJPcd62bG107W9I8iceVer9yfsfY1iXkMmj/uJssv6fhXLD4rLf8z6XHQqPDXqJOjJaNbx/uv06eRhW28nYBhRWrY2K6tdQWssogVjgSt2pkccaKWHKt0xSgE4CDnOa63d7HyeGoqk0qnvLqu67D7rQbiwv5LaXkofveo9a0bNTFA9uzZVuR9a0mmOoaarS83EYxu/vCskK0pDrnisHz/DNao+pWDoYOp7TDXcZbd7PdP0HDUhbsVK+1XdBsrTXtQFtPcfZlcHa3bd6VlPavcX0ERO3zGC7j0GTjNWdS09tHvntS+ZUPDL396HbaLsxU6lXmc60OalFpNPS9+nzI7zS57K+ktjxg4z6j1rrdD+Gt1rWjz39pkpDwVxyx56flWNLdPdQRyNzKgwx9RXZ+Dfipe+FYIraCVBAWy24Z/rX1WR1cLXl9WzB2i9vXp/mZYrBU6MpVsNr1V+3b16HFmymsbgxToY3jPOeoqzNHHf4k+9IvBrb8ba3Y+J7ye60u1ndpXCvKwO3dgZ7Vkx+H7/AEWFLmeP93IMhgciufHZFiMLOdSh+8hH7UdUvW2x24PMqNTloTVlLv8Ap3Ma/hcbRGpbJxjFXfD9mlxeRJLnazc+1bmkarY26TxzwLI0q/JJ3RvWs+2voLK6ZSQjjivmnOUk42Pdp4OhSqwryqJpvVdv+HGalCq30kcH+rVsAmnC2mhjJUUtrd28mol5ZIwigt83INM0ya61q+FvAo3tkqCcDir5FTp8zeo1VpTrOMd29LDvtQtbN98RM7cbj0A/xqCO4muNPhMZO8Nn+VSvM0MkkM4BIYqRV/StSsbDl1BA6LU83WKKp0lObjKpaNrO+5Vi13V7PKmaUIRgqScV1ugeMbzxHcaXp97KRY2svmDnq3HJ/IVjt4ltLqQrLChjPt0pLC8sLeU+WAMHI5r0IZhiKa5eduL3V9HrexrTwNGpNNVVZd972Pos38usKkmnOpiBVRjHYYI/OtTwj4V1C8eIyyNI7Dcx6YHvXgmh+L5dPvA8Fysa/wB3eBXufwu+LsKLenUrpQgxsuG+ZV5r9zyvjTC45Qo1VyTffa/9bHw+Y8P4nC05Toe+vLf+kaHjrwXpjJFBLZfNGd7SR9weSTXh3iT4e/Z7o/ZPmjIy3mdq+g/EXjDR9YZpItVjZVKkop2r07DNcwmiprARBBvJyvmY+Q9/5V7+IyXLc0gnVgm+60f3o8rC4/F4ONuZryf/AAT5d1rw4kMziKTEinBx0rIt/D87OzuCQOle4fFL4TT6XsvdLwz7dzwgV5Rbau9jdGzvoWhkzghhivxTPuH8TlmJcacG6b2e/wAvU+owWIy/GpSrPll+FzMXSbl2w5KJ3xXo/wAL/H0PgW8imjjaOeGQPHMvUEUWvhee/shfW8fmWa8MQefyrjvE0UNneJbR/wDHznPy9vrXymIwOJpwU60HFPVO2h7NSlhacWqUlLo77+h9i/Gn9o7w78YPBfh27Cm08Y6RcrIkiDIC5Xcf0qv8RP2yfGEXgGxntdPttPAQIl5fYMszDjdGoyBwO+K+M5PFA0CN4Y0L3BHLe9S+GVufFWu2U2uTzTWEcg3BjnaueQvpXF793Kq9D5bGYXBctPBYKF5Jtvra/T0PYNN8L/EX9oXQdb8V63qNxNp2mQPcL53CSMATtVQMZ4rqP2gdI8Pal8Hvh/qsE8Vn4kjhMYt7cfO6gsCTj6V9GzfGb4e+DfgHeppFuiWkdsbeHT9wLu5XByMfTnFeEfshfBuP4j69P4m8SRebo0Ukgt4bjlSWJOBn0yfyrBS5v3i2R485zjd4qPKoPbue+fsO+E9A8O/CceIoilxqmoSNDNIRlhwML7feNeaftUkeDfj94A8W5Yp5nlTqowAvYfoK674arL+z18Y9Y8C6hz4R1nddaXI33Q3zfKD0ycLXO/tpeItN1PwpPb3Lww6nbOk1pIpA3ADG0e/+FevTqxdNJbnzWIpzqYx1Hqp6/J/5FP4nfECLXLx5ViGmTIWV1cAkgjGcnNfLPxCaDxFe/Z08t5ozxMgxke9N1zx1rnxLv4082S1skXBDNzx3Jqprdva+HdHj8thJcStwysMn3NcFWcpTv1PfwuHoYOMXVu5/yp9Bug+I49Ht5NO02MNO/wAkly45HritKHTPtl3AryeUYyGDdyfWuNs4ri1kW7RQQrZfHXNdTa6pJPeQyMCWchS2OAKx9mou63PUzXNq1aEOW3ItLJaLy+X4vU9b+DsEXh/4lTaZIV8i9h8yKU89jx+le46ZeadpviKNLy1WWRDui35KluxxXhdx4efSI9G1aznKXVpIDLuPBU8H+da2vfE4TatBeWTeZ9mfJk/hZh2X1Nb+1jTjrueHTy3E5s6UqK0as23ZK3d+jR77o/wj8J3MMeg660V5JqUrSJaqDvt8jgqe2MZ615j4m+Dfiz9lzx/H4j8Ol9S0VX/1ijIdM8o49fevof4A+DLrVlg8UeIna71eaLMP92CLoFPXnOfzr1uTSxItxbXEkU9tnd9nuBlVU9etdMKUp03Lbt/wTmq4+GCxXsf4sdp9pP8Au9rd+pQ+EPj7TfGXhnT9VgTzfPbY46tE2OQw7V6PfaeI7612yKqJksuMFunFeMR+Gbf4b33/AAl3gcRnw/N/yF9NQjacdZIwO4IHr0r0HwR4s/4WMs2rQR+Rpb/LbeauJXx/Fg9B0qudpcstzysRg0nKvQ/h+e6fZrv+mp2FzpmnPdWrz28LuvKM6jcp9j1Fa7N5du4Hygc59a43Vtb+xXCrOonSPjc33gaq6h8QI7vT/JgOG5B56VnPEUo3u7M5o4arPl7HP+PND0zxFrFvdzWii+tTmOePhvpkdR9a8N8YeKNIk8UR+G/EOlNLpN8zf6/hN3Yqc9a96S4j+yyXDEF1BIHWvnD48Ry+OPDto5voYpbWT5YliJnSTjktn7pwO3Y1jg17SaqPzOrF1XCMabd1H8PQms/D8nhHR5LfQV+0aLPKxJTjyhk1m3zXFxqkf/CJJPPqMduVunm4SRQCcfXrXLeE/FPiPSEi0iFGurqQAbc5jP413KeKNS8O27PLYeRfLJiRT909OgryMXlOKq1ZTi04776W9Dy6mN9no1dvqSfDHVtV8SRvY3qmOLzGWSPJ3Icnivo7wfoB0XR2a5bzrQjaiyfeSvM/APxC8EaHpc82poG1a5bzHWNMKtdBq3xq0q4s1V0xbq4aPAwMZHWpw+Cp6zl07GvtfbJRkdLqGmyJMWckQpzCB/OsTxhqN5plit5awyTtCjEqTx0+ta9n4o0XxlDCLSeSC42DbJECV6dD7U3xZp8ul+HfMG0p0KqNysfoK642ou0VohOL2sfOn/CS67It1qInw8jf6tONvXiu28P+L77TdLIvbgSJLxj1Fed6vNJf6hdxRxmzeFyw/hGcnoKoavcXwsws7yQiIbiFBKsPUivgs4z6PJOhFtTTscNWtFJpKx61F4ie1uoWtWDozDKjsK3dS16LCqGAZ/vYGK+f/CfiGeGaYm4SS1YhlZfT0xnjFdzc6wL3yn89SmOqtX5LHGYrA1bwk9+7sc9CrzO5jfFj4U6L8QLG63WmNU25hkHVz2Bpnwx+FdyNPFlf6RbSIcK28fcxj/D9a6W31H7LMrsSQfusT2rpI9akW1K28u7jjcO9fpmQcS1JXpYp+h7UZcyG6h4asPC15DFDOlumBi1XlR+JrzLxn8QtX8O+KrGC0gMOlxsXkuSflbg8YFdjJdR/bmk1KMs4GMMK4/xkJtS06dITFBGTg+Z0Zf6V99hsfhcUnGlL3l06n0OB5am7u0bOnatpvjy4j1Wa6DicHCqSQntj8a67T4Y9DtUjsTc/YZTtcKejE9Qc15t8MPDp0KE3aJGbdiAEQhvmHU8fWvadJsX1jTZYIJls7ZmG9ivf+lbpvm0R7NeEPZc1SWmgzTPhzDdahJbSzedZXC7n3feHXmqGnfCfR9E1KSK3t47mQSbxcpneB6V6NpPg++ms4okm86OIbGcjDEexpWtYPBl5E0MJkUuN/OTXfSUErtWPj6larOpeDu9jhPH3g+a9CSonyRciGRiA47jj1rynwz4asfFniS/sLVE0K3h+e4jbkE9+efU19R+Mxp/iTR5YocLNIMIVH3Se9fOnj34Z6t4F1COO3nkN3qsW3zYwdrA44JrSpS9smo63OnCV2r88rNbHR+F/EkHw5hS2Fyr2pkKAPyDmvTftekahbwXEttHEHG4SIgwc814zqnhGDQfD+kWF8Y7qeRtzxswDE9j+deteHFefwwsRUfuxtMe3AAHQVUU6UFFaI4MRL21V1b3b6mf4jlXUtkVlFHHLG4w5XqOKn1GP7DHGrqvmuo5xxmuj1Dw/Hb6XBeMmxWHKgYqgrW2qzR78bFxgCvNq4KWImpNnP7SNlfoef6n4FvPF2pYjnSzhjYFmb7x/StfxB8H/AA74gsfsOtP5r28e5Tbna8gxznGK7h9FivLO+8iXywU+WZhyh7V4N4Fv9db4szaZrF9dGVsw27xsWRlJwM+navcw+HhSjdrYzlXlNWg7Fvwz4l0zWtQPg6y0NrSC1BRbi8UISPYg+9dxB8N7bRtP3+H4bKPUs7fPck7v5113xK+EVvcaVaulu8186lPNXryDyTXE/A/wtrvhvxFPpfil5UW1kJtHkb5JFzxg+vAr1J7Xtoefy32Z5jq+h+HNQW4PiC2jv9WhlJYWqMjxt65AHFeN+Mv2fY9X1R9cfVL69j1BljtVtySijPRh+Ir9HvEPw40fUob2SC1ht5ruPbLOgCsfx/CvPvCnhKw8K6KdJWHzLa3f5JpCG57fyrXkUlzLUcGno1Y8V8KfsqwaRoekajpEbW+qWxVp9xyZB/nFe96RJb6bItruNteDBZXznFXNM8P634P0bUNUvLptQh5miXOCi9h3zXkGs/EDVdSkPiKVVgtWXCW9whRuO4c9evpXPNcq1RtF3Xus98u9FsfO+2306+Q0WGRhkNxXyF4t+HV1Br2seIdPENtbNcfurNhjjPUce9fVPwh8Uaf4w8N/a7yMyj7u0/MK4T4/aT/bGuaRodhFJpiNKsv2pkPlEAg7c8DPHr3rqpezqQcJbdW/I5ZSqNh8Mb7W5tFjsdQtYotMlj/eNsGT+lWF+GOhy3ksltLM0YzuVlB/AZrro2i8J6HbrdXANsiBXkfgZxU8F3DfW8UtjMFMgyrD7r/jXHBaaM1lH7jgvDfw/wBP0Fby4NvG7SyHy45B83U109roc8zRX1q4ttvDIAOR6VJ/Z91NqjTOSxRSAuOh9RWn4cZbeya2vRIzux5I+7XSpVE9ephKEGr2LOl28Md2JFAkPU89K6CSHeCcZB6Vj6X4btNM89I5nV5DvVmP8q1Ns9rDgszHHB9a66b5tnc46keXoQR2a2xc+YSGOSG7U12hJ/hI9VqMw3N9GfMUK1KLWS3WNI05J5LdK6Gk9zC/YbcMkI3blVfesrU76VXgj8nKsfvR85rau9MgkXZdbJQey9Kz5fKhcRA4Rfu4PSo5Va5d3cpTWMN4uyS35689RWN/wj8lrMXRhJGx4BHStma+aO8VVibf3l6LTL5pbu1aNXUN654rjqUVaxtGo0UtVsIl0tvMCjuSorllS3JMQU4IyrqMYrsvsRfS3hkZTuXGTXPQW/2GN4lILDrzkVEbRSsXdvc8x1y7+zXroVeeMcYHavPpNN1DRtebUItN+16fN96PPT9a9S16OSae4WAmKYH7wQ4IqbS7EWNiFcbkcfOxOK6YxVRuD6mU6vJqjwjxNdeTLHLDBM0StloFPGPzq1p/jFNFh8zSLWV8/M8CAE5/E11nxC0r+x7Vo4bZp4bg4WaLhoye+a838Avd6Lqd+Lks6A4WTHB+tZ1P3Wjd7fidsV7SCny6Hzh+154gXxJ8SNMuxbvav/ZESSRv13edMf6ivD69j/aoZ2+JFsztuzp6Eew82WvHK4anxux201aKR+wHinXotLeOKcC23EhVJxnrXj1p4k1C88QXb27qXRsIoJIUeuDXp3xd8Dxa7NZ3MM7TbX+VG6Dr1rlNB0nT/CepTqYxd3Mw+8jBUT61wrmlq3/VyqXLGN1uWtF1fW18QW7So8yEf6xjg16d4q8YyTadbQWdrJJe52mNfwqt4f8ABMGseH7i+e4aS8z+6Efb6V6v8Ifh2dL00XurwrNfy9PMGSq+n867/q1atSam7KP3sznWpRkrq7PnPVPB3ibxFG0S28ss0xwI1ztT619B/BX4TD4ZeG4o5wJL+b5pnx0PpXqMdlbWKt5ECR5PO0VLcW8skW9eg5xXfhf9lpOnD7W7/Q4cVXliLN9OxnzOwUtKm9B0OKbpbNDausjEuTkZ7VTbVrtZPLEHyFsHIrct1SSMMyDmtX7qd0cmtrJnnXi7xta+H7wfaZfLwM89K+Vf2hfita6xHDFaXoOHyyqe1fW3xM+G2m+JtPlmlcQTKuQ+eBXy5d/s92F5NJf37fuVfIA5Z8e1fMywk5YxV5v3UfQUKlF4bk+0ee/Cn4dXvxAvp7+G2YIo+WUjhjXo3gP4C3dv8SrS8TzIvLObkgkKRz/9au++EPxI0HQ9cXwidKk04dIZZF2iXt6V6v4j0rVPs4m0plimZunYivr6uPqQlzQjdOOnZpngRwNKnbpZ7mzpWm2NjM1lb2jAdSwJwf1rC+KsLW+imOC2MkjDAKn7vuap6D4g17SdQWzv4vNk+80sQ4/PmsX4ta7q1tpebW9VJrg7BExxx+dfP4itzcqfU9ajTUJcy1KXhT4U6F4i0sXur21tfzYwvyAY/IVLZfDy2s/ElotoYtPsYjyYIlH4E4zWf4A+IFhouo2Phu9njmvJgB+6OQD716v4k0GGfS5ovPWIyL8m04OfWvZhiJ8sZQWj2/I87EUoKq5dzTsYJJJJ9PgkVLNF2iYAbia09Ah0/Q4VspLtZZST80n3mJOeK4/4YeH7zSNqXVytwEGC28MT7mun1PSrW41ZbwxoXt+VauKSlGfLPruzdcqjzQehsahqVhp9pLKt7GHUfcY96zdPuRrcYG/MhXkr0xXFnQZfHGrXhIZbONhuZeMsD0Fddp9nfaa2wCJLNE2ggfMce+aUoJRfO9QjK1nFGTLb/wBmSSmJQzKSfmPWszXBPqGmwyRAJeFshQO1Qa5qVyL5dgyFbJz6VmarrF6UuWhxCFj6scEV+NZvio4ic7XstPuPtsHQdOEX1YzXtEtJNNa51K48mSPksvNeYeKNT09dFvX0uQ3sscJYLIuQTXTaHNHPo15c6zcs1nICNxP8q47xBLaaV4R1GfQrea5lZSkaMhy2c9BivJo0lJ8qSV7WXmHtHzqS87t6P7jyfTfGH9peHbXxNNdW9m9lKfNjjUBsA89vSvV/h74+PxWuTeR2fk6NCAEkmXmY+o9v8a8j8A/s0+INdzdam8en2N8++TTlYF8deRnj8RX1X4L8L6R4N0P7FgwWtugQK646DGBX6bhabw8HGpv0Xa/c8+TjJJL5nhPxRtp9Nvmkjl2Ox42jjFL8NVtfC91JrV1LNKzLt3MMAZ61vfHjVLWFLS508W1z5D+Y1qZVLuB2x1rwHxp+1slheR6cPDMlgk6bWEylAT6gEDit8N7SE+eO504mtGph40Yt+aueqaHe6b4wm8TPoZnht2k+a4bJO75c4zXqnwf1nQ7HRGtbsE3luwxcMvLN7mvF/gb8coPFWsWWjw6RCjyE+YY4+AuD19817XrXhc6brmYZVisJx5ksIPf19q7qlOXPe9m9vkZU63LTVJxduup22o61F4k1iGITRRvb4O3P3hj/AOvWhdXVjY2cq71e7hQuMfSvIbjRUvNXafR7xRPCAoiDAr1GTXpen+HnexE9wRNKy4fNc0anIrct7nPVoxbUou1ifQPDc/iCWG4e4dlP7wxt0pmtQz2t80Vnv8sOA7gDA5rb8M7tHtLiQOBG52g9h9Ko3mn3MlxcTw3bCz27239M81304xTs1uc9WbvdPREF34P0++VJbyNXL9FdQQxx3FYtv4ftmmazNsBsO9ygwv5fhXTnxKsUMSpCLp0XGSduPfJrnNf8V3GkC4uLa3+0h1x5aITn8ay9qoNxhqZ8jqdDlPFV1B9okGotNFCB5VrbR8lz6/pXHat4Gl0rw/cXMdzeSSyoTDC4xz+HWuuXxlpOlalBq+oSQXF7dgRxRSDAt+OevuK7HR/HukeMNDvVN3DBdWpwk0eAAO1ddGmr81y6jlGPKlsfO2m6p4n8I2tvfeIHYWLQtttYlAMbAjBY9elYur/F3QNDsJdK0Vvt+uaods0kmDsB68n2zXbfGS6trPwvOJbxpppEeUpF1kAPX9a+RPD8fhS+0XUtSvdTnXU5rgRLBCD5wjyN3zY44J7VlUt7T3NEdNOF6d6iuy3448P2uj3sjiFbhnIfcn3QTyTXzN4+1JdP1jaE5z1r6v1zVNMvLi3tLYvHoEdsIRPeygSkAAHGQMnj0r5d+MHhVdN1JpoYpTaZ/dTP3X61rKaqJK+x58afsW/M4C4nae8FwVzk/drv/BevarC0dvaosUczqrMVB6kCuM8OaXPq1yEUYQcV65aeE7rw/bq8k0cBTDqH6nv6130oYanT5sVK0X+JWHhmWIxChlUHKouq6fofaPgT9kdte8K2V/Z6z9q1WeASyW107CLcRnAI5ryfWfgafhz4q1B/GGm6tYEKTa32kOxRW4wSSwOOtdF8Jf24rX4c+HobC/0u61G5iUKHhmCjA/4Ca3/G3/BQaXxNpctvp/gZp0ddpF4PNH6AV4M3ThUk6dmj7uEM1UVTxcXbrql+Wh4HqXx98YaGPstv4jvXSAlILqRAzhffIrg/G3xc8deLLHyNZ1+S+tm5XzYUz+eM0/xl8S9Y8Q3k7yaPZ6fFIxZYYoCoUn05riNS1S4uMG7lzjgKOKUYJL3fu6H03s8NUpqVSnaUV8SST+bW5Vs4dc1ZvKtWMw6fKq1pr4Lv7exa4uJlSZTgxqcNWRDqUlvJ5lnJJbtjllNOfWr4QlCxkBOWkHU1cryja9mTh5YWMues5TXroX217WrO3W3ivn8teNmBkD61ENFlvNPl1GCffPCd7hj8wPrWdayzalP5ZPzk4GeDU1z5+l3DQzkTKw52HnFVTU+qMJ1KVb3k24+ZteHdcGrTTyapbNdExGNcfwtg4P5ms3UvDdxJGJYFzIo52+ldD4NTQriXy1uWhZvvLMwUfrXrdhoVnp+mt5AhkQrkycY/Ov0fL+CsRmVJVvbxSfb3vyOSliKXK4V/ev2/BnzBqVqL6I5UpInBGKlkXbYwxRvhlH8J6/WvRb/SYPF3iQWGlRDcGxJIo4rSvvga1hNkTl29OmPwrCXBGYym1QtOC+1e34HmynTvKUPilozz+xLyaW+8c9DxXN3Fz5e9QWilXoynGa9S1Dww+h20kLxM5IzuFedXtnG18A4wrV8TisBicvrOliYOL8z2MyhzYWlOjNSdrMxbfVpVba7Ftx6muz07VLaHTFwd/I3qOtchfaenmMU4x2FWNDt3WOZnJ2gcCuSVnE8DK8VisJieR63T17HoXia8NxpNuIE/h4bPOPSmeH4YxbpJcvvyvIU8qfeuXllvoooorgFVZN8beozRH4iWzsVHlKZOjS/xVwOnJK0GffxznDrF/WMQnG0dn306f1oa2uLG04kimxt7VSbV2jjAEZbH8QNUprqaWNZG2zRNznuKhXy2/wBWzR+xq4RaVmeVicwc6sp0fd5v60voaUniZ127AVHcVYg8URSfKx59+1Yy28h5OHWtKz8Nx6hGCuUY/lVuERYfF5pUnak7+TOr8LsL+d5VcGOLkrnr9K9Et/Enhjw7NbXVxeP5zYEkUkfCe9U/hJ4GtLFTeXn7/a2Fh7NXsWo6f4Z8UOILjSoXBwmPKyVxX6rw1wzicTSWOg4dOXmTe3o1+ptmmcSw9GOGcWp681tvQ8/1j48eFmt5FS/kuJEwEKDGRjpXnuseLJPEVoL9S0kIbA2nkfhWz8VvAfgizcR6Wpiv1Pzxxrhf5da85j0P+zyv2G7kiJ+8pOQa8ji3NsfWrfU684vl/kvZ+pPD+HxFFfWHSvF/KS80noWbjXVlUjLEnjnrVHqN4zzU+oaWz2/mI+2UdW6VR0G8WS4lgv5djY/cyDpn3r4CHLH3pdD6HEVqrrxo1vtbPZfPsaUMEkkJB/i9apXUca5BOGFSalrMljMUmQ5xgSKcqRWt8PfBc3xE8QCBJkgiQb5Gf09q7MHg6mZYmNDDq7k9DlxmMoUKTg3eUd79DnJtNnaEXAhZV7MR1q3qvijV9V0u202W4Y2sH+rj7D/Oa9V+I+jxaSttpdlAwhX5SWXljXmF4qafIylSr+hHSvRzC2V4ipgsNUbW0ul2t9O1zlhgZV6EcTV91PX+vMw9Y0a6WyiuHG2Q9PU1T0+GZFO/JVuorTvNSd1AckjtntToL2KNdjfMx9K8ZJ8tzzJYbDyxXPGbXqLJoMTaL9qtX33CH97EfT1H61z8NrNcvwprprGZo7gyRnCngr2Iq1HJZ2/nmSMl2X90VPCnPf8AWqwsVUq8lSVlvf8AT/I2xeX0K1OFWl7ttGls/P8AzMm1jMEYGc+tEl0bzME43AfdY9aszKqqXHArIuLpTJhPvVi0pSuVXmsLTUL6du6J1t1jUpjimMohU45NWLO3lmjBPzVbj00TMC/y0762ZFPCyqwTpxt2F0e2OoKzyuYI4l4A/iNQTxz2vmTQxs8I+/x0969r+G/hfR7zwzfsI/tF+2BEmQTkd64+Wzm0m6u7ee3aKOYsro6kA89RX1+eYGVHB4fFqK96O66+vQ2yrCrEVp4WVRxknv8AL8u55w9414F2jaynINaV9m6W2upPmk27Gb6VPLpMEM7pH8rZ4qSOxkNrNCw4PINfGc60kjsp4LER54Vfeb7bXW39eZReZY8bDk0gtxcbXxtDdazlha3mbcScVfimknICrhRxV69DipVlUbVSOvY7TwZqUGm5tmUGFnDHgHk8V6hqXhax1rS1it51QsCqx59f8K8MhZ7fa2cE8VJa65rMl0EtppGmGduDzX6Vwnn0MHGpgcRByjUf6Wf5GWdUFUp0qq0cFb8br8zofF3gNvDsKzfakdW4AzyTXFS2T3Xyvy4/irrtN8NeI9buETUxILcHJaQHA/Gpte8M3GgzOrwsMNkbVONvapz3hurBSx2BpNUn0e6/rocWBx9DFctDEuz/ADOIfQ5IlzvzVrSfN03UIZGLIM43Vfku90hEsLRem4YzV+/urTVNBtrWGPZLCx3SE8nOP8K/NainTfJNH1NHB4a7q4aesdV5tGDqima4ZkOSxJzmmWtmJHUOTtPU1JJps0fyRnJqxb2eoDSp7aNCzu244GSAKz59NDP2MpVXKdN9X317fMgu4o7WQKvIHeq3mAHKnFMTS7t5V3tx6Vv6To9p5ub87owOidatyUVpqTRo18XUtGHIvPQxLO08643SysqdevWuwi1yCHTfskc2xFOSPWubvdNxcuIm2RZO3PpUS6OzIfn5qrptN9Dqw0q+B540qd292divjCyvFjjmuhC0ZUfLxuAGK9c+GvxIs7V5LafVV8pUzGr4wv49a+YovDNxLcMQQF9TXW+H/B8Me2S4n69MHivo8szrEZXiFiYNy7q+jONUsVmyeHrUFFdz6jS6t/EV1vhmW6hJ+eRCeM9/w9K5jx98PtC17T8eWIr0jcswGCvbmuP8K+K7zQbWSCxliO3kJIM8+o5rp7HxVcX01sL4R4kbaSehPUZ9q/X8q4wwOOgqeMtGo3a1nbXbV/ieRmXDtahJ+y1gl8/P/gHhutr4q8CsbRGl+ySZCyLkqfem6T4buYbM6rqSSskxwrnk59a+y9D8P6TqVkya3HbXVoqtJsIBGe2PQVx/xDstHms/skMRjtVXKKifKB7HvXZi8hWMxzq4mq3RS92L2T/yPnsJUVK6pp899+ny8z5ps/C8WrXLNEomcda1W0l9NUW+3a56KBUWvaLqHheZtQ0eR1jPOBycd6t6D8VNO1Z7e31+NraWHgXMa8/jXwuO4Touo4QrcknspfC/SX+Z9LQzynh3yV6dn3XUp3sV7ZoI2Z3i6lGJIr3/APZ7/aWTwDosWhSWsMkDTb2eTjyxzzXjfizxB4ftLP7VbaiLxJAQI+rZ+navMl1c6hHdrFZoqyHInYfNGPY18DmWT1MDP2NSavv7rv8AkPF4rCYqKjGPPzdOqPrf9p39prRPGkNrp2h5vdTtZllhvowB9nYEHAPccV5Dpdpqvixp9d1uSTV540+VZW+RT9K8+8J2dvJN8yl1H616rpeqQ2dn9mDGO3bllWvnqsZRXLE2w1GOV4Z1qdPmmvhvqlrr87dTnbizj0jw+97cMlugziNRyT6VzHg/Q28TahNfXknl28ILKpPHXim+Lru58R681quYtPhbjPAbnrUN5qlpZSx2lrcPHagBZ2U8t64renFxXmfKOjOUpV5Kzle3ku/6IuzeTLqUq2+TAxw7j7v4Vr6X4fMkwjiukSNuTIfuqPeuZ1PXLWUpDZxtbWS8KjHLufWu28A+CdS8SapHa3UbWtmsX2hom+XKccsT0HNZ1oybvA+hy2GFw+HqxzGN6bV1FaSuurfQvx2GrXsTT6pfvH4dt2x9pUkfaAOw/lXrnwj+Dd18QDD4jmtzp3hqF9ljblcmRgfvn1zj9a5Lw7pt98bPGlj4T0ll/wCEU0Jw7yuMBwOSM96+3pviH4L+Ffgx4b6W1stO0yFWjjRgXdtvIVRyTxXfSw8Z6SPj8VmU6cPY4SPLd7Lov1Z3XgC4sPBfgGe9vryMafax/vRJgMmDXmWoeMrz4+apHFo6zab4JhfEmpJ8stzg9Fx2/wAa+Ute+MHiH9obxZDoNjcSaZ4YWTc0OSMpnJZz3r17xd8ZIvgn4Fg8P+FryO9vHxDZoDk7iMZwO2cVtz80fYrZbkRy95bGNZtPES2X8q7vz7HpHi7xZY6trFl4D0DUmh0ezj36xeKceRGMnaT6k7f++q7j4b3k3jK9hudNc2nhbRz5NkE+VrrHG4+3A/OvlT4Y6Tc+Or4eFtHvWlSeQXvifVT912zkRqfTGzue9fXun3kOnWVvpGhmCG1s1WNXQZBUcYBB61w13GLv0Rck6UPZrWcu/S+8n5vp5HSeILo3OqsJJFaPgAKPasSZbT7Q8EbI0yDLov8ACPeub+JXjq28EeHXv5X8y7lPlW1v3kkPHA/M/hXjvi74kv8ACnwW95qd0svibU8yvHnlSe2PQE14kuarUv3PQwuBcqN09dl5vr8l1Or+OXx0s/h94fktYt0l/dnyYQg6H3/KvDvCM2tSxzajfN58kwBSNye/rXj8vx007WvEA/ty6NxCr75M8gH2r2i4+JHh+y0WK+truKSBkDbRy3tkdRXuUY1OVK3KfHZtOnTrulRlzpdejfW3ka2peLjpkMCm3YXEh2s8agNH9MVkaxd67Hex3El881vJ/qkYZP41S8L/ABK0rV7wi52TNKPkJ6+wFaOreOTaFY0jRiPuDGcV6P1NezbjP1PIp0q03a1rlSG3tbpprjUbia3b7qkcbj9K7/QPCsfiaGO2/tEtZRkbmlO0D8RzXEeKvGWlxaTaoYWubufHmzQoWWIfhXs3w81LQPEXhUafBZi5u1AHnTEIP9k8j1rgc40eWNOKR6EcA4xlOTv2R6B8JPB5tfDup2qRvbyLJi2n3EggZGRnseK7a6aXQdBt/wC2cOkj8bj0bt/SuI8N3mr+H5o7fVb7zYo1wIoRuUr2AwTzjFdPq0g8ZaDcaSkU0EpG6F5Acxn1xisvafWnPkjaUfuM5OdJRU9iC/8AC+j/ABDj2xQxW10oIeVFAx6Zx6189eJtIvtF1i+0+7YvHHmMPjhlr2nwvomteA7g+bcG5TaPOODj61Z8XeELbxdptzdwwG2uWH8Jzur4LMMjpZlzX92r37lVqCrU1L8UfKGjzRWbzWNhEbgRylw/Bwc9PpXWWayyMYiNrAbjgcfhVnT/AAUvgfxFM5iWEyqSdpwCT6irL6lA0pRivmjjpgV+d5ll9PD1vZOV2csKUIysJa21wwDSBsdRmteTVpLOwCIcnuccirOn3qNbxMZQfLXG3HFMv9Ha6tftgYyRk4ZV4IrnjgvYfvabu/yR1qXIZOoa4moQxmUP9oj6FehHvWN40vZtS8L3YtLcS3ITCRIcZNaiwrHmO4QxpnhmHalWzht8ywyb48/LXdDGVKFaFZa23NKFf2VVSizwr9n/AMUeJrHxpf6Tq7SefGc/ZZD8vJP+FfaWk3ltoeh3szxP9luE3M5b/Vtjkjn1r501z4e6lb65N4o0a6e3mZMzKqk5Aye31Nb3wn8Sa14ut9Ys9T1aLUICfKFsp+dPwzntX7RhayxFGOKW0kj6ZT9tCMb69fzPpX4Q+IrjWfC01tDeLvhkLJcM2dy8cfpW1r1gbry9ivKz8s69K+S/h5qd74I+I8uli91CKzvGIELQuIx75xivpzw/40trRvsKzSSyscKGUke9ejyrl5ZLQ8+r/FdWiXP+EdvLO3aGJ1kULuTn5s+9Yba9qOtXltZ32mLI+nvuDP3X2r0LULaxWwTUJ3KSxgHC8GsTWoTI0V86PZmRAY3xnd9RXUqfI1Upux4/NztqWpxPxA8L6H4yvrHUZXktpbIjIiJz9MV2FssKaVEdP/eRqozu4PSsptLW8/0iXZbSfxbhjcKZd+fpBRS6mwIyW6D6VlUm56mnItEmb91FFq1rCpvJIl6BByM1Wg8KhbyGNZMknqtVNJW11qKJre7SGDeD8xz3rtdSmtfDemm6TMyqct3GPWtKMLQOWr8Vjj0ht/EUeqaJZyvb3iqV8wsRg+tebfB3wzfeFfHWoWevSi5uEc+RcSY+YAnkH8q9d1LT4o/P1UJBc22zeRbkBgD3PXNcV4j8O2Wq6bp+oaFMrX8MonRSMbgeWXP5V1wxGns5aeYvY295ansf2aPyRLJcO8Y5yWOBWf4uW1uNJS4eRZYY2GWXqPxp2g3CXmhpDLIh/d/vIy4O0968s+I95rFn4Pnh0O+82zafa7RtnaueQTmvSlLkSnJ+6zjpx9pLkitUesQzf2ppq2duGMboOdx6euaw/EHhWy13TpNIsNUk0+6jYHc3UkV0fwzs9NsfBdi11PG0vlhmkLDitW00nw7c3v8AaEckM0in7+8EVFGcVEmanfQxv7Hlm8NxaPPeNMyBQ8v98DtUXirwzptz4d/sxLa12MuwrKg4HQ4OOK6a60G0bVEvreTcrDBjU5U1R17T7CaF2k3b14KL1/KtItXSRmk9zyjwz4dbwJpU9np8Risnl4m3E7c5J61ozreahcvbzwHVfIYSRO3Uc5/pXYzaPbXGkraqzJFnJjfvW/p/h2COGKRUWMqME9yKLqK8y+ZbnA6po7+PNCazuENtDEQZNo5wO1VIVa/tU0jw/Z/uLYcXTdFI7V6ddWdtptrKYVCrJ97uK5zw3Z2nhrzd0imO4k3xnp+FTSilG0nqFSo27x2MvSdO1O1jkbUIP3ijmSPnNZen+NNOuNYfTmYLcL1Vxg16fdyRzqkiZjB4IFcH44+G+maxMmpwwm11KMgrcp1+hodLmajF6sI1lFNzR1NssbbMMCGHG4dKnmtS0gYjP8qzPDNs9xYp548yRBgvnFbkkMm3ZHy/auqnGVP3Z7o4ZyjUfNDYrR255/d8DvS/Z1bJbcCOgxVxFkjiAflsc1B5jAnDAVopNmPKUJrePK46d+Kzb6zjeThASfWt9oxI2SQD3qpcIsZwRuB9K1UuhFjnb/TyYwqn8aydcvF0jSZLqRFCxjkDvXVXFmky4UsD79q5rWNFS806e1u0Z0fg/SrcIztcIycTiz4407xFp0LW7usZO1gDgisjxBNdw24jspcpjO7qa05/h5Y6TYp9jLReXz8vJb61x114mtrG8eCab7PIDtK7hXmVKc6b5uh6MZRqK0S7Y291fNBLkkZw9b+oR2kKxxSyoAf4emaz9MmXUsRW8pjxz5grN8dSHTZrKWTdMrHbkDIzXRTaUeY45QbnyvQb4g8QaPp8jWLr5kmMrFIOv0ryvxMtxqF1i30drVJBxL0H6GusnurKTxBG+pbZHUZj8wdK5P4veI9WgtkutNfZaxMA8MTAlh+FbJwqpNfeVTUoytsfEn7Sl1dXHxChS7h8mSGySID1AkkOf1NeU17B+1BeC+8eaZNtZWbSo9wbrnzZq8frx5tOTcdj2YX5Vc/dyDQ7O+tYo2jjlG3OB/jXG2Hwd0TXvGTmUOsKfM0KyMAT+Bqq3xMTQbk2qOrzbcLGfvGup+Ger/YZrjWNbdYHlwscbdR/nNd9FRq1HUitl+LOCXNRTUnY9D07wdpmkrEttb+Uq9gTiurjVpYwoGwDpxXE+KPGc9rpMl5aopCLuTBzmofhj8SZvFkZS7tvssi93b71b80p3j1ic6g5x51sehwWW3knNSPxGys2BQ1xtQ4zisi8kKq7tKQByc1zavVlaR2K2rXiaXZvOArhemepqKx19GtVnkkSENyUc8isW0vE8QecSR5cb7QM56VxvxB0cXVrhLgxEHmMHk1c5ulJQlu39xjFcy5oo7/UNcsNdtZYYpN6ZwXXkV534guNNjs7ryZUkeEZ2K3JrY8MzL4X0u0svIeWO4GXY84J/wD114H+0b4P1zR75da8LtIZGy1xCjcbfpXFVrUvb+wvvs+h3wpVIQU3ovyPT/DPgrTvFGmxaxd2/l327MT9DHjoa7jR/Gmj2839mPffabtBiQ9xXE/AHxfF4j+H9lBeuovmG10bhlP0NdZ4b+EejaJeajdRq8l1dv5jTOc7eBwOParxftaUqlOLtGOxvTjB251e5uah4k0qwsZJI1CovVnOSa+Iv2nfjH4ik1KK00OxluS77UlVflUfWvo7U/Cmtal45toTcs2kK58xFP3hkdRXWat8M9NvrmFp444rSPomBkmvDwdCeInHFYp6Pp5I7cTOFFeyonzr8KvhTeJY+F/EF3dEaozebdNIxOAdpx/OvWPiVd38ynybt0UR53ByAoHeo/jFqR8OeG1h0mBbeGLlmJwa+NviJ+0TeXFnc+H7hLpruX5UuEfChffivSrYmWIap0NLN2Xq/wBDmVNJXqq9z6k/Zj+Lc+oarr+nvK13HAcRyyOSM88Zr33TtL1XWmeaK42u55yfkAr4X/ZG07UdQ1hLTS7eSW2XD3MhbYOepyetfdesfEjRfAuk77mVoYYVAY7Tx7mvosfTTUKs1q0vy3+Z5dH3HyQZ3ej6Smj6WlqmGYcu47moBHN++ZvmiUcLWB4J8XQeLNHXVbO7WezuBmI9M+9dJbyJb27oMs8nOT0rw6/NaV9z0I25tTz/AFaJJWn3ARSg5UetecePb+5s7JmkXdvXHytiu48WXE9vdvGigs38WK8g+I2i3WracZftUjTL0jU4XFfh+ObWIcZ6W3PtKMlGlzx1fRFjw74g07XtMXR7t1j8o7ht745/pXNaz8S7TVNYg8OaFAsjwzBZZBwRjg1lfBXST/wlV68jeeqxMmwnO1sHpXW6D4EsNEv9RnFpt1CaUv5mw7+SSBX1+ByuEeXEud766HHOp7S7cHzNdbXX3HTWPiaDw3Iks06rI2PvHJrQ8UeNtE1DS5FuLmSAsMmXbwMivNNL0XXLPxdDNrlss+mM+6Nj1HpkZrtL690zVteaK8jZoFPyW+wjcPfivop8tKK5ne5w8sm7pbHjfxC0PRNe2Jpt+1gRjOoSsTnnPTmvFvih8Pf+E2trXQbKWPWtWaTy4byM7WUdATj8K9E+Ml/Po97craBUtn58ooc4/pXgNz4g1nS9Uj1PRx5tzCwYwo33e45ruwcKdSpBy2OetUmo3aPtr9nP9mvSfgXJbRXl82o6xcWomkkk5WM56A/hXoA1N/EXiDU7aey8q0tThHzgzdentx+tfEFr+0h4ws9b0+91OTzUChWtEbJx6E59a+kPhH46uvHHif7bqs32GG4gCwWcByFXHU4zzyK78RTc3Gy+XY46M5Sbk3fQ6rwvb3Gn+LNREcUcMDEbFxnPTrXrgvPse9WAkaVcY6Ba42Pw2llNNPp5ElryWyeffNZfhvx1pfjV9Q0q1LNf2LmLZ5gOW6ZHr0rx588m+RbHtRa5VzEHxA+KcGiWsiW771tz+9jiPNZ3hv4gXHin/SHdxFj5LBTj8TVTxl8LkEiJOFjmc75ZEPJ+v6Vv+C/Ctvp+lG7LQRTBsbywBZR2/nV8t47hNU09Fc6trq2tNL/tK+Kxqq5ES8fnXhes/Fa4XVNQhsI3lS9LbGU/LGBzgelel+MpLbUPD9492JHtl4XylJz2rwfxRpY8M3FxZ3pmiS5TFpFEMbQcjlsYzRTk17sdi6VGEvflucT4sjvPEunrf3t6LOJJmSSONjuOCRx+Vdn4V0f/AIRnRFlQXU73AVowGJDKD0IzXZeD9L8HWNrZ6G1g99dsgeRpWBALYJOce9eo3GpeG9Lt4tEtpI7AyRlVJXnJGBg/WuuNHRucrGdXFKMkoRufPHxQ03V/+EZuvEy209vcwQbFhYBlRCOu08dhXhfwV+DGo+JdYlvp7Yw28jeas3OOOSWHQV9NfErxNa+ELFLXxNcvfWsb4ENqwXzlPQNnORiuWsPivZapDHpmmW7WdxOmEghIEZ+vvUSppQbuR7aTklY+Uv2iLmb/AISWeK2Bjs7FtgEYwrkdT+lcBrXjC61zSF028QTRSDKyMoG3HYflX0f8SPhj4k8TxS2kds9zdYkcqqFQik+pr5m8YaDN4Viks7weVcwHhRyT+VZ0I8qiZVp890UfDNkbO4jKDHzAD3ruPEv7nTmuru7LSlcKjV5xpOpPPCsUcp8/d8kfvWo2iapqusQQaozE5G2PPb1NfRVZfWOSFOGi7ngYV1cG5zdRq/ROx7f+y/8ABu2+I+rfatYJj06zxPNKeFx1x+hr6y8QfFDwN4F8/Q/CHha18V3yoADDaI6qcDqSKzf2ePgHpN9oulxX95JPZyxrLPZwuBDjAJDcdfxr2D4qeKvBv7OvhaQabpVrFqV1iOytIAC8jHoT6Dg814eLXtZNRXLFfefYYGcKTjGo3Wm+l2o6+e7sfmn8dr3xjrniR7rVtAj0JZPmjhggVAq+2BXkc9lLa4kuIpHJ6bgQDX31rxs5rHUfFnxD8Qadea3NHvh0uCdHS2XBIQAE8jOPwr5X8Xa7b+LtYtbi8uoLe0jkIjhRcqi4PJANefTqST5LH3KnCtTjOMbJaeV+0e/qeWIqvbsrxMjMeCBgYqxam4jtXtreEMZD94jJr2nxRq3w+8Q6boGnxT3VsbK1zd3EFs5eaUr90YXpkfrXFq9no8zX2mwz3NurYjFyMEH34FdUZLmUZ6I3weHhWbTumlfoZ9r8NNTutPW6EJjbGfQiqnhzQJI/ECSXA8/B2sknQ10Wo/GKdrP7HNbNCc/P5Q+9WFJ8SrVZI/LtWjC9XKnNfT43E4PCVKbymUtFq3s36HXRjgk08ZKN09P+CbHjbwZYXoFxp9s1lL3VScH6VxF5P4l0O0ls47qZbaThlJJ4rpG+I9hLKgM0i+7IcCl1PxVZeU+7ZdqwyGUivJebYmFV1acuST35fdv92h04jAZXjaUp0qiTXVM634G3NtpOmyySQqb5jktJ0I+tbmtfFOa81c2VlorTXRO1NpJB968q8M+P4LBmimXyoj2xXdeF/iBounaot4vk+YOjORmv0TK+L8RGpRo16nLBWTaV1b9H5nlxy7BVcK1hprmW13rc318Ha3rH7zWZI9OgK/cUZP0PFeaePPhTqGmwvPaqbmDOVkTmvYPEHxe8N3UG5btWZl5UdQa8wk+LE+nm/itn+02UoKru/g9xX2nEUcpzV0I4iqlDX34u7Te112f4M8WinRoVYz1n/K+3VrzR5Pa6XOsri4UjFaE9obOzchMBhxT77W45pmlkbLE5wKjOoG5s5XCt5cfTcOpr8kzfKsNhU3hqnMl9/wCBzYGpRjzQfxWf5Esk0k2hWzzEM0OVX1A5/wAawbyO2jtWEcnmzSckdlrX0vSb/UreadE/cDgg8H8qx59NmjZyykbT3r47k9nJxenkb46VavQp1fZtpxtd36aXXyE0jzoFdJDmM9jWgi+dldmfcVRtElnkWNWA3cfMcV1Gm2aQxlXZSw46itOVy1SFldGVdKknour/ACDSdMfaC33K9I+H/htdU1Dy3hzDGA7dsj/Ip3hnwHNcRwXd5LDb6co8yRmcZK+mM11mk+KLTWLmePS7f7Lp1ou1ZEUknrjp1r9LyPhKpOX1vM/3dOOtnu139D6OpmNHCRWFwPvVJaX7M9F8L+G9OjsbxLd9z7cxgj7tYN9Z6hpNjc30NwI3QHDycAjviuJ1D4w3fg2OZ7WzbzT0a4OFPuBwa4DxF8TNU8fRGO8lkSMnO1HAXP0r67NOLMsyvDPCYCLemnLol9+v3Hh0MDiK+JcsTNX7PVv7tPvLGparBNeTTXFwsk7kkms5ZoHk3iQE5rmLzw9cR5eNmf6nms7z7iz4ZGH1r8BnJ1pupJ3bPsqub1cLanWocsUd3qF1a3UYjkUquOfLPWsaaxidhtTA7CsKDVJNwJGa3NNvPt0gXbgVMrtJWCnjqGYTu1q9LE/9l/aYDE3zL2B5IrU8K69qfwp1qK+lsWngZTtGMbhzXq/wi8JWd1p1xqV5btMUbZGpX5Seec/hVX4vNDfafbRPbtE6nai7cKo/rX6Fg8jrZXlyzxVeWe8Vb8zysZOljcX9Qox1Wjf6HmHjL4yah4vmBKrbqrZRFUZX8eprInvG1y13TrtnXpIvf61Zj8NQiYOwBGeRV+ewitoztXAx2r4TGYmrj6zxFd8031PcwOW4vD0pUqkkqf8AL09fU4W4jdZtsp2j1rRt7eGNAzEHitS401byHDqF3D5TWJJolwk3lqx25rKz+GW54U8JUwtRzjDnT2NLSNMvdc1KO006EzSE9F9K7DxJ8P5tAuYYL6N4Y3jyZP8AaxnFdL8CtAj0m+l1icn9yMJk9/X8K7D4vxy6xobaw0vMZ/1THK7enHvX61Q4cb4aniLe+/e6bI8ajjvZ5rGFde7s159jwC38OXOozTwQSKTGM7WPX6VlT6SbWbY6kSZwRWhftPFJ9qtXKyL1x3qlN4mj1A7bhTHMON2K/H6bnGS5tV17n0uM+oRThP3Z9G/ha8uzRoW+LWAA8GomupJGKqMelZrTyhss29O1XIb5AA207hWvKua/QIYpTj7O/Kke2+BZ9P8ADfhmG4kkC3Em3cFY7t2f5Vl/E34hQa5ZpaQQB7mNx+/VQDjHI4964Hw7Z3/ibVILW33YkbbnsB3/AEr3OP4Tw2GirBDtmuSeZWGQPXmv6MwNT+3sjlh6FNRSXLtf7ttT4PEN4HHxq8zet7nzveXUjAP/AMtF6Gr1jqTXShSArdDW94u8F3HhnVprG6UEjkMO4rnPsLWrHb3r+dsXQlhasqFSNnF2Z+nYd1nbEQleMkR6vos1heI0wBQ8nHcVds1shB+6Vt+7gn0qjqGoXNxa+W4LNH901T8PRyarqBgef7N8pIZhxn0rKnUcIuTOaVWhTxap0Yt870v37XOikSAKM4q9ocP/ABMontUXzycLu6Vy19M+ks3mKZmU/e7GpLHxWWj2xjyywwa1w1R0asayb0fQ7a2Ow0nLD1koy7WPr/Rvhn/afhm1gnvfKu7kf61TlPX+lRXfgGDw3Y/Zbm9jv5wN8bSKGL+uc/hXzzoXxO1q3a3ie+kaGE7olzwpFdHq/wAYNQ1y8SZ7iNCq7jH/AHj6da/oTJeJ8FjsRJXcbKK1e/y20fU/Ocdk9ejRhNTUotybVtn+eqYvxK8JPqjW8tpEoljQh0QYyc5xx7V5QGbT5GWRSpzyrdRXqNj8VdOkVobuCaC6I/1zKWUHcOwHpUHxI03RPFcTaposiwsoG6Irjd7D3rw+MMkoY2+YYWS53ZNX3fZLvodOUYydJ+xir2TfocEutW5O4/LgVoaHrj77iSEZDL5YJHb/ACa5s6MzHbIrRt/tDFdBo9mljDsz82OK/DKlJRvGS1P0nL8TjK1aMpWUV1K17ciFsKPmqs3m+WsgzsbjPvWtdaaZHEh4I7VmXt29tD9nx+7zmoUZLY0xEXDmlUdl0GwsZpRuPSrsdqZshT061hyX6woJM5GcECr2n659okRIlJdiBitIxa1OKhi8PzezqS1f4ltrWWMnDECnNHdog8ssR6A1YvHlgult5F/e/wASqc4qvd69FZyGMYMi8Eg5qoyv8LPSqRoUlJzk420+ZnagupKymFpd3+yauWf/AAlFxCPmk2R9N3apbXxXBHIjsvIqb/hPpF37V3HPFapuOx41SOF9o6n1h27Jna+B/Gmu+H7kT3dy00G3Y6SHcMfjXU2/js6lPtuQrwSHG3+6PavCtU8bXjQtHEvlrIckCpNJ+IU9tCY2jDSD+LvX02Dz/NME06dZyXZu69DkqYjKKn7iUbSX2rH0NpNnpmoXEsITcrHCnORj0waoeLvgFpmtaTd3lnEbXUEXKQj/AJaH/wDVXh0vxcurZlEcbAg5JrrtH/aAeS8s3uRN+5OTnJr7SlxfSxVH6vjKW+l+1938uh8/Vo4CtO0Kyuujvr8/My/CnwN1XXNaazuIXtEjG6RnGNoFekTfCeDR7M2dqEkBX5yRkn3rpfCfxy0jXrq8F27RvccR7kIA64GfxrenkmvpI3QIkR4DxyAlvyr3uH8vyalH91VVSbvr1S7W6Dq0p07zp0uWHfdfefM19Dd/D/WHaSDfYyNtDV0cetafJp8t8l3G0QAJjJ5Fev6p8L4vE0MlvNAWjbP3iCQfY189+JfgzrGia5JaeTI0TP8AJtUkEdq8jiPJKGXwdWNHnjPRW0cX/kc2GxWLVT2WHfMuz6GZrfigatI0VlEUjbq56msCObbcJBbobi5Y4HcZr3TR/g/pekaWRqIaW4kXGVI+U/SuDi0a28E+MnjmwwxugfH0P518ZjOGcwwOGWJlC6fRbrtcuTdapG87SbtfsvI7nwd8JYPB/hqbxh4wdYv3W+0tH6yOfu8fXFMtfG2q6hpcnh/R3W71TXiPtE8Y+aFOgiXjjg9v7tc38Q/GWoeNtPstPubxhBY58tWOOKj8D/EC2+HNvJcaXEt34gI2W8jLlYf9r69K+ZS5ZJNWfXyOGWFnFzlXd7bLu+n+bPqC18TeFP2aPhymmxyJe+IbhRLJ5f3/ADuOD7cD9a8DuNY1r42eMRNqBcvcttjtYfug+wrnL3QbxNPl8TeK55pL2+ObS258ydjxnHYf4V9Qfsr/AAofwHpf/CaeJ4kF9dQsbeOVwv2dTyDz0OMflVunPENQjou5xUcVhMlcq9aPtKz2XS/9dEZml/D+z+Evh2/vJJXhZY90zS8OG7Ae3T86+d/7W1X4leOofs8himnlEcbjgRqTwfY13H7RHxgbx9rraFo0kqaZA5a4LOGDP7EcYxiuI0Dxho3hHR5BZBptYzn7QBgRsOmDionBQ/dxLwntOWWOrq8pbL/LyX5H2N4Aj0L4J+H5UudSWwXAE8ztzctgH/634V2HhP4lN4qkOsN/xIfC1sPMj3AB7jHO4+g/HvX5o3fxW1K61yO91C4bVfJfckM5ym71xXq9r8YNf+ImjxaZkwW5++q8A+30rjxFCHLdvQMrlVxmL9jTXNN9dz3Dxd8dbPXfF114l1CXzLPTGKaTp+ciWTpvI/Fq8m8UeIrrx1qFxquuXuLi4O+bJ+S3j64X3xn8q4rVNJXSNUWH7Wl7PIMsy8Rw+2elcx8TtZbS7ODTLS5WRZBmdoznJ9Kyp0eb+F169j6THYjD5bdYqO2ijfV+V1sv5n8kcz401DSZteuW0eN47QEKu45LEAZPX1zWr4DXV/EWrLaW0ztuGCrE7cVyOm6TNqU6KuSD1PpXdQ+JIPB9udO0sE3sg2zXC8n6D9a9GUpRioQ1f9as+Bw1CjiqssXi/cpXvZbv+7Ff1Y6Z7q48F640UM6zXVuRl1YlQSOld9oviyTUJYPtTst3IwGO3NeUaf4NvZtPbWtSu47G33fJDKf3k5PoM5/SrWrNrHhnUoG8vdDwySBs4HbpRGreDjCX/DmlbDzw9VSq0nBS1invbofV/h/R9RvrH7FBbwusoOWkGAcnscV7j8J/B72NnM07JbxxwsI45OCxwcYI68185/DP4jWeseFbB7i623NnJl42OC3XpX1/8KrW08RaLDr9zJ5YaNntrMMMk4rnlhoYlrm6bHjVlUVSVaWi/Myvhl4mk17Urqwuo3t5rCfCzyLkHk4zntXZa1far4d8aHUtLhm1KS4jIaDA2K2Dz9K3fBelSapJM1zarbud2VUcnnjJ+laeqeHdQ8NxwCwufO8xsy+YN2OelXLD1aT5Ka08tzzq1SVaOu3QxPDd5rHiCxmk1eOOCWTdvjHBUZ6VpQ6bBprBY52lt8/Ngk7DU9rZmLUrlbqxa3lZA6zRqdrDH86rNPb2Ml0sYYtKMgOcAmvJmnFty1Z6WGUnB007WPPfi14Ol1Z3j8k+cq+bBPGfvDrg/pXhVxmRtksLedGcY6HPvX1vpKwzbp3PmXMYwwDAKB6YryHxl4LfRdd+32lt9psrpttzjnbnuP0r5nMsmhmjVSk+WS/EVWlG6cnbzPPLdJlXMcEqrjd7V02h69JDp80AcbXOCjKCTWv4Ztp9N1S9066fGm3Kbbe+kXKoOcDPQHkVh31qNJ1CWAskm1uJUYEGvh8xy6plCjXU209H5f8ADkYimqNru9x1qYtY32lwMA9++KrXXh+HRM+XK0sTdA3atBQjThl4bHGOlJ4iIbTQpOHzwR1r4enKdSs6fQ86KfPqb/hXw7c+JtKuYrV1hcwsnz9DkV8h+A4tX+FXxwv7e6aQSvck7WztcZ/wr69+H8ksKqhc7WHHOAap/FL4UweLdFOpSKtrrVpJvtbhOW/3W9RX75kHLLL1T6n0cakuVa6I9X8O6PF4ukW4+xW6RqMiZkG4+ozirOv+CrXQbF76Hi5Q7k5rlPgZr2tR6O9jqVqTc2/ymRhtLD8eteia1pNxrxsW84Q+W2WjYZyK+ko1Itcu5lUvGXP0KY1W81SxhKRxzRyqA0eBmqnxA8TTaZa6XF5EivCAyooDAgfwmtC88OXFrKmydEixny14OfUVbutKj1nR5PLkV5o12hmI+VvU104dTWhjJwupJaGALo+LNGEojSJtuQM4INZsNt9qijsrvcYyNrhjz9RXM3V9feEfEEcGoBYYpVwrxD5WPNd3shums7mFWkl2ghscdq5pvlqFyjyq66nCzabP4Mae2iZvspbdG7c7a7HwbezeIvDt0k9357gldjAdOe1WvHmn3OpeH2ZZBvUZC44rl/h5pFzMsUiMskqnDrHxn8a2kmpJx6mN1OF3ujpvCNn/AGZLcwTlscoiyNxg+3cc1dZbPwnZzi28qaQn5gyjamfSvJviNNf6rfXCT3MllJbKfKVGwfyrrfgrPdX3gyRbpjfXSsfml/TNZOpTjJRv8iLM6NEsNK8P3GpTTM8rRt8qORnIPYVz2h6LDa/BXUbxd8Ty7pSkzE9RnvWt4OhGq6hdxTxrHKhK7FOQPwrZks7G+06fwzqpwsmRhOCVPGa9WjiOZWmtEzCpFJ+7ubfwzsba88E2s8REqtHyrc1VX+0NO1r7Jb2cL2LDOF4P06Va+GvhlfA9u+kpcSTWZyYvNPOD2rp7O2TzLpViMyxknLf0NOnLmvYxuJpuoSR6S5ns2tlU/Lk81k/2kIYbzU5Dv8snYrd/YisZrp7q+kM0rRW6scqTiuN+Mmp6pp/hG4k0O5VoZBtJB6Z716UYuTsmc7Sk7HdxfEq1ksXeeCNbo/8ALIAZ9q0fD+uXWrbXchD1254xXlfw7srfT/BtrPdxrNqLrueXOWbNdLoLC4uJZ4y6HYw259jWHtE3boU6L5eZHp63ltct5Umdo46cVleIfDsN5poQKXjD5QqSCp4rkdH+JEt9ONFhgSWdSRJMp5TnuK7G3tLq1tUL3DSs3Ib+lbxavoYSXLoT+GWlkheG4YHy/lG7qfet2ZIPL8s4YEVQ0+KfdvYLg8VdlUrubAz61MdzORFHZi1XfGoC+mKgaZlbIG05qG+1KezhLyKpiHvRb3EV0gkRs+o9K6En1MnpsWy5Zeo59TVC8P2eJpWA2jqavLGODtL7u1U9Ys2urV4UbYCOVNVGyZNk9yK3uknQOmCKiuH3E4FZmi2t5ZzNbyR7Y8cNWnmEuV8xWcdQpziruQ48rsUHvh5yxOGXPQgUk00casGG5PQ9avSQIJNx3Ee1VZkSZsBN/t0q47kOxhXlnDdf6rPH8PSvD/i78KbvVr6K/wBIVYrjfiQNnDCvoO7WSP5UiUHHXNc/mSVmjnXaSe9b3urS2Ii3TlzROD8N+FX03TYftHM4AyFNbGp6THcWm14855GRuwfxrozo4i0+ZreUGZfmKseD9DXEy/Eixgjlj2SPNGdrRjnB+uKmFONOF1sRKUqkvM8a+Mmi3NjDbzE7SZQu5Rg4yKyH0+3m09LSWQ7JlAyTk5xXu+veGH8SeHk1SdM2hIbkZK9K4fUvBWm3Fxb6glz5bQ/8szwrVMoOSjKn0N4VIbTPz7/a40VtC+JGnW7NvDaVG6n286Yf0rxKvor9ui6a6+L2ls0XlbdFhXjof38/NfOteJJcsmme5TfNFM/Z6/8AhEI/Gj61KwMceSqE5yfpWkdLvfEFnPHfQLbQo26IqfmNdRo9019DmWbz9/LNnP4VzXiTXovDN9CgkVlkkG5c54zzXtUacKTgk7NbHlSp1Kr5GrmL431LVlsrTTNMjebbgOuTkiuC1Hx5PoPieygMktn9mILjcRuOelfVFlqulTWUV5a28RbywC5HOcV8zfGXwmses3fiFVinuCCTk8KOe1YPHxozUktfPqduEwfO3Cpsux9T+BvFkHibQ7aeOXzDtBYKc07xhrkFno95MVwkcbZbp2r51/ZW8awCzv7eaQhlcsWdgAeegzV79qj4nWem/Du6ghu9tzL0ELg+npXRWouVaMKe0rfiebjZRwanz62PNtO+P1x4b8YTW5nK6f5jNz9a6nVPidF4w1S1uo7xUtd6g7W5PPpXyP4F0zVvFem3N+IJblt/JYE4HNe8fALwDpPia/azvLOcywsHBZsDd7DHtWuPy6Xtozb+Df8AzMMsxiqQaa32PqH+1reOxgje6WPcg2s/0qaaxsJIxCWa5MvBbO4Gi++EK+IYVy7LFAgVIicgkDqas/2LPp9vDDC+DFw23q1fIVafs2pSWrZ9lKtTrJKPRGh4b8A6XpeqLLbWyRPt4KjAroIpoFvmtVuFL9SgPNZ1nrbWNsY1hLTbckdzSeH/AAwzajLrFwvlSyDhM9veu2pSlilFTdorc8vnhSba1vsXWWGzaQrGPMY8HHNc/rGqXF5I0MKgyYwuBnFXvFmpxW+ME4HBb0rlr7xTD4dsWmhDXFw4+VlU8+wNeVWqvnUVokdVON4czV2cD8ZdNvY/At3C8Mk93jczsOg7mvhbwl8Jde+NnxL+wabBIsUL4kmwcIO5NffGsaPrF94ZutSkie9vrxsC3kkACKf681x8viIfAfRxJaWdvBe3C+bPGnLj6kH6V7GBjTwlWWJrq/ZdLnNiqvtY8kX6nrfgHwDpnwU8FwWCJFJdxxYkuAoUscV5B8QrHxB8TLyfTdLaKXzvkW3Y4L989OleH+NP2wtR17Voo49zoz7RHzyc8cV9SfALwzLo+kReLtUut99dDzPmGFiX0A/Kt718ZUeIrO0b/j0RiqdKlTv1Oq+C+g3XhfwnHoOsH7LfWX3o4xhVUen5Gu8j8TWUl9Fa/bky/wAqx5+Y/Sob7xdpNpYHU3njnW6wkax8s7Hj+oqXQ/B2n2M39tPaqt3INwZj90GuirRlUl7Z+7H9epze2XwPVkOsafHd6gYpAfu/LXnnxB0230+w+zwXAkuZOPLUdK6j4heMooZLa2jdrdp32LIo6/jXP6V4W/tm6853YtG2FZjwfevhMRltCtXlOcb3PpaFSpGmlzWMz4a/DP8A4R+3Nyqf64+Y8mO9ZHjDXrpfGVrpkMI37g++NjuPpn25r3doYLHS1t3k2hV529zXzH8UPCOu32vTSeG7iaN2YFrhhyB6Ada748qkqfQfNO7mdRHq2p6nrE1rPbsJYmG12QGIfj/9arl0Q1w7zxKtyoIbaoB9z9KztJ1a7FpFp1xOyXAGZplQ7iR/+quZ/wCEkGlS63qq3O6O2VjK0vJ2jPUfhWE5QbtHaJfTXRnF/E6+s7fTNWSSz8y/uU2RiQZ+XI556d+lfH8niZ9F1GS3ESrtbDkdTXrfxI+K+q6pre7yYntZmys4QruGPc185eOL2Vdcnu0iwm/kA+9d1NuNpRZKpud1UR654R0vTdW8RWd3rVybbTpDhigyRX2H4L8J6D4N0mW88Pyz6lbTABJZ+HAP93k4r8/vBfiX+3pGsJXeOeTCxMBwvpmvr/4a/BPxrpXgSbUG8UyX13NF/o9tnEK5Hy9f8a9jFynUoR9mrfqeZh6UaVSSmz27VfFen+GdFZ72+NpFNEQYmbnJB46+teXfsn/DW60rxdr/AIyvBeIlzO3kQysSuzJweT71N8D/ANlXxFfa+ut/EDWG1aWFy0NiDlF54z2NfYdpounaFp6xpCI8jBGOK82NOeH5m3rJHoSrRlZLY8m8SMuu60fJLMjNtbJwOnrWFqehySX0sMMhdon3NErELt9B+tTfELxlpuh37GX5JNxWJEH8WOtcRoHjifTrt7/UbWVLKRSn2huASe4z9a4uR1L+R0qoqaT2bNPxZ4s1XR7U2el2MU0eRkTnIBx06GuXsWvfF3h271XxLLBizc+WFQDcABwDitTVPFWieG4r3UJiJYryPah2k9cc5/CvKviDH4h1rwvp1rot266ZdS42Q8YUkA9faqUYxXOtbm6Upe69LEei61p17qd1HYyyWuoltyt5pZWUH7uSfpXqHhu1fx1c3K38Ylu4oCY1T5W3AH7pFcB8O/gJd6Y5eONraJxmRmUl29SK9fj8P3PhZYNVttlpbQRnP2j/AFjcHJzxirtLEbvYVZ4egr3ufLn7QMQ0XVdKs7a9a41GVWyL1yyxsCPlOc/5FJ8NvCssdx4duL++jkv764Ektsg2NCB6EduK9k8XfCPS/jJdpq8U0dmVUqGH8TZGcn3Iq58KPhPbt46ub3UWNxcadbFI16owAPT1PPau+jHljzJaHle2TXLJnR/EzUrfSl8qKdbGCSHy/t5HQkDr7V8/fEX9nWHxpq9xFpkaXEccQkN2zHLk966L4z61rE+qzaelzDawyKzGCYghVH3e/XB6Vl2vjjUPBfgG/j1JP9OuYCItmdxGf06VHPzWklawpUuWNr7nyf8AEj4KyfDO4F2l5HdShvm8o8p7Va8Ex3XiOb7W1rIyQlVln7KMjvXoOt6bbzeG7CNrO7a+1Ui5MlwflA64HHfdXb+B10jwzo1/4dnLrZ3wWa5QxkPHyo9OeQOlezhcW6Cba1Wx4uKwntny30Z7N8Mfi1D4L8Imz0rTmnnZdsKyMSXbHBPXAr0jwf8AB2w1zT5Ne8a3K+JtevcyJCshCWa9lXH+HevmnTvhd4v0zVr/AFDw55h8ORx7kvrkYwpz8qjjJwO1fXnw1urW38E6Vpka3FpcTpsa6kibzSSSSenHPtXFWpwrxlVlLVntYXFVcLTVKiuV9Za3t29PzPHPFn7PXhq8urpptIhtlbLB5JicAe59a8E8b2Pww8H6pbTvHaXUlufmtLY79xHY19afEr4DaTeSZ1HUtX1u4fnZJKNreo4WvFvjN8PtH+HOkfbPCfhK0jupLcxyz3KkiDnkgkjnj9a8aMVGOp9Rh67nUUFVbb76JLrufMmufHCOXXHbwv4Xs4ElufNWN7VH7ghRkHis7x9ceO7jwskus6fZ6NpM0xmjjS2RJHY56EKDjk1b8M/EbT/Atwk9jpcev+KWkDrMybo4+fugDqfxrnfirfeLfFFk3iTxNfIk00uyKwZgHVeeiZyBx3Fb4epKnJpx0t36nrSVH2vtL6emrt2XQ85d1Vjuk8yX0JzV6y8K6rqmnvqUNsZ7OOQRt5a52k+v5VofDf4bav8AEnxJa6RpcJEtw4UyuMAe+TX3F4V/Z7s/2ffD8pvvO1ie+AMjou6ONgMdMda3t7rm0c2Ixmsaa0/L5ng3gv8AZq097Kx1jxFKyaa8YcxqgDSOf4R+n515j8Y/Cfh/wf4peDSreY2jqG27j+7yAcda+0P7QtfFF9omjMzeUo3wrMh2Z7Z/Ksz9ofwXoq6XBJqOkpJqUcZhiubMYjUtyGbOeRj1rKnWjL3ZKzOGrVnGpGXNzeSt+R+eV5cW0E6qRuVjjHetWz0LT9WcrbXYhlAyVeszxVoP9k+Iri3+0rPHC+DIvepLHTLn7O86RvBAvJkZT830q9LDpYnmrNVYKz6bP5GxH4CvGv44FdZVY/eU8V6A/wAN8aOsMUA3AYZ88tXC+F/GptdQEMrkheBur2XSfEEV5p4YvgDkCtPrNWhCVOPwy3/rofouRYbLcXB1acLvz6GL4Z+BMSQpcXy+cX+6hJGK1/GPw1sdP0uKO2t/3xGflHA9K14fH9to/ly3jE2ufmQNgmtXWvG2j+KkjexlWOCNBlSQDnFf0HwzjcqzDBRw0IxU7JNO17rr+p83mOXVMvxL5Y+6+3bszxVdAnkzBCzJIFI2pxk+lcfqOk6it8sR+Vc4feOnrX0j4b0m0m1KHbLEZmO4t1b6Zqf4qeG7bUtLlmtbWKN42IdhyT78VrmfB+HzKdPEXXu3v/eXa/c8+eMdvq92r7We3/DngEHw7TUDEVu1RH4LL61i+IPAd9o8xRbvJHoxzXf6ZbmxuIoyzYJ+UgYr0mLT9CaxjubiKM3DfM0khBJrxsZwfha0EsGo0rfE5OTt6Lb72U6OHkm6ybfTl0+8+aFt9da18o3N9Jb9NquxX+ddvoNn44g0RNP03T5LaBhuMrJ8z8etez/8J/4f06JIbaONIl7bM8+tcv4m+KGr3rNBa6ltt8fLsXGB6V4OIoYXIU5VMfOfMrPkav6atu3oLC5NWxUv3cOW381/w0PH7rwhrt9dFdRuJCynB82Qtj86mh8Nz6TINz5xWsZ75roubxZMncyt3qDUtXF790NEV43dq/IsTiFOq3Tvbz1fzPt8LlOCwlN1KiaqLu9/ToSw3DOVjUZbvWPrG26uAOAi+neqtxf3EKyRxTDL8Z71k4ulbOS3NYxi5Su2cePzSLpqhyN9zb/s+KSMELz7V0fgfw7Prl8tpZwtJJ1Y9lHqa5vSNZhhYrewsUxgBOufWvSPB+pan4NsZ9RsLBri3vECiQqchQc8V7WT4ajiMZGGLbVPdtJvT5XCNWCo/WMHZz7PRnt/hmbTPCHh9LW7mklihOWGNuD3HB5ryH4pePNJ1jxAkcdzILCMYXI6H8+aZb/Gy3iZk1LTJpAxwwJ4/lXn+p+I9Nv7uaTyDsdsqp7V+h8WZxRqYWGDwFWMqVlok1JW/D8Dy8phCnWliar5at38Xwv5b/iWbzVoV+a3lWZe201iXnid+UYECql1Zw3Mm+3j8n/dNW4tNV1VZMN9a/IYx5d3c96vjMdipSVO0fTZ/fqLH4gWSFXPCL8u7tW3oU1vqCNMs6F0bBi7kY6isG48Lo8eI5CoPO3tW98P/AhutbgVgZNzAFRXo4anPFYiMIP3m1vsYUauY4af+0004JatO3z9TvvCN9axsI2vFt4t5xHIcHB9fatT4m31yun2lul9bvpz8+VFgnPPXiuz8TfA3w/rejmSJjY3kKldyHgkdzXzb4j8N32galJbfaTcqhwGU8Yr9fz/ADDMMvyxYDEUVFPRShJ29LPX5HzGBdGvjHiaV5qL1TWv9eZZuoUVm5yCc1y+qW8BugUHPetK3jnk+Uls+9SWmltNdFCodj0J6CvxFPXmbPr8XTePjGEadrshsLMzqFZflrRHh17ebGMRkZ5qe3cW8giUBiD1FbNwrKqnO8EdjWcpX1Wx7WDy2i4+9q4nR/DW603S7wKI5fte4bGHKjJ5zz6V9CwyWM0SpFcJvnCp989xzx65r5z8F2qvqkbGRYjkAlvT2969InsZreXz4ZfkjOVXoxI6HPvX9G8B/vMud3sz884oouOJXIrHPfFu1jj8XGO9uleMR/u2Ucjrwa8yea2aRkZgGU9PWus+JDPd+S6mSedz8zr93ivKNagu2mEqKQyjHy1+TcXYT2OcVm5XTdz6bLM1nh8rppUuZrc6W6+yG3Qow3n7w9KwGkSzZ3XlmNQ2clwfL88YXcMj1FWPE/kreH7GuyPYvy++Oa+MWjsjfE4v21H6wo8rVtOupG90bxdrnPFMt9JjjO5SM9fpWRbyStIdp5rUtBJIwDSZx2zWux42HrwxU1KpC8u5pJZvG8ZQ59cVas9DM043tsDPjf6e9TbIoNOgkSXfKxwyf3aSzvblpmQtlaKVWdOanHofU/VqEkoT3Z6dpPg6wtLOOaCSLUb48lWAK/Sr+pWsOj2oll0lTKoBIHC59QK4Xw7rd5pupRzoylUPRjwR716wuqP4qhgWb7OIFGD5bD5QexGcmv6M4d4hwebUY0K8Eqkdk1fbaV+58DmWT1sDUdSk3yv5fI8T8T67Ff3mWj8oqP4VArnW1ORWB5Wvf7r4UWWuKxZobZZOFK/dyOn6CvJ/GXhKz0OSSCB5JZo2Ibuo9+leNxTw7R9jUx/LaXl1/pdhZfmGIVRUIS0ObXxcFUo+S3T61ozXNlN4fbzEP2+Rspz91f8AOa5KSwaK4Ltz6UxpZlYszkmvw2UE7WPoY5tiaanHEx5k1b08/XsNvbefzMJ93HNXtCLaWr3rDdIg/dj39arRzS37pEFKjua2za/6Osez5QKmSvGzOHA0E6zxNC+m1+//AAChb311q0V3LJKVnHznHXFUFj8w5LEnuT1q0dPlg82SGTy/lIb3HpTNGshqNwolfyoI+ZJCccVKUYJy6GUlXrzp0aibm76t767+XmLHZqwDZ5z0rbtNNjWFX25zxXP6xq1iNWZNPDJZgbQWPUjvW9DeiPRYJM9WwKu2ib6npZdVw0qtWCs+RbrVaO10dDpPh+yunTzoQ/qKoeKvB+mQyE2bmCbGQucis2HXp2k+/wCWo4yKbNq0l5N5UBMjnq5p7O6Z61WWBxNO04XfTv8AIi07TAJBFdQK/beBXRXnhx7CGIw2SncMh9gOan8JaYJpC0vznua9DvGh02zicsrIONtcz9o5p9D2MJgsPHD8rj7z2el18zxvUL+8s0ZhCqduFAxTdC+JniTw7OJbS8LFeiyrvA/A16MNPh8Q3DRyRqsDNkYHNddY+FdHs7BEFtHgHqRya7KWLng5qpSbUl1R51fJMTi3yxrWj2PO7b9ozxuyLGEik75WMKT+QrV0f9oDxNDcHz9Ehu2JyPM5I+mRXU32m2kflyQQxiVDuGV4OKxPEVpNJZtcxosMp/ujpX01LizNlZfWG152f6HnvhKNCPM6t/lY0/8AhLPEWv5uJfD0iI5yCOAM/Sqvij4dy+JtJSR4mh1Acr1yPxrymbxh4i0e+3W1/MpU8KORWpN8ZPHN1GEW4lAxt+WM19dheI8PVkpY+vUceseWLT+asz5zEVYU6U8LGhzN9Xe6Oeh0HUdSv2szulkiO046/jWvb6TD4ZuozcR4lQhyrdGFYZ1jxDptxLetJJBLMfncrjNVrzxBqGrReXeXRkXPcV8xOtlFSFSVVznN3s9rLp1OWFZ0bctO0vM9j0XxtpmreMrHV9VhOp/ZVxBa5+RWGcfL0AB5rH+Mvxi8WeKtaktRrJTT8YFtaHYiD0yMdK820uaSzJljWTAHLDpXU6T4ls4dJuXcQB2BTaUJc/Q185TjXqTcKF2vNpaep1SwGXYump4iShP5vbol59Wc8t8tnbiCImWeX77Dk/nV+zttH8uNNQnaC36skfLv7VnRtNdSOtpEYYjyTjJqFZodPuNohZmPWZhz+FR9UrVLqO3fp95p9ahTadWCcbWSadvkt3frsTnwvYat4gZrCFrazJ+SOQ5bGOSf1rqGvI9Khe209vJijGJLj09cGs/RNNkvJGeLesQ5aTHLe1XNW8F6n4ihWCwUx26/w9Cx962pZbicVJwpxcuXtr/w51KUctw0q2FpWnPXTf0XZf0jita8U3N1J5Vs5WBON2OX9zVDT9Ju9culLkkdWdugFat34RvdBvvst9Fsbr8xxkVvRXNtNpMdraxuJicOUGF/E1pUpfVX7Oa5X1uj89hQr4+rKriXqtl+nkilHF5YFhpK+bK3yyTY/lV+2sbDwkyy3Srd6keVjPIU+pqbTfE1j4fUxmIEg/MsIyzfj0qn4p8VXPi2eArYx2dtCu1FAwT7k965qcXWqcii+X8z1sU6GW0Pbe2i6/2Y7qP6J+b+4Ly6m190vby9GYzxAThVGegFeoahb6frVtZQ29x5ssiKHB6CvItGWFblVvFDR5zwa+jfh/4Hh8STRvpqx29vGAwkc43Ec10V6cYRXu2sfKU61SvOVWpV55Pd+pi6X8Pr28vrfT9ODRgkeZMnRR719/fAf4czeH9NtBPdtd+Wg27ycCvAfhz4VuL7XJLQEA7wpKdWPv7V9heAdKfR7JvOn3KnRDxj2rmt7Nq+7CvVdb3F8KOy03T5dPvHlJDRuO3GKydGjl/ti4hbUlu/KfcQ/VF9MV0c7NdaWTCCZGXC49a4fwLZX815qOt3yJAXPliNO+PWipV5IOXNsclktbHa3TT3khcuBbL8vI5rltR0WC/uEi3AFGyjbj8xrT17xNo8OlreztIgjJjlVeAx+mParvhOPRvEWni8tTvt85XfxtNc8WqrlTqSTfbsbRo1KdKNdxfK3v0Zj+GfB9vZ6re3UsjebMNkkbcpj1FZB0GWx8RX0N0ki6fMuImYZQN1/AYFehaxp6yW6XDJ5EkbfKwPDD3qnHHd69a3lrceW0OMAE/eHFZRoyw6cYK9tgjNSfvvQ8b8ZaJc6Zo7Xlzaq+j7/neI8Rg/xAV5F4js30PUIQ04ktrob4HHIZf8ivpjV9BSTT47AgPZ42NbkHaRXnPxP8AW154PYWsLebYnfDGvUeo+nJr5TPMvhmmG9m172tvX/glVqKqRvB6o8u0298uTzAdyL27V1GjeTcymdoDLGowdwyAa4PTWHyKsbxsv31I5BFejeF91xaZl+WFRwoGCa/EsHCph8V7Obs15fmedTetmZ1jrlppOuvbTN9njLZ2n0PpXpMYivrFBbXYkjbkGTkCvD/GEi3PiXzH/AHUIbbubtzWZ4I+IGp6f40nsBJ9r0lm2sjdjjtX6hkFd1KlWl0jrc9vCydSLpxPoiG8mhtWlaZZLmE4zCAAw9OO9dzo2rQajp9s77lJ48xuMH0rx/wALzNZ6tctauXtHfJt5R90+1eo2irMoeRVT5cbB0z6/WvuMJUjWbklZlVr01yvY19YjdbC8d2ErCNvLdeuccVyvgXXrbUNNlszNvu3JDR9GyDjBqbwfoeo6Ve6jPdXktxaz5ZY5Odh9q8g1ZtQs/i5a38d2sWnBiGjT5fmBHUfnXW58sm27EqHNFpa2PS9Y8G3njK6t1lAhNs+AjcnHua7KR08M28UU1sgEKAAjvxXPeFPt9v4ovrlphPaXah1KHOw/5FbPiTy7qRGllZ2YbQh6Gto2lqjOp8Si3oaE0drq2nsfNVYpEOFHriuM8H6YtlNcqpeHbIQdrEA8nkVr+Hxb2kMxlUiNQcqx4FRafeWFxJNNanMSv85Y4KmrleVm0YJcqaR5f8dHuLfVrBPKVGviEjn7tyf14r0T4U+C5fDOj+T5+ySQbmEhyc+vNT+IvCNp4gjh1W6jS9s4FwI85IOThlPrzXReGpmXSfKDJK0cfyNJw2Mdz3rSWDhKqq5h7SShyI5TRrW98M+OLkXESj7UcoynIYcc/pWl46tf7D8Uadrbpi2X5JGJ4Gcc1Sj8Yz30i2dxB+/gl+SUelS/EjSdV8QeD7mztJDPI/zwiQ9/T+VaRpyi2lsyH8V5aHbLqlvrVgJLZgMj5JFPSql94ik0Pw+wndlu+gx/Ga5D4V6HqtrpQtNWRrOZRxiQMD+VQ/Ejxg0jrocTpOyDaWX7yn3rbD3v76tYmpFfDF3NbSbx9a0u6aeMBtpBwKz9H8OSahoA0+4KTR7SGwSSwxVrwWs2nWMQJy2Mlx/Wux0nSVNzNcNtXzDuDKflro53K9hP3Fa55DrvhXU/AmnxyzJJJp+7Ec0ZJ2exrq/Cy3F7ZiWBN7EZEg6GvSLh5NQha3uPLNqONhGS1cX4p8I3Wl2rah4eLRqzfvreNhyPUCpVLVNMr23NBwklr1OGvoD4N8bRX1p8jXzBbmNhx9Qa96jVGs4iX+TGQK8pXwzc+IorO9ugzG2kDNGw+ZsV6gjCayG1DtwMcYNayu5xf3nJpZo1bMRsgYN8tTTKW+UdMVU0+4do1SRBt9TV2SVY4yTyPar6mFjmNa0m8u4zEjgRk55rL0aG50i6cShn3flXWfJcK7jK+me9RTCJ1Mco5YcVutepPM7WJo7wLCJk2kgVSkuvtLCU9T1qrKGs0EcY3KfWtK2hEluMrtPt0qtFqZeRmXGqCGZoiGLYyvFY2nhbWaeWeFlmkOdykkVvzxw293ukO7PTaKgW4WSbagKkHnI4IrS91bYNiGzmaaMkqykHuabKA2eCrf3gau3TQQptJBDdUBFZ10qRopt5GMeDkHtTI3K32d87vN3ezd6zpb7bJJCYVftz1/Cpbi2mk03zI5Nkm7k4xVaJ4Psp5zOp5ZuaHLVRuCjpzHLa1ZamzTrBIY45VK7frXk66Nc+GJbkXqMpLFgzDO7J9TXuTyXFwZTKNsSdGH868p8X6VresTXO+88y3iBaPIyCPSlUj7aDibUZckveZ6F4T8b6XeeAmgldM7SjRd+leS6l4rgtNUksDtj6mIyRjaw9Kw9Fm0y6s5VuL06e8ecLn7xFY2s293c2cs8L5hwQrgUqfP7LlfRkTUaU2ktz5G/biu/tvxY0qXKnOiRfc6f6+evnmvYv2pDJ/wALA08SvvYaXGB7DzpuK8drzanxM9Sl8CP2j8N+MNN8KsdDupT9pC8Mx+8afq2n7bP+1GtkuRK2FVxu6/Wvn3xR4qi8ffESHSdLjYXlvMMsp+8P8mvpCPVo/Dtpa2lzbNcOqgEMRhT6+9aRrTlRp1prllLp/l6m9GKnNt6/qT3V1Po+h28WRDLNg8fdVTXkPxw8WWsOlx6RbzCQXDBZbjptGRnFe1TaPN4rs1Yloo/7ijBxXl/xm+FcI0CVwrRxxxlyx5bp04rwsYnzpyXW56NCoqcJ2dpHzLbeLNK8O61Pp2nardeWygMwcqS2Bnoa6mx0HWPiFZNZ28TXqu4VCxLnqPWvmLWtWGmeKiiIwZJCP1r70/Yuhn16zSaZgkSNuIUctxX1eAlWhUVVSuoWf3Hz2IoUcVRnGqrtnrfw/wDgzb/Dr4fwWgsUN7MoabIyScdP1ri/HHii3+EeiXOqWVgsN/OSiyEYANfRGoR3kOrRElfsjcGPvXzh+2R4UvPFOhr9gcwxWvz7R/HipnXr1sT7ec9JvX07HDKNKjh/Y042cdiz+zf+0Brviv7VY3pBbcdrNyWJJ6V9EWsgXMkirvxubNfIP7GvhO/uFk1+6+zwrakxRwyNli2epAPt+te6Xnh/XfHniG4t21l4tIjwZY7TjPP3TnNdWPpx+sqy1sr+R0UW1BKTPSLe3N3J/aRCpb52qwPWt6K6VrNgeABxjvXH3ko0+xtdNtQwjhQRxr9Bir2tX8umafCMkHb8xUZrxsQ73SemyOmC2fUwtSh/ty+aDaVjB596h1jw7Cslt5sLSCHlFU4VfrXW2UMP9ki8XDyuua5bxZ4v07TfB93ePfJuh4eAMN7HPTHWvNUVh4OUneS/U6Pem0tkc5rmsBlDjKRW5yWRjj8a+ePjh4it76WYbDLJNHtD+leq/wBoX+taPFcx2RgguFBjjPHB9RXj/iv4a6j4i8a6fo0btNPeSDdjkRr1Nc2HlUxlaFBdX/w52VKEKac2df8Asu/sj+Ftc8NWfijXIGvNSmbeiFjsj6Ecd6+qvEHgC0uPCsukQym2h8vaGX5SPpitr4d+CbLwD4TsdIiZY44EC5Y9eKy/FGo+XcSRfakEY7bh0r6rGVoSk6VP4E9EeOoyk+bqecfC/wAIx6XGtpqwNy2nufIY8oV9TnvxXYa34lm1K5NjaSqUC4+U9Kx/D1xayXN9Db3T3DS5yg6LWLqLyeEmmvTg7jtANefisU3aPb82ehhcGpNzlo2amuaQktrAbwxu8ZyCegNdDZxLBpaeRjzCM56fjXEaf4ugvtShgvArlsEKGBFdPrWuadAI4or5LWcjDlz0HoBXhVpKFBtS1kz0/ZyqVlFx0XUnhtZZ7yRmuwIVGMMc896xNQ03zNQ86xuWj8o5di3WnWNtayWsy+fJKkn/AC1j5NQXPhFLNfPstWdsjLxznH4dBXBG/JeC2Oj2a57TZwMnjeLR5tX1CeCMquU6DLH1PpXinhrT9V8Y6lrF3PMtp4fkkZ5IupkXJ4PtXqfirRhq8k1mjRqmQ7CLo2DnH6VlSfD2PxHYsEklsWYCPyI+BxxnFVGftIM6/YKL12Pjz4uebY3rPGzpbJIVjiU5GPb0rxrWNSaa3n+0gpMzZT3r2P46TReCNWudJjCXU7naHYEsnv8AWvCyk8l5F9pLSRbsquOTXrQt7pjKN73PTvhT4dvPEHiazXTbCSOCMr9quGTKouRkk9q/S231LTvDPguybTQbm0gVYyzsSrsB2r5R/Z30O0jlgtL+KSzW9QFYQww5/wBr8q+qNUsWsfDKWkcDGzib5wiknI9K9LF1pU4Rp28zy8PTU5Nt9TtvAetXBs5tTu3FtHMcRxDnjH6dKl8TeNo1t/NeVolVDIqeoxmsrwzrOjx6CkU8bWVwB+6ik6u39K4Se18Ua1qktrPaeZFM/wAspU/Iueinpge9ediOeUTopQhKpyvZHMa54iXW5HnFijzIxkVZlBHoOvtXIePtY1C+t9MmnVZbSH5Wt4ztiVjgZOP8K6/x58RvDfw6uLXw/wCItNupo5T8+oLhY09icc/hXmNr4b0j4rePdd0vw9r73GlWc0d2FjPythidh46fL+tccp1YUY3dob/L+mdf1ai6zlbVHpms+H9L8ReDoLd/LBt0Ex28LnHA/WsDwrrQj1TT11Gy8uzi/wBRFb8hm9T09quN4m0mPUJtLvR5It48kR5yxUBQBW/8N9l/ML11WGIklVkHKr/jXm0as5XpJ9S8RLkfM0e/eCbVLzTGuhEPKfkSOPu+wryj4taanjBLjSoXuJId2wtA5TLemQa7jwt4gXTdHubKS4CiaUmMMckLk+lcN8RPiBpvgPVLWCSF0gkUyCYKTvbB5/lXr+0dvZydrdTzFQi5e1S3Mfw74Fj07S7S2kNxZwWw8tLcsQ8rdz155H616R4T0C00OxdLZHF9IpJMnzFFI968l8OfGDw9qHiqwvdSv1aRt0VrE2fv5HJHYDHf1r0fVPH2n+CdJuL67k+03cx58sHDD0HtWntqaik9GzGdGrGTktj5O/aO8E65cXGs3Gwm2jPmiYDDORngH2rwLQ9Wv/FNlCmpSXbXUcu238122uo6g8896+h/2iPjdNeWvnafZAae0LRyRbhnJx79ODXyfZa1qviPUtOfyLt5YA4h8pfkAw3t7mu6lKHKpPWxlKNSDae7Ow1n4kT694506AGE22jgWiWpbapYYGen+zXpnhX4h6H4N1aW08e6dG+pyw+YLiF94CZ4HIHtXxV4hhv7fXrzz/MiuPNZ9xyM819NfA/w7omtapoOqXmp/wBpG62xXNm7DcvJ457cCoTnJ2RqraJn2N8OPEVx8StP0+TS5JE8OwybYomQKsoXHzEV7fouvR2mqmIQQ3UoXhMDKgDHHHFcb4a8M6lo99qtnoMcA04WqmzjUjEfByOvJ6flT/APhOaz1zWbzXtREc91DsAVgu0cZwD34qnGKT6+YNp2TdkeafFz9p7Sfh1rWpG/ElzqMe6O10+A7sHkZbn6V8i+NfHnxC+POpFNQuJdC8PhsmNGK/L7kYz+NfUPxT+G/gjwrcR39lYrqV/K5LSs4fjjJJ9a811P7DNLaWeis2oay5Ltbqvyxx85B4rhg5u6nokfROeDw8FLCpyn1b0t6I8b8M6XovhS41LStD0i41jVlY/ZLxU3Fxz8xGeAOua5fwd8Oda+Inj1U1e0nuWuJ/JV5GOwEdcH2wRX0N8P/E6eHbjxKTpMdrqt1EYLJnXAj3hlOM9hkV6j8JNIP/CUWiXCxSadpVsT56LhXlch2Oe/JNaUUnL3nc3xNeNOnzUk9dLvdu2ui2V9hvwz/Z/0/wAN69byxfumgkWQ+T8pPPTj6V7/AP2d4d8baDq2nCSRRCcTSbjuQ+3NcLqmqJ4fmuNSiu4JoH3BIQfnzjgdfWsfwf4k1XT/ABjHfWlh9qhvwI5bSI5AJA5PPB4q44iTnKD0SPFrUeamqjldkXiCxtfDNtqNvHb2SWmm2n2i2vJkUSfxcHjjp618r/EL4oa58RvJ0Xw7B5en3K4m1C8GI1ccEocHPOfSvrTxP8GrLXtZ1HUfE09xPPOF2afu/dqgOVXgeue9cZ8QvhPf6jeaLeNFaw6LpcZaGwtRh9/G0nn0zXFiJKE1PZJbnbgoU5KKV3Nv7j87dF+Fc+ufEm70TUp2c28p86SMfeAGcgV7bqHhnw/DpAtkaJNMhGwq+C+5eOT2zzXav8FdXuvEnibxLp7/AGfUo33iNxjeOARj6V4N408QXOg2+qw3oVLuSQ5hU9znNebLFSrzUKUtVa6PsaOCw2DbqYqPNF63+Wx5P4m0uHT/ABFdvbyiS3DYjYd6Zb+KtStYvJtpM+hNbGr+JbjWPCaRT2kUFpZuTEUGGdiMcnv1rm7LR7rTdGfVbq2drVxtVuhDHoa9xSSVm79D5qOInRq2wrdOLu732XnYv2+m63r12gvppUgbktk4H4VYuNJ1PQ2YW0k00PqpNW/C3ipLhY4nk+ZeMNXa6XqyLcMjbTG3U9fwrdSnRnz05WPrMvweDx+HuqjdR68zd2vL0OIs/iNreiyI0BMUin7x610z+O/El1bG4a+WdZ1y0K8AZ9q39UvtDS3MlxFCiqPmHc15zrni6CQtFpFmYxnG/HWvZhxBmsLKniJRt9wq2Aw2XNyxlbnutF9omHiq/W6ElxE823oinAqG++IV3uZTC6jsrE8Vj2MmpRTByrgnkbhW3FcyTZFzbqx/3ayxGdY/FU/ZV6raOPCwnW1oTdN+cbiaT4mM6kXFoWDdHU8iprzWPs5ZYZELkYAbqKj1LUo4LVYoYgj/AMqzNP0mOaY3F0/mSdQO1eBJcz5rntvFYumo4SElOXWW1v8AMrw6rd2rT7+snG49vpU39sGS3Ee4bvbtW9daXG9pvmQDI+Qd65u60FW5ifDelRCUZNnn4rC5hgklGXMmtnvqaOm+TbjzJF88Hg57VYWCCSYtA2O+xq52xabT7pfNDTwK3zR+tdRCbXUczWkL2yr1DHNKouV3OjLayxVP2copOL2e/m0/82aXh/Qxq2qQW3lrvkfHNfRfhXR7a00FNIvGDyocKAeFHoK+drW31uG+t20pRcTnlETluPapdY8a+N7WTZcR3Fqw9IzX6twnjsJktGeKxVKbm9FZO1vyPNzmr7VrD0nZLV97nZ/EptPF8dOt7eIxRHLSBADnvzXmt7pNgr7lfb/s5rFvvEGq3s7ieaRnY5bI5zV6z0e5uI/MZiVHJzXwubY15ljJ4mWib08l0PVwVelWorD0qHM1u33LcNujZ8puV5plrdwec4clj0GPWrFrq8Wm27QrEJA33y39KzJFhupi1uDExOdprwdeZq2nc9ac4U4wdKScusf8uhuxI8gBB+WvQvhfp+oTakZrNQ0cY/fHH3R9fyrydLu/swFC5X6V0vgnVPEetXh0TS7kwC8bEm3j8z+FfVcM0oSzSjzye+lt79F8zmzLMYxwU4wg+Zrrt5nt+tePrfRb3y/tAuD8yFQc49yOleO+KtUGra5c3MCqsT4wAMdua9P0f4Q2+gzNLqk5uZNwVnc/Kefmrzzxtp9lZ65KNPnWSHOcKDgdsV+r8fe1qZfCTskntfX/AIJ8zww4/WW0nqt+hyDXDIxCgY9cVYsZLU+b9pnaOQjCMvSrE14BCsJgR19e9Yd4q+YcNt9mr+etZRta3mfolaf1aSmmpeT0Eljm0+QuJDJH2IqzH4qgt4wpDZqotxIoC5VlxU9hoq6vK2/anoRW0VpyyPHVWvTl/sTs30eppWvjYRlfKHcdua9a0XxDe+LFjYLsthGibhwwIGK8p0bwdEs7MzqWQ/xdDXsfhXw9LDoqyWt0EZyV+QdCe1fsHh3iOXFVMOtmr/d/w54nEFHFyw8a2Kav0sW9X8NwR6PJHakPeOmRzuUHv9OK8l1vQ20i6jtWkWedkEjqnO3IBA/WvU77w/qkarKkhC5ZhtYfKcY/WuH8W2eqWN9b3wibdFGNzMvByB1P4V9XxxlFHEYKeNgv3kbL5f5nm8PY6dHERoSfuPc8+u45DIVC9PaqM+nzSKzE4+tW9Uup0nM0QIVjyuOlUZrq6kUkqQD2r+dUnG1z6rFSoynKLTZVsNPZrmQbvuoSTWekzI25XOM+tPupLhMkZXPBxSWNoZoyOc/3vSrXds+PnJSnGjRi01d3LcN9c7sA5Na9jJMQATtPtWXcafPo/ls/zCQZVh3qza3EwUMVxQmpK62PewsqlGpyV78y6G1aQyX1xJCbr7OqIXyx+8fSjQvEd5ZbjDKyt0znqKy2Z5mDHtT412E7BtXriumhVqYeSqU5NNdj05VHUa+d/Ptp5HuWg2WtNpKStcSulwnmKuT1z0FaaeBW1qSaK6R8yEAsq84PQ141Z+PNesbeO1gvXNsgwF44+ldj4Z+MF1o6h5GD+WB98E5r+lsmzfLs2wsaKlsrNT9NT4LF06+EnKTXzRL42+Da6bqIS0n3W4QbmP8ACcCvPtY+H+oaZZvcyRt5QbaGHevY/Enxg0+80FtQMEd1cP8ALhfl259jWH8M/Ew8Q3l5b6iokgmjaQxMPlHB/wAK+Rz7h/K6mOoYPCtRq1X02Stv83sd2AxirYerPEJvlXzbujxaOR9PcEr0rVh1+2ljJZlUjqDW98RtDsRqzSaWd1qRhl/uH0rgpvDUs0m6Nsj0r8mzTK6uV4meGrbrr0fmj16OMxVKCng4c0X0ZLe6w2ozfZ7NfkPVqmuNOdtP8lGK92x3q1o2mppzEyp8y9zWzbWcd7PlTtTPzN2FeLKSirnfhsurYxOWIl789LbWR55eaW1mwMzYPGFFWYb5nh+z+YSicha6PxJpMcs7C3JdQeGNZ2keE724854omkVfmdgOBWiknFSkfJ18ur4LFSpUV7uzfl+pHFG0igSHag7etaVndwWUcjnhsYTFQW+lPMt1LvKtEmSuOT6CqXiGzutPhgQrt8zp60kk9DeWP+oy5o/Etup2XhfVW5O/avU81p/8JCt5cbJHLKp4FcNYXC6PDteTzCyA4Hr6VAupNHcb1bC9aruz6WjnfJh6Tk/XyPVdM17ZeFoQCq8dK17rxQ/l8H5+3pXmGi68b2CSOJfLMZ3M3dqrX3i5lYOQUUHGPpWKpuT1R708/wAPh6EKqd79T16z8RSPGTOEyvemX3iD+0EWKNQAeDXjn/CdXFww8sEr7V1+gXr+WLi6kEMWM4bqfwrOUFT1Z34HOaWaNwoa236L7ztNP0fT7K3aeeFJZmOQXAIqzEtrJxJHEvf5VArirrxREqBhJwDnBrGvvHyR3C+WS5FT7Oc2XLMsDhleckrnd+K9Hj1i1jt4kBI71jwfDuxsrZWlQyXDHv0FUvDvjaGR3NwN/cZPSr9x4ytGy3mYGehNXapFWRjKpgK8lWlZ9mzoY/BtoNNZEhVgy9MVx1j8NRPeOzriNST8oqxcfE6GzhbySZD0xmsfTfi9c6fdSGW3EsMhzjuK2XtpR1Z52Lx+V8yVZp22Oug0mTS42t4YYxu/jZATXIeJNHe2Zrk4IB5+XAzXSL8UNJ1SPOHt5j2boDXJ+LfFgmiKEq8fovevSp4zFyoqhKb5F06HJj8RgKlF1qbjp1L2k/ESKw0toFtczgbVwowfemw+JfEcqmWFxZRf38VyOk+KrW2bLWql+xYVPrHjqW6hMSxbB229K2w+LxGGjy0ajivJny9TM6Nanz161/JI27q4tL6Y3OpX01/cgdzx9OtVLjxFItjLa2vkw2shGV2Df/31jNcxDrc0oHy72bjAU1aSzuLibbJbvE2M4ZSD+tYVJSrzdSrJyk+54FfMqTp8lFWv/W5aVEEkbtDhAcnb1NXrzUrnVLlR9mWONRsREXGB7+tadj8M9UvrSKdH2Bj0Y/dHrivRfA/wA8Q6hKge9WGBm4doz830rrhiOWybfyPjq2HpylzJLXvc4Pwr4P1DxFqkdlDaEySH6V9Q+BPhsvgG3hF9qrTzEZFrF0X2616yn7Fw1DwbY6pp+rSxapBEDIXXaG/Sr/gX9n+9sWGp6nfi8WLkqnHTnHNY1K1OTcpXb6FpWioQSiutr3f3nb/AvwrOu/UZLEbnOU45Ar3LTdNZJ5JrlMQDnbUHg7+z4NPgS1iaI7Rn5SK35Gk1a3D6ZLHJFG22XcDjHf8AGvIdapVbcjq9nGOi0J9PUx2v7h1MfL9c9TWDHrkGh2eq3V9KkWlQ5kChRkHH+NWNFu4rAaixmM8MLZ2qdx9wMVU1DQtM8X+Hb6zgkb7HdxsCMbSpx6HnrXNWlzOLlok0c86fY43wj4sj8UeGdS1PWrGJtIa5KQKmMspLbTnHoKuwzTeCpzZ4eHSpsPG4OR64J7Vwfh/4b6n4M8E3UGu3DS6Wl0y2yRsANuW2k++K6Y+D7a/8I3cDalMbeTG0RnMi9OMkVtUkqk1USs03qv62NaLaounJ38j0vS/HuneNLCfTrK5Xz402fMAQG6ZrK09tTljljM6x3sRwXT7jDsayfhx4RtPD9rZRQPuLMA5l4dvrUem+IdZt/FGpWE+mC2sN+LeZvvNwOevTrV4iqo09du5NKle8ux2NxcXg0uNnMEsycSbVHP6Vzmn3Vleawtne3Sos3QL6+laHhS8Opa1qEZtiEjUI8hYbWPPIqvfRaVJMfs+0Xtu+/Y3GO3Bry3QnXXPLoaYepG78zyr4neDV8O3Vzf2UO+18w5+XHOa88/4Te4U+Xb27BSMFumDX1bNNY6z4dlhv7bCTfKxUZ5PevCfEHw/j8O64tqjb47j54zjt6V8FneTTbeMw63ev+ZFSlGUko6HjPj6S9XQLm5jYSyy/KVc4OT3BqDw7oFv4T0uz1ZL7+0NRbBmtYm3FOM8/pV/9oLwRqM3hk3FjJJAlrL5vkgjLYIP5cVw8a2+qQ6Rq9jcyWjsgilVDkmUDHI9MA13ZJh3g6PvvWT1PpsDgPZ0J1GrtrQ968G+Mo/EkVpJGzC4ZgJFVQPTrXvGglLldinJK4BJzzXzh8HdFurDxHPPqn/HrKuxCFKgtzz+or6P0WSOxhZ1XcIj+OK+gp4yNRyjT6HFiKCha5W1HXL7QZopNQzHFu2sQPlYdq8u1xY9U1S/vng8r5w0TZ4b8K7bx54v/ALT0ue3QCaMnAU/wmsfS/hrqFzoUk3mMWkQeUrc447V9DHlrQjUj1OeMfYwc5Oz2Op+Dt010Z4VPmTLz5bcYFdR8QNPhWxWVnaGRTkYGKzPBPhGXw3HBqE95t1Bl2ygkBT9a6DxdKZrHaxVmlGY+4rphTUIO63PMqT9pVvHY4fUbGKx0F7wPNMbobBHvI5/OqWiw2dvo7zGOaGT/AJaQSfxY/Gt+6sXmWAW52Kow0XbPqKjaxS3Ueazb1Pzbh0rnjppY0eq3Nbwzr+ma1oLw6XIjiM7Xh7ofcVZ0/TpjqalWWSLyyPK6V57qccuh6pHPoirb3Mz4lZQdkg9/evRfC+qXs0iqwRb0DDFeRXfzNLQ4nErTaPpUmsRxi1mtLwjKyAlkb2PNXptH1p1SW3aOSNXCvEf4R6jirV9r9rHqH2OdlF0T97HH51oyX0bW2yNg6sMOqnn8KfLyNtk8yk0kc78QIbrwvoUupWzeYLdPMkUH5h24HfrXzNo/iq417xPJqqxsxmbnjgfWvrC+s7XVdFvdDvEkMNxERHKQfrj86+ctL+FuteEfEUNtfIItOmk/cXSrkHnocdO3WnKKlD23XqioSs+RnvPw9heS2D3UYaKRfSk8a+JrTwbDCCksVrK2wuOQD2FW9P0GfRr62JuWWz8rdtXoTVLxdocnxIsBBZSLE0Em4iRSC+CPWuuly8t5M5ZX5vI2dM1WO4tbdiNvmqCrMf51Hpcl3b63PFdBlVjlNpO0j1rP0qNtH8qHUkKeWAmW6cV12lxK02UHmQN03dRSjNPQJx5VfoakNlCmG+UZ56UkYWaZlGAPSrEkf2aPcBuX+VRq2x+FyeuRW17nK10F+zzBjuRRGOnrVWa6wpYArjjmrbJLcD5Xxnr6VXkhfaYnwT61SsQ9FoVvtScEjBbgCntamSYNnGOxqT7D8qkkbl6VJtYXAkY44xx0osmrCTadxJBGxA29OvpSLLsjIRMjPSqF9rVrp9ykU24GU4BA4q6s6W8W5W356UWa0sGj1ZXurMzspHyjr70+4W3W32hf3hGPeqWoX8sKh4lJZjipoZGWIMwyzckGtVeyuZ9dDkrrR7i3vC8btOzNna7Gp5tSlhVrfyMTBcjFdDcyRbsHh+vTpWFqWnpqLFJN3HKyDgirlzS1KUov4ijb6r/aFvskjKFeobisq11I6al5LepGoJxGqjORTZ1l0ufjcw6b25zXGeKvFz2Oq21vd2rGGRsqYhkVl8Mnc05OaOmx0Nx44s1RrfhXYYAbgVyl14mjtNTj0W4ZEju1JVlHTP8A+urOoa9bafcRyzWUclpLgCRgcoad428N2XiDwxLeWwU3qRboGXg59q1pz5nymc4qK0W54f8AEj4ey2OtQWtoZQztvS46qw9KcNPuNP0xdPlvcFuD7Vm+DdZvVkEV9M08qybXDZyv4V6B4g8IWF9p6Xc9pJJIOUkRuvtUVJxnN8q95b+po042VXVHwD+15p50z4ladCW3n+yYzu9f301eH17h+19bXFr8TNPW4i8knSoyiE5IXzpsZ/I14fXnyvzO56ELcqsfuB8O/gD4f8DLcaytoH1W4JdppRnbz0GavW+l/wBp6o8ssSuitkFxXda1diSBUhPbn0rD0u3hmaXzGwyjIC169a9Z88um3kZ4V+yg2ct4n8dX3hyOI2NrHLbiULIQOcflWd8arq9vPhreX8E0cUjx/ccYAyK5D4papdyX8Vn5G2yViztnA78mvF08a3viLWLnSHvmudNt2yI2PBP+RXy+MXtY67p3+R6kJLlUEl+p8zeMvDFza339oOoZZG+ZiO+a/QX9i3TrfTPAMF6iFpZBz6DgV8gftDxxxaPZRwAQyPMAFX8a++P2bNDg8N/BfS0U7pGhDsx9cV9ZlqcspqYp6Xko/wCZ4+KtGpyRO88SXd/cLsijVZW+64PSvmT4mT+MbrVrm2lAbSomw824nqemMV79ceImtbUvI2/a+T9Ks+LPDGm6z4dkvSowYi5K9DxXm1ubDx9o/hOaMFU93qfCPizxJrfwtmkvvD2pbrQASTQxnueef1r379kX4+P4rivbe6j2SyneZGPU4H+FeNa54LtfGt9qNrpTNv3MsnfoSK5vwjeT/DDVPs0JYLG2Hb+depTp81Kp7V+9JaHP7dwkqaWn5H6D/bPt9874+cNlSKzPEXieSw2wMnnu3b/GuQ+DXiu08SeH7jWILhpY/uDd13DOa5XxR4nutS1u+srCbN1HGXJIOEXpmvmMXTqwrRoPdfgevRSknPoj1Lwqdd8TfaWtFVYYRypOAT6dK5fwH8G5NB1fXdY8Ut/aD3Mu9IZGLpGvHAU8dv1rt/2abi3tfBvkvK0128haaZujMfSux8VeFR4gWRLW+aKY8MyEED9K6MVh1hak40VzOyV/xv8AeaRqc6XM7I+dviF45kk8RafoehWq/bbhhHbwr8u0ZAyQBxXsPwi+EK+EbmbWddnW+1yZRlsfJCvHAp+g/Cjw14Du11e4DXuqICWu5uWz7Vq6rqFxfaaZ7SZvLc5ywxxU4enDDw5o/G932v0X6lVKnMuSO35mH8RNdutQ1ySzsvOl2L8qwkgfXiuX1LwhJYeG/tOo3spuZm+dg5JUE8Dr6Vp+JBew6SZrOLfO/Af1rwL4nfEbxIjLpr2k+yEZMzEbQf8AJrGVaKtzdD08PSlJKMLJntNsw8L6XbWmmiOQsDi6blnOO5rkvGjalf6O0l40kiZzthJGPxFZvwO1K51ozXOoTvPcxx4SN/uIDnnHrXour2pvlNnJFG1qy5aQg5z6VhVg5w5m79Tsivq9Xla1PItA0m7s5PtzSGJAMruYkj8a7SxXS9WsZbjUiXu+QpJ5P0rPs/hdJ9rnmE8kiuM/ZwflQCrFjbjRdRDXaDyVXaAegrx6db2bcbfeeticP9YjzRla1tj0f4dw2ttocSxPhFzuaU5rE+IjQsRHFIzPIOPLcqP0rze68ctdTSRafM00UTfMqZCn2rf8MXF9rBuNVuLIQvEgSGIt8owOpyfauetKUqbnF2OWFNxd57Hl3hS0mh8SaxazajLePDyqCQqIh+fWvT7G+SCxi87zLcbPlu0+ds47k4rJs9Nt/Cs95r+rCJJ5juMa8ZFcZrXiKfXvPbSFlkgn3EQswVVx9amnPXTXubTqRqI+c/2lm0WDx5bxqiu8koYzscu3PesiP4Lya14gbVhCy2EMHmxxjjecZHFey6x+z7D4gX/hLNTkc3FkwZI1IKlge/tzXTaG82szfaL+0WG0j2qZIh+7ZfQ19DhnJUoqOrPFxFRSm0tDkfgd4Y8T32uabfXWlA6WsxQSSSEOuAeQMdPxr7R1rxVD4Z0MJFbQyMw2rJIAdp7nGKwfD3gLw2sdleaar2EzJw0bgr9cc1Rh8PpdeOLqyubkvbou/wA9zxjngVviKzlGKhpv6nFStKTU+h5T4j8daZb6xFJcam5eBjKe+W54xnpzW34d+KFzdLLq+ua6tppYXbDaxna7/UZ4HSsn45/D2wt7iOeC5i0+4mfy1bHMg9cV8zfGzxTf+F4rfw5pkSbQRG9zklpCeM4z/SvLlWc2oTd2z1aahSjekrHovxq8Yf8AC3NF1TRtOVLjZl455B90AdjXxz8G/jDqvwo+JVpPaTMIJJlguYtxAYFsHP5mvZ/DfiCSzsrmzg857hoCA6j5nc9v515R8L/2b/GXxE+IseNIuILGK5E1xcSLtUKGycE9eBXXheTmlGXw9fTqRWr/AAuOjPtz4oaPp6abp/iPTnb7XeBJCd3yrlcmrOjeJtN/sO0S21N5ruQ5JU4BJxx1rc8T31pcfCuS1Nv5K2QFrH53BLKCM59ODXzf4X16TRdQ3hVXbIEiVjlTz1rwoQcpWirNOx0utCatI9v1jWPEvh29L7/NtWAYOzEkZGQv+fSsj4meNNQ8b6RpkdzAYpYf3ZmA7V1MqteaTBIJl1OYoJBGoJCcc5x9a5fU7SXVoYoljkgVFZmVB8r8e9XUbpycenU9PCzpSinNLQqfDP4Y6be+ONPSSVbpSu6STqRnHT0r3/xT4TsYbwWlyPN0+ODZGHcg9+TXhHwjuv7P8QFrgN5KOVMeeTzx+Aruvil4y12bVLW/0m5tX0q3ULerM2x8Z7ZI9q3lTnOK5Vc5azjOb1sfO/xg+F8EmraglzqcttBMc2scUhCBR/e5+lT/AA58PjQdYsraS8jtNP2gLJJGN8v09BXZfHdrPU/h2urq0ahT5ihD88g5OPpXi/g/xhcf23pttrMkVpZOjGGNwd+3aeM+5/nXp4es+Xb+rHj16Lu+ZnIftXWmlWPxAYWBhywXiE5XnrVv4J2Nhb61ZvhzKGDfuu1c98UJ7ZdQ1G2srG4e1uX8zdP1Rhnp/s816B+yHoVx4w8afYYRCltCN0jSHkjHQc134WStd6nm1oyUlZ2R+hvwzhvLjSUuYZmSNk2rg8gY6H3rxT4vaL4nub691GbVLi0uIX8izhjkYeZnnJ59zX0FoXhC10HRbaSw3+czgxxbuCR0H0rzrxR8IvEV/rL6lFqfnzXkw+0rIPkgjGOE9+B69afsU5Wiy/bae8cr4T+CUtn4It77xVqdwt5eSBIoUckMzYwMZHrXoXwn/Z5sfBmu3Gs3kiyTumwqIwQEOD17HpXr1v4fs7/QdO03dst7EKFdh8z4xj+VYXjG4NtNHp9tOUlkG0KvVvrWVSjTou8VdsqniKlRcrdkeWePfAfhHxHqk5Pl2rWoYmSEAH9PpWLrVrbaf4XjtfDNxGXZNkyu2GX3x6mvcPC/w30e1txJqbxzTOwaRXPIrgrjVvDq634kubTS5LGzsWCyM4J+0NgY2DrWns/Zx1RHtfaS5U3c8p8G+BZ9WuryTVnuHtbaLIlhJZdwycnn6Vv2PxKX4e6HIumrDNfzS7PtDRLleuM/hXqPgbXNOuvAt7dy6ebDzJCQsgIJ6V4n8QvDUFnIl3b3IgtrxyZgykgfTiuHmftHCx6Ps+aHvPRHp3hX4tQeKdFEj/ZLrWIFL3G4jbGQM+lcJqHiqXWLqTU4S1lMrsCokLROQcZC9KoeFdBlj8K3J8NWrTyKzLmUgLJkAFieOKwvFnhyTwXpdjqdzcQz3edz2wfChzzjr061wYqmuWXvaP8AA9LLpclRR5dRfF3xBhs7y3eGJxNdQEzNjAZjkZr4U+Ji/wDCZfERtN02MyymVgz9csTyfoK9q+NnxGlubCW/tT9lmb93FEvIB74/A15l4D8G6+3h/UNXsYGm1e8zGGYcqrZyR+QrwcHTVC+IejeiPtalOdSmsOtYrV/5HJ63pNnr3iDTfDemAfYrHH2iYH7zc5rrfi42nWPhSz0K2tSZ3UCONRyQBgH9a25PDemeD/CqWwi3avuMt1cMec9cfTiuS8Prf+LtefU7xNkezy4pHHyqo4Lfyr1aUnOXNHVR/F9zyMZh4wXLN2lN/cl0PCrGGaz1ALtwR19q7OTXtN02zh2XDvdMPmHZf1rO8UzWtpqNyLfld5Ab1rk7qTzW9a9u3tEr6Hh0cZLJ1ONJJyl36enmdjHNZ6lcK01w0ueevArqrWyt7W2WaG3j8tjgORk5FePwyMjKFJBzXVWOs3FnpsrlyQGwATTlBLRHoZZnVpuVWCvu31O1uZDPIuFyfapJry0h084T9/k7mNcPp/jS4SZNqEy5wtdHrmoBY1W8jVJmXLeXXJVjZqLV7n2+BzmliqNWtTdnHutNfPozCktZ9Snd1DeVng+tWIbea12sPmCnO1q045LrSVhjNuJhOu+NV5JFbel/2JqFmi6hdmx1E3Cx/ZpI2HyEgFicdhn8q2inLSJ8jVq06X71NuT6mPdawurKpcGKdV2gL92suSSW3m3SowXHaug03QrIte339ow+Xa3fliLPLJk/MPau0+KVv4amjsm0C5N28cQSZiB1/KseSNNeR6yxmJzCsrq8t7ry7nlMNxA3RgSe1dl4d0OG7RPLlWMkZbf0z6Vz1joYv7qNYo8yMeAK9t8J+HLSTw3auI8EHczY+bP16V+g8K8Ozzus5z0px38/Iqpi5ZfC87cz2t+ZueBfDNrp8a6oIguowx4Hl9Mev6VYvLxFvGu7+2aZ4UJZZV3Lnn19qptrk2nwtCsuE5xJj0+lec+OL++WMy22pyMs/wArx46fjiv3LNsbS4ewdqeHvTS3XLo+l09/VHz+Hwzx9SVSdT3u1nqvX9DG8UXtjretyXdrZx2yN/CqgVnNdlI9hYRqflJ7Vzl5PqFv95jtJ6iqstxPcQ7WJI65r+W8ZiJYyvOtPeTv2PsqeYwwcPY06bTRt6lbJDHuQrIP7y8ismG72zY4X3qrbrNHl/MYKv5Vcs1GosUI5PGRXBGLjo3c4Z4p4mpF0o8jfT/gmxHqkUaoGdWHcZrpfCOrTLrtpc2duunwwNmS47Ee9cS3hry5BmTIHX2rvPh+bGG6kiut08YTKwKfvt0r6rh/6zLFwo4S3O2tX5a77/cdOIdScHPHLlhFbLVv9D2LxV8bvCSaHLa3O67faQojAzkjrnNfNOqeNhNcTG0t9iMxILdcV79Z+C/D+t26SXGkQwrtPPIPA6nJ71wHxK+FemeH7qGS0dWhuF3qAwO32r7zjDAZrWoRxeLUOWP8t7697nzOWuVOpKhl03Hm7/oeXf8ACSTydV5qs99NNIN+QpPWunTwpDHbtKPuDvnrWVc2IQ8LxX40qkfhTPocRgMxhBSxEyraCeSUrGrOtbtnfCyjAf5CKy9P1KfS7gtA4VmG05FPlE9/PlwoBp3al5G2DqKjTvTbc77dPvL0ni5YJMAFh7V2vgv4yHQYvs8sXnWxbdgjn/PNcKPD8UiDfw3tW3oeh26sDtVj0AfoTXvZNmFXLcZCvQdnt8n0NsRh8fjaUqddrl3PXdH+Nun3kjRxaezfLj95yMev1pmua4PG0PlmdLWNOBErcY7Z/Crln4V0fTdO8x1SGRoRuMTA4Ynp3rz/AFrSZkuJDasyqrAAZ/Wv6rrYdYrB+zxEU1JapaH5rh3KjWc6b1XUyNUt47WZoJTG0inB2YrDl2tleMVcvtBvIVmuZX27eeec1zUmqSRgt3r+Vc6yitlmJcZw5Yyvy37H6hSzilWorn3W5tR+HG1KzuJkKhIRubd1PP8A9eucu4rizjeKI7VfrjrWrpetTpC5ZiBIeR7Vl6tqYk3ADn1r5+MZJtSOXMKmCnho1qd4ytr/AF6GOupTJKsU0jSKD8u45xWomqBVxnNP1zw5AnhywvIWP22UneO2OaxdLtXjWWW4yAvrW0ZRlG8T5T/bsBXVCevMlK+9k1fX5Gv/AGhLMwCcCrarMyHqSawre8+fehyM10Om6jHJH845pu+x6mAxEMRJqpPUuaLpN5cWs0yIWWNvmye1Xfsrx27h1Ug80xtUNvZs6HYG4x61Uj1aW6x2AGK3wuLq4ar7Sm7dD6adHCQpxoO7drndaH8J5PFNspLm3hYBjzXX6L4PtPCdnMLSXz53AQyydh6AV55oPj6/0WOS2HzxSLt5P3fpXTaL46tdRYxJvhkXorEYNf0TkuYZNmlWlWhFfWEra738uh8LXwtTCynd+4yvdaG5kuGMPmI+cgeuaq3nhNSshtYykydFzwcDJrSuvFtvauYXVndW3E4OCa1o/G2iaFZ/bJyzHbxCBy34mvpcbl+XYilJ42MeVbt2uvmYxxVSi1KjJ3PKZLpNxjnG0qcMDVqPULdo/KX5U9q7r7V4S+Irxx24+w30rYMbKT+OQK47xp8M9V8OSSPZg3dsDkFOTj6V+B5lwuqblWy2qq0Fr7urSfdH1tHPK0KanWhvpfvbsSyWEf8AZq3K4cnjFQWeovZW7Rb/ACIG+/tOM/WvPZtY1W1bYPMjHT5hT7HTNW16XavmMO57V8LKnpaRjVzyGKl7OjQlKR6p4U1bwhDqmpyatdOISsQhjiAJcgHPf6VV1+PSvF2owMJGtbODIj4+duDjj8a5yz8KppaqJ+ZT/Ea67w2NG0fxTFPOr3EEUOUgVSxlkz04Hp/KsZPTljocccFDAf7TjaXO91FvRN9zzbXtPn0nUEgnidGbld4x8vaqEkUjMzBSB24r3H4wyW3iHwvp2rCz+wTRzCI27jDqCRjNYPibwTaeF7ezu3u42hmgEnkNy5b2xWkZ6XPm5ReIShL3eaXySPOtHtpdNlCyfLvTP1qHVtPe6uNiEEn07Vcv5PtE3nN+7QDhe9Q22oRwzr8ucc1Tk7banoKnTjQjQxMrRTfrYdp9mmkr/q98o5+amSXl1NeDzpCYjyuOlO1LUGubppBwu3Aq9YWNsLSO5vnMcEfOB1b2qNIrnnudmFcsTJ4bDPlpx1/lVu8jA1y4muL2WQuVizgAHFP07SJYbqNZj8si71NWNRgTU7iRrOMmPqqDsKfc3eZLRBkPEuK3i9jxfZQji5TqS5kmvndlbzms5gVPDcYpLqyuJoWngYyRLyy9xV/S/Dd3rGoOUiLRJyWPAxU2oQrot4Gt2ZrZxtYHqD3pcyu0jWtTrRh++TjBt8vnbe3kY9uQ0G6NPMcdRVeKaW6mRSoyzbQF9at6ikdpfK9kzNGyZJ9T3FS2Kw7rVlyG83c3tzV3PHqSnay0aKUn7uR42HzIcMKkmtXgVDICAwyPpVhtHm1T+0Ly2VmNuwZsDqMgVtXGnf2hpFnd7TiBlSVf9k9/0pXWxze3lF+8c/BCspQeQZNxwNo611mh2egrcNBqqTW+Bgrtyw/Ws+zspNF1aZJLaS4tI2Vy6DlAcfN9Oa7XxP4dt/FWtWtxpk6zZhUOsf3mOKzlBy2dj08LmUcLK86UZxfdGf4b8MRWazajax7xA+6NJUDcZ4zmvqj4VfAGx+KOkx6/4tJ0yCcbo2t125GMg44ryPwnolzHq9vbxWgmLRhJE7L7mvtL4S+AXm8P2ekPcSR2E0ZDJ2LYGcH0qo13Fe+tPIyxlDCzpqrhG4t7p6280108mN8E/sn+H7O1lc3TXsa/6h5Ocj35re03wLYeG9QaCdjIybdsarwmDwRXe/D3QLPwK0lrd3UsoRv3fmHIPPSpvF3iG1bWzYi3EEMvDX2ODjt7V6dFqtDmUbHzFXmpz5W7nX+HRNqmi8lhaum1V6Mccf0rH1U2t5C9jpUDwlDmRGGCwHXb68UnhXWmNvut5llghBAjYgMea6iy1C1ESXs8CZj+cDIyM9a4qkpRklHoXGHNFtieHmVtGxbKrYQr8w6N0xR4Bgv9H0mfTMRmVpGLs3U5x3qa3vII2uZ0VBaT42bD3Izmm6BqFhpXmQXF5HDcZLBncDP51jCjPmdRbG/tYcvJ1GaTop8OfaLe1tGLyymUySEkHcSTz9TUOm6fdr4luZVkjFqwyYVAG01JqXipLPy7m3c3NlvxJKoyBzU9xrlut9byRSRqJlJDA9eK46ig5yTfvLUqFZp2Sucn8SvDt3r0LRzXv2fTDztU7RGw7k1N4D0KTRIJXaaHUtMx+6mBySateJNNtfH3g/VtFedxPcBkWaPgqea8X/Zr+LNq1rfeDbos8mlyvH5z53E++adCEY0HWT1vby8vvKliJyj7O2iPpC1tLTzEumtds7YYLvNc74ymuL3Ug8T7UiX5o/4j9Kw5/iBp2jae8F9LIHeUqJOvyk8Yx7VVXWBrmoWsln5qafGNrOfX1P51y4mVSNDla16jowVeO/obWgeLNIud9mLu3g1baD9l8zbIw9StZ/ifw/cXsVqdLlUzCTdKx4bvxXH6x8BdP0jx5H44l1J7aXIMah/ll5zgirvhvxBrmta7LOIfKtIZdphkH3lx1H4+tb0LxpJN2sj0KOFpqKm99rdDstPvryxWeCRdqMMANzt9xUeuWNpM9jLdSrNLDzkdT/nNdDo+ny6teMZFLonHPAxWv4q8H2t9pccdtGBcR8nnqMVj7FV1JXJq2pTtY8w+IPw8sPH1nFHaTmA7SrIo6gjHWvCV+DuieCrm5gku5FaFxKTtyOvbn3r2L7RrHhXXDfxlhp8K4lt25J9xXyD8av2vNY0v4oahp1jAqab5itulXkfKAR9M18x9TxH1iUYevkdUcRUp25X7p9VyeIvClnYwxz6rG8UKqSUwGBzwevNek2kdvP4fivbBzcLMnEjcZXHXFfAPhH4vWeo+P4NS1OBdT0u7QA26nCoTn/GvtjRfFENj4bs5NGiU2cox5TMCYwe1enRpRo1bSja61YYhxlTTi7s4Dxp4kg8I2ohvZ7dbiWbiM43EcV2Hgf4j67JZwH7NH/ZajCPnOR7HFeZ/GjwjZ3l9by30jRTyyK0ciqxx83fHSva/hr4Hgt/Ddta3V5G8jAOixntjg49ea9mk3G0IHFWkuTXU7D7L/b9rJMjhv3ZJjP07V5bZ+KtYjvpLMPDcR28pVVkb50XJ9q9Ni0+48P3BdLgvA3ymMjge9ed32oaRealqws7YW91C2WXON555Fd0vej5nHS2el0dRZ3i3tvLun8mRf0b2qnZ6tLqE09vO6eZECGc8ZHY1zniJWi8KmVTILtTuV0PPbg0zwf8AvPs9xf3arM4wYxzn8RxXFNuTSTOiMYxg5vd7Dnk1NNQkFu6ywOcFWGQPp6Vu/D/T9Xtr24m1OSS1dGPl4JKuvasu/ZIYprgHd5T5by+Dj1rvvh34qtdahj+0srxAfKeM/jXVFd2cLlo9DivHGqPDqXnhC0TcFhyQc1pWXiM6VY2jv9xvvbuSPeuq8QaTY3GoSERL5U3Qf5+lcP4qtW0mWL7MyT2rLgx91IrsspSbOSUXoj1rQ9QXX9LWWKZQwXA3VpLNa3GiyaffJG08K7l8wAq2Ohye9eW/DuWaEB79/LtZD8qk4NembbK4ukdHMiGMjPatKFRv3X0M5RUdSHSLxryJpbiMGNPlVV5wBxTLfWLGHUVtJEWPzhugnXgn2P8AnvTtNW3gDLG3lpuPymn+Ire122sU0SzKzfKyHDKfaqeraiV6lzUYrfUofLuEDkDjcM1q6Larb2qKEwMcGoNK0uCG33BzIMY2selasLbU2KOBSgnu0KT6XIJT5kxAwB3FRTQMFDpjd7VNgszYHNJvK8YArot2OdOzJRNtsy+0bh6CueuJJJLyOaHO08Mpro2mjWDk4Nc5qFu7TKRJ+5J6r1FOF4hOzNHztv3uKnWYGPccVWijCqATu46moLlm6KSF78VolzGGxlanpJn1QXRXzEIxjPA98VaVWt13HAGMc1L9sC4Xk0sjLLGVYGtIp31FKSasirPb+dJGwYlO60y8mjhYRKW8zHB64qrrEzw6XOY3YOF4YdR71l+HmuVVWnnW5dhy3erulq2KMW7s6Kw0+R2dpLiMvjOD3rPvoZ2lRhH+7U8lTgVcaRt27blv7wrO1q8lt7XdG5XnkGp97oCSZn6zp82p2U32R1FxH1Ru4rifEkem6PDarOwedhnk5Oe9duIZLqaK4i+STbhueteE/Gi+uovGlnaSN5KbdynB4qVNbtdDop03UfKjp9YuNN1DSY5GdDHJwI+tP8Jajb7WtZJFbbwiueQPaua0+zlt2iYDfuGcjpVfUlvIb+OZYiJFbI2c1zxxKdoNalToOKbudJ4i8C6PYyNqcVoqs4zJIqAfjXm1rr+o+Iby6sI5vs8Nu37vtvFdJ8VvG2v6f4JS6045GQsvy8qMjOa868KS3flx38Si6EgDOFPQmuqpKMIKaXvS/QzpRbj7+yPk/wDbuUL8WtF/vnQYS/P8X2i4r5wr6V/b4kjl+LmhMiFP+Kfg3BvX7Rc181V5vod0PhR+/wBNH/xMDEQNnQc1l6hcQaT9qIdPtJ+VUz39KzNQj1PN1eM/lQEYB7/hWDp+ianrFwl/PIsFhC3yrJks/qeK9aUpzjaKt3M6fKrKUtDzD4y69e/2WUkSK2KEtKx6kegr5O0Xxna2XxEmiVvLgk4AU9+a/QT4ifDmPxVpaxwbQ0i8yY6Cvz/+Jfwvb4eePppYkmmAf7zrwTnrwK8ZUvaOSn1R0e3pxkuU0/Hnha++IHizSLOI7LFnU7u9foDp+kt4H+EMUUT7nit9vPXpXyd8FdZs77xpobX0av8AMF29s194XkdtJbLamJJYGXnPTpXvKM6OVUsNT6tv5rQ4q9vbuUtj5c+GnxUt/FevNoV0WEm8hnfkdelfTl9AJPDbW8camHyioVR1GK870/4G6HpPjd9btIA13INwJ+7H06Yrs7zxUdJ02dXgadk+VQo61wY9ynRjCC82vM3oypObktD5zs9P0nwP4k1MQQSGWYM0rKeBk9P1r5/+M8zxrJfRW8kBY4UYwXr6B8eab4i1DXmu7O2J+18JaqmSfqf/AK9cNqH7PPxG8cs7ahBDpNrHyhmIZm79ia6oyqS5JPbS/wAjkqU4NSb36G3+y14wa5+Ht3ptvCsV1Hywfquc9q9o+Fui6XqOtar9tjLXBQCUsMbhkcV80eAfh3f+FfiHBYXd22lgH97NyI3UEc19i+C/AunaYrXNjcyXRnG55n7/AE/KljI81aWJ/nX9fka0J8tJUzrbPSdO0vTTaWEa2cZ7xjB+tV7fVLfRY/JtbkyKD+8LHcxP1qSz8tdQMY/eHGNuagmt7az8xFg/eSNuJNeJGpKMm97nX7PmaTGax4jszasbkSPbLy2F6+1P1rxNpdx4diWF1iRl4UYGBXHeILoXV0LAzGCNmy5A7elcf8TF1Wz0OWex+a2hThcc06uK9nT1XU2o4XnqJXsjX1vx5KuoQ2+lbbq1tYwX7/Xj8KZeW3h7x14fvNS1CeK0SFeQSFOR1Jr57+ANn4muPiBJfXtz5dvKWbyX9Pxrv/jJax2WrC309Wa2u0KS/NhAx5JNceKfs6ceXXmV/wDO57OHoxlV5JvbqbnwVn0rTdN1S50/UINahknK+bHjMSjt39a9r0ddK1G0S5Nwm7+6cZr5k+F/wfi0DT9TubLU0kzGTIY3OxTg1zuk/FzVtGurnw/cfMTNlbgZJ28+nFL6wqt1stLHp18DyzcYyvI+s7fUdK0uS4WGVcyttMjnqfSuK8eaXHcxiDcpM/Qqfm/CvIL74im4lsre3RbiOJgQVfHOep56113gnxVe+IvHtsk9iypgKrSHOenTBrglThWklfU3o06tGMpuN0cJH4b1Xwhq32OSKSK0mkyJcEmvYPDcdrqFnONPvWubuEBDB1XJH19q3vjzpqx6FbPbx5nj7qP0rwrRdXvkvPs8UEllcXDBRJEwHPqc1zwWvs5GU268FUjoeg/ED4czf2ez6nctOzj5Y1/hHXFfOmj6hrOj/Ed9Pmt2OhlcCTGBuOMD+dfQOuWviC702ZLm7knjtyNzkjcw4/lXi+gx6dN8QLi1vp7ma5mYC0gUfuyR3Y4+neoSdKpK8LL+tTKilUheM0/Q9zS9tPDngu50/ULVbn7XHuWONuD9TjjpWP8AC3UPD914d1TTrqIQO6MBDN9xOuOe9cP8QvD+uWskcl3erBp/QQQ5YsfQdT0rx34g+ItS0e1t9MsbuSx8xjukYfMR6HivVw+KcVstf6uefUw8ZyakfT1j4sPhi4trCIK1o6skUhfIByeldF4Btn1abz9W86LbcMgwxJk54P0rxfwXJZ+JLDRrVtThiuIedhJy5wa9e8M26aL9rkutTUSl8CMsMH0Aq5yjKo5tXMHT9krRZV/aS0zT9W0m2MWYrmzff9o2cgYIwD+NfIMPgufWtdvtRaeO6KAlGum+bAzjANfSnxk1C71q8t9H02/86TIMsC4IOR64968W+Kek3vgvR5Ll/JsvKYRw28TZdyP4mPTHSvNouNSpzW0R23/dcknueg/CT4I6Pb6X/b06OLpXG5Jl+WvatS8TeH/CNqRHOlik0QDKmAB74r50+E/xO1LxPosdutxKum2/MqqvG7Hrj3rWbwRLJBeazqN5JNBekpDCxySO30613YitCLapr+uxhDASkrzlocr8XPixZajHd2No8Uthb5cMuAHb3H4mvGrOxvVvluJ03W+A+FPy8mtC4+G99r3i6a0dHt9P87946H7or2rR/Ben6FY2NlPKsloyn99N95iBnFea5OmuZHLUpezdonpnwT0vTLfwy1s14Pt9/FheBhVPYc/SrOiWelaX4huLS9uEu44UYG3XBKgA1zfg/wAVQeEdPvJ5dsvkBnSU44QcAD9K8A+InxH1vTLXUtb0K6YXd5Jhdg3fKe2PzrrX72eiv+RpTtKm/aOx6Jruoaf4N8XXGv2n+jWksvlx+c2VU55OD34pvjxrLWvDE91c3iMrkSxjaAJDx79OK+Mb7W/Hnxa1mLSozc3NyH4t0GPm9TX1R8Jf2e/GOlaIF8b3fkyOp+zK2WKjHAwM12So1eTm7G0a8E401o+5m6n8TNAuPD9nb6jpJdYAI1jHEbfXj2rgvil4Psta1K28U/bVt7MbSltb8CPB4Bwa2vGfgVdN16G3mjmhjjl3TR9TjP3qi1DwesOl3MmqrK+lxsGtYVPLnI+9XHCprqejUw6seV/EDUJrmVXtblbv7Qu0rnJX0FW/2a9WvPDfxAjt45Wt72SQKuw8sDjjFO+IHhvUvDsNvfy6YLKC5Ilj5yQvVR19DX2B/wAE+fgZ4e8QWcvxK1ONL3Ud/lQW7dIcAc/Xr+de3g/e96Pwng4u8fee579H4i1HRGtW1DbkQ7448YzxW5/wkVtNHbSi9j8iQ/PhuN3pXgH/AAUC8eN4fttPsNK3pe3IKhlOBHnFbHwJ+GF94o8B6C+qSzQSyDzJGD545olJW5YLU542kuao7H1Da+XeNaLalZLZBlpFPU9sVy/izRZ9Y1yAxReS0bYMyt8xXrW7/YMaafYafbTSJJbjC7SBkDHJrmvFunvqmv2Qt7qWGS2GTsPytjrmpkqlNXmrmVJwqS5U7GhqzpG8zyIwkiGR8vpXzz8QvFF1a+MBqTr5FsygfZc/IQMDJ9+K9n+IGt6oNPQ2Vr8gZTLcZHC55GM+lea+JvCdr4wmlktyyStEFLNyF4Ga5K1eo3aLXodtKjDm5pKxe0/4yaF4mmsbSO6spPMzHJbowxHxwcf56Vu/ETwXY+IPA8kMS7phyjRH73418/6T8E9K8K3LXtxBILm1JePaWHmehNegeGJvE+vq15I6wWluflQHoK5qlScaPPCPvnowwkJz9m52j9xH/wAJCPhv4VstBuA0UuDK8gPGwDPP5Gvkj4zfGaXxP4klkSJxpcP7uKNDgMw43H8j+det/tIeN5vGken6Zo8E4vrcbbuRV496+br+1tlvktklWWboVY4G7vnNeZOU6jUqiuz6XLaMKcWouwnhm0g8U3FrcazcMtnA+7yf6V9B+AfEGlyXJ8lFtNPT5EVlGTjjNc98G/AqeKlmiNuj+ScJjGCRyai8beOtK+Hdvqlukcc2rJL5UFug785P54rx69OdWbglsfXwxFD2PJJ3sum+vU4f4sLp6+Krg2k/2pbqX5ounygcn9DXm3irxYb7GjaBGYVCNExU/wAJwDW/qGqSXNjLcCPz9Yvc9P8AlmDXIahfWngvRpG2q17KMM7dc96+ow0VThy9T4jHVGpe1nt9lPr5+h5F4ii8nUnh3bvL4J96ymU760by5juLiR2O4s2SaqXGxpP3QYJ23V60dj4mq+abbZB/q5AQO9amoM66fEOnmHcapQxh5FBPUgVt+ILVMokLB0jQDIqZfEkdlCL+r1Z37L7/APhiloekTapcoluwScfMNxxXQahot9bzWqXbGWWYqW5zjnoa5eyEjSja7Iw4G2u/8P2s+oRuHuN6xyRxhW5dtxwcfSsanOndHsZZ9WqUpUp8yl3T935r9bn0H4S+E+nz39jfRQ3Gq3MUCGO3gUkBto6n0rD+LHww1rUla4u9GtdO4eUyKAH2gZIIxXReGPh34y063lt/AvinM8iK89jKV3jgHGSP61z/AMVviP8AEW102PSPFuiGCGGHyVuI16jpnIOMmsbJRVndnfKlKUlGnb11/I8z0H4G6n4o8O3GqafPH5sbbUtCcSSdeQK5bVNG17wZqJsdQtZLSdeDHIpFe7+D/il4W1DS7Kya7m8O3dqqqJdufMPc9DXGfGrx5F408WAxTJdRx4RJlH38HrRzuUuSx0YbDtVXKMuW3Vfgc5oVxLbXEUqoWmYbdq+9eiyS+JfB+hqi2JnsscFWO5QfwrkfCelS32rWsaJkKQzN6CvUpWZSkeJCAOQxHT05r9y4LyivWwk8RTrTpu9lb4X/ANutNM9nOMRGnKNCUYy63a1+885g+JlmQItRt5rd87Tjnj1rl9S8SW95NIkc7PDv3IuMCvSPFmk6RNp8puLRknwWTGDk++K8oGixiZdmQCeBXi8Z4zMsPyYLF1YyXeKab/xIjKqE5SdWhH7/ANCpqF9JMdkacU7TNQNrayR3FskkbHJJHIrZa3t7NSJcK/vWPqV3AFO1lI9q/JHaS5T6GtSqYWbxE6qUu2n5Fa5aOeMrbnavXaapQ3M1jJkR8Z61VkuNsmY2yrVrWNwsjIrAGtVHlR8xGssXW0lyyXbYim1q6nYKinc1ekfDPQZbYLqNygldvurn7g9TXN6fY24m8wooNeq6DBZaPo6O86iWUbhk8fSv0vgXBuvmPteW6gm79jTM8NUpUOevVcm3ouh0za1CIWt8eZIzIpGdoAzz9a8w+IFrJHeQmKYyxyZwpbJTnpXZ2ltHfTJKZVRBgNvPAzXLeOWghu7VLZxIgVv3h781+n8bTpxyqbk/eVrfeedkdCX1uMVs9zzy41iSwjMEhJKH7tY954geReFAFb95p6ySFwN5brWLdaYOeMiv5kjZq7R9JmUMem4wn7vQw5NQlLbgMmtGwvJpNpaoGigt7iMyoWjBBZR3Gea05tW0qZhHZQNbjH8RzTk9rI+bwcZQqSlWrpNdNbv00sbdrdL5QMj4P+0abLrkEMm1Xz3yprnLjTZLxcrNj05qK30W6h5Zw4FVGyd76n0Ms0xmlOnR077nqWl6/HLpay21y0l2hPmROc8EYzVGTxVPJeh4t0hUdFPp0rC0GwAu4g04g3cF2zgVr2OoReHdWlju4RPZyHazgEfiK/XuE+IMRh1yY6T9jJpKe/K+z8n3PPzbDxrUoVKcVGolqu67+vdE+p+JFvNNaEHDnk5PT2rjJVVo23LXp2reFtE1i0W803VoQdufL6HPpjFeT61cy2t7JGBuAOM4rv46y+VanHHR1Ssk07p+Z4GDzCNJOFTZ+Re00RXDbHbYgFV57WLDbuarafdmPcSMbqdcXAVWAPJ6V+IWlzan0n1ijUw6ulfUvapceZY2sSH5VHH61k+JpGtdNghHMjjc1XiCyxHrsGcVV1ZH1CR5HGWIwKiMeVoyx85VqFVr4pKKXolr+VjntOvFTCOK3Uu41jGMY9a5a5ge3mORtpy3sigKTxXa432PhMNjp4W8GtjsJ9YW8uIljixFGANp71PcXIUlol8oMfujtWBpcyyYOea2JFO9VJx9ayjFRVj63DYurioutJ6v8CaHV44WxKd386u2d7azXUflkiTOQB3NS6fp1pMn7wDA/Wn29rFp9ytwgXdGcqDWlOtUoS56bs0fQ08PiJqPtHFwf32Oh0+6tYLppL0u0gOfL6j8a1vHHgKXV9JsdQ06XzoZFyIB95RXILuune4mYIGOat2Piy90edZInZgvSMnjFfeZbxLDG0Z5dmsm6crax3Tvu+/oc+YZXCNq9GNvXqv0PS/hb8MovDMA1bV/3dy6kwQMcH6n9K1tcX7NeM0dzIRnLc8YrEHxGt9ct7S5laNJI49kiKT04yP0qnN440t3U78AcEjOa/ZsrwOAy/DKjh2uXfmvrLTd/wCXQ+c9s5b6eXRF+LwXpfiLzI5RFFIzqVc4GAc81Uk0FPCdw1oi+ZIp9PvDHUVW1DxXY3boLeZYd3VucgDt+NYmp+KorO4hSa5+1uvJyentmvmM+4Vy3GUnVpTjSnfdvR36HuZfnU8FO81zR/H7ybVIDdMWKFGz/FS+Hbo6LqUN4qKXibhmGce9ZN54+tZpVCw4jXsTUq+IYbxSbWFjnqMZxX4VmGXywNaVCpJO3VO6Pr/rmEzSneD1fTqbPxR+Jth4q0qLR7ax33SSb5L08Z9vfFZ3g34b6z8QZvMDy3ENuuGkclio9BWPZ6polvcSTXpViwIAHavVdB/ak0nwP4HsdG0nSllvkkJlucdsk+v0rz1de7FHwuMjHBRtSknJv7kcT8UvhTH4Ps9JukeR4ZZvLlZxggkjgj8a5bxFoNl4auE3xu0UiBlc9Dx0r0j4sftA6Z8TtLt4IdImtruOeO4aaUqFZwctwD3xWVB4L1HxhqFlqmpWEs0V0QlvaxjAOF7Z+h61k5OCV7tnj0cJUxT5q1SML7uTsv8AP7jy8J/aUwWzty2Fysfc+9QSRXs1x9mngYuv/LL0r6v8IeBPDXhzTb19UEemiVYZWYkFrf5idpznP4V5t4q1Czn+Kat4Bzqs91F9mPmxjbu45XgelbxWlzGNadeU6cH7vlszyD/kC3g2OROOHjx0qFnt0n824+Usc7e5r6Zh/ZBvbHw3fatrupJFqYQv5SjIDYzg4FfPF9oI1KG7SMf6dZuwKD+IAkE1iqkZK99NrnpUYqs5QoJSmtYxfZdPNpa2JE8SXUFxDBbL+6YY2r79zUkOnmbUVhnk3FmJPGevaspy9rp9ldLlSx25x0NdfoiNcLHcNAysi5aTacn3xVRire4jmzHF4ipiLYmTcUrrsuaOljM1rwumn6eLhG/0Zmwdw5U1QXwjeWVit7HmRc5J7H/69d7r11Hq3g24QRL9oKh06ggA85/Ks3R9aubjw7bWMcUUizFV2/xhhxW0o1E1bY8+hicPWpSVd8s4r3Xvf+6/Xo+hmeF9SSxa/IVYUeHZJEw+8a1fCsml6Tpd+NQMjrepsWNfmC5B/wAayr3RJFupbgyZDNgx7SCR37V3Gg+A7LVtJe7ivzH5KhhHJjK8c9uaptRdnozlr0U8M8VFe4t7brt8vMzY760uryJIpvJSZBDMu0HdHnPNX9H0rSNI1qaXQJZpnhb91HH1J7g89OlXPCvw11qa8R7PTTcQzPt+0SDAce3NfXHwn/Z5tbi3LRQfZJoIf34kUE78c4PpkVvy+0bUvdiup4qqNU04u/N0OU/Z3+CmqeJLuPUdTR4nupMuwJwq9cY/CvqDULNvDdzYW2jlplimEaRkfw5AJrjfBpPgC/aGaKS3aR8RFjx/nrXpfji4ge1tJ7S4W11O5TbC/wDDz3P0qakVFPlV0dKrSsk9Da1bQLiPVdPu3VbiFiBLHt5X5ev51xnj7Q9Rup7mAw407zN5eI/MGz1ryLw74m8f+F9Y1G/1FJLtoJvLRg37tvQjJ9K9d0/XItT8E3ura9djSppNpfzjwCOcDH1rzq05Q9xDp8spczPMNQjvrjUHn0rULq3Fqu2RWBXPTk810/h3xBrmrebpUW64RlCGTeSc+vtVeLxD4e8TLqMUV4JS6BA0YI3AAe1Hh1tN8L6fc39lOEmgIUxBstk8DI69a82lGpCpdPXs9j06jjUhax7z8M9Eez0FrS7UzX4Jyshz9K8h+PvhMeIJtPYSz6WttPtmMEhU4OOOMda9i+HjX8fhu31CWHz72bLZY4wp5H9K5DxffBdSu4NTtdxkG7J+6fT9a7qVectYO1zzMRh4uNnuti5a7v8AhE7fR7Q+VarCg3sPnf5eTUOg2ct9PLpt/auqJiS3uF4LKDn+hqvol1f6lY2gWIXEcBOJlBB254U/T+lW7jxFqUM9vZTQL5G4hLhSAU44U/j/ADrhxceSo5qdmtTzuR3umdZeWKR6TNeWMDxzWw3iNeC+Oprg7L4Y+F7XVJvE2n2JtdRvB5rgfKCehBH4V6Fq2pRab4Zmul8yZ0gw6oMkNjrivG/Aeraj4pkvLaYyWotpSYw33SMZ+taYjFU5006cL3s352NknKLexteMbPT4VjMdn9rZFWZ4sfd4zxXReGJLG38Py+TbOFuGAKN2PFV4bf8AtjT5bGaNHuXDICuQxHQEGuy0PwGtrpEaSFg+373pz3rnoyq1rySuvPp6nXhaqp2hMyfiB4Dl8ZeGbW3gvXtlsx5gVBksRjjr7Vu+CvDEE3he2kdMXO3a7YweD3/KtFpIbe2jslnBndCg55+tWfA9jd6fpc9tcTm65JVx256V6PJzuPP0R1+1dnyvZk1ifs+Y4Y1K/dJX+tV/EEc9nYm7/wBXtOCp7imWcEllfSOSXUNyoqz40mu5tKSC3g83zCAwPYUsNOF2pdDqrwlGcZL5nl3iSMalbv5D5dhnLe/avin9oX4Ftq1xJeW1pEZpQTI3Rh+lfefiXQ0tdLS4gHlsozt9/SuYvNB0zxJpMjXFvHMJE2yMTjafb8q5XeUlK9mVKEE7W0Pyp8IaLceDb67N2s72qNsSVgdqt7fpX2b8JviD5+j2kM80S3aqAkS4y49cVkfGT4FK3h+81Cy8xoo33rawqOMc7myOn09K8I+DurfbPHxtJS8ckZ2qq5PIwK3q0+eLl1JpwUbwP0K8MazY+LbOf7XZx3EqRthJFBywHGPxra8DaTdX0kF99keykhdkMfIAAOBx6cVw3g/RbrSo7fUZWaOU4Uwjpt/ya900LUYZFhjWNsOAGZe1aYSTnG0t0cGKgo+9HqT64sEGmuzTKrEdH9favALW3gbxbcQS7nnmf/WL90D396634oaxbQ601tBrAt5IzloZQdr+3Aqz4Tt1vNPa8it4y4OG9frzXbVlzpRiZKnKjF83Ud400+ws/Dv2WaR4pZIiqMpwC2OBXhnhvxBqdvcfYBEAtuxUvIeSc8c17P8AEbVY7y2tbeHa8iMGPI3DHauC0nSH1W61J5ofKUncqkctjPpUVIpRSRFNu12dhpcE2oaTNcFEEwjPmKOd1cj4e106RdGeDKqXKvAB056gV0en39zptsy24VuMfN0/Gua8Y6fdWd5b6xAY4ISB51qB/rPcUlT93R6j52/daPcfDurWWraSnmMFvmGYt44PtXMXtkjX0wuJVSZOdueMVS05jPo8N9p3zMoBCseFPcVBfTNrF4YGgkSZl3OyjhT3rphKySt8zjnG93c3orOLVoYyWZBCcBlPBFd5Z3S6boJtY4uW+UM3XNef+GUl0OQwT5nt3GCcgmu38NabO73Ekz77Rh8kbdq2hdWdtjnto9S5bWLx+WzBix+96UzU7M61PDDbyFZYHDFgeOtdJpdmnkhXO05+Xf8AyrLt/s9nrVzCIirq+4tng5NdUbwbktTNvmsmb0NmI7dE3HgcketSRzAOQD070FvMUtG3BHSuF17xedA1y0haN5zcNtCp2renDmRhK99DvFuN3f8AKklO7APOKq2IkADupVX5HtV/5R3/AAo0WxCT6kU3k7drjtWM22N3UM2M5HtWrcEtnCBz+tYF8JI5gQrEHggVatbUWt7Iu28kjON75+lSs0rMY05Q1TtYyVBJwvTHerojeHBZ9w/hIoUl0E4vqQpAsU2wrk9/WnTX8VsvlzFY88KWPWo5NXtIZwJnUS9s1DfWUWqLm4USxA5XHatL7cxCSIL6Z1hKwwLc7hwp71l6Lahi7C3NtKD8y9RW9tiWMRRvtGOPWqV5fLp6oIx8zdSO9RyXlozTnvHlsTSx3Map80Zj7tjBFZVx5N9vQP5pU8j0q5JrC6halNny/dY1zkK3djO0bEeSTlHHUj3rR+7G5mldllZPsu0SbkdT8uDwa8N+Me7UPGUWydtsqBC0keRGeOc5rs/G3iaW11AWs11FbKWDJKScnnpWRpesPdaoUuQk0J+5LIuR+lRzQTd+qOiClFcyItL0bU7bTIra8uIUYDCzKfvVc8N6A2neIJJjem8fb89vL/COOQK6LUMawkiCAFY1x+7459RXOfY/LVLp2aK7ibbvY4LL6fyrl5Yp3b1G5SmrXNvxrotrfeHdQC2+4SRtkKMZ4718xeHZDpLSWdq7RO0jAIW6YPSvpZpLiWFl+0kKw+7xgj0rzq8+F8Ml42qqfJj83JwM85roqyVWKjDcmjL2cX7RHwl+3dcSXHxX0EysrMvh+Ffl/wCvi46+9fOFfS/7f1rFZ/GTSFiKsG0GFiVzjP2i4Hf6V80VxJOOjO2DTimj+gfWrYzWkdpDhsdfSqM6va2K25t1bPAZelayrJDAzEjcO570C3aey81RucdFr0rct2+54TbkW9B8Pw31vtuH+bHC14/8ZPh/ptxqENtfW0b20zbPM2AsK9U0nVGF0Ek3ROOM1z/xDs4JpIJ7mcuI33qnHzHsK8/EVJRqxdrRe5204QlT13PhfW9APg/4rR2mlNIY4XBRUzweK+6fDej6hqXhmy+0XLC4kQF5O614RqHhmLxR8atKNtDGsuA8xTkADHWvrvR9Hgt7Xyyc/LgV7zqRjgqL6vUyXPJuM+hm6XoP2O3RftLSMowXf+KoNU0mF12yx/u8cso711UFn9nhCHD47066hjktWTb1rz6lTm2LjHXU4Cx0GeykEtsFZc/KzDmti6hkkRY3hye5PSs/xz4kufDOlxLpti19dM21UXt79a8t0fw54o8d+Oob671O80WKzG8QgqVkzxg9fWtKUp1d7WV9Spwja9zv9W+HOja5MjanYxyOvKsQCa3dJksdr2tgFxCNm1OAKF22LMhnW5n6M2c4rm7PxBa6Hr7WTJ5c92dwkPTPp+lS5+2Xs2/kFOHI7o7Wz0a20+5N2VzM4wT2FZeuaXPqzH7NIEYcg+9b7KZI1WU8FeKrpc2WjwtNeXCxgHIBNeXUir6dDvpzd7s5bwv4DmTz9T8QIk0sefJiPK/Ws238Nt4omnywNqWICr90c4rZ8Q/ErSbqzmEF6gjUYPqfaqHg/Um/s13jYW6Oxbax5xXBiKik3dWiraHfS5lrfUr3Xwv0Xwza3F7Gg+0BCGbpjjtXxj8aPiRceIdai8OaHFJcTGbYPL5Oea+mPjZ8RpNO8Oahaxs0KNGyi4YjjjrjrX55Wes3NhrR1+z1Zba/aZlSJiGcgE5foQOR+tJclS85O0T1cHKTnyy1bPpHwL4R8Y6Hp9/DqlwbDT2Hy2UeTLKx9Tx7V3Xw7+GulaxJPI4T92P3jOPmX1FeX+G/iJd6h4fuLmXUGOteWVWa4+5kjqOK3Pg9J4hs/tareJqV3fbt+04EQzyx6f5NcDqxqOTlpZHpVKVWgnzM9G8Ufs+6NDGmo2Uz29nEQxMJxuPrxXofwt8IjS9Sg1i3C31qIwoEg+ZSMf4VX0nxlpH9hxaVezpthxG7FhhmPFN0Gy1Hwvr13dRXy3Gl3IBigVuIxiuChVqQUvauzV7ef/BORVKkoum3e/5G34+1q18S/adOdlimiO4DOBkdq8kg8LzXF68uNsi8/T3FdB4oGs3NxPeWdulwwYnI7e9Z/hvWr+S4je5jxf8AKvCw7Zq8PVcvenuehLDSjDlpS3Gy65Z6bot/eT38k8W0xmJjhgcdcZrzP4Mf2N41nv5J4phdR3h+zzKfmK7jx/Kuj+P3hGC80e2uYXls/NnRHihP3iWAP8692+Evwn0Twj4f0+WC1WGRoFJ3DnfgZJ/GuqlKpiYOck9dF5WOGrD6nFTha3keXfE2aTT7K3torRUvA/7uVhuOMV4h8ZtJsG0O1vLqEHUCcu8PTHf8a+ifid4fgsftuqNNJOyA7PMICg+lfM/ib4gSeJrSPSILaA3CAxgKCTnp1qoYaUYpLe5kq0ZPmschpOoWXhGxh1i7k+xxXGUhaZsunuM/Q1z8vjLVPHHiWw0/R/EM0yJNmMlznqOTz0rK+MelyaXqWmafKf3YTLKTkDOe1eKeCfFjeD/jBaSQ3W22S5CsOxXdyK2p4WpWVoys9TjnXSnzLZnu+qap488P69d3Ud1IIw2BePnDY9D3rm/GXxK1PxRHFZahLJdXEaBpZSTg57D8q+qvGEeja1oFv4hli2xRxjbCgymSOpA7815jf/DnTp/Ct/q0Ngz3d2h8llXAUY44PPevIlz0Lc/4Hp0I/WeaKe3c82+H3xcu/ANvHaiMxafM/wC92Dk/SvUdQ+P9ukenQ5V9OYZBUZeI8da+b7jwzfTTLZndHH5uXkb15GK24fCV3eXsGj27+bcSOFjZQfmJOMV6Mabk7S1M/bLoz678D+IvB+qRmBLvF7dDdHbyINxbuTzXAePI9Xm8VnMuNNhAihAHfJHT15Fe3/CH4L6X4M8Fpq2pJbvrkMG3y9+WDk8Z59KmuW0rXIYra6e3e7tG3zSLgJj2J69K5q8vq0+RRvc0jCnWTlzHi/irUo9F+HtxDcpE97InUEbgn9O1eF/A/XLPUPiE76ldF9PgJZbdxlM89BX0v8brHQptGurWyRIppLZmkuOTtTjn09K+Y/h74q0X4ceHb7UZrCPUdSnBhi3f8sc8bjyPX9K9bBVHytpfI4MRSjGKV9z6E/Z/8Cyw/HTVtds9NH9kMCyNjncSDkDH1r6h8ZWd/fW5nsozM0I3sVXGz6H1r5D/AGfPGlr4c8caTfXniN72K4w8sUYwgzg7eVHTpX0t4k8VXIurq6tHkFpBhgWYAPnpxXtYhSjSip/geVTXNUTj+J5RN4Cm13xDPNMk097dHbmYn5R+Pasz4j/C2fTdHSa4udkEJzIg+9xzmvU7O5kuI/7QupnjMh37mXb1544qvN9i8XaRfQF/Ow2yOQk89DXzbtK7irNHve0qJq70PjbxpqWu/FCS18N2tqrx7lhXVJuBHGOB+nv2r7V+BC6D8JPBMWg6dd+SCF8y4Z/kkk4yRXh+peDW8Ox6hLFp8txPErG3jhIALds5I4rrrfT7yDwXb22ostvd3C+a8P8Azz/ziu6jUnRpXa0fY46lONaXK3qej/G34c6F8WrexuJHW8uoPn3xHMe4YwCa6v4N61Z3VnaadY3Cq1lH5LxbvukH0rjvgXoFxeeE9VuXvntrOINGokwfMbnkZFVPhlHB4P8AFl1dXMjQmPJRVBJkJb/69dUKji4qSsmcM6MffUXdxPpO8kXTZGmQ+aSMFm7GuQVzDqt1KDvDD/vnpXTPrOlavp9rJJdRxzyKGWJjglj0FLpuh29vG9zJt3tw248Upubly9Dnhyx944jxRYPc6TIVkkUSfwocZzWD4TtoPDVjO+qyqXZwFUDoP8a7xbuGTUHs1dZFJwrY4qtNpqapLLaXFs0YjbAnwMMPauCnT/f87R7NSqo0lGOzZxHxcurPS9MhkaSOGCT5WZgM49vfmub8J3SSaa9vYEtbsNxkbk1rfFjwTbXOsWDtctPbxJgwMecnjNN1XRJdM0CGDTCqER5fb1PtVSnKMtFaJz1LuPvM8S+IGqaT4PbVNTmlihXy2JZSOWwcAV8haf4HufHGoXmsh3t4PMaT5uN+TkY/Cvqrxh8F9U+KXi7SNOmjaCy+0rLeR7ukQIOf0Nen+J/BvhfwdpktsbCNNNjHl5T7zADHH5VnjarwsFNx3PSymnCtVs5PS2i3Z4j4fs7zwJ8Ok1fTrhfIiXa6xjDqff8AOvBdQnh1i+vvEWo2zTeeWSHjgtnk/nXffE3VL2a3vLPRJWj0gnBjJ561N8JfAsXiLQtTuNRG3T7G2PltggFyMn9RXkYduv1PscVbCxlNKz6HjWpXjaLps1wAElA6k9vSvDfEeuXfiK88yVsoDhVHSvX/AI7W/wDwjdi1r5hM9y+5l/uj0/SvCI5pI1yGwBX0dKKjH3T8/wAdiqmIqc1WV2EkPkthjk4przKVGRzjsKFYSNvc8io5HDMcDitzyyWGYbsdM1qxSFoQFIK9Oe9YI45rX0/UhayRMq7mQggHpSNKbXMlJ2RdtYRHIAow1esfDvw3FcWNxqUUw+32ZEiwsMhmHIH5iuQ0iSTxBKrNaJEo6yqOK9V+EvhvxQ0Woz6Jp1pqcSkF1mkCnjPTkVw1JuV4tWZ9tQwcMLSjXpVFJSejs1suz9T0r4B6OdQ8YJqOtXdxbRj95MlsxDPz0J9K+r/HPgnTvjIqWNpbpJokaxzoX+ZyVOWz7YA/WvlXw18QI/hbqc6+MvAd/bxzKGDWbqwHQ/3zxXung39sj4ayRW1jbCTSLmdNtxNcKRgY4UYz75qo0ZShy9H95zVKlRTVSCu1t/mfPX7RnwJ8HeE7UyWC3Fpqb7mC7P3Lc9jXzRpvh0w3XmseEPSvrD9rz4r6P481GxttEljktLZP9dH/ABnFfO/hKFdY1iO3A3LnLY6YHPNb5bhqmMrxoU95OyPssLhqEaMMRi17yVzuPhpCs1rdFVZZVcDeO4rqrlXu5SpXftboo5X8av8Ahr7Haqbfykh3tgOOmBVjxL9g0e1e6ubhEt9w+bPU56jFf2FlmFWXYCnQm1aK17fj+p8Xia/1jESlrqeWeLLa9s7p8XG6OQE8H7orjktZmR51B/d88da6rxxrGnzXkclnqSXXmDLKoPy/pXKrrH2Us6sNp65r+beNa0qmZVKaez01uv6Z+k5H7BYaM6kvW39dDl9a1qe4kZZIsn+8w5rn5pmySyECul1LWrW8mZFUJ/tdqxb35l4CkdsV8LTtFbWPjs45q1SU41+dFvTZtJmshHOrRXWeJOxqJo2s5g4y0fbFYzM24DHGetdLHbzrp8cxiYxMOG7GtOXld77nLg6zxkeTkScFul+f+ZPD4iiRl6sf7tdRotnqWsyW9zNI0dmjYVc8etYfhjw7Bq2pW6thN7cmvZ7WW203/RBCjxKuckenFftPAGWTxHtMRNtQWi835+hWYVsQ4xVZp9bLsU5tTgtImjaNXVVLFcdW7ZrgNU1KOa4kcnjsM8Cuy1e8t0uhNJGqxgHK565ry3xlqcF7fP8AY/3Q6FV6dK9PxAlKjSpNK92+hvleKVGFSpLddOr9CT+3Y4lZVbmsm41fzJOoAJ6Viw2c0szcmr9rozyuAx3N2Ffgekdy3meOxqUYwsjM1i+Jk2jp61Qt5j5oYnGK2brw/cTzSbYmYqcHHas2TRbiN8MNvPc1rGULWTPksVh8X7V1JQe5saXrAkk2HoK6eO4iaMHOPeuItLJLd+Xy31retV8wbckjFRK3Q+tyjGV4x5KiuzpI5o5okZcceldhb2r+N9BuYXgRJ7VB5cqLyxA4U/WvNtLt5lmwQQmehr1f4VXVra6oVuHKl8AKehPrX2/CVSFXGvA15WpVVaS0ttpv57WPXx7liMH7dQtOO36nnOg+F9QvNcjt7eB94kw3B+X617DqXws0KxSK5uZ1nn6SwjH3u9aXie/iTUpoLCIWzj70irj3zXC32pX3zySylzuY+9ft+R8P0Mlo1KU5+15nfVaK2m35nxlap9Z5Xy8qX36nJeJPDKQ6i8lvGIrdj8q1z91oNxHKpIyM1382vxTaayXMYM27KMOwrAXUVuLllC7iDwK/FOMMBHBY+9LaS5u3lsfX5ZhsLiqFqjs72MeOJIZXQ/ex3qddO+0zKi/xVbutNN5cxHPl/MAxHpWzrGm2WhybbC8N6rICJCMEZ6g8DkV+fzb2W579HBrncKkfcWt+67epwnjKxt5GSK3jAEK4Ld2NZMnhVYfCrapNLtlaTZHH6j1/Wt3UlHmEtzk1S8SXXnWttYq2xY1zjsT/AJFV70VGMX6nxuYYXDSqYnFVo62tFbLmei+5GN4VFudUQ3UvlQINzZ7+1XZtYS+vpGXiPPy1gxWrTSFR1q59njsVyxy2K3cVzcx8nQxdWnh1RhFKKd2+/l8jej1J1xhuBVo6sbqVTgAAY+XpXISXzMcA4StS3ukSBSDjNKUe56uHzacpWvojppdQSS3RS53qelV7jUDHCSBk1l2p86RT1FbtvYpNGyFeWHFTFKKsj6eliK+Oi3F26EegzeZKEJ+9610MOj29zIEacRknHNc7oFuI9SWGT5QrEE/jXXwWCSSY8zBByCK+jynN5ZdXTmuaHVXO3C4B4/BNSVpLqaFr8P8Azmby7pC2CVBOM1w194N1ebVzbC3cyyNheD830r0qxvjM22cMI1+Uupxj3rrfD/iCy03zBFsvZo/unGWFfsuKw2V8WUYUsLW5HB3t3+Xpsz5irgK2Bf8AtEG4vt/mec2HwF1SFYpdSfy42wSsXzFc+tat78N9b8K6dLdaRIswVSJUIyyg98V6Be+MI51+d1hO7JxnAx93OajHiazjJKXceCMbWzz/AJNEuC8onRlScW7/AGr6p9+xvh8RUwrU6D5X5HzpZ+DLzUbph5exicsSK2x4Jhs49rnfNjr2Fdt4o1GO31KW6s/LjcDDonRh3rmW8SRXjDzGEbZ4r8eznh3GZRUal70Okl1PdwFLKakX0m+/6dDX8OfBmOXwvfeJNX1S3t47aRRb2juA0pz6flXsN58e/D/hfwHptlBbve6zGPkVT/qeCM57f/XrwbxJE+q6fDFFdt5anOA3Ga9Y+EPwW8OW+hjxH4z1y2t7aM7ks2cl3HvgV8fOy96WvkeNjctpU7xrq0U21Lq/IzPAnwz8b/tDaxJeSNJb6MWHmyZPlqoPTHQ17RefBfTfhLeeDrvSpEnW21ALdTADechic+1ZFx+1x4N+Gdjd2vhm3a/aRlMUUQ2xJg9DnBNeB+Pv2hfE/wASLqQtP9gtHfeIIOAD9TzUP21RPmXKmedhZQdRQS9zXQ+wfip8bPDuhR6hZPd2sTSBmVCQ7EkcZ981+ft5rVwvii61GGdYfMmdlOOCCT2pniiZYLGOZrxri+lPzB2LYHrXHtcTNy2Tg5yK6KNJcluh52LkstxCivjjZ3T2+a6naQ+JrWO3FsFWeZZNwDj5cnHNb1144Om/YjHLmdDh1jOBt/u15/oMdpcTAXD+W24c96948AfDvRLyb7bLCtwoTkSN245xmuulhlF80dzhxucYvG01SqO0VbRaLTa/cueHfA974hsEv93mQXS4FvGuSPrWf4i+GNz4O1CzvrBpJVDbmiGRsaveNH+Jnhb4fWsFrcT2t1tU4aMHepx09K868ffGbS/EkM4htmjHJiXjcT+FaVZQppK+plgsuxWKvUStBdXovx3Oenkj1Sxs4lhxcsNsiouXJOeRW34C+HzQazM19eNFYwR5eOb5fm/unPrTf2b/AAX4k8XePbS+t7MzWquQzSD5VBB5/Wvs6P4I6ZoM1zJew/aWnfz5dxGGZc7enbk1zxr4eOlaWq6BXquLdGirXWv+RF4m8Pw2vwp0iHRbJJtXLiZFtW27cA9cD0Fdb4D+JEy+E7OaawiWeYeRcCI4dGAAJPHXk1zVxda1EqSadaLHpyoVmb+LcflwAe2MVP8AD/4bz6ddy3d7I1tAMyRc5Enc5B/ClGvThG8Xe/R6nmyi+RdxfidrC31xpqQKS8Y34Iyy8nrV7w7ouoeINN/tGe4E8UILMrt/q1XkmsTXfEVzoNrqU4tIZZLs7ILrG4gZAwAPoe1Ufhvput6drHn63cyWGjXigsSRtfPUAdaqHtIyjFPR7jjOE0290d78Jdam8YR3emapprPpas4aZl+XAJwQ2KszeH7G6v8A7Deot3ozM0ZimHmDA+6ee9VtY8V3uieH7jSvDCG91OSXMTKgA2fkKNAutQPgu5/taBhqC7yhGMq+Oh9hXZLD05xXPq76eRrzOL5lp38zhtUtrTwnr17pGi6VDPGCHjmWMeZyB7dOa7bw78JIGtx4iuJkt9RnUSS2rH5WA5r1Twzpuj6/4Rtmu4IjeRx/vZwuG6dM188fEjXNS1K0ns/Ds0st0kxtlXdjZkgE+45/SvE9k8TWcuiPRjKNOmoPd9T6et7xtY8N2f2CVYPKIEhB6AcEVS8Vabp/jRW0cXaWt3t++vLr9K88+DFvqWg2aaXrNw8V1Lb7ir/xdMn9a4zwGda8LfEnVtSvJZLvTS3l+a+SCMnkfTNXXtRhGmqejNsJh4141qrqpOK0X83ofRnhDwTJ4V0GSxmvjcuVI84jB+vWqeqeEZjpdvZzwC6u5JgwmUYOAQcn8q3fDfjCw1hYvIYXO7Iz6Y45qh4i1jUYLS/WFkaaOJzGx42DBx+tOOG9p7u6Z5NSSSbaMOfVLbQv7UgvZ9roNsYJwJF5z/SvPPDuqQTapqkmmypKIxv3LyPcGuY+H/iW/wDEevT2Os77lombAYYHX1r1a18F2Ghwk6dCtot5xJg5z6iubEYOlQnBJXUd/RkxUakJdGzU8Jzx6tDYzyeWpZ8LIoxg56V6ntCwFAcgrjivFzNB4T0maKLfN5b71C/w9a66PVHvfCs+o2t40xeI+XGvUNjGKdL2dFTjT6GmHgq9SME7XaOe1e3l07xYHuJisUfTA5IPSvWfDOJbGTyvlOAwX16V8++AJtWu7q4fV4pJJUOVM3f6V6PcaxeRTW4g/dPGw+6cceh/OuDD4z21puLXSx62Py/6hiJ0FUUkuq2ud+1vDueVRtmbgrWfqGpNGqh8Jg7QBU2m6lE109tIpEjIHDdqdqlvbzKHJUutXTmrOURw99pTRkappsep27o5wrjNeY694fg0W+hQXDw213lVGcLvH/6jXqNmk13DcSMdoHC/SvOfHWnT6sVhEpRbZvNCn+I+x/GuaTk0mtkbVFyzWpx3jaz1GfQLa40mNpWQmG6AHATjOfbk1554L+AsHhPxAfFNrpCXUF1ndIq5EbE5PGPrXvGkp5lus4QqWBSSE9G47/nR4O1aXR/EjWiy50+TP+jMOEOa3bVW3PdJnLUm4w5YpaE1r4cu5tJa7uF8tFTIjXpj1rR8F3Vxb3CIbcm2c/630rotQ1JLyxltolCMf4e2PasLTZHiBiS3kUKCQ4I2g13UoU4NRg9Di9pKUGpIrePvhjoviFJ7m6j8uVnDrLjnIOcVSttP/svTUSzGQAFO0YPHHNbR8WR3FrPp80sckyctu4IrlrrUdQ07WLe5iV54FHzBQNuOODXZJQsnEzftdqj+/wDA4+a3tNN8VG4uJFkZm2vFI3B46imX2uXF14gjsrGMQwZwJYxyD6V0XjfwzYpD/as1kzsfm+Vun61y/g/w2ftrXy3Cw2kj7vLkJ8xPpUSqPZCUVLU37+G1hjUGIttxvfoM0/VdNt9asY2jeJ7ZBh13Dcp9jWFrWrxNePHFcpKith4myCfesPWfFlrHE8USCPC4MSlsN71HtLOzFGm38Jt+FfElvp9zLY+bgxKTgDhgO31q3D42uZF+2acrIznbLFOvzCuJ0GPWdVjt5kt7eSLlVmLDKjJPODWX428QanoF1FGsixzR8FYwDv8ApXRGatboROld6bntmi6wEVdQuoGac8MsZ+UDPXFekeH71tSUPCSYSMkAV8weB9a1bVb9ZJZzFC2AyEV9QeBbyC4s0VEG6Nc7l/iranVjUdr6nJUpzpxvbQ6SZla0ZmJbYOPUVm6XYi88y4aVmbsGPOPStSS8SaNhHHxnmooI/M3bPk29Md67HsjnWly7HCPs4KuEYdjWPq2irK8F4BCZrc7hI2M/SmvfR3DNG1yI3HBXNVo9NuLrLfaT5B4bnitlK3XQw6mtoviYaxG6CIq6nBB/pViZsyDsR1rJstFXSVMkM/yA5xU+9ptwkbZIeRtpx02CbvqSXeqPYzR7QAG4q4rJdRrJgbj6VEIRJCGaMNt4+tXYbdDDtxtOOKpyTtZGSi0yrdRBIWYjI9qxl1tZEILdDgZremBChVHPfNUYdFjtfnYKyscnI6U0kloJt9TF1jwjJqsa3IkUEDI5xXNeOvE1/wCFfDKSWjq0qnaz+gzXol5CkFhKqsQp5zmuN8QXFtqGgy2X2XzzIpGcfd96iFSUWpVNTZQUrW2PKbT4n6rb6pYyvN9pjkIDDoOcV6/DdrPZy35TcdgYDtXjWmfDjU5tUijWPfCp4btivU7yJ9K0NoTEwdQFG0/Ss6dSUp2b0OnEKmrciH6TqVxeZYxiKJ/TpUOrw3NvCzs+5c8VUuvDuvlLS40+VHsnX99Eeo9xW/b2/l2axSDeW4JbtXSve0RwSfK72PLviF4f0+HwnPqU1m17dxqZI8cuDjPFeZ+EfHGp3MttFcaHdQRzfKh8skEflX0D4ktRHbQRNCWXzMFk5BHHrUtxpMGm6cstrBGGQZVnA4rFU+bSWr7nT7XljZLQwNHspreFppJGhtyvAYdK8v8AEPiuXVvFr2CS7bKH+LHDH6165Y+MIdQtZrO+SJJhlSF6GvJ/iB4ft/D2pWstivy3T5LdhWkoSjTk46y/rUihyzqcrNez17ybfyLwGKHGI5T/AErodI1T7VYi3Q7o1OSWGTXIa3oLPptvqMl3tFumfs4HDfpWd4Z8WzXWqQmKMxRj7xYcEelcsV7HlktmXNOqm10Piz/go5HDH8cNF8nbg+HoC20cZ+03P/1q+Vq+nf8AgoXqi6t8cNOlVAipocKDb0OLi4Of1r5ip1PiZtTTUEmf0DahNNLcJC67d33QK2NBsHs4X885B55rnNWvHt7iOd7kKw6Ljp+lbFn4mhnsTIzblUdQODXoxceR2+Z4X2tTJ8SapZ+H5w8i/NI2R9K8h+LPjKS68oWrbt7bVWP5m/Kq/wAfPihJZ2ZNuqKq/ec9hXNfsptP428Q3us6on2nTbYkwq44LEHn+VeZGLx7lGLtGCu3+i82exRo8tP2kvker/AX4dy21jNrWpWzR3szfuy5+fb7/pXvdpFGsagDBHeuI17xxB4dt1K2bKjHAI6Cuk8M3cl5apdSghZBkA12uftI3irRWiIlF83NI3/lxjGaqXEckinZxVgOuQRmnSSeWmTz7VirohpM47xJDNbWJlRf32cKK5/UppdO0/zFkxMy9VHJJr0C7sUuG3ldw689K81+JV1d2OmTz2lv5pjGenYdqzr1G4qO12XRpxUtdhPCuh3umW7T3TiSW6bzG3HOAecfrW1f+DbHxFfWN9IoLW7bht4rz7wf8ZdE8SaTDazedbahF+7eLaSSeleweF1C2JlnwgcfIh7ClL2lGo21bl2ZvpUjozI8ZeIG06xllhKh4+Apr5q8afFrUJL4WyQSag8hwzchIxXs/wAWPFEmizeRDbpOJlI57V8/+OndtPdNP8syzJtmkXqmTXzOIr1PaWhqj6bA4SnUp80tzRi8X6PHp/mLZpNc4yFjIY5HfpVvUPiHe2ektfTwyxBgAoZiNox9Kzvg78MZ/DTW96kL380wALScqB3ODXUfHC3sdM0d4pJooDt3OWHTj0qaspqPN0NJUKcavJzHzD49+L2oahe39xqM27TdhSNXOWPXkelfL9tcWupa1e3NuGtIlYtuY8tz3rqPEEb654skFtdGawWXZyfvc+lT6x8O7XT742NvdebHKA7s2AFYjoMfWu+jLRRl2/q5nKj7JupHc9V+D+raP8QbNdCuJJHv4xhGj+nU17t8Mtc0fwnJrXhi7H2DVZI/Lh1BhgMDjgH/AD0r4l0q4uPhL46tJY59lucBmjP3hnmvrjULHT/HHhK31AJKb35ZI5F4bbisq1KHwr4Z/g7ntUqjxFK9TdbnoPgX9neW6c3niHWpJ9PjbzkWKT72OeTn2r0TXvDtoIYrqz1GW2gtUzsD53AetS+HdSgb4f2kEETWmIwrNcE/N7+tYcvh3XeLS1Q3lrdo3zx/w5PTmvKqUas6jae2nkc0al5e8x2k/ESx1SIDRbpJ2txmZRyPxrjPFfiO98QahJNoEqwX6gKyL19zXe/D/wDZ90/wXpIBuHOozyb5iff+H6V3/hP4ZWHh/Uri5t7OKW4l4aeXoB3GK3jg5xrpJ+6v6sOtj6UIt09znNF8Epe6bpi6y32pYws7s3PzA5/pXqWk6tol7ciOKZml2YCbvlX8KjuobaR2t4I90m3DbeiivIrSRNL8RavIyzxRRNtB/vHnpXpubpc0WrrVniRk8RC7kY3xsaPXEbRnYSYcyF1OUPsfyr5k1a6sPCN0Xs7GONRL88rEDc2eg4r6j8TeJtAm02JBBJeTK+zbGuGUnuScZ615P8XfhjotzoMVxavM+qK+5IiPvk+3SvN9sqU1NyT+ZrKrHl9nY5CP4T6P4+uBqFzNm92Aj7ScA57DPWpLH9h3wPqGoPrd+8iXYKsYkG1Ux3rtvAPgfWLOaPX9QIX7NGFgtmI2r2y3vya9MubcyaDd3TTC5u5UZ3boq8e1elRxdRRvCJx1MMusjyD4hWH/AAr3wuYNOjjexEeVeQ7unt+FeAaF8Y9c8WQXtzPfw6asZMUVuW2hgOyrniu58eeNZdMsb2XU2+0JbEmOAZO4Z/lzXyd4g1pPH2uT3NjZSW9uknmGGPK8Zye/Wt6eHhVfNPdmdaVXD+7b3e57x4b8BzeLIP7V1LWIrOxFyN0G4fOvOT19a9j1y48D6VZvPoVgtndQqotp5CNze4OK+XND1WBLKOESSRRw8pHI5+Y9SOvrmvSPh3qT/E/UptOuIBALePKnkcDPP6Vpi8PKHuxX3bmeFxEKyd+h03h3xVrul6reJcXc06ToZPKkc+X25rRvVu9T8JwtafLOWMki9zgA0tz4XttIWJowbq4RGVUySW5/z1rKu9Yv9HEW6xaOTy2XnI6jGSOnFeDUj7697X/I9eOIurJGZNqmqaxYy2DrNJA6bSFyrMQMbSe//wBavJ7nwdaHwxPJDGW1EyFTaTHBAGDnFfQPwb0u+t7241q/u7e6tY9xWKQYxk9elcz41+G58Sag62Cm1urmYvNc8gBeOld9Newfuy3Co3Wi01ojxr4ayahqniKwt7sfZLW2fYixjGTn9elfXTeJ7TWNW0fRYb0fbLmRVLOf3KY5w3Y9K+fL74d6r4V162sdOV9QuZOFmjAx71z/AMTrvxP4V1uIGGS1eMDaemD65r341Y1IR5ujPE1hUv0sfod4om07T/CJtddaOYpKsKm3wPlwQSPyFcdofhM6fo8Gs2rFdNe5xHCo3Ntx1I+tfLfgnxV4pv7eyF7qX20TLnaG3GPOOWzX2D4d8WaUPhnc6TpeqR/bYI8NIQC244zgEe9YVsMkpVJqyNqeI2jSldmb4kvNMaYJCkcl1EcyKxA2Z9a42102217XkutW1B8KxHkwvwy44U+nNc4tnZaPl5byae6vGLyzSscE+px9e1d1ofhk69bwWWmDMznaLpiB75FePRXtH7mqPVqJ0l+8Vi9NqJ0zS1tLMyQRLcbxao3y4z0ro/BupWiXN3ql7ZNqF1HGSEI+SMAcZrP1TTT4P0WVJAkk0RKF25dyOp/GofDfxIgs7F5rG3W+Evy+XgAuR1HOOBg/lXZBSU7yl/wDknyyg+VEek3WoeP5LjULmH+z384rbhBjHPBFesXS3NjpdtbyySYVRuZm5Y15D4f8ZSa/8QZboWhttFgCGOKMY3SZOf6V6MusXHiTxVDCI2NunzdMAexrpjCDblDr+Z5NRzoytMs6np9/C+nXNmViYvgJ228dav8AiTxTc2McNqZPs9xcJ8kjLwCDg1tXrLp8XmH55FwAvavNviEv/C0FitbC6bTJLFstdbeCe4HBrNq0bs7KMnUSi1ojR1SW21ZruPLDULaPPnOPvgZ5H615l4f+IdtHqd3bXDlpZH8pOPvMP/1V2ZvLvw5/xOCn9sMYhA6rhRgZ+YZx6/pXEaX4PsvFHi2PWLedLaG3YyzQ+jZ/+vXLh4t1lOo/Q7akYSg4x1Wn/BOtGpSXWvXF5HCI51jVPLTrtBJJ/ImvHPih4hl8QasYFuNtpET+6TrnvXpvjD4meH/BsjLojpf38ytHcO2cDIxn9a+efFPjDT2hujJIYpJd2JFHTPWtcY41oeznrYnDudConS0exweqX9nZ6hIk7D5sqFY4yT7VxF98Vdc08Por3J0/SYZcskPDsOeeKqa5qcUdxNfiQzJFwvmdzXmmpavJe3EzczTTEliewrycPBRXLBas+uxVSVoutK6SM/4geJF8deKSLy4KoxyGY89MCvOdWsv7PvJIPMDhTwwOadqSyrqEwYncG65qtIjNkkk/WvdjHlikfDV6ntajmRbhSjHfrSeWcdOKbzTOcftxxjNS28m2TnvSw27OQ21seuOKnuESHCgbj61Vuo7Pc9m+DXhe78SXsNl9oRLBzmQk19b+Fv2R7HWrIjStf1DSrljkG3kOwnseDXxF8K/iUvhBbhJAqtkFGbPPI4r7s8BfGbxLpng7S9fufC17Ho0m1xfaeVcMoweQWz+lcEoSdRu1vM+tw+IqvCxiqt0to32+T/Q8u+PnwU+JHwqhtXk8YTa7BcHyo4J5C7dDgY3HsK+ete8D+M5rN9SvNLc28J2PJDCcKf8Aa9K+8/E/xf8AAPxi8feDQdS8v7PIZLiG4BTawVgAcjHevN/2i/H2n+CNPv8AQtJmhuJtUYSXPk4ZFOf5/ShylGXLLfodmGhKrOnFKzer6W1Pig3t2kZhDbSeOlep/DOxOl6PPN5RaabC+YR09f51z+k6ImrXHmyDbzkYHfNematr+k6H4chtJJEgmjXJjjBLMa/UeDcHTp4n69iqsacYp2u1q+u57uMw9SlDZz/JI0tPhVYzkgFeST1rlPF32a48+LVLpmhUFYoIzwDjgmuSvvisYFK2dlK7A/Kz9P51xF9rGqaxK0knmAMc8V9TxZxRg5YZYXBSU299+W3bzPHwNSFOs5Ti36f5nRR6Dbx28lxGy7l6J61gahZ3syliQI/QGn2K3QXaxYA+ppb5Zo48s3H1r8HbblzNn1OJlSrYdctNwS3t1OcmtCARnBFQWqhpvLaYoM4z2q/PC7xNKh3AH5h6VjXExjJAXb71a10R+b4hRoTUrafmX2hK3bW5KvjkMtb+n3eo2cK2+7zrRv4G5A+lc9oCxTSNukImzwO1dba54B4AqZRT91n0WS0nNuvCTjfs+nZ/8EfFJd6bMs9mSGHO30q8nxQvbOCZZbVJLhhtEh6jmreizW7TF3wzr0XtXYQ+E/DfiJUlv5fskoPPljgiv2jh3Kc8o5cq+WYhRcvsu1u17vqRmjpVKzjF7dTyua+1fxNK0vzFQNx2g4UVBHpnzBmO5u9e1eILHQdD0N00q5UDbs245+vSvKbmGJVYl+TXz/GmFrYOrSjWquc5K8tdL+Rpk+DjUjKrNXt3Ml7oISEGeccVbXzLBEuZW8t+qL3qJ7P5BtwCDkVSvnd5A0shcjivzRxcna+h6U6k8KnOSu+nZeZBf+KdQs5p0hl2eactt71z9zqVxcNl5GJ+tbeoaMtxd20dtMrtcDPJ+79aW68Dz2h/eXcB/wB1s1UZUoWvoz5bEYfNcY56uUYvvor69zEhjkkw6sWNb+j6ltwD1HBFRQaSLNQvnKx6jFH2dizsAPfFacylsc2FpYjBVVOWnzOst71ZGDZCgf3jVqy8XxWOoRFZFzG4bj2rkI4WnGMsfoaRvDdw0ivGCFPfNaUKjo1FUhutUfYzzTGTpqNKndPc900n4gW2tyOs8StczEKrDp9DTvFn/EsuIXlsyiMuHEY/MivMNLsXsfJIZt4IO6u4vPH0t0BaagkT2nlbCV+8TjrX6/l/EE80pxjiMR7LEQ+CX2Zd1NbfMcqFTB05SVFOEl7y6x7OLO503wJ4c8XeHWe3vo2lf7gBG9D6EV594i8Ft4LEiNGZA3P2g1xLX9xp120mn3EkIzkbWrufCd5qnjxv7PvjJdKo4k9K9zB51led4iOFxuH5cS/dTteL8vJPvb5nzv1fE4dupTneC17HFx+JktJXQ/OemauLqcd9lgcnFdhqnwL/ANHkmS6Eb5wqn+vFec6t4f1Lw7cNBJH9HXoa/MeIOGsbldSVedO1NvRrWx9FgM8rtKnP3kiHUJFl1BUQ528tWZqGnfbJmkbpV6wsZJJMkMXc/jWlJpxHygH3r4xdy6mFnjqcpTju72/I45ZYbUsqLlhWVd3X2qXdjbXR6tpqW7PJ3x+tYEOmyy8ldo9TWsbbnwGMp14S9g18kVquyKTDEkQLsfSrENhDH8ruGb0qOXUDCxjhVVxxuobu9DnjSVON6rtf7zS09ZLO33TssQzkZPNa9rrEZYFXDd646NJ7+TDMzVr2bW2jq3mqJpWHAz0qGrbnuYLHTpWVJcsF1bO20q1F8txdqCqp8zN6DvV9vFFlaxiKOPIHVu5rz1PGN1brNBE+yKVdjAdxSwt5i75CVBrCNN83NP5H2FPianCkqWCj71vebXn07Hex+Krebch3Ip9DWfa+Mm0fVVuLdiCp4NY8NsDGDnANTPocU0ZIkw1ejRr1MPNVaL5ZLqhzxWMxVOySZ6bD4otfFsPmXCRiVsBmTAP41lat4UuUbMNwQv1rzq3kvdDn3jIj9R0r1W18RTaZplpdavaO1pcLujl4+bt2PtX6nkfElLEJ0czqO7+1/m0eZKMMRD3Ycko7p6fdc4u/0TWFErFJZTjkjJNVLLwRruox+bHZyLHnBkkBAr3bwD8RPCmoXMltLAkDsPkM3IJ9Kvan4i01rh1iniWA8DZ069MV9JiMgwWecmIpYpypq6du++7/AMjz6dFU5OMl57nibfDXxTYaLdatJbsun2xG+TfgHPp61Vt9TvNRsXtGsVlEi7fOnGSv0zXt8euabqVrJpl1fbrCRziPdjB/vfSuH8SeHZNG3PAY57PPEkfpX51n/B+IwN8Rhlz0l969f8z6XK53cqc63K3pa17p+bueXXnhltOmRGXzA38fapNQksI7GOMCSO5Q8hejCuvuWjurFwQNygla83vtSmN8oMHzRngnvXwNK0vj6HzGcYepgJOhTVoy6ly18M3usTpNFat5ZORkcEelN1rw4dObewEJxhos81rzeL9VurdILdFtI1GPkFOk0VF0tNRvb9ZpZDgQ5JavUdSjycsFdny9PL60pc1V8sTmrWztrVo3C+a23JLcBTW5D4lvYl3wX8sTKNgWJyvHp+lZl1dJJkrHwOAorOuLr5QCnlZ64rjvP5HY/q+HX7tpy+//AIBbutcunDBBtbPLA8n8a6fwbE03ly3B6nneea5izmgtZ0JXzX/umt6x1ZbXVraeRRtVgWj7YrNxViYYmpOXNOTdj9I/gTdab4b+D66lZNFb3kaFpnLAAt2A/DFd/wDBPxNN4ys73V9ddTaWjkrI/Cnrxn8K+L/hV8WvD0ccfh69t7qe3mlMnmwsfkbbwME4xkV7t4b+IUDaPeaMHjtLeWXb5D5XzOoByO34181icFVleTas9W+yPNqU61P95JOz62PcPFWsWy38VvbLDA91kJGuNxPJBA9OKo/EC51fw78PYrq1u0uL21USTRytgsMZI/SoX1E2NxpV7Np32m6VVH2heQg9ufSum8RQWWq6LrF8MXKyxHMKc7cg18pWxcXOEINuK/F/8A2jGpGLf3HmnwQ8My+MFstanumg0Y7/ADIZnyoky3A/GvVda8E/8JNp9olpIttdWbswWc7lYnGOO54rxvwD4yhsfCsmgWlxnWIwxVUGFGZDjPvg17t4RsL+x0ewW4f7XqF0YybiMgrGe5r9doRo/VYS3ckeRB1Z1Zc2ljzez8TXXgi1tL7W45LK7jmaJm8sgFckA/yrsdYuLc+HxNavJK90qyFc53Buhx2+tafiKxtpvG8+na7bfaLea0+XzANp+YfN9c1n6tr+jaC9ukbJKLceU8HfYeAP50o81C/K7nqS5KkY8yPI9E/aKfw7oviTw1qsElrq0jeXZkAlSCfWt74I2Im8WOdUtGmEMKypJ1UtzyfyFcn+0F4Db+29N1qztmksmTzEdVGBx0P+e1Yvwh8VL4OOpXd5cXV3c3C7IVc8Dr/jRTq0pU3FP3pamdWLjNfyo9z+IHxE0+58RJDacaio8sSpxgccfpXoWizadrHgpmMEcdyAFbOMsexr5x+H95/wk3jBp7q1ZVjYlXYDDMTnFevw6xdafcWsIARp5TF9lC8DgYOfxriqYiEZ2fQ6aeFqON7nZ/DbS47AXTyx/ZyGIJj43ZJ5qh8Qo7/7RBDp8qy+YcSW4bMmw/xf59Kn/t6/8P280UkEbH7zM/Ax6VzXxJ8Tab4cmHiCSdokkgWN5UyQmSflx+P61tR5KUeaWrZNWNSo7R2K8y21rcRw2EYS5t9okkxjcSOau2uoalNcSrJNugQg8DO2qHh+Vb7TY9YtIftVrIA5z94cdaqX3j+3a6ktYIlgmY/PIAcH2NePOpKUm5LY7Y4ZP3Y7M6+41i0jhaOFVne7G1mAyAfU1k/DGPWbez1S7kZRp/mFRB6DjkVmadIbe+MqhU8wBgp5BzXateWsOjz2McqxTSpul2+vp/KvOrRXtOe9r9vxMKNOVKaSVzdtJbX7KrvMHjXGOc7W9KSxhTxFqbLFJ/qxuYjpgd68xjhksYRayztHAo82RmJzg/1rs/D+qaJaxWkkE8lt2Exb73sfavRqVKXso1KauzbDYatzzhJbbHsujtY3FsXgKTtCu3cvWs3WpLcqDFhWJwVBxWbbyJotvLNDKvlyDd8veuLuvEn2nVzGkgJxlOeM+lc8pRlFNo9DD4eSk2noj0WGzaC144GPmWuP8URxXOoR24OUMfDd8/Wup0XWCdFaa+ZRtQlivIBxXMx+H7vUr9dR81ZbWNs5XrtNTKmpaR1M+ZrmVQ5rVhdaTY2/y4ud2VZujAYyKvf8JBpGqyWl0tnHBdLHtlaJQM445FWvilY28enySTB2hUK8bLnrnnpXjkNqbMvqVn9qVmIUq+MEHvis5SjR/dPU5adP6wl0PSbfVvsN1eh5GCnmNZByPpW1aa+dN0V5dvmK5yzZ+571x9u+pySWzXcaywzDG8gAim63LIXfSkmXzShcW/8AEw9R+da0ZOnNNbEyoqXu9Tm9Q8Wafq3iK9dwLWSNf9cp4OOaytE+Oljr3iy38LWk6vc7wJDu6gcZFdT4E0Kx8S3UM09kYjEWRt2Pm4781z+q/sw6fD8Sj4j068e3VCJRDHgZ9QK3oKd3OT9B46rS0hBapWPTvFkM2qWQjQiMQ4JVuhrEttCt9a1iyuLmKSEwQ7SIzhG6f4Vpt4bvrPTdQkF59pSZgYk/iToMVatPCd9HbxytNtidAGUEZQgda0nB1Iq6OWhXeHk3F9LfeeAfEKQ+DtYuluhvR5N0bRNn5f8AOa6LwTY6V4uh8+S6hgjaLC7wMnjuM1yXiy50i6+IUmn6xNLG1u2Y36q5/HtTNL1C3/4TF9PsD545YMo2rircbNtfMu+mujNvSfCOt+BNWvprJBe6MxLPtbcPqB2rndYuLXWtaslVvMMkgypOCvPSvVfD+n6hd6LrFvO0kM+390McAcV4v4N1JY/i1Dot5G15L0EwTaI+ec8DkUVV7qjG+v4G9B+05ptq8dfU+kPCvgdbDS1CRb5ZF+8OSBXf+EdNHh2FRLG0bNxhe9UNM0eXR7Mu8+CuCDnqK27O4aaNJWffW1HDxpNK2p49bEVark29G7s6JRGzKiAksMlqkbbZRsp2hQM5qK1nFuiO3z+Z0qfU0jvrR4s+WXUjPevVRw30sfKnxJ8ceJ9B8TajfWFo1zpkRyzKSxx7Cu9+G/xS/wCEo023eN9hmUfL2zWv/wAIBdT39xYlcWsoPzNzuzVTwj8G7PwvfOVeSKaNiwjH3CKwdWrzuSVvI9Tlw3s+Wertuj1JYx/ZaLIOW6kVPdqscMUcUZLcfNXl+vfGGHS5G0WKAy6krYGOm3/OK6nwz4k1PVYYmuYkA9RXR7WMLOT1PJdN9Ed3ZrtjBII45FOkZN25etMIykcqvtwOVqULG3zcZrRNbmL2EZz5fzLzUEjBlwGx7GlurpI12swT0zUJmRomZiCMferVIzZyvjjxGnh3T5Z5AWjQZJXtXGaDq11rsf2ppBDC44UHGRXcaxpMesWcpZ1dG+Uq3euJ0jS7nT5prBovLiDfu/p7VyYiTi0uh10Y3izstDuo44VjIVivAbuKTVvJhuoS+5kb724ZH41Vmsx4f0qW+CeYY0JYZ5rj5vHXnKpLCWEnIODx7VtTl7nMzPkfNodnqV3cRr5VpKbSPqAB8re1Zk1zNd25jJeJs/fWmabJZeIGiZLosn9zNdD/AGPF9oVVLDIwT2oi5TVouwnKNN+8rlC3sdkKedK0wXkZrF8YQ3sunTxQSFEaMkYGTXaSrb2qiJ2Vm7e9U7qFLxAoG0jpWtGE6avOV2ZzqQlK8Y2R80/CHVrPUdV1SfVr1WurdzGtqTzkd8V6R4g+w6joDS3lp5ttn5WXkoexrnfFXwn07RPFLa9blkuJJAZkj+6cnriu9hWxTTCx+eDb86msqkmq7VPS+3+RuuWynLU4PR4I72zNpLdrNE3Rc84rQ0vwnZ2N3mDgLyYmOc1J5OmG8ZLRgqt0xRp9vcR6wsao7le+aai7ctR3InNSbcND88v+CjVraWvxy0cWkAt0fw/A7IBj5vtNyCfyAr5Xr6v/AOClFv8AZ/jtowwQW8OwMQf+vm5/wr5QrKfxOx00vgR+/t1ZRahMWWPe3cYqDU4xp2kuxAt0xgiuc0X4oJPo8d1FsaKZuGTnFZ3xE1xJNJn8y6Eccq/eLYx708XVjQg4xW5zRws3aUj58/aA0m91q0lt7G5VkkkGVByT7V9Kfs5+CYfCvgDTIo1RppUDOAvQ4HWvmBdCvPH3iKzsdGupGhhk/fXDA/NzzivubwVp8fh3QLWySPPlxgbm6k1thJKjgHF7yd/kdFSDi7J6EkmipeNLHewpLzkEjoK6OPy7e3jhVNqKOAKowXImuHjY5OMnHar/AJIYbuQKrWy7HJJ20JFDSKMEj/ZpCr7iA25qkjjG0PvI9qeqfNwKV7CsRJuVMSc1lappcep28kO35GGK22wvX8qimbbGzqAoI61ElGXxIaT6HC+Hfh7o3hmSXybSMyu29pmUbs/WptavH8yKC2kDTSNhI+w+tdNHEksbNuz6mol022tphO+1psfKT2qqtqitNXRVP3Hdbnzn+0QdW8M/Z7yCTeWQq/HQ8dK8l+EMttqVwZ9WuS0shLJAOr819M/GHwrN4i8P3PmylNgJDKoJ/WvjfdD4T1AXk8vkXFmWCKxI38n0+tfPR5ac2pH1+Dm6lHlW6PsjQfHfh3QrOOER/vQnzqB/q8DvXi37RXw9l8Q6K/i21uZL61A3eWThVGccCvPdK+Ims61ZSzLZrHJIdxWQY8we1d7q3xFufEHwpnshBHaR48l4WJ4atqlSnKPtJLVNaeQ/qNSDSXXqeJaJ8GfDmqeG01oxrAZj87gck+gFecfFbw/pljcR2WnRSRywjczk8se3b0rvtBstb0WFbOe9Z4Q29IwuVHoBxnNbegeCZfEWriXVrF40XL+aw6j3rDllJuVNXQ6kVS0nLU+NNb0/UbzXoZLsySKrrtU5Ixn+VffvwS8QReMrK3021+zFrW2SNm2hIhgDIPqa4+4+Eeh32vx3EaDyC44A689K9q8M2Hhzw3EptbAafBbjJjT70zf5zVyxT+rqnFbO5jCpThNym3t+J6pD4Tk1+O3N3PEsEGGjghTAYj8a3dH8MavHfwN5iwaepJEEfXr3rjY9W1vxDprS6TEbR1GUDDHFem+EtSuLPRYW1KQfaQvzfWopOGJ0lFprXsZRrVKNH20ZLXS279bfqbMel28czXNyOQMCsrUtYt5pyLaRTt42Bv6VD4i1aWHTXlCmQSA4x9K+WZPHM/h3Wr+ws4bzUdcu5GMdtDysK5+8ST7iulyesILVHnrXVs+qfDOqWl9dXCrKrTLwyiua+K0Tabbx3ljbbmz86Y+99am+HVn9n0uG4u9yXsqb5SQAR7HFReMdcF5azR4ysfTd3rDE8ytfc7qHIldHA3lnZanCos18rW5FyLVRhFPqx9K57xss+kx2lhfQRT6r5WRPHhlzgVUsvE8kPim/tdMR7q7eL99LgbYh6A1pNDDDp6STxS3N1jmWQ8/zrg+rqbu4pFyqJ2sc1Dda1rE2n2Frpk7afLLi4eNiTJwe+OBwPyrN8Qajr3gvWNU0qCGV9MuSfLjZS3zc4T3HNem6P4o1HRohFZ2EJso0LySNnK+w968l1r4jPr/jM3+p6hBp1rany4rEjmTP8Wce3rXsU6UpSUIPWxhCquVua91bo50+A9f8daXrV1d2EA0iBcTSmDywenC57V4/f+GNP8N2E08FnDDajJZ0Tk19M/E/40SW9rovhvTYN1tqPyO0IURnqeT+FeY+OPBkXjSQ6UbtNPP3HWLr9BXVRpulOUXrI83E1/rNOMkrQTPjnxbP9oWS50r5/wB5wf7te+/sy63bXV7DNdWkzTNF5byx9CAPpz1ql4v/AGaE8H2M6aZdyX9443GOQiu1+Bvw51fSYUuLtfsirEdkHALtjj8M16S53TkpK558J0YzunaJ6HqGvaVomsDTtHsfPv7pvne4H+rzzxxxW74msrPV9NRbuyLXFuuZroD5G46Zx/nNec6pqdwzNbassen6qkxcSJy0ijOB+WKtTeMr640S3s7qGWa4uJdkUMfAOcda+ZqxVO/tVqj62hGOI5Y0dbjtH0OfUJmkUfYbZD+5jHQgd8V30emW39mk6hGzFsDanVvetfwXpMdnpM1pJGkupLF5hWQ/d/2R+ddhb+Hfsek2l9feXLdyDJi/hiHv71z08OpS9onsFarZcsvkcr4X8D6Xp8gvpiLe2uCI43lGWT1Ofwrzn9oD4bjVre5uJhLc6VD8tvOqHc59fpzXo/jnW1vhZW0Eu+ONsgRAbQ2ehpZNZu9QsxpJaOeBUJmeQfKBjtx1r16lSny8sd0eYoyUlKXU+A7i41DwLHcS6VM7WsjbJVTO4D0rL1L41654PvonhgaAyJ1bPzV9CeOLPwtpz3ItovNRHPmMfujk5Jr5b+LNlBeWi3ljJJeMJCFIHyhfauj6069Pkn6fI4/Z+xruVM9r8BfFq58RaWl3rBW3jZxGhkbG5j357V3mkfEy407UvJt9QPmIoKRQt159a+G9Ng1u/uIYYnm38NHCWwPyr0iwt/FGg6tbLfW8kQYLvmzkIuepI9q41gHTl/s91c9unmimuWu02j7f0XxBrmvXn9talazXNlE6CYKT5XH8PTFdbpHhW28Wa9BNawGzslbfMqH7wx90elV/hrqmlX3wu06z0W8/tC3UYnUDPmSYGTn/AD1q7omoanpGrW1i1sbGO6YpFK3brV1MPKhJJu7RKxUKtOcoq3b0On8R+H5vDd5px0tFtdN3AlFHI6da73wrcLqayTW6sxyN7diQKhutH02z0+0tLy8aeZtoOTlpGqxpd4NK1p9Pjj8iIAAqQMcjOa1i3L4XoeA6kZWb3GXc2qyXzBlj8lS2JmHAHpUGn31lcW8trBbgTo+JHVcgk810kz2/kyqz7lBI/wDr1g+Ddd0HQrqaOSZTI0hb5+5zXJLndRJvdHp05RdJtLUo+Jvh6DaCS7d/s55+zxfKDXF+LIfD/wALvCOpa9a2iq8kXk/ZzgAtj/61er+JpL7xHqAuba6hgsIVy+Tndivm/wCNljrPiS7S0ux+53Ziji+5tx1NaSoaKohUcRaXs+Y+XPhb4o1DxN461ufUzm38wi3gzhVr1Dxl4Jh1HRTdywrEyjIjX+Kuf0v4R6tJ4quYNPi2tH+8eRcgf54rtNPa40+8gh1N2uxDJtaDucVwOcajs0OUqtOpzHyN8QNLudNs5Y5AyszfKpGMc1y1ubLStFJZla4bl26mvqD44Q2Oua9HZtbxiJeQ0Y5B9DXzR8aPCq+HWiudMjZrSRMOc5w+P/1104VwhKUOp7GMlUrUYVXtY8Z1S58zUp3H3S1QtINvFO+zGZmdjtJqaDyowQVy3vXoJM+fuVlctxg0Nt78etX4FDZIGKu2VnDJGzPy+cYq1BsL2OitvFWh/wBlw2q2ojZFwWZeSfrWTOtncsWjRDn0qpe6G9yuYIy2OuBWTJbT2cxjO5StcKw6pydmfV1s+r4mnGFalFpKytGxsx6bDJIQNqHrkivpb4N6x8ZLrwemm+EPEFp/ZqfIllLchWGeMBd1fKBnuIWBDMw617H8IdF/4S6RFtNSvNKmQgNJDKVAPr1reOnuy262OKnWpVXaK5X5o1vil4F+JFrt1TxRpDRAMQLiGI4JyeSa4bRlvNUvFN1LJIq/KqtmvW/ipoeu+Abe1t7/AMY/25aXK7hEJ2fZ9Qe9cbo8lta6fHqkbIzxy52H+LGDV4anTnWUZy5ad930XU+8yvC+0SqX5mk3ZdbHZ6TYR6Hp/lywqZ5huGR0Wn2tppk0ZkuYY2Q4y0mCV/8ArVy2tfE+e+kzY6W8j4wSRx+FcveXHivWI5EW1kggbqqgDiv3ypnORYHDRpYWHtlBe7aF/vbXXqePUrYmc5c97yeqR1/jvxR4e2RWGmRQo0f35kUDJrmYb1JLdkQALWDD4Ru5riFZEZJDydxratdIa1kCu3CnnHevw/Oc1nm2IlXqRS7JaJI+vyeliKMeRwsu73MfUJrpZiU4QdKZFqFjNZyQ35kS4z8sg6Yq7qjhZmI4VjgVymoyh3OOcV8+k5xs9Dz8yxEsDOU0+a91aWqZMY/s8khtblZFYbSPasm40123bup6VB5c6zgoMDr7VofaS3cFsc1vFOPU+DnVp4rScOVLbXT5XGaLbLY3G+Tk9sVt3OpCZgkK47ZqLTrVbyMMflNdB4X0aCTUo3uF3wxsNwr0MJRniq8KEVu0e7g8PUpYe1F2izS8O+G5YYIZpjjzRuB71qyabLIpRGy6nH9f5V117rFnHcLDa2yiJV2IW/hqit5F5rS+SVRTyBX9bYfL6ODw8cPB2SR5tO+7Ry3iuxvTYwuyCFQoXMf8Xua4Ka1uDKASW5r1jxLrC6lYBeI1U4MePyrjI/KkaRggAXpiv5t4swtPB49xoSbg+7v628j7Gjh3mEFKq7S8tNjNe1kjVSwwcYrKvolyQeTXQXE3GCMiufvsFmIr4uJGZ04QhaJzl8qxufm+aqLSv1LE1Z1Bg0pzxVTnpnIreOx+U1n77saNpfBgFkOMdGrSWTqrDO/o4HArn1jyOvNbXh+4G2SKcbof1FZz91XR3YRqrNU6jt5/5m/od9YWUrRXStMrDCsvXPrWjcSTTJttJAEzwp61x80wtpSEBc5+X1rc068bau75HxnHeo5NeZM+vy7M+ZfU6tlbZrR+l+pYabU48JKxC9itX9N0aW8kXzgWBPQmn2cpuBgHcc1uW7LHsjLbGPBx2rWLnFqSPrsNg6dTWc3JeZ2Gn+HfC+o21npklu0F4/W4VgcH8q7i30ew8EaZ9jsTtnY4kmB5OeleHahqB0O8im80nYwYHPWumm+JVtqkcNy8hMxb5lB4r954QzLCY6Mq+JhBYiFkmlZ8u34fefI5tRjhaqo0pe49WvM6rVPE0scip98Y3bs5Oen8qpyXGka/p6229Vn39ZOMe1cZN4qt3umZ3zySdvfjFc5d6kFmBgkbDZH/ANevW4vrOeXSknpFpyXVxTV18x5TiKFCvqk7ppeTez+R189onhvXYWjSOQoSVEi5U8Y/rWXeMLmc4UID0rGHiiSTably5Qbc4zSrr0EpGW+hr8czjJKdBPF5e+ag7Na6q/dep9Vgc6oVv3Vd8tT7iDVrEMrEDIHJ+tcJq11cLOyFiijsK9DZ/tSls/LXNa0XhZxHCrswxkivkVLsj57PsHzL2sJWT7K5zunp+7lkzlugqa00Z5cyS8L71e023it4iZeG64q/Dbi9O6ZjDaryaUpWuz5vD5epxhz6vtf8W+hh3d4LMeTbLz/eFVrbTri7fe52g9Waui17xRYfYUsbCyUKhyZ2HzN/9asGa8k+wks2C54ApQcnG9rGGMp4enXcPa+0jFfZ0Xprv6lpdP02FdjztLcn7oXoKm165SGzhij4brWNpUTTXi4BNSatIZb0oDnb8tUo66u5l9aSws+Smo81lp9+5etdYlWEF2IA4rVt9VaVQA2B65qi2jXN3Y20FvDuZuS3TFY95DLpkzWzOC6nkqaLqTsnqb+2xmBgpyT5NNfPex2yia4UA/Op9a7mzjSTwnb22pas1xbSEolkTk25wTuHP+c15LpV/ctJGoc7Qa6r+1I7OZVlIy4zRZW5b7n12W42lVSxE1otHfVO/QzZtJvNPZpokZ41bh1FT2MVxrUvlxXfkzH+GQ4zXQx65FLblBjb1NZ032NpPNz5cvUMnFengsfVwbsm3HqrtX+7qaVsroTtOnPR9P8AJjb/AMFeI7OMMZHcHoEOc1FazeI9PtmR5rgW54KNnFdnpXxYg02xt4J4fPmgcfO3deK7W48SaDrln9uhVFjIyyYGQfTFfp2Ao5dnlng8RUpTS96Df32d9UeVPL4YWpeFRS7NPb1R5FZ+MJtJs5ols1nkkUqXlH3fpXN3GredJuNsofua9rt7Dw5qzGCbaok+UMOCp9a4vVPD9jpOrSxbVkjU4Vx0NfI5zwtWyu9eh79N7vs/M9WUsVjlGE66VtErLb7jhrjUpJjwvlrjGFp9vdOI0UxrhT949TV/xBpq/aRJagYJxtHSsjzAgZXb94h+7Xx0bx2dj5PGUo0q8o4nV/mbVhY2M0wF1L5anrt5qLxNpenWt8g065a7g2ZZpBjDYHH86zVknnUKi7fwpV09us0uxfrQuZO7nfyNZyoVaHsqeGSe/Nqn+drfIfZ6LGZEllnWMN0YmtiTT7eN4ltXN9K3UBe9ZVrYy3twttYxNdSduenvXc/Cu1bQvH2lHXLaO5sY50eaPPy7QeQSKmV7ann069Gg/Tt/mzoPhzpN1qGpQx20kVow4J64OK9rm8K6lp+v+GbLxVdFtOvpfljh5f5SACfzrEXSdIt/jBeano9i8fh+5YOkYJxnaB8vPr619AH4Sajq2nJ4p1VpbiO1jZrS3kAV4x1B4+grxMbXp4eE6Up2ctNO/QMbmf8AaKhThCyj1u2/nf8ARGp4v/aM0X4ZiDRIrMTTRoI13dce/Fdn8MfGUF1o9xqsypDZXA3iGFg5JPYgV8Galp19H4jmv9azds8xC+Yx6ZwPyr6x+EvhK68K+CxeWVx9phu2WUQgl8d8DP1r5qWGwWEgnUTk/wAG/wDgHn3niW4w0sL4o8O2ui+LDd6HdpHLfNueJ09ew54NfS3wdsZPDvhK5ubgvLbcFY25dW/wrm9X8N2Wu+Fbe6ksI475FEgkUYZcVX0HUNYk1u0srS+K6ZJbLJOjKOWx0HFVledRw8Gqjbj2OmWE05Xv3OQ+NniDWPE/izS7jS5pIo7c+XIMENjnr7VMtro015Do2oXUdvq7RFzI+MPxwd3rTfilNpOh+G7pL2aS31G7lxbLGfnb/wCtWLH8KZvFGl2mh3OreTr32P7Vb3T8MxIPyE46cfrXoxzR1/f5eVvS/ob01Q51SqS91Is/Gn46aN4J0O00C6aK+v4UGxbdgyFcdyM8815zoWrad4802xlECaZBcOAJSvC5x9OK8Q1zwrf6X4ontteSVpIZzFJvYnIB7E9jivWvAOi6NZ2N7enWZLaB3WOKyKhkXB+nHWvZo1IVJRXZbnVi8uhSoqcXe7+8+kPDngQaHa2kllcxzMmCff8A2hzXpOqWei6Lo8dzdXXl39wcKQ3OeK8y+CvjKwbVJ4RfQS20NscISWywxxyO9egatosPjvRrG5jbyLrbuTHIB7V6FOi5QlOet9UeRVm1NRTstmWdZtYfHXhMxLdtBdW5AL9C+ARXjHj7w7fXXk6Vd3EginGPLwWBH94f57V3djdtoWrRW+qmZZMGMKuNknTriresatpesQQRCFrW+H+qMvXjniuv2kopbaIqlTvp0PPvDGva14D0GTRraL7dEziKK4YYYDkYx7UeNb2x0PTWvrq1aK9uP+Wa8MT2JGPWuht/Dd5rcsGqW0kMz20xQwI3Q55JA78Vxfxd0qWS/a9BkuVjAbCj06jFeRXajDmerfke9gacJVlGWiRz/h/xxrjatFp1/K1rHMvmRSmInA7LjPvXpE2p3VnpNxqjTeYltH5sq7Dk446flXn958WtJ8B6dYXmpaW2biPMctwg+XgcV4j40+LniS58Y2eq6feomi30oikse5X3GOlcMKUZSU+bR9PzOqdNOdlG1j6h8M/EDUfizoIaz0qOONXCmRurLXV6r4Xl/suGCdVjgTDBl+8DU/wm0izk0GGbT1WzEqhmhXGM4rT+JNreT6bFBaTCFm4eQ9BVuk5S00id3tqdNcqWxxvi74tQ+FtJtYPtirHGMTbm5Va3vhzfaP4ws49Umkkihc/uGxyx9f518rfFSx1qfUpYU083ttJJ5ckgztRVPLn25r1/9m/WRf8AhPVba0k3R2sqxQTMPl6At198ilUqxoxbcb8p42KqtQtSdmz6kuvEGj6FpT2rzxmKRShYYIU9OtcbonxYiuo7iyiTyJYX2K56Ouay9csJNQ0Wa0iKRNI4J8zvz2rD0Xw+sciWl6y2728gcE/xccZP41yYHEzrR9pJW1MaOG5k1zXPV/FWvW7WdurBfKkRVlDpnAPGRXB6XeWa38scTrd26ttIkYAAdsiumvhcXUbQrAWgVD+9ZevFeE6h4R1ptV1C+sb5rSRM/JJgRyAdvrXoyUW1zx1ONL2Wz0PZvFmq2lrpsVsk2FUblEfzAeh46VmWKW+rR2Wo7Vk1K3fh/UelYnw/drjRpY7uJpJCuH34O2uo0+zOjxrIm1YGOAG9a891/wB7boQ/dV47mRqkkSeLoYtNmfT3k/eShT8pPcY/CtDxBrE0NxAtrcbZMhXk6/pXB+I/iI2m+I9UmgtY7jy0/iH5ge9c1p/jw6hCXWKRhctlAx+aNvSvVi1L3EYSjdp2ufSDX1pJosflSGWUgZbGOa5jxwt/a+F554bidZF5IjJztwelcH4d+IVwUk0+eLawcIA3DDpXtWi6e99pDwysHSSLjdgnpXbDeMDiqRdPVnjNl8JtE8Urb3WvbjcRDIaRfmOfUnr1rX0DwDaTaxe2VlZwK0UZWGeNQHHoc+ldloslzEt3a6nHBJb27bVkizvI9/zrh/E1lrfhG81PxX4dvftenLAQbRh8ycc44610SlT5Woq8kYKMpS1ejLmqaxf6HprWC3pmv7bJk8s/MR2GPyrj/C9xb+JLyW7ksktNd6C4aPbJ9T61w/ge41P42+fqFvJPYR+YUeY8MWB/lW58QLHV/hTYxalPO9/tAjHlJ8x/SvOrynHSldy7dz0YQp/C2kfSNnpcv9gx/b9TiubgRYdlIztz3GaxtQ8ZaTZ6bDZ6PqsRv4VB2FgQ47gc15to2qL8RPB+nAi50+/YHzNrENs5961vDXwhgHy3MzXcSKot7jo/vnH4V1qc6lNcy1POkowk7Pqep6JrX9raYst1cxxNGQdoYA5+ldYLiC+igYHfH/fU5Br5Y+PniqXwWumaaqtCJpFSK4iON3Heu9+Hc2sX1pFHHcMIlwSxOcj1rohzQsm9TJwjKPMe16pb3CqH0+VXQjlG6g1iX/2m30+SS5fy5th4x7Vd0tJ7WUByZOOcGna35d5btFcnZ5nHuK6Lc1rmF7PQ8KsvD8UmvecGlmvHclml52jPTP5V7JpsP2KzhjHDe1cdN4bvLPWxPCftFsMAKnDAetdtp80SwkyKx2c7T1riknKq5WNvs6s07fWLWa7FqkxM+OV9K0ZIXbaQxH+7XEal5cOpi+tB5MzLyGPJrqNN1B7i1R5DtYjn0r1VayPPkrO6Ha1F5towdvujIb0qhY3Ttb4YbosdcVfulN3aypEc5BBrBvdcj0PQZWlRiIlPGORVSlypLqEI8xLDMszTRsQsCng1ia94ij0qSJ32sN20NI2AK+ePG3x0ubbViNKkZZWPKHoaitfiFJ4009rjV7xYUjXYYQcfN7VzV6ns9z0sJhXXkktj6G8TX91rnh2VbLaXkXGVOQeOleMDxZdXFxJpp08wm3+SSNjz9eldJ8HtWd9OMReR4t3yq5Oa7C68D2mra0uobTFIRiQKPvfWs41vaUtFZjqU/qlZ0pO6XUqfDW0WNfNaFokbgGvSlUx5fzgQfU1m2VtHZR+RGnlxqMAkVqxxloQdgcVvQhZanm15c0rlPVrQSQ+bDGHYD5WrmRrAjheKadY7vsjNjNbGszXFvDG0cmxFbla878baHvvIdVQukX/LQgnaT/Sox1aVGlzwV2uh0YGhGtUUJuyfU7SzsYLqzLTqzu3UvzXmHxG1GXRbOcwP8+7YFJxx616BoMXmWUV1aSyPYkfvFfnafXNeOfEnTpdQ8RTh5JJrOMhlkXIA9jXJgsbDEU/aqNmv63N8RhpUKvJJ3R1Ph3R2vNKt5SY/tBAYsOK7mxiFnp7kRATkYLqP1rj9B0bzobG8t7nAVdrxK3FegWMYFuAeR3r0aH7y0meXW93Q/L7/AIKXmQ/HTQPMOW/4Rq35/wC3q6r5Kr66/wCCnEPk/HzQxzj/AIRuAjP/AF9XVfItZ1fjdjuo/wANH7B/sw+H9S8TfD6xju0FpEgyvy43cnk16L42+Cen+ILMQajfSeWhB2qeMelc34h8Y2Hgvw/Ha6XcpYWqYVGU8t7Cu98A60ni/TLcyyeYMAsWPzNXfiKMMRVdWO1/6ZH1mfL7qsix4S8H6N4d0+K306xW2SJcKygbm9zWp4fmvb7WCDdrHCjEFCck/rVXx5qml+FdJle5v1tZGXCc4xWP8A9WtvEGm3gLNc3Mcp3TN3FTTpc3PNO6ivzMVUcldo9htbK3tWaUbQW+83c0+6kSSEmM4PTIrE1JpvORclYx0X1qbTZnaSSMDftHSolFKHMndkRvJ2eiF0G6vpNSmhlYPbLyGxW9NfRWq5lbBqPTrMW0bvIMM/OBVfVrywij2zsoJ4C96wqTT1SNoxe1x2n65YatcSwQvvaP74pmq3iWsZTaSB2XtWTo8Nnb3z3MOIw3UDv9a05LyCGN5JiHZugxSl7rTW3UpWaae5ZsI4ri1VlTYG5weprn9SjlkvBBEjbw33mHFdFo1wl1b+ah+ToKszBGyxA4/iolJ8109CYJW1WpwXjh2t9GeAsGATLD8K+U9e0rQ7rztR1iFZjBKWUEY/Cvdvi78QLSy1COxLiMSHYG9e1eBfFrRpNPt4rt0kliuOYo14BPvivArpybqLrsz6bL2otRelzhtW8X3GpaoNbto2isLX9ztVDtQDoBWRqfiq5mdJUgmWORgTI4IUds4xXe2uhyaP4Fc3oWOe+PnRWaqDwOcn865TRU1Dxho1y0kSxy2smPL2gAKO9UmoR5HHRWv3O+V41efmdvwPpDwT8O9EuvDmi6y06S3bR7zPtxjgZ4rR0/w/DqGvzySXMb2SLtWJsbpG4o+DaT6v4HEEsIS3h+WOQD7wq3f+G5v+El0+S3GyBGzJzjA9a7IVZU06dN2V/w3PExVFVcRzVFc5HxF8N71tQd7WRYLZ8sSvGw+grS+GOjWVvqRs71oZpIySJrgg8/Wu78TaLc38c01mx+yqM/KeTXjviya00JoLgXGyVn2NGrHdUw9mm5SX/D9GccuaNoM9E8RfEzSvD0lziTzHhbYRbjKnt2rZ8E+IrHxRaxTfaAwyWMTHGOe9eFSaba3ug6mkJmlLkvHIQMk+leMeHfiP4i+HeuS284a4tnl4RiR36cVnD3pqM93Y1fK07H6L6lpq3sEAG09x6Csm1+HOnW97LfxW6LdyDDyADLVU+H/iJvFfhexvyuxnQZQHoa6yWU2KAvKsav/ePNdkoqMmmtTC7smjJuLUaei20L7yTmRR1+lcf4+tbjUDDBFH9nifAaXHCiug+3Q2OoyFp97uMjd2FeS+OvjYlvrk+hOi3KSDaHh/g+tcVWN42fqd1G6dyoun6doUkltbXi+Yw3StANzOfQkfhXQaW0d3p4bVYpVtSwRCqktx0ArF8L6bZw6e19MGhuWPyiQfepfEnjnUNMsYrqwFvKtm376NsEjHtj2qYSiv4hrVir+5uUvEfiWOGzuLW2ka2RX2Hf8rhcelfMfxG0WCG8vb+4kM9ttO0SH730r0/Xtem8XaddarPC9vc3j7FUcDAxzj8K5jxE1m2m2mnXcJfzCIluWGVB6ZNcftakam1rdDtp0Y8nMtWz5/8AFXjnU5PD9pplmbieUS5t2UFdjeme/Fe3fDHwxr72Om6n4hjRrmBDt2jbIzYHzMSa5nw/4ZjXxgsF0omS1bcoCgKD2x+Br6Kk87/hENRnvIUhBiKwDo5yDzXRiKk6lp3+ZjThGjeFtGfN+tePJrfxZKY5V1LyZMzrvHAz0J713PiLxJqupaWus6NL5Om2kXmPbo2M8f8A1q8Nl8Jyab4qe6ubg2WmM5eduSxBbpzXb+MPA91pcbvpt/df2TdRh1ZjtQg9sA16dHESp07zu77f8E4sZg41bKnZNeRwcPirX/FXi3+14ysr7seXJydo4xmvsP4W+A7nxDFBqd3HHay7C8cKjJjAGcivM/2d/hzpl5q/9oazNDaaRp6Btr/euG44+nWvrzUvE2jaN4YuL6zWFH8k4WMAYXHT+dY1Kbp01Ob81/wTWLXMqdNHgMnxA0X/AIT4eG4xNPqAbMrqp6D1OOldb4u1ySPTU/s9Gd3YKyhvkC1wHw30G71zWtd1290trK91GQrbysgH7kHGR9cCrvxM1yXSYIksnW3trcgSDqWIOa5akFTty6X3LcubTfsaDRQ29s1zKnkxRrvO/jee+KxdQ+IxtdHmWwslk8xSrSg7VUVwvinxdda0tkl7JIBkFUtiMbD6+/SvWpPA+h2vw71CPTbmS51SSAlfOAABI6VhKbgroap83xM+RvFXg/xbr80yabIgtbxnHlwcs248gkGvPfGV1eeBmtNIvtKVbhV2eY3TPNfZ/wAOvDP2fwjbPqEb2dzauZZbhRktjooHTFfOvxy+F3iHxlqVpPpMMl8Lgs4/vAjP+FbpSilKb0ZnzR5+W2qPGF0S/k162mSDyptquZcY2g+gr7c+DfwBtr3wXc6n4kuzPBqVuQlr39ifxFfL3w68P+J7rxpYeHdbsHguUkRGmmG0qo459a+1NL1ee58aWHhqN99vb7UKw45G3oPzr6CniJThGEo+9/Wp5FXDRjUlUhK6etjsvgn8MdN+Hug2WnxNClur7wAQS2cVf+OV1FJDa2ul4W4edQZR1iGOv+fWvPf2ltQ1jwHoNwdBJkvU/wBXHGTuUe1fG3hv47eLtQ+J2nXOvalNauJFi8iYYU/UYrko0oTqc0n1Oi8uVKJ91S2N9ITdxXDz6rapiESZGMf8tD/ntXW+C9Su9QuFtNYkWe7kG8zKMcVj+CVhuv7VkvdUV9SnCncAMJFzgY/Oux+FfhU3Eepai5XcX2QZOfl7n9Kpezat21sKpFwbi1sdB4k09BprzWaCNI4/mkPXpya4Kx8I2GpWk891atJ9qYLuUfN9Rx7Vv+MfFraDdXkW7z4fK2LDgYDc5J/SsTwf4ukmsZLC3n238h3b2QEJnoAK8ip7CVVSvt/Wh0xjWhT37F3wha6FpWo6hps1zIqL8v2e4lBHt2pviDw2fE2i6haWqx213Gf3Ejeg6fhUtr8ODDdXep34M93KM+YTjJ9cdKyfFWuTw6E+n2zeXqDZwV+/7Cu2jLlvKqZV0sRZ0XseO6f4k1fw34jvNNmlijmDYIQcZ7EnP6Vo/EPSRpMVteTwrPcTR+Y9xGO5AOK84+LGi3un6UbWG8ml1vUJDKzY57YIP1FeZ/D/AOOXi2y8WweEPGNrJLBCOHkHITjBz9CKyajK8YdOho6M4RU31LnjTwvf/wBoR+e6wyXrkxEHI6dz2rwbx9our6XNc2F+GgtVLYlblSSeua+4tG8MxX1nqXiHW1eLTsFYEKAgHHGPzr5f+NDXXieyvbVkWO3XIt27sOxNT7JRlzxVrnbDEVJU+R62PkC+UR3Top3AHg1X2s25s9Ku6jZPZ3Ekcgw8bYaqXmFuEHB7V2+p5j3Jbe+8ttp6dK27Hy25ZtqjkmsNbF/lbbx3Nbuj2tldLILm6MJHCADrVc7pq8jWjQeJmqcGrvu0l97Ol8O68iB4QAYGPORya6e88C2utW1tLZSIJ5zgRZGe3+Ned2/9n2s6xrcNs3fO2K6D/hIotPuIW066kLQnKM1ctR06j2ab6pH1+DeLpQtOpCUI6KMpK3ytqUPFnhi78Ks4urSRUU4MioSv51L8O7O417UpreDVxoUCpvluJGwMc8YyM1NrfiTW/EMJivZjLD1KlRj61iWtkEfa8uxD121FPTqEqFetNSskn2Wn4mnNpL6lrT2y37X5Viombo3vXUaP8N5rpZEa98vaM8f/AK6q+CdMFtfyTxHcoH3mFen6Ta7bGSVQxDdfX8a/aOEeGcDmGD+s42nzNvTV7HbU5sMko6MveCtH07TdKWyU/v8AOTM3UmtHxJaw2+itdDUAlzI+BEzYDKMZOa5zT1limdir9ODjpXmnxG8aTXkxtFb7nygKelfW8TY/DZTlDw9FcsmuWKX9dhUI+zq/WKkvdjq/PyNm61uJtRWQyo3l8AKeKy9S1yH944IDE9K4y10i+kt/tTlgpPHNQ3Ms8K7WBz71/NDak9dz6qee11T53S5U0X728S5m+aXy0PJasq6mto43aBTOw6lqzruaZkICMarWcs8Eh3r8jcEUuW7vc+FxGaOtNqcd+ttv0Ipb6SZuu0egq1CEs7iGVcvGxwwqrJb/AL9ivCmrEOF+VuVzxWrtbQ+ehKanzS37nZ7Y44i9ujbSMhfSux8GWwh0+aeVcu/ypHjPvnFcHo+ppcXEcS5wBj617BbaKdNsYQV2sOST7jNfq/AGWKvi54p6qmtPVn22JxkKtGPI7X6LYyZJns1VyuQ5yeMEfSprfXrWPO8HcecEde2K0/sVneYMjbIMg4YnIrU8K6XoEep217eIssFuxd4S33wM4B5+hr91qucItxV/I8qUnGNzkPEnibS5rFbYW+2VTkyDvXDQ63H9uxtxGeor1L4teIPD/izUJJrDT4bKZhx9n+6vtivMI/DsUH76WbLZ4UV/LvFWOljcyqc8UuXTS36H12DpYyGHpSpbS1fl6hc3C7m24Fcxq16Em2D866C7VUyRXLX0iecynknvXyMTzM8rzjFRvYybvezEtyO1QL156VsQ+VLmOQdelUbyya1k/vJ2NbJ9D8/qUXy+0TuvyESzeSMOpBz6VMkclrhutNs5RG20nANWryGSOISK4eNvSk3rZkxpy5eeHTctaHbyazdMq7Q6qWOfarsLhdzbtzq+3HoKw7G4mtpC8ZMbMNoIq7Zs8Misx+fO/noTQ9DfDyaqKbOlt2aFRKFZV9xinzeIWjUrDHlzxuNZep+LbzUB8yIoAxhFAFamm6XdnS4b+e2YRSZIbHFZxlL7SSPvVj6TmsPhaj16tW/VmZI1xqEmZSz/AFqaPQ5JMeUjK3fFbdjNEJkMqgL7Ct+1u7UsGHAB4ArenOVOSnF7HqUsrpV1+9lzXOd0P4f3muXiwQSYk67WrQ1/4aatoEKzNF5saH5yvUV1+j69aaPqMNym5iG+baByMV6HH4r0m+vEjeN1guB8xlwR7d/ev2bJquWZ3lksJiZqlWk7Xvv2sn9zPDx2SzwNf2uHi5QWp4p4M8A3vibUtkduWhP32YcCug8W/AW60jzZtNlWcp96KvYH1C002OKG0gWBW+dXQYVu3JFRS3jSbgGYOCWwOd3196+sy3hPCYPCTwWLftG+u1vQ8/ETWKlGpSjy2+/5ny5cTX2lyNBJA0UqHBVgRWdPdXF223HJ7AV9IeJvA8PiW3EaRqLpvmWQjB+hrzi08KJpOoPDPGFdeGDDmvxXiLIa2S19FzUntK34PzPo8Hhq2ZQ5Pa7br/I4C10Vxh5hknoDW1a2dwkklq8aKJkCMG6bfUVta9pqR7hHwn94Vxt7dW1rc4lvJnVQOh5xnkV8buePnGB+qNQvaP5kuueHdO0myeM28jyj7k3Y/pXGX0bFkjVSQvauz1rxBFr0MFnpVnKlrCMs8hLMx7k8msdoVt2yUMj96uN+p8t7GnKLtKy7lPR4Ws1Z3XBprPZW7GQ5mmJyR2q0VkvreVVIUk/kKox28cV5buo3xo4Zl9cGnvubVKnsoQpU1e2qv5k13ql9NHsV2hix9xeKxjCeSc5rtNbuotd1Hzra18hcAbRx0qMaGgs3u5F/cocED1oTjFaE1KNfFSTqz+9/kZGl5j8oYJ71bvIfOjnvbltqgbYlB6mtez1uKwjZbW0jzt/1kgyRXO60t01sk7Ifs7sQHX7uamDcm21Y7cfCnhcNCjTq8zersrJW216/cGn3U4tCxY7O57Vq22LjaDJWWs2/SDBGQMDcxNJocc0cyNIGCtyuaprqPC4jkqU6KfMmlc25NDa4kPlt+JpsMl5oMxjfPlN12ng0lzrn2TUDEPugdRVltTjugON6kd6ujWqUJxqU3Zrqe/OGCqSmqUuWafyL9u0t6sf2aVg2cjaelPvrjUIZCtwjSHoxxzWVZ3B024EsBOzPK+ld5Y62k/kyahErWzDaLlR932av03L8+wuMiqGKqOnVlpf7D/yYqeDqVIynBv3d7fn6Hn17dXSiSMIWhb7u4c1lRrKG3fZ2bHXAr1VtTsG82ze2ilJ5SUVnNpboT5UYG7+HHWvMzHhWvSlKeFmpx8t/QiOEWIac6ruvK5yOn6lPDIxjt1IxjaRmtCG3g1RdkyLAW6yAiuu0rwjpd9o968kzWeqx/difhWX1H61x194T1qzszffYpjYh9gnx8pP+RXwk6dSDcJXi0efWnQwtTlrx5/XYlvrO38NXUA0TUpTNPFtmkXjAOQV/z610/hHUP+Ec8tmtWnjKnJK5Uk1xM2j3sc0KiKQNIoZQw5x610dn4f8AEkMKJbEzlv8AlmBk/lXNWaUFCUvvPCrxo4mrKpTSin0V7L77s+yPgJrGhePtNXT7a1WC6s5BNLdMMKi8V9UXavq13bWNrcebp4twDcIcq3A4r8+fgpffELwnZ6tb6dpdpdfa49lxby/JIBwewr3bwL8cPGOi6TZ6MvgycPG+JJI33bh6Dca+Gx2HlzudJp/NaHbhcFKWkWtTzz9rbxf4W8D+MLD7PZ3Ejg4njClYz15Bxius+CXxOn1WCyvvt0Om6NuULA0gyFPtmn/tQ2Wg/ErwLBHLZjR9ZDAhLkASk+2M14Z8Ofgx4shuAGt547W3hNyrZ+XYoyeKqjhqWMwcYybUtVrrf06GUqM8NXcYr/hz9DofHyNHNqKzxppyqEWVuFHTmuNbx0mo+J5b8L9n0fyCILuOUKruoOePyr5u+K3iTxVDoMcdtE9no8irGQv3XcD/AOtXNeEviRrNpaaXY3MHnWNuClzCxOWzgFx+VLC5SvZSUtJPbyPZqZfUlR57+/26WPePHXh688eXujawLmYzITIjZJUKHIzXb6FfajZeKrvXtXnt76O0gRAkfDRr82CvJ/yK4yHVLldEkaz1CM2otNtujDBOWBIGB25/KsjwDrV/4u16HTIruCVbPatxGThpUB47c4wa3WBxsnyVGkv0vc8JYOryc81ZbHV/En4d3vxZ0m51K00qW1a4f91dZ6Y4G4Y9q851L4X+K/CemT2SzJHJOQkjAcHPB79a+qfCfxU0/RXk0K5VJI1OY2XGBjqD71yfxA+Knh7xN4o0rT9HkjM80jGZSoJRsDg19P8AVaNCFlK7R7GHxGI5FSsuVK13rseW+D/g5438D6LFrEt7Y29keXt5nCuVPO4Et/TvXXfDH9pnTdNsbmxnu2ivoJdqs3zLt4Gc/nXKfHDWrnzXMt5JJp8MW0xq5CFhgYH618pR/EDRdFuNRhjDpq/mgW0S4dSMjO7J+taUcROM7UtfXYU8PSlTUsQ9303Pt++/aQ0uHxTbuNl3bb/3txIckHP8P6132ueMdD1C+sb26u45bqWI+WsLBiFwcnj2zXx98OPBC69pUGv3yPNGZgJ7eP8AhBzzivZbPUvBvg+aKzY3E8zYkivVG5Y/VOT7frWtGtVqzc6lrCxUMLRio0U0/vue2/C/Q9H0i8lu/C9/JcRXzPNcJIc/Pn07dTW9rVrY61aziIBHibMiY598V478OfjBoOnfEBYYgILGYYdl4G8kc4/OvZtSito7pEsImkZv3r3CnKsp7VVWCmnyO7Wp50azUtTzb4rfDfSvHHgdlO64W1UyLCy9cdq+XPhZ8J5vH3iO6uZnMNnYzeULVhjaBjn9a++oEhurUxeSjWzJjco6+1clF4L0zwna3VxY22JLhjuXGMnrXk1PdS0OnDYiXvN/I6D4b+E7TwLD/pc5S1EYxIzfKBiuq1+Vr6JbeytUuEI3CSQ5RhXA6hFLeeDVju2eMSkKIWPK468+ld94b8Xab/wj6WexVkRAsbjnpjmnSqKtFxi7ebOLEYqbmcXoXhe81rUtYgv9HjgsYMpKpHySKc/nUF14W8N+BfCU8ugSW9lbGffLAhAw30r0fUdbmuLOW2wojZNjSR8E59a8P1XwXF4sW/0qKae1WVssQSc49Oazlyyjy2bT36HP70ne42T4lWurACAt5tvMI3CnKsM+tet6TpMXioC8ZYnMca8DG7OBXk3h34B6fpa2ptJ7oXCy/vWkOfNwRzjOBXomtTS+BdBu9RsbeSW5t1G2IE/N07VywksE+VP3X0O6MpON1uepajcwLoG24HltGuBnjBrxjxlYp/ZV3b3ixtBdfOrBhzitpviTc+KPBtjeC0G+5KrIjDBHIz/OsTxPO62/kvbGZFZSOOVGK6q9VVLRoy+ZzKm+VyloReFbOCxsGtoEZZJB80mfvD0z611+uRwf8I1GtujkxjJDdaj0u0svs8MkC7FOAQ3YmrHiv7Rp9pDHbQ+eWOGTuwrx6dOT+J3VzOnUfNY+R/H/AMUYo/EJ0yK3ayguWx5hGN7D/wDVXReBVaTUrW2vYJPs8pDRXKqdufr68189/HLxYlx8UovDapLAsM+4NMoV43JxjjqP8a+pPAD6ppfhbTI7wQy2cUi4JA389+nSvoqVCGG/hbvuU5LltLc7vxD4OtF1iyuRIwdl+Zv73vXX+H9UltdXgtxJ5kKpyFP0rmvFFwLK+sJfN3pIAFUVqWdvDa3EVzBLlm52nqtbapRqo5I+9GzN/X4L+Y/b9Kh2SM4EpP8AEv0rHvdTufDsdzLFbRtBI37+GP7r56n2NdLoV59ovpUlLRxuucds+tcR4s+JnhzQdUu9KnnMN+4+RJFBR/Q12W9qm10Mo81+VanP+AvBzfD+x1W9kkk/s+8mNzFtQ5hzjK4/A/nVfVPilp+t3FvDatb6jaW7EzMzDcv1+lb8fjKHWNJe2a4QFkOAoBVh0xzXyb4s+H+p/D34sRahotlcy2Gqk77dpGMaknkjnpzRBKV5J6mrik/fR9S2OsQz6pZJBaPHDenAmjGVx74HtXqA8vw+VPmYgx8iN29a8S8KfbtIOmRxwtJGfmfuIzye9dvqXjGPXvEMVk5VhbqXkUHGP84raPJJamFSLveK0Pmf41fFRPF3xssNKvbC4s7Gwy6tOhVZD6gkc9a3B+0lD4TkYWb7ZFGwYOQQK8x/aQ+JlpffEn5VjWG2j8tW2jnp3rwzxV4kZpojBHuU4K++a9aVJe2j7RaKK0/E5fae4+Rbn6A/Cf8Aakj8Sag0eoSNGB0INe0Wet3/AIxubO8tm8u0Rs/MMbx618G/s8LAt5azXFuDyDIG96/Q7wbqFi2lpapEkcSptUr24ryMTi05tU/+GOilhpRgpS3NJtc0z7T9mdVkmUfeXt7VhMtxql9PNZ3LRRw9jXM3ml6n4U1i4uLH/ToZ5M7ZOdua9C0FZPsZeaFUkYZcLWVOspe6VUo8i5lqeeXng7U9e16HVJNVl+yQHBjjJ6/5FdVOZIrH5bmREVe+cmt6za2W3l24iG7LDHBqtJpq6qcRyKApyB61dX2lSalCW2hyxlGHxROJ0z4hX1i0kC25nVT8pI612Mcq69o5F9GgMqlSufWqGo6Ktm5maBUbo23oferWmywrGiSfKrdM12qc6dk2YyjGp7yVj5T8afCuWz8XajZxIT9oyYWx69MVrfC39nO22zTeK2kd926KFWwOCOT1r6bu/D9lJdrLPAH2/Msh6iqkNrpl9fSxx3eJSMGL0+lTOm6k+d6HZDGOnS9nDTzMdtE0u3t7JLKJLR4gF3jHI461o6frESSyQl1EkQ5JPWs/UPDsd1bXEEFzI8in5ccEGua0vSbgRXl1dttuITtzk4YcVUpezWkTjcefeVz0ey1a31SRoknWO4UfcbjNaf2pbdQruobpivKbq9a1aG7+469GXvXQyat9qs7e5t8yzZ5DHgVvRqcyXNuc9SjyanU30sbj5ow6+mK526vBHbSwXdtGLOU42kfKauzTzXluCrLFJjqOQazrSzMlrJDdMJudwXPT6VrzKbSRCXIuYqTWd3p+ktBozBLdvvW/19Kz9L0P7LbXVnrMiNFcrlVc849KuWutTx6msKxiNIzj5v4hV/W0S8hO5Q7/AMJPUVzxioR9mtEtbdDacpTd5bvr1PGPDklto3iC8t7K7kmtI5cLGr5217JY36NZh8H5hn3ryLRfBq+GfE2oXDuzxzkuqsOPpXX+GPFT3V09okHyltu5u1aUouNWUl8LMa0U1ufnv/wU0uhdfHnQmBzjw3Ap/wDAq6r5Hr64/wCCmlibH49aGpbdv8NwOPbN1dDH6V8j1lU+NnZR/hqx9pv4yvvEUlzdaldeXYWceSHbvx93869Z+APxoSxR1jnklTHCoCzH2AFfIPwf8M+LfjF4oj0iyinuLLzB9okjHyqPev0k+Df7Ouh/D+SOeC1FzeJHteSYfLnHYdK7aVGdGHvuyktPP+u50+3hTvdXRzXxO8YWPxE0H/SI5wVO1V2kEH1PFemfs1Wr+GPDTblfZK3yk9+nJNSePNDtPsMlnp9vbQSSsPMmKDI+nFbOg6ppnhfTdP0OQTXF3PwpAxn361pgYxjGcIv4nt+JxYivzQXLGx61tj1CIfMGb2q3o9rFb71VCr5+YnvWfoa/ZY4wE6DNbOZP3kmNpaspxUG4x2OWMnJJsJJZFm2swEf61z+q2lgJjK2WlPc1o3DPDC8r5Y9a8I8dfEHV/wDhIrXT7dVtjcyeWm/p9TxXNKKlJQSvI3pczbs7I9QVoknVkDbWPTPFal40E1iywgyTMMYXpWZ4c0K4sdJL3tz9qfGS4GPwFbfhHT51aSWVFCM2VUisqlKdTSb2N4yhHWKuaOh6e1hpkETghsZYVl+Ktcls4mhhGCRXTXlwsEbSOcKoya828VXxvJTOjBI4wW5rOtJ8rCCUp6nivxA+H+p+MtatboT7Bbt5jqOwqf4m24Xwfp1mqB7vIjWSQ4K+9db4Ruj4g1C4jjlLPK5BYdAM0/x14W/tKG4skXEkaZR3PX3rz5XhQUeidz2FN88IvoeMWME9nJ9gv50kdflWTcNv4Gm6x4Vu9D1azWwQ3MEpHmeSMjB55x0rlvHXhLUYFN2dR8lLQbnbccDHb9K7T4N+Ldb8RafNDaLC8KJiWeXrjPbislaUeZrXr5nrytbmTTtufR3gfQbbSfD9pHFKsYkQHb746Vm+KNMuVaUQSlJMYzjNWvBesWGj6JBHdOJJ25DP2PoKq/8ACWWkF9cNfyhGkb92G/TH4VhiVJ2hfcypRk5yrx+zr6lL4a2us2bagdTuPPh+6oc9+e1eQfH7wDcR6pFq9lMkIT5mgT+I/nXuE/iqwaxOn2LMb2RtzNjpXkvjLVtRttSEMojuQ7gBZOdx7DpxWtSo1UUJbo82pVlXlKajqzkvCsmsSW9m1zIgD8R2sZ4A9xmu/H7POmeNLiHUrki3lTlgo798VR8HaTL/AMJ8kGqtCtwu1vs9uPl257cCvbrzWodM1ZkSIwRqvAYcY9a9CnB+5pdvY85xbb12H+GvC1r4M8OR6bpzMAvAdutZV9qix6pDZPE1/KTksWyEHqa3dYmjutNEdvcBN43mRTzXmcF3JpOpM9wxmvXYrFGrdRngmprSvW5m9Ttox/dcvQpfEjxbYRzBUuTp8bfujt++7eg9K810fwwLjWH1VrdHjtnyI2+/Kexz+H61vfEPSbTVNSR751SdTv8ALQ/xelU9DuLu+VLdLdkkZ9odWPTtXmSquU029dkexHDudF8ivy6t+Ra+ImvXOmeB72/iAguYZV8rf6nA/rXk/hfwX4mudQGsXUzTtfHcyo+UOef617T8SPsdj4WuNOvfLM86hQsnLduQPWvLEXxHofh21n0ufItWCW0Mh6ntn8q8+pKlRxF3e7a226bm2HhKrRd7ad+3kS+Mryz8I+LNBi1ENcRzjyjEPuqSTzXdfEDw5Y6V4ftIYbSHymYTuWwcd68c+MWqRafcaKdWuorvVXAkdIeiPzx27VWHjq68baPLCbyZYLdhHJOx6DvivTrSji78vx3/AAPLoy+owin8K/U5zUPEy+DNTk1SGVJY559v74/dwOw/CofEv7Ql1fTOlsrXNxtwGdSFZv8ACvM/iMsUZks4NQDxRyeaksnLOcYxj0rg9Ok1HUtUESPzKfLRs4APr7U1Jcqi3oelGEKic3uemL8Xb68025sdbgg1Lz2++sZBg54A5Oa6rVbjxBrGm2NrHcPLZRgeUhPIUdR7cVR8G/C6303ULNNeuY5Qx3yCHnA65+td/wCKl0nR9Pk1LS7lpLS2GBEp5PoDzTjUdS3LpH8DapGhTgrvV+Rb8O6bNb6fax3SNBJNEXjXOdxBxXrfhWysFm06OaWXVlkQGaEcjcOoPHArxLw38QtA8RXtpJJqHlOsW0KxxhvQfrXtPw7+ImgafBqCaYFurgEI7gZGe4B9a6YyTbjJHmzjKMeaFz0jXPFlhY2c16YGhit4/JihUYwccAflXzl8TLO61bw/PeNZyQWIJYhjhpCe/wDKvV/GHiqxhjhS5Mdv5q7ws2BuJ9BXivxV+JFpqVvaWhu2isIZQHdO6ggn9K5K17nLCMZWTWpz/gX4f6hpelrqV3p813bzSho/L5CLzgng16hb/bL/AFpNK06GaS0iG87gQpOOBnvzXm/wy+K/iLx98VrTw5oIeHwmiiNt0akuBgZ/Gvpm68JLpyte25e3ktx8oJI3H0rnjbktN+ZdZSpu8TNXS5josGm3xjgvJpMNDGNzbCfb8K4L4h+INM+DPhKHWriKRdRt5tlnaAEu69T29zR8N/jdJe+Pta03VdPEOqWyyOHX5ysanAIz7YrhvH3hHxJ+0P4vOo20U0elWcuy3ibjee5x+Jr1ofuYxVr/AInHKm5SvLQg0XTbv4lXWofFrXobnSNPaMRQWu05YgHnpwOOteqfs/2Wn6p4gm12C3YSR/KJ5ecj2roZNC8R2/hXSvBItrdrGNFS6Plj7pAGOn15rooL3TdEm/sS2tYbMxoN7wjC4HUk10SaT5oa20M4yWsJdTG+L3jjwt4d8SaU+pxSPc3EixxlIy3UjrgV5B+1R8ANK8SaD/wmlgYbGW1RZU8sAPI2RgY655r6Vs7Tw14msUvvslvqj277I5JFD7WHfnvXI/HrS5p/DtraW6Q7FcTGNjgYHrWkXyuLWkiJLX3Txj9mHxLf+KvD96L/AE26j1KFI4XluUKGRRnkZHNfS+nXF/4d0uN4JBHbMclW61ynw1Fjq2h+bEscYmwBNCMbiOw9ua6vVrNvLtLS4DhFfcGU9OD1rDEL4pLRsuEpVKnv6nnvjC+v/EHiK1srGASvcfLJnsfWuq8P+FZ/B7SzXEYiDYJcMDwBz+tdNbeHIINL86CIiVXLtcY+c5xwK0bGL7YoTUjuCj5Iz6e9cFLCSqSUpu8unY1xFaPI4RXu/iZ0PjK+8R6PH/Z1usac4kn4JwODziuM1CKDTZJ9cv3jdoxsmSM5Kjucd+ldj4qWLTIVEceLbGFER27c/SvM9T+HLXOoNqa3crwyx7DbtK2w5wTnnnpXZKMb8k3qjgjWVN6bMyPHXi7wm3h86tZ2st3drF5kBWIuwPOOg45ryLVvhPH48m0fxVe6v9j1KTD3FuqkP5YxhcfTFfQLah4e0mG20NrSKIiL55lQEd647xF4al1JftejQFjCSuxD1X3/ACFZQlCnVUk7tfcexGpam1ZpPZvcu+JNcnt44PD2nIsuhNbq7zSMGPUg8/hXyj8XNNH9r3QWymjsoxgTAEr7c4r2jwXqN/p/hu9TV4XTF0+0P94AAfL9K4+z8ctql1q9hfafHPZMxEQVQSTzjNenVnSqPlSszgo0pxTnKVz4K+JmkyaTrs0md0Mx3KVrjAjxKJTjaT2NfTXxk8K29rcajbQ2y3nlDeskfQZ7V82LbjLh/lGT8vpWavK1iZKzLLbXhVkkLDHK1oaXCjRndFnI4Y0yztYXUKo610f9ivaxwZZDDjJKmu/kguWVSSVyKNHEYhS+r03Ll3t0Gw2z6tCsUVhEdoxuyAWrL1Tw3cadMCU2lTnAYGt6CS2t9UheKdo7dfvE9a7C10az8UXEgjlHYs5PauWtg+Vc9GWnU93D5l7b9xjaTlPRRskn6WtqeYzX2oXC7Sqog4O0Vow6hZx2SwSWX+lE8zk8V6hdeGdHj0O9tNL0qbVdRT5nvHcokK+wB559RXl8OhS3995ckgJHUJXNhcPLE1o0KCvKTPrHTq/xJuXMuja0+Rt2njP7HYLZ2MIaUdZMZP5Vo+GPGOoaFrkA1LzFguSAwkBAAPfFdj4J8J2OkWaTfY45JnPDSDcfrg1Z+I2h2moQpI6APEd2VGM//Wr9s/s/Msvowx1eu/3XK1Tgnb/D5t+g6cZ4mfsY2UpX1exW+I3xEsdJs1g0eXzryVeHXogxXjNn5cl41xekySsc4PrVrVZks3k+XdK3Az2qxpehslmbq64Zx8q1+YcQZ1is4xLqV1ypbR7f8HudmHwnLWVOD5rau+3z/Q1bXWrWGWNZAXhP8PpWNrWvafHqSyeSJ4V4Knis/VmFuCAcVzF9umwQchvevluWM9WjlzTN61GfLC11933G/faxa3TAwQqgJ+7WVMwkuVh2kMx4rKjjdpVQ5XnFdAunP5igOrPGMlj2quSNNHy7xmIzGbU1q+ySGXXh+5tRmWBl4yOKg0+xW5kZWVox3zXVR6hfXUKI0sZjjGNz85qwtxbyQnfAhLfLuTilT55S5bXPoKWWYGtO9Opa26kt/mhPA2gouqRSRkF1cMu7pxXfa/4mvNPZoY83rZzuUZHTpWZoWkC3hia33M4GW46V3ljptv5cYlEeVTD7/lO7Oe3tX9KZNkmPy/BQo4St7KT1l7qlft9xmpYaEHCVNPtra3f1PKr3WPEWppsgtHii/wBhDx+NZtvpepWsrG7SaPf3cEV7rb3FhYxqWlSOJSV6Dn0+tc78SvG2lf2Vb2UXlT3DHc0iqBsHPFeJxHkVSGFnjMZj5OUVonovRJPqbYF0lXj7uh5/a2MmwE8jPGKfqKCNdhVQw5zSx6si24KMOayr7UkZS8jcDvX4Lq3qfolWrQo0bRZnajJs5xXI6i2Jt1bd3fCdsqcr2rHvF25wAwPrWsVY/JM4xCxE/d2QW80dwoXOySrUXzfuZxnPRqy7WNS6hsjntWhHON5hk49GpyXY8ihV/m/4D8mVr/TZbIhsZRujdqS3t5JI1kBGzdjbW5BfLa2UlrfRma3Yfu5FHKmpPDEemSXkCX5mitkfc8kShjj2BNKnJy0kVi8NTpyi6L+JbdU+3muz6kl94f8AsO0SsoAUPkfyrZ8EeBb/AOI2rfY7MpBHDGWaaTgADGfxrsPBXwy1D4qa5LIrPFo8DLtmkXaWUnGOO9esTfDSD4e3ct5Duh023TE7KxGD6+/Q1Uk7OfQfPCjy0ftdTwnxHo2mTT6Xouj2UqXcIJv2YZBIJ56cDAFex/CPSbXx819osiQulnYuLeDGPnwME/lVP4ZeEbybSdb8R+Qss+qM0cSuMlYh39uQal+Bslr4L+J11fXVyI4IYHaeM9Nq4yK5+bmfIEp8slKO6ZwHxe8Cp8OPEEGl+f50/leZKfQknj8sVyEc5WME5xXV+M7zV/jV481jWreNjaCdYlIH8O5VCj3710Xxc8Dw6L4m8K6HZx7Lma1WO5XGNpAUbv1NbP3NEfV4XM5U+WM92cBb3YjVCWyc1rTaqJIyZLjaQua5LVpRpeqXNqW3LC+wP606NWuYAQSQw60Rk4u6PrcPmftIOMNWdn4f+MS6XE1neo00H3Uk7pzXX2vxX0NpAwm2blGc9M968Lj015pvK25LNjNXB8P7qe58qFucZ61+rZFxhmEXDAygqreke/pc+GxFDGSUsRCGi3PfLP4laSzptuwTzyT79axvHGoWkk7aml1bybowNiOM5556+9eL6l4K1HS4d5d9o64J4rMtbWZpAJZJHHoSa9fPs/niovKsVg3zu1ve69GtNjLB43E4Soq8Y26fI9Gh1KHWNsEOCzHk9q4/xZYQabrmLlBPEjfMsR4b2zSw6hPpv3E2p7daZcapb3mfPjbJ71+IzpVKVSUZ6W6H1uYYrDZlhFCbtU3u9i/D8QmtrqA6Zo9vaWsS7TDjPmf71YssOpa/eTTRQlEPJWJTtUV7T8HfCXwz1CGabxFq7faQmY7ZiVBb6g16F4dtfC6aH4kjmWK0t7aJ/s8qqP3wxxg9etYqetoo+LqYPkSlVTa2ulp9586eC/hfdeK7yCASYSR9uVGT15q942+GFxomt3GmWAZXtwqv5g53MQPw6ivY/gb4w0Xwr5N1dW0ciW4mcEn75LAgfhWfd+LND1Zdd1zVdQT+07q7D+R04G3A4+lZc8+ZGlTDqMarp6KOiPGtU+FfiTwvrdnYTxtLNdIHj2cq2cdD+NdN8Qv7L0PwPpen2vF/Mc3Ckchhn/AV6D4w+L2hz6Pa3emX0Z1GJAgt3G5lwOoJ6dK8F1S5bxFrM1xdSssWMx455q6ftX/E0PJVGV/dTbMO+ke1tCQGUueMjtUC6m66O1jJIwQt5gUHIzXUR+GZdUWJZHwgXj2rI1zQIbW6itLaXz5GIDEdjmuinUWxvjsDXivaStyqy3V/uvczrfT5m0+KYH/XvsVfX/OauWpnjYRu3+r4Gf5V3Ok+Br1MvJbq1jYqNzliF3N3/Sue1ax+yXSjayrknkdaqUk9jmwtKUa0b7lO+VbXTZbhk3PIu3cR0zWXpcdzDa/aCuYCcBvetJrWfXr+3sIS2xmG4CrWsWf2FhYRho1jOGVu59aV0tDoxEubFuVPSwulyLcs6sBjGa211R10ua2tJFSKYYdG5rB+zCxniCnO9OT71k3DT2s7GNm2Zzio5VJ3Z9S8dUwNJRktdU2t9TpNPvnsbhEvF3qR8rr2rp28WLpEaFbbzh1Bk6H6V5x/ajoo38r71vaf4qiOjz2dxbLcBuY5O6GvpcNxBmGBo+woSTT8tV6MjCYjCVeanOpyu11fXXs/0ZseMPHj+JBa/Z7WO18hcMO7UL8XNfbw+NDa63adu3GGQHOfY/jUWk6ppFnbwvqGm/bFdhujDFTjPPIr0OT4b+BPGGjzaj4e1aXTL2NATpt6M847HJNeXmePniJfW8TJOTtey+SOeeFnWkqcJcyKvw1+Ifhm98aaVP43jmawt4PsytHzjrgng9zX0x4Z8OeFX8VDxL4QurPUraOMxfZWddzlsY+XOc8frXxM/htbW+kt5m2FDjd1U+/NdAvh+68O2sd3p2sSWVw43xfZ5mCufT2NfL4mjHESvdpv7i5ZPONGVVcqtvrb8H1+4+zfh34fkv8A4lPrviCyksXwwR8ZVuD14rN+KF54i8beLPs3w7iZn0ZjPcNEcKWByB79DXh/h39ob4j+CdJtrPWrUXumTIfLedAGZeRkOBn1717t+zz8WtM1/URDaSDS711JljUDdN6D/aP19a5aGBca0p4hqz0S6Hm1MLXeG9ph43S1dmR+EfBmp/EzxFaQ+O7Nk1GTmG5DgMpH8JHUdD+dfTUvwzudD8A6nFZ2vmXvkBImYZlC4ORj8q8G8K6hqs3xNh8S6+WsdA+2ERs+VLEKRnA+lfSEnxnt9c8cWNvoEyzu7LG7MPkZScV7+HwGHpe9yrTby9D5+dWtFqUfVnMS/s1jxJ8L7PREnc3c84uRcbeEODkH0OM184fGP4Bv8N/E08Vpei9tDbgtuYCUSHPAXr+lfpLpfiK0a0lUQ+V8u1toAG72r4f+Nmh6nffGyc3kLwWcr7beUuxBUE4yPxreUKPJJy0ktjuy/F4idbllL3Xds5TwBNpbvZC4juJmSIo8NwcKhweRkf5zXn/hHwrdXXxGv5Ukk068huy4MbYBUHOQa9+tPBNxrniKB1gitYnxEsqf6skL/PjNbfinwzaeD/Bd99tt1e9t22rexoAXHTOR2r56U6lO8orVtH0eOrRnGNJPTt2OAi8CzpqIvBrMl7LM5URxvkhjnmsXxR8Pn8GLJqlnrUdpcCPztzKfMEhzlTz7CuJs/jhp+h+JrZdOdpJYGPmsxJXJz6123gPVrnxFp+tapqMS3Nh8zP5w3/Ljtn0ruwsG7zmryZ5DlzLk5rRRyPhnxVZ/FC+vPDOr3+EKZjuG+UmTHPJ9ya8etf2U9f07xFcX1vKJIIZyQhUksvqOa9P8A+HtD8XeMLyHSblIZFdnTedp6+1e52a2Ok+HYEuNW2PatuLdS447+le7hcLGVOUpq2u587mWLq/WYU6Uuay0j2/4cz/gnDc+GYJYLy3WaBostbyfKSRj1710FrBb+JrXUlh0ryrX5lgjkG3yzj3/AJ1xmv6xaeLoluba6l06a3kzGyEjzVHtnntXuWjzWNlpaC5hUw/ZhI8u4jdjPH14rOWBjOSjSmmupH1+tRi1iKb5nseUaTp+jeGPEWmafNpOJkgMk07cqxO08HHWvW9L+IEt/bv9jRre0B8j5xjJ9R+deU+JNcfxRqh1XS9PkWC2UxCPHpxn9K6L4X+HNe8RNc3E9xGtnH8yQlcEN2HSuCpKjQqtqXloenCjXqRUmrPsz27w/eNp2mqSvmkMFIfqKfcalnYsyAJu3Hd6Yrk9F1K7WO4tZ0kS43YZZBg/X6Vx/wATvHH/AAjdlqG2QyxQW5aXY2WHt9elcdacLc66lYbDVnUcJO1jF+OH7QGiadDc6Pbb21iRvJtY0BPJ43Dj6Vg+H/i9a+A9Iij167/4mLKGQxt93J6GvlzwTrFn8VvG2tarfGa3WwiMtouT1GSATn2FWde1V9TuYbnUIHEwG1ExkFQcZNaSUYQjG1rfmcdaUHN0933Pvb4d/FzTPF2mz43PI0gjRDySCeDivT7q/wBG0BkneMQsVClwMYzXzb8DptP0Lw3pLXMCR31580ZjGWC8Yz+de5TadNDG9vqyG+067GVmA+ZK+FxOIqxm1GTsn/XyPXp0qfL8J2slwkWmQTWjqd5G1vXNZ+sX0DKInHnOeWUc84rOtrWTwvpsUahrzSkA2sTl1qO+8q3ja7tiBJIM4lNcU8RVqtJm0YRgrj9Sh3+H4vsiRwyLMMo/TgirmoRprWkhrZI3uUAWVdwH5VP4VtV17Troy4JC5Aqha6HHYS7I45HWVj5q7yO/bmvpcLH2kIzl6HDKSmnEz9Hvnk82FGAjzhkcYYH1q5pfiho9abT70GTyQGWU8gj/AB5rG8ZhNLuLS7tQQ4IEm3096yrhEm1aS++1GKNo1IQ+uBWzbw8rI5YQ5meb/tYfsyx+L9etfHGhwtLNbsj3MUI+Z1DckAdTU/w30lviDJZeVN5B09lRoGO0nHYg9+Oa+g/hX4ng8Q6feRS/PJDlT3BFadr8O9CS4lvtMiSzvZW3MYuMn3FfRxftEqkt9jP2ksPJwt8zn7jwfaziOa6jeKSEAJtHSrus+G45NLSaH5JsAhl6niujkuNk4gnUhguN2MiqT2M1wONzop4Cmt/d5UktDijKV73Oa8O3JW98ieUfIMbs9a4v4ifB+41rxZa+IYLGG9tUUqw3AY6V6RqGjWlpeR3DBl55Kj+daniO6hXwnItvJ8nUhDg471FNJ3hc2jNqSlE8G8aeBZbOfTrvTFWzRTi6iU5zwf8A61LCt1r2packQ8i9sVIiZ+jdOD69K7Dw74V1HVL+6kluBLp8v3F3ZZOnWtW38Gx6PDcXt9dp5UDfIwAFRSjKn/DdzedWErqfyKGgahOuqAXVssbx8ylV4NcjeTeG/iB4r8RpopuNP1WGExtcKD5b/e4HHX8e9aera9ceIbo2OnW8lvHMpVrxeorE1bS5Phn4D1WHRraTVdUaJ33BAJGJB5zXVTvrG2r/AKuznavqfCvjK5gvfGV3o91H59xFO0blup5616fp/wCzrq9xoFpf2CLPFgFYpByB6A1keCPgP4p+IE0niT7C6fv2Mlw/3kO48Gvq34b+IJ45rLwzKkfnwJ5cvocdxx1rLHYn2dZ04arua0oxkuex85+FbW48H+LLWwuo2Xzzho1GcV9N+DfEOoaFJK8dyk5t/mNo7jc6+3Nchr3hC+0D4uLdyWEd9YBN5OMlRx7Vgx+JrDTfiYQkxEV4fLEcjEGPOR/WvmpScaqSl0v6nqL95HY9ZsfjFf3HjiO3lsZFt7hfkQde3FdzJ8UdP8O61FbX80kUlwPkiYHI/GvE2t77QfiVYyKhxjKhzlWU45BNd34w8P2F9rdvql9Iqz7dixueMnuPzrqpVNNNNDGdOLVj1PR9UfVdSmI8tdPYZDZzmsTWLrUNP8ZWRsJt1g3yyBOmearaFpN1puiyoG+RkyCDzg+lV/CunvodiPMu5LpixYvLyRXt4WcXFtrXb/gnkVovm0PR9cm8+ARSnaXXAb3qq2l/Y7CBpW8xj0PvWDbapcarcuxkSeGPoq12UDw6jZwpjLdQua7pe/aLOOzpq5h3tze2bxSTljA3ykYJxXKWdnF4f8RyT83EU53ZjOStejeKNYtdD0stLGCDwEbnmuZ0Vorq8Lm3VVcZVv8AGt4UW43k9DGVSy0Rekt0j1KO4gkxBKu5h3BrP+IGqQaT4XvpZITPGY85jHOciuqsbW2PLcMOMVynxe09pvB15Hbrlmxjb9RRGneqk9ioySSZ534Z1L/hOPBYe2BWZF+7IMEED3rp/A1vdxWohmXdzg5rb+G/huzXwbZgRJ5rxjcycHOK3bXR4tPZ/LbAP8LVzKEpXa7s2lWi1axVmjWynwqKpXnDHg01jHeSNLHF5UgFeb/FjxOtvfQWc13Ja8gZi/Qk+ldNo1xJZ6Lb7pmkLKMSdc+9dXLyRSve5yTWzZseTbzSYmT95nJ9frVfXLy3huorYBgxXgirImRIf3h3Ow+/is66Gn39xH5kpS8TiOQH5W9jWyjGW5lzSi7o57X4bm3tZTcxfaIyp2SIvI4rhvAupwXWqS24lZL2MllOffoa9L1a4uYJPs00eXxlGU5VvavLtWsbeGa51B43sJS+0sg2kH147UcvKmi+bmWp8Nf8FGPEh8SfHLSJGhaGS10CG2cMPvEXNy2R7fNXyzX0t+31YxWPxg0XypjP52gQys5OfmNxcD+gr5prkqNOT5djupq0Uj9R/wBhv4W3/wAPfDU+rNcRyWd6d3lhfmz/AJFfWdzfG1tZJoFEcm3LMxwBXmGj6xJ4PhSGysYhpStkqONufTirXxe8ZaVceBZzBqHlyyR8eW2COPau/Mse6yeJjs7Jei2ucsKabUXubfhjxFoeuTXd/qV5CsdiTuWRx87D0Fec6f8AFGD4gfGaGSwHladZgou5SN/Xke1ea/B3wfJqVtPqOovcyae0pyCx+cc9s16XoOg2MfiibUdJ077BZQoYhJJ1ZiCM4/GvIhWqRxCnFJJLRdW2v16Ha6cIp31PoW08ZWceoQW4lQFvlC7hmu3WbzFHoehr5t8P+CIdFmOrX2rPPK0hk/eHhFz0AzX0H4fuYb3TYJkbcCvBNd8antY3a1W5w+z5FdPRl64jRoSCoOexrCuPBul3Ugup7KJ5lOVkI5FW9SsZ7qbdHMyAelcf421a78L2InmvSqMcLmqSjG0nKzHGMqj5YK53sKW1va+VuUD0JqaGVo1BQZTGa+Wte+MF3Z6lEjTtK552p0Ir1HwH8atO16KO0kl8u6xjY3U1r9XdROcHzBdwS51Y7HWtckmhkVVwM7cV5N8Q/G0Wj6fNaq2bqVcfSvTr5hKsk/AQ8gV81+MI11DxNO9xL8u7aorwcVzJ8q6npYJRnK7Wx2XwItbm4kluHcctxjrXYeM9Qjt7yVMM0xGC4HAqp8MvDp0i3QwZCuNxO4k1L8QLhpWS2s4xvY/PJjoKftI8iT2OrERdWp7u551q/hKLxBo95axwjMpJZ3HX3rifhfoU3g/xDfaVJMJImPHlcIvTjPrXeX11dWdnPb+d5KSjajE85+tUPBkOl3moPa2Um64t2D3LyMTub/Jq73k7dVqXRvTTvsz2HTvBdtf28EkxErR8xx54zV27+Hdg2JrpFlnQ7hnoKgsfEsEOoW9vE6LtX5lz0HrXN/Ej4jX/AIXzcwbJbbGdvUmuSVPlkpRO2jGU1yzZuawun6LNaXbQiKQ5AwMlqyVj0XxbqSz3VtmSBspGwxz614DrH7Tl74m1K3isdLJgtQTPLMMEeoA/CvXfhD4ptPHkv2pf3c8XWPHJolNysn07dDKthZ0kppaHrNn4b0y3vI9ZkhQXeNqZ6gen61H4ouLTUITEAo3jBb/69Zl1J/aerC2jnZWTqM8Yq5qC2dxGunR481Rk4610xbSSS93p3PLcffv1OJ8YXappw0+yk8m42/PJn7v41W8IaIun6auo31x9odckzMev41veJ/BDXli0S/ujJ1fPzGoo9Iks9Gt9NaNpIVTDMRXDyvnc5Xv0PRhipxpOhD4Xa+munmc1qnhPSNWuILmGP9+zZGDktXZeHvh3b6LCt9dKI9vzCMdvrUXgG60G31WeDa73UK7V388+3NdPqWoQ6hay21zL5Sp0APLe1d0MLGC9ond7/ec1TEVV+7V0meH+NNJTxprAk0+18xlm2tcSMNoGOAB9a0/+FTTabodwtxPFNfcypz9zuAOa7rwn4S07w9E1zPKWVnJCyNxn6VvXNjp+rahA0crLP1IHQj3rB4OnPVLU1WJnTXKnofn38S9Gm17WJLaysJzd2pw0jIeWJxnOOmDXQ6uuheBfAVn4Wedn1i6i8y7kxuVWIHAIH171718RNDdfFd+lhbxRnZt89vkVj1xx1r438aWeqxfEE2mt27mWSUHajkb0B6L9a5sNhaeHbTV5S6+QV6s8VFRvZLXzMjRfhDqXihJp23SOXKxBRwVzXd6X+xzeWUMWq6zcOkSjeLSFgM9+TzXt+k6n/Z+gWNha6I0V04G4wLu8tPUn1/xqTxV8Whpek2liV8+5eXyEjbqQSBuNaUsGqjcU9b2/4YuWKqwtI8cufh3daBp89+NR8ifaVhtI1LfIOMsema8B+IWteJ7W3MaaZKNFjOWugpG72r9ENY0Dwxa6VZf2ncbr6aJWeGMYCqRnnmsmx+DPhrxp4f1A6TcNfaPHMpSGQZCuDk5OenTitY4XlXLLZC+uzleT6nwV8HLG+8b60LZdImv1UhnWFCCif5Ir7K0XwjongG2svs9gYLq448mTkqf7xH+elemr8L9I8GwwT6TBHo1zMgEslvEAzkDH5VzcmmtrGp3ECyGaWBgPPkGSTnnFRGnTpzta5rVxMq8Uo+6kfNf7RHhvVLzWk1eS+lcAeWgXKhRjoM/SvCfF3xCfTdBa2ijAkLCMueoUHnH61+gHj74f/wDCZeHZbe7i/wBJVNkccS8nHevkjxD+zNNrOm6kqrJFqayfu1bO0Djr71SgpXc1seYq0oTs3c4z4UftGaX8PfEGmXFrG8Tow8xQD859+K+4fi58SNcf4b6dqfhWBrq6uFWYRmM52+/p0NfDXwb/AGT9TuvGkw8VWssNlbvuScZEROepNffceqLofh9o1WKSC2g8qLgfMB3runh4Roxfb8h1Md7SfvanhnwV8UaP4yuvEEl/ZNp/iu4Ux3asOe/A46Gvbfg/c3XhfVL4XNr5sKuPJLdR06Dt3r5p1bxtZeDPiNb67DDDbzO+JS+ArDI6jvX1F8Ofibp3jzzII4Y4i8OZLlUAH1FdVKCsqsNrWt2MKldP3Uj0XxRe20zQXkLZEsiK6oPzrhviJqWkeILmXTtIu1tZYYSLlkUkkkdCfxFZnhX4jadr3xAs/DdhHNcRabNuluG/1bnI4PPTiq2qaSbLWtUvtNhjtftEpL+aM7uAOAR04p+zhTTn0ZgnKcuV7nMeFr6LwJ8N5IYr9pLpbl/JUA/OxPJJ/KsPxD4vm1bS4baSWa91q6kGVlPG30UfhV/VpbjXdUtNGms4bZYTlPLAAdj1Y8e1M8afDO8h1K01S1nijmtgNpDnk/8A6qzk1UkraI76V4R9/VnceD77VPDOgxmO02zyOI44BwF9h9K6231KS6uLlbqd1lIXKjpGeP1rwjVvF2tL4m09bjUhDFAu8pEMgZ/i984/SvX/AATaS6lp93dJvurtiJEEgwGPAzVTk3puYKKi7t2Z7bp7Qq0EDMdm0EoOprP8TXcGnxtOqMqE8exrgNH1y/0vxpa2+ozATMRlAcgjsPaup+KNxcX0McVhEXlVd7KnTFZVqsKULpGE4zlNXOY1XxPc6zGbD7GZUPXsMDvSarNpEfht4oneKSNMMoPf2qKz8O6hqtikvnNb283pw6AdzUU2nw2t1PYpG120ce/5h9/gcmuLlk4OpJblpRlZJao8dGkazrWtSg2/2i0mA8uRuPLUHP510PiDU9Q8OWMSpttYYlBkj6ZUDkn3r1L4MaO+savLLqJjwBkWqqMR+ma6z40/DnR7rwjdG5tP9cdjNETuxg10UsJypyvZs6q2KknGlUV0j5W1LUjc+E31m3jhmtJwxK9WbjHAz1zXg1jfXOm620Op2kmnWl4SVVlIkIJ64/H0r6P8F+CZYdeMkkL2uiWq5gjuRhe4AK9OtedfEa6tvE3xethPCl1LZL92EYXAxjIHHasqtT6tvG7t8zqw9KOKaUZcv9bHnvjL4MXE7XWo+F51nc25Z7ebtkHtxXxXrXh+60rVrlL+3dJPMYH5SFzmv0W8GQyWeualeXk8lqlxlBG3Zexx9a+YvjR4TvdU8aajpgjAhYmSKZVHzA98110bOEZ2tfoZ4qDjUcFLmS6nz3NiNgsLACt7TtLRbaGRtRX95jemcFR3qpqug3Gg3TQXCAlTgOOlUL3YrLszuHXFdtSPPSUlOxnga8cLiH7Si5/Nq3zRuazDYw5+zFpfRqx7e+vrObdb3Dwn2pdO1d7OYMIhIOyuMirEt958jNLGsZY9lxivM9ioKync+qljXjZqUKXs0uz2/Ulj1zVbpnjkupnWThlB4Neg/Cnw9HcalI9yuDjAB/GuM0+6sbGZZJJF2gZ59a6XQfHtlpccjI4Mh6Gv0bhDAYaNZY3E1EnF6K6+89SUqWHhycybZ67fRjS2xG3yJyff6V5z4n8Ws9w0MQ8xiTtUdhWbqfxMkuLeQ45xxmuT0HXprvUppTEJdykbj/D1ya+t4n4shl9J0cG+ao1v0RtgKdKtXhCpK3M7aasoXfmPfGWQbmBzim3mvT7dmCcegzTdW15FnkCr0OM1n2PiC60+NmhgjlWQ8l4w38xX4JzVJrnerZliMZQo1pUadVxi73aV/wALoqXlxd30wURu5fgBVJNDabPHb7XiZCp4yMVs6Tr01xqSMhhgcH7xUYH6VoapczXDMTJHMf8AYFYupJSUbHLTy/DYilPE+1lJ3tsl+tzmjGi7Gxg4w2aHuEDDG5s/erVXS7u6sXvVtma0RtjSgcA+n6Gn6V4dvdSuGit9PkupANxRBzitUedKi46wenoVbC+t1hZZrMzSbsht2Pl9K1bN5NY1a3gt7dbeFmGIxzVf+y5bO8ZLm3a32nBR+tbvhu1ZdQ8yJTvz8uK+n4fy+pmGPpwjsmm/RHfTp8lPnlLc7+z0mbT5BASFbnDDnIqzeW9zdbIy4TI2jPRe+a1dFs3dUkuMyAjCnqc1JqFrbLZtI3mO5Uso6ZPSv6pxVejhqMq05csIq7Jw9GpWqKnFXkzhNZjGiq89zPGVUAhQ2cnsBXnZ+06/qDyKhCE59hXT3Xh261zUJPtLmKOM/cY1cTTrTSo2RJDn2r+Z+JuIp5xUVKEOWEej3b8/8j6fDZPUlNOo7QX4/wDAMb7D9mtwp5A9a57WW3L5SHr2rodWuikZIbcMZNciwkvGeYHaV7V8PHe5nnVWMI/VqS1f5GSszxNtII7VaZDLj5aeI/MbbKuTnqKsRR7ec8Voz89p03J8t9CkLXcysOMVLa6DfaldbbaCSZz0WNSatqi/bMMMqy8fWvrn9l3wnpkllCuoor3UuXCugBGDx83Xp2roo03VlZOxwYqccOnzR1XY+VtL0i5t7l7O/hZF25KuO1dV4H8GxazrVrZY2WXmZYfxNzXvvx8+HM2p+NZ59Ls40hl2xwRwKOWJxyMcda8l1DwH4l8KSYniezmVv9dGxytcTT53Lpe3qe28VShhadJSUqjV/OKfS/8AVj2TTfiBp+m6xY+D9Os2sTauPtDKQVfHIyQPUUeKfEyeMo9chvbqOPTknW2fZyctu4AH0rxi18LaxYmfUkv9xnDeZNIx38DPWuf0XXNRW/srO3G8rdCdkY5MzZPX16/rWspuULJ6Hl0YqnJTe6Pp6bxNofwx8OyLfJOsLriHdGcbcfT1zXzDr2oS+L/HE/8AYczyRX/yiNAe/UGvsT4jX3g/xh8Kbu41MrBd2cIWSJgAUfAwB+Y/Ovln4JtP4Q8WjxB/ZbPZxo7Qb4wynkEcGuWHl0PSpwXN7V6r9T7L+B3wg0jwr4Ls7aW1jmuoz55mOPmcjGT9P6V85/tXSf8ACO/EU3sF8j6k0SpHHGc+Uvcn0PSuWtf2ufF2majqNvZCM2LswWNwMxfQ4rg797nxLZaj4l1q8aWeRvlLtkuxzx7Cuhx0TkzTCObm6sttV/wxjWGl3HiPU4LKAb7m4c/MRnnkk11eu+Ebjwfpdu87bUmcxpu4LEYyR7civU/gR+zzqOuWya9qEk2mwAb4mRMkr3PsMZriP2jPFNn4m8arp2nt/wASjRYvsyOv8bjhj+OBUtXlZM7frk6Vf2sOisc5p93aLYtCYwbnfuEntirtveGJhIGKlTwRXB2OqG3kAPPpW1Z6jndluCM1vRk8NP2tN2a1v5n6Bhc0p4qmqc7drWPXvDk+j64qR3UiK7Da8cnRveptU+G+kNdHbF5cfGCtePya4tjDlRmT+96V6D4G+JUWpWwsb99kyr+7lPfjoa/dsj4sw2bOOEzCCVTZS7+T7HzGMwlKjUcqMr/3f8ifxB8J7W50qR7Nm+0R87T/ABL7V58PBMXlneWEgOCp4r2y18ZWsc4iPyEY5654/SqPijT4Ncje5soljnjXcdn8Q78UcT8JRxkXjsHpNLWPe3X1/M3y6vhub2OJhddH2PH4dHmtbqGOxTdcFgFB9a1/HXhHxNo80Ta9ciNZFGEjYFcfgahkuntbrzY/kkU5+hrorPw5qXj262axqUx/dboI0+bPWv5/lHknfb8zszhSowVOErU3rbpfuZPh3wl4Q/4R28v9c8QNBcJ/qLSAEtIeeuM1mrY+HfM3RWly1uV4e4yvPtkD2rpvFmheHdFsbWC20eW3uEjKSXU7lhLIMAkAnjnNaD/ES0aaxjsNMtRbJbeXM13CrK7DJyuQeaJRbe58VHGqD5nG/roeeSeFfPspbvyzb2yEndjOR6Cq9mttDZvp8kKzSyfvI516rz0/SvQtP8SWWsK1nbnbaOWZYGQf6zuM9lzWfafD7+wxcX966tBEjMhUk/Mei/rVyfuuy1OTBzVbF04VZ2g5K7fRXPSfhn4L0TxPoKW4e3t7zaF3Ejcz4/xryyT4a3t58QtUsrEx3TaaPMZkQgN04x681keDfFt14N1SG/dyZhOXih3e+eR+Ver+BZLj7Rc+IzKyPdXP+kbBj5So/wDrUo2jywNXD2rr4uOy29W9PwNvRrzSNd8Dm11DNoISpmhxhpX/AIRj0zmvHPjPpttpPiCGKzbMDQB1Q/w+1elavpEV94su5jM0Nu8oMTpwpBJxkV5f8UdNubPxYsV0TsKrtYnOVyOaJWVjkwKlKtf1LHwn8LxpNbXd1PDHPeyCO3VmAIJPU/mK9j+OPwT0P4dfDObVmn+2a5eTJuYjATK5+X8q8x8UafpWmtYWtpdedcOI2iljOMHPHTpWz8XvHep+JvBunWWquyTWrLGFP8YA4J/CnTUX75FPm9slfS5Br3wDutP+FfhjxwL6J4dUfyxaswDA4Xnr0+avOZPC8l7Ne28aKssIzjI5PHf8a9w8ca3peo/ATQbNbuf+0LGKMQRKx2DGNxxn0xXIfCW60y80/VpNYt/NFsm9GVsOzY4FUrctluz2nUdSlUnLueWeLfAOo+EhYpe27r9ojEgxyM91yK7fQfh34f8AsttqLXwkFzFlNOx8/mAYPPpnNdv8T7fxB4o+Eem6pFpDRadZuy/am5foM8+mK5Dw/wCKNPj8F6VcW8AOraZdLNtKg715zn25FEr0zzqMY1Pe6qxx2t+FNV0mMag1lNDbFyok2EoD/dJ7H2NX/C3iiCS7SK8hXzSNqyNxg9jX0fB4osvFS63ZRWyz6PfD7QqyRgeXIQAWA9OBXgvjv4R3ugb7u3xNbk7gV9+cCsI1FU0aPfnXeHdoytzdP62aPQviX4O00+H9HkiDSXzxgPcR8ruJOBkduleXXmiy6LDLp2oxSRXKjfHtOVIq34R8bX+np/Y+qSSG2cbU83kxnsRmvRLf4Z3mryPPYXUurs1vvkkmHQYHHfAqIz5NL2MqlCrUj7asuenJ2v1T/wA/zOFtbrVNS0i0tbzU3NjDzFC3SMZ6f59a9j+HOn6Z4Z1/SNbkhhW4hGYmh5yeMFsV0/wv+H/hMaa93qOyeCSJt9p1YOAeh/AVrfDb4UxLqS61av5+j3Ex22833o+eQBzwKuFRV/f7Ox5+Mwzy+Xs4zupK66b9Gj2LWrXUNZ0PStPs1iV7+cSPLbLuUDBO04JxnGPxru/hTHoEfjibTW8NXOk6vaqu8Y3RhufmGB0yPWn/AAjt4/D/ANqs5bi3lt4Zd8MgAbjA459816to2oWeoXlzqMQign/1ckpUbmPbnvWkajm5QittjyZp04rm6ljxZ4Hk+z6bINRuI4VmMjxx9ScHjOOlczcaHo/xEvILu1uFS90y58iZLnvGCN+enaup+Imq303h23uNPaWMRna80aBlB9welcze/C1Ne0vT9Rsbw6bqN0P9PWGQqs3Tnjvyeaair+/qYQk0tHY8M+LZvfCN3bw6RqouUW6Lm1h5AUk88V6zZ6lpvjj4dXelXsUksq2wM7Yx2OMZFZuufBvSfD0kuqAzyQxjbNI8hfaeOeTzXJ+INWudJkh1exONGt5kiKxHmXcQNrD/AD1rgdeXt1aNoo9irCn9VXLJuV9/0PAfjl8Ezp+i2MmiKkNtf3ADGFcOHAIAPsQM1c+Fv/CS+GfD03hdI1ubuUmITsNy+WRjBIPXrX0p8c9NtPGXwr0/UNBg8qeEiecw8eXjIxxXmPhXUbK1ll1i132wmjUMJ1BUOCeeenUV3VJudSKp6WMcLanRfNG7b+4800/wVY/DnxmL6aG6W5yAJYkOGYjJHTnnNewaSfC+r6Bq91raJ592DBCsnyGLaM7sHp1/SuS8X614p1LxHLcWdpG9gEV4XkiUoHAHzZx9a5DxF4d8VfFDVL2S622d3FaGbFouyGZQGJ6Ac4B7V0tKEXFy07GMYKVRTklfuj1bwX4b0DXL6CO5FsZY4wlnyFVyuBu561vNoeoWLQpesbljP5bbT8oXjqK82+EfhObWdP02KedpZbZuJEYjyQDypI7/AOFel+MfFi+G7yaKMvLIq72ZuQxA6fpUULU4SbbSOTFxdbExhD3mlr5Hueh/DzTtJ0+G7jgQ2dxHtkjQdcjqKxNcs/8AhAdJW30K1W5aScSSrIOoyKx/hX4yv/iBotvdm98q1QFBFCOmOCD78VpfFjxBN4d8NqYRuvl+cd2ZRz/SvLxDg5KjDfdnrYWE1789bjNVYx3x1W3zsvIQJodpJRsc8V86/toaTYeFfhbLrdhqRtL274a33DMpJx0+n8q6vwz8UPEHiK3e42LEl0xQ/KBsK8Y6e9dR8RvhvoXxK8IWkfiGye4MKFBNESVQnPOOPWuXlSlCLei3/wAjWu5r4euh+a37Ofi69h8aP4fHzQ64v2aQMOcngH9a9r8eeE7/AMD67bWt8yXN35iq0cY3COMkcHH+eaxfDXwiufhv8ftMhh0+a8srO6BgnkTZ5q7hjOO/FfQH9gQeKpNZ1fVlktjIzbHC7+gwBz7iurEzp07zktf8zwZxanHuej6DpS+GbXRZtFt47yS6t14XkxZAr3vTPtcOl2Ksqz5H74k/d614R+zfouqeGvCM+o6nuvLRmxCzHLhexGa9t0i8t7W3+0RtK1vcHDLIT8v61+f4jR69NL9/+GPepax0NWbabc+UylFJGxuhFee+IpJJ9QSW4kSDTk+X5uMmt/xI8zW7W9sCEYhVkQ84qlrHhmDXdHfTZFZpY0EqtuIyR6/nVUIxh6v8hTu9Bz3mpaLp9jd6QFlSZtjx9Pl45/Wuh13U5bfRYJpNyTsAVK+vpmuL8LePoLUQ6ZfbfMh/cj5Bg49K6O18U2/jS1ltLGBZRazeVNuPKdcGvepJ29zscMIqM+WZBqFjJeaU145j+0lcGM9DmuV8daDeWuhxL5bKzx7yVGc+wrr9Ytzawx20MySTIwZo1OeM96seJPiZo+n6bbfbUjHkgDdJjCkV00XFy5amjBSlHWKuee+EfiBp/hHRoWSNhuGJPkO4mvU/BWrRajGL1Jd6N84UnDDPPSuL/tbw9rGmzXWn29rdyBvMVQgAFYs3iRNQkU6Zi0voR88cZwjD0+telG+3QznaSvbU951LT4tQVbgFo228Y6Gszw3pZtbx1EzbJDuKsehrH8IePrW8sVtLydEmj4Kk85qxq3iSHSvNuIJBIOxXt7GvWjyuJ5UoyuVPiB4in0y8WK0+e4UjK4yrfWsK78C3niy0+221zLp1yv7wxxN8m4dsehpkd5dajr8d6PLa2b/XeZ/Tj6V2mj67Z/bJLGK6SO4IOVU9Ae9Hs4yi0upcZyp2aPGrvxBqGga1a26u0U/mBX4IDivSfiBo8Wr+Ab2BmeGS4gLK6jJDY4xXKfGDRQur6Ld2rCZ0fEuwcYyea9Q+1Wk2h2kjkSLGorzaUZYfEKEW7bndUcalNVLanwZ8IfjbqngLxdc6HqRkmt2lKlLhCpAz1GelfV76snia2gGmMHebnggjHeuR/aB+EOh6/d6XrUWnfZ52cB5oF2noeuKuab4B1PT/AAu50aSTTLsRkQSOSylse/4V6D5+e6jdP8CJVoSiujLug+KNJ0WbVPD2mRNHcZ3TMxG0scZxx71SvvBE+m6lFruihJ5TgzRMfmyOcivJ9G+H/jbwlqd1quphrud2LSyKTjk+mK9Q0TUNYfTGjSCRLjOVBbkj2rlrfE0tV+ZpTUVZpo1vFPi5Li1S7vLCa2uoo8Scc/y5/CvjTx1rFh4h8RC+sr6O0vFl58xgBx7dq94+L3iq+1jw/LZRXZ0+9i+ULIMMW9PpXxH4tvIdMnujfRMb9ThihO3PrU0sDGt77dmdEqzw6SUdGfSGsfEa80nwml3qWrR3EqJsiaCUMw/InHSofBPx8u/iHrvhzQ50djHOoa4duWGRwa+SNP8AFy30UkTylI84wzHFdh8N9etIfEERgu/KaJ1cMrcgg+td8qUaNNJa2ORYh1Xa1rn65xQSG0EMZURqgHPBHFZF01lotxb2l8zH7QcI6dRnsau/Cub/AISj4f6fqE829jCoeRepwOvvVi60O08xJA4um5CM5zj6UYSnKmry1R51WSmrIteGvh60NzLNaSbI2O7IOQa6OPTLqx+cEAqfSl8D2b+H9LIkujO0jltrHkc9K6GXVrFleKWRUkI+6a9WVr6I4E5S3Z5r420u51jybmZ9scLZ2/3q0YbYWunxNBgrgZPcVa8QTG4haNg3kAHDKK880O6lv4dQjt9U82WFsLGOcdOCKd3Fq/QtpSiem2INvas5OW6+tY+tGbWYnhQqQex71W8M6teQRxpdpyRhs1s3ktrCrzBgrAZGKt80tUtTFe47MydDsZdFZYvK8tGPKg8Vu6kMwHHVh1FYUPixbiMKy5ceoqxNrVrIqiWZUPuainFRXKE7t81jlNe8I2cly016vnJIPl3DODVjQ2YRG0MGPJ+4e2Kk8RanLDCZBCbizx99eqn3qPR7qaC1EjOkqv8AMD3A9Kiyck7alSvy6ly4vUdnh2r5ij7prlNQ0yZZJJIZFj/iCls4PpXSSW8dxuvDEQGG0kE1gNp/k3DTJcGSFgVdTziuiS5djKMnsaFnJBrGnwPI3+kJw21ua4r4x+IP7PsrK2a38yCRtjPjn8asW/ifTND1A6f5u+Y9Nh5rjfGWoarqfiKC1ksJLzTx8wdeo+opRmufmfQqMOU+Ev27vK/4WtoHlKUX/hH4c59ftFzXzfX0Z+3Vfx3/AMXNJMY2+VocMRXuCLi4OD+dfOdcT1d2d8NIo/ZnT9QuItPittUhYTN8pLDAP0rl9W8H2kTXlxejzYJvuKW4WvdviV4Tiuo7KZV2iJvmVRgkc15D488L6h4kvjpumSNb2A/1kh5IH9KUcNTqXcOvT0OWVaUXfY1/AlrbaRo3l2tylwH6BcbU9qd4inHheO2E9wqm7kz1wB0xXgeravqnwr8QQWttfCWwZwG8xsj3r6R0PwLpPxutNJ1fUJZvs1qwdIImKiRhggkg9KVHASnJVZO8W9X2Xp3N3ViveR2Wm+E9Hj0e2vdSlaUOA/zHim2fj2G38ZWdjbMRZkbERTxWz470dIPC4jiUpHCoUAdQAOlfPXhHxDpt18TLNFunNxby7HjY8D9a9TC2dX2cVpr+RhrPV9D6u8XeJE8P6HNeuQqxru5ryLxxdXXxK+Fb6jYMstyv7xVU9MHOP0qt+1Rq91F4B8u0lKLIQHZfTBqD9mu8h/4VZPEr+dNGjEgnPareGjLL6mJv70ZK3p1MKOIlHFqMVovzPl/U/iTeXWsWf9oQ/Z5rJfKkAH3iMD+ldv8ABnxJ/wAJH48toYEC5PzNjoK53xM1lda7rUl/HDE+9wg2AZOTivQf2T/AVxHql5rM8BSJTthZu/v+tcuU1vjvsk/xPfzmh70ZW3t/mfTni2QaZoLSE4+XA/KvlHWLiez8TefcOZY2l/dj+HmvrDx1o41Tw69uzspdeCD3r5D8d2er6Jr+mWUifaYxMMLGuTjJ614dROdZK+t/wNMByRi7n1H4HkNtokD3En3l3E4xUAiTWLy5dFZCpIBboeO1UtHvUvtJtomkKOsa5XHTjpiuq0OzjUAAKVI+Z2NbuPNeLRz87i3JHyd8RPEmof8ACaTadEDLbwnAzwM57Vv/AA78I3Nvdfb4QIZrrk9yf84rtPjT4D0/Ur6zEIa0kMwYzQrgsMjI4ro/sttbrY20U0dsEiCqw+8eK54QtDmctTs9rzPlUbKxxPjC31DQ7zTLhJ47aa5fY4J5ccZ78dao+LtdvI9Q07S7VEaS4XPm/ex69K3NYn0zXvET6NeMBLaLlHZuec9/Ximmx0fR76LUyZjNar5YhK7s5+p4rOvTc6XLLb+rHU7LlUluctffC5oprS7jkhWaRc3DDGXHcEfnWtqEZ8BQ2kekQubm7OGkgGQB6HFUde8SR6H4kF3qaPDZzJ+4hUnLE5wPr0qD4ceOtS1DXpdM1eyXTbTeXgnlGSyk5A5HXBrgp4eTtUi+n4dvkelGfLScEep+BNetbq+bTL2UJq6pvlUH+H/INei6f9ls7e4lEYLZ4bua8C8XeGbvTfid4c1uwSWexnZ45zBnONvBb2ya9T0u41bUb6W3CotrHyGXqPY8V71Jx9nCUt2vus7M+exEOaUpReh1d8puLSKTOGbqe9VdSt2azXZuf5cGs9tUOjxyT3pYjooHSseT4kxTyG0ixGrDl34xWFeVOmnZ6nLTjUav0Ob8Oa7Y6Z4qvVMbK2P4h1966HRru18UXU8rORsk25XqBk15D428a2ej63IbJkuJLo7TJ18sVp+D/iAun3gtYbc+dNjEhH3zWcailCKS0PSjRlUlzLc9K8eaLcalY2v2SN2+zyBkUH+dZfjr4kP8L/Bzald2nn3oTlI+MnHSu6iuHW3hULtLANIzmvB/jZr0vi3Xh4dt41ZicMzKCAPUVFaUqa0ev6dS6UfaLk6I+V/iL8Y9f8TeLrHUo5pLdFnDrbKc4+te6L8PV8R2Nh4x1eH7Vqk0eVjYgY4BGPzrzbSfh/b614lmC2mGgfa8mPkLA/8A6q+hdStpNJ0XTlunIW2jXO04HAHFc0MQ3Llktnp5G9WmlTjGJ0fw/msfEGi3OnzSrb6kseH34CqOwz+VedePvh/d+E7e3vpbeOYGTi4Ug8cds1p6dren6hZ3Vz5ZsLWIZeVTgyNn9fp7VK2tPN4ZmmuHkuIH5ikuiSAPYHIFeumoQvF27/8AAPFcZcx5rrF3rl5a2lxqoA0m4uVRxgiWVQCAFHXHHp2r3Dwj4gi8Bx7LaBTpMz+aIXGCD2GK89+ySal9mvL7dIVH7lcYRB6gdjW/4Wk0qS+LajdTSwFgVEnVnz0xngdK1hUd0oJfPqZ7aS/A7q78SX+qapPdX0S21iYswwqMs3TH0rkLjV4dN08iBJPt0r5G0ZwPrivTvEUliNP8yKENJLEI4vXOBjH5VjWfhuKxsSJHje5C5Y4BwfSsp05N3VkxxqRtZo4u38WLp1zDbyRSyXcy7i2OFFaWktp3iS11D+zlQX1s2fLIyMd8mobgSQ3jwvbR3N1IuY/LXJA9+OBWx4Z0seEYZ5GhEMl2cksoBP4VXsWoXl2DmjJ6bnnerJcM91p1zGjafcIRLJ0ZW9j7c15B8Q/GcWk2smlWU0UcsGf9ILZO0fQ17L4409NckvU+0Gzt41JO1iGZj/k18/XnwztdMtNZn1KYzCSLMUjnJLZ4H8q81V+aLp9Ds+qpWkz5/wDFP2TxpGWkubia68wgDB9e3Fe7fBvxRe6PY6RoUCm2hldYpJXOSyk/drySx0u4s7guYo0uVbbGPWu1+GfgHxT4v1iDU49QXTbezlXzEPJ68YHc5Nephql2oLZmFajCnuz7u0/wjY+BLXfY2qmSZhPJ/td8Z/GuL13ULtfPmlUO2T93nivU5dFu7fQdKtppxLA1upmuGHzk4HH8+9Yt1punajC0CRCJduwj+I89a3xMZJWvZI4aMld6Xfc+bNet9RupLnUPMaHA3q69QPateH/hILLwS16qTXU+A6wN95lz39K9503wfpcy/ZUgjCQqOZlB+mc1zfjLUP8AhEbhIIrX7YL5ggkUYUKOw/EVyUo1I6I75VlJKKWp88eE/GGmeMviATqkM2n+WVSZplKAMDwBkc19WabrkHhWLKIL43G1IJ1XquOv6YrzXx58I7DxD4aurn7Mba+Lib918pDjnbkc9axvDfxHR7WPRL3da3mnx4Y53ELn369a9LDRjUi29+3+R5tefvLSx6T4om0+4miDRvFeXLDFwnVefWvLvHHx4uPhrqkFlqs0dvaWx3i4ZsvKvTBGff8ASujsPEdrea1ZBLhbuNC0oXPABx379K+Rf26tV03VtYtorO3uo7qM7nkkJCfhzzUVeam1zLQ66ajNW30PvXwb4ufxxbWs2jSJLbXKrJuHHy9a9Oj8LW+obsS7W8rYysOS3FflR+yd+0tqXw+1i1tr6S4u7VisScnbEuew/Gv088I/ERfEUCahbos9o6hjJGOgIrX2cVFNP3Xt5HHUjKDvFHhmnfF7xX4R/ajj8Bx2EMWk3f8Ay3VDkqMnIOcdq+p9Y8WWEd4tnK/mLkgZGQxHWsDWvCukeItSj1u2sIU1mCEpb37IOAwKnn1waqX+mWtlpqQvIbi5Mew3BP3SfvEfjXVUkvZwikrpP/gHNUqe0m5y3PG/iB4z/tK1uZXCwQPN5YDEDHIGR61zmh/Dnw9oeqC+uG8/UryMHzeq7CAcfXp+VdD4k8J+Hr7VrC31W4aOzlOITvIBbPcZ9at/EzSI/D+ixJpm2do0UBxyenFeLVo1Yt1ZLR/keph5U5WgmcLqXgE+JNTvxbBbVR+7T0bjORXiXizwrpuka2bO6mE8zKYTu/LANe3aP4ze68nRNKRZdWl+WWTeW8pepJP515bFYy658RNbttcjieG3kMdtNgDcwJBIrz6eIp4luMU7L5Hr1MLUwsee6uz4n+LNtceHdejtvIYRREkM4OH5Nclb69pksdw19asZm+55fQV7L+1HdRX2rB2nhf7OpiVYQBjk9cV8/wCmypFJG7x+cueVbvXaqKn7jei6m1PM6uFfPTjdvdNJpv0NSS8sWjgaCN45lfJL9CKu3Ny+vSFh5YYcYjFZl3bNfMfJTKr3HQVueFNAvpvMnsrOSeK1/ezyKMhQOefyropYWFatCle7ue1gMViZp89PlhLfpsdHJ8N1Om2894mJHXPy+lY1xoekadG4JxKvQV2nij4saXP4dS3trdvtCrty3rXkz3E10zzTMdzdq/R80xGU5LD6vgoRnVta+/zfmdSlSqST5F/wB9/CWhabkRscLVW21oaXCyQkAsNpP1rWbUotYsFgPlxm3XG0HlveuLuFY3Dr6V+VzqVK8nKtq2YZhXjg5QrYGWjVr+fU6PT9Ji1ZZ45J0hfbuXf3q1YXF3ott9jkjgu7bPTqR+tc1DMyyRZJ3DirIkeG6ddzbWHrWEqbk7N6GVDMaVGEatODU1o5J7p9GmmmaMy2U0xZIjbufyrX8F69a+GNaW5vLRdQtdpVoT7gjNHgLwLqHj3VJrK1uI1kiTeBJ1bpwPzrW17wKPDtwsF0siTKP3gxjBzQmoOwRqLGOVo2dm9Fb12LPg/xlpkeoS6fqDSW+h3V757QYyqpk4zx2Br6H8Np4EW7tvF3h3W7aG6t5vKk02b5N8O0fNzjnk/lXimm/s967rR0g2/lCLVMiBpDgZ44PHvWF42+FeufDfU1sdYtvskzjKYJw69Mjj610Rj7SUacV7/QKeFc3zKekle3dbGl8VtesvGXxE1O60qLbYtIQpUcEgnJ/Gtbwrolvaxl5sqy4P8A9asTw/oqC3ARQP06967Ntc0mzjRbp1Rs9VPtiv6X4YyGlk+FUqrXO1dt/wBdBTlb3Uy7ea61iQ5UMIlKpt7E9P5VxWrfEKa3d3YKoDfKnoMdPz5qv4m8YRW2+OyUyk/dZhwfeuEFtJfXRlu3Iyc4rxOJOMMPhU6GBmpz7rVL59Trp4etdRS1Ln/CQX19fPcO7FnbccVHquvSwx5Ybiaka6g0+MiMCsTUrpWAeXjdwBX4FOc6s3Obu2exicTUweHcI1fe/BDv7Y89R5gyrcVXaM2MJlLbo2PGKia16c5VhwfSoHWa3UpIcx+lI+Mr1q0nz1L37k/meZCWj6npSWc0lvOdxBUjkUyxX58KcD+6a9L+F/w2j8bNcxBGMi/xLzt98U/idjmlz8vt4OzW5ymg2TXmoQZTEkbCRNw4ODn+lfR/gzxt5NrDfwuqTwttYR8EEcYx+FMsfB+nya0ulm0W0lsbVkF0kQbfIFO0YOOpxXIeFIbLQ9SvbXVpGs9Sa4zEsg2ow5yaqm6lOSaWhFVUsZCMZr3kt117fcdH4q+Nl3J4mlgs7NfO3BzIT0Oe/PtWxq/xMt7qxsrS/TzbqcgysnzAZ7D86o6p8Ho/EEcuoSTiyZiFWWNjiT/Oa9H+D3wS0pbq3a7drq2hbLyzLuJfsBk9OtbSg6ycLWPClRhRqKpvYSP4d6dq2m26TLulmHzRxjOQRwK5DS/2T9VvvGVrcxj7GgcmHI+XaCOv6V9aw6XoOk6fJPZiG0jtULNJP1YjsM1wGsftFLbw2ltptpFJMHZCi4ZuvXp0rWODhBXbNZYypWahFHzZ8fNI1m38UL4dMqXAUK9z9mBwozgBvyH51zWseJvEPhUR3kcBtba1hEEalflwBj9cV9B6R4LudRGqa/eMovbhjcahNLyscQAwgz7gH8a4/wAM+C7v48eLzK8XleEdMcKq/dFywPH1zg/nXm88KSvH/hj6VUm0439yG77vy/Q8R8D/AAR13xtZ3HiCSxf7BJNgjGDIxx09ua2vCfwjl8YfFO38IWcLGysX33Yz0wfmUn2wa+zfHWr6X8K/hfehI0trmOPZaWwwAzHCjA9ec1D+y18Ff+Ef8OxeJ9Wnxr2sn7TcsxOUDcgH65NaOykrO5j7SbpuvJW6RRiftDfExvgf8K10jS7VYLu+hFnbtj5lGOSPyNfnnHBcXUiWShpbiR/m4yzMa+2P2rLqw1bxle6xrl1FPofh6HyLG3iP+unODtP/AH2T+FfMngD4S+N/iRrA1fSNPa2jlk8xblgVQEnPHFciqQw8ZSqOy7s1hG/K279TqRD4L+DvgDUbXXLVNV8XalAFjQEMLcHBB46Hj1714bZzSGMMTtGM17j8Tvglpfw/8MXF/wCItYN34qY4W1kcnPuMnnj2rxBVLQsB6U6FSnWj7Sm7p/1oejhef2jn26F7T4Y751MxLJnkA1FZg2WsLH80aeYAM9hmqGkakbefafu5xXSXtqupQrLF/rU5z613UpunNTXR3Paw8IY6j7Wk/wB5HfzPSH0Ga8aKaKbcNi8/hXZaBo8lvErk7gwKt6DiuU+H91JJpcazNyGwGNdlfeI7XRdPCzyxquCCAec4r+t8pxVLNcLHFwd4yV/Ty+XU4cVCWEl7OSszyjXrFYtRvQrLhZDxnryal8C/Ey38D6tuvxM8G0j92eehwOlcf4g18vq00kbHymckZ9M1T1DTm1doDaOrSPgde9fyhj1F4mpp9p/me/mOIji8NKFLVxt9xu+OviKPGWtfaI4RaWyE7IzznnjNU/8AhILTVotP09pRaJG+ZGI+XHeqenfD3WtUvJbW2gS5mjXcfLYn8OnWptB+Fmu+J0lNharK0b+W6E8g5x6e9eeuU+CqS5qbhF2T3PabTTPA+o6OkNpe28F4VwJd235vU57Ve8P/ANn2lnqGm6rqttJa3a+VFNDIpw3BB6nHPFeFan8J/FWk6lLYSabI1xHjcIiSBnpTNH+GvivUppBa6PeXIt/mlWPdxTvBdTkhQW17noOtfDuz0u7MVyguZ449zTJMr7ePl6V1mpJceG9BlsbeZVivYlYPEpbd0646HIrjPCcek6beCPxLo2uKC6iVoJXYhPTG4Zr2+3vvhD+7k0XUNQjKoFFrqjHIbPJwWNZcsnLnh0PXjSXsJUFJ662Ub6rYwfD/AMKhq3h2yvp7tpNVgQSXA3gJ5WPlz7jBzXm2s6WfiB8VrDR1JaOSZbYFeeMdvyr7O8DfD/S/FPhe8utFze3TDYIlcqsi+hx0BrwXSPAWs6Z8ZLTUJ9KXRbi3ufNSFRkKFBGegz61E5Jx5r63SJyijP29SnNW5YSlr5I1Pjp+x34h+H8dqnh2Bb/TLhQ0lxLIqvAw5I5Irw34ssdP0bQdLuYXN/E37yaTqwBPFfXnx8+L2seIPDNxb296b2eKTeTAu3K/QfSvjr4kX15rl/o899Ok5c/eVQGXGeDXdyzhTfO7nh4Z89aLSO61TV7LXfhfa6fDbLFIpK+cvGDgdfY15hodjPY6oI2kaG2kIjlkU/dHHNehafoeneMtNOnaDPMLmJQ024lVz64z7V23hnwXYzLHpd7aiTbgS3Cjlj6Zrn5ZSlGx7lPFUlha8J/E7cv6m78TtDgtfAei6N4e1xr3TLaHZcISAsjkYLdPp+VfPHg7R5NB8azaJd/uobtDsLcA5wRj2r6T+LGraB4T8H6dpcFqjXF6RFbsp2njHJx9a8t+J3gO+t/Cum+J5CI7yxdFMOctsxnOfTgV0Ti5R95nmYWaU1BaX0Ol8M2a+EbGdHDu8KkxEEE7cdMfnXjPjD4wS32uLb2SsqBzvRumc+lehax4yktbWHWVnQC8XIhkQAYxg4rwXWrFdW8QvcWmFklYsyj3PWlGhGmr3ucuIqValSTmrM910exsvHSw6drVlGLl0xBPDjd69ah0rVdb8GzajpcN017YQs0W5fvIORjP4Vn/AA5F1bQi1Fu0szjZ9p8wgx57ivWtM+G8X9nzWsVwrzuvmszHJZ+/Pc5NCpreG56WGqSoJwqq8Xuv62OP+Hutf2XvMs8kSu5YqAScEV7J4A8cG/1iCCVzb6dF8saspAbPcj8K890rwHqMmrWyfZDBGw3eZIMblyQSPyr27Rfh+h0G7vrWKN7aMbftrD5Aw68+xqJv3fdQ+aCneb/4Blrrk1rqF2NN/efN5iqGx8vfr+Nem+CPjALGW2i1OAiNwJFXOefeuJ8I+G5bG3adrQ3kQl+zyybfu5G7j8xXcab8KotcklltIpbO8t+Io7jnzR2Az9K44xluty6mIpyXLJXR7hB48fW9Jt7WykVYpD+8yOCuDx/KsC41i+07VEijl2QxRsm1jyvHatnwL4F1LTbNE1G1it7hV4jH8fv0rkvEmi3cHjCZphMbWQtsKrnr2q6kKtNKd7o86nKlUbjFW0NJPHdj9nk0/UJMZYAknJcn09anTT9OutWu4NStY5NIltdwbH33UEqCPY4/Oufi8F6frTfbJI5fMh4QDI2tnrWdD4yaTX7zR7uJobiHKqH7qcjIrndS0udR2NoQ56bTkN+HvxGu9Nm1bw9cxQyaXvYRQKMjaemefeuT8baXq974R1LQNJ0ZL3VJFMsGGC8fwnr6imeHrUaNrmpw3McjW8zExTbfmRs55P512XiDQb/xJY2V3o97JZ6lZoSk0LEeYwGQrY6j/GuqNRTmpLoaKnywae7PlnwP8SvF/hTw/eeDvEzTJeQzFms3QkqCSRz/AHcGvdPBviD+0vDTrpGltaeRAFnWT+ItlSVNeXePvGGs3niyTxBqmh263i2xsZpIVD7mXA3Hgc/L+tbvwX8dTyyLayBZbbPLA4ZvwqsRUlbkvqa0aPKlKSPafgroOl6L4Xa1uNyXMl3JO0bD5my7EdveutvvC+lXkl693pzFGRtkvbkYq/oek2esWovmjMLxjjyxyPQ1rXXiCK3066t542KwxZDlerZrm5as6cVLp+JxcsKVec6bbcvwPnnwP4xsPgvql54fvLiRry4uGurVuieWSTt6dtwpq/H6KH4mf2lfaat/AY/LggkOVDc5+vBqt8ZtGh8VWf8AwkNtaoNRs08tVA4YY6fXgV5l8L/7MvJF1TxTbz2xsZcxHJ2E9OefesYz/ecy3PoI06P1e73PofwBrGl3Opag2owfZLS8u/tFuoQhVYkkj9aZ8ZL7xH4e8beHpdAuYU0K4G2e3wT5mMknr1wKhi17QfiTbw29gyrcQOcR2vH48YzXmH7U3xAuPDMOhaLb+ZFfRjzY5g5DKeRgj3/rVKNSVZzktXf5Hm1Erqz07H1PqjaD4s8Pw6hHDDHdw2pKyMAHVgBz+FeW/BbSLzT4tTj16OGcSvIbV+uf1+teM/B/xnrfjLTdU0XWTNp9/cwFLeYOUByCAQPQ8V7tFbx/DPw3p5vtSW5txAVEhOX80k8flXlZlGrWw6UVs9TlnGNKdtzqfAOoprOj3VrLEIZLCdkaKPoeeP5V0uuXMdvpZAQmVk+RB0FeafDLULeaxvpY/Njnun3O3589fetjx542/wCEXsLJ7qIzLJIIwq/eIwea+R9nL2/s+iZ00pXW2p1vhNnexgS8P7wDlzzVrXtSXw/bS6hKEmKnbH5YzuB7Gue0DXLM6TPK0jI0a7ip9MVZ0/V7DVtDms/NST7QCyOcHBB6D3r6DA0VG8qi0exjVk5SuR/2DpGuaolxaSRJdLiYwqwz19PwrK8JeFYPA3jfXNSM0jQXzK5+YbRheR+dUI/Emm+GdYiIs3m1QIYt8Q4Zcd/zNY3xG8aSaH4O1PU4l+0QyIwVV6o3ofTHNexRp6pRVub/ADIqR5XeWp8ufHb9pnVvA3xe1uXwpqAeBx5LGTJ28nIx+NdHD8Zj44+FenvepvM8piupFPTJOT+lfHfitp7vUpri5RpZJJS0jZ5zmvTPhrrV1o/hu406fT3mtpnEi8ZIXnoPxrrzCMHUUqS1TXztoZU6jufanwrt7Tw74ZtRY5u7NgfNk3hmUEd8Vu+MLC+0/R47vwsRJ5x/eKB+8weoFcV+zrqWiWemyW9zHPDIxyvmOSjAjpjNeuax4bj0fT2vzqDWULHfb4PAJ5x16VXLCSUVv+YXnGTcupxHhbVJ54xLdo51CIjzNwIZhnuK+iPBPhWC/wBLW7lczRy8gScEe1fN3iwXN14g06/huGSaTCs8fyh1z3Ar6k0KT7P4DgbzRG0cYbc3fj1rejP20k0YYqPs4nL33hqez1i8s5JVgtJAHhOPfp+lQ6Xofl6t584UKw27x0Ncd4j+JWs+OriaPS7Hy2s+N5/jx1A49KXRvGXlw2kck7GWQZaGT+FhjIr0KkGnypnFCTtdo6PxsyaHcQLaWrXUL43SKc7ee9dxpq2l74fgieHETqOcfyrmbWOK+hxErB5edr8j8K3tYuHsvDklvuW0hii5kPBUgdqiMFz6FybaSPKfjNfyeEdWhlmkkfSZECxN1VD6H0711ngXxxo9xo9lDJqEcu4Dauc88cVjeFo4PHngHWLfUgbtZVkjja4XPzDOCM9OlfCmn+LvFXwf8YPY6/DItnFcYgnbIGAe9XUnOEOaO0XZrqEacanuyep+lXiS4t1WKSIK8Ljay4zXzr4g0TxRa+PruQJM+jMf3JU42cnH9K0vDn7Sem6hb2Ye3M0DBRI+Bwa9evNc0rxRYwtDIF2rxtPP4+1Kap1YcsHuVh6tXC1VJxvY838SfCuLxTaadfbVn1GNSsiswBYdj/Kvjn4xfC3UtP8AGE8r6Y9tbOMCVl3KSM55Ffct1qlvpciypcFJo2x5bHAatO60/TPF2ntBeW8eJF3YkwwP51NOnGL0eo6+JnUfvbM/ODS/2S7z4haLe6no08UN1bqXa3k48zHXbXhEOl3PhfxA0O5o54pNjoT0NfrZ4a8N6Z4V1J7W2TMJbkL2zXwv+2h8CtQ+H/xGPiGzt2Ojao4kjkQfKGJ5U/p+db0YuanGe66eRm7dD7y/YW1yHXPhTHaPMzXEZwUJ7c16JfaaF1qa2EjJtbcFzj8q/Of9n/4/3/wj1KykQypHgB426Hp1Ffe2lePoviR9j1O3iMTXCDkcVz06qacZ6djSpRlB80dmdxNG8trHJJdNDPDwCp4P1qK+kh+w5nbM7D5ZM/NXnN3qElj4sGjxai0kjjfNBKc4HsT060zXNSmtvFWmWcUruZBypJOOtbe0cfl+RySp6HpGi+I7mOPyLz5wPuv3xWRpepabqXi6+SGz+zXEIG9tpHmDjn3/APrVu2/h3zoY53JLKO1PurOx8pbmBQl5GNudvP0NVRxDd1bRmDity3HJa3EyBcEZ5YdqxPE8d2NSEVum63ZfvCoPD9zcyarNBLBsib5tyiulmH2MYXLhum4V6cZW1ic+qlZ7nOaNGtsJA6jOPmWvN9W0m8/ti6vbeYT2jN8sLnG36V6atrLFdTXSL5hI+76+1eb+IriTS/EAhaCRLa6OVAJIDentWElyp8rNactdTbh1SeTTfsso2IF5BNLpl/DFb+Wg80r6HpWc2hx27Sl5Z4mxu2OS2PzNGi6fLpcwfyjIJuUk/hNZxqOMbMbpqTujb17xBDoGjwXlzdC3tpAQVYd64vR9dgvLiS5M7PBKecelV/HF8+qKdL1KNCu7KxYBz71iX9t/wjs+nS2rYt5AEkiYfKPf9K6uduKjfUn2UUtOpa1DQtKvviBFf2M+X2fOu4H1rf1zUJrGcXNtIqiNcMjd65PVPDL6f4hXxFpGZo5otrwxscbue341jal41ivNPuky5vVyDAfvKa5pxcql3tZBFHw3+2pqn9sfFu0uSoUtpUYOBjP76bmvA69h/ajuLq6+INi93A1u/wDZqbVbuvnTc/z/ACrx6sZfEzsWiP6Bdat59c1qO0Z/LhQZYL1Ncz8UPCsNr4MvZ7KRrW4iRjknGeKg1Tx4nhXWmnuMLGGwZHNZXxa8WR+L9DtrDRLpby7vmA8mE5IXjJwPrS0p0Y+yV2/zOapTnJ+9sfGfxIvJdS0lYguZhJjzpDyTzXtv7MPxVn0TyNFuphMuAqt/QVV+JX7MOoN4fS+W5ZJYV3fZlHGfrXkHwkkutF+JdnbmJ2ljcKVxnnPpXtZHUUYTw9VX5rv0OXGx5pJ03ax+jerXiXmkmNyGaUfd9K8I8ceDLLwbG2padb+VdzTKzybSSeRXrjXUi6NDJBCHugAf3nGTXNeItae6tWj1C3jWSNC7BuU459PaueM1Rl7WL2YlzJ2PKv2qvHv9n/CmzW4lWKaaJCF7n5a5z9kHxRqQ8L6ob0Y0/BJx16CvLP2lPF+m+OZ7GWeR5EsWKJbxnCEjjn8q+gfgGtqvwXEUdrHHdzIS7IAT0HWumlFwyyvVk/jdrdtf+AOM08UoRWi3PIfGGkW3jr4k2llpStbWt1c7X3HnGcE19weFfD1roGlWdnbRCKOKMKNvf3r428NwWmg/E6yuLufZBFcfMzepPSvuWzaO4t7eSP7jKCDXjYaMo4Sm+7d/U+oziS9ooJ6JIra7zCozwOBXkt1oJg8URyyYkDPk5A4r1/xEo+zpjp615vrVrcf2h5kXWMbvm6VxSSVRSZ5lCTs0aN7HFZzKtvESCOWxxmqGkX02j6gHupGkR2+VDwAK6S0332gCbIMi8nAwBXKayz6nDI8Kq0sIwAvPNYycqUubex0bxNDxRr1vqEkkkaK7wrwOp/KvJJ9ekutU+0shjt4gf94nNJpesanpviqTcVkd+HiboF711l94N05nn1UXWYLpMGJfuq3t+VZU7SvKTsjof7qKSR4V4mkvLLWZfEf2v7NvziQsCcduB9ag0n9o2ysYpIXX7dcq3MzA4J9Kq+P9Ij02O9tdQeZLBm3JJ3I9OtcT4Y03QdZmm0+CDybdwB5xQFu3NY87S9nT2PY9oq8U612ktPI7fxH8fNPhvpNTvrNbq4WPEEeCQrc8j9K8puPjje+JPEkTyk2kkhxApyBnIrZ8YeHbay1a0s4ZYVs0G37VKoINeV3ugPN47tRbn7YI512OvC104JReIhGW7aKVBum5U9Er7H6O/Du88SXGg2ElzAsUQiBLvgk+/Wsbxtp/ie98RWM3hrUHjglkAukXpx1Nd5oNwbbwvp9vNJ+8Nsq7R6kY6Vzeua7e+D40XTYVuLl2/eY52A85Nd2lPE819vxPClOVSN47np3kR3OlW9tcLufbhye59a8d+KnhSW3t3aFmits/NJ0xXqngPV11i2R7gMZlGSWHGa2fE3hu18RaTPazgGKQYNYYqi5Wmkc9Gs6cuVnx1ofgYX9rqd7k/YrdSYppOQx9q1Phb5txJ/am0XMGnuTk9jn/AOtXYeNfB+r+GVtdLtJ1j0Z93mNt7YPAFcT8F08nxPreiTCeLT3YlGkyN+SelcuHSdV8m2/+Z6vtJeybbPpC8uJNQ0+2fz0t5ZVymDwK8+1fS9M0vxNFtka8vpV2kqCcMe/SpvFl9Z3Fqml2uofYL5FxEsn8QHJxz9ayvB+sWdjeNDcyGV2Xa13J/Ce/NdTgptpXOL3uS6OHjtZdC8XvZXcsdtDJLvAUZLD8K7Lx1qlveQtEV3xRw9T0HFdPc+DtGWzGq3sDyXIbMNy/8Xv/ADriPiNvn0Ka50tFeRW24x94159ZKNSFOT1NKD5r2MzRvDqtoMkl2X3EZtY+iDnqf1rpbPSZtYs10+ARzLDGN8hHyqe5plrrMdh4ftLG5iVr+WIENL0z1x7VLoesx6bYhjdBS+4ShFAH0969iny8kkzjqxnzJmEPEUa6pNZQx+a9uNgY9AeOlWLHR5DqUDyrgCQY9c55JrhNW8XabDeTW+kzJcXxlJl2/wAHPU1s6b4iD3iySXjvFIPKMituAI6j8c1zU7XfkbS0S0PTrrx9D/a0cMNr5r2y7VOCR9aqtqEFnfTzveqL+4B2xbwcn0rmPMvdL02+vpVjXC/uUXq3pmvEtPvL641xnvGujcSPuWSHPyHPIrB1eSfv6m0ad4Pl0voz6U1ix1iPw6l/YiOXUmkw+442rzwOfpWN4k+Kg0XUFsdVRrvcm4NGD8o9Kim8fDQ/C8MepKzLIAItv3hgdSfevGH8aXPijWn8u3M3lkqrbM71x1967J4qMlyJnJHCyg+dxuvI6qTXrDVPE3l6fO/lzRmRvN42nj/E1H438KSXXh2e6WQYiTL5OcntgCsjT9Ie4Y3qpHbiMmN16sOe/wCVbt3rtpY6XdW9xcDzJh8gY9ce1eJSg5NqT1PoMROnUUXQjypJdb69z5V1aSw0uzlk1Lzo5XuVYSMp+VeenFfT3wvuNG0rwtea88nm2cUGbaNB8zP2BH1rhtP8Paf8VPCOuyJbCTVba6FtAsg+QfeBIHfoK9dX4LyeGfC/huxgLRyJKslyWOY2Hufr29q9ylT9nJNq0jxqslNcsj074Z+Ir/xr4d07UdUimsHkTi3kUjjjnFavia5sfD8xvYGD7V+X/aar+oavpsPhx47a4WTUbaHYrAAKBj0/CvNtZ1gXeieYy/aJo227eiqPXP413VtVozyoL3nZaHPzfGDUobyWWe2+z2kTEu2cb8dhVAfFaXxndWy30sdsgYi3iTqF55Pp3rx74xeJryZnsLe6ht087azM3A57e9dd4D+GsS+FpNUa8+0zKuWbfz9B6V5klUTd3oeiuSKTse9WHidrzQza2UKtHB1Z8/N75r5V+KfhvV9U8XSXlteNAkr+XJggZXqfw4r2/wAKXUlv4VnF7dC3WRAQw4wgFcf4h8MHXLO81aG/Wa0iTEaxnPcD866VUldSRl7OKk9NDk21yHQXjtInb7Hp0JlguMECQgZ6++BXy7+098U5de8aabq9lJG6mMK0H3vmGAc4+lfQHxz0fVbHwbZWdvKsEFnblZI1GH6feY18SW+hXfjLxTBpdgfMuN/Mmc9+TWkq8qtk90aewjTTcep9ofsw+F9D8U+HB4mXSY4L1v3UgdflQgckD8a+m/h/8QNK8P3n9npqUMQYlXDtgDnpXifgWGX4b/DDTtKtnhmeNt1/OoG7bgZP5A1wfxMsdFuriTV7XUXNp5JaM28hBL8dcH1zWjlKE+ZL3SaMKVVOnfU/RxvF1i9tbW9jIryzR5VkOVxWa2k3EdivnzGQSSEjHOOT19BXzj+zB4ou5fDWn2OqRyQXMVss0bXBJYoSQOT9DXvfxI8YDRfC8UmnMJpXiImjQ/Nz6e9a1rpvm+Ff0jiVHlkox1bPGvGHxYTV/HFto0ehxtY2cnl+c2c8c7utbOsQad4rsbq3tNRkjcD52GdsS455xXCLrllB4gFg1m3kyIS92wy5PJx/k0zQ/E1l4e1xLG/Z7OxuJ8JG3WQE/eb29veuRYqco8lruR2KjCTXIrWOY8N603w1m1q20W1GpT5Je86t24rz2e6ude1281O/MlldS4CQKwHX+L617l4/vvBPhrT76TRtViN6g814Y8bmJ4x1r5mGs3HirXLyaZJIHt081dpP1ANclpwqKUlpY9bmhKg4ve/zPPPi5baZGFtbOxadsnLPnJbqTXjH2GCOSaa5iHkoMbI/71fSPxAs4otMiuZB/pDJtCjg8mvANY0trHU/s0m4CTEhUin7PmvPuaxxtSChSglaPktfXuVNCuH1ua20xVFraNLhnxzj1Jr27xV8MI/Bfw9aTTvEYe0vGxLHGyjeB16jOOa8Z8RSCxSxs9NQNf3BBKR9VX3/ACq54x8QzXcFjpcUrXFwiCOSONyUV+mPrXLzVaclKhJwbunbqvM+wp16Si1iJKpGKWuyv0jE5C8YC6CQx7wpwta9ro5vLN5XcRKSRuPtXolx8GW8P+ChrV7KqTlQfLJ5yew/CvVfg/8AAHQvGvwta71i9uLW/dpJIYUj+UjA2nOelOpL3Lp7b+h5lPGUIUK2Jq7O6jZaJ20+4+RdGt52F55UTPGjHc4GcUQ6PPLdwZjYeeMpx970xXq2g+FLrSdW8W6Jp8X2kRqcyFei8c+1UobE3mi+F7hMpc2V4ttIxX5AmVCkn6k0U6yqSt00PAVOboWtez/NXON8QeE59IuoVlgMJKBsN34zQumrqEemqVGLiYIGHXcSBivePi94cu7We3Nxp7u/lq6zFPkbK8Y9sV4ZbXl7oeqWpeESwWtz9pWPGOcg4/SiMuarZPRP8D1Y4V0cG3Wj7049Okk1b5NXPpLwV8C5vAclvqYumN5MFIjA42kZx/KsrXfCOo+OviNaKCsekwTCGaeQhVIX5mBJ46GtBv2utSXQzPJ4PjeHyhAtwZiMHGMj5favP9e/aYuNW023sYvDsFpBE5kZY5z+8Y8Et8vPauypTSleLTS8zxsLGrzJVG4ea/Q+rbz4u/DrwDJY2jJ9vNiFEMdopbYVGCc4I5NfPHxj+JjfHDxpPqUdm8cECCG1Tsoz3/OvObz42alr1v8A2ZHpml6ZBL8jzQ2qCQL/AL+Aa1tJ8Y6R4btPKSRZpCPmK85r7nhnKcJjqksVjKqpqGzvZ3fr2PYwMo4R89Nc3T3tfwKN14H1+S3JW9WJScbAcdayL7wVc6BLBc3V2s8pORHnP51rr8RnupJNibV/h3msDVtWeeUvJKXc89a9PPsTk8aMqeGqTrT2u5PlXn5n0OFwylNYipZJO4y6tRc3DTTy7WY5wOgrK1C+S2XAGT60y7vGmf5m2iqE8bTyBAdxbgV+WRilojqx2N0m6W76lb7d9rkIxjFN1IR3EsSj0xWtqXg3U9F0lbi5tJIkJ3CQjiiz0+DUdF+1l1VoDh1/ib6VV0lofE1qk5R5au71MuNgqmFuo6NUd9J5caF13xng47V6H4F+G8nja8liiO2KNdxPeqWseB59F16TR7sYMn+qcjhh61nKaSuzqoUKleTw20mtPPsZHhLwbca3ps2oxsot1O1SzDJb0x+VeyfDmyn8Kxrr2lMyS25Ed5bno6nuP0r0P4e/AbTbrwvaaWkv+lRATTspxjOPz6VnT+H4tH8fSabLNJb2Maj93GMhhgcn612xXJO8d+jPCo1HTl7yuvtLuuqNi3jm8XMYLOdHlhnS7RlHJO4Eqfb5f1rrviV4H0/4lLcWUsMVm32NEiu442DNNtXcFP13flWV4ChsE+IEt7albWGa2lXy16KQjckds16Np/iR/GHgm61TTLYb9FmZBCIwPMkBI6++DXVFKS5p79f+AcVaUIVGqN+W+l9/mcb8LvhS+g30ej3Wpy31pbbt6XAIPTgDIHevdLPT9E8L28VxcSGKG1Bn8teh9AfzrO8Py6j498RaXPqWnxaTKBuuNi7SygZ64FdE3hiw1868lw7MqhkjtwdxYdvzFY8zpzaSuzKUfaRvJ6Hzj4s+MV/4m1pls4kSwjc4h56dOea5OLTJY5brVbgCESyFUkQHKDJ4r0fVPAdoZre6t7Q2Ec2QML84AycketYjafqxmu7SGOPUokGRasuxmT+8cZx/9eqnUb+N2N4042/do0vBXw21vxF4cuoZrqRbCWZfNkVsedHlTjHXFfQHhPwDNomlPFbaakGm7FSFYxjOBjd1614p8A/HE9rrFjba7PtsMFRajquCeGr7J124tpIbS6sN5t5IFRYU+6AQOcV4eJT5tHuerTrVPZKhP4U216/5nyZ8UPD114+8RWemKyyQ6XMJpYXIwcdB+or2jw5aPaeHHvL66jt4gNjgHARK5bxR4AbTvFU1za3Hmyuwlk8tyNy8ZBHrWL460LXvHVhe6B4emkt7a+QJk5BXgg4P41lT5HPmd35I3qVJVo06EJJR7vZX3ufM3jbTX/aY+PzaToMTQeF9NkH2iYfdcgckn1ycV9AeJPBPinRfC5XwtZpBbabiODkY2joeDz0r0r4a/s52Xwv8Dpb6cnlXZ5uppDh5iepz/npXOfGLxlqnhzwHexeFJUlbTw0k5kbcAoHc/gavHYCVeipW0jqkznw2JSxKpU7PW2ux+c/xqurq88ZzLe3suoX6/wCvkboGx0A9v6VwnneTbuO+K7+Nre8h1vxNrcyvezs32WLP35CeTj0xmuX0Dwbea/5kzRSCyjQs8ig+lb4e0IKPY9utN0W2jjLGQG4kU+uRXW6TqjKdmMLjpXNXtlHaai0cT78Mct7VOt8YZOK6k9bo48uxUsHJtvqei6b4qudPtjbpgRltw9QaWaw1PXJt5Dtv5HpXEfbpf3bNwO1ek+FPGgTT0ilUM0J+U9DX6pwhm94yymo+WMrtW016p/I+gxU4Y6Sqyd3Gy17FbUvhTOdFmvhMGkjwSv4VwUDTaTdbJQV7V9CaHrdrrlpcxhxmRMFD1zXlnibSomeWNxllJwe4rDi/JKOE9njcMrRnv69/mbYbCrERk6btOH4rzPSPhX8GL7xpoEmr6X4lhsbuM7vs6sN+Oef8+teUeJIdR8EahdJFqJ80ko7RN97mszQfEmq+Fb5v7PvprSRgV3RuRkehrK12a41K6WS4kfzc5ZmOc1+ZK3fU+axf1jWaSa9Nje8K/ETXfC+pC+tbp9wIDCXLBvTNe8/DH9oCXQdLuWv0SUXZ2ssa/N25rxa81/w+3gNbKK0VdTON8zH5iQOormvCt5c3GqW9mh3SvKsak+5ApypKZ48cVOmnCUVr5fkfZHgv4iWTeIrrUGtPttlhWWFkBZcZwa9z8I6doWpwnV5dBtLYsSys6f6w7emK8L8F+Abfw3psscd8txr7subcc7UGdwx69K9n0X7RbaxZ6LfWrLJkPBulIXBHTp6k1yyh7O6sEJOpLmu0cd42+JGr+H9D1y30CE6Zd3KGGCNUIYYBGR27iuQ8JaD4l1RoLzWpLtDCVEjOPnOcHPTpzXseteG21/xcNJeN5ruGZiywR73iRTyzHsP8K9F8UaFDcXn2JisTW9qrxujbfMIwOcV101JQ1St+JjOpy1Hyyab6nzv8YfAMWp6xYjTX+xxwjElxb5xLjs2c/wCTXl/iT4e2t98QvDSSJ5sEmTMwI5ABFfRgjMOpTjUVWCym3B42Ock/xCvKfEVxouj61fS208haCJlXc27ZkjpzWFGnVlTte+v6nVhqlDD15e0lpyu1u7Wn4kXwh8I6TNq3imGxtWiWG4kaNiOQo7Zqa+UaTNNdQrHGqZJDsAeO9cb8PviZd+C5L9bK3k1J75SwB5wxz1Ncp46bxdqV1aahdx+RbXEuCI+ideoxXouK+JLXscUZ8i5WzY8YQzfEy80uWB2Wa1YASYwEwfeul1TSZm0sWOq6omp3MqiFUUg544FcRBo97pti9y2qGKFkBk2tjB9q7f4E+HV1jWIBdRS3sST+aknJfqeh/GuaTlL3pqxtT5Yz5qbuea/GTwvqPhXwxpOiapZGKeN2ME/QbCBgfzrkNA8HwSWMTTRt52f9Yv8AWvrj9uLwvda58NbTWrNRHHp06o4cfMwyv3T+NfH/AIK8cT2kxDxmW3xh0YcrXJJTjTtF3PfWIoYrF+1qQUW/uv1/E9v+Hv8AZ8di9pdokMEGAzZwW5z3rvPt6Rw3E2lqQUANsq87nA4BryO1025uxb6jLEwtnw6hRlWBOASPrXsvgfw++nrA4uMS3EoKKw+VM9PwrahzSV5HPjpU6UuWlpc7HwhYTR6tbia3lu47oAqs4wFf/ZPFe0aD4eXVEm07YtqkbMLi2wQmSf8A9dchb6bqOnX2nLd6hDd2s0gkijtkG6J+nUduK+gdB8PRSuyTqq3VyAzHHLH1J/GtnKzcUeJUfOlJmTa6fomm262L3MVqNv3jj52H/wBaug0PUNHuLIw2ESXE6Z2yKc4I75r4Y+Kvxu03w74w1fR9e1Gaw1GynKJED2wMdx616j+yz8WrDXNywXqzWrNsaXOQCfX3rrhTjGyjHU4p3im3I9o1L4oT6TqUjpLG1vYg+azsCzN/dHPoa0fCPjo+NtFGppaYjz8+7gj86+Uvid8JPG2u+KWu9L8TWsUT3DBYd+xTkEgHHevoD4V6bc6H8K4PD+pTKNTkjKX0kb/MrYAwp/OuycY7T6+Rlfmt7M2G8VXfhGYxXMccq3EvmJtGQU54Ncd8VPEOm+Kr+wk0pEtb6LiV1HJXsD9OfzrqtP8ABqRrHpNxqL31s6HE8gzKgznGc/1rHh+GujaNrE1y1/8AaiybEUNuGecsefevm69HX3XdHv4erBK817xl2s1veaOonJaSPhmC4yau+AtUh0e6njuCZ7TOQy/w1PrGnvp1xDbgRPDNjJQAZFaMPhi0t7OWe3fa7nLxjkD0Brzee8+Q9GcYKlddTQ1T4U+H/E9pfahYREPJETsx1Y/hXyhb/A3xV8N9fsNTiBW1upWDwyAnYvYcfWvsLwnr7aLqKR3SlIZgBsxwMcV2Piq/0u8skt5oY3eYFYmYAgNitpc8lzLRmFGo4y5GuZM8z8KX13ofh3HEgI3OjfeH0rO0vxNJrC3tpOzR3EXzRgj7y+h/Wug1Pw9e33kCCLyp4oyrbXI3dMHp6V4PrniuX4YeL4rzX70/ZFbBdv4vY1tOty01fUinh3UnJ7M9suP+Ea1zTVsbkCAyLiXAwQw4J/nXJN8CtO17WnsNL1ER2/lbysgyky85AOOtLJfaH8V9GnHh25Qa5cJ5kMMTbWC49vXIq1oMfiTw7b2lukCyXSqzGORiG4Bzt454FZpJfFElcyXuyt5MbY/AXSPAa2vifS7ma0urCQ+aqfMhAPGRjnpWL8RNI0P4ja/o3iXVzF9oA8l7OQYV+uCPevTvh/4il8faNrUUcsVvcRExPDJjBbkcr+FeefFTwfaWOk2DSQzRaqlyDCVJMe4HJ/DGa6Xzclo7PRmVO0p2k/e6Gd4y+COo/wChajo88cENuP3eCAUU44B/CuK0W38QT6vHYazp9xf6cpMkVy3KkjIPT8a+jLTWofEHgOaxv4jaeehSSSE8rkdVPGKTwgukaDpMdvumurddyp5pLYyDzya8+UGqdoz3OiOl3OOxX8AWWmWekG4jaOGDPzq38LHtWn498O22oaTG7wpNs/eRs3QHGAf1rhtQ1vQ9C02W0h8x7e4uCXHdWz256VQ1LxPqviKzuLY3Elpo8ce2NgSrtjB69q4KeDVSrBvR319DmaqU711sR/YdTa3eCMx/2m2YljXJXaePWuY0vwx458GX1vb6OkV5+9LqsjZwTklevual8C+Np9M162NyjTwFxGZs5PXv619CeF7WK/llmiKyCOUSrIBypI/+vXY6ceaUKcbIqNSVPV6nn+g2t5quH1S08i8XLNvwrKce9c9qmgS61ous6VkRwuGPlyfe3diPWvo3xLp1jLZNfSwpNORtZl64r5y8ZR6tonjzTbzy5P7PmyvOSCvp7138jUddzGElVk1c/PHxp4budK8TSwXEBgMUnzpjOOa+iPhna6TNpumXd3shKjCs4+UmvH/2mfG50/4yXsNsirbs4Vi6+9dHoeo2niLQbGaPU1iiB8ue0hOHRhwCqj1A/WvPxXM2nNWNVTjbU7/w/wCJL7wl8SLq0vYY2tlfzAsTBlKeowa9l8ffESbxF4VjuLK5ENpbkfJ3x9K8Sk0K3tYbbVbeaSW7j/dlMbzt/wBoZ4610mj28mojMg8qAjPlAZDH6U44qn/EXTT/AIY6W47M7vwNoE/jrxBpN4LnyhFtyoPDc19U/ETw3JZ/D672ymK2EGCF6g4rwH4M2drazbrYHenJUf0r17xN8TrO1g/su7n8yOdQAW5HI+6feu3DTV7PoedirykmtjntF0Ww1T4eahb6dqEdtqXkt5UgcZDe9eT/AAx8QXWiSHT/ABGiyrCx33JIIZs8msf4sfC7xC11b6j4P1aWy8x8yQ+YVjdfQYPWuN1DQ/FOmybbmGaSJk2uoyTux610zrR5Elq73Zyxpttn2Jo3jeyubSKLfCArf6PIvJPt/Ouj1q4tte8Pz291Gwd1yHHANfD/AMHfFE8njqCx1eae2tLeTPzMRtP+TX2pqXiHT/7IYM6tHt4kj649a1pVlf3VsVVw/s2k2ZHgfUk17WI9ItIxb21r/rUbHz+4/OrXxm+BPhv4hXFnHf2keyNS7SqBuOMcVV0XQmubqy1HS2EF4j53L0lXng+v/wBaup8Vajc2scMk7qZGcKUzgcnpW/tVZxtc5PZvmunY+CvE/wCzJ4n0rxbcN4OvsW5YskbOChA7EfhWp4R8YeL9BmLasotjaZimRm+9jqBzX1To3g06L40ugs7+XcAS+S3bIB4/OvGP22fhzLb+G01nQZHt7sN+/RBgNnHJxWcMN7afJDQ6niPZrmuch4+/aa0qzsYrWzhFxIwy7SDlD3qr8O/iV/bmjXerTX7743xDAG/TFfL66DJDprT6/eqJ3HyBa3vhcbvw/eqyo72xkUlZB1XPYU6keWCstnuYUXGVTU/RLwbbnxNoFtraW7xOU2PER1Pr+lR/EXS9N+IPhBtF1TTsmB1kikYdGBB/pW98P9ZH/CF2D2cTtGyK2AOnHIrU8WWNzfWcxgttu6PcjgY+b3pU/a06nO3p08ilUhJ+aPzv+MfiLRrb4kW1hHDb2lrbxLBMyr94gAZ/Q19T/Bm8tYNIspYrzfBtARMjH1Bry3xR+z2vxAa+XUdPitdZExbcp271yec4+ldZrng2y+FPhHRobG9m8xZUXyGYkNyMjOazq0Y1Jx9i9tP+CdrrpaTW52Pii6Fj8YtMurqF4obiMILgDKk/LwTXpF14WgufENrrAPmxKm35TyvXmr1loemeNPB9ot1A0cjRKVfqyNjqDXnfgnxDreg+JNT0DVGa5SFv9HkxguuOKqXN7Pmltax591U0XQ9zbVIrTSXaN9xUdDVTTL6HVlSVB0PJryHS/jNYap4wufC9zBJa6jH0VhwRXq/h2xXT7ZnXKbznaaxg3pFGU1y77m3b2/2i4fyV2OvOao6vfT/Y7iOEj7TGMiqN/qk8OqKYJ/JMY+dTyGBrnPE/iK60C8hvtvnQTNsbbyB9a9yk3FWZwyjdmv4a15tatdsw8mccOvfNUfF2lrrFxbqoCyW7bi/qKoJp81pqr6nbswScbmiz8v1FeV+Pfixq+m+IDpNhGXlY/wCtI6D0oUZyk/5SlG2q3Pbm+yG8ijlxJJswCpzXOSa/cXWtSaOFjgMJ3xzRnqPQj8a4zws9/F5dxJdHnli7nArzf4heNk0vx8JtPuLiK/wB5kZLwv04IzihShaVui0ZtGjOTtHc6z4laldeHfGCKIftBul4fGQp5rT0qCO8sfOvZkcMOUY8Cp9CtbjxUkF7qIR5Nv3sCode8NR6Oss0UhweRH2/Kr5vaW5exLjy6SPJvGWr3nh3VXFpdGO2L/u44WyM1UurSzubeLxLAJhdBgl5Cwxkdzj8K3rnwxZeONeIiVrPyyGl28qWB/SuhstJifUH0rG9FXDSYzx71yutedo7dfQ2qTjJKMd0fCf7aBsm+JmitYP5kDaHCc+/nz14FX0X+3Vp1tpPxa0e1tVRY49DhB2DGT9ouOa+dKiWj0KjdrU/cP4naJpws557sbw4+VeSa5T9mGyEfizV3mg2BVHlrIckDmrfjbU7m5S3jQ+c/QV57qPiTWPh/dXOq6bKuwqPtGTwAM9P1rfA2pynBv4lZdrkTm3HY+k/H01xPuWFhyMBe1fPvhnRX0Lx3fX17BAJW5jYD612Hhf40ab4u0UT/alFwqfPuOTn2FU/CfheXxP4g1C7vNy2/l/umc8g89vypUVKjWnG2qWpjKK5VJs7O+11re1g3zfvpOTzwtUr2+0rT9Lurq9uBdTyKflJ/QVjTaPd2qzpqCM9rCDskAxuHvXm3iDxFpM13IXkcQKNvynIH4V59WpUi5c3U7qNGFTSGp4r8cxF4i1ZX0XTxCq/M4H3Sfzr2v8AZu8ZRXHhd9ImTy72NMbR34ryHXPFumaNBfX0oIhjbEETD5pDz2r0/wDZv0WLVPtvikRtFbFCqIRjJxz/ADr1cJUVTCVKctUle/n2MqlCVKrfZHL/ABSmNnqUlxAB5lrPuI9wTX3H8Nr651Lwdpd1O3zNAp21+fHxg8TLJeancW0Rhh84pjqWYEivvX4HzXl18NtFkvUEcskAO0eldGFot5c3/LN/ikdGY1lLkl3SO01NXmtR8vevOddvg/im1tD0YYYHp3r02/Q+SoQkCvJPiJZPa/8AE1hJ8y2OT6kegrzZKKaUjioO8tTZ8RarceHNLCxqotzy27oK5/w2dQulacMoRznpwBnrVtbyHx14PYzK8AZOdx5HFXNLkSx0W3hiTKR8FieWFcerm+fpoehpCHKtzz/xV4JvtB1nUNetW+0F0+UH+Hrk1veF1XWLCyijX5W5k3djk5rum/4mVntaHFswI+boao+DdFtdKe8AQhuWXPSidDmXI1ohU675bPcxvGnw/sNZt/ImgWWHGMgZJrxvWPg+mgtL9hAht5D82BzX0LY+I4prx4NuwAkfNUp8Kw30T3ExZkzu2+tcrwi3RdPEunHlufM+t/Cmxs7G3H2X7XNLgFWzhfeuU1L4JOfEdlqOmRsbeEgsqrxuHavp+4lj1PU2gitFW3j+QMRzXSaP4aht7J224VeWyK6KWHlzKsn8J1xzGVGnKmlrLr+hzXgpZZoUlvsLOi7fL9K6sQabp9hc3twiKpP7x2GTisez0u6u9Q3woEQn8MV0N/p6XGkzQ3Ch4mGCMZz+FbXfM5NbHlSa0Xc8s1v43aVofieO0gmX7EE+fAwF61ual8VvOtbc2OxoZhw5cDj86+O/i7f6QfiheWp+1pZoDHFCuVDyc4zz0zin6J4X1/xVqNvpltfXEc5QBYxIQIhgc4pVK94Riz1o4KnUjzLRo+g/H3iy98RMkNuwSO1Te8nVfzrl/h/4te+1LypLdftisRuUYLDPBrLstL1jwN4dMOrTm6kOQVY43Cs/4XRnU/FWo6nbmSSYJtXaTsj9gPWvPpSdOpKNrJdTTki6TT1R1vxR8YTWtmfs0Eb34b5JFByq+n86qeCbhNUuLCfVPM8vyxI8HT5iAcE1zmo6xJHrF1bz2TNGudkzdSaztD+JltYtcaVKvm3MzbUduNufet6NR1JpJIyjS9krM+tb61g8SeC4Yi6wyR/cVD09K4PV/CVz4V0SW+ll+1yBdywn7q/Wt/Q/EujaT4btnnnVnZRk7v5V5l8fPjlZafon2TT4pZlm+V51HCj3NTiKMPbe1e99CIc9/Zw2OO1rXJbe4a/Z/MRmAWFfvOfQe3+FU/EPxDC6NeXMcOJ48Ilv2Xrk155omqR3UEmsDWo7mcNsjtpGxjPoM10OpLBpXgvVhfwPHqN5IP3zDJVTnhR2611OkvZvv2+4yqzlGqorbv8AoYD6P/Z0FtOLlUtr5jPIIvmdzznJ5xzXSeDdc+w2+qFLVCJIPNhYk7EwCc9ep/pWJpputC+GuoXKWsRmdxHA9xy4TGSQCPUVP4VurnUPDn2aa0+wWxXM1xIuMqP8muepTVHmipXa/wCHHGbq+9NWRwvib9oR9F069k1B5pDFk4UHnngCq3wI+OVr47vb1YlMVyqlzC/Xbg9K4vxlqllrc2s6Laww3ALbRIyAFe27NbnwS+BqeD9UtdVWbfdXA2kRnJCkY6fia54ypSu57s7H7ZJ8iR734y+INxqnhVLK2hVSikh2HzV5X8DfjBp6eJk8P3ul3Vm67le8lQ7WYgjg16Jq2hXyyYNu7iNvlTZklfcVraP8OLm60mea6sYy0h3DAww/HFRG0aklKN0yVLnpp7f8EseJDp/haORbU/bHvn3RW8RyS3PJPpzWB4m+EfibXNSsrlHTTovK3tcSNlVBzx1r0HwZ4NtIPs5+zia5ztDTNnaM84Neg/E3xJoH/COnSdpjkgQFth+6FOcZ9/616UYxspvQ5nUnBunBXPIPgP8AA3UNPbXLvVNYiO+UCGJDgOPmy316fnXtGm+KtOms5bCNWkmtDsJY5DV8u6f8UNc1bVbt7FRbaVDmOPDbSMcVueGfijF4ftUXerzXO55ZpG3BF5yf0rpk4ya5V2MZU5te87noHj2z1W4txMbxbDTpm3Min5m9vpXlnjXUfEXgXT1t11FLmC7OV2nouOn6ViXfxMvvH3iiMSX6vodrIFWaNtq7c9T9QK7/AMH+CdO+JU+otqGofZ7Wz5hhkbLPwPmHP4Uo+8modDRL2VnM8bs/At546htUDNFqHmMwBOcjjH4ivojwb9k03T9M0kkSmzbZKuf9YcHOfz/Sub0nwbPpHii31KKV4LW1JUL0DdMH3ziuz8K+HdN0WS/1G4la6vyxkSNedue5qLKUbfeEpKWjOtutJsdUhudPwoRhlUXjj0rivBfw7TwVrk07yTS2ty/yxZzGn4H6VZ8PzHVvEE160zxgbsxlsYHp9a62PWbG8014ZpJVwW/eEZC8HnNbbxU0jjjeL5bnzR+2p4k0/S9H1MW92zXd0qwgR4CkAn/GvOP2U/hToCeHn1zXMC+klASXcAFB+tZP7RFpN4+8d2HhrTvMuERlee4UZ+RjgN+hrovidDo/gz4WJoukaq1xfWqLuVU2EnGeoNRTs/flsd0ouygmfSWvfD2O10jzdImglsj+7mcuCTH3xzzkE15n4n+Cul+KvDUtjotwsErSb22PkjGeBXmfhv4iya58P9KGm63LBq6wfZ57AnuB1Az1OfTtXoHwX+Dvima/XVBqV0LZ23PFuYknv34qqlSNSXuXRnhabheVRqx9AfCn4c/8If4dtft1w95dIojEkhGf07UzUNTuNK8cBZ4jc2l0Ng3AkKRgD8K9B0fQbu/S2tp4mQrjaFPX61R+IE2neF9sl/tjniGEUqMn6VMv5pMObmm13Pmn4geIL3w7qTasbHYC/l4Ubs89gPrXHTeJf+Ei160F4wmnncCLdkbfRf8APpXp+r/2c0lxcXl95Mchbatwc7eOSAfavHlbw9eeKIrHStWF89uTN5iKGZeRnv15rgjB1JJrudkuWEbrQtfFDTLS3vgixNA7oGnkVgc+38q5i5vtB8DeG4zZmZpb0/vptpYZPbp716NrnhrT7qW0tru6khS8/eN53Lt+Z9qZcfDnT9Wja3upPsWnWZ3Qr/z0YdPxNXZ39m7tmkYqrDm7HlHibTbjWrO01KzDSlWWNYyCSCfb6GvPvjN4NufD2rafdKHmvpowfsuMsMAZJxX6SaX8PvCGg+DIHls4be7ePzcbQXDYxu/KvnL/AIV/p3jL40mxhvvtzzQMYrl+zHGBjNdMqc4R5EtTkpONSTk3ZI+NPB3gfWfHXi5IrWNrSVflkkA+4Pxr17W/hY/h2/srSw0w38ejqJ7qdBlnkPPJ78qfzr7X0X9nfSfhxo11HZW6T3k3z3d0w+YtxwPQYxV/w/4HF/ZOsNlEkcg/eN/EfrxXmV67cvZQWvU6KGJhR5pT10aj2Te7+4+FvE2qXGveHdL027sjDdXV4EVecgc9s+le+6hrMngvw3D4ftYFW1s4RB93524xmpvi98K7PQfGnh6/g+ZYJvNFuoyzNhhWlq+my63qUl/KqruVnYSdUwM8ivlMxqVYQjGmrXdmLMcRy4KjhqUtG3Jrz2/I+QtZh13w7q/iGaCPy7e6UGcspB2nH/1q2vD2gTa34D1AWqFLK3dJmfb96QHOB9MD86tfGHVLnUNTgha7aGKUt50SLjeFJC8556Cu9+CPirTvFng3UtMv7NtMSxR2l8rj7RuXHA45OK+jwtFSpq8tkd9LOvqqvSgrPl3V9Yq343Mr4h/D/wAZat8O7LU77xFHcW/lKYoIlBIwMAE49K838H/s7614x0mW/aVknikAa3cYJBI5r7S8G/C618ReFdGsknnkaRjIdPjHyogJCljnqRjt3rL8babJ4V+LmlWsQk0yNwiz2wGBKoJwQPTrXpRpSVSz2ZlLMalaLlGya8jwfxb+yPrDW9jFpbboXgV5fN6K+BwPzNJD+wo1rpTX2q+IYY2SMySQxfwgD3Ffa/ibx54ZsNHiu7m+hs7WElJWnYLtx/8Aqr49+NH7Vnh5o7qz8Mh9QkkGxps7Y/cg85rD2E1NqN7Ha8yxOOUIySuuqS19TwbxB8LtKsfEEFnp80kkO0l5WH09qZ4k+G+n6DpD3S3LNLkBU/yK6fQb6TULX+19RaOMSDgYwFWuQ8ba9/a12Y4W3W0fQZ61+1SyrLcpyGNXGRUq0o6a63f+R62FhOtWXItFucX5SQl3zkqOKzJL8/M8nToKt6kwjQop+duvNYF7BcMm942SLHyNjg1+QBmOMdB8lPoa+jNE3iLTJLza9i0qhl7YyOtST7ZdZkWHAj83CY7c8Vkacqf2exdsljx7EVreH7d7zUEiXliCR+AJrOUuVNvoeVgY1MRWUb3c2j2qfxZZz+HhoWsRq80NvtL9myOD+leI6WsVvqTxlv3HmZAz15qhfa1qMmo3UUhaeRz5Y9eOBTtDt5Humt5RslBB57Vmocqcjlco4nEKC0bumuz8vU+j/hhfKt3BaW9n/pl3OkcaqcFgTgfzrf8Ajh4fmvtWgnsrRftmkspaKPktxkg/nUGm/CfUvCPgzRPFB1JZrq6ZGtvs8vzKeCMY+te7/DXwjGbq2vLsR3N5cRGWVpTuJPQg59q3UFONo7nFKrLD1VLmuo7aifCpYNT0PT9W04Lp8mtkIZJM7Y5BjcD6feFcR4u0nxHpfia6+32VuVVmUXCcm4XPbmvQdK1bw94Th1e0+0LcadJK81nbRnHkyPwcewwtQaZ4uj16fS4r3TpJbKAtmdPmc8kenFdcZqaUGrGGIjGlVlOm7p/r+p5Z4L0pm1a8glha0bUZHiVpT0JHCDHTOcfjXrPwx1XW/hX4Zn0s6V9sWGSWRY4sMxO8n5ufer+m+F9LDfZjbu8gnF+JJPmdcEMAM9Pu16NpekadeTy6rFBd2EiQMH3kjfnB5rSnOMW38jz6yckjyjRv2kI9aurZ/sbWeoRv86SLtDKeMY7966b4X+KbjVPiVeTzHEEx3LG3G0jjAFcjqXgXS7nU9L1j7Ozfv0jWZV+WFt38Q/GoPiFHdfD29Opi4RLpJcq0TfeUkkECssTHaVrLyOrCWknB7vufVepaX4fsbyI6iiIkwLoduR06V4l4g8D6T4z8T32qeH7h1jsI2WNFUruk9DkcjINYHgL9pSz1rXP7O8R+XdxrCPIIA3ZJINe03HiLw1o2giWyNvYG45WThQWPrXz3M+dU+V+p7fslRj7Te/3HGWtrp/gfwaZ9S0WLUJ45gxZvlYZIGeoqCx+NmuXXi6KNNClTSPKwsajII4wc5rkrf4o6JqN7f2XiXWoLqCZgIcMNqnI4PPNejab4w0y3Wxg0h7eW2Uqs0zEfcHB216kKbcfctocdacoN+0jv+pd8YW76xqFnewxtaTSj5yp578Gup03UrXw/pNu15dQW5jTb5kmFAwOufWvP/GHj+C31C3WwdChbczMeMYxXjnxx+Meia1osuhHzWEDiWaVTxt7gUqWKjSlHlWutzjnhqtSHvfCdj46+PWr3Fxd2Om3y6gd/kxwxcAA/xE14R8X/ABFqVro03hyx1OO5u7kf6ZHGTuyeqk+nWvO/FGuagNUsF8PyNBFKAkcijG7P061rWvw21nw7qUms68ZZJ5gz+ZyeRzyfxpVcxlKm6cXrsenl1HD0cVGtVhdLZLq+n3M8Vt/Bt5eeIrbSomM11IcvHniMdf5V6r4m02/1jS7bQrW3XTdMsbUEmLh5zj7xPvirfw58Ot52qeKr51gE7NFAx7Acf0rQXUn0fQdW1LVG3GCMrb5PyyjBwAf89a5Jc9os9GtUUZSpNe8v6Z8zatprabqU0L4LrxxVNbF5pVgiRpbiQZCqMmtC5uHvr2aeT5pJXLBevU8Cuq+yf8IP4da6kj2eI73hd/8Aywj749yCa7L2scE4qnBR3kzjIpC9sI5OJYm2le9dl4Qtre6hkilGJGPDZ6V53bNK2pP96QsSzHrz6muv8P6qNJvUdhujzyDX1PDmMoYHM6dXE/Bs/K/U78HOVam+60PU/D2kvYq5Eqqg+9z1Fcjr93HNeTyK25S3Wq2oeLnluHjtXPluOgNcrcXczeajghucivvON8fRqUaNDC6wu9fyse3gMXGi5uWrK+qybpGkj+7mtnSbO28Q2/2eaQQ3QXKSMcA47VytrJNHIVlU7SeM9KutMcfLxxw3cV+NShz7OzPNo4+NKc69SHNGXxRf9aPsyO+tRbTNGrbypINTaPfto+oQXQj3mNw+B1yOlUbZJZpuTubPQd67C18JppN5aTawWiRwJhCoyzLn0/CtbNM+blVpSu0me0+Gf2htNu54ri6sjZamse0yPnEhxwfrX0Z4O+MNtdWFvqGqSwERrhWjYFznp9OtfNF7P4X8aQaYBo8EcUPEkcKBJGXjncBmrWl/B27kuluPDWqNFZyNhYbs/KD12kk1dT3fiVy6EaVbS/Kz1KT4mS/D34hX3ii01Jr6C6QiWHBO0nPfHvVjw98YNb8R65carKGEV4THFCTjGBnv9K5y18K6t/ZT6dqumwwTxyHE8S7lkx17VpxyJqy2elWdukM0Dbo5goRU4IJf8z+dVCpGUXzDxWDlCfs00/TU5Dx/8Z766Z7fBElupVhnByOteQ/8J9fXNwZGt5N8pw3PDHsfyr1n4yaDp3hvRw99BG1/K5X7RbkYzx37ivPfBnhmNdStZNULNYH5lkXpz0/WuihOMXeC0Z4uIo1NIze3Y0vDui6/cakt0rPaM4BUcYIr0bw/4J1vX5H06bU5N8nIbaCgPoeKtaG0On6tb2csy6heMqwwRK2NgzjP6107wX3h/wC0Lb3DwTBt7SKPlX2zW868r8sdh08PFq8tTlNF+A8mseIJ7XU9SCRRPn72AVXkj8q+sPgf4T0HwZJGkKxTQuPklfopHavnHwrqVzq2vWz/AGiKaNn/AHzE8v6jHuOK9S8ZXlv4Nt47zQLmV4sAywO5KoxHT2715FTmb1Z7NOjBpxW5q/tHawni6TS/C3ht7UStP5s0E3KSquGwOe+DXxd8Utf0azXUbH+y47LUoZWjkg2kcgkHB9OK+ibS00W4hs9Qvpriy1lpRIs6SlvLUkZGOMd68R+Pnw507VfFJurbV5LieZgfOkXCtkZ65610xgpP3XoedU5qWljoPg6up6x4OtJ7JlktIQUlWQggAc4P4mvQvC1xJ4jM0l+5gggLJHtIH3TgVwHwZ8H6rpPhO/h0u5BS7UgRo25N4659OBVmO6vtJ0No765W3eCUrJGp6nJ6GqhFJ2NlJ1Euc93/AGf9cgb4iS6feyrKjj9zubKrx2r62tNae1kkT5IzGpAY/wAQHpXxP8D7fSNU8SQ30MTCVkBDRNkK2e/pXt/xM+JUfgPwVqeouRLPCGjXeeA3P+FHOo1FFLVmdSHMuZ9D5q/aW+C9p43+J11qMok2yJ5xnA4IBxz+VW/hTfW3g2H7Lp/kwWFmoeXsZP8A6/FQ+KPjNceNvC893ZpI0jL8rImN3IBAHpXI+C9H1TUpopbyymhtWXLHBGa7I8sby6nnympaS0R9S+HvFVjr2n/aWtgokbPmSNyhHRhz7V7F8PJodetbaZkQz7sN6SjjDV82/C3RYp2ayeZpS7/IjHII+lfSuh6W+mgNY+XEIQvyr8tKpWWInaS1RNOKhH3GY3xEmvfDd7eNAn7maAkbeuR2H5V8oeFvilrF/wCMJ2QvbadFcBJDIfmKFsHA+lfZvijw3NqmnaiJpWkl8vzI5euw46fqa8J+G3wbt9eh1DUdQs5POtmeMzQ91x97HfvXk1Fyzlqe1Cr+6joaHxA8S/2b4YvNVtizwQw5jH8Q46182fBX9syTTvEE2i+IpGure6k8v7S3HlqeP0r68uvhR5nw9midpLrz1dAv8QXJxx9MV+XXxf8AhfL4O8QaosMNwPLnOJdpC4zwPrWFKktXJamtWq7Jx2Wh+tWk+JNI1rT7Iw3tvcWrKCs0bgtj0Nel2uj6bqWmxQlfMTbnd3+or8kP2cPGuuyJFYySXTW0LY3QsSRz3r9M/hT4l1G68LwtdRMJ41xiQYJGK7KjowSUup5kqsoS91le6t9W0XxFJY3izS2BcCO5TptPOD9K+avj18J18T6s0qai11dedsa0bOcDnPSvrzxp4nk0/wAOyTwx+bKVB8s/wnFeXw+C4PE+pw6/qD/2fNJjbsb5Sc/hXnVoctoxZ9DhMQ5J1Ki6W9TjPhv8P7KxS3vbVprG802GPzJOnlkL39QcfpXpVxq08GgQX+Y9SF0zRQ3UJ5iOOpHb8a2vFGlWmi+G7zSEIgvNai2QTSn774wo3fjXzj4H0/xXoHja/wBA1l57SyxlUJIU8/eVfpXR7OFJcz/pnFzSrav+kemeFV8TQ6s8dhpMR2sZJbtG/wBeM/XqP616h408Lpq2h2Ms++Ld80mwZ8tulR6VdaV4L8IveWly22H/AFhzuOT1NU9M+Lqa00dvbxrd2M/ymRPWpnK6v0IipXvFbDLyFbDQUtrL949uVIwMmUiuX8N+IpvFWv3Gk3trJapt4VVwa6bWNai0V3ltoS7xEuFUZANY2jw6xrGvR6y9p9lWb5TJH93+XXiuCqm4+Z6dFR5G5EmteDUZo7bT5o54FYb1nHzRt3PavM/FC3l1a6jpNqzW8hPWPrx3Ar2Lxey6PqEFy3Ec3+uKda4/TW0yTxZhMyarIM26vx8nQ8d+9c60qR5d1qKM/wBxJS2Z4h4b1aXS/Nit75biOGMySyyIc7wM46da9++E/wAQopPDH2xblfss25JB/ErjPb8K85+JHgS80mR4fC9lDObq8zcJKNpX5hznB96yNa8Da54HsPNl3ackwEjxxsSje46V0e3UJKckRHCxqR5Iux7p4d8W22raTcrLfSCe2mJ8vruTj29jWbY+IoPFviy1s7aUzWEDZQMOjdx+ea878NTTaPaqBFIpZd5lyT1649qu+C99j48gltoZFSRsuq8Lk85qniG25df8zKdBQbsS/tG/AWx8e6LcXx0q3g1FQ5F4q9QoyM/Wvg/SdJu/Ct1cxFR9pt5Tsdck5BPav18v7E3O+2mQzW0kJ3DqGGDmvjT9oH4H6b4V8W2+q2X+j2d2vmDyzyjjHG386xlBSg7anOqs42SLXwhCah4JttY1C1WVpDtZtvPTuK29e0QXmpadJYxiKOMFl2DhskHBra+H/h59P8HxQy3MUURHmRswGD+H4V0WktYN9nvJGVnt2KMqH5SM9cfhXFUhClT57aERnzPmZk6fcW/gXTZr9rnyLqVtsQH97jjFdN4VV/FVvE15af6TLJlmdTg1FffDmz+ItysisxEDeYEBwD+FeleFbM6bbxWM6LheN4HKge9dmGk5xXL1FXlrd7lfUPCkscbJctGbdY8xKB0auT03Tb3Urt7WWyV41YK2V5K+ua9cvlFqo8wC4gbgjr+NV2sdis1qcxsp5/iH416E4qK5UebGTvdnjGufA0W/iBtTigxHJjzGUduOta93p9jcSS6Clz5UpiHlTbu5B4r1W4a7i8Pgl/ObpkDkj3rl7Lw3pWryYuLZYp1bPmKMNmtKNOMZNs6p1XOGpwHgn4mN4X1OfRNUs3ia3by4Zc/6xvUfnXtkCSX+lm61GNLgEbtg6iuYu/Aen6hcNDe26zyx/NDOF5H41s2d/FpmnSWk9xmRl2DJrrUXHZ6M5ZNTem5g+JPih4f0yRf7QPl39sMRovDsvoa831P4hWvjbVpPMljawb5Pss2ORXhnxm8NeLofHEupzidrCN9od8nCnoa9A8A/D6ObR5VuopDqMyeZBN/Cc9Oa1q144eXLHXzBUPaRubd9+yn4N8S30epW6lEJD+RnKhvatfxL8H4bhbGyjsocwkYljXDcV6L8N9Pn0/Q0t9SXFzCf9ZjFdvDpMd3OZJcbcZVl61jGr9YfMtUjJwVHR7mF4V0qbSNDis4lRWVQAa34b7ba/ZL0eXN/C+OCKxr/AFa0s79LVLgLMxwAxxmqvxEvJ7fRY7uOQQyRqfcdK2q3hGy6E0Y88kn1KfifV7DT54Y4raI3r8LK3SuKW1svE19Jp2qWX7wHfG+CVDDn+lfOuqeOvGNx4plnEiXVlHIf3Zbpz2Nex/C/4pQXmTdyoksZ2lHPOa43UfNy09D05UI0480tT1G11m40G0SNbUeRb8M3sKvabqWneLL6G8htVimi48xhgt7Vp28Vl4ks8x7NzD54h0rA/sdtHv0tbdJEWU9fSqjKTvFxucs6cWrp2OM/aD8K2Vja2viewhEGs28q/v4xhmTuD+VZ0nxZvPEE2nWemsQFRfNkx1Ndd8WLF7Pwy0VzJ53nfIhc8gnpzXkPwzsb/SdcurDU7IwI3z282MrJ06H867pUVCMattdfn/wxzRlzR3O71zwprUmsprWmas8WqMgH2WXmOQDt0rvmg1mXwpM2oWMH2tI922LkN+Zrn7rWLjQry1uWtHu4U4JjGSgrsrPxnbX1rIgys0yELG4weaqMuaUVJmE3K2hyOk6t5mjI0hYOV+4exx0rw3xQoj1+a+ndbeR32jcea9c8M6XqC6vf2GpRloNxaJxwRnNcT8YvhXe6yttc6TiS4t3y6SHaHX0z6/4V3bc1OL/4YpSjf3jmdc1p7LwZexC8864Knp9O1Vfgz4Tsr61W71cGaZ+dzHPesD4ieH9d8P8Ah93tLGSR5wCYwpYD613/AMD/AAze3mnwtfusTGMMY0bpXkzblT5ZaJs6o1VRd4M9C1XWLHwxppkhIMcak/LXnGm3+v8Axa1B00si0s0bHmP3r0e4t9EtdPvUu5opPkYBHwTnFL8DdQ0K6t52tQLZ0kZduMDgmvSoxdOndR8jzK1W7PJNS1S++E/iPUEv4I5pGj6jjd15ra8BeJH8QxytFaNbzXHIYitX9rCHTrqHTJ4ihujIEZl6lcj/ABNYXgvXrXwvFY/ajth4VZCMA+1ZYjDRwlpQ+2vyHTjeLl1PjL9vzRZNC+MmkwynLyaFDLn63FwP6V8019Wf8FHr9NS+Nnh+eP7jeGrfH/gVdV8p1yJuSuzth8KP210mOzumu0V1ku1OFVu1eC/Gj4c6nJcXUq3Ug3fOIFPyt7VaHxPPhW4h8RXMTLbXD4IX/PtXrul6tpfxE0uK+iljdZByxxxmrlSm4+1jt+vY05VC8ZLbc+HNF8Saj4V8UWypJslLhDETxn6V9+/Dm6Fnp9mk7maSVA0jgcZNfKP7Q3wZXw/fxeI9LO6GNw0ir0r3j4f/ABBtvEXw+067sdsVxb7RLGzYIAxk4716TvPBxqR+K9n5djl929nsex6tsuLO7iUq/wAmMNXzprnwvSzvI4olmaOdi0su3IFfS/gzSbLVrcaks32qOVRlc5UHvXVto+n/AGRoxboTjjcua8OSlJc1VadUdK5KTtTvzHwR4++AdnqDWU9pdyTRmQBoWGDjuele2aPpth8N/hmUiHlW0ELcDqTiuQ+PGo6l4Z8VRx5+z2rthSvGRW58QNTkuvhG5hQSh4hls1rQnbDNR2bOmpzOF31PlGNpvHmqyWFsC5uL/KD2LGv1G8D6adK8N6basOYoFU/lXwV+yt4KHiT4mW84T/R7M+Y+BxuyMf1r9EYE8pVRR2xX08pexwFOj1k3P77JfkeNX1qJdlYnuI90GB1rjNW0W31Kcw3A+TPPvXcKNy4rndftWQDykLuWH3e1eDOKk7MqDa1RSi8P2+mWqokQ8tuijpWPqVvDp26eRMBfuqK3tZ1Q2trHHEwdkUfnXK6trRuoUkIQIv33Y9PpWU1fY6YXe5WvNYe4057tEaKNB8ueKh0nWkjtTdTbyzDC8cGrWp7da0q2hjcRxSEAAfxVp6tpdu2nW9vbrmRFA6VDjKCcmb80XoVNJsYtSuXnGE4/KtLUL2bT7Yxp8wxjdXAtrl94VupVkiLLIdsYzxmukW/XUIY2ln3TsADGKhpcnuvcTi73ZheHIbm01QCeTdDJJvzjn6V6hcLNLCv2aLzA3BB4FYOl2sS3EaCAMVPLEdK7BZEt7diPlA6CumnzezSZlVkpSuYGpW9za26CKPa7HDKtZl9fvp4XaMyEYYnkCuov7pVt03bQzD7xP3awL21spdP2JN5kzE85rGcHG7bM+bax8w/tIeFVuLmLVoNOWN7Y5SbbzI1fPXwb+Ll14I8ealqeqpJPcMxRUPIXn2+lffHjLwrc+KPDN5brHGsqRkRPL1z6ivmLwP8ABZND8UXkGraaksZJle6n+Yu5OeMjgcmuai5UZST/AKTPZpYhOi11X4m9e+ILf4r/ANnSXO6ESTYVQ2M/X2r1Kxn0v4f2szCKGVVUIFtxkA46ZrgdW+E+7L6O3kRr8w2nnPtUvgnwdrMlveWc0/lQ/NJ+9O5vwrtUIxheETlWJo1eWDlbyNLxt4f+0WtnqSBIJL05EXfFeI/GbwDP4fshqVujQ3XB/d8177ceB7nS9J0u81PVHuvLcsyuecc8DmszxtqC6ppc0sFrH5bdFfocV51WMcLUdWO6ex6MKjqRjT3Xc8AsfF+o3wtYLxzDDDFhpGY46Z5rZ8L3y+NreZGeOfToJCBG33mI7+uK53xNcQ3d3Pp9hFHPKR84BA2GsHQV1LQtsmjANeDKsh5wPYU3VjiY3e6JnhpUJ3Tsn1O0T4faZpelahdXE4S8aTNrt6KeMcVnald6trFj/Z+syq2oOPlu24UjsBio9EvrrXNQgtdSSQXEOZJWYEA9en51039nLrmsW1jqHkw2kqlI2bG4g8da6I1/eTj0Od4WqouNV3T6njuv3V7Y3FvoNt5jHO5pmfIkP59K0pPGV/qjRaJe3Gz935fkRjhfRmP+eldB8TPDllps0K6XNIBAdjXWcge2a423VNJa8umePyVXfJdyHLuecDP+etcLk5X8zujVpqC5ldnKabHoeh69c2csRuJFcs8xJyzdl47f4V73+zn4X1O/125168lC6bM7R2lsvYgdefqKp+Cf2abbxFaDxDb6iJLu4j81I2G4DP49a+gPhn4XstP8OjTrYOb2xXc2ByW7n9Kug4zb7orEXim27Irw6RcKb+S7nUMWO31C5rH8UfE7TfC+lrCk8ahFPmyHO5vYVp+LLg6fM0E6uLm54ZV6Yrx/xp4HuNe1ixhjtDcRsRIWHJ4OcH8q6k4213Zwcvvxi1df5HbaDrEmsQxX3mNZ2zDcFz85B5yK4PxfqF3L48MRuXks7jCxHpx6NXrdtp8OnWkEP2FAzxojSZwFAXG0cf5xXJfFTwlLLpRvIkjsIkwDKxyzMegX8SKHqrLZGkakeZNrV9jxv4neHbnwlPHLbXkTQhsvDG4yu7nJrx3Xm1CTUY7O01OSRZ1PnqMAKvPA4r6D8MfBm717RtU1XU4LyRMCN5pwQoGDjr9Khi+H+jtqtlDNp5WWVxGnyYAXPUnvWUG5PkXU7JJRV3qkfNM2l6noMaC3F1LZbtwYZ4Prx6V7b+zD4ik8S6hfIiXUtzC4QTBuFBwMEZ6819CeL/D/AIM8LwadozpDbTyIFaR1AD5A4J7Zrzn4TeAL3w58TrmPQEt4tL877QUiALMdo5JFdlODpu9RnPCsqicYaXPXrjUhp93c2F032oWecqowSx6fyruvhTcaVcaPcvdxLHNIxB7nGK5DxBpaXOqTag8RS5upvKIxjc2ew/GtPw3od34ftZZJ1Ebb8/XjgCsoxim21e5wTk9tiNdM0u38TrNG7eRISBwQAO5+tWo/Cq399OrXJjtMHauQA9SaheXsrBLjTo7WFUaRpH424HB6c1j6j4vsPDvhH7Q9yl1cykuI2wPLwSP8/WutwXs7I5I83Ndng/izwZZ/Df4lWN3ZTyA6jLsuRIAdqg8Ace5ravfhLB8QtRmiW4hS33BnVsAsPWtmWE/FfVra8lgV0XBiVRgBz9459OldLr/ha70O6tZtBENzfW+1pVYgBgB90f57VEHFxXtNOh3zTg7J6mPdfsyaX4I1S21HQgskgVWlVhyyjkkD867rw/8AEjTLW3uWs5Ai2YxKu3nPcdK4PT/jhP408aNoMYay1wDyjG5+VRz0/WvT/A/wfsbS+uI28q5vbg5lZiCu48k4qqdRqVkvQzqUnGF6jOi8H/FK18UBGspgbpBjZ0x71v6nZ6Z4pjM2olbmW3UgK3BLVw118L/+EH8dJPokQuN6BbvAwkfXAA+taGvMdOjuIhIz3UgztU9M1lXkqbvun+ZzU5c2i6HkHxquNJl0xI7KFI9TkyrDnaB0wK8k8J6V4csbdZrC13a5CzC6uF/1YGeBXp1vNb6h41gsL2yW9aVTbpnjygc/Nn8f0rS+JHw/8O/Anwrb3CDfYXd1m6uU/ecsScH260oQ95NKylszq9tGUHBXk0fPfhm6n8aa1PKk4mnsrjnJOEXjiverrzda8NwwWenmIwMS00gwWz/H9P8AGqnwb8D+FZr7VNQ0S132t+28SAY5wO34V9E6X4G09vDputTnEcG0qzK21ttVTpycl3Zt9bjQfw6I898PX1h4lgOn2Nw093GFDM//AC05AKjP4121v8K9C8M6ouq6fbfZrwBd7Yyxb0FcNoNxofhbXr8afAt58waIxPuZORk9PrXtGi6tp+rWc7G48x1UTN5jZKd+navRhQdufqtzgxclTdoX5Wc74hvRb6Zqk7hZfkAJVs7enX3rznwVDcWOqxu8s0/2ssyMv3No+6P1rr9Gv9K1jUda0u0/fRTNmR1X5W6frXZaL4RW2aJo4o4FiQJGgGNo7Ee9cUqPLK66kc3uWkcfrGk2thevqeqWCS2sMeVkk/hz+PrXgupzLqupanLC4iiBLBR0IOc/hX094+ihvNDh0+7PmozZdQMkgE8GvH/FPgmyuriC40W2kxMwWaBB0XP/ANc18/mWAddRjT6P8yJL2lm9z4z8a/CG98ZfELQ7SOWWOG+n2F4hkKOT/SpvEWny/Dj4gf8ACMWCr9kkmWC4fphd2NxP4mvobXPFNn8K9YiS0s/NSPJkmZcsrHso7da8N+L1m2u6lfanI/kXN5GZY3Xk5OcKfx/nU0cKqUacKrvbex1ShzqzXofXHhPxBpPw6aC5s7hLm4a3j84KwZGAUAAfpXK/EvVNK8ca1H4v1OWLw1ptnEyrLcyDzJQQeigk9/Svky8+KUPgnwLZaBp0r3uuZDyzL8xVjnA/DNWLH4F+OPistjdeILu7AmTeRdsxWNOowDXrznFyagm0ux72Ey21KNXE1Ywv0e9vQxPid8WfBcrXXlvfeJbvzCsMcj7IEXnBwNpPavnnUbm41zUDL5K2yM3yxxg4+lfY037O/wAPvhj4av8AW/EV1/aPlIRFlgq+Z6bec9DXgPhHwjd/E7x5Z22h2e22EwbCp8saA5Jb8BWcOSElz+6u7PUjUWMk+WXNGPyRy+tXWq6bY2tvfLLDFtHlx9Nwx1rNGoSNGcLXsf7UTaZp/iq10qzZJntLdFmmQgjcFAI/PNeMHUrG30We48xWuWby44u/bmvezqrF1/3dZ1VZJN/1sj2MBWtFuclBWb+79TMupvvknLVJfa88enxQRqrxSLtYMOhzUOj6fNq1xHBEC80p4U9z6VoXngnUoLz7K9rIk/URMpBP0rwG7bnzlaU8R8O7V/Pc5ry91v5O7axOV962LeG5s4UlgcpMowGWuy+Gvg+28RXF3p1zDHHdnKrNPwsf59D/AIV6n4B+A0/iLTrzfGEkgkKpM33WAx09aUoy9120ZNBQhTrSbtKCVrb6vQ8L8F+D9c1rX0jtLZrmQ8s2B8me5r6O8Sfsjv4fs/7etbvzXlhV/sg5O7Az/Wu00XwJY+E9BWLSXcavvBvJzwrgdFx+dd0upX3iCzsonvEtRB+7XYdpZuT09MV0unGUXG6PDo4idCtGrF6p3+Z87aP8RtU8I6bb2ENjLfQ6afM8u4BHkE/XH939K1X+M2t2s8V0YVSMjcVgccqevU+pqf4pXfl6tqcl5Jsgk+SaVRw+3OB+pr558Wao1tGpsJ90D/wo3QZ6YrpS93TYKtXmk5S0cj66uL3TbrwpoS6lIttdXq/aIWjPJUgda9R0/wAX2PhPTNKEaw3pIyVXoR7+9fAdr4vvdY03S0nu51ksxshQk9OOle/eF7e6sPDMRvpJDcS/NFuJ+6eaitTUKlqbujOnNVaNqmjR9AaZ8XILbUr67v7WK0hkAjWSM5POQOMn1rovCvxIe/8ADurWbRKLaUlUuJjjKZ5NfPWnaPea14fut0cciQPvHzfveMdPUcV2N1b+b4ftkkmlaNIwTGrFRnHQ1vGPSasjhktf3buzsb+ztfD+mX+mQXgvDc4MLLIPkyfvj6dfwryrxD8K9YOni9v9Xm1OF5QsbhsgHng8Vb8HSW114ghjeCZ5wwhZjkpt9B+Zr1e+bTfDllcQXs7RpI/yRseB17VhiKyk+SC9DroqdKPNfU8Kh+Bd1qlr9rtZ5rOaFdsUkXLE/l71RsfDfj3RLpRqE9xqkCsI0ViAFI46cV9NfDea5k+3Qkxncwa2xyMcZJ9OK3/FFhDossMmoxBbaXB+1KcoW74PrUQoXhdOzOOeNxEajja6PivUvh1p+vapdR3c02m33DrgnBb0HWqs/h3xNo6mK2vbiSxtcASBv4j1/lX1Jq3hOzvtSF1PpvnWgOI7mJeVU8HHvzWZfeG7PwqZ7ixikvbBHDrDdjOW5+Q5rndGpy80dD2qWL5ZWkeZabH4g1fwzEL8yW7qhePIwzqO/wBK8m1DWoo/EQg1OPdG3yMrZ5Hevf8AxJ4gvfEmsQXn2iOxiA8o26xbRFGATgDPr/Ovnv4zRpY6ql5GmGyFQNzketciwylLV6HRUrPlvI6m38Uaba2uoWz2P2ueTalk6D/UgFSSPfhvzrrtN8YaVrF0unzTNeQsghfJ53HjA+teBeH5NTvLE3cM+zYzKMNhkODz+VXvAdxPIbazlH2e8F2jRX/QkBuc10wwcIK9jgWJnCV4M+g/EWlQ+GUs9FktmgWdv9F4yoB+Y5x+NeEftBfECTVLyDw1D5YttP4ZohgOfT8MfrXut58Rn8L6Pr2p+KJIdQnhgENlmMHfwMYPY18seAdFm+JPxIsIrtXkW8u0e42Lk7Swz/WiUU3HlPTwzc5yrVNlrcqeBfBtz4j1OJY5Ft23fK0ikj+VM+K9imk+IntotSGq/KD5q5+9zkYwK+nfjRZ+Hfg7q1vY2Yt4oAF2MgG6Ntnevm3wHY2/iDxJf6/q8THTbXdM5VcjfztGPqBRyyTtLQ55VPaTdWJzK2r+HdHVyoe91D5VQDLBfp+VJfW7wRqxGAcda6+xvLO6vtR8U3jxrJbkrp9rtAU9t2Kx/FkkDafYPDIrySLufHY1i5NTWh9Hk9FSwuJqTdnG1vvsYmh3H2C/M5XeAeh6Vo+JLqK8vFuYwAWGGC1UsoZLURtcR7YZvuse9d74a+Fp8ROzQTLJE0bNweRgE1+oZbQq5rlP1KnZ69d0+/oznh7l3HY8+1JY/wCzUkVeF6ms2Lc0ayLyO4rbubT7LJd2M3PlSMh/AkVk+W9qMIc+g9q/N5Jxk4tao3x8byhX2i1+J0Xw7j01PF2n3F7L5cSShijD5Sc9D7V9G+NPCWla3HHqkLJImwbinO0elfN3hjwlP4mjuvs0qreRrvSM8bh6V1XgL4o6n8PLyfTtQtReWTZSW2nHKZGMrmtItaKSPA9jCteVLfsfRfgXQdDuPDkMttp9veTA7Vw+GyvTPNaNp4S1i38QT2mnmOMBfOWPOUdvQfhXkOk6LfaXpr+LPDeoPc6FKf38MR+eBj2Kg/X8q9d8KfGbQrCztbRPNvNRkTzHulGfLPPy+wru9nTqavQ86PPS0WrMDx9q+saEYornciOCzxRnJRz1/Cpfh74t0W31GP8AtGTyY5YyjtnJHcH8wKxPiLqsPiSG+1VL7/SArFI4TuHPavH9N1eXUoZI0smiuFXakhPJOc56Vxzbk9TujLlikjv/AIvaoPE1w4VWaOCTACfdY5461n+AfFttJPBZ3KvHIhxnblfoaj0vxI91pTaSbaOW52gSOVy5A7/XrWXDpd5HJJPZN5EcbcxrwX9T+dZxai9DOpGVXXod7ql9caT40a/jiWWISYLx9F54xXba5q11r2lRxRTqVkI2svBPHOa86gmmmtbJLp3jnALeWD1GOCa6fwK0AW7s9SW6uJifNhWCMlh7Z/GtXbXuylFq1uh33gvw9YeH9He6E2Gt2BcjrnjAraHivT/EWn3f2uPETHDsoOQw4X9Kxry3udS0mXT7bTjZs6oTuO11yeM8d6z9H8N6r4O/s9tTlWJJrn/VKm7jJ5Y/SojTjtcUqkk7rc7KeC7gtNKcwRvb3loQhZcEEbu3Wq2k/CmfxJ/pV/DAIbX5mDZ+dewHvivZfEVtoepLpd+YGMBVRDLGcKAOTx6V1uhQ6L4ktklsHjltpMxuEUbMrx19a8jE1ZUpcsV8z0KbjOKbWvU890D4ZafD9ovLFfsttyVs+isNuM/X8a+XPih4R1HSfiB5kMiJZzOf3TtlFOe4619ieKL/AFGxs5rGyjWG5ZtsO4cY9f518n+P/gJ8XPGXia4uNLiju7YEubpHJA/wr1MtjSrUpyrVeWy26nz+YYuvh6qhh6XN3b2/4c1vhbro8G+IrYW3lmGa5XzRz3AGB7V9I/HLUtJ0zwLdhtKGqG+2kqf7xB4GD3zXwTJZ/EHwfcLcavYuCrh/O2Ejg4/pX2L8LfGkXiHwzYX/AIk+cKoaLzhwrAccGux0IxjGUmpHJRxjrylT5Wn5nkereEruDRbPWGT+yIUl2pYx7chMZzjnvXpPhW4gZdPuNOxNLIM/MvyHGM5rg/jXdXutTKNDuREI8mQ53ZGTwBXVfs/xahfQW1rdCO2WSB0ZW4GcDBHoaicoU2rG6oVZxudl4XuF8K6063QR4Z2JEkXO0k17xpN1bQ6XJDby7mmT93I3U5HGa+VvEGlal4V8YW8R82WOOXMyZJ+U9/1FfSmhtY3FjBcLOoXyzkqcFeOKiFaNablTR0PCyowSm7vyJNP8RX+pWckN+klgwJQIRwwHH69a1PBFglpcTRRzi18xQCOxbvn61i2WsS65DdxScPH8sczchh61zcnjbTtNkuo5b0C8tAryIp5xk/4GssRJzlzbvyNacGouOyPeJNTSDRnZdjyIfLbA5xz0FfNfjj4a2HiCPV5WtFudLuZSyNMgBDDk46e1eraTqF3fQ22pxqXt2j3KhP61x/xe+JVpoPguSe4RnKnbGkK5+b6flXPFyn7iWpUeWL12Pjjw78FL7wn40vrrRrp7XTJJMhGA+9nkDI+tfffwnkhs/DsYvZle48r5j36V8/8AwxkHxT8i0nha0jJ3JMBg7s+le5aho9l4O0uSFg80yr5YUHqx4B/OipevanNWsx1IUoq8dWOvPDFjq1nqUn9pyCydiwDsPlbn5RXL+E7qa8uH0hYHFpkA+Ycng5yCK5qOO81WzvNNluJbaQMztAmcdTjP51p+HfFhtfCtzbW1u0WsWzHEjdG6fpUzpxqfDudEK0qK7mp8YtF1PUvCLDS9U8ye1lBWHq8eM4K8Vj+EfhZFN4j0rxBf6pcSahajM0ch4cYI9OnNb3w/8TSxa402vaYqJNCPPZfu4IHPSvTfFzaD/ZsM+ktHdWzbRKY8Fk5pc0pxlybLczlN3UerORuNDluPF0jadHHdaRdLiaE57/5Naul6BaeDbO4Q2sag/vIVA+Yeo/nWxYLFoOjXM1lH50jfOhHBx1wKw7rWjrKx3E0TKXHl+6HPU1lQhFtuW3Y1qSc0kuhyGr2t5qGpwXtlE/2eR9synH3favYNC0O2sdLjhWXzcgOvtXNJ4Nury1Fv57QxE7laM11On6bPpktrbSnegGC7HBrlbcqlrXRpVkuS1zF+I2k2sPh9JCFaQPk7uuK8L8T6Pbanbz3S+dFf2pWSzmhYBlPAP16mvaPi9o8yad5DXWdzZT15rwfxKb/S4dMHl5Qy7JJs4IXJOaK8Vzxja3mZYduzd7nUeALi4uPEU8HiK4YR30W+3lIwM4Py9OvSvVpvhmLnw/E8zC6iYkRrMfc8GvLPFGtaTrDQaTbyc25WUFPv+Ypz+ByK3PF3xE1q08P6QLfdJDDIq3CMMFRg8n9K6qUKUbKezX5f5hKVWb93Roz9c0/T/B6jR5oPtEjKXhbnjI+7n8P1qx8LvDb/AG+JmjkSQsWG8DK81W8YXQvrGw1KKT7QyyLjb8wK5HB9K9D8C3nmXiXjuq5jAXA4Xgda4qslO0Io15pKN2dVr2ky3mnS21hd+XexDPGMj8689s/CemeLBJd60jDULFvLG45VsfxY/Csv4mtrev3X2/wlrSWrKTHKQ+Bn06+9X/hVoWrW2hSSa9ctc6gshJHXeCT0Peuh2iuRPUwduXmbsc1438I/a9Fltrd1bfxDsyD9BXm+heC9WVvsztcQiH7+RXp/xN8cW2hjcg+zuhG0lPmVgat/Djx//wALCvlguVhW58sK8keMnp1rkxuF56MYqVh0ry1a0Op+H2lnw9bxxSRySyuAd3bHrXoawxteMWRdjD7y1izQ/wBh6hHCGa4s2UAtnBT6GrkmoJpd98j7Y2HVuhrvoUo0IxhE56snUvJlLXLxreCRQ20A4VsdKrLqVxY6asyqZ8dSvcVcvdQg1SOQQmORDwwBFQ6BfG1t5YZkXYCRtNGIptv3jmjLsZ+k64JN6C6WBWb5Vc9T6Vm69qTeG737VeN/o8o+WZOgPvVbxRqHhfSN1xqE0UcrNlFGMg9K88+I3iDxFvggtLaLUvD06hjKBl0/CnTjPlak736m1O/Mr7Ho2gePm1C9njM6sNvyD1rkNc1C+1nVPsUUjRszAknggZ7VyFx8NPGF1FZ33hy4hMTcvDIfmX6Gur1b4ceKrPw7Hrd5fRxXtqhd0HcAZ65rSMqkU1JfI2/dJ6PUtQxatvlt9Vt0uLDHl+Y+DuGK4HwzrNx4L+Il1p9pNNqFhIMQW/B8rk5A9q8k+KX7WOqNavoenQ+XdMfLaRTnGDgtXU+EfEtrodvoeutqcd3e7R57ZHUgcE5p+xcVaT36BKXW2p9deG783Vswu0MBccI+OavnUJNPBCMZIcYXaQdteE/HD42Wvgn4ZQeI1OLo4aJPulvUVQ+CP7Qlr45s4riC3lW2uV24kOdr4/8ArivX9lKNFTjont8jxmtbyNzXtXvNQ8fLbl87v4QCCvT5q7X4xQ3S+AJDbzl51gJ2f3iBWNZ6RJd+NJLiQKGZMqOhxxVrWPFiTo+lXCC7U/Lt/iFcnN77lLodcb3jynyj8H/Hmka9f3ug6uGtb95WCO/HIJGDXtvir9nuy1TSRPpN6bDVsB1ZScORzg1wmsfA+ysviBBq8MGwMd5U8c5Br2LWPFkknhuF7O3P2q3wpZehFYOdOtVb2OnmcFaLuZvgPTPG+l/Y/tdqyTQDY0ytw6jHJ59q0fGvxE13wbrlncX8Lf2c7YLlflU/Wtzwh4+v7yFQCs0CLiVT1U1q6v4k0bxNpc+i39ql9BMhBjkUHB9R9K2w8Vf3WclZyWkomDr+vW3xc8N3OnRN5cjJujlQ/cbHBrgtF1TxPbNp1nqmkMLS1k8uS9XvjOD1+laXw78Dt4Nvrqyhv5GWRyYPMPIXPA69q6rx1rGq6f4QvLNLbz52xhouT1HOK7akpVLUt7PRnPCKS06m/bkahcxvby7emN2CGrduoYFWP7QgBzhWUY2mvNPh3qn27S7NWlxcxkLIknDA/SvQNeuLiG5tUWPfA+CWxnmpw8Y1JWkY1+an8JPcWU2jyyXfNwrL0Fcfqnii+vNMuY4tObax2luNy+/Wu+uNeihtlEighhg7fT6VxOt6xCt5sgZY4zz5nc+1dLjyq8TKL5viRkaaY7+wjjufmVBtZmHI+tedTaCfDfjSTVLPW2W2YY8jPyD9K728tru40m9jgG2WZW2yqO+OK+OfjJ4o8ceEZo9De3L3lw58mSIlhIMnp71x0aSqSkm9zp09EfQmo69FcXjqkizSN78VG3j2++F9vHfQWVveWsmTNDu2t9RyK8o8DaX4mtNEsr7VrSa3R/vGRTuU8etdHqENh4guILHWhKrqd1u6nAb2NbU6qlKz2RdSnFpcupwniD4jSfEj4oJd/aHGkYBW3Bz5bZOf6V6v4o1bTNG8M2sjg3NurqzAdR71zui/DTQtI1yW8ht/shbqq8K34V3a+G9K1SLyZiGhPRW4redWWIrqc9krEVqaoRV+p8WftyeK7Hxf8TvD13p8gkgi8PQQHHYi4uDj/wAeFfOte7/tleE9P8H/ABUsbXTVZIJtKjuGUnIDGaZTj2worwiuKUeV2Lp25FY+0/CeleKPj94kGh6NLs0OzlAubp/uqPQfnX1hqXw90/4N6bYQ6Y9xcW2Fjkd8kbuhPFcH+xr4F1T4cLr1vqdrsgMhMbMMBzxX0zfXyahojDUYo5JmB8tEGQPSu6vTWHXsI6x0bfV3V/wHKrzS54s808VaPD4v8LDTw6/v04b0r5um+GfjH4b+N7a30d5NRs5mXz/mARVJwc9K+i9JsVsdRnivr3G5t0cKHnFL4sW3s7WSUyMIywZl7nnvXJgVUw9VynrF7ruZ4ipGVuR6nuPw00+LQfCMHmOuWQOwXopxzVhfFlmNSC+cpycKma8u8GfEa41S1g0eCzZInXBlbgBfyql4m0ua31RHsS0kine5Xjgc1FeM5VW3tI1pyja5a+O3w2Tx1NDceYE8sbuDXLeINCfVPhrcadGhhkihIAB7CofHvxQjsdNs0ilm+2TSCLGTtHUGpdQ1QtaNAlyd00W1mz0yK4vZ1MNhWpbN6fI9HDxeJlyQ6GX+xjawaPql5bH/AFrMcs3Xg19j7QWyK+Mvgvolx4T8fWs80mLKVyBIeNxJFfaEe1okZTkEV9JWn7SjRqrrG33HjYiLjVkmOjX8Kq6hjaSo5FWlYhCKZJCJFOeK82W9zOOx5vq1rercy3Dn93IcInp71554w1I2+k3QMcjGPnavevWPEmpIZVtc7Tg4AHJrE1DT7TVNKa2uUSJmHXHP1NYyjKza6HVTmla55N4E8eNrUdo9x/orxt5aQjoueATXqsOoz6bdQqZVkWTjcfzrxLVPC0vhvVGFjiS2Zt7Tv91cd66PwtJJqF7DdXupboo/9XGx4J/OtIy5rGslFu62O88e6X/bGm/uZBFNH83mHpXPfDdYxrLPc3yz+WNgXPBbisj4ieK5bWxeBpjCrZyw71w/wP1qG91OWFfmEcrFZGb75zWcGuZtHVCm3Sd2fVatFHJmFlDuPxFaM0cC2kUO8GRuSc81xOhwyahqUiD5OPvDua3Le0On/aJLh2eSJTtrfmXLqeZKNnuV9WuImspYic7f4s8/SsC3trhNIeQ8XG7Kj+6v+cVnr4iguZHEsbwzl8BW69a7iExNBbbBvLLgqO/1rlUXUTkype61E8l8T+OLvR7y3iiSQrIPmkPartlpMPibTPtSOwP8R7muh8SeF7bU98uFby2yVWuQg8UaVpKzSPqcNlZ2hKyxrIDgn1/I1xQhKo2pdDdStayOgh06DTdNAGEIHOeSa2LHwrY2OijUnl8sN87E+h5qjoMdp4nuI7mO5jktFXcWyCMV22qRadqXht7KOVEicbd4649q9Kkm4JyVkjhceWTd9TyXxLs8TagsEXyxRjA9xXzn8WtQbwx4osLJ7mT7O0mHVemCRxXv93qy+GdUASyNyZAY42c8AYPJ4rAvfhXafEqCW8vGUTR5KHsCO4rza9Jpqpe6e59Bg6qpu09v1PL08F6FZ6pHe2UfmXMyAlQSTz3NOs/CeljxOiiIrKCMhTgZNb/gW1t/Ct7qkerxPc3jZhs0X+LGOT+tcte6pfyeKjAbd7ZFyTMqnAI7VyqCpTXLr6dj1uZyThP8T3u8+B1n4gs9MnslhtjHzcyJySvPH8q8o8VfAnxXqnjwnSo1g0tfuTy9VUegr3z4EaXc+HvBcsuoXEzm4YyK1yxJAz710reILfdO0Mvnv0O7p9BXsVMHShPy/wAz56OIqxXLF7HzD8Q/gBe2/hu3ijuoppd2+TOcd+eleU6T8CZfEOmanAYpp79n2tGRhAoP3h+v5V9srfWt7dpZ3Nuu1+WZj8o56Ve1jTItA0+6ubG2QM6ZDKMEnBrGph48rcZWXclVpuaUkfNvgrw9q3w90+x0M27xeavyM3JI9q9G0+JfBdxb6tNdiEdJd4+U+3Sr2jeJtS1i5d9XsUaS2GLRlTJ/GtXx5o8XibwPPBNAPtbISFx04rNU3SXtU7s6qlX2k/ZS0RyHjbxdp/iu8t/7K09by5HIMfT69a43xv4gudA0c6jBHHbGzXDKo5b1HNZnhPVpdPjW3sV+yG1DJI8Q+ZsHkHFaPiC3b4gaO1j5EkWxyC5BCsOM041ItXWrXQ1dFwaXQ5+LxbF408L22oi9WFnODGuflx1PT1rZ+GWpWfijVLyLUJ2urK0XMa3XAkYc/KKyfEOgaL4E8FR/ZRCJYT82QBz9Kx/Dvh/VpPE+matq8EmmaOsW7zuV3A5GQKyhWcpSgk/Q39jC3Mmeqav8WdL8R6De6bZoBapIIPssKENvGRk8fWsa60i6vNeso7a08jbEHE8ijAxk8e9avhHwjZ293qev6XD51tuzErDBkbn5sev+NdHNb3GvWd5cXc5sfs6bUhX75J7D866aPvSUnv8AkclZqmmoLQ8Y8bad4b1DxjFfeJ7iV7Rdu+NM7VK9yR0/Cux1CGykFiPhokcaSYe4vUYt8vQgZz6elcT46bVNO8Kato6aHHcXV5G4ha4/1jZBySCM9xXm3wp1jxj8FZbRZ7O4kjvMhYgpAGSeBXVKalotGvuZz4Wi5RXMz6sgtfsMCz6lcLeNDKJIxjlTnJzxWxe+M9I1SZmCqYI1CqfWSuJ0XxB/bGi3kt3bCG4dgfKJ5zzxXN6L9v1XxJc6Xb6dIxPznaDtjHAz0/zms+a1rrUHTi2432Nu8sbrx54iktBdSW+n2yl2kB4kb+7+n6112l/CCyvIUSRBdnGfn6VDotr/AMItpN7Yal5NtayS+Z9uVgPmB+7mun0rxUbWxnntJUuLeJeCWwXOM1NSnJbsqMlJcqOY1LRR4Xha2t9NTKjG2Lghfzr5b+KnxsvfB/xUsLWa2aC0WPYq4bDk46n1r27xl8eL601WG4j0f7TLLFtSGNuo9Tx715347+Het/FebSvEV1b2SWtvIJzpqgFwF4yx/pjvXJRv7VRb0f6nbKnyR5po5vwz8DfFvijxm3jPQ7v7NdXwaUNIMJAuCT2yeD71Nqnxx8UeCobPS2026sr43bQyatN92chiMrz7ele6+NvGmtR+EbPXdB0t7HTNHBW6tGfyjIuB2xyOtUYbrw98cPAdn9sMd7e28nnnZGMxZJIUfQH9K9f2U6dO8XdJ/Nf8OcixL5k5R07f5kra54nl0ePU/tbQCRDveTrIoGd341zOn+NJNfuswyyS3kA/eMwIB9q9l0+wt/EVvaaTHCrPCgjdZv7voBVfxB8KrfRLG4a1WGF2cZKgBuAfl/H+lcaoScpOo/dCpi4OiqcYJS7/AOZ5leeCf+EpvLIRhrV93mSvFwXA5xmptf8Ah7f+NLG50m2V7mCIMFtpzlcjgHP/ANetebxpceD9LtrbU7dI3ujsVozzFk4/GvY/C0Nppem2MCyrNd3Efnh1X5h06nsOa3VGU7pP3UckJvDRUurPn3wv4S13wbDDaGKKJ4gNsUYOeTgj8q921fTmvPB9rbTxsPOjDMo4Occg/nV+O40iLUpp7iMR+R8zTSD+VLN4407xNpWpXGjul01oCuwkAcZ5z26VaVRwNZVIympcvz8zyTwboNrp/iae6gWP7HbruG8ncXJxg57c1J4ujHg+a+vrZzI+oqdyI3yqT2+nNQweKdAvNadZrY20t220hT8pIH09q5zxHoWreMvHVhpsN7HDoMTD9wrcyHI4zmpjNxslJ38uxrWp8zc5rTfUu/Au21HTdYezv02ySzGZZM9Ex0P419I2NvJNeLfSSYt2+RUB4z614U2qHRvFdnosto32h48POi4XAzgZ/AV6v4N1+FrhrWR2BtkG5T0Df5FdkWpRVzy63NKXMzG8baxPZ6hFFBZfbHUlmZfvAc8YzXlmrfEWWx1uJ7ewa0aWRVlhYfMqk89/rXef8JRc2/iia7Nk11JHMcHb8qx4xnP1rhfFF0usfEZrqCHz53KqVA+QAk45rlla0ZROileMmpq+hnfFDwba3DQ63dFZEjjyY1H+tJ5AI9R/SvnDUPC517xhLDdWV1Fam3Zk3f3iDtx+OK+0F0Gz1vVra01KVEgjGUhb+J/QeveuW+IljFpeoG+0+PzLuABGtwmRgnGR6d64MTG6u9Ea0MQ6L5obrqfOXhv4D/8ACSTIINKGni0XP2iXrMc8nkmvSPFXjGPwD4Rj0x7pbaOG2ZjeTDmTAOAvHqP1rWsfF2sXXiJbmQLb2iRbWgbp26ivO/ip4Ov/AIraxYQagoPh6z3G3hj43vjgH2ziuWjN+xvHTyOmM44rE82Jnpa93+XqeL6xpmsfGKEavrN3/Z3he0bAXPEmedxHqcH86w/Enx6tvCWpTWPgLTobCzSH7GJFXLzHn58888/pXS/Fq8bR9Fbwnpzl7hwENrDwIRjqR3rg/A/wZv47eXXrtPs0VjiWPzl+VmHPNc9R02nSra3PtaVFqg8c1y01pFd/82cX8SPAOo6X4KsfEWpXTy6jqkxZoWzlQSevFcn488HweG100QOZWnUO3B49q+kfEjSfFHS9HtLsRx+TcB24xkc8AVynxU8CRyeJvCsQmYz3j7/JkGPLQZH9DWybvbseNKm6yU5/a/DU8o8J6LcapqbPbf6O9ugdWA6MOlfTOj+EJ9e8MvLqqCXWmi8zz12ho1zjAH4d/Wqfw58D2vhvRdc1ue2Wd0vJII9w+U4ZgOPwru5tLhv7+VZzLpqMio1zDnAxhgp9cn+ddWHamryWjKx1OWHxPJTdnA+etH0dvC3ijUVjR7p5iBHuUjc5zz+dfaHhjwfFH4Qh1Gy1CBhBGGnhTsx69veuHudBsZtMkDW8aS4KfaWTn/erQ+DLi68L3FpG4S1E5H+/9farp1I+xnTq302ODMH7Wca1JW2uburG1n0kyxJHG5OCuOSa4O4mbS5g23aP616frXhNfttokMqC2VA0rf7XcCua8ff2eHh0+1hxAFy0x5Zm9fpXluKd5p2t+LOGm5NpNXueO+PtHsta8H6k926maVm2RDO5SP4vpXiPwD8Madq+tagNQEcixOY0jkJyxz2Fe8+INLT+xrq5Zj5KEg7/AOKuA+CHgn/hIvG174mNrHZadZvt8uJcBugzj1rtwlT37Pqb4ik7RbR30fw5sLfVIQlhDNg5CxgDb+ddvr3g+5aO1WKwdUYDaNv6CuqXQdE13UGlttSh0iG1RmEk+C0jY6YyMdP1rzrT/wBoXxpZ+KIfDqaLLqEzXYSC4MZwYxkccd+DX07w8GkuazPGjKSbaV0XLvR7jQZEiu7OSHJxxkHmtC/8M6xcWKNZ2krWTcmViP8AGuv+JOq3mrzeffRrDdIoDrjG3Fef658flt9ITSjaXCRQoYhMmcM+eOMdOtc8eWLcKkr2FONWol7GKv1Y7w7YpomrXGbqJL6Mf6tjkg11+oeH7zxlZwPM6iUsP3x6Ko7fU15boehy66tpfCNobtpC+/8AjcEDhjX0N8OfDYvbN7aS62B8GYHkDHp71yxqQhOzIxMZRppxdn1G6f4VtdG823gmYtEgLqzYLZ461q+JrOS48E3OmNcfb7eKLz4IlOSrkZxn2zWV48sbmTX5rm03CwYKhxyF56GuqtPDsHh/T9MeE74rjk5OCrHGRXn+3qxpy5npf8yoxUHGot+x4B8F/FXi/VPF2pXusW8raWzNFEroQkbBfu4Ht/Ou58SeJJ2Z7e5eMW3MifL1YdAfpmvpbVdQ8MeFfBfFtbxPcRtvVVH+sI6n36V8q+JPJ1GKWNwFUg4K8YFdGKrSw0Yc7vc9Cly4yTcI2PJLjR7qa8j1C81AqxlzGBwGGeh4+teZfH7VLa4bb5bLLG42Ffu7a92v/BqatppjikY7PmDKelfLXxOvr2bXLrT0/exW7FNsnJI6c1xU6ym7o7K1OSVmY2kagWSIpceXC7gMo78da9h+HZttS1O5QQwiOyUyLPLkKQPT34rwXRPDmoXTbjDIsAYsGVTwa7fQfFl3pV5Z2t9CsUzssaiQYzk4BIr01UUrJnFHDt6vQ9M+Mk2m+JLqzstLuHudG06H7Tfvj5TKeAgOP9oflXe/syfCnWdF/szxLarb6Y12TczXt0u5IoQAQqjB5Iz2pviD4ZXFp4d0bR9KspJU1CRbzULgKdsjYOFB9MY/KtDx98Zofh7JpfhlXeOCG3Bntl4SLjlQPwrz/aOVVytsfU4rC06ODjToyvz/AJbfi/wPLP2yL99e+IFrYxeVNdXDDBhB+btkg+vWvOfF1jN4Wt7bwVp2JpiFkvJIurOT939P1r0X4caRf/Ffx9qXjC6ia4SBvLs1ZeuAAD+AFdHqHwztfCWoyalP+/1KZy0jSDO1j0H51lOXM7tHjR9nR9xy1XT+ux5B8QvAqeCfC9o8sJ868VdjMeFGOcfjXl1xJvkROoFeu/HbVFupNH0+O5mmeNGeVJCcKScgAemDXG+CNBS+0fX9RkhEwt0VEz/CScZ/Wnze7dnq4ZOnBRW8maFx4fmk+Ga3axqBby+Y0rHqvPAp3w08QSaD4j0+SWVhbyv5TLnj5hgfzru9X0eJfgZb6eIhvfM6XLD+Lk7M/j+leT+G9HufEdlJ9lz9os080Y9B/wDqrpo16lKUalGVmjrwdRRlWp1PP87G78R/Aeq+FvFGoPe27Lb3EnnRSdir5Zf0NcJfWdzp8cU8kbCByRHLjgn0r2vUPGknj7wfZJqV00+pQoLYRO2Sdo2ofwA/WuOuLdZrZtC1JmW2b95b8dH6f0rhjVqyl+++KWp04ii5YKbp/wDLt2fo9jjvCvii78Na1BeeWwtycEjvXut1o+lfEzw/CjRx2epgb4rtf4x6N+teK29uxsrzQLyIJeRkvbyNwe/H48VqeCfEGt6SFNqVmeE7fKb7y12c6s4s+NpydKopJnQ+FF8R+BfEk9pYTDzY2/eWchzFOAfQ+v8AWpGvrq68VTX1lZvpspz5lnjKk45x14rqtF1mHX70XWoaa32tiBJIo27G9elbGobNFhnnCCS6kGYWk5IHTFcLqVeblW3Q+mqSwNSgqn2+q/UyfCRlthObmy8hH5l3MCCPbJrpdB0nR9UiuBaBFmgBYy54OT0H515nrviC4u9SsI7yM2yxooaQRFcjvn+8K09DfUbF7gw28ctvJ9yWJMZX3/GvQUXJWbPmvbK+i0NqfTWt7xLhHVH3eV5iDqOhzWjYaPPZzSMs63EAGQVGcGsXTb9rhruAwTNIVZlABOwjmug8H3T6ZqVsjqXim4dR161z052fI9z0akVKnzw+4uS+Gb63jg1FkEskpG30x6V678Np7DS7G61TU7VIWReP9nAxXIeINegF0dNtY2zC2PnXkrmse61i81TSbrTbVx5DMC4/iJ6Y9q0qQadm9jginUs2j2rwXatNrSzXk63em3sS3AuOjRtk4H4YFeja3p+ljQpI4LddRkmPEjg5B9q8c8J6Pf8Ah20sbTUJWYxRFgjcbeOK9dsbqSPS7Ng3myTDCnqF/wAK1fLyvmepy+0lVn+72KH2fUl8G2kYQ29ysnl+Uwz+7OAQPwJrD8N+P5fhTeXunHTZm0u4l3lm58o85798k131zcXq6ikXlG4DYYDPQ1ieLtN1G1uoJLuzhvLbUG2yYP3AOB9DXjVJSimnrY9RSat2Z0ni7VI/iN8PUuvDdysOoSHy8rjK54PX61wvwv8ACPjf4SNeWt34kTVtG1A5njuTtlgzndtOB61kfDm8074Z+ONQ0XWL6a2a8IlsvOBKPz91R68V2Xxj8I6h8SbOWTT7ySERQfKkRIJbHQ17OCqVKcYU5tRjd6ta/wBdj5rMKes8TRjKUtNE/wCvmc1+1fqVk3we1EaFa7bgBd02zJPzDkGvHPB+qahqXg7wlpdxDK0mxWkYYG9cD071W174467/AGFf+AdS05ZrpY/KimJ2454PTrVv9n/xkljrWmaRr+1Lq1IjO7kqOOcfhXfmGEnlzUbp3vt26GGXZhDHVE1Gyst+/U2NW1C00rVom0+P7ZdI++WM9I+Mc+vavQvg/dXPijWLu9eWMfZm86RVUqsY5OOntWfefDW+uPFE19HarDZIzTfuRhpBjj9cV0fw98Saf/bEJvbFtJTIhvV28Sg8c9PevEj+8b97VH1MpW0R2Vtd6RrUutXeoskiBdqyx8kMMYFQ+ALG/wBQ81LWQKgO5o2zyB3rqtB+G9l9h1O20+2I02aTzY2Zc4JAOPpTNA8UaL4T1uLw9tjlvpgFeKPBkXtWTk3NQprVHL7e8pcmvr0F07ztNuru5vVFxZWvRIuu4j/69cLqWkW1jbC8iLahLfEyyBl+ZAf4Tx0r3rQ/D+lR6NqkSruuLiTc0ZOTXBeJLOLTdQmmW1ktdMSMBVYck85xxz2re01F3H7RSmu5zPh/xlcx209tbzohs0y0ZPAX0H51yd58Sjr8sNnZaVFcr1d5+Q3rjmsbxFJDYalcXCCR9O2k3LRLgop53N6dq8w0Px9b6TcXNha3AuYmfEMo53AdMUud8t4q729DF1o83Ly2PY9F8eW/hnXIoblEsIHfI8sfcP4V7ppMlt4p0OW/F4t5JEpeOMHljjivlKy8K6k3iKLU76DzrIxhvJA+Yg4OTXr3wPhgXUNUFpeeQgbdFAx6Y7YrzvbKN3v3senGmqivazOm8WeH9Ut/B2pahajytSRPNjGPm5GSvv8A/WrgvDviYXOh2V4Abe6nBSZSpzu6civoOfW9NHhe5vtTH723OHA6t1xxXnuhaTbT6zqb3Wn7LO5xJAyrjAPQfpXe25U1JbHLF2m4yRzM3iPboP8AaBbedPk8maCPuDn1/wB2uq0i2ttX0mK70+G6062DBrjzGBJ7+pGOlcTr+knwvBrNnp1nJqdnelpJoHOXVueQce57Vl/C34pXviDRJdJdZLbD+W24H5cEHGa4JycrqLPQjTslY+kNBvxPYPtmDBBlMjHSsnWobmK2N/bssjAhiqdGXPP+famafCFt7NGbc+0AsvOfrVXUL82+mmIyLA3J8tew966qMFKG1jzaqdOfus9I8I31tq2lRTpKAMgEV02oi3mt0QjcvZl6ivLvhjrmjyaD5HmfvDIQuz+I+tegyarp+i2qCdtwk4BPatYR91ruZ1PiPL/jZrEljpNxcP8AM0S7om+nXP6V8oeHv2hk+IXih/DlwkNrbQHDSSEAsc19SfG9bXXfCVwLafd5YIk28sqnvj86/K/4geFZtJ1q/ngvSl3HKWVoxt3DPfnrW0cO5r3tWSqygtNLn1B8dvHH/CtbqOW3tmkuZE2JKjZwTxuPNeqeGvitpWqeBNMluVW/mkjVZdhyQ2O+D618DzeOtT8UafDbapevdBY/LMsjZ49K9s+Ef9m+E/Ct/eaK013NEAbhZG4XI6j8cVjJQpxiktS/eue++HPHF5/aT2d3HDZ6WsgXJyWUZ/GvU7rxvFoV/b2dqEkgmjDrLniTgf4183fDHxxa6t4b1e211LeLWpnJCyYUsp9M/jXtPhm30nVrOwsrqNFvYoflD4OE4wQfypPkqSatr0tsRzSpq8rsn8c+KLbw34XmFjayFLvcxMZ5R8fX6VJ8I/idc6p4OFrd/wCj3m1hhzk4BwCD9KX+xz9oukeVdQ09RjaE3BD+dXPDmg+H9JuDMsQit5Bhs4wPWub2jj7vJ13N+VS1bMfx1bSav4The4KXEsmVEnHLds+9J+zj4Nm0ya9vwGFyH2tGTkd6d428XeHNJvI9F0yNbqWY7324YD8Pwr0j4U6e9v4bn8t0jvZcyIw6DrjI/Gsq0lUqRVrXZ0U3OFFtbHoOiw3fmyPewAI3TJ61JdXmkXQntb1RC6jaiseW9xWTb+MrWXRUjvpRFc7ipYnChhz/ACrx3xx4ik1jxRby2t2DHa8Bd3VuO/4V22irq+xxWlN3Z18N9J4d1eWzNmWsZD5itu5/n7VL44+JR0jTYpLK1AdgNyyYzg96878P6zrGvpd3dy7ia3VkMIP3eOv61hC7k8deGbi3E7pqNtIVi84YPHt6VXM+e89UbxpJ2djQ8SeHrDxMx1K+1NgyLvWAdB+lcX4X+KPiKz8cPp0Ni11pseApZchl9q7zwb4NvNat5LfURzGm1mXvXS/D/QdO03xEumQ/vpIxkFeSMdjXNWr+zi+RczHLTpc9d8KW5k8O21zJAttI3zBV7e1Uvihq0mm+BdRuHX5libAxlehrZ1q+j0G1tfMIjilYIey1Q8YNaz+H7mylH7qVChzzkEYr06MmnGTR5bPkb9mn4OaP4k1rWtX1q3hu9RaVj5D52hCcjA/Kva7r9nLwfYw39xFEIXmiYeUWO0cHoM15z4N1yw8NfEu20uITabdLmOK8VT5cwJztb1/PtXofiS31rR9Xca7dtI00gNtJCp8tlz0Izwa2lH2lSU6j3NeZp2ifnR8cNK8d6Rqdzoutz3TaHDO32ITAbSmTjBH1717X+z3eQeEfhmkl1bzRzM4eO4Tle3FfVnxh8E+HfGPw7Gn6vFHMzAMkhxujOO1eR+HfCdn4d0tdBlDfYcYinA4NbYiUp8q+z+SIUoyjruetWWowazpOmaxbXoludgX5DyOOQfyqXWLO1+zGVx5N8p3JN2z6GvmPWrPxp8IfFv2rTDNrnhq6+cwxAlovpjPvWppvx+bxFqk2nLOVeUBWglGCp+nauCvH2aVte6NqMXN72PZJr+88VRrJLbvatbSbJJDjDD1GPpWVpfjzStJ8RTaCImntpl5mYZUNWLf+Mta0fR/s6r5mVG2SM5BGOhrV8M2OmMn254QNRkTDxnowPtWejipdeiJju09jStfE0OgXlxaW0TMJsrvTBAHvVfR9cn0FmDzR3kLk8ZG9M1P4I8M21lqOoTsfOjkOQrHJj68CsDXPBFnDqsmo21xMrbskb8L+VFNxXMos6Z2qWVivrHxQ1uG+eztNElu7hDujm4AK/nXdeEPEWs+K49t5pklvNjncQR/Os7wrfxzLuYLdOgK8c/ka7NtWt/h14LvdZugwt5+A6c7M8fhXqx95JRjqzy23zNIi1jwoum2SahAjiYtkGP8AvVoeE7yHWI3mvp5rO/h4a3kIwR6isHwD4ylvIUllvBqGmzHcNxyOa6C5k0eLxB/aU0kYBXaY8jP1qow5L8q/ryIqfyT3M/VPEAurz/RG8wRnBFVtcKalDaRwwjzN2dw7da5T4maqdKkbUdBPEx8t4wPXuK8f+Efxs8R6f4w1DQ9at5L8CTfFMynhfQ/nU1+bkv0XQmEUj6VvNQXQ9P8AMuTtRRz6ivJ/ipJp2rXOjarapFfT275+7zjmuZ+LnxfufEXiW10nQF3RH5blX5AroNP09PD2iGa6UMRHvG4foK56dN07OXU15Ll661ifX7ZIJFEcRHEagVgahY/bmAEGxrTnzGGMVzPw61PXPF3j1pYYHjsYz8mc7WHpXo3xTmu4I1W0CWrsuyYY5NXrGfsIbpEaR2PGr34kRaz4gmsoblIprUc7T1xXWf8ACVNPogzKDleWU88V5DffC+y8J+II9Ys3mvFuG3XSKCdo7nFXvFPizRbWOK30J2mjHzSqvJQ966HPldo7IqX75qLPE/2tdROp/ELSJd5kxo8Shj1/10/+NeJV6Z8frtb3xZpsq5wdNj6/9dZa8zrmcuZ8xSj7NcvY/bvXm+z/AGtIlEajn5RirXhcm401fNJfjvRRXZHWLucctmcR4fhSbx1qk8g8x4eE3cgdKoePdSm85Yfl8t2GV2+9FFXPaPoYrc3vhBp8ZvNQuGLO6oAqsflHA7V29422YjAw3ynjtRRRXS930RtT3Z87ftVQppsenyWyiFoiGXb6nvUmg3Ukmg2srMWkePJY9elFFeXim3hI+rPrsh/iyOh+HV9Nqvimws7ht0PnDpwRzX2dHiK3jVRwqgCiivRo/wC6015v9DyM50xUrFVbh9zDNW1kLKc0UUqh4VM5HXrOL7V9o25kXkVxetXUjbIs4WTO4jrRRWP2Dpj8Zyfii3VdFWLcxTGPevMZLiTT7kRRMdqEMMnvmiiueH8Vep2r4TuPGVnFrvhm2e6X5niBJTjtXF/DjRrbTNSf7OrJsfjmiioWlR2Oqj/DZ9NaXIbPQxNEAsv97uKuwTPceV5jbixySaKK7Pso8uXUlvtDsmvfMMC78ZzWXp7FdXlTcdqqcD0oorCH6MzjuZ2vgwaXeCNmTMbng+1fInw78J2cmp+KmlkuJhcyv5iSy7lzk8gHpRRXm1JOKqWfRfmelTPWfgvY/wBieCbpIZ55cSEAzPkgcccYpdR8YapZXkcUNxtTd6UUV34iUvrNr/1Y5l8DF8TahPeadFO7YkPUrxUvgy+uGtZWM75GFA7YoorGOvMmd9P+GbN7pNtJqkF0Yx5sK5X0z7/nVDT44dS1bWbqe3iZrUZij24UHnn1PT1ooq3FckNP6uVGTfNdnp0OoySeF4nZEO1MhcED+dYmkztfXNs0gUea2WCjAoopYxv2cjjicj48mltfG2j20MzxwzzhZFU9Rg17jaot5GLWVQ8K4GKKK0y73sGubXVmFdv3WY3iC1htJHMMaxbcAbVFZtxGJUug3IERx+RoorSolyfeaQ7ng0NvHpN3fi3UDznbeW571uaQW1S1IlYxiFCVEQC/nRRXmbNNeR7tX+Gee6Zott4i+J1hY6gGuLT7SpMTMcH619F33hyw1bxh5N1D5lvGgVIeiKB7Ciitn/u9/X9DirfxV6EcOnwWPiaGOBBHEjkLGv3evpXLapqktv8AEBolSMoGL4YHrjr1oorsyzWMG+7OTFbv0Oe16Ia7qk1xeEyyGTHYAc9sVhfFaY3GsaNKVVDawYjVVAA5Iz9eaKKJN2Xr+hpTS5vkfOWj/EbXbr49R6G93/xLg4/dgY79a+3vANjbppOt3AhUXLx4M3O7sKKK6IJcrfkVjPdlG3kcT4RtR4i8T32hag73GmW/7xYWPVueSfwrp/FHh2ysoVeBGiWOBiI1YhepHIoorKbfP8v0Mnuz5M8biW805ZFuZrWQSld0BAOBjjkHivo34V6dF/wj2nI+6TKKzM55bjvRRXPhUm7+Z0ZhJ8kVc9L1bTrXV7e7sbiBDaSHY0SjAIrlNY8E6V4L0m4fR4jZmROdmOPpxRRXf9v5HlRbskavwsjVsXr/ALy6kXmVuv6cVqa1cPd6ldpM3mRrhgh6A+tFFa4rRq3cyo6ylfsec/Eazt5tS0oyQJIFYEK2cA10/htC3ipG3t80KjbnjGBRRXBBtXt5na9YpMyvHF9O2r6ral/3O1V2+2RXQ+BdCsvD/hsRWUOxLkh5dxyWJ/pzRRVQ3fojeppTil3Mbx14J0hZJLtLby50X5WQ4xn/APXXS+AfDmnQ6HY3H2ZXuI0LrK5JbPHNFFPDdWZYmcvZRVzm/EEzXHiyxhYLskY7sKM8Z7/hWt4kuX037L9n2p5iNuwOvSiir6GC6Gz4F2z288csaSjyySWHPWvmbx7rV54c8Ras9hKYdmobVHXALdOaKKiOmJaXkaUtW7m9oviC9k8R6QkkvmbUMgLdcnJ/rTLjxTqFz46bfKNsigsu3jqaKKKutSCZjLaQzx1iFbaZAEe4uFSTaMbhg8fpVqbC6Xq4UBfIhfy8D7uFJyPeiis4aVJWCnrBXPmvwnZxa5qmtapdr5l+rhRNgZwOP6V3niDTYtQ8M6PBMW8i7uAJo1wobp6CiivKSXvPrdn2WaSl7ZU7+6lHTp8KIb7wLpGl6jDLBCyvAQEy3AHpXJ6xDD4k/aY8L2l7BG1vDYPtRRgHCyEE/jRRWtPYxwrfO/8ACztfimyaVHoum2kEUFpNeLJKir9857/madb3j3Gh3djIqNAzLKfl+bcCMc/gKKK9HD6Un/XY58Q3KalLV/8ABLlm32vS7iSVQ7AhenGBmuV8Mg6S949ozQLEdwjU/KTnuPxoorzZfx5eh10kvZP1O0j1y6v7dJpWG7b/AAjArk9Wme6vCHPoOPrRRXBH42bcqVtDtoPDGmeOPh1qNvqNooW3uBGjQEo2M45NYPwq8E6TocOrWtnAY4VDHBYnP1zRRXvUoq+x5FST2v1Of0/wvZ61qsNtdNMY2Yltsm0nFepeJ4YfDuoafcWMEUU8MACSbASMAD86KK+gwmtFt9z57Gv9/FHl3ibxJf8AiC8mkvJQ0hypZVAyK4jRtJt5rjUfOXztoyu/nafaiivCm3zyPYpaQ0PW/C+nQqtswXBZ1U/QkCvY/B+lwRz3JAbMbFQc+9FFc8dZM5a2xo3OhW8ulhS0gXzlJUEYb5h1yK1/HFnHef2NYuNtvIyZEfykYGBg0UVtV/3V+qOej/Ej8zyD4hXlwLyW2M8jxRthVY+1Zuk+HbTUfBuo6hP5jXMKtsO7jjNFFeNT96fva6H0kUoU1y6annvg3Vbhbi4g37oyDwR0rw34kaVbw+OrydU+d1OR24ooq6ek9DSrsy14VjjuLcWzRKI1dWG0YOcir7+EtM8WfEC+N/b5+xvuiEZ2jgnGfyoor6OSXLFnjJu7R9AR67fJcafYrOVtY4l2JgfL2615p+1p4bsdL0sapFFuvbr5JJX5OPb86KKrHJezOzB/x4I7v4N+GbHw74L0abT1aAzxqZFBBDEjJPIqDVraO98XTpMu+M87D0zzzRRXh7xR5+J/jyZ8++PtLtdQ+NGqrNEpS1shJGg6ZCqOfzrI+G2mwf8ACotcuNv72S4AJz6EUUVzS/go+sw3+8UF5x/M1fB0ja14V1DR7tjLZD51Xupweh/GuA+B8IPjmG1JbyX8yNhnqNpFFFdNHf7iJf7zV/7e/M6DRdEtYfiJc2iqfJS4cKCenzGsz4mXkkPjy0RdoSGZQi44AzRRWMUm7vueljJOOLcYuydON/P3upi/Fw+XrEN9H+7uFxhl4pdS/wCJbdaff2/7u4mVGfHQnOOlFFd1lc+Mlszv/idrV1Z+FdLu7ZltppuHMaAZ6VhfDjUbrX9ShTUJ2uVZiuH9MZoopWSi7IdNttXNbW7JH8SPC7NJDGwVUbGAM/SvTLHRbazvrWKEMkSBSF4xyPp70UVnT3foOv0NvxJpVn4d0P7XZ26LctJsaRuSQTg5qPw7otrJocl6yE3G/hvSiivMqvqOhJ23Oq1S0hl1CxuPKVZmtfmdR97IPWvOPD94+l+JtRSIK68n94M85FFFelU2iTRb55He3WoXOtalay3M8hbYB8pwK9j3nSbfTHtjtIVT83I6UUVMP4s0cuz0PS5oUvLKzuyPLnaMktHx2rpNOsYNQ0aGO4jEqSLltw/X2oorBfGddb+Ej5Y+O6/avipoyycrB8kYwBjrz9a+g/BMSr4Vgcjc/QsxOW+tFFTjm1Uil5FYPWi7nzD8UfB2mD4nXN+ImE0cbSBQflyASO1eW/Atf+Eu+PtvLqX7wk7dqfKMZFFFfVZ226ib/wCfcfyPisjVpSt/NL8z7g1hjCthAnyxvE2cdeCcfyrjY7eLUPDuqTXEavIk5KtjB4J44oor46lph7rufa/8vGfN/wC0T+1D8QvD95BpmlasunWkUe0LbxAE/UnNL+xH4k1Lxj8QrjV9Zu5NQv2kXMkre5oor7fGRjTy+g4K10jz46OVj9A4bVNP8WXEsBZd8YYruJXOBUvjrSYdX0/TTOX4LONpxzgUUV8jTbcqzf8AWh1vT2Vj4f8AjN4o1LwbrGoQaZceXDfq0c6OoYMM9s9Olebfs/aLba54uU3YZ1iDsibvlBAJB/Oiiuqbf1GL9S4pfWrH1Td30tpYXdzGQJY4vlJGRwAOlc14Vvp9P8UWckMhRpIxI3uxz/hRRXBh0nG/n+h0SdqrS7H0tY2cV5cxxzr5iTwq7q3QnArYvpB/YoXy0HlRkqQOeM0UVo/4UyZfxEeOXF1JrF0jSnyyJRnyuN3setZcelwab4ygith5MM0pd41AwTj6e1FFfMUZP6wvmdrPf9Hs4jpvmhNrqcDFc14utY49StiByVyffrRRX1mzdjyaHvRbZU0/bafY3hRYitwT8o45NT/EjxNfWmpWcUbr5T4VkK8GiilS+OR078t/MxtSyt5ejcSph2lT0Iwa+OP2jvD9na3y3EKGJ5FJYLjB/SiitsO3zP0OKrufIfia+nsJI1gkKK3UV13wm8aatb3gsI7orbXB2yr13CiitGlYLu59N31nE3hCDUyn+nJN5fmjgleOD+dfSXwr02HUfDtneTAtcLEAHzzRRXlVdl6nZHqdXcXz+GtNmeyVAbhCX8wbs1txQw6l4Phkmhj3smSVGO1FFbfZTCejVu58BftP61qHgP4mwS6NeS2pZeVyGHf1r1/4a/EfXpPh/BqxvGF6FxuGcHHqM0UV09Ivrobr4Gjk/EHxS8S6lcJBNqT+Uz7yqgDmup0q1e48VaNM11cA3EYMirJ8pPHOKKKdX40bWXKfSHgvSreS6vFKn5lAJB68CtWPw7YWplljt1WRQcNRRXDV2RyQ3Zo+B7dRrEgHCtGSV7Gr/gfw3YRePLjU0h2XTfKxBO0/hRRTjsjGptItfEBf7V8ZaZplwS1m0gcxqcc4Nanjuwigmt0QHaoAxmiivaxGnJbsebT3PHPjNZwWXhq5uIYY0uIdsscoUblbjnNdh8BfE138RtCMevJDeCDBjYpgj8aKKKX8Nv8AroaVfhRofEfRrNo5oTFmNgVxk8fSvFNNkZbOS3c+dHbyFU8zk8YoorePwnCh2lyNI7BjuVmPynkDmvk74zQrof7QlnNY/wCjNMqs4TABO49qKK4d51PQ9n7CPe4pHupbaGR22SRqxAPfArpLtm06z+1QMVljGF7jHpRRXlVNol0l+8NTwXrVzeafNM5UOc52isnXtYuJNI1FiVBWNsYFFFd9Be+hy05jP/Zvj+06fcSSu8jPIc7mz3PSvSPFWqTQ3UGinbLp1w3zxSLuoor6Oj8b9WeBU/iSNe28KabosMSWUHkRSDLRqx2/h6V598TFOm6vbywMyuFx944/Kiis6Hwsbbc1cs+GrhtQaKC4CzRuOQw/lXPeH1jbxNr0LRRt5OQj7AGAwOMiiilS1Ur/ANairdDw/wADsbX4waraf62EzkjzOSOT0r1H4lavdI9varJiE8FRRRXPif40jvp/Ej1H4HaDZtarMI9rqvG047Vynx6ZoPElsqOyq6kMM9aKKeC+FvyZ5s2/bM83tciNGLFmOVJbuK8K1bSUs/F2ozQTTQl5PmRSu0/hiiiuyKTpyv8A1qaNtS0PNvj9aJZ+J9HWPOG0qNjn182WvMaKK8x7nRH4Uf/Z"}}},{"cell_type":"markdown","source":"# Why this notebook?\n","metadata":{}},{"cell_type":"markdown","source":"1. For running inference using yolov5 models.\n2. For visualization of tracking with ground truth annotation bounding boxes.\n3. I have also included scripts for implementing your own fold csv to test on your own test dataset.\n4. I have also incorporated script to calculate F2 score. (Original implementation Camaro)","metadata":{}},{"cell_type":"markdown","source":"# Notebook Reference\n","metadata":{}},{"cell_type":"markdown","source":"1. Remek Kinas' work on yolo, there are soo many notebooks he has provided. It was a great learning experience from his notebooks.\n2. ALEKSANDR SNORKIN's work for tracking implememtation here https://www.kaggle.com/parapapapam/yolox-inference-tracking-on-cots-lb-0-539\n3. F2 score calculation by Camaro https://www.kaggle.com/bamps53/competition-metric-implementation\n3. The beautiful and amazing kaggle discussion community.\n\n**I really request everyone to please upvote above works, I got to learn a lot from them.**","metadata":{}},{"cell_type":"code","source":"# This Python 3 environment comes with many helpful analytics libraries installed\n# It is defined by the kaggle/python Docker image: https://github.com/kaggle/docker-python\n# For example, here's several helpful packages to load\n\nimport numpy as np # linear algebra\nimport pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n\n# Input data files are available in the read-only \"../input/\" directory\n# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n\nimport os\nfor dirname, _, filenames in os.walk('/kaggle/input'):\n    for filename in filenames:\n        s='empty'\n        #print(os.path.join(dirname, filename))\n\n# You can write up to 20GB to the current directory (/kaggle/working/) that gets preserved as output when you create a version using \"Save & Run All\" \n# You can also write temporary files to /kaggle/temp/, but they won't be saved outside of the current session","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:03.265237Z","iopub.execute_input":"2022-02-21T06:18:03.266098Z","iopub.status.idle":"2022-02-21T06:18:33.443270Z","shell.execute_reply.started":"2022-02-21T06:18:03.265894Z","shell.execute_reply":"2022-02-21T06:18:33.442283Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Initialization","metadata":{}},{"cell_type":"markdown","source":"**Imports and setting up helpers.**","metadata":{}},{"cell_type":"code","source":"import os\nimport pandas as pd\nimport glob\nimport cv2\nimport PIL\nimport matplotlib.pyplot as plt\nimport xml.etree.cElementTree as ET\nimport ast\nfrom tqdm import tqdm\n\n\nimport argparse\nimport multiprocessing\nimport os\nimport sys\n\nimport cv2\nimport numpy\nimport tensorflow as tf\n\nimport tensorflow_addons as tfa\n\n\nimport os\nimport numpy\nimport tensorflow as tf\nfrom tensorflow.keras import utils\nimport xml\n\n#os.chdir('../')","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:33.445544Z","iopub.execute_input":"2022-02-21T06:18:33.445867Z","iopub.status.idle":"2022-02-21T06:18:39.619088Z","shell.execute_reply.started":"2022-02-21T06:18:33.445820Z","shell.execute_reply":"2022-02-21T06:18:39.618109Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Helper","metadata":{}},{"cell_type":"code","source":"\n\nfrom  copy import copy\n\ndef get_bbox(annots):\n    bboxes = [list(annot.values()) for annot in annots]\n    return bboxes\ndef get_path(row):\n    row['image_path'] = f'{TRAIN_PATH}/train_images/video_{row.video_id}/{row.video_frame}.jpg'\n    return row\n#f'./working/data_dir/COTS_UNANNOTATED/images/{row.image_id}.jpg')\n\ndef get_path_preprocessed(row):\n    row['image_path_preprocessed'] = f'{TRAIN_PATH_PREPROCESSED}/images_preprocessed/video_{row.video_id}_{row.video_frame}.jpg'\n    return row\ndef get_unannotated_path(row):\n    row['image_path_unannotated'] = f'{UNANNOTATED_PATH}/images_preprocessed/{row.image_id}.jpg'\n    return row\n\ndef load_image(image_path):\n    return cv2.cvtColor(cv2.imread(image_path), cv2.COLOR_BGR2RGB)\n\n\n\ndef yolo2voc(bboxes, image_height=720, image_width=1280):\n    \"\"\"\n    yolo => [xmid, ymid, w, h] (normalized)\n    voc  => [x1, y1, x2, y1]\n    \n    \"\"\" \n    bboxes = bboxes.copy().astype(float) # otherwise all value will be 0 as voc_pascal dtype is np.int\n    \n    bboxes[..., [0, 2]] = bboxes[..., [0, 2]]* image_width\n    bboxes[..., [1, 3]] = bboxes[..., [1, 3]]* image_height\n    \n    bboxes[..., [0, 1]] = bboxes[..., [0, 1]] - bboxes[..., [2, 3]]/2\n    bboxes[..., [2, 3]] = bboxes[..., [0, 1]] + bboxes[..., [2, 3]]\n    \n    return bboxes\n\ndef coco2yolo(image_height, image_width, bboxes):\n    \"\"\"\n    coco => [xmin, ymin, w, h]\n    yolo => [xmid, ymid, w, h] (normalized)\n    \"\"\"\n    \n    bboxes = bboxes.copy().astype(float) # otherwise all value will be 0 as voc_pascal dtype is np.int\n    \n    # normolizinig\n    bboxes[..., [0, 2]]= bboxes[..., [0, 2]]/ image_width\n    bboxes[..., [1, 3]]= bboxes[..., [1, 3]]/ image_height\n    \n    # converstion (xmin, ymin) => (xmid, ymid)\n    bboxes[..., [0, 1]] = bboxes[..., [0, 1]] + bboxes[..., [2, 3]]/2\n    \n    return bboxes\n\ndef voc2yolo(bboxes, image_height=720, image_width=1280):\n    \"\"\"\n    voc  => [x1, y1, x2, y1]\n    yolo => [xmid, ymid, w, h] (normalized)\n    \"\"\"\n    \n    bboxes = bboxes.copy().astype(float) # otherwise all value will be 0 as voc_pascal dtype is np.int\n    \n    bboxes[..., [0, 2]] = bboxes[..., [0, 2]]/ image_width\n    bboxes[..., [1, 3]] = bboxes[..., [1, 3]]/ image_height\n    \n    w = bboxes[..., 2] - bboxes[..., 0]\n    h = bboxes[..., 3] - bboxes[..., 1]\n    \n    bboxes[..., 0] = bboxes[..., 0] + w/2\n    bboxes[..., 1] = bboxes[..., 1] + h/2\n    bboxes[..., 2] = w\n    bboxes[..., 3] = h\n    \n    return bboxes\n\ndef yolo2coco(image_height, image_width, bboxes):\n    \"\"\"\n    yolo => [xmid, ymid, w, h] (normalized)\n    coco => [xmin, ymin, w, h]\n    \n    \"\"\" \n    #print(bboxes)\n    bboxes = bboxes.copy().astype(float) # otherwise all value will be 0 as voc_pascal dtype is np.int\n    \n    # denormalizing\n    bboxes[..., [0, 2]]= bboxes[..., [0, 2]]* image_width\n    bboxes[..., [1, 3]]= bboxes[..., [1, 3]]* image_height\n    \n    # converstion (xmid, ymid) => (xmin, ymin) \n    bboxes[..., [0, 1]] = bboxes[..., [0, 1]] - bboxes[..., [2, 3]]/2\n    \n    return bboxes\n\ndef voc2coco(bboxes, image_height=720, image_width=1280):\n    bboxes  = voc2yolo(bboxes, image_height, image_width)\n    #print('VOC2COCO', bboxes)\n    bboxes  = yolo2coco( image_height, image_width, bboxes)\n    return bboxes\n\n\n\n\ndef plot_one_box(x, img, color=None, label=None, line_thickness=None):\n    # Plots one bounding box on image img\n    tl = line_thickness or round(0.002 * (img.shape[0] + img.shape[1]) / 2) + 1  # line/font thickness\n    color = color or [random.randint(0, 255) for _ in range(3)]\n    c1, c2 = (int(x[0]), int(x[1])), (int(x[2]), int(x[3]))\n    cv2.rectangle(img, c1, c2, color, thickness=tl, lineType=cv2.LINE_AA)\n    if label:\n        tf = max(tl - 1, 1)  # font thickness\n        t_size = cv2.getTextSize(label, 0, fontScale=tl / 3, thickness=tf)[0]\n        c2 = c1[0] + t_size[0], c1[1] - t_size[1] - 3\n        cv2.rectangle(img, c1, c2, color, -1, cv2.LINE_AA)  # filled\n        cv2.putText(img, label, (c1[0], c1[1] - 2), 0, tl / 3, [0, 0, 255], thickness=tf, lineType=cv2.LINE_AA)\n\n\n\ndef draw_bboxes(img, bboxes, classes, class_ids, colors = None, show_classes = None, bbox_format = 'yolo', class_name = False, line_thickness = 2):  \n    image = img.copy()\n    show_classes = classes if show_classes is None else show_classes\n    colors = (0, 255 ,0) if colors is None else colors\n    \n    if bbox_format == 'yolo':\n        \n        for idx in range(len(bboxes)):  \n            \n            bbox  = bboxes[idx]\n            cls   = classes[idx]\n            #print(cls,class_ids )\n            cls_id = class_ids[idx]\n            color = colors[cls_id] if type(colors) is list else colors\n            \n            if cls in show_classes:\n            \n                x1 = round(float(bbox[0])*image.shape[1])\n                y1 = round(float(bbox[1])*image.shape[0])\n                w  = round(float(bbox[2])*image.shape[1]/2) #w/2 \n                h  = round(float(bbox[3])*image.shape[0]/2)\n\n                voc_bbox = (x1-w, y1-h, x1+w, y1+h)\n                plot_one_box(voc_bbox, \n                             image,\n                             color = color,\n                             label = cls if class_name else str(get_label(cls)),\n                             line_thickness = line_thickness)\n            \n    elif bbox_format == 'coco':\n        \n        for idx in range(len(bboxes)):  \n            \n            bbox  = bboxes[idx]\n            cls   = classes[idx]\n            cls_id = class_ids[idx]\n            color = colors[cls_id] if type(colors) is list else colors\n            \n            if cls in show_classes:            \n                x1 = int(round(bbox[0]))\n                y1 = int(round(bbox[1]))\n                w  = int(round(bbox[2]))\n                h  = int(round(bbox[3]))\n\n                voc_bbox = (x1, y1, x1+w, y1+h)\n                plot_one_box(voc_bbox, \n                             image,\n                             color = color,\n                             label = cls if class_name else str(cls_id),\n                             line_thickness = line_thickness)\n\n    elif bbox_format == 'voc_pascal':\n        \n        for idx in range(len(bboxes)):  \n            \n            bbox  = bboxes[idx]\n            cls   = classes[idx]\n            cls_id = class_ids[idx]\n            color = colors[cls_id] if type(colors) is list else colors\n            \n            if cls in show_classes: \n                x1 = int(round(bbox[0]))\n                y1 = int(round(bbox[1]))\n                x2 = int(round(bbox[2]))\n                y2 = int(round(bbox[3]))\n                voc_bbox = (x1, y1, x2, y2)\n                plot_one_box(voc_bbox, \n                             image,\n                             color = color,\n                             label = cls if class_name else str(cls_id),\n                             line_thickness = line_thickness)\n    else:\n        raise ValueError('wrong bbox format')\n\n    return image\n\ndef create_annot(bboxes, bbox_format = 'yolo'):\n    annotation=''\n    if bbox_format == 'yolo':\n        for index,bbox in enumerate(bboxes):\n            annot= ('0 '+ ' '.join([str(el) for el in bbox])).strip() +'\\n'\n            annotation= annotation+annot\n            #print(annot)\n            #break\n    return annotation\n\n\n\n\n#      class x_center y_center width height  \n\nnp.random.seed(8)\ncolors = (np.random.randint(0, 255), np.random.randint(0, 255), np.random.randint(0, 255))\ncolors=(255,0,0)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:39.620726Z","iopub.execute_input":"2022-02-21T06:18:39.621063Z","iopub.status.idle":"2022-02-21T06:18:39.673887Z","shell.execute_reply.started":"2022-02-21T06:18:39.621018Z","shell.execute_reply":"2022-02-21T06:18:39.671383Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"device_name = tf.test.gpu_device_name()\nif \"GPU\" not in device_name:\n    print(\"GPU device not found\")\nprint('Found GPU at: {}'.format(device_name))","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:39.680436Z","iopub.execute_input":"2022-02-21T06:18:39.681223Z","iopub.status.idle":"2022-02-21T06:18:42.077973Z","shell.execute_reply.started":"2022-02-21T06:18:39.681146Z","shell.execute_reply":"2022-02-21T06:18:42.076796Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#Changing to ./kaggle\n%cd ../","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.079803Z","iopub.execute_input":"2022-02-21T06:18:42.080166Z","iopub.status.idle":"2022-02-21T06:18:42.091725Z","shell.execute_reply.started":"2022-02-21T06:18:42.080114Z","shell.execute_reply":"2022-02-21T06:18:42.090767Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**Importing csv training and test**","metadata":{}},{"cell_type":"code","source":"train_csv= pd.read_csv('./input/tensorflow-great-barrier-reef/train.csv')\ntest_csv= pd.read_csv('./input/tensorflow-great-barrier-reef/test.csv')","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.093383Z","iopub.execute_input":"2022-02-21T06:18:42.094352Z","iopub.status.idle":"2022-02-21T06:18:42.156647Z","shell.execute_reply.started":"2022-02-21T06:18:42.094304Z","shell.execute_reply":"2022-02-21T06:18:42.155659Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#visualization of sample.\ntrain_csv.sample(4)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.158372Z","iopub.execute_input":"2022-02-21T06:18:42.159032Z","iopub.status.idle":"2022-02-21T06:18:42.189945Z","shell.execute_reply.started":"2022-02-21T06:18:42.158983Z","shell.execute_reply":"2022-02-21T06:18:42.188959Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#Loading path of all the images\nimages= glob.glob(\"./input/tensorflow-great-barrier-reef/train_images/*/*.jpg\")","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.191335Z","iopub.execute_input":"2022-02-21T06:18:42.191949Z","iopub.status.idle":"2022-02-21T06:18:42.285919Z","shell.execute_reply.started":"2022-02-21T06:18:42.191881Z","shell.execute_reply":"2022-02-21T06:18:42.285034Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"train_csv[\"NumOfBBox\"]=train_csv['annotations'].apply(lambda x: str.count(x, 'x'))\ntrain_csv.head(5)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.287278Z","iopub.execute_input":"2022-02-21T06:18:42.287699Z","iopub.status.idle":"2022-02-21T06:18:42.326196Z","shell.execute_reply.started":"2022-02-21T06:18:42.287649Z","shell.execute_reply":"2022-02-21T06:18:42.325123Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#Thus we see a lot of images with no bboxes.\n#We will try to have 1% of such background images in dataset as recommended by ultralytics\nprint(train_csv[\"NumOfBBox\"].value_counts())","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.331522Z","iopub.execute_input":"2022-02-21T06:18:42.331809Z","iopub.status.idle":"2022-02-21T06:18:42.341622Z","shell.execute_reply.started":"2022-02-21T06:18:42.331774Z","shell.execute_reply":"2022-02-21T06:18:42.340491Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#Separating cases with 0 bboxes.\ndf_train_csv=train_csv[train_csv[\"NumOfBBox\"]>0]\ndf_train_csv.sample(2)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.343584Z","iopub.execute_input":"2022-02-21T06:18:42.344207Z","iopub.status.idle":"2022-02-21T06:18:42.366439Z","shell.execute_reply.started":"2022-02-21T06:18:42.344163Z","shell.execute_reply":"2022-02-21T06:18:42.365413Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_train_csv['annotations'] = df_train_csv['annotations'].apply(lambda x: ast.literal_eval(str(x))) #(lambda x: ast.literal_eval(x))\ndf_train_csv['bboxes'] = df_train_csv.annotations.apply(get_bbox)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.368076Z","iopub.execute_input":"2022-02-21T06:18:42.368877Z","iopub.status.idle":"2022-02-21T06:18:42.643073Z","shell.execute_reply.started":"2022-02-21T06:18:42.368818Z","shell.execute_reply":"2022-02-21T06:18:42.641967Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_train_csv[\"Width\"]=1280\ndf_train_csv[\"Height\"]=720","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.644862Z","iopub.execute_input":"2022-02-21T06:18:42.645326Z","iopub.status.idle":"2022-02-21T06:18:42.655154Z","shell.execute_reply.started":"2022-02-21T06:18:42.645278Z","shell.execute_reply":"2022-02-21T06:18:42.654065Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"TRAIN_PATH= './input/tensorflow-great-barrier-reef/'\nTRAIN_PATH_PREPROCESSED= './working/data_dir/yolo/' #If you want to add some preprocessed images.","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.656624Z","iopub.execute_input":"2022-02-21T06:18:42.657703Z","iopub.status.idle":"2022-02-21T06:18:42.665300Z","shell.execute_reply.started":"2022-02-21T06:18:42.657656Z","shell.execute_reply":"2022-02-21T06:18:42.664330Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_train_csv = df_train_csv.apply(get_path, axis=1)\ndf_train_csv = df_train_csv.apply(get_path_preprocessed, axis=1)\ndf_train_csv.sample(2)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:42.667907Z","iopub.execute_input":"2022-02-21T06:18:42.668880Z","iopub.status.idle":"2022-02-21T06:18:51.701321Z","shell.execute_reply.started":"2022-02-21T06:18:42.668828Z","shell.execute_reply":"2022-02-21T06:18:51.700296Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_v = df_train_csv[(df_train_csv.NumOfBBox==13)].sample(2) \nfig,ax = plt.subplots(1,2,figsize=(30,20))\ni=0;\nfor index, row in df_v.iterrows():\n    img           = load_image(row.image_path) # Change to image_path_preprocessed if you want results on preprocessed images\n    image_height  = row.Height\n    image_width   = row.Width\n    bboxes_coco   = np.array(row.bboxes)\n    bboxes_yolo   = coco2yolo(image_height, image_width, bboxes_coco)\n    names         = ['COTS']*len(bboxes_coco)\n    labels        = [0]*len(bboxes_coco)\n    im=draw_bboxes(img = img,\n                           bboxes = bboxes_yolo, \n                           classes = names,\n                           class_ids = labels,\n                           class_name = True, \n                           colors = colors, \n                           bbox_format = 'yolo',\n                           line_thickness = 2)\n    ax[i].imshow(im)\n    ax[i].axis('OFF')\n    i=i+1","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:51.703003Z","iopub.execute_input":"2022-02-21T06:18:51.703886Z","iopub.status.idle":"2022-02-21T06:18:52.830196Z","shell.execute_reply.started":"2022-02-21T06:18:51.703837Z","shell.execute_reply":"2022-02-21T06:18:52.829020Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Data folds and preprocessings","metadata":{}},{"cell_type":"markdown","source":"**Fold can be skipped if you are loading your own csv of fold**","metadata":{}},{"cell_type":"code","source":"'''from sklearn.model_selection import GroupKFold\nkf = GroupKFold(n_splits = 5) \ndf_train_csv = df_train_csv.reset_index(drop=True)\ndf_train_csv['fold'] = -1\nfor fold, (train_idx, val_idx) in enumerate(kf.split(df_train_csv, y = df_train_csv.video_id.tolist(), groups=df_train_csv.sequence)):\n    df_train_csv.loc[val_idx, 'fold'] = fold\ndisplay(df_train_csv.fold.value_counts())'''","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:52.832421Z","iopub.execute_input":"2022-02-21T06:18:52.832788Z","iopub.status.idle":"2022-02-21T06:18:52.841049Z","shell.execute_reply.started":"2022-02-21T06:18:52.832738Z","shell.execute_reply":"2022-02-21T06:18:52.840150Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"selected=4","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:52.842812Z","iopub.execute_input":"2022-02-21T06:18:52.843429Z","iopub.status.idle":"2022-02-21T06:18:52.854980Z","shell.execute_reply.started":"2022-02-21T06:18:52.843382Z","shell.execute_reply":"2022-02-21T06:18:52.853967Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"train_5_folds_csv= pd.read_csv('./input/reef-cv-strategy-subsequences-dataframes/cross-validation/train-10folds.csv')\ntrain_5_folds_csv.sample(2)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:52.856477Z","iopub.execute_input":"2022-02-21T06:18:52.857161Z","iopub.status.idle":"2022-02-21T06:18:52.974732Z","shell.execute_reply.started":"2022-02-21T06:18:52.857114Z","shell.execute_reply":"2022-02-21T06:18:52.973693Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**We will now merge the dataset with folds from csv**","metadata":{}},{"cell_type":"code","source":"dfinal = train_5_folds_csv.merge(df_train_csv, on=\"image_id\", how = 'inner')\ndfinal.sample(2)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:52.976470Z","iopub.execute_input":"2022-02-21T06:18:52.976999Z","iopub.status.idle":"2022-02-21T06:18:53.032797Z","shell.execute_reply.started":"2022-02-21T06:18:52.976950Z","shell.execute_reply":"2022-02-21T06:18:53.031567Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Yolov5 starter.","metadata":{}},{"cell_type":"code","source":"import warnings\nwarnings.filterwarnings(\"ignore\")\nimport numpy as np\nfrom tqdm.notebook import tqdm\ntqdm.pandas()\nimport pandas as pd\nimport os\nimport cv2\nimport matplotlib.pyplot as plt\nimport glob\nimport shutil\nimport sys\n#sys.path.append('./input/tensorflow-great-barrier-reef')\nimport torch\nfrom PIL import Image\nimport ast\nimport tensorflow_addons as tfa","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:53.034745Z","iopub.execute_input":"2022-02-21T06:18:53.035091Z","iopub.status.idle":"2022-02-21T06:18:54.591665Z","shell.execute_reply.started":"2022-02-21T06:18:53.035048Z","shell.execute_reply":"2022-02-21T06:18:54.590588Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#To adjust the image size\nIMG_SIZE=3600","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:54.593553Z","iopub.execute_input":"2022-02-21T06:18:54.593938Z","iopub.status.idle":"2022-02-21T06:18:54.599068Z","shell.execute_reply.started":"2022-02-21T06:18:54.593853Z","shell.execute_reply":"2022-02-21T06:18:54.597736Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#Model set checkpoint\nBest_Model = './input/v5l6-unprocessed-3648-v1/best.pt'","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:54.601049Z","iopub.execute_input":"2022-02-21T06:18:54.601680Z","iopub.status.idle":"2022-02-21T06:18:54.612631Z","shell.execute_reply.started":"2022-02-21T06:18:54.601624Z","shell.execute_reply":"2022-02-21T06:18:54.611651Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"def load_model(Best_Model, conf=0.25, iou=0.30):\n    #device = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\") \n    model = torch.hub.load('./input/yolov5/yolov5-master/',\n                           'custom',\n                           path=Best_Model,\n                           source='local',\n                           force_reload=True)  # local repo\n    model.conf = conf  # NMS confidence threshold\n    model.iou  = iou  # NMS IoU threshold\n    model.classes = None   # (optional list) filter by class, i.e. = [0, 15, 16] for persons, cats and dogs\n    model.multi_label = False  # NMS multiple labels per box\n    model.max_det = 1000  # maximum number of detections per image\n    return model\n\n\n\ndef predict(model, img, size=1280, augment=False,equalize= True):\n    if equalize:\n        img= tfa.image.equalize(img)\n        img= img.numpy()\n    height, width = img.shape[:2]\n    #print(img.shape,height,width)\n    results = model(img, size=size, augment=augment)  # custom inference size\n    #print(type(results))\n    preds   = results.pandas().xyxy[0]\n    \n    bboxes  = preds[['xmin','ymin','xmax','ymax']].values\n    if len(bboxes):\n        #print(bboxes)\n        bboxes_voc= bboxes\n        bboxes  = voc2coco(bboxes,height,width).astype(int)\n        bboxes_with_conf= []\n        bboxes_tracking= []\n        #print(bboxes)\n        confs   = preds.confidence.values\n        #print(confs)\n        for index,conf in enumerate(confs):\n            #print(conf)\n            bboxes_with_conf.append(np.insert(bboxes[index].astype(float), 0, float(conf), axis=0).tolist())\n            bboxes_tracking.append(np.insert(bboxes_voc[index].astype(float), 4, float(conf), axis=0).tolist())\n\n            #bboxes_with_conf.insert(0, conf)\n            #bboxes[index]\n        #print(bboxes_with_conf)\n        return bboxes, confs,bboxes_with_conf,bboxes_tracking\n    else:\n        return [],[],[],[]\n    \ndef format_prediction(bboxes, confs):\n    annot = ''\n    if len(bboxes)>0:\n        for idx in range(len(bboxes)):\n            xmin, ymin, w, h = bboxes[idx]\n            conf             = confs[idx]\n            annot += f'{conf} {xmin} {ymin} {w} {h}'\n            annot +=' '\n        annot = annot.strip(' ')\n    return annot\n\ndef show_img(img, bboxes, bbox_format='yolo'):\n    names  = ['starfish']*len(bboxes)\n    labels = [0]*len(bboxes)\n    img    = draw_bboxes(img = img,\n                           bboxes = bboxes, \n                           classes = names,\n                           class_ids = labels,\n                           class_name = True, \n                           colors = colors, \n                           bbox_format = bbox_format,\n                           line_thickness = 2)\n    return Image.fromarray(img).resize((800, 400))","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:54.614393Z","iopub.execute_input":"2022-02-21T06:18:54.615119Z","iopub.status.idle":"2022-02-21T06:18:54.636332Z","shell.execute_reply.started":"2022-02-21T06:18:54.615073Z","shell.execute_reply":"2022-02-21T06:18:54.635342Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Copying Arial file\nos.mkdir('../root/.config/Ultralytics/')\n!cp ./input/arial-ds/Arial.ttf ../root/.config/Ultralytics/","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:54.639205Z","iopub.execute_input":"2022-02-21T06:18:54.639577Z","iopub.status.idle":"2022-02-21T06:18:55.451176Z","shell.execute_reply.started":"2022-02-21T06:18:54.639498Z","shell.execute_reply":"2022-02-21T06:18:55.449969Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"#Loading the model\nCONF= 0.36\nIOU= 0.40\nmodel = load_model(Best_Model, conf=CONF, iou=IOU)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:18:55.454538Z","iopub.execute_input":"2022-02-21T06:18:55.455299Z","iopub.status.idle":"2022-02-21T06:19:04.371546Z","shell.execute_reply.started":"2022-02-21T06:18:55.455250Z","shell.execute_reply":"2022-02-21T06:19:04.370425Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# WE ONLY CHECK fourth fold as that is used for validation.\nannotations_predicted= []\nannotations_original= []\nannotations_predicted_coco= []\nannotations_original_coco= []\nbboxes_trackings= []\n\nconfidences=[]\nvisualization_images= []\nfor i in tqdm(range(len(dfinal))):\n    row= dfinal.iloc[i]\n    if row.fold != 4:\n        continue\n    bboxes_original= row.bboxes\n    image_path = row.image_path_y\n    img = cv2.imread(image_path)\n    img= cv2.cvtColor(img, cv2.COLOR_BGR2RGB)\n    #img= tfa.image.equalize(img)\n    #img= img.numpy()[...,::-1]\n    names = ['COTS']*len(bboxes_coco)\n    \n    bboxes, confs,bboxes_with_conf,bboxes_tracking= predict(model, img, size=IMG_SIZE, augment=True) #VOC2COCO\n    bboxes_yolo = []\n    bboxes_trackings.append(bboxes_tracking)\n    bboxes_voc = []\n    bboxes_original_yolo= coco2yolo(image_height, image_width, np.array(bboxes_original))\n    bboxes_original_voc= yolo2voc(bboxes_original_yolo, image_height=720, image_width=1280)\n    if len(bboxes)!=0:\n        bboxes_yolo   = coco2yolo(image_height, image_width, np.array(bboxes))\n        bboxes_voc   = yolo2voc(bboxes_yolo, image_height=720, image_width=1280)\n    \n    annotations_predicted_coco.append(np.array(bboxes_with_conf))\n    annotations_original_coco.append(np.array(bboxes_original))\n    #print(len(bboxes))\n    labels = [0]*len(bboxes)\n    if len(bboxes)!=0:\n        #print('len bboxes ', len(bboxes),names, labels )\n        img = draw_bboxes(img = img,\n                       bboxes = bboxes_original,\n                       classes = [0]*len(bboxes_original),\n                       class_ids = [0]*len(bboxes_original),\n                       class_name = True,\n                       colors = colors,\n                       bbox_format = 'coco',\n                       line_thickness = 4)\n\n        \n        img =draw_bboxes(img = img,\n                       bboxes = bboxes_yolo,\n                       classes = [0]*len(bboxes_yolo),\n                       class_ids = [0]*len(bboxes_yolo),\n                       class_name = True,\n                       colors = (0,255,0),\n                       bbox_format = 'yolo',\n                       line_thickness = 2)\n    confidences.append(confs)\n    annotations_predicted.append(bboxes_yolo)#bboxes_original\n    annotations_original.append(bboxes_original_yolo)\n    visualization_images.append(img)\n    ","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:19:04.374101Z","iopub.execute_input":"2022-02-21T06:19:04.374636Z","iopub.status.idle":"2022-02-21T06:24:58.362081Z","shell.execute_reply.started":"2022-02-21T06:19:04.374584Z","shell.execute_reply":"2022-02-21T06:24:58.360896Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Visualization of prediction and ground truth BBoxes","metadata":{}},{"cell_type":"markdown","source":"**Defining plotting function**","metadata":{}},{"cell_type":"code","source":"#Visualizing some sample batches of the images.\nfrom keras.preprocessing.image import load_img, img_to_array\nfrom matplotlib import animation\n#from matplotlib import figure\nimport matplotlib.pyplot as plt\nfrom IPython.display import HTML\nimport glob\n\n%matplotlib inline\n\ndef plot_images(img_list):\n    def init():\n        img.set_data(img_list[0])\n        return (img,)\n\n    def animate(i):\n        img.set_data(img_list[i])\n        return (img,)\n\n    fig = plt.figure(figsize=(8,8))\n    #fig.tight_layout()\n    \n    ax = fig.gca()\n    #print(img_list)\n    plt.axis('off')\n    fig.tight_layout(pad=0)\n    print(\"Sample Image and video\")\n    img = ax.imshow(img_list[0])\n    \n    anim = animation.FuncAnimation(fig, animate, init_func=init,\n                                 frames=len(img_list), interval=500, blit=True)\n    return anim\n\n","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:24:58.369738Z","iopub.execute_input":"2022-02-21T06:24:58.370341Z","iopub.status.idle":"2022-02-21T06:24:58.391959Z","shell.execute_reply.started":"2022-02-21T06:24:58.370294Z","shell.execute_reply":"2022-02-21T06:24:58.390744Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**Here Red Bounding box is actual ground truth and Green Bounding box is Yolov5 prediction**","metadata":{}},{"cell_type":"code","source":"import warnings\nfrom IPython.display import HTML\nimport random\n\nwarnings.filterwarnings('ignore')\n#random.sample(visualization_images, 150)\nHTML(plot_images(visualization_images[200:500]).to_html5_video())\n","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:24:58.395591Z","iopub.execute_input":"2022-02-21T06:24:58.395821Z","iopub.status.idle":"2022-02-21T06:25:40.382912Z","shell.execute_reply.started":"2022-02-21T06:24:58.395791Z","shell.execute_reply":"2022-02-21T06:25:40.381831Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Tracking Setup (Norfair)","metadata":{}},{"cell_type":"markdown","source":"**Installing dependancies**","metadata":{}},{"cell_type":"code","source":"# norfair dependencies\n%cd input/norfairwithdependency/\n!pip install commonmark-0.9.1-py2.py3-none-any.whl -f ./ --no-index\n!pip install rich-9.13.0-py3-none-any.whl\n\n!mkdir ../../working/tmp\n!cp -r filterpy-1.4.5/filterpy-1.4.5/ ../../working/tmp/\n%cd ../../working/tmp/filterpy-1.4.5/\n!pip install .\n!rm -rf ../../working/tmp\n\n#!ls ../../../input\n# norfair\n%cd ../../../input/norfairwithdependency/\n!pip install norfair-0.3.1-py3-none-any.whl -f ./ --no-index","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:25:40.385370Z","iopub.execute_input":"2022-02-21T06:25:40.386145Z","iopub.status.idle":"2022-02-21T06:27:06.642981Z","shell.execute_reply.started":"2022-02-21T06:25:40.386087Z","shell.execute_reply":"2022-02-21T06:27:06.641776Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"##############################################################\n#                      Tracking helpers                      #\n##############################################################\n\nimport numpy as np\nfrom norfair import Detection, Tracker\n\n#from input.norfair.norfair-master.norfair.tracker import Detection, Tracker\n\n# Helper to convert bbox in format [x_min, y_min, x_max, y_max, score] to norfair.Detection class\ndef to_norfair(detects, frame_id):\n    result = []\n    for x_min, y_min, x_max, y_max, score in detects:\n        xc, yc = (x_min + x_max) / 2, (y_min + y_max) / 2\n        w, h = x_max - x_min, y_max - y_min\n        result.append(Detection(points=np.array([xc, yc]), scores=np.array([score]), data=np.array([w, h, frame_id])))\n        \n    return result\n\n# Euclidean distance function to match detections on this frame with tracked_objects from previous frames\ndef euclidean_distance(detection, tracked_object):\n    return np.linalg.norm(detection.points - tracked_object.estimate)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:06.645710Z","iopub.execute_input":"2022-02-21T06:27:06.646111Z","iopub.status.idle":"2022-02-21T06:27:06.717824Z","shell.execute_reply.started":"2022-02-21T06:27:06.646057Z","shell.execute_reply":"2022-02-21T06:27:06.716764Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"submission_dict = {\n    'id': [],\n    'prediction_string': [],\n}\ntracker = Tracker(\n    distance_function=euclidean_distance, \n    distance_threshold=50,\n    hit_inertia_min=3,\n    hit_inertia_max=6,\n    initialization_delay=1,\n)\n","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:06.719720Z","iopub.execute_input":"2022-02-21T06:27:06.720473Z","iopub.status.idle":"2022-02-21T06:27:06.726855Z","shell.execute_reply.started":"2022-02-21T06:27:06.720428Z","shell.execute_reply":"2022-02-21T06:27:06.725783Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"frame_id = 0\n\nimgs_vis_tracking= []\nfor index,img_bboxes in enumerate(bboxes_trackings):\n    \n    predictions = []\n    detects = []\n    predictions_bboxes= []\n    for i in range(len(img_bboxes)):\n        score= img_bboxes[i][4]\n        if score<CONF:\n            continue\n        bbox_width = img_bboxes[i][2] - img_bboxes[i][0]\n        bbox_height = img_bboxes[i][3] - img_bboxes[i][1]\n        predictions.append('{:.2f} {} {} {} {}'.format(score, img_bboxes[i][0],img_bboxes[i][1], bbox_width, bbox_height))\n        predictions_bboxes.append(np.array( [img_bboxes[i][0],img_bboxes[i][1], bbox_width, bbox_height]))\n        \n        \n    \n    tracked_objects = tracker.update(detections=to_norfair(img_bboxes, frame_id))\n    \n        \n    for tobj in tracked_objects:\n        bbox_width, bbox_height, last_detected_frame_id = tobj.last_detection.data\n        if last_detected_frame_id == frame_id:  # Skip objects that were detected on current frame\n            continue\n            \n        # Add objects that have no detections on current frame to predictions\n        xc, yc = tobj.estimate[0]\n        x_min, y_min = int(round(xc - bbox_width / 2)), int(round(yc - bbox_height / 2))\n        score = tobj.last_detection.scores[0]\n\n        predictions.append('{:.2f} {} {} {} {}'.format(score, x_min, y_min, bbox_width, bbox_height))\n        predictions_bboxes.append(np.array( [x_min, y_min, bbox_width, bbox_height]))\n    #######################################################\n    \n    #print(predictions)\n    prediction_str = ' '.join(predictions)\n    \n    #sample_prediction_df['annotations'] = prediction_str\n    #print(prediction_str)\n    #env.predict(sample_prediction_df)\n    img = draw_bboxes(img = visualization_images[index],\n                       bboxes = predictions_bboxes,\n                       classes = [0]*len(predictions_bboxes),\n                       class_ids = [0]*len(predictions_bboxes),\n                       class_name = True,\n                       colors = (0,0,0),\n                       bbox_format = 'coco',\n                       line_thickness = 2)\n\n    imgs_vis_tracking.append(img)\n    #print('Prediction:', prediction_str)\n    frame_id += 1","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:06.729528Z","iopub.execute_input":"2022-02-21T06:27:06.730021Z","iopub.status.idle":"2022-02-21T06:27:08.640755Z","shell.execute_reply.started":"2022-02-21T06:27:06.729958Z","shell.execute_reply":"2022-02-21T06:27:08.639423Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Visualization of Tracking results.","metadata":{}},{"cell_type":"markdown","source":"\n**Green- Prediction without Tracking.**\n\n**Black- Prediction with Tracking.**\n\n**Red- Original annotation**","metadata":{}},{"cell_type":"code","source":"HTML(plot_images(imgs_vis_tracking[200:500]).to_html5_video())","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:08.642753Z","iopub.execute_input":"2022-02-21T06:27:08.643468Z","iopub.status.idle":"2022-02-21T06:27:50.538889Z","shell.execute_reply.started":"2022-02-21T06:27:08.643417Z","shell.execute_reply":"2022-02-21T06:27:50.537464Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Submission","metadata":{}},{"cell_type":"markdown","source":"**Please uncomment to make submission**","metadata":{}},{"cell_type":"code","source":"import greatbarrierreef\nfrom tqdm import tqdm\nenv = greatbarrierreef.make_env()   # initialize the environment\niter_test = env.iter_test()  \n","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:50.541106Z","iopub.execute_input":"2022-02-21T06:27:50.541849Z","iopub.status.idle":"2022-02-21T06:27:50.573011Z","shell.execute_reply.started":"2022-02-21T06:27:50.541783Z","shell.execute_reply":"2022-02-21T06:27:50.571722Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"%cd ../../working/","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:50.574861Z","iopub.execute_input":"2022-02-21T06:27:50.576138Z","iopub.status.idle":"2022-02-21T06:27:50.587786Z","shell.execute_reply.started":"2022-02-21T06:27:50.576071Z","shell.execute_reply":"2022-02-21T06:27:50.585964Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"\n\n#model = load_model(Best_Model, conf=CONF, iou=IOU)\nfor idx, (img, pred_df) in enumerate(tqdm(iter_test)):\n    #img= tfa.image.equalize(img)\n    #img= img.numpy()\n    \n    bboxes, confs,bboxes_with_conf,img_bboxes  = predict(model, img, size=IMG_SIZE, augment=True)\n    \n    \n    predictions = []\n    detects = []\n    predictions_bboxes= []\n    for i in range(len(img_bboxes)):\n        score= img_bboxes[i][4]\n        if score<CONF:\n            continue\n        bbox_width = img_bboxes[i][2] - img_bboxes[i][0]\n        bbox_height = img_bboxes[i][3] - img_bboxes[i][1]\n        predictions.append('{:.2f} {} {} {} {}'.format(score, img_bboxes[i][0],img_bboxes[i][1], bbox_width, bbox_height))\n        predictions_bboxes.append(np.array( [img_bboxes[i][0],img_bboxes[i][1], bbox_width, bbox_height]))\n        \n        \n    \n    tracked_objects = tracker.update(detections=to_norfair(img_bboxes, frame_id))\n    \n        \n    for tobj in tracked_objects:\n        bbox_width, bbox_height, last_detected_frame_id = tobj.last_detection.data\n        if last_detected_frame_id == frame_id:  # Skip objects that were detected on current frame\n            continue\n            \n        # Add objects that have no detections on current frame to predictions\n        xc, yc = tobj.estimate[0]\n        x_min, y_min = int(round(xc - bbox_width / 2)), int(round(yc - bbox_height / 2))\n        score = tobj.last_detection.scores[0]\n\n        predictions.append('{:.2f} {} {} {} {}'.format(score, x_min, y_min, bbox_width, bbox_height))\n        predictions_bboxes.append(np.array( [x_min, y_min, bbox_width, bbox_height]))\n    #######################################################\n    \n    #print(predictions)\n    prediction_str = ' '.join(predictions)\n    \n    #sample_prediction_df['annotations'] = prediction_str\n    #print(prediction_str)\n    #env.predict(sample_prediction_df)\n    \n    print('Prediction:', prediction_str)\n    frame_id += 1\n    \n    \n    \n    #annot          = format_prediction(bboxes, confs)\n    #print(annot)\n    pred_df['annotations'] = prediction_str\n    env.predict(pred_df)\n    if idx<3:\n        display(show_img(img, bboxes, bbox_format='coco'))\n        \n","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:50.590113Z","iopub.execute_input":"2022-02-21T06:27:50.590561Z","iopub.status.idle":"2022-02-21T06:27:53.709360Z","shell.execute_reply.started":"2022-02-21T06:27:50.590521Z","shell.execute_reply":"2022-02-21T06:27:53.708190Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"!ls","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:53.711203Z","iopub.execute_input":"2022-02-21T06:27:53.711534Z","iopub.status.idle":"2022-02-21T06:27:54.596066Z","shell.execute_reply.started":"2022-02-21T06:27:53.711479Z","shell.execute_reply":"2022-02-21T06:27:54.595005Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df= pd.DataFrame(data= submission_dict)\ndf.to_csv('submission.csv')\nsub_df = pd.read_csv('./submission.csv')\nsub_df.head()","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:54.598852Z","iopub.execute_input":"2022-02-21T06:27:54.599200Z","iopub.status.idle":"2022-02-21T06:27:54.620893Z","shell.execute_reply.started":"2022-02-21T06:27:54.599165Z","shell.execute_reply":"2022-02-21T06:27:54.619858Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Metric F2 scoring","metadata":{}},{"cell_type":"markdown","source":"**This is F-Beta score evaluation on the selected fold from csv defined before.**","metadata":{}},{"cell_type":"code","source":"def calc_iou(bboxes1, bboxes2, bbox_mode='xywh'):\n    assert len(bboxes1.shape) == 2 and bboxes1.shape[1] == 4\n    assert len(bboxes2.shape) == 2 and bboxes2.shape[1] == 4\n    \n    bboxes1 = bboxes1.copy()\n    bboxes2 = bboxes2.copy()\n    \n    if bbox_mode == 'xywh':\n        bboxes1[:, 2:] += bboxes1[:, :2]\n        bboxes2[:, 2:] += bboxes2[:, :2]\n\n    x11, y11, x12, y12 = np.split(bboxes1, 4, axis=1)\n    x21, y21, x22, y22 = np.split(bboxes2, 4, axis=1)\n    xA = np.maximum(x11, np.transpose(x21))\n    yA = np.maximum(y11, np.transpose(y21))\n    xB = np.minimum(x12, np.transpose(x22))\n    yB = np.minimum(y12, np.transpose(y22))\n    interArea = np.maximum((xB - xA + 1), 0) * np.maximum((yB - yA + 1), 0)\n    boxAArea = (x12 - x11 + 1) * (y12 - y11 + 1)\n    boxBArea = (x22 - x21 + 1) * (y22 - y21 + 1)\n    iou = interArea / (boxAArea + np.transpose(boxBArea) - interArea)\n    return iou\n\ndef f_beta(tp, fp, fn, beta=2):\n    return (1+beta**2)*tp / ((1+beta**2)*tp + beta**2*fn+fp)\n\ndef calc_is_correct_at_iou_th(gt_bboxes, pred_bboxes, iou_th, verbose=False):\n    gt_bboxes = gt_bboxes.copy()\n    pred_bboxes = pred_bboxes.copy()\n    \n    tp = 0\n    fp = 0\n    for k, pred_bbox in enumerate(pred_bboxes): # fixed in ver.7\n        ious = calc_iou(gt_bboxes, pred_bbox[None, 1:])\n        max_iou = ious.max()\n        if max_iou > iou_th:\n            tp += 1\n            gt_bboxes = np.delete(gt_bboxes, ious.argmax(), axis=0)\n        else:\n            fp += 1\n        if len(gt_bboxes) == 0:\n            fp += len(pred_bboxes) - (k + 1) # fix in ver.7\n            break\n\n    fn = len(gt_bboxes)\n    return tp, fp, fn\n\ndef calc_is_correct(gt_bboxes, pred_bboxes):\n    \"\"\"\n    gt_bboxes: (N, 4) np.array in xywh format\n    pred_bboxes: (N, 5) np.array in conf+xywh format\n    \"\"\"\n    if len(gt_bboxes) == 0 and len(pred_bboxes) == 0:\n        tps, fps, fns = 0, 0, 0\n        return tps, fps, fns\n    \n    elif len(gt_bboxes) == 0:\n        tps, fps, fns = 0, len(pred_bboxes), 0\n        return tps, fps, fns\n    \n    elif len(pred_bboxes) == 0:\n        tps, fps, fns = 0, 0, len(gt_bboxes)\n        return tps, fps, fns\n    \n    #print(pred_bboxes)\n    #pred_bboxes= np.array(pred_bboxes)\n    pred_bboxes = pred_bboxes[pred_bboxes[:,0].argsort()[::-1]] # sort by conf\n    \n    tps, fps, fns = 0, 0, 0\n    for iou_th in np.arange(0.3, 0.85, 0.05):\n        tp, fp, fn = calc_is_correct_at_iou_th(gt_bboxes, pred_bboxes, iou_th)\n        tps += tp\n        fps += fp\n        fns += fn\n    return tps, fps, fns\n\ndef calc_f2_score(gt_bboxes_list, pred_bboxes_list, verbose=False):\n    \"\"\"\n    gt_bboxes_list: list of (N, 4) np.array in xywh format\n    pred_bboxes_list: list of (N, 5) np.array in conf+xywh format\n    \"\"\"\n    tps, fps, fns = 0, 0, 0\n    for gt_bboxes, pred_bboxes in zip(gt_bboxes_list, pred_bboxes_list):\n        tp, fp, fn = calc_is_correct(gt_bboxes, pred_bboxes)\n        tps += tp\n        fps += fp\n        fns += fn\n        if verbose:\n            num_gt = len(gt_bboxes)\n            num_pred = len(pred_bboxes)\n            #print(f'num_gt:{num_gt:<3} num_pred:{num_pred:<3} tp:{tp:<3} fp:{fp:<3} fn:{fn:<3}')\n    return f_beta(tps, fps, fns, beta=2)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:54.622625Z","iopub.execute_input":"2022-02-21T06:27:54.623263Z","iopub.status.idle":"2022-02-21T06:27:54.649606Z","shell.execute_reply.started":"2022-02-21T06:27:54.623218Z","shell.execute_reply":"2022-02-21T06:27:54.648552Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**Calculation of F2 score**","metadata":{}},{"cell_type":"code","source":"calc_f2_score(np.array(annotations_original_coco), np.array(annotations_predicted_coco), verbose=True)","metadata":{"execution":{"iopub.status.busy":"2022-02-21T06:27:54.652310Z","iopub.execute_input":"2022-02-21T06:27:54.652672Z","iopub.status.idle":"2022-02-21T06:27:55.548007Z","shell.execute_reply.started":"2022-02-21T06:27:54.652626Z","shell.execute_reply":"2022-02-21T06:27:55.546836Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]}]}