' opacity='0.12'%3E%0A%3Cpath d='M0 673.6H918.1v-285H0v285Z' class='g0'/%3E%0A%3C/g%3E%0A%3Cg clip-path='url(%23c1)' opacity='0.12'%3E%0A%3Cpath d='M0 1251.6H918.1V979.2H0v272.4Z' class='g0'/%3E%0A%3C/g%3E%0A%3Cpath d='M0 61.1H909.4V0H0V61.1Z' class='g1'/%3E%0A%3Cpath d='M38.9 260.6H154.2v22.9H38.9V260.6Z' class='g2'/%3E%0A%3Cpath d='M154.2 260.6h95.2v22.9H154.2V260.6Z' class='g3'/%3E%0A%3Cpath d='M38.9 283.5H154.2v64.3H38.9V283.5Z' class='g4'/%3E%0A%3Cpath d='M154.2 283.5h95.2v64.3H154.2V283.5Z' class='g5'/%3E%0A%3Cpath d='M38.9 570.7H154.2v23H38.9v-23Z' class='g2'/%3E%0A%3Cpath d='M154.2 570.7h95.2v23H154.2v-23Z' class='g3'/%3E%0A%3Cpath d='M38.9 593.7H154.2v64.2H38.9V593.7Z' class='g4'/%3E%0A%3Cpath d='M154.2 593.7h95.2v64.2H154.2V593.7Z' class='g5'/%3E%0A%3Cpath d='M38.9 843.5H154.2v23H38.9v-23Z' class='g2'/%3E%0A%3Cpath d='M154.2 843.5h95.2v23H154.2v-23Z' class='g3'/%3E%0A%3Cpath d='M38.9 866.5H154.2v64.2H38.9V866.5Z' class='g4'/%3E%0A%3Cpath d='M154.2 866.5h95.2v64.2H154.2V866.5Z' class='g5'/%3E%0A%3Cpath d='M38.9 1148.7H154.2v23H38.9v-23Z' class='g2'/%3E%0A%3Cpath d='M154.2 1148.7h95.2v23H154.2v-23Z' class='g3'/%3E%0A%3Cpath d='M38.9 1171.7H154.2v64.2H38.9v-64.2Z' class='g4'/%3E%0A%3Cpath d='M154.2 1171.7h95.2v64.2H154.2v-64.2Z' class='g5'/%3E%0A%3Cpath clip-path='url(%23c2)' d='M811.1 99.1c27.2 11.5 58.6-1.2 70.2-28.4c11.5-27.2-1.2-58.6-28.4-70.2c-27.2-11.4-58.6 1.2-70.1 28.4c-11.6 27.2 1.1 58.6 28.3 70.2Z' class='g0'/%3E%0A%3Cpath d='M38.9 987.3l1 53.3l256.3-4.5l-1-53.2Z' class='g3'/%3E%0A%3Cpath d='M38.9 397l1 53.3l330.4-5.8l-.9-53.2Z' class='g3'/%3E%0A%3Cpath d='M38.9 722.4l1 53.3l426.2-7.5l-1-53.2Z' class='g3'/%3E%0A%3Cpath d='M34.6 994h87.1V968.1H34.6V994Z' class='g5'/%3E%0A%3Cpath d='M34.6 403.7h87.1V377.8H34.6v25.9Z' class='g5'/%3E%0A%3Cpath d='M34.6 729.1h87.1V703.2H34.6v25.9Z' class='g5'/%3E%0A%3Cpath d='M731.8 95.9l-1.4 39.3l143 5l1.4-39.3Z' class='g6'/%3E%0A%3Cpath d='M731.8 994l-1.4 39.3l143 5l1.4-39.3Z' class='g6'/%3E%0A%3Cpath d='M731.8 395l-1.4 39.3l143 5l1.4-39.3Z' class='g6'/%3E%0A%3Cpath d='M731.8 718.8l-1.4 39.3l143 5l1.4-39.3Z' class='g6'/%3E%0A%3Cpath d='M500.9 338.7h-.2v-.3c0-.2 0-.4-.1-.5c-.2-.1-.3-.1-.5-.1h-.5v-1.1c0-.8-.6-1.4-1.4-1.4h-8.3c-.8 0-1.4 .6-1.4 1.4v1.1H488c-.2 0-.3 0-.4 .1h-.1c-.1 .1-.1 .3-.1 .5v.3h-.2c-.1 0-.2 .1-.2 .3v1.8c0 .1 .1 .2 .2 .2h.6c.1 0 .2-.1 .2-.2V339c0-.2-.1-.3-.2-.3h-.2v-.3c0-.1 .1-.2 .1-.3c.1 0 .2-.1 .3-.1h.5v7.4c0 .7 .5 1.3 1.2 1.4v.9c0 .2 .1 .3 .3 .3h.8c.2 0 .3-.1 .3-.3v-.9H497v.9c0 .2 .1 .3 .3 .3h.8c.2 0 .3-.1 .3-.3v-.9c.7-.1 1.2-.7 1.2-1.4V338h.5c.1 0 .2 .1 .3 .1c0 .1 .1 .2 .1 .3v.3h-.2c-.1 0-.2 .1-.2 .3v1.8c0 .1 .1 .2 .2 .2h.6c.1 0 .2-.1 .2-.2V339c0-.2-.1-.3-.2-.3m-9.6-2.7c0-.1 .1-.1 .1-.1h5.3c0 0 .1 0 .1 .1v.7c0 0-.1 .1-.1 .1h-5.3c0 0-.1-.1-.1-.1Zm.2 9.5l-1.7-.3c-.3 0-.5-.2-.5-.4v-.6c0-.2 .2-.5 .5-.4l1.7 .7c1 .4 .5 1.1 0 1m3.8 .8c0 0-.1 .1-.1 .1h-2.3c0 0-.1-.1-.1-.1v-.7c0-.1 .1-.1 .1-.1h2.3c0 0 .1 0 .1 .1Zm3.5-1.5c0 .2-.2 .4-.5 .4l-1.7 .3c-.5 .1-1-.6 0-1l1.7-.7c.3-.1 .5 .2 .5 .4Zm.2-2.5c0 .3-.3 .5-.6 .6c-2.9 .3-5.8 .3-8.7 0c-.3-.1-.6-.3-.6-.6v-4.4c0-.3 .3-.6 .6-.6h8.7c.3 0 .6 .3 .6 .6Z' class='g1'/%3E%0A%3Cpath d='M500.9 1227.3h-.2v-.3c0-.2 0-.4-.1-.5c-.2-.1-.3-.1-.5-.1h-.5v-1.1c0-.8-.6-1.4-1.4-1.4h-8.3c-.8 0-1.4 .6-1.4 1.4v1.1H488c-.2 0-.3 0-.4 .1h-.1c-.1 .1-.1 .3-.1 .5v.3h-.2c-.1 0-.2 .1-.2 .2v1.8c0 .2 .1 .3 .2 .3h.6c.1 0 .2-.1 .2-.3v-1.8c0-.1-.1-.2-.2-.2h-.2v-.3c0-.1 .1-.2 .1-.3c.1 0 .2-.1 .3-.1h.5v7.4c0 .7 .5 1.3 1.2 1.4v.9c0 .2 .1 .3 .3 .3h.8c.2 0 .3-.1 .3-.3v-.9H497v.9c0 .2 .1 .3 .3 .3h.8c.2 0 .3-.1 .3-.3v-.9c.7-.1 1.2-.7 1.2-1.4v-7.4h.5c.1 0 .2 .1 .3 .1c0 .1 .1 .2 .1 .3v.3h-.2c-.1 0-.2 .1-.2 .2v1.8c0 .2 .1 .3 .2 .3h.6c.1 0 .2-.1 .2-.3v-1.8c0-.1-.1-.2-.2-.2m-9.6-2.7c0-.1 .1-.1 .1-.1h5.3c0 0 .1 0 .1 .1v.7c0 0-.1 .1-.1 .1h-5.3c0 0-.1-.1-.1-.1Zm.2 9.5l-1.7-.3c-.3 0-.5-.2-.5-.4v-.6c0-.2 .2-.5 .5-.4l1.7 .7c1 .4 .5 1.1 0 1m3.8 .8c0 0-.1 .1-.1 .1h-2.3c0 0-.1-.1-.1-.1v-.7c0-.1 .1-.1 .1-.1h2.3c0 0 .1 0 .1 .1Zm3.5-1.5c0 .2-.2 .4-.5 .4l-1.7 .3c-.5 .1-1-.6 0-1l1.7-.7c.3-.1 .5 .2 .5 .4Zm.2-2.5c0 .3-.3 .5-.6 .6c-2.9 .3-5.8 .3-8.7 0c-.3-.1-.6-.3-.6-.6v-4.4c0-.3 .3-.6 .6-.6h8.7c.3 0 .6 .3 .6 .6Z' class='g1'/%3E%0A%3Cpath d='M494.4 650h-.2v-.3c0-.2 0-.4-.1-.5c-.2-.1-.3-.1-.5-.1h-.5V648c0-.8-.6-1.4-1.4-1.4h-8.3c-.8 0-1.4 .6-1.4 1.4v1.1h-.5c-.2 0-.3 0-.4 .1c-.2 .1-.2 .3-.2 .5v.3h-.2c-.1 0-.2 .1-.2 .3V652c0 .2 .1 .3 .2 .3h.6c.1 0 .2-.1 .2-.3v-1.7c0-.2-.1-.3-.2-.3h-.2v-.3c0-.1 .1-.2 .1-.3c.1 0 .2-.1 .3-.1h.5v7.4c0 .7 .5 1.3 1.2 1.4v.9c0 .2 .1 .3 .3 .3h.8c.2 0 .3-.1 .3-.3v-.9h5.9v.9c0 .2 .1 .3 .3 .3h.8c.2 0 .3-.1 .3-.3v-.9c.7-.1 1.2-.7 1.2-1.4v-7.4h.5c.1 0 .2 .1 .3 .1c0 .1 .1 .2 .1 .3v.3h-.2c-.1 0-.2 .1-.2 .3V652c0 .2 .1 .3 .2 .3h.6c.1 0 .2-.1 .2-.3v-1.7c0-.2-.1-.3-.2-.3m-9.6-2.7c0-.1 .1-.1 .1-.1h5.3c0 0 .1 0 .1 .1v.7c0 0-.1 .1-.1 .1h-5.3c0 0-.1-.1-.1-.1Zm.2 9.5l-1.7-.3c-.3 0-.5-.2-.5-.4v-.6c0-.2 .2-.5 .5-.4l1.7 .7c1 .4 .5 1.1 0 1m3.8 .8c0 0-.1 .1-.1 .1h-2.3c0 0-.1-.1-.1-.1v-.7c0-.1 .1-.1 .1-.1h2.3c0 0 .1 0 .1 .1Zm3.5-1.5c0 .2-.2 .4-.5 .4l-1.7 .3c-.5 .1-1-.6 0-1l1.7-.7c.3-.1 .5 .2 .5 .4Zm.2-2.5c0 .3-.3 .5-.6 .6c-2.9 .3-5.8 .3-8.7 0c-.3-.1-.6-.3-.6-.6v-4.4c0-.3 .3-.6 .6-.6h8.7c.3 0 .6 .3 .6 .6Z' class='g1'/%3E%0A%3Cpath d='M500.9 922.2h-.2v-.4c0-.2 0-.3-.1-.4c-.2-.1-.3-.2-.5-.2h-.5v-1c0-.8-.6-1.5-1.4-1.5h-8.3c-.8 0-1.4 .7-1.4 1.5v1H488c-.2 0-.3 .1-.4 .2h-.1c-.1 .1-.1 .2-.1 .4v.4h-.2c-.1 0-.2 .1-.2 .2v1.8c0 .1 .1 .2 .2 .2h.6c.1 0 .2-.1 .2-.2v-1.8c0-.1-.1-.2-.2-.2h-.2v-.4c0-.1 .1-.2 .1-.2c.1-.1 .2-.1 .3-.1h.5v7.3c0 .7 .5 1.3 1.2 1.4v.9c0 .2 .1 .3 .3 .3h.8c.2 0 .3-.1 .3-.3v-.8H497v.8c0 .2 .1 .3 .3 .3h.8c.2 0 .3-.1 .3-.3v-.9c.7-.1 1.2-.7 1.2-1.4v-7.3h.5c.1 0 .2 0 .3 .1c0 0 .1 .1 .1 .2v.4h-.2c-.1 0-.2 .1-.2 .2v1.8c0 .1 .1 .2 .2 .2h.6c.1 0 .2-.1 .2-.2v-1.8c0-.1-.1-.2-.2-.2m-9.6-2.8c0 0 .1-.1 .1-.1h5.3c0 0 .1 .1 .1 .1v.7c0 .1-.1 .1-.1 .1h-5.3c0 0-.1 0-.1-.1Zm.2 9.6l-1.7-.3c-.3-.1-.5-.2-.5-.5v-.6c0-.2 .2-.5 .5-.4l1.7 .7c1 .4 .5 1.2 0 1.1m3.8 .7c0 .1-.1 .1-.1 .1h-2.3c0 0-.1 0-.1-.1V929c0 0 .1-.1 .1-.1h2.3c0 0 .1 .1 .1 .1Zm3.5-1.5c0 .3-.2 .4-.5 .5l-1.7 .3c-.5 .1-1-.7 0-1.1l1.7-.7c.3-.1 .5 .2 .5 .4Zm.2-2.5c0 .3-.3 .6-.6 .6c-2.9 .3-5.8 .3-8.7 0c-.3 0-.6-.3-.6-.6v-4.3c0-.4 .3-.6 .6-.6h8.7c.3 0 .6 .2 .6 .6Z' class='g1'/%3E%0A%3Cpath d='M38.9 95.2l1 53.2l214.8-3.7l-.9-53.3Z' class='g3'/%3E%0A%3Cpath d='M34.6 101.9h87.1v-26H34.6v26Z' class='g5'/%3E%0A%3Cimage clip-path='url(%23c3)' preserveAspectRatio='none' x='38' y='153' width='213' height='109' href='data:image/jpeg%3Bbase64%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%2BgEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4%2BTl5ufo6ery8/T19vf4%2Bfr/2gAMAwEAAhEDEQA/APOQdLubbEdrHHJE/wAu33FeM3JM0pnKzj7PKqsdiSXG0N6MBVVLuJVQ79rbUF06OJ0hmiYrIQSPnxjmsaWiIWxs%2BLkt5NKmt5IQ02wIWYDPsKwpq8jNmDGpsfCl/aRKGhDCZyOgKsB/WuhfEaUtjzn4mW0Vp42uvLDKHMcgx3yoNegvhHLc9cbRzq/gnw0ulqqXyzsmccnK55rOk7NnTNXijzrTrlrXS9bspSGubi%2BigYqOmxnLVqjI9B1eQJ4Q8PaZbkK0ksaGZuqfMW/kDXI/4qY4vUj%2BG2uRLDcWDWBia6ba2xdhU9N/41m4Xlccia6uDL4h1e/2DyVRbVC6Bicdea2a0MWdJ4XkF5NeW5dfKt4FXJbOe%2ByuatzkI6%2BysdKv1QXtrDBEflQeYTtauJSmbIbeWACzmC2tJAT8gOAM92z61iqjTZLM2306S7jvIFeORmjJ55GOON1dFGq%2BYxZzuoaZc6Xq8M51d1hfahZTjaO616ixOpzyWp2OmO39s219fXTLbLgjjcSB0z7dK46lf37isdFf/EtJ7S/j8tZoDJDFxwUO7kgfSvZoY6KSb6ESRyXxf0KOZLXXNMuWt/texPJlb53PY7vSujE8tanzlRR434naS21qABEZhGGbYOEYAAg%2BprzdPZ3NoqwniK2eXTtNIi2LJLn6jGaKD0LLtvDahl1DcIpomKrnuKxbu2BbvtRsF1AXCwsuw7gjNkegOPcVg6V2CMtmur/U4Y/Ohtl3MrMR8qK1b06VjZFrweqW2p3XmRlyZGIdG/u9KdXVjOW1%2B6NxrfiNmRFa8SIR7epQ8jPuetbU1aIHoFlHCdEtLDzY1VUV9uBxx3P41xe77aTHc4rRdFngaW7uPtCiUAxgr8wP0rqrYqlfQmmP8Wf2f5Vjbx2sirBK8krshJLsiDJx7g001OOg5mjo1yuoQ2cPzShZUVn2HG0nBGK5prluStjrfiiIrXS53toVi8y8WKKMn53GcbuegrGhrqZspeJtB/sXwJdyi6EqTQl0EYJKn5SVY9%2Bmfxq4/GaUtjzD4uSRS%2BKLa5jfO/T4GJC45216a%2BEctz2v4LXNrL4W0u5uJ443t5Tne2CxxxzXKnaR2JXieL6rut9TVIwFNzeXV020543FR/I11P4TCeh3PihwbTSI1jkMqQblUMNpwpINc0u5nB%2B8ZXhLxPdjXY7a/sIY5EiSNnb5RgDvyc1soXVzWR1Bgt4PCiX0jxefcS%2BayGThTknp9MVC3MWafgWaztNCe4vZri3kvpneQ7wAOMLjNc%2BJcuxCOwil09LZUsFMkj8N5gJGfVfevKlUkmbIdBaR3spjtzIkaKRJ5rFfmJ5wBSnKKSZDNyy06bT45LYRK0Jtz5cY6yt2JNa0pxtcyZ4X8ZPHlv4b1v8Asq4tUurpEDywhuIyeQM16uHoe2jzoi1zM%2BG/xgefULq31e2CLOu2BonyY%2BvBzxita2X6XDlO3t59PMr3cNw6lwC4LfK3ckY715lWjNKyIkhPFfia4ns7eykbMMJ3AMvI445rupVJ%2By5GVGJyN5dwyeKGdY18k24QgqD8xJOfyNZ2lCDTNLF3xIhn1m2tbW8ilgt7Tf8AMSFjY4Azj3qqMtBFDSGeeSZtSiLR8qGUYCnpketZc2rBla802706X7dLi5jVinmAg5UEhSfwrem0wRLbBbuaWATxSowVXlyQI/4s4xz6Vq5JGyIF%2B0aVZh7YkyvGI4k6%2BeWPJz2xXPe8hnIz/aW1q8wjMUlVXyfu4GMe%2BK6rWiB6LaL8wc3EWGjBCY6cCuO65r2JvqReMPEU0CR2MEmJTgArxnmsKeFd/eHTOa8RyXEerQT210AjkLLETwzYXOfxJrtjHkWg5noXgWCOSS2ZljWXeoVUXIwDmvMxVdptBGN0b/xF0K28RRW6rOscqOsiuJAGHOSMVlQrtA6ZJqsF2fDS6bKEuYXt3EjLgMnUDkd8AV1xqxauPl5UeTfF7Q4jD4evovLtkksikgc5J2969GhWi1qZXdza%2BD92JPDTxSzKojcFSOhpJJyO2k9NTFj8Qn/hJbyzMduyw2TQxLs53liSfxzWtTRGFWWp1esyTy61ZxyQxwfZtGmklUj72FH%2BNYx21MopvY8vtfGVzplxK2n2iqXY5aRdztXRTjKUTeclzJ9D0O01vTNc8CPqV9alNVE8Nqvkn5JyejMv8J2g/lWMVZu4q0ftLY7A6C9vYRSw28d4Pk8o7uFYEfKR2%2Btc85OW5ziJe3NpqCRyDyVDZJHIWueUY9h8zOuuvEEOimKJfKkWcAu23uRnNZYjCc1miou%2B5ftfESPbC5muVEZTerngKBn/AArBYWUZpFTiraHw7431C51nxZqep3Mpc3E7vvJzxngZr6ailTgowMbWKOlu4u1ZWUYIP411wba95iPdvB3jQ6sI9FvLeOSOHanA5PSuHEQTTcTeko2d0anjgwx3UUFsJDLI5SQOPbiuJaTZKijM0TR7jUfEV1al5IGjUKY8cggDGadWorIzUXz67DrOwuUvr2OSWEmFlVwW6gZOPzxVT5VH3UU1Y0Z9RjCqPIVLdoisQf5dx71zum7pkdTmhcrFYzRMXaIt0%2B9j2FbxiuhTXYvaV5dxpc8MMLRyMCEI%2B8ScYBokrbm9NBq90YL9LaBWWG0jyXIz8wqVGxk2zmriTzpL2Ul1ZnyzYxk%2Bta8%2BlmK7LcWpMskaecdohGG9eaPdtcDK0eZtTu7U3RYlVX94emAenNdk7IqA/XITca08i31u1nDNLKGXhlJPTHfpXO1cqZ1nwU1G6uPE8NrFO8iku7St8oAUE9BWWJwkOTmZcJe6jqvFHiI2HiKya/RBA74KqCBjAOTXlKgnoi%2BZHa6PJYeItGu7/wAN3ZW8tCfOgUjMiAZyCPQHpWU6cqTsRJ3RzPxQs4JvBml6neB5EhYpJOFDGLPdlOeM4qqNR81jn6nifh/X57SZ7SOYMjzYJRQoOO4xXvU4aXOhSsh2myLP4yv5ZGxg4Bx05QVpVjoc8pXZ3epTPPq/iRjMZNumCGOQHpuKiudq0DalLld2eLTQ3cJLbCQDjOOTiuihVSiHI2rHp3w60y6GmQHUklRdQu45rONukqoTyc%2BnNcsppydjtnC1HlPbNZ1aWDSLR7ZOGmKyjpgfh1FcjkeYYeoQ%2BfpdykLeY0rbjsX5ueuKxcgFulvp7W3hWBlj8rZvfqMbutb0614hexyfxDimstEktLW4nk82AR7QSVH0rTD3rS0Noe8eK3nhfV4xuS3Fwh6qvB/KvbpUWo3YTpO5b0zRNSm1OK5vdDuVQusa%2BVEFBPbtis6tRR0NIYds958O/AfxbpV7PrkcULQyrHMscbZ25xkeuRXHWb5Lm0aSjozN%2BI8Y03xDFbrA11dGUZLHI3d%2BK5YazlfsY1o8uxznh1dRe%2B1TUFfy907Fpec4HGP0rSrGNkc8bti2MVwlrNcyGQxzS7y479ip/AVFZpLQJD7iZZ51MUiwRxEYUjg0RUpIyehQv3a82PLsSMyBQwGBjv0q4vkNYK5pFhZokVvNslu5Ujix6bhlvyFD/ebGuxd0fR4gb661ALtlO1trZzzzUuothcplWY0%2B10u/u7v7rzkwKecJ15%2BorJ3YuU5db4P4kmlS3UwtD8kWOFGV/wA/jW/K/Zom2p0fh/SWh0a11a4SMRtI7E/eGxT6fWuqe9i0uXY4LVLmeDxfdS2e5DLKcKuNpBJ6jpjHaqUUkRJ3PXfg3FbQXrTLBAbmS3cnaT8pII6dutc1efPGzKS0Oj%2BIOgweO/BhGnzNBr2mbpPKVP8Aj6UDkD3ArysJV5almSzB/Z9kXTra5muzLDPHny4w3LAAF1bHTgDr6kV0YxKdRNbWFzPY7vXdb8PaX4ftb%2B7uZ7rQtTnkUMYN5VWBBVhkAAHofauGrQqR96juSeG%2BJPAV1o3iXztMuILzSZWLW11E24BM/LuHH417OFxfPFRnujRe9oyj4btzPrF/LNtiYzqjrjtvQfrjNdlR3WhMoI6TXbu10hfFME0ghaZoYY1xkuuckr6dKmNCc42JbSWuxytp4h06IIj6czgKOSw5/StYZbOxr9ahzKR6APFNp4k8R6PLC0Fhaabpv2WKNzt2uSSW4%2BtZSy6cLtFzx0Z7nWS%2BfexQ2sFykkQ%2BVZWJ5bHOD/U4rzJ03D4kc0PfdkbGheEtZu9Mu9S0i/s72aAtGqxXOM7epwevHvWVqctrnTOg4q5zfinVbltttHNcoVYJKgGfm5x9K3hSglbuc9r7mEbiW5ljtHdUYYGJGwPYV7OAwtKkuZHTSikdVpfhCC4X7TdJmNTiXhsxt64BGVNddSq07I7YwjJXZ7N4N03QItBSK4ignsZSobg9fXJJIIrgnTUndmm2x2dg1r4Y0W7nilub2yJ81E/1jBehUH0xz%2BBquSMlZkODrTSeh88/tP6Dp2meKNC1zTJWCXoaUxr14HJrkxFBUnddTiqRq2ala6PMvBWrSxw3MkcTSweY7FWAI5ZjzXJiVZKxlG/LqaPhiaF40t57aSeOXdKF%2B7g5J/lUS1QmrnOa9BJFqyxyDbBMxKurcAelb06rUWS4ItTy6dZ6Y1mIt9wzBlZjkYrNt1NyoJLco6lcC40%2B3kiIW4glOz1ANaw9wc3fY29BuRbvGLiRlhcFiWx1rmnCz0Epsw9Y0zbcfZdPvIrlZZvNKu2CFbnHsOeDVxUktS07mY2lakmszzKjeYykKqrk7Mj/AOtW/O%2BRaE2fNc7/AMYItj4W0mwsbad/M53RrwsZOAW9M4qpz1KZ5Xd3JfWLq3ktY5IpLvAKj5geQcH8at1PdMmetfDaza38QXUkJWKJLFgPm4xxzXLKWlzRbE/jLWpfDuu6TfWk4VGkZXIkCnBPOc150INttGcjpoTpKu11BGkMVyJHG0A/fPPI69DRCrLn5WSYPi5rC68Avo2nSLPbRpLIqEjAZec/zH4100q/s52YHn3w41i4ktjp/wBmkn%2BxOW%2B/uJjPDIf5iuiph%2BWXtI9SouxVvdW8N6adUvdNN19qkuPLWOZcLkHO4d8jCj8a78MnLcmUji9X1a61C7kurqUySyH5s17VOMYrQydpaMz0lCOH9PetPatE%2Bzien6Hd6BL4de%2BKxrdW8Y3ZHcnGafO3uP2cT0HT0/tX4YaxqGns8FzBZs7qh4lTufY4yfwrlxVGjUjexrTfJLQ0f2armeDwtb3M4KqLtzGGUlypGPx5r5Gs4056H0NGMakdQ%2BItlaReL7n%2BzJi0srLmMDAEg3ZP04raGtmeJNWqSS7s8o8aSXkmpRokoVpm2SgdwOuPSvew1%2BU2gd/8MviFNp%2BpQRajOHhjjETFx99R0Brp5Lq51Qloe12KKsrLYSrLoeqxmW3ZTxFL3H0JzXNUVjeOppfDe9v/ADbjStQuonktrZlS2kkALM27BPtgY/4FWcCatPVS7HmPxYm1K8%2BHeiapdWiBLJpovO3bsrg4rLHPY788wlOlibRelk/wPMPDdtDpnhS4upJgpe38xQTgktk/%2BzVw1ldr0PnnFJOz6luLzY9NsZ08yRfs/LKOnFcjlrYg5PXvECSXYiYmeI/KMJgpXTGPusFuZ4u/7Qm8lMAQnCvnlh7UQXLuTPyNeLS5EjX7S7JG4ynTOfelOV9hw8yncmeEeWkhmVTt2j5qpWvqQty/4XuZFlEt5ah9mI1kZOi44Bx6f0rabXLoaxKxtLz/AISq8lXVJFjKELLk4PK8Y7f/AFqnm/dJFanX6lr0smpXcVvfOqRqkUUUpwCi9R785rmi/aaoydS4yw0/T9Sg1G1lQQapcESWzxqCqAdcfWoqVnDTluQ5G54U0xbW1lmu32ziJo3xwWrOeIXIro2p%2B8rHKfGYg6XBjPkMT8xGSM9PpV4NXJqLlND4a2cs3w0uNVW5BlsndNrvkbNmc1vOEY1OUzWpjeDLmW20tb2RUe3gsrq4dHXcCD6juKuv7NRtbU09noZP/CNarHplr4h8MSxzW0mZfItj%2B%2Bg553r3x61tRqacsjGUrHJ/EXxHJr%2Bsw3kljBaTQ28cUpRcGZwOZGHqeK9GlSUfeuQ5HOGQvlj1NbRm%2BcUdxBmrldl6E0d1NFBNbB8JOoV/zzTUmkDsfTH7P15aXPw21e0uHXBs5ElJPOArYA9MDNFSjzUrorDtRlrqb/g/4v8Agvwr4DfS7NYpLyOEtC0YBAbHoRXz9PB807yPSr4hRj7pzes6vpWs%2BGLzxLZ6%2Bkd7psSztbTr87E5wufxrSVPklY46cHUdzz4yR3sv2%2B6hLs0SsgTgKx617FCSjHQ3jFxdhQLQEr9pECg8K64z%2BNdqjeNzW9pWPbfhFqyR6Eui3DJcW25XgfduMbeh9q8%2BqtTsp2S3NY3d1p3x701Vuo/9LtlVlQKw2c5Jz09q50rOyKqyg6bTM/9o65ax%2BGl3oscUUVvaagY1K/xK4yMY%2BtRjFdoeaTjUp%2B1b1a/I8PvLgWtnLYTMXZVjSNCc8YX/CuN6v5HgcyUE0jtLM3eoxW%2BnAx20MERMjxnBxjH9a8yp7r5jaEedXPM9c0q0ttZnhikDRkH59xz9a7aVXROxMlrYTQYYraNsshkJGAe3PUelXXXMrotQtubniZ7ef7NcLKgBQpKg7Dt%2BdYUb3sRJX2NHwVpem6lb3T3gnaRRuUqit%2BHIrPE1ow1uZxuy/JoF2IoxaWs4gK7mDJtyfwrCljqctLnRGDZjjR7NdXe7eyx5sRyeeDkDB9%2BK7vbR5FroTyPmaPVdZ8HeBrxhPp638qJKSUtvmCt2HOMg14FLF1Io5jLu/hxqMcUd74dS5kaMZxKnlSrkZIwDg4/GtYY%2BXN7yAzrK6vbOSSwvJJBMFIZZFwST6AgVVWTn7xrSlqcz4i07VNQXyrWVV8ssJBKu5WGMc%2BmDxXTha6prUmtLUn8LaTcaN4X1HTbiOdkvV2xsrYQt/Fg49B3xTr4795dWJi9C7DoVrZ%2BEdUIiuZx/ZbKGjKuRjOcAYyR1wD0FXTxkqkraF%2B0PLPAnijUfCmqvfafhyVYOmcKWPqD%2Bor3XS9pGNrGclc5LWLua/vrq8uCDPNKzvtXAyTnj0Ht713wpcsSeUgUYhhOMEgmrUVa4WHDrTGNkIDZPQdaTdtQtc98/Z6sA1ncWU2r29ut/CypH1OWGOfwNcdbMVFcp6GGwDlC5414n0u88Pa7d6RepsubaVo2A788H6UKcZQujhqKUZ2Zp%2BD9Ou9VstXeN8WzoIyzc75MZVR26CuXERc3Hl3NKddUtzo9Ou59K0G1j1OLM0a8hDkn0H1r16VNU4XZv9cjU2KUOv8A26YRy6ZCFJ481ufpWyrJoynWknoew/C3wlBq2i3utwRXGnx2JUzulyUK%2B/oRXLiLNaHRQrXfvGz4k0C6l8Z6T4kttSM4tI42eN1DJcpyMEqRyAcivEq436tUSl1PQq0VVpv2bLPxsuJPF3wyXUdDt4nSyvA99AFO%2BNRxuI5/LmvVrJVqXPE8T2lRvkmeJ3MN1P4gVDGHeWQE8f3cjj/PavJlO0WFk3Y6m4kW3vLZrWQmSU%2BVNhiMZHv9K4tJQOqDUUchqmlztLMA%2BJdxxvccAdc11x5VTM5STZHd%2BHLyNw1sTOkiBsxnJHqMdaFK%2BgOQ%2B2gu9QkaOC2dFhCqVZOC1bQUY6mLkX7WK801J4lMyXPG1VJwf5Vj7OMdalmcyqTub1vd%2BKLeWOSGa54GcqrMvJ7ZzxXPWjh5fBZfcbxrzRuCVnQNJqwF1/G3kjnPJ4x6%2B1ed7OXO430K9q9z1G4ivogDYPbTK2QfKH3h2ce9FOEYr3yLHnfi3xN4h0zU57J5tQt3jceXKsZKjHuO1Zzpwk7xCxmJ42v7%2BeKLUngvoyf3gERySe5OMjFE4VFFdgho7nTHR4fEFglxotwkd7GTHPbseZAvQ89qiF5aCqJy2I7a8jRn03XdNuLSR5GikIXAU9iPY8898VjVotStJEp8qszH1SLV9Gha78MXUUqW5O8mPIUDqdp64B5rShOlCXvGd2cz8RfDuheJrMeMfB0Qtp5QxvtNReAcZZlA/hGcZ9q%2BmhX9lFNdTXnjojzC/wDDsZ06EqWilMYZuchiSf6V10sb7VaPY39jK1zn72HyL1rYHPlivQpNyhcyZFjBqyRkuM88jvSe2omdr4J1YaXc2rrKfNX5omzj8K8nMMHel7SGx62V4x/BI2PjaYdaGk%2BJrKRDcT2whvlHJEi/KGP1AzXNl821yMM0oOHvF6LWNM8M/DKw042gScyG5ZsbWkkYYAOfQV7zoqlaUzwZSVXQ4DUvFF/eNgrFFGRjA5I96yq1JVPh2OinSUEZt9qU3ki3hkwvDM5%2B8xqHf7JUZs6nw9491zSdCW3trye3G0wHEh/fKTuIYenNEb9S20fQ/wAFvFFl4z8Nm3jTytQtEzLGegAHUHv0rzc2wSrwU4/Z/Wx25bi1SrKE3v8AojL8PeI5vCPxRvLK/C/2Vqi7ijjA56tz2rsymftcPKK6XMc2hKnU5o7GJ8TLaw8O%2BNbO80%2BNJbCe2F1aqWyUWQliCR1IJIrjxVL2fu9XqclCTlDmK1lNa6xds11C7bgWQIMbfQ150qU4wsXKUugzVp9Csoo7d7BZ7xDhFLfK5PrUR9o7ELmuc3eatqukXDwqgifaGHqnoFPet1e5rJkth4nWaRV1trqGSbKzSQqELp2/H3HNOqqkl7pi5HaQeGPCuqQi50jxVfR3JXASTkqPxrz6uIq0f40SudHN30Ws6A/2cao8yIOG3DLcmqpOlifhVg9oiib7VGkZyz%2BW3KjAz%2BddP1VW5OwX6n0R4Z8SxRRQWqXE8V391TKS8UoAwBz0zXzDdWPxFHcaei3qXEFxp0UV197coBDfL0Ga6KMZ1NgOTuXtpxcCDSLSYW/DgxLvGOvTpVylOL5H0AyVOl6RqT3lteS6cZPluLaZd4bHpnpS96OoG5enw/4vs4dN1dR5i4ENwBh0I7A%2BntXRh8Rd2kRJXZ4trUWt%2BHdc4ke6tm3RQnOQcnGGA7Yrrqxpr3ieUxtOM3gzxDF4lsbf/RY1KzQEkqVbqAPQ100saq9odhcl5I5nxNNBeanvtbZLWK4nDrCnRFznaPYc/ma7aNqa9T1Zu1M821d1n1q6dTgGQkfhxXuUtIJHm3uRAEcYzWoD4bG6ustDA7ooDM2OACeppNXQmauuaTeaEllHclcyIZYnTnFJw5oezCEnSXMdF4Jk/tF42n6MNkileCB0P1riwOGSxCR6WJr%2B2w9zmfiNfyXWvtb%2BcZUhG1d38J716OOnd8vY8WhC2pzjDoA3SuKDsjsew%2BNVedFYEgdfanHYhKxYuQVm8snJRuPYVQz0D4D69ceHfiXp01q0IW43ROJvuHKkjP4gUKzkovYdtOZbo%2Bjf2gdFudF0CPxxpMcMV3pVwkpdUBR4n%2B%2BmD1XnNeTgKjw2KnSezSPRxS%2BsYe63Rz3xkurLxJ4P8JePLG1jiaWOW1vFj4AkU7iMduWbiu3MqbjBS9DyKUlayPIYL9o5WkAznIx9e2a4IvmjZmtyUXF7dwtiLaoBIJHDexzWTir2DmNDRZDbyi2uIY514LRRAMSe3JH6UpUbBc37nUfDD3IgnsEW5VcNHfW2FX6EYrOzRDjcrah5RTdpd7b2nnHDbMsv0rkeIq396JBy%2BoB4b0I93DIgOWl5HrwB3rpjVc1aKAsnU/CzaOmmm2lE6y%2Ba10Ijlhgjbjt1H5VPsql73HzdD3Sy0O20vME2oXepQxAR2syxAbAPugkd6%2BeniFV6G51vhHVZLCaQ3kTvcTHBR5fkUL08vPf1qqeJdHZAO8c6HPdu/iHw5eHTrtZFF0rAbZM/xnHp3q/bKpLn7gLq19BqVuq6pBpUVyY1WbDgjdgZ2noauVS4FK7vTo%2B3GnW11bqdxZAFcBsdOMHoT1p05pe7YLFjTR4R160kksJxHewRsPs91DtDZ6lTk5rp9nFq7kvvHy6HnuraU0NzNbmOAw4IUM/Bz9a5albl/hocEuZHk8Fn9o1TVJt7Rx2EEjgnkZycfyr1atWSVNeh1Yh2geRLko8zEsWc819dH4YnnREWQFgM5%2BlXdFHefC3VE23Wm3iJKjQMMbedpPP5H9KFJX3CxL4%2BnttQ07RFh%2BYFXj3dTwwFdKSSbKaUvduMv/8AildMSOOX99Da5Zdv8b8Ln8K8/DTs3LqazVocp5ndNK1yZZX3s5OTmolNzbbMlFJCRkk89akZct8KVOOpya0Wwhbhw91vHei4G34MBfxVpaxkbzcKobPQt8v9aTaBNqSPqT4v%2BKWvPgtHa3swBngWAp3YrwzY78V5Cg55g29ErHpyapUmr7nDfDC28Q658Mtf0%2B402W408D7bZShlCxTp94Y64KkflXu4hKtGz6Hhcrpza76nm8ym6uFiw0eBk7mAA/zivnqt4ysjS51GieH9MnSM3XiC5n4wYY4uUz06nH51k5tvQLs3I9K0GwikjjvruMIQUBixMT7g8UXb6jVzH164nuYn2p9oQfx3C4dPyJzVKn3ZqjmZ0dWUpdA7fmxnaM/jWsJKS1Ri0ypq6XDSnyYwZ8ZyJRuOPQ9DRCg5S00ENXVL1bPzltD/AGkHCMhT5Gjx97PrkKPzro9hLm5Lovl0PrbwpqNg1qYpbmzW4kOd3lkRHHGOe9fCcvvnVY0oZvsFw7S2KfZ1JYMAGHPcVs17wWJNN1/TotVk2WUkryuMiM7ldTx8w7V00lT5tdwsZGowaVqeqx2ulQGKG5%2Bby3IIVjy3HWrqQ10Cxr6hc3Xh3RMX2nNcWsYYqyup3Dp06jjtTjSlGLkD2MPU7C0OiWutaPPbRvIfljf5WHqPeuGnTnUk0y5/AcHqWvYW4vb7ck8EZCxbMq5r1IYf2ail3OaG6PNdDn/tDSfEFiJIYrm82eXufnHzZ4/EV7FWlFSg35HVWleFjm5fBcCQ%2BRLNMWjXkgd671i2vdXU56VPm0ZkHwm0l0kdtcAdvnFWqze5q6KWwsPh3xBpUzTWIj3hSrNE3JB68VcZq9yeRvQt2eiXl/p1krFYUtWlkupHbAjXAOf0rrdfmQvYcrLl3p%2BoeI/Cuu67JMiRRN5gB/5bFey%2B1c8GrlVFoeZSnIU%2B1J7syHR9auO4FlWxHiqYEbNyre9ZsDqfhtYzXvifTRANz/a48j0Gck/pWU3aLLp/Ee2fFy%2B065hstPghlE8Ub75GbMZjY5GPQ1y1alrEVal52Ov/AGXvEPhbRnuvC%2BsGSyj1NFNq85I83cMEBun4VX1rVLyN/Yc8Ty74jeFTovxC1XRDFIix3G6AEbg8bHK4/WuHEVuRnHUjyMfY28CQyW8sEZuCgV1HBHoa5ebk1CKvqQTrNpNuhdEbzsukjMcn25oi%2BaRZhz6tLJLInlp931rvVLmQFaW2f7GrEj97yUPUUQjyobLFrpkU%2BilEmKukhw56jcOlZ%2B35ZGUjLGn3ufI3yYXkPu61r9Y6hfQ%2BqvCN9oniWxitr7TJbe5UBEnhJTbkcHGcfpXyNvfPSsbPiNLnS7AtNcS3ccNusYcIN5bPc/TFate8hWOc0aebUVeGJnhLqAVBwd2eOnOD09jg1UKac2FjU1iy1G30p5tNslupM5iDuTLk88j%2B9jH5UVITvoOxl22u%2BLHsoo5NXiiJQyMtzEC0bA45xgjcD/4761pTxDpLkmZTKmoHX9b8P6nYwadCt3FIt0k1rIoSQYIdhxxnI4qq2OhTkkhz%2BA8%2B1Nl1XRzawRDfE%2B%2BaMsY96DqOK9ej8cW%2Bpzw2I/CXhbTG8KMsklrZ3co%2B0GOQZZgWJXbJ2YD%2BZrLG1Jc%2Bg%2Ba7sZmqW0sMMiSM0jDje3Jz7n6d69HD25YtnQo2RzgYJrSbP7/NdLSY02tzoI4tw24znnFQ6UtzSNVXQ/xRaxx%2BDNU/d/M0a/L/AMCFa09jSr8Ry97ewweDrTQIZ5I1wWucdCxrnlX5WWqHMjyi6haGVoX7Mdv0rtg7q55k1aTQnPy5rWO5JYP3apgMiXdLs253cA1mwPU/ht5OlrFEkkcM9wyxS3Lru%2BzxMcO3scd%2BtcmIlZG9CN2e9/tIaT4f0rwf4YbRbeKZWg8kXiklpFUcZP61nVhzRRhXpuM7nhuqJ5vh3R7rDbleaCRlOCMOXHP/AAOuadK0rlxxXLoan/CRard2cMl3qj3bQxLbQtM/7xYwSdpPcDNclWPtTCrPndyn5l1Hm5jn85uoJ5bP1qVDnXoKLtoU7nUpLdp4oospJGCPMGWU98V006Vlcswnug0mxoY0rppT1AqTwF32Ry4D87atK6Gza0Z5hbmzT5pJcMB6kZ4rhnSvIzkVpLmMDbI%2BGBORnoe9X7LSxnc%2BjLiKW1vLi6trhonkjGdo6Y9PSvmsLrC7PVpnTLpN1c%2BF3lutWuZi0ORnjHX8%2BuPwrqgtCpnL6Fpsv9oQGG%2BlhkhffvUct8p4PtUy0JWxu6Jc3seoxXUt15z7R1BBz69ev4VlGTuMf8RzDBp1p4kggCXBxHMmfllBBHP5VdWkpq7IkYHgTxD/AMTCZW063BltJNxQlRgDjivDxtBeyk7sxkYerxwTaRqtzHAsLrG7Ls7e30r2st5liYK7eoQ6nPa5avY6Xpd0tw0i3VuhMRA2rhV6V7dNXnO/dnLL4indEyQOWJzsz1rup/CdtJ6HP6Mq/wDCUWeVDCUsGBGa6auiLkdXptujxRE8HOM1tS%2BEy6lrxnZwx%2BDdTCg%2BYIGO/PuKynpLQ7YarU8egvJLvRr8TKrOHXD46VgknIum3c524gW4kuxJ1ggDqcdTkV1LQ56yV2Yp6itYnD1LSdOlaLYXUfYxlrhZA%2BAjfdx1rORUT6B0pdPt/g8Lq106KO7vZGWecncSqsgAGRx941w4rod%2BHXuSLuj6hc%2BIPhlrWgalIZYdF2XlpJn5lLNtK/TFclCTad2b5hBJp2OW1e0ih%2BHkxXJ%2Bz6sdmT/fQE/yFOlJtu55dWK5Njh0y8sR3MPmPAPtWkkrHKdx4ajX7RGxAbjkHvXlYhuKdgLnjK0ht5pdiLlowc46cCng5Sa1Yrs88YCWYlgPu16UtAuwgiU3KnJ4xV30EmzrvhPbxz%2BLGtpQHDK7xsRkxspJBH6/n7VlJmsT1ePwh4buNUkvZNLi890%2BbptO7BPy4xU8zLsg/9k='/%3E%0A%3Cimage clip-path='url(%23c4)' preserveAspectRatio='none' x='38' y='455' width='213' height='117' href='data:image/jpeg%3Bbase64%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%2BgEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4%2BTl5ufo6ery8/T19vf4%2Bfr/2gAMAwEAAhEDEQA/ALElvqBUbp9xXHy14h7BqTTuZES4j/dYAH%2B9QBctWvCVgjPlJ/MVSAd4jeG3sEeW7aJgwwV70wHmNTbW0ytv3c5PejluSzSspQIi3900chI83244WjkKjKxVnmt3dkkiPClsirjTFKoZFhqVxcSiO1iH2eN/n3dcVryWMlO7NTTnSE3NujFU37lVv4Qe9BVxt7fRJcPA9wCpHI9qAbOc1G5trkeV5yrIHwgz822qSOdsyZobUM32nURGu77qitYuxk0X7LxbpumXCxW8LnyfuykdfWsnuXTr8jsdXpOuaVqkguYZxE4OWD9ak3kuf3jP1iay1C8Be84D4XjcWPpin7NPUFNNalDXPCukOgkku/sl03/LJjg/980ck1sZSjGRl3HhKf7ORHO5VMEH1qWpr4hRppbFUaPd2e6JmbEgzzS57ilSsZ9vI9o7oZQCDiqjO7sKMfZvmLL3mnzWyRRIzy7vnK9a0uEqlylezSQRm3hiYRkdWFFzGxVs3XcRKcH3qdC0kaEUsFpIiJcQys/3kYcUaGySG/2e8qie4sle3J5eM8iruQ6djNv4tNhu2hg80x9cNTM27FEtCGPyjb2FO2lxcx6dp4S6u5X8t1ZG5YvwfoK809YvXF5Ao2mB5wD0x0oAzr3WpGuYLfy5LJGbh2G7NUgNuWGO8URzW4mRed5xg0wHIbdpIbaHO1W5welNSsSxNTS4aeG3siyruyx9RRziEf7XHaebFasydGOec0%2BcErj1UWtqZLmX76EjPb2q4zJlBmZHZhp4p45pFRic7RgGtXO6MuW2pOzGbVYklZl3DbIwH5CpDmKXiS70/TLRpYY/Mu84Hmc01uJy0OKjstSuoJfEAZf9BbzQg6yJ/EP8K1cbGCZ3B8O6br9lDeWd3Eisu5pAc5PpjtWbdi0jMu/As8kXmi7jwpGVpGSoOci/q2l6P4b8K3XiKXbM9lAZGRmwrkduO9B2X5Y8p57r/wAatEtdGntdC8KwwarcRq1tqEt0WERPcLtwSPc16GHhBwvLc4akZKWhW02K98falJ4p1rxJLDfvEkaOg2rlRtB2g8cjP4571t7i2MnOSPWtG%2BH3xL0C1t5dRnh8SaZIA3m2cmyeJSOCQRhhz061jWipo2oVXfUo%2BMtck8P6lZxXCRXcLjkOmH/%2Bt9K8%2BFK7O2rJJE02k6Vq%2BmC8hsmSWRdyhCCKxcXGoHJ7SmcffeGtV06NNUtYSg34ZR1/KruzF0LFe61qW4Ypf2rRqi8sEwaNXoRZLcXTbrw9OhS6kmjkzw%2B3jFT7KZadMv358GPabYrwrN/eMZo9lM1UqZnQXU0NsIbK6ilhc4KjrXSY%2B0uVdS08xoZWlct/dxk0D9lzGSZpseX9iPH8W3rS5%2Bg/YHqllZXUty7TJ5SK%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%2BGnx%2B8f%2BFI7Mm8Op6Zv2y29633B/dVux44FdDnBq1jmjSktT2rXfEnhjxHcrc6hZ%2BU1wvmLG4G6PcK8nEOpB%2B4ehSjGorSZy9no01lqpu9H14Q22c%2BVIeMVMW5x1WpXK6Ur82h3FvqliLER3NxBPI3QDGM1m1JPYvnUjlNV03XLy8kMZ0yK1bpnliK2hLyJdKLQkPg3w7b2/wBonvopmf8A1iqwG01qpVH0MHh4djPbwl4VnkeKTWDCT/qx2P41XLVfQh0YdyofBnh6C5DR%2BI03p0IbisvZV%2BxUauHXU6S1HhiGGNbrUYZGVQCc5yQKXsq/Y6I4iiupP9v8G7tn2i22joe5qfq9e97D%2Bs0b7nJWfjPW4k4igf6ivoP7Eo/1c%2BU/t2t/Vh8XjTWVJcwQ5z2Sj%2BxKP9XD%2B3a39WGv4w1yZyWeIKe23pVrKaC0MJZzXbv/AJDofEmrLkI8QBOSMUf2Vhyf7ZxH9WLDeJtYdfnaEj121ccrw9g/tnEf1Yjs/EWtwkiJ4yO3ydKr%2By8OH9s4j%2BrEn/CR%2BJFGXmVcnjC4prLMOhPOsQtv0IpPFHiIgqL4rn0UU/7Mw4v7bxP9WLGn%2BKPECL5SXDTM3AJxUzyzDtDWd4l7/oQ3%2BpeJVkC3V7NE79NuKzWW0EDziuyjp19rVlYR2barc3CZYfvDnAJ6VosvoGcs1r2M3xdo7%2BIrBLWS7lg2Orh1GeR7Vt/Z8Y6IilmlZq7MTx14WfU9DBt3KXdl80TLwuf4unrXNXwnKtDrwuZzlKzK3wx8RXn2G3sJ7gyRsP3TSclWXhhk9awpUqbep34vGVYwujsbi4YyvKZNrsCCc9fSu/6pQa1PnnmWJ5tDc8Ly299HbW7WMT3VvL5iTrGCx9QTXz2Y4bkqvk2P0Dh3E%2B1w69rvr%2BZ5t%2B0TpGl6T4mXV7MQxvqK75bOPAOVwC%2BOzE/yqcNLSzNMfQgp3Ry/hDwfeX2prd3lnNb2AkSXznUghhzhfwxXbGipSPCxNecFZHrubN8swZm9RzXrKjTUdT5t4ytzj1ktARvhnlXuuaEqT0saTxU%2BW8tR9teWNvcbzo6SR/wq7ZpvD05BTxsV9lnS2Pirwnbxbrjw0TIB1VuK55YVLZHXHMYL7JTuvGOgSMwi8IxmM9y3NVCjNdCKuOhLaJxupSNdXUksVuYoW%2B4gPArqimjzaklLoVZLeQoFMQx7CtreRManmRnT3I3FeDzii3kbKp5kf2FtxGOPSo1vaxPP717mpa6TfhcLC5/4ARUqbD2ci3Hp9xGNr7gx7NxitE0x8glzatAitIU59OaiT1MpJX3GokR/iP16UuZmTkiRtq/L5mR161SZPM3sP82JE2rMyH/Z71V2XG3ViyN5%2B0PcFj2z0qJNlNxWw6S3hTYjPHk8lhUXkNSTJJ4bdFHlXaMeyop60XfUppNElrYxajtjkvLhrnOFCiolUSOmlhoz6sTxe%2Bl%2BHPEGlaRPPcxz38RKMY/k3DqDXP8AWLM6Xl8eVtNiyQRW8ccszSbHztk2HBHf8a7YYjndzzfYcqs0xAunlv8Aj8IU9Rs61dWTkjKFGEHdNnPeJbCxjOnPpixEw3Y2oFCKVbO7n14rzKj9j7z7nu4RTxydOO6X5HpPw6%2BHcviuRdTv5Es9Eil%2BaSUgNIB1A7D/AHj%2BVaVMTFR90xweW1Z1JRmtip4pXwVZ3s9r4VvNTVzIY3mguFCbgcE/dNeLUxlWrLksrH2eAwNKjG7bRzHhD4B%2BJfGHiez8R3Gv2S6X5ouFkuZBc3EpDEFSAFAHBqo4fl1MMTVjKdoP7z6zbSNIg0v%2By72xtTamLYq%2BSOOMEgAZA/GuhaaxOKUea6kjyj4qfDTw7pPh6fxB4fneEQHfNFv3Iw74HUGuyliJydmjxsZg6dNc0Tya2ubVuGzt7c/iK9BRjKJ4vM%2BYkZrJW3MoYnoK0ilErmfYafsKsGWM5ptpi5mtbA8lvnKwEH1zQDqX6FKWOQksmSD2LcD9KRDYwSmJiCpcj0IqOcapy7DZb5XUFYmCntjJo5jaNOXYjDSlsi3k%2Bm05p88R8j7Gil5r94m6C6mA%2BgFc3NYmLqSJYvDeuzwtcSskmeeZRk/hS9rY3jhpyK9zpWpWVustzbMwJ2gK27H4VoqiZlPDSTIVWbrLaTqOeShAo50YSw8g2GQArbv9e1HtUgjRkiS1sb%2BWdY4LKR2c4XjI/Oj2yNo4WUjfTwZrZnC3FuqcZA3VlVxHKjaOXtmiPAOprbmQROfbbkVh9bNo5cWdL8BarOoJi2c9AnNTLFXVjaGX6nVWHw3W3Ec4adbgHLCud1Gzup4XkPJv2m7e5hSC5jUmXR3jlDMuDg9cetZ3bZTnystp4ii8RaRpts81tFCIVciNxlSe5/Gu%2Bn7p52Mq8%2BiZX1P%2BwtOSMXusrEXGMeUWYt6Ko5b8BSqYrlMcLlntnrP8DF1O1vLqOwkh0u5t7Y3OyWS7ZITKOdrRxsQ35gV5uNxXt4JLufZcP5VTyys69TVNP8bdj1S6t9H03QJZvFmsXsVtb2yi30s3AjjmbsABg4JPXpSu6cUd9WtTjVcqMbcxws1jYXqmGzDQvIufLiYEgfQc14FPGTVWx%2Bh4nIKEqbjN2dt7Evw28cR/DzULW11Ey3Fks7kPbMZPKQljhh16k%2B9fT0cTGpT5WfmOY5dLA4hqorx1s/mer3/xj0zWbNJNFSaDHzCaRgv04PY1rTobs4Kjd79OhQ8f%2BMLfVvAUNtAqb70/vin8WOvFUlys8fHy0seaw6fapseKA7WX5xnPNdsKmh4yhd3ENlGZTsClh0UnrV85Xsxz28bP5RQBsUc4OFkQeVscr5LtjuMmjnM/dHG5jaPy5YBu9hRzh7oyC9SCVA1jCwD7idp59qw5mdEZonOrW1s5MVhHtPJBwPyo5mbRmh//AAkdvjH2Z/yFKz3L9pE0V0DWYuEsrhD6gcVDmmXGkzq/DnhrW4LU3EtsZuMhVwTWbdzpjCSJfs2uy3jBtO2ow2srR9Km7N1STWpaufDF9exKruISowVC80czJeGTNXw54M0%2B3hzeo91nsRUyk7lRoRS1On0rw5oqENHp/l7D24qeZmipxRtx6TYzPumhUEfdIHNS5dylC%2Bxfj06KNRtAKelK6LULCCxVHLwgKc8elK6LsaEcCPGTIoyRgkCk2Ukcr4/%2BH%2BieKrJ01G3D7kKHbxkds0KRlKld3PkS5%2BDPj/w7r%2BsT6PZppmis4iFzM4dtgO7IHatItmVVPqbttaWsEiTWtjDFJ0acjMjfVjzRKlzk08ZGj9kmaeSO4ingYJPHIGBbqVz8315zXLSwMk3d9TuefL2fJCDTPOf2hNfudV8SWM2r2iRuIGSMDOxU7Z9T7VrXg4tM1oYv2806q0%2B4u/D34vX3w%2BvGuG0Sz1CV0QPczkhzH/dSuWjQp25mj0MdmdWpRVC/urU6LxF8RfBHj2SLUdEt49E1yS6RJIccSAgZbPTPb8KPqsqlROLsd%2BGzSP1R0aiuv%2BAdloPw9t7zV40g89XmUfu4WIRjnljX0KiqdNJs%2BTlWjKclFWSNX4p2VjoetQaRpuzy7a3AZRzhu9clnLU8jFy5mcnFcSFdqDnvxVRdmcV3BaomE6bV3xxlu/HNacw4zv0NC2n0gsGuopJT6HtRc1XLuyTzdHVy0VrIFPo/NLmL5qXYoTf2JNJtg%2B2Rt6tg07hzUuwQWNo1u5e%2B8lw2FDr96q5kZRppsVfDMM0hH9qWpGfmYdRRzo6I4e/Utf8ACFad5Af%2B3uc4zgUucv6sj6WttIs9vI3n615vtGer7FFqHTbe3BCKRmjnZXs0B02FiS5JB6YqlMfKQSaRCJBhCq%2BvUmmphyj1skX5YgAM%2BlTKQcpPDZ4zuwfwpcwcpM0KKB8oovcaVhXiwgKknnpSGPjVQvzDmgaHjHTsaBigqQUIyPcVLTAyvEWkLqWiXmnQsts1xGV3qPun6VSYSgmeQal8LJINLmto7rzZ%2BsZK4FbqRxzoJkWi/Dq8s7SWQ3EEk/llvLeIH5gDhQTTcrEU6Mbnxr8UPE91dajJp80bLdwSSLcxTKD5cu/qp9No6VlKrfc9CMFFaEWu%2BJLTW/A6LPpURuLVUgE68GLH881jN32C99znLDS53tZr5YsRwoGUF9regZe55FTTk4sOdrQ9O%2BHHxY%2BKMN5p9poF7DcTHFrFE8KsWx3yeRxXoRrc6szGdJRV%2B57HdzX0r/b9agcahNzLuzjd3xmq5rnh1m1IRtRspLTy306Npc/f3EEe1C3FzxlG1hltAk0bSCOWMDvnco%2BtWRyEU1tJASwmWVT02H%2BlAnTZXmjYrvJJPoDg0ybMgLyIw5YE988UBZjpnuJ9sHmeYU5UEdaQ43RHBMsEU3mwtuI%2BX59pBoN4zaJVurQ24i%2Bxy%2BeCC0n2hvmGPTp6Vnd8xftGfZMYTaCkZXNcV0e8yO6kkRDhcj1zTvEzal0IILpjtXBOOvFHoUlpqX94aLf1H0pdRjFkj3DAAz70csmArzRkja6e/wAwpcsgGGRWONyn8aaTW4mSpKgBwwOOuKbQhxeIjcXUD60tUMjnnt4EDySBQe%2BOKNQ5kCXNq8PnJPGU/vbqLMOZCl4nXckyEdMg0lFoFLm2M26dG5EisF6Ec5rROxLTOX8feJNI8M%2BGLzxFfXi2sFpGWZZEOWfnGBWtNxv7wPktpufEdroXwu8V6rNe3nimc32oXDSuGVkILHPQjit5xw7WjMr1L6Im13wJ4Mh8b6T4U8H%2BI476z1NBHLLeblSOfd90kDP44xXN7JWuti1zdS54%2B/Z0%2BIHhvTJdUjtItSsbdPMc2NzvG3vhThiB7A1zzSRvHltqec/DLwp4n8S%2BLl0zwsTFqKHejeZ5fl453Z9O1Oj717ES1Ppr4d6349v9STwV8QfCz3LICBfiLDDb0JYfKfwNdUbowqYanM6i38E6d9odry7wpYlIwdpHsa1TSOP6mou5zeqWw0u7liisrtUDHBckow/AU%2BdCdB9DNha3lbzTC8WDwoB6/lRzoz9lUvqtDRs9F%2B3IZ41bA65cDPtyad0aewI5dDdoWdIrnzBwIwu8/pRdB9XZW/sq6ZEBtrtNo5xbPn%2BVLmRn7FgPDGqTo%2B22uJAR8vmLtx%2BdHMh/V5dip/wiHiHr9k4/66L/AI0rxD6vLsfQUfxQsJSY7S0uJiOjOuBWPsTu9sU9S%2BJPl/upEt4ZG6L1Jo9kHtjM1HxT4gubLzLRX2Y%2B8x2KKpKKM5Tk2YcN34xv0Jj1Gbd/CkZ%2B99Kd4k80xY9U1TT1ePVLm5hm67ZTg/lRZPYTlLqV9Q1yaVSLfWGi45PFHKLnfct6DPLIFlu9almiB/hPH44qZRLhUaOkm8Vw2LqrOZAF%2BQqCQfqanlNPakEfiDV7i5WeOwhkhY9nxxRygqlzp7/U0ubAQ4aF9vzAnNHKVzHFy3jWySW1rqTjcPmjk9aOUTeg3QddvbbVIbXO1mb74Ix%2BVW4kwqWPRrPUtPFuz3EaI6jJIfj61g4m3Pc4Dxr4f1H4hM1vDK8ehhS2wkF7o9iCeNnpSvYpR6nzJ8YvA%2Bm/DnX7OeXS5n0m6Rt4zgxy4IDhh2DEcUcxaVjndZ0XRtKm0C4sdTvbh72RpJ5HjIQjqGQn71PnsaKjCSu3qez/AA50X403XhM2PhvUHtNHuZmlhvL9sPIh4UKp6D36dKParqh%2BzUdi38AvB%2Bo%2BBvE/iS68YwwW2ouvlRMW5kDtuLqfT5f1rWnNTvY568nG1z2SbWFKqbaCGROm8SckVqYe1ILq%2BW9ZBc2VpGueWPJ46UrBz30Llyul3MUcP2y0cKPlXA4pcox1l4e0fySJfs77uuAOBRYZn3/9haLmGNAkROSNvX8qoUmkZ1vrXh2J3ljKK5bruINBhKdi9/wkFljP9oQAf7wqCkSRta3rjdcmTeeNrcUGyLP9m25cweSPl539zQM89isYWxGusXuD/CNo/pVcxzWLdno1ks4nW1FxKOkkmSw/pRzhY1Z5RsEdwpf0Ddqhw5nc2i1Y2NM1a1s1XhIpegfPNL2Q7o4/xrpl/rWqtc26TXbkYHyEj8yfetYLlVjmrQlKV0c5b6RqMET281lNG%2BcsrxAg/Q81V0Y%2BymXtKtr2OHzjpWyJDyVJXP1GcGlKzNaUGnqdK8kd1YhLDUEtGxlg0YBB9MdKmxtyos6FZ6hFEHl1CadeejAL%2BlFgskWbm31TaZY5JCe2RkCiwrlf7JqV3GHuZYjjj5Ylz%2BuaLDVySDSdPklX7TG/mD7sqjH8sVbSNJQSPM/iL8VPBdoZPCmn3lybh5RDNcAn90ufmIYkj9KxlY1pQurne%2BD9b1HRPDQ1JdSt9WtbuVfs6vKG8rBwDlcYAXHHFcjep1cqsT/Gyx0fxN4bls5ntJEntLkyNkbFcQMwIb/eC0GbR80/De9j8ZeL/CNnq9jDHpugW4ju5PKz5iJzlvUkfKKpRurkcjbPpqDxlqOt6jFF4ZMem6VBH5UTbAWVRgYC4xgHI/Cs5VoQ3OulhKk17ouqx3V3p27W4jd3dqSFuEUEyITnkdsf1rfDVoVL8phjcLUp25jPgSxSMSWl4sSY5SQd/pXUcHKa2nxT3MYaNoZE6ELGwFNDUbFu4tfJwIY0DHqeQaooztXi1oReZpzxg45yu4j86TJm7RbMNbjxYHPmWsjY43bQAaixzKpJ7m/p9lpk9iG1m1WG4/56IBu/lTN1BMrXlj4YtYt5BkDNwAm41FgSL1rHoaR%2BbbDBQcDAXn8qLGqLH7owLMLiXe3VfMOBRYZxt/rGoWcm%2BXR0Qx/LmNMitOU4vaeQq%2BJo7y2DFbi1VThzGB1o5Q9p5F6x12zbAh8%2B8/3k5pGkXdF9NQtpZ9r23lN6MlBtGRpQ314FKQyxsv8AdXipaHKRnsbx7lgZCu7/AG84pWJ5ireQN9lMdxcSurHohxiqiiZO5l2NlYtcyLPM4A%2B6GOc1VjORHquowaVEq22o73J4iTPFFjCcuVXM6HX9YlzFBcSSLJwQWwPzosRHESNPw9qVzptyRdvJ8/8ACSWFFjVYiRv/ANswiXfLZXW3%2B%2Bu3b/OlWkoLnOnlnOKSPPIfgF4TvbPWdR1Oa6klvpZJ7Rj8vkg8gD1rwsRjLe8fSYbApQVPueYW3w5vtL8MtfaX45m0kpctayW92GEfmBuo27uoI6iqo1ufUdfARprQsSfDbx1qd7L4a1LxtEbmOya7s4BuaOfKn5fl6bgO/p0r0FFyR5E5%2BzZleHNE8dfDaDW7PV9GkeHUY0UXMQMqABv7y/dJHrimqfuijXvqeu/Ci8mmikcOFAcYUfwqeQMduK8TGQtI%2Bmyqrek/66I9P1iNmilhhujExhLDBAzyOK6Mu%2BI583dqX9d0c9aWkNq6yLZSXcueS0q4Br3ZLU%2BSlP3ToI9W1DywES3tABwBmi2ppz6Ix9UfVbmXzDrSqo/hjTJp2IlMyZ5tR3gG8upsdAoIH40JGLnYqyalqNteLcgXiMv/ACz37g34GrD2pdufE3iC9i2Q2Nvj070B7YzvO8TS/MYVT/gNFifaVCO4PiNIjM90IkHJ/dY/Wiwe0qmUfEGphyDqpwO%2BOK05PduL2tS5PbDWI5RextehPvBperZ9anlF7Wp2Jo9e1K1kYzWtrcAkjDwA0coe1qdiSPxBdNMq2%2BlW0MpP/LGHBrKW5cZt7m8uq3MMONWgeJpB8u5ePxpGyZYsNZ09h5LzWwA67JBimkEmD6hpJdoxcIuf4sniqsTcjtbvTBOyC6e446EHApxQ0BisjIZvNEWTgDbVcopGHqemW81w8n2uJiBwpOM0cpz1LWKtna2u0DzERlPADjmixnHlJWUoxzeyoOw5wKOU1Vjc8K6dNfXWZLoyWy8gn1rwszxPKuQ%2BoyTAza9rNaf8OdH4h1kWtsqRRLK2NqIOOleThqTxHuHu1a9PCQbmeaSW%2BnSarLdanbJcNJI0v2Zwdis3B4HfGOa%2Bhw%2BC5LI%2BVxOaczdjV0ya0sdYOtWvlrcGAQRiSTIRPbNeiqPKjyZYpSZR1G6guXm3zTTJLkMuc5z1xTVMydazdjM8BRQaJ4jawsi5glUSfN1ByeK8TMKdj6vIqvNTf9dEd548MSWtnOzyK8cnmLtbAPHQ1jlesmbZ67UY/wBdUYX9sWDRiO4kmjU9BHJhfrX0Mo6nxcp%2B6h9tewqpMc1y0Y6AuOlJrU059ERv4ngjYxwpIW9SSafKRKZUudamuDmKR1HfANNR1Mua7sVzLJc8NcRMf9utLGvIxjMLQh0HmZ%2B9s5osHIy1/wAJPewReQrSwEdlTFFi/asz9TurvU1DXN3cFMZxupWD2zKn9n2HlK3mtz%2BdVzaWIur83U7OXU5JFMalkBGC5QsP1rnudE0Q7LmWZN2p%2BZCOoMQGKNRQfctvI1qWkhvYQv8ACHTrVKOhU2rFRda1e5doi8SxH%2BIkkN%2BFOyOZSd9ySe6ukQBLS1uCw24SNSR%2BlNQT1Lc2tDgPiN8RLDwhKkF/p9s13IOIYgN31PpSnVjBbFQpSmynbfFbxZbaHb67J4HZtLnBKPG27Kj6DiuJ4pSdkdUsPKCuifTv2g9AuUWKazexkJ5Eke5R9cVcaxHs6nY6Sy8f%2BB9Y%2BeSXT5Ln1Rtua2jUTZnOlK2qHaoZrtRPplvbm36/ul3fzrTmRxypy6Ii03SdX1W8SJYJwoxncdoH4VM5e60jehFqa5lpc9W0%2Bx/s/TktY0AdVySB1NfN1sFOo7t3PtYZnQox5YXsc34r0HWdTnh8mTyWjOcg816OBw0aWrPDzCvWxWkRtv4O1ZXEsuqyzAjnKghT%2BNd7nroeasM7WZqxeD4zBm%2BZbnJ%2BVkAUj64o9o%2B4fVUZf/CG29vcSO07EZ%2BQKPu0e2srErCe9cp2/heSw1Y36ypKOAMLggV59ek6p7mCrxw6NfW7X%2B0XRMkLGuDzg8%2BlVgcP7HmuPNMUsSopdLmRNo0Vtau0MMbuo4EhyM/jXo3PAqUjmbiz8RKjSfYvlXvF0x6YzSbMPZyuSaR4e8Q37lliMCYyxkbaP8am7D2TJX8MalDKfOvISO%2BxjxQm7gqTTuX7XR7eCPcwaRwM7t1aXZtFEZuUEgguI1Lu3AK9B6mi7NVYqXktlPI0UdlA2D8p55FbmFiI2enxRMxhCyE5VV4GKAsVPJgzu8kYNPQnlVzs5PN2b96fTZ/9euGLOtq5k6tqs9nECiIeeciuiKuYVHylBfEM7gF7aBh6EVrbQwlN2G291PqF%2BxDi3U4G2NRgcVjNkwd2djZaQn2Uyfa7gMqbuCBn9KxdRpWO2nBS3PiH4i6nd6v451W5vZWlcTNGpJzgA8VxVJOTO%2BEVFHdfD34%2B%2BKPB/h2LwwdM0vVNPgTZALiM7kB5x7/jWLhbVGkpNo4rxb4uu/FupSX0um6ZpwLgGKzg2K2c9eev5UJ2I17mh4HsUuNX01n8vYLgI6eXw4PHPNb027kzbSPqzw/bf2FbJYwMHjS3kfcV%2BYkDI78V08zJVn0OF8O/F/V9S1i2smsIYd87IXWTnC49qOZkuSXQ9H0fxlqdy93HKEKpuC%2Bo4rO9jSMo1OhLbeItQF4p35DjkGspTYSpNapm%2B%2BtXYtIsbfmPPvWyehlztGjFdStbRyA7STk4p3FzsaSZg7yEsc00r6lKbFkjVbTfjLZ5PrT2Jd2Zc07ROZAASSMZ7U%2BYIuxCk/2m5kEqKQrcdqfMNjLp9khVRgN94A9aE7kOKHQ8XYPbaBimKxleIUeBnRZDljgNgcU1uJoyLZ2gkclmkOO5qzNoraqfOs2f7rMwQkdcelBLZkQjyIGkjJBjT5eelPmMyGC4llYu7knp%2BFHMA0s24ruOB2zRzDsA/9k='/%3E%0A%3Cimage clip-path='url(%23c5)' preserveAspectRatio='none' x='38' y='1045' width='213' height='105' href='data:image/jpeg%3Bbase64%2C/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx4BBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIAGkA1QMBEQACEQEDEQH/xAGiAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgsQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5%2BgEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4%2BTl5ufo6ery8/T19vf4%2Bfr/2gAMAwEAAhEDEQA/AMuOvvrI%2BG5ok8fWiyDmiTJ1q/dsHtFsSj71ZySLVmSCpTUSZwjfUli6HmnzISjHsSLUv3ti0uw6lysdpBRZrUHFvcM0cxPs0GaOYORC5o5mVdkg5j3g4H92jmYXZF7460ormY5LlVw3Y4rZzUNzJRchrHJzWLSqPmRaTjoxK02HJXQdKjmJiuUXNHMyrsTNHMwbYZo5mTqGaOYPUKOZhaIUczC0Q5q%2Bc0tEOaOcLRDmjnC0TztL3UQ2VWYgdPkPNb81I8b6zU7fgPi1XUGfDRsG9Npo5qQPE1OxqWJ8QXWTb2EpA/iIODUudMaliHqo/gxzXmqwSGO5s5kYf7Jq06TE8RiI/Z/BjTqmpbSywSFV/wBmm40mL6xXlq4/gyQatqC4/wBFlbjJ4xS5KY1jZw3X4DP%2BEklAwEIx1zRyR%2ByVLMpdhU8Sy55WjkJ/tGQ4%2BJmAyUz9KXs7jWYNuzAeKeeY2xR7Er66Wf8AhJojH9wj3o9iCxqJW8VWX2eOKGNt5GZC/qPSj2Jv9eiJceI1gkCTRmPGd2OQSPSj2IfXoCr4igZwu08ZpTp%2Bzi5BTxXtpqKK%2Bm2nifxjdzx6XKLa0iPDqOT%2BNfF5hm3JU5f6/M%2B7y3J/a0%2Ba39fcYeu2Xizwlei8e5N1bq2JVZifr1pYPOLzUL/195WOyf2UHO39fcdBb%2BJrWSCOQDh1yK%2BxoR9pDmPgsViPZVHEefEVo3XIq1SuSsZGK1FXxBZ56mq9iP69Ad/b9mepNHsRrHQYo12xPViPxo9iV9cgKNbscjDn86PYh9cgP/tqz/vij2IfWafcP7as/wC%2BKPYh9Zp9x/8AbFp/fX86j2Rp9Zp9w/taz/56j86XsmH1ml3D%2B1rL/nqPzo9kw%2Bs0u57pF4O0dUj/ANEhwOvSvn3iJdz3FhKN9hL3wv4bgmL/AGODcMYHFQ6tR7MiWEo89rGtZWFlDCRBp8axlMhguaydaonudqoQirIyNR0mwuo83FqgY/7GK0jXqdzOVCm9ziPEl9oGhwsktmpBPPFddKpUktzhxEqNBao5Wbxt4eCSKtom5lwMpWq9qnqzxJ4qjJ35Tz28uIJppJI4wqliQBXqU6kYo8Os3Kd47EUYVxjArVzutCJT0tYF2CUDaKw9s07EPmsPbbg8Ct5VfdCN2QqwL7SOPSueNad9WbqD6j18p2bjZjpuFaqq%2BouWy3Lds8bvF9o3TQpn5Q2KTqSexnCpyvVF/QdLGpXBs7aMm9ZXZQzAjGBj%2BtefmWKqQovU%2BgyCgq%2BKV1/V0eoeEbS/8LaHa2Uli9xI5BlaMcBiR/Svy/EVHWqNtn7dhKEqKSitDlviTOL9ruOK2l2xsyMxHGa2wMOWak3qZY6MqlGSa6Hn2jQ2SaIz3pkE%2B0LCqjgHJyW9q/TcBWfskr/1Y/E84pRVaVt7/qxvlr%2BPevUUlFI8SVRtJChFFHtUZ8zFMatwCBSdS%2BwKTQ1oOPvUuZ9yvaMZ5eOKOdrUfPcPLPrT9uh8wzFL6wh3JNjf3jS5mLnQ0o%2Bepoux86F2NtHJzVX0DnR9AXJ1K4ZorTW7qB1JyuQ3b3r5xU4o%2B7dOV9Dk9UHjiTxFHa29/NNblRmUAYX61qlBHn1qdb2mh0a2njJJltz4hcwtgkpEM47jNc84wcmbKlXL9zLqUEKebcSuyLgljkmrjGB0Rpz6nIfEW0mvPDBvVgMjxyBnbPY9q2pyjGVkceY05OlZHmEkMbQox/vAMPSu2U4tHytpJWsRvbrtG1zg04R01M/a8ulhEgdSNjZzxWlF66i9oi1b2zPksBgcE%2BlPE4yhSWr1O3CYCviprlWgx1j84xxSCQj%2BE8FvpXBHMaVR2TOvEZHiKC5mh0VtnaEV2mPO1ecV0XvqjxpKpzcthsiSRuyTLh%2B6lcH9a1hJMu0k7JG6fD2qJYRSS2sxilUMjIMjB9at4yjS%2BJnVTy3FVVeMfwNjRvC%2BvadepqdkIVuIgzpnnt6d%2B9fPZrm1KpTaR9fw/wAPYujiI1Jfl6HdWuqaulvYXN1b%2BZAMm58skbGI6/T2r4Oko1Kjdz9ZXtYPlPO9d8TQpFqhncvBJPlW2bSzegFd%2BGw/75a6Hm4/EVKNCbl2OW8jzELqQQ2DwePXFfo%2BFowVFWf9WPwfH4mc8RNtdX%2BbGzRKpHqetdNONlqcN5PVjVjVvWtLILi%2BQOx/WiyHcV4OOMmgQrQ4kCYIBotfQLgsUZQsSR6Cl7JE8zIxb7ugNL2SHzscsTZ5R/yqirMkigd84Vh6cUC5WH2abcV2Nx3xVdA5WfS1to0dpcvJHEshlznaOFzXyjqM/TIU0nc1tM0ZY5VuJsbhkADpisZTkaqlG9yaRJd5URDYFONueaSbNH6GJd2zzSPiHbu/vDirUmjKVNMhi0l0iMItRKHGG3cjH0qo1LO5E6C5O5xviLwL5Ot2MttosM6XExWUc/Ln%2BLrjArpjiGeLXwCjO6W5n618Jb5tY2aZPCloylizgny/b3rp%2Bt%2B6zz6%2BT81VW/r8Dat/hbolnZxS6ld3RmVQzbCArHBzgYyB%2BNc6zGpGLul/XzO%2Bnw7TnJXb/D/Im8HafoNnBMzWkSxHeyvLhm2jrzj0r4rMsbUq1Xd6H6RlGUUcNRXKrvzt/kcD8WrXR5IVu7W3EYHMU0Ixz6VGAxFRVFZndmeEpToWktyn4Gexv2tgmlT%2BckBMk8UjjLbiOmcdBX3uFrzdPU/KsbgYUcTaCut9fU7y/wBIsZpJEvtOVnIQ7tmOOO571NfGexp3O/C5fDEz0ii5JJZWq6dbWqwwwFfnY5b5foTXw9fN54ipyy09P%2BHPvMPk8cPTvZf18jZ1O3ihvbK4iuIntXhKEBcEk8j9KyxqcaaaZ04J883fS2hhatrR0Y7IreOTzvkeIkn5e5ryMNe%2BrPSqScXzI8E8d3N5rXiTyo8xQI3CL90H8a9yheMLxZ4WKc687z6j7TT7m0j2xvKqD7qk5BNelQznEU1Z2/H/ADPNxGQYbEe5y79Ulf8AI1rOwu7uIMkLykISdi9x1FfX4PGKvSUmz8yzfJZ4Ou6dO7Xn/wAMF3pt9aQJPcWzwxyHCFh1rtTvszynh5Q%2BMrxLufDkge1aKMlqYScYk8DmLg4fnp3raHLa8jPmu7RNDWdOvLRoHubMos8YeMMcb1781MZwldI3lRnBXkVb6aN7t3tLf7PC4CqpYNjA5quWRz6EEcrRtyq4%2BlPlYhZdQkx8uPyrNyRtGcupGuo3SjC7fyrNzl0RpzWD7bdfe3/hR7Sdthc59C2fi248pLiTSLoRMAZGVcgfSvmGfpkTsvD1/b6vCs9vBcCNTjDpismao3XtQT8iMAE5OKjmsVylL7LFIhEmfl6ZGKfMHKOW3QR/KuSegqJNivb3SSCzGz96p2Z%2Bb1I9M9qlzaHyqWrJvscITeE3fhT9syk47nOeJLd5bO4iiXdI4wgxkj2%2BlTiW1S0OnBTTqq5wPiTWdA060udGv5oNOnW1IDSLt6jB5PH618vGn7WVmfZe0VOCaOB8XrY3fhq0FkchosCTcCrD1wK1w8HSqaGeLftaaudT8KdJuP8AhGrbYo8pI2jLKm0udxO4n8a%2Bzwdf3Fc%2BIx%2BHiq/y/U6ZIpotyX0hngCMRxzkDjmox7hOFjLAQnCfumXbvY6yrtawBWiTJ804CAdc18jSwMPaXZ9pPF1I0veKPjvX7YxW1npxG2LDGROVJ7Y9RitcbZx5UZ4BO7l3F0i5sNRQ3MiLJcJCY2yMkZ9q8TlcdUetBqWhzPiXwtD5R1C0hDIG%2BcKOVrrwmKsnFnNUoJu5X0DTIr4SzyY/0XCqmPvMRzz7VVSqnsFF8sm2ei%2BG9LtLOzPl2ZjyMFcZLkjqK%2BrwDlCjE%2BMzWUKuJbaMj4meE73UdNW9sp08uzj3NAxwfcj3r6HC1rbnx2b4bmXuHmt54fuoNNjuWSbc6B3Tyz8gb7ufc%2BlezCUKi5WzwvqMlC7RPp2i2kFvHc6r5qh2BWMKdxAIJ%2BnGaylSstGFHCOM05I3viHZQJ9ls9NmlktvLVwZW3FM/wAI9BWeFTu9DqxtJO1mcjHp05baFB4wcd/evSjTbPJlBJl2HSC7LE8kalu56D6%2BlYVbxOilh1LoSaf4Yur2Urbws6j%2BIjApOrRSNaeWVZMuP4C1jcmyJG3kgYPSsZYuijoeS1Gv%2BG/zM9vDGprLJb/2ZP5yH5m2nB%2BnFHt6dufuZf2fK/s7ao9/8J2Ba2aaUmS3QDa3c/hXyzPvIlyXVY0uGWNpI7fp8gxzWTNUXLbWZLeBlwzMI9w3HJNRyN6milZF2xvmvbdpDE0R469DUtWHzl60ntycCZWZeCB60466FwtbmZK9/CPkfIBNRJa2KjKPK9Ctc6paw2vn%2BftiHfpUXUdyIUmo3tc8h8T/ABg0e21aa2TTridYn2ySAjAH94Vz1cXFRcWj2MNldSolVTsTXXiXRtQ0mWRbV5kmj%2BRnQHI9Oa8GpUXN7p7tGg4tKR5z5T6lq9jpeRFghRzgAD2rvwNnL3jDMOZRSij25dNn0/Q7WxsvLJMe9u2fpX0DVkrHxlZzdT2jW2n/AASvbKLuB4p3WMn5RinOKasaxbjK8Tm7jwnqRt5rXS5lt3lnfzZHbhk9K8uphG3dM9mGPi42mrnKWloiWi2mowDdB5gCqMHaOSc%2BnpXDWwVU9ShiqajoN8HeTdaiwtX2unAQHO6vNrQlHRo6KdaN9ze8WX0VhZlfMWMrkH0J9658PQqTm7LQ6FWpxV3Iz/CcLT%2BB4Z%2BUa7dnLDjJJIB/LFT7L96oOVhOpTVNtanofhi3NtpkSyyFmPyMW%2BnWv0DDWhRjHc%2BBxfLKtJm2dv2eO2P7%2BRuNuOAPrXTGr2RzPktqjE16y06SC%2BMUSvdKuGiLcEg8E/T%2BtdFOq2zgxNJOPuHHalDeana2sc2FEeQsYTC546GuyGJVNbHDVw0qqsmP07wxDJiW6ZpMNjYTU/XpRTSHTy9faJbzwzpswIW38vHdaiOYTSLnlsGWtO0GGKNcwjYOrEZ3fWuetiqlTZm1LD0qe6OntdOhEARI0i9lHWudyl1Z1QhYm/s35vKQ7Se47Vm5dzXlk9i8NDYQK%2B4ZPfHJo9o7W6B7KVtyjHqltbzLApbavZBgUmXE3/slvf6cZ1QIp9h19axZqjCvNIYWsixSrIWzufkEfSqWwyvFcTLpotBK0eRt356GspbgXfCxtowIXuBJOMkkdD/9elHRmifu2NS6H2i3Z4SwGeeOc5qd5XKWx5b8VklvYLu0S7lXyfuwxkjcfwryMXiOWaR9Ll2FjJXkjwyK1mM1x5yOw27UZs8EdfrWdRxcLn0ODjFtwR2Wk6p5GnLE5wVTaCP8K8aotbodOhKU2g8Ju9146tWlDpb%2BZsinZOrE16eB5k7st4GdSjWqtfCrn0MYxDrW64uCwaIRRozD5iOpUY6V9DCpdH55VunJtdS7/Z9sGV4UjVs5IC5zW3Nc49UPe1iUlWbIYYO7FS1cfO0cfrHhhlFxcWEFu00uQykdsYwOe9dGHlG/vK4liKiZ5BpPgTxlJrcS2zLpSPclJLhD%2B8ROScDoa9SVbBRj71JP/t1G0cXUXU3vF3wp1i70pQPEFzOYozuMuSZj9AcCojmGDUXGNBf%2BAot4icmm2ben2EemeB7Kx8tkeGAADJ4b/wDWK/OsxvUxt4xsvTzPrsDKnLDPmf8AVjY0aXVv7NjkhbfvXBzHnA7/AEr6/DOPsonxWNilVdi9rE%2Bp/wBnRpaS/ZZVTcwUZ3H611RscMrkWjtBd3kou0SJplXzGySWBUZ%2BhyDWnMo6kRjzOzOm07SLNbFLS1xKqSZTzOSvrg1nKqbxpIvSaIituWNfmPOFrJ1TX2SsZs%2BjFWYIg60vaGTpkZ087NpDAf3cUe0MnTCO0mW4Bj3IfeqcjRRNywjRfluGAlJ496xcjaMTTEP8HYdqnmNOXQ8zuLVPNXzXOZOuwZxWzaMEmbOjXNva25jaeUqDhd2QKzaNEWnv4CHJcY/2elO%2BgyOCCK6TcpQnOQKza1Au6Zp/2dxIkKmXODj0qUmUk2arRrGh3r8vUqvFRzKD942hFydkceugPqN5NcT7Y0kkOBwSRXjvCSrVbvY%2Bglj6dChyxfvGZ4x%2BHVprGmi1t5Ut5IsmN1GNvufWuqpgU42Rz4XN6kPU5h/hbHDo8dvHcOb4MBJd4ymM88demaxeXRjTb6nq0s85Zq/9fgVLXwtd6a8aXouDHbTGWGSM9SOnFdFOjGEbH2jzjBvD8kJaSWujO9XUmurKx1C5t/IuYI9kbuNxyeuauF0z81xfI5zitruxsWd9HEAJ7kPNtDbU5K%2B5HauyN2eVUio7lyLz7twWVlB6GtOZR3MWkWLi2UbI5Dllbsf8K0U4rVEOw%2BOKOLcyRnfz1ORz3FU6vN1JvYz5Yrm4l8pcoF4GRmhNLXmMZtvYrDRy0hRkUkAj5hwaxVOk5Xmb0cTXgrdCSO2%2BzwuqYVFBzt4FE2r%2B4tC7KWpnmWylBSbKtj727pSjJkTgkVrHToob5p5b7MbHKApx%2BdVKp0MnFJXOk0UAFmhmiYg5AHWs22you50tqSyKWIP4VnqbxTFuUUj5UGafMgcSjJal/QN/eo5kZumzPtre4Vy0vIBrbmQKDLscSMdxjyfU1mzRIt%2BWPKUZakXocn4dsRcu19LG6LGNiqzcNW5zFee3t59UEDHAB5BoA1H0C2lUqjBVI7GpZRjX1pLo7x%2BXL8pPUnikBpaNfXc9w2512AcGl1LgzVuJd1qyBgXPv0rOrFM2oyfMZ8V1b2Iht55cPM2FxzRGKS0HO7k7li9eTzljDJsK9upqiKejGNu2ogZSDy2OoqZbGjetkK0UONrncT7dKysdKxUoxsQSpBKgjEKyIjAg496LGHNKUrsztFsbeHUL%2BVZN8kk5kdyPoFX6CrjOxVWPNqdK77IQ25BGv3vaqb5jmkjnNf8AE9jYXflzS/MP4Ixk16%2BFyuvWipLY%2BZxmeYbCSak9V5jLPx9orkrJHOqjqWjJFdFXJcSloefDi/CVHZv8ULfeOtCEAa2cuRyFWIgmpo5TiGveRtPiDB30mvvMa6%2BJehrHvbzYHU5O5cV2QyKs%2Bhm%2BIaH2VcfofjXQtavPsazMtw/3EfjfWeKyuWHS5up2YLNliG%2BWLVu5oarpq3EkMMK7AT%2B8KjIxXgSXLKx9EnzxubWnaHCLXDje6fcPUYqGupLV1Y0rGzijdcIqHvxikVCFjZhVIzsyMdql7HQth7qCayJIJwqdKAK2AqHcMVuBHGRk80ATbuMZoA4H4f8AiEMz2NwudwytbHOdI9iksryFQrkZBp2AoxvqVq7Yi8yMHg56ioe5SK%2BoXst4ESW2C7T0ccUgG28mJcFEjx/zzGARRbqTd81iDxbqS22isYQfMLAbs4wc1xYqo1sepgaalIwW1t765jmnh8oow8s9jxU4as5t3OrGUFT1Rvpfyy26O7DeVCg54xzXbZnlJq5saYfLgzkO3ck1LE5csrkd%2B4KMAxRyOCPWlZFQnzSOYlOpQahbx2t5NEBlZiwyCKGtDecrGhq1zLYQLskCvjd5gH3vrXHJuO50U0prQoXGpXOtWEsaCb5oypeNsEHFdNCSkcVVWep5T4r8Jaza6rMIdVvZcKWJL87sA4/XFerTxleCspfizw6uW4StJ%2B0gn8l/kct5XipcGaTVRFIQPvDH8q0eYYiX2n97OZ8O5fvGmvuj/kE%2BlXg02C8a71RjIzRyJ55Xbg47Vl9axP8AO/vZ1UsowdONnSi/WK/yNHTvBkU9sLh7vUZEAyY2nZs1ax%2BJX/Lx/ezX6hhY7Uo/cjsvAHhawsZkcI8khcNC0mAR2Izj3olj6042nJv1bZEsJT5k4RS9Eeyx2yCJWh4KDGwZrgvzO7PQirKx1Nhbh7NCRtkI5FZynqbxhpcZJaPvypoug5ScxFEy3UUm7oBm8%2BlZiGyAv1BFADHTfWtxEDRbCcUXAXe20Db074pgePaZp2o2flzPDJDMPw/xrscEjhjNs9B0G%2BluoxHeQ7JAANxbqPWocmjojFPc1LiBWAWNyB2K/wBayc3c05USwafBKgiupfNLdlFS5sOUran4Uj8knTrx4ZgMqsnKt7VlKcpOwOm17xxPiG0vpdOltL23kjlDqGlCfKBmivOnGFrXZ0YNzlO60PP/ABFrdsNTs7W1VpYYSy33zbPKPoPWtsDw9jaz9p0%2BX%2BZ04zP8DT/d1d/n/kW7DVZTAUm1aLyN2Yl4JVe2SDjNfR/2TiI0%2BVQ1PlcRiIufPSlZHUHXNOgslla5cSKv3UkwT74PFeBiMmzCTdo2Xy/zOyhmdBR/ev8AP/IwtT%2BIgdVTT9OlkGdrSTXCAD361m8mx8Y7fl/mdcM2wH9X/wAjRtNd8xSw1OAOqg5DK/Xt17UqOW46Mlpf7v8AM6Vm%2BBkrX/P/ACK154glmsJ4BLbXUnVZGfaD7V62IySpi4/vI8n3P9TlpZlRws/cfN96KD%2BK5dEc3F/DY21qpyWt7nLN%2BBFc9LhmrRj%2B7lzfJL9SK%2BeYetL94rff/kei6PcaRrulwajCqyrcRhwWTkA%2BtcsqTg3GW6HzqSvHYj1PQrG4mJLBQUwgAxlqm1iGrmHqHhMz6LcwNDsCrvQ%2BrU0yOUzNJ0xoUSFk29B9eBTuOx11roQnjiUNteJg6n0qWVGJ2emWQggiVn3y461kzopm1sWNAyde9ZdTdvQit2YtIDQQSSjJUHuaYC%2BSlK47EVylMQog4oAr3ELYO2gCmY59230qugjGuNZsZHzGgL/SuxRkjjvFjEvTM4QW8eevSrTS3LSb2ItX1q5sVAj8sA9sdKh076j9pbQbpVzf3kbXCMSoPVelL2Ye1NyK/uBw4J%2BtYVaNnfoVGrrpuTmX7QfnCEY5Dd6icnGPuK5rSnOUrT0OC8beDbC/WV7KzW3uZM75I1zu%2BterhMxxEIe6zzMblVCvK803bszwTXvDGs2OvCyllZWGSm%2BI7GA7cV3Q4kxkfda/A815Fh56Rv8AeZL%2BJ9ailjsIri0eOFiQz2/II7A1jUz%2Bu5XTVyqfD2GhpK/3syVTWpAJYdRCh/RcDk81o8/xko7r7joWR4NdH95qW1v4rvLeaVdViKrtVwwxjiop5zjG919wf2Jg1tf7zJmTxBbPi41Hec4P8XFdc8/xkYaSX3GSyjDSl76b9Ga2laLNqAia%2B1V5IywLRnpkVis2xVaPvNfcaPL8LSl7kX957h4Muhb2yxQyJHwAhboorz6i5ndnfF2VjTm1mCLxHtaS4jmkdIxGYmMc3%2B6a5Jo1R3%2BkRLe2M%2BGKKykFGHK1i3Ypow7mO3igjtTGGIOVbHvRcVjU0%2B3ZJYiu8kg5OeBTTLjE2bdkUlSQXPcVLL2LqXKsNmdzKOtZjTuPhkjY53AMKCiQlDz1PrQAZoAr31wnyLmkkBLC6OnWmAjyog20AV/3fmFs8mq6CPLtP/4/K9JnnQOm03/j8/CueR2Uyh4s7fWuiHwowqfEy94R/wCQLJ9T/Oh7og0Lb7jf71Y4n4C6H8b5DZv9clZYf4DtrfEXbv8A48hTw/xMT%2BFnD%2BNfvL/1zP8AI1qzkpfEfN2u/wDIxW3%2B8f515cv4yOiobmo/8i3B/un%2BdejH4TMXR/8AkW9R/wB6P%2BVa09mSznNU/wBe/wD1zqH8JnR%2BM3dH/wCPEf8AXU10UvhFX%2BM9C8Lf8eJ/4BVS2JR23iD/AJCHhz/r5T%2BVcdQ6InV%2BF%2Bt//vNXMymVJ/8Aj1T/AK6GgRe03/j4f6CriaUzRT7g%2BtTIbDTv%2BWn41mEdx8XVvrQWaFt9ygCRvun6UAY17/r0oAvWf3KAIrn79AEX8Zq%2BggD/2Q=='/%3E%0A%3Cimage clip-path='url(%23c6)' preserveAspectRatio='none' x='38' y='782' width='213' height='64' href='data:image/jpeg%3Bbase64%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%2BgEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4%2BTl5ufo6ery8/T19vf4%2Bfr/2gAMAwEAAhEDEQA/AOKF6N7yf3q%2BLkj9AodzB1jW/JZk8wdK0pUW9TSvXSVir4R8XPZaqrpIMBsGuyeFahc8%2BGMTm4ntujawusRh4pEE3DAnuRXnKVnY7JR5kdc/l6h4ejkuXVbkAqwHtVYj95R5SMPL2U9TzT4jaC2q%2BFb6xiy86Kbi2I7Spyv%2BH41hl37isrl42l7ek2iD4aeLl8YeGLW%2B1CVk1TTsWV/tfBdeiSH27V%2BiRqc6ufnVaHK%2BU6C90yLXfD8%2Bm3KiWWIskccwyp55jPseCKUtSI6HzH8TfBc/h7VxshKWs4Z4zjhCOq/gcVlY2iziUZo2V0IBB6g1mNn0H8FdUXUdPgF6N7bjbv8A7nauiGxlezuP%2BIOmajpF3rUV6kmXj82GUDJcBTt5%2BnFc6leTidTpe1iqiPLZbu81LVLebUI45LsovkMOA49D7ilD93FxHUfPJM%2Bl/hcNM0u6in1GQRJbIhBU/fkbkk/QcVM6kEtS6eHnJ3O58SfFDTbSORlhmuNjBEaPPOev6VyVsRTcbHoUMFUTueS/HbVtA8Z6DZrHp225SFnik/5aK2OMHvXLQqpOyOjFYXnTuc54dsv7U8IaD4j0kC18Q6ZIy3TRDBlWM7SD7gYP4mvSqVNEeTCN24n1p8P/ABDNruiW8t3JHNcFAfNTpIMdfr616NNqcEzzJqSqNGzqVnDqNhPZ3ib4JkMci%2BoIrRT0shVN0fHfxU%2BHHneNL7QtEia2tLWRUs0ZSwKtjufcmvGrxlCfOj1aUoujyn0D8CfhzN4D8JpYalLBezyMZxIkYV0JGCpPcV6VBe0jqefXVtjpvEWgW%2BpWjq0f3gRXSkoqyONSaPm/4nfDm70e4l1DS4C0LElkx1964a%2BGczuoYlQON0u/ZGEch2FfvrXD7P2Z3e09qdp4a197Z4z5nes2jRs9p8E%2BKEljQeaM8UXsYtHog1dPIV9w571XNoKx8batDDEJTGGUIO9fOVF71j7mh8Fzx7xRqhN88QJ6nvXuYagnC54ONxLjOxm6beSxzNLkY610VIpw5TgpTfPzHrngHxEwaHEijI7HnivnsTQ5Xc%2BmwtbnVj2fQNUiurQlHDbuorjVSzszpq0tE0XYIYpHJG7JGD%2BJqqEfaSuh1Kipwsz551Wdfhn8bNRs7nzBo1%2B22ZUwMxPyCB7E5r7LCTbpo%2BDx1O1VnqOleJnsvEL/AG21uH0%2BdQgv1XMc20DypR2BKkg/7nvXYnc4GrGf8adMg1vwtJq2n3STX%2Blt9rVf4Zox94kdDxngVUloEH7x8063ZRQzR3Nrk2tygkj/ANnPVT7g8VzGzO8%2BDOrpb3cloz7WYbl%2Borop7GMlc%2BiPG8k%2Bq/DvTNXiijuWikNrcAjrGwyP1Febip%2Bxlznr5YuaPs2eLaF4HuPEV7a6PZwM80Mm4shwUjz9761s3z2kjnqw9m2j2yw8JrBoM/hzXleHWbNhJb3kJzHfw9mUdiDww7EA9DWGIprluduErPRWMmCUPZ3trugdbSBj1AJPT9K8TRztc%2BijK0L2OQ1bWtJvfh5JqNramO60%2BOSMSsevbgV0Rhy1bI83EVG4uZwXwg8S39lqsGn28jfvWmmYSnjhckj64Ir1asPdR49CajNyZ7/%2Bz14geTUppbcOuj3zM1qnOLecffj%2BmTn8a7sPGThoceJqQU79z3TxPrkek2Cy/dnl%2B6p9cdfpXRSp23OOT59jy7Vr6S7vWvrx8HcpLKMkAGlWlTejNKXOmelaF4ltYbj%2Bz9YkTa8SvbTdCykfpWULt%2B6TUvfU6GOGK4jJt5lliPIZelaOTi9QSTVjO1jw9FfxbHVWzxgjrWiqpoxdJ3Pnz4u/CC6tppdU0WJkdDueIDrXLWp8%2Bx10qjgeRWl3NbzmG5DRTIeUZcGuCUbHanc7Xwvr0luUYOAM%2Btc03Y0SuenL4v8A%2BJNEfMG7eO/sam%2Bg%2BU8D8Tayy200jsCWXkA9K8fkk6iPrZ1VGi7HjN2WnuXlY7iScE%2BlfSUvdp2PlKjc5tsYBgYpLViei0NPw9qcllerhmAHHWssTSjJbHXhK04vc9p%2BHOvNNqdvbpIV3MOM9a%2Bdr4b37pHvwxnucr3PoHRtOtp1cRTRtNjDoDyPpXXhsKkvdOerib7ngH7YHhmSdtO8UWsTGGNfstyccqR0J/lXr4STi3Fng4ym5e8cd8HPFv2jRL3wbqU7BnRpdNlY/wCrkHOz6Hb/ADr1YK55U4Hr8dtZXegf2nDGsN/HGIruBDuhkVhhsj0Izz2JpzlpYmNKzufNPizTm0q91LQ5Gx9lnMtvg5yh9/pzWBoZGhX8mm6rbXUTEAMCfpmqjJpktH1p8P8AWE1X4cXNmfnSOdGGOeM4/wDZj%2BVc%2BbxjKhdf1qduTtrEWf8AWjNDw%2BkPhrx7omvxkC01L/QrrHIil6I341y5bX9pS5Xud%2BZYfkqX6HovxbhtP%2BEbkuoSY7q3%2BeFhxsfofwYYp4uooqxhgqbcz5B8f%2BI7vSr3zbeVlluoysseeE9cfWuPD4ZTfNY9XE4n2ceW5V0XWRN8P9QsJkGXiIC9ySeD%2BddfIlWucPtHKhZmvF4YtdKufDurxSEx3MQ5VcBJlzHLEfxG4fjXZJ3Vjz2kj7a%2BE/hTSNN%2BHmi6dHBCVVDKjhRyzEnd9ev5V0U5yjszkqQjJ6o4T4lx6p/wsKVLqIJZraqLQhs5GeTXWq0bWIVBrVGNCB5jbuVJw1cripSLWhkePrvUo9GeeKeTzo1CW7A8hdwBH5Zrvo01T1JvGasetfs7XGpXPgKJtSjc5lby3bncM1lipQm7xM6dJw3PRxbkyk7uK5DWxJNaxzQFZVVwRggjNO7Fyo8K%2BNPwch1uOXVNGCwXyDPAxvqKkE1oioydz5xkgv8ARtSfTdUgeC5jJDIRjOO49q450ktzqhI1v7VnFoigjGehPFY8qubcx4/eay1zHOSxJc4UHsKxVD3rnoTxL9nYxsY4rsjscVNc12Rt1NNaDaE3lGVh1okrkKXKzp/DHiD7BdCcSGORRhWrlq0bwaR1UKqdRNnsfwv8a3I1iGVnklLN8xz1ryoOpRlZntVlTnC8T3nXNM0rxdoU1teRiW3njIkQjGeO3uK9CUmkpI8VXbaZ8dfEH4Y654T12W70dJ7uwjk3wSxjLJjsw9q7aGMVrM462Fk9UerfCbVdH8Z6fvtLpNI8TLbyW1zab8QXfy/fVT9wjGcDjI6Gu11FJWOH2c47nlf7QllLpvjwK1r5MhtkDjbtDHHJHqD2qQPMG4O3aQwGMf5/CgD6J/Za1RZ5pdKmbKSxAFT7ZH9aK1P2tLlNaFT2VXmPQ/jJY6loHhq%2B%2Bwxh4ItsyL3wOcg9civn8HF4erZn0uLmsRSujO%2BL/wAQhJ4E0aKF1N9c2sc0qFuu5Qef1rorp1Z6HNhrUo6nzBf3c%2Bp3s7Xchcytw3UKQeAK9ShFQhY8vFzlKdyXTZZdF1m1jvYmQR4Zkc8H0P0qJx6ip1NOU9ytI9v7N82sXY80y6r9ptST80bec3A9iCaUHcirofU/wq12zh8FWX2u6RF8oNEZCN21h3HbBzXVS1TOWbs0cv8AEy7tZvGi3P2qI2ptlRGB/iz0pODudamuU5fzDA7tOFjy2QpPTFdEI6HFOV5Gn4a1PwXLq9nHq%2BrWubhjF5EjZOSCM9ePyrp9tzUmkZqDhUVztvhnrWmafpuoaX9viaCyvGjjYHIxnNeVhZObdz0sYkkmjsY/FGj7SPt0BZThgD0rs5ThE/4SnRcY%2B3w4%2BtHKBE/ibQ3j8t76Er9aSjYEeafF7wp4O8Yaezx30dvfoCY5lODn0JpTgpbFqdj5nk0bUE1WXSRIrNCC2/PDAED%2BtcnsfeaNef3UeMKCDkCsLo75QVrA/ApXJi3BWRCWOa0HfQYWOaDKS1Gu5wOBT63M1podn8M76WLWIVNy8YMijjpisK0I1N0dtGrKJ9erqkQ0WG1tpsv5Yb5WGelYT9yNkdMUpO7OSvbzzYTJKMlgwYZIBHvXlybcj0KSVrHE614Q0rUI4rvTS2lasjCSC5t%2BNrA8ZA7VVHHTp1EnsFbL4VoWW5xfxBuxrmiR6V4slNp4k0dCIrljuS8TqAD619HQr06tPmR8vi8LUw9Tlexxmr6Lb3mkT6tZPH5ltBBJLGr5JVsqx/Bk/wDHhXVaDhdbnHGT57M0/ghrt3o/jW0Ntatcq5KNGhAYZ75OB1FWnFbDmn1PrvRNX0v4haBd6fdx%2BTdwloLi3JG9R/eGeoNeTiKN5cyPYweI93lZ4/8AtG/C8aXo2l%2BIdClvbm2trUQ3Q8psoB90jjGDTp01FEVa822j53t5BFcPJbuJAVZSki9iMHitm2c7be5v6Be6V4g8jRNfcQSECO21EcmLH3Vcd17Z7VevKRHli9T1q%2B15YPg/aeAbuDOp/asiOAbmMSkHzBjop6hu9c6fJudLhGoj3L4XNp3ibR4lvtL1DS1s7dYi14REXI6EA9QR3FXHEW%2BA56mHStzGH%2B0ta6PpHwznktJZGvZHUW/ktvcEc546V0RrTZk4pHySNd1e8uVS58QXqeY21mdz8noDitHUlYxkktTr/BQt/C/i02%2BvrDJPsR47lptygNzvUnrxWtGNkNy9o7s9qt18Q6J4Q1O%2B0Wzh1RrqeSW1bzAC4PQgf0rnjH2UvdOuco1I2kehfB7wXeQeB7OXxTLJLqt4WuZh2XJ4X8KipiZxdkEMPFq7Ou/4RPR933Gx%2BNP29Sxm6cE7FqLwNohH7xwD9at1pMj2ZDceDtDiYruMmRjGelCrSRXsodTP/wCFc%2BGvtZvdq%2BYy7SuOg4/wqPaS5nIq0dj89ru2MEm3rXmxnc9RxKU1bR1MpRICK1RLGMvNBlLcay5pkItaa7x3kLqcFWBrORpGVj23wd4zaaWOBXjRyAm/PSsJxudFOpqdXJdyXVy/kjMbnZz39WFediIcup6mHlcWSVVmUA5CDjB6gV5UlzvQ9am7anj3xruxf%2BIoFQgvawhG2jqR/WveyeDjSfMfPZ5PmqKxJ4ZsLy1sL/S5bSOf7bpLzpGOMbnV1Vj64XIFe3SaSdzwZW5locz4c8QzaXH9nigjWYzIwbb0w3IqoE1WfSEOlX8uu2Oo2mr3Wh%2BfGkU91Cfvlvu49x0rKqa4eR6a0nj/AMO6PqNnbWGn%2BItPaVStxeEISzKFZWA46YOfepUdDZyVzyfxr8EvEfiXRru%2Bg8IaToGqLKXiW3l3G4AGSBjjmnyhzI%2BaNY0u60/UpbS4ieG4jco8b8FCO1Lms7Gcoc2qOt8JeKNUhutJvJ4o7gREwGcx7nSEH5kPfHORWdSHOiqc3B6n1rqv2TxF4HtNT0HUYzBbQo1vN/z2bPzR1w8kqL9Ttco1l6HKQT3Twh0t3kDDkMuR%2BIrphUkZSoxOd8XfDLQvFcH9pWkUek6hH/rNibUk9ciuqM31Oeph1JWRyPxX%2BGdtYfDyxvLLUZTqmnkrNaS8l4WI%2BaNv4gDj8M1arpaHFKnKLMX4JfFW88O3w0bWpDcaZc5iIfrCTxkelbq00XG61Z9X/AXWr7UNOvNJv4ZnbT7l0idz/ro85Vgfoa4qlNqR2wqJxPWvNk27fsH6Vomkjmkm2Zs0d5I2fK2/SkdDasWrdmhQBrAu2OSRQYyTDz5fMJ/s/j6VV1Yzs7n5lXkbTPuZv0ryIRse8zKuoCrEbs/hXTF2MWV3j2jrWnOZtEB61VzJoAecYq0rmTfLoTwKxkCqOc5/Cs5RDc6Tw9Di%2BhZHJiL5YDgmsZe6XFOLPSNO8QC3uCssg8ofLF/sg9frXPXp%2B1XY9OhU5RdZ1lbSzluYGyF5XJ%2B8ew/OvPhhLTtc9GpjFTouSR57oFm%2Bta%2B17eODEjefcuxwMV6k5eyjyRPE1xEvaSPa9Z8Q2LfDG3v7TSbazuZ7tEeNkG9kCnaV4zjFFVyjSTuRh1TnVaaPnnx3pi6Z4llWIsI5f3sf48/zrqy%2Bt9YhfYwzLD%2Bwlbc9a%2BG/iHxFL4Xi0ya2u7yMuojE86OM9iMpnj616EEpq55rTptans3iPxN4k%2BH%2BjESywaxBNYrc3Mc0nlFGYkeWBgggKAOuankT6luQfB34rDxN4QutRv3l05tInX7RCMyAQE/KemSe2cjHFTKKj1KjqfOvxvvvCms%2BPr%2Bbws9zLayAyG5nbJkf%2BIgY4GelYuS7G8U4nEQC60m/sX025aJp1VhKh654Ix09aFKw5anpp8W3kGn6T4KiM/k6Rqxv52QlS0aoG2kjGckmipJSs7BTvG9mezfDTx9pElilveIq5A%2BZhncfrUQnFPY6I0pTV7nqtiuleJdAaW0iiVslQyDBGO3vmtqjUoaHO5unPU4a40L%2B3tMudEYj%2B0dOk8y1DKCGQ9VI/wAK8qo3GryHrUOWpG7ieH%2BMPhZb%2BINL1fV/DNsbHxDpLk6lo5PysF5Lx55PrjvXqUKvJJLc8qvS52%2BU9I/ZE8d3%2BsaRd6dqIjDaeFjWVuHC%2BhrbESTXMctJuMuQ%2Bg/7Y/6fl/7%2BiuG/Oju9nykbawq8m7XHY7xzWnMZ%2By8xF1tz/wAvoH/bQUcxooJdRf7Z5x9tXP8A10FGu5No3PzxuAE615akeu4lC6iwhYkc81rGRjKJlzdBWyMpFZ0K8kitUYsFGBnGau9jOSuzX0G0ju71Y5jsQ/xelZykVGJtrCLFhJEwbnAI6YrGTuXy6omuiRB9odv3ajIHepN53UTH1HVp7sCIMdo4A9%2B1Eadnc5fbOXus0pLp9H0JLFcC4vGDz/7g6CiK9pI6pL2cDS8ReNm1PVrOyht1hs4NgUZycBFA/rWtaF4NGGFdqil5k/xM0K4uvCVtrqR7jbHYzD%2B43A/U15%2BV1lCo6Z62b0Oekpos/s/a3FD4st7HX70wWbY2SNxg19BCVrnydaLbVj0L49%2BLtK1K5GjeD9SluIiuzUZRFkMewBP41zVKzWx0U6Ta1MPTtI8S%2BEvh1qckCrYrqMaWp/vsjNli3vjIH1rGNWTeprKHLseYWWmiLVSkwDowK4z0BroSuY3sX9L8PbrhIRdI0cEm%2BMMPm4wcCnYfMXPE%2Bvy%2BT5dhHErvKXuJwo3E4xt%2BmKTjoVFmbo2uy2tqIgwHltleaw2Z2wdke9fBLx3cWMaWkhMizXKlQD0zxW97oxqUXPU7TxtdTeH/AIoafqAnEKXyygr7BCR%2BOcV5mOfI%2Bc9DAzVSPszB%2BJ2oyeHvF3hn4jadgQakosb4gfLnoGI710UanNDmOepS9jU5X1PJ/g%2BRp/xA8Y6C8zATNLtKnBJDnBHtiumpJumcMoqNU7ZtKvh/y93X/f01wKbSO12Y1tG1Jhj7XeYHT96ay9rU7F8sCF9K1Pp9tuwe/wC8NHtanYfLTGf2Tq2f%2BP67x/10NV7WrbYj2cLg/9k='/%3E%0A%3Cg clip-path='url(%23c7)'%3E%0A%3Cpath d='M918.1 1238.6v56.3H851v-28.2c0-15.5 12.6-28.1 28.1-28.1Z' class='g7'/%3E%0A%3C/g%3E%0A%3C/svg%3E)
15 jours tarif*
03/07 au 17/07
17/07 au 31/07
31/07 au 14/08
14/08 au 28/08
1058€ à
1478€
15 jours tarif*
03/07 au 17/07
17/07 au 31/07
31/07 au 14/08
14/08 au 28/08
1187€ à
1607€
15 jours tarif*
03/07 au 17/07
17/07 au 31/07
31/07 au 14/08
14/08 au 28/08
1153€ à
1573€
15 jours tarif*
03/07 au 17/07
17/07 au 31/07
31/07 au 14/08
14/08 au 28/08
1187€ à
1607€
AUTRES
SÉJOURS
DISPONIBLES
Nous consulter
Cocktail glisse
Kitesurf and Glisse
Stage Équitation et Océan
Réf. 607
Réf. 605
Réf. 606
ÉQUITATION - VTC - AQUAPARK - ROLLER - DUNE DU PILAT
SURF - WAKEBOARD - BOUÉE TRACTÉE
DUNE DU PILAT - VTC - ROLLER
ÉQUITATION - VTC - AQUAPARK
ROLLER - DUNE DU PILAT
ÉQUITATION - VTC - ROLLER
BODYBOARD - DUNE DU PILAT
11-14ans
15-17ans
14-17ans
14-17ans
Pour les accros d’équitation, mais pas seulement ! Profite des plages océanes, du lac, et découvre aussi les
Landes autrement, en colonie de vacances à Biscarrosse !
Équitation : 6 séances pour progresser au rythme de chacun, dont 1 ou 2 balades, en fonction du niveau, dans la
forêt des Landes / VTC : balade au bord du lac de Biscarrosse sur les pistes cyclables aménagées / Aqua-park :
1 h 30 de grimpe, de sauts dans l’eau, de glisse sur les structures gonflables du lac de Maguide / Aventure et
grand jeu : 1 parcours d’orientation pour découvrir la forêt landaise et 1 grand jeu pour redécouvrir les plaisirs
de jouer ensemble / Roller : 1 séance d’initiation puis progression et balade à la demande / Sortie à la dune du
Pilat, la plus grande dune d’Europe, un point de vue inoubliable.
Ce séjour est entièrement dédié à la découverte de l’environnement.
Autres activités : Baignades (lac et océan), jeux de plage, balades en trottinette ou en skateboard, activités
d’expression, ping-pong, grands jeux, farniente, veillées, spectacles et animations locales. Et bien entendu, toutes les
activités que tu proposeras, seront, dans la mesure du possible, mises en place.
EFFECTIF DU GROUPE : 16 participants - DÉPART : Départ en car de Bergerac, Trélissac
Fan de glisse et de sensations ? Ce séjour à Biscarrosse est fait pour toi !
Stand up paddle : complémentaire au surf, le paddle renforcera ton équilibre lors de 2 séances d’initiation
d’1h. Puis tu pourras parcourir les abords du lac de Biscarrosse lors d’une séance de 2h. Sport, nature,
détente et équilibre, une activité complète ! / Surf : 4 séances d’1 h 30 avec l’école de surf La Vigie
Wakeboard ou ski nautique : 2 séances pour continuer à se perfectionner en techniques de glisse / Bouée
tractée : un grand frisson de 15 min sur le lac de Biscarrosse / Roller : 1 séance d’initiation sur terrain sécurisé,
puis progression ou balade à la demande / VTC : 1 balade sur les pistes cyclables autour du lac de Biscarrosse
Une sortie au coucher du soleil sur la dune du Pilat, la plus haute d’Europe, un souvenir de vacances
inoubliable ! Baignades et activités à l’océan ou au lac. / Découverte de la forêt landaise.
Autres activités : Jeux de plage, activités d’expression, ping-pong, grands jeux, parcours d’orientation, farniente
veillées, spectacles et animations locales…. Et bien entendu, toutes les activités que tu proposeras, seront, dans
la mesure du possible, mises en place.
EFFECTIF DU GROUPE : 20 participants - DÉPART : Départ en car de Bergerac, Trélissac
Viens tester une activité de glisse en plein essor et rare en colo : le kitesurf ! La plage de Mayotte, à Biscarrosse,
offre le spot idéal pour s’initier ou progresser. Activités de glisse et balnéaires sont au programme.
Kitesurf : 3 séances de 2h et 1 séance de 3h pour apprendre les bases de pilotage de la voile, t’entraîner aux
premières sensations sur terre, puis dans l’eau. Tu pourras ainsi commencer à glisser le long des plages du site
de l’école de kitesurf. Activité encadrée par des brevets d’État / Wakeboard : 1 séance pour compléter le kite et
te permettre de tester ton équilibre sur une planche / Bouée tractée: un grand frisson et une bonne partie de
rigolade et de glisse sur le lac / Roller et skateboard : De la glisse au bord du lac ! 1 balade et 1 initiation sur les
pistes cyclables en face du centre ou sur terrain sécurisé / VTC: 1 balade détente sur les pistes qui longent le lac et
la forêt / Sortie à la dune du Pilat pour profiter du panorama de la plus grande dune d’Europe. Baignades et activités
à l’océan ou au lac / Découverte de la forêt landaise.
Autres activités : Farniente, parcours d’orientation, sorties à Biscarrosse pour profiter des animations locales
estivales, grands jeux, activités artistiques et sportives variées. Et bien entendu, toutes les activités que tu proposeras,
seront, dans la mesure du possible, mises en place.
EFFECTIF DU GROUPE : 8 participants - DÉPART : Départ en car de Bergerac, Trélissac
Tu es fan d’équitation mais tu as aussi envie de profiter de la côte landaise et de ses plages pendant tes vacances ?
Ce séjour est fait pour toi !
Équitation : 10 séances pour s’initier, progresser ou se perfectionner, dont 1 ou 2 balades au cœur
de la forêt landaise / Bodyboard : 2 séances d’initiation d’1 h pour apprendre à glisser et profiter
de 2 demi-journées sur la plage du Vivier à Biscarrosse / Roller : 1 séance d’initiation sur terrain sécurisé, puis
progression ou balade, à la demande, animations locales / VTC : 1 balade sur les pistes sécurisées autour du lac
de Biscarrosse / Sortie au coucher du soleil sur la plus grande dune d’Europe, la dune du Pilat.
Autres activités : Jeux de plage, activités d’expression, ping-pong, grands jeux, parcours d’orientation, baignade
lac et océan, farniente. Et toutes les activités que tu proposeras seront, dans la mesure du possible, mises en place.
EFFECTIF DU GROUPE : 16 participants - DÉPART : Départ en car de Bergerac, Trélissac
Équi’Landes
Réf. 604
DOCUMENT OBLIGATOIRE POUR TOUS LES SÉJOURS : PASS NAUTIQUE Attestation d’aptitude préalable
à la pratique d’activités nautiques & aquatiques dans les ACM (sauf référence 604).
(*) Prix suivant votre Quotient Familial (voir p. 14 et p. 15)
9