بازار ارزهای دیجیتال نوسان زیادی دارد و همین موضوع باعث شده است که بسیاری از فعالان این بازار روی موجهای صعودی برخی از ارزها سوار شوند و بازدهی کسب کنند. اما سوال اینجاست که در استراتژی معاملاتی کوتاهمدت کجا و چه ارزی بخریم و کجا بفروشیم؟
حسین مریدسادات، کارشناس و تحلیلگر بازارهای مالی گفت: در حالت کلی بازار کریپتوکارنسی سه روند دارد: روند صعودی، نزولی و رنج.
فعالان این بازار معتقدند، بر اساس استراتژی نوسانگیری در روند نزولی باید تماشاگر بازار بود و در روند صعودی باید اقدام به خرید و فروش کرد.
کجا بخریم؟
این کارشناس در رابطه با اینکه کی ارز دیجیتال بخریم گفت: ما فقط در بازاری که روند صعودی دارد اقدام به خرید و فروش میکنیم و زمانی بازار روندی صعودی دارد که بیتکوین حرکتی رو به بالا دارد، چون حدود ۵۰ درصد از بازار رمزارزها در اختیار بیتکوین است و روند بسیاری از ارزها به این ارز بستگی دارد. پس وقتی بیتکوین روندی صعودی دارد ما باید ارز مورد نظر خود را در کف حمایتی بخریم و در سقف مقاومتی بفروشیم.
مرید گفت: حالا سئوال اینجاست که کف حمایتی یک ارز کجاست؟ کف حمایتی ارز جایی است که کل بازار به این نتیجه برسد که این ارز از این محدوده بیشتر ریزش نمیکند و محدوده مقاومتی جایی است که بازار به این نتیجه برسد که رشد این ارز بیشتر از این محدوده منطقی نیست.
این کارشناس در رابطه با حد ضرر گفت: اما موضوع مهم در خرید و فروش یک ارز در نظر گرفتن حد ضرر است. اگر به هر دلیل ارز مورد نظر شما به محدوده مقاومتی خود نرسید و روندی نزولی پیدا کرد باید حد ضرر تایین کنید تا ضرر زیادی نکنید. اصولا حد ضرر یک واحد پایینتر از محدوده حمایتی تایین میشود.
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KSD//HO7x715kjp/EI4Sj93SZw4fPuLw4oiHxxuiF/Tg8o9y6BvlLx1Zi0dw09P7i685amUkIP/2unwFZOr8STx2T385fLg44rAdxeE7x5sjdhaH7zisOGLnEcVhqHsWljsP31Hs2HH4wVVD0sbRJ3pw+Uc59I3yl47sxSO45on9I/GI8k835ikgU+dP4rF7+sthRDw+DLF2sO+IcX2oquuUkXg87IiDkQQkjqNP9ODyj3LoG+UvHUshHsHlj+7bEpD/dsuecW8+pM4fhCOQeOyOPnMI8eZZmHlADy7/KIe+Uf7SsTTiEVz08ERA/ufteQnI1PmbRTxKaNbDHI5epTuo9Fi3YvxKXvgWMXwddsh7wuUrkjtSvOJXEVdJwjh6RA8u/yiHvlH+0rFU4hGc8+BEQB55Vz4CMnX+JB67hzkcicaR0DpYKtQUbbYLwokIC+c+fMRh9baRt5Tja1jgIyYGQ/B/jZO12sbhBT24/KMc+kb5S8fSiUdw+v17twTkcffsHff6JnX+JB67x+bQCshQP0IIbokt+0oeXt2j8c7Dt40dIh4xTqE2elVwuwisXMNi16vBrj3yawXilDhqOTi3wfLJ0IPLP8qhb5S/dCyleAQn3TsRkKfc519Aps6fxGP3lDkMXok7RLzhVTxul6/obQmorbeGWcynlyHSjNKCiJtshq8g1qxhscKvEvg2cQSCsz6OMQfXmQjfg/FwzWCfFo0eXP5RDn2j/KVjacUjOObuiYA88wHfAjJ1/iQe52e7cCpzOHrF0XaOBeG2V+4gDMcCCvb2FcWtVywPirDDrWiD0LIidLSNuUeMxKH1MW2NLbbEakTwGcqYDtqM7IOv46mJY0QQ95YvbARCdNHoweUf5dA3yl86llo8gk/cuWdLQJ7/pX3jXn+kzp/E47wc+irb6yvnTl5VM2wJwlE5KDgPt28pV33IxL56eJAtodekNF0jjC1BOSiI7X5ERe2C0IPLP8qhb5S/dCy9eAQfv20iIHc+4lNALip/EIRNRaHEowFiLhCKI/FohNHkFcidW31bXVNe9Ru9ehgovq1XFFlG44e+Td50jS3Grx7WlXKpCgFbEQfK4TvLt81H21vHi31T4kqMHlz+UQ59o/ylQ+JxzEdungjIqx7zJyAXLR7xSmSdOJw2vnRAcB0iHic55Ct6gf5rxlikzTRXzIweXP5RDn2j/KVD4tHwDzfsHonHNxy5Ulz35P5xrw8WlT+JxxkZvVq3/f//tuewfCVuugDcWRxujLZeXZRyTI7uof5RDn2j/KVD4jHgr64tBeTXHb1S3PKMHwG5qPxJPM5I5C1h5nDr/wgj//8YJXzbWMJxIege6h/l0DfKXzokHiP86dWlgHzjp1aLu3f5EJCLyl9b8SgBOaH2wyZNhaMYDLqH+kc59I3ylw6Jxwp+/8qNkYB80wmrxf0vHhj3DhdP4hFtUXKogAy+yka4QfdQ/yiHvlH+0iHxWMNvXVYKyDefvFo8/JVhC8ihiEeUGBSMdTbLjq5B3yh//lEOfaP8pUPicQq/dkkpIN/y6bXiideGKyAXlT+KQYnH+dE16Bvlzz/KoW+Uv3TswMFGeXbXrlGtsr28+vpK8a7zyq/weetpK8Ujz8ftFl0WlT+KQSseY3YYRx2z4Vxux3yENjkWXYO+i/LnvyiHvovyl67olccGrO8ril84b30kIN9+9lrxlY3N8chwWFT+KAbDdkjdK48UhiTmI7TJkdyuwe3/y3loyQ3dQ/2jHPpG+UuHxGNDXt29WfzMZ0oB+XPnrhere4clIBeVPysGbTukSjyiX+KxJIdrMCYSm5Qc0D3UP8qhb5S/dEg8tuCFtc3ip85cGwnIX7xgvdg7oH+BXGT+KOqqBB4FIsC4teGY7avyEevPCc/XYEwQzlI8o3uof5RD3yh/6ZB4bMnTr28WP3paKSDfe/H6uHfxLDJ/FHVVAo8CEWDc2nDM9lX5iPXnhMdrMCYAuyge0T3UP8qhb5S/dEg8zsCXXzlQfP8ppYA8/NKNce9iWWT+KOqqBB4FIsC4teGY7avyEevPCW/XYEz0dVm8oXuof5RD3yh/6ZB4nJEHXjpQfPdJqyMB+XtXLF5ALjJ/FHWoq4RfnXgEtq/KB/ppnyOersGY2IuVKmK2seIJ3UP9oxz6RvlLh8TjHNzz/IHi244vBeQff3axAnKR+aPYo8ALQb8ViVYEhv0g5od9YX9OeLkGYyLPlrbEfNjiBd1D/aMc+kb5S4fE45zc/uz+4huPLQXkX1yze9ybniHkr0rgoT8UidxmDTiPfizsC/tzwsM1GBN3LPMS88niAd1D/aMc+kb5S4fEYwfc+NT+4quPKr9I/O+uX4yAHEL+qgQe+ikSOU5b9gNuc8zCvrC/K/ry2wYP12BM2KF0Rcw3igd0D/WPcugb5S8dEo8dcfXj+0fiEeXDN6YXkEPIX0zgUQwSjLGPbRKOWdjHfjuvC8L1FsHQr8GYqEPpmtgaKENH91D/KIe+Uf7SIfHYIZc9um9LQH7slj3j3jQMIX8UdKHIs0IP/exjm4Rj9AHCPjuvC+xai2Lo12BKQZdyra7QPdQ/yqFvlL90SDx2zIUPTwTkf92eTkAOKX8UeSgUg8T2sybWnnYk7LPzuiBcbxEM+RqMiTmUvoithTJkdA/1j3LoG+UvHRKPPfCZBycC8qi70gjIIeWPQgwlJvLYH45zm2MoxPbRrkus3659N2XI1+AihNwi1pwH3UP9oxz6RvlLh8RjT5x2/94tAXn8PXvHvf0xpPxRhE0TeeG43Ubbblt/4bwuCP0vgqFegzERh9I3sTVRhoruof5RDn2j/KVD4rFHTrh3IiBPva9fATmk/DUVeeF41XZV3SWhf9L1OnUM9RqcR8BtHiyfuGNv8YErNopnVrDVjnnWTo3uof5RDn2j/KVD4rFnjr57z5aAPPuB/gTkkPLXVOSF41XbdXVXhH7pu8s1pjHUa3AeAXf14+W/cOA4/uFV7b9If561U6N7qH+UQ98of+mQeEzAf98xEZAXPLRv3NstQ8qfFWGoqwiFWWgf+onVXQBf1i+g767WaMIQr8GYeENpyt9ct3tLPKK+/NF2539sbZQhonuof5RD3yh/6ZB4TMS/3zoRkJd+uXsBOaT8UYRZMdaE0D70gzrsnxf44Zr0y7atUzDEa3Be4fZ9p5S/voTjiPqtp6+NR5ozbwyp0D3UP8qhb5S/dEg8JuRfbipfhUH57OPdCsgh5Y8izIqxplh7zmch1n8TQjs7N/RNMM6SiiFeg/MIN/z2O851CEgcx5/5zPpo++MH/5BqwzwxpET3UP8oh75R/tIh8ZiYD11fCsj/deRKcf1T+8e98zOk/FnhFRNmdVh7zg8FHvtRNyG0s3ND3wTjXCcVQ7wG5xFuR9xevtr+N9fuHh3LG5+e/ArTF186MLaazjwxpET3UP8oh75R/tIh8bgA/vKaUkB+/TErxW3PdiMgh5Q/iq5ZxJe1R9sWYv03IbTj3Lr42q7RBUO8BucRbnylEa+y8zj+9UEhib5fvaT5h2fmiSEluof6Rzn0jfKXDonHBfEnn90YPUS/9bjV4vPPzy8gh5Q/K7yqxFkTMNcWC7abCjvYWVvOrYuPY3Ze3wzxGpxVuD39+ubWH0gHNicC/rXdm8V3nlD+H+RZDb99YNYYUqN7qH+UQ98of+mQeFwg+O47PES/68TVVm/jxRhS/qzwqhJnTeDcmIBrI+xgZ205F6UqPo5Ns+uSIV6Dswq3U+7bOzpuv33ZxrZcoT7ji+X3n+K8f33P5tRjG4uB/oaE7qH+UQ59o/ylQ+JxwfzmpaWAxIcKHnlldgE5pPxRbLGeFc6NCQUrSKqw860t56JUxcdxW/pmiNdgTLg14dcu2RgdM7y6aI83j+N7Ly7f0v7b68r/h4zlgX2xGOhnSOge6h/l0DfKXzokHgfA+y4pH6Q/fNpa8dTrswnIoeWPgqFKnDWhbi7910EbFvbZ/qo17DyWvhniNRgTbih1bOwrijccWX49D4+3PebgvhfLT2Kj0C6EfbH1U+SjLbqH+kc59I3ylw6JxwGw76Be/KULSwH5E2euFc+vtv8Zt6Hlj2JhHmKCgoRiJAZtrC3aTeZyjHZ1tl0x1GswJt7qwPeYWlFoj7c9jh+7pfw0Nu3sGEBf1dqhryGge6h/lEPfKH/pkHgcCGt7N4ufP68UkP/nM2vFKxvtBOTQ8hcTA11iBUkVsLF2KOxrw7R1umKo12CVgKvig1dPflUmlgMLx1hb0Fe1dszXotE91D/KoW+Uv3RIPA4ICEYIRzx4ISQhKJsytPzhwd8nVpDEQD9srJ3tawPn9s1Qr8GYgEOp4k0nrm4dd3usY8fR2oX2sTVRAO1jPheF7qH+UQ59o/ylQ+JxYOAt6588sxSQv3TB+ugt7SYMLX9WBPSBFQ8x0A+bUGSwrw2c2zdDvgarRFyIPcZsEx5HHsvQzo6B2JoowNrbOYtE91D/KIe+Uf7SIfE4QPChGXx4BgLyfRevj3vrGVr+rGjokyrhgH6KEys0uN0Wzu+TIV+DMRGHEhIed3usOcbjGNrxGKPE1kIhof0Q0D3UP8qhb5S/dEg8DhR8bQ++vgcC8jcunf5rHEPLHx7uKagSDui3wiTsm4W+RcrQr8E6MQdwXMPjbo81x3gcQ1tss8TWQiGh/RDQPdQ/yqFvlL90SDwOGHxxOL5IGQISXyhex9Dyh4d7CmLCwQoSFts/K30LlaFfgzExh0JwbHF8eJzD480xHkNuA/ajxNZAsVh7lCGge6h/lEPfKH/pkHgcOPjpQvyEIQQkftKwiqHlz4qGPokJB6wdFvbPQ99CxcM1GBN1KADHF8en6phzjMeQ2wD1zc/sj/pGCeE8+KC/RaN7qH+UQ98of+mQeHTAbc/uL77hmPILlf/ymt3j3u0MLX9WNPSJFQ5sY21byLwx9S1UPFyDMWHHguOL42OPuz3mHOMx5DZAHfPJQkK/8EF/i0b3UP8oh75R/tIh8eiEG57aX3zVkaWA/ND1hwrIoeWPD/e+scKBbaxt22RekYH5LH3g5RqMiTtb7DEPj3+YG5SYD1vs8aY/1n3moy26h/pHOfSN8pcOiUdHfPbx8pc7UP75pu0Ccmj548O9bygesB5FRNjuCq5F313j6RqMibxYscefxw11zDZWXt29ue14M7f0i7YdXyS6h/pHOfSN8pcOiUdn8KffUP791j3j3uHlL9UDneIhFIy23RVci767xts1GBN7XRac43997e5tx1viUfSJcugb5S8dEo8OueChiYD87ztKATm0/KV6oFM8UFTYNuhSPAKu0Qcer8GY6Oui4JsGeI7bXDK3zGuf+WiL7qH+UQ59o/ylQ+LRKWc/sHfr4Xr03XsGl79UD3SKB4oKtvuCa7B0iddr8Ponqz8l3bZYPn7rnqniEXSdh1nRPdQ/yqFvlL90SDw65tP3TQTkUbcPK3+pHuhYh2LCtvuCa7B0iddr8B9u2D06B3HcY4KwSaniraevjY4z/kCCf+bZ5rjrPMyK7qH+UQ59o/ylQ+LROcffMxGQp92/d9y7eFI90LEOxYRt9wXXYOkSr9fgWz5d/pRmeNxjItGWJlzx6L7Rcf6qo0r/zLOl6zzMiu6h/lEOfaP8pUPiMQOOuqt8ew/lMw/uG/culpQPdKxlhUUoYroGa7B0icdrkP+b+N0nrbY67m2OHXPKEtJ1HmZF91D/KIe+Uf7SIfGYCR+9sRSPKBc+PAwBmQorLtjuE6zB0iUer8H/ubP8w+XPP7e7t+Nu83vJI4ee213nYVaq8tf3+Si6Q89B3yh/6ZB4zATk72O3TF6BvOzR5RGQVlywnQKJx6L4+XPXR+dbn8fd5hdvkR/YHA+MwbjNRdd5aUpV/nheiuGj56BvlL907MDBRnl2165RreKzMH8fumbyCuQlD8ZtcysUF2hTZIQ2fRS7bhfF2zX45RfK8wy/fNT1sbCFvlGw3j9ed+g4C7fteKpSlT/EvaiYVNoVPQd9F+UvXdErj5lg8/d315effsWHDG58av+4N1/wYMYDGlBkpMCu2wXersEzvlh+WOv9Ozc6PxYW+kbBeij3Pn9gPDp55ZHro70IqvKHuBYVk2iHnoO+Uf7SIfGYCWH+/uKaUkB+47Grxe3P5i0grXCgyEiBXbcLvF2Dv3nZxugcw1dGdX0sLNb334//MHr3ReujbYBxFm4vgqr8IfZFxSTaoeegb5S/dEg8ZkIsf3/82fLh/m3HrRb3mFdqcgMPZoqLvgRMDLtuF3i6BvdvFsXXHj15S7brY2Gxvtf2bhbfc9Lq6LzmV1NxfdqxDfqKKUZV/sKYxHDRc9A3yl86JB4zoSp/v3dFKSC/+8TV4oGX8hSQFA0gpViw63aBp2vwqsfKn8i0wqivYx+KrnMeLNf+9uNXi69slJ+esTGwDbidgqr8MYamxydVvOJQ9Bz0jfKXDonHTKjL3+GXlgLy+09ZK778Sn4C0j5s+xIwMSgIunrYe7oG/+raya/KYP9TCx78nyXW/8trdo+2GUMYT5f5mUZV/hgD6iakilccip6DvlH+0iHxmAnT8vfei8uvVPmR09aKp18PvuvEOYt62FIQdLW+p2vwsJPLt45DsZaKL71cfjk5ynVP7t/KRRhPl/mZRlX+GAPqJqSKVxyKnoO+Uf7SIfGYCdPyt/dAUfziBaWA/Kkz14oX1vISkIuAgqCrh72Xa/DuXftH59EPnLq2JYiaCqMuOeL28ntN33722mgbMTAfzEmX+ZlGVf4YQ9NYUsUrDkXPQd8of+mQeMyEJvlb3btZ/Nz4S51/5jPrxau7JSDngQ/5rh72Xq7Bj9+2Z0sMoSySHz+j/F3tT961ZyseK9Jsu29i+eNxsnUdKeMVh6LnoG+Uv3RIPGZC0/zhAwZ4pQYP3F84b71YX65fMuwUPuS7eth7uQZx/lAMoSwSfnDnDUeuFI+9emArJuaE7a5yVEcsfzxOtq6jiY3oDz0HfaP8pUPiMRPa5G/X6mbxE+NXbH75wvVDfu5NNIMP+a4e9h6uwSdfK//XkGIIZdHwK6l+5/KNrZiYE8aXQpDF8sfjZOu6WGzsIj16DvpG+UuHxGMmtM3fEwdFAH4nGA/dX71kY9wr2sCHfFcPew/XIPbViqEhgD+G8GX4OJcRkxVgjLGrHNURy589ToyrLhYbu0iPnoO+Uf7SIfGYCbPk7+GvHCjePP7U7G9dJgHZFj7ku3rYD/0apLBBzTIUTri3/KlExmXjBG1yNGs+Y/ljHIBxVflnvLOuL+ZHz0HfKH/pkHjMhFnzd/+LB4o3nVAKyN+/UgKyDXzId/WwH+I1aAVNWA+Nd55XfhjMxokCmsY7z77F8sc42GaJwXjrbES/6DnoG+UvHRKPmTBP/vDVK2/8VCkg//Tq8kuXxXT4gO/qQT/Ea9CKGbYpcobG7c+VXyEUi7Npjjh3FmL5YxwE21X+GW+djegXPQd9o/ylQ+IxE+bN363P7C++/pjyS5fx6yFiOnzAd/WgH+I1aAWNrYfKP95Q/vIN42SsTXPEfZyFMH+x44XtKv+Mt85G9Iueg75R/tIh8ZgJXeQPv9SBrzzBw/fvDz6ERT18wHf1oB/iNWgFja2Hysa+8tdvGCdjbZoj7uMshPmLHS9sV/m3sc4ag5gPPQd9o/ylQ+IxE7rKH783D+UjN+8Z94oYfMB39bAf4jUIQWNFEOshc96X9m3FyVibxs19nIUwf/QVrlvl39rNGoOYDz0HfaP8pUPiMRO6zN/ORyYC8uO3SkBWwQc86i4e9kO8BiForAj655t8vCLNeCnIuD0N7uss2Pxx7di6Vf6t3awxiPnQc9A3yl86JB4zoev8nf/QREB+4g4JyBh8wKPu4mE/hGswFE+hCLrp6f3jkWHDeHH+XvPE/q3taXBf7TFois0f/NBXuG6Vb2s3y/pifvQc9I3ylw6Jx0zoI39nPVB+dx7KMXfvHfcKwgc86i4e9kO4Bil4iBVB33786rh3+CBexI1z921nlT+n2CRH3NcmtiE2f/a4obZU+bZ2s6wv5kfPQd8of+mQeMyEvvJ3yn0TAXnSvRKQFj7gUXfxsB/CNUjBQyiCkH/8DKAnEPdPnVn+ilLTHHF/Z8mnzZ/1g9pS5dvazbK+mB89B32j/KVD4jET+szfcfdMBOTp90tAEj7gUXfxsB/CNRgKJ24j9xc9vG/c6wPEfvXj5b9fNM0R5oTHoCk2f9YPakuVb2s3y/pifvQc9I3ylw6Jx0zoO39H3rVnS0Ce86AvEdEXfMCj7uJhn/oajMVMwcMxbDPvK3s3R31eoBj74NW7G+cIc3gM2sL80QeAH7ZJlW9rN8v6Yn70HPSN8pcOicdMSJG//7x9IiC9vQrVB3zAo2Y7FAptSH0NMm4bM9rh/iDf77l4fbTtkRfWNrf26YKH6s9bHgvufxuYP/iwftgmVb6t3Szri/nRc9A3yl86JB4zIVX+PnrLREBe/uhyC0g+4FHb9qykvgYZtxUtaNv9wTZyfaLz/3flPn3/KavFnpoPjPNYcP/bwPzBh/XDNon1Ads3y/pifvQc9I3ylw6Jx0xImb9/urH8CTgUfA3KssIHPGrbnpXU1yDjtrFDwLAPbRTk+fFXD4xsvMJ9wr58+OD5WwUFHO3bgPzZ40ZsG9AmxPa1XVt0g56DvlH+0iHxmAmp8/e315UC8muOWnHz3X99wof9PA/91DmEWEG8NnbbhzbK285eG417hvvEP3rufG5yznI/WQDt24D82eNGbBvQJsT2zbK+mB89B32j/KVD4jETFpG/P/9cKSC/6djV4g7zMF5G+KCf54GfOocQK1akoLZ9aCO//57Jrwxhn/CqI/brXRdM/ocT27YAHoM2IH88bvQDbBvQJsT2zbK+mB89B32j/KVD4jETFpW/P7pqYyQw8AXS977g+63NeeCDng/9mDiYRuocIkbGa+O27fBVOs+E+8gcobaFwKYNyB/9Wj8hdm1L2Nd2fTE/eg76RvlLh8RjJiwyf797eSkgv+ek1eLBl5dTQFIQoK4SB9NImUPEZ+O1cdv29x7MaS6E+8hjEBYCm6bAFvnjHOsnBDYx3+GcNuuLbtBz0DfKXzokHjNh0fn79Z2lgPyBU9eKx5x/uGIW8KDHw5/CoE48VJEyh2GsrBk3tpHPv7ym+sMlHontb1gIbJoCW+SP862fEBsDCdcGbdYX3aDnoG+Uv3RIPGbCEPL3novWR4LjraevFc+s+PpC6XmxgoDttqTMIeOzcaO2/cjlFZl9HZPdX7vPthCME9sfw/ridh2wYwzcDteY5kN0j56DvlH+0iHxmAlDyB++P+9d55cC8qfPWiteXF8eAUnxQEEQCoEm9JnDMB5uM17GjPLc6uYoh/gk/b7MXkTmfob7bAuhDbD9MazfJtDW+g/XaOpLdIeeg75R/rqDPwRS9RSXeMyEoeRvZc9m8Y5zSwH5s+esF68d3F4GrHhguy19i0fGx23AbRszfr8c+Tv80o3Rdk5wP1GzHRZCG7broK9pdoS2tA/XBk19ie7Qc9A3yl83/MtN5Tep4EUge5+ySDxmwpDy9/L6ZvG/z14bnXzvPH+92L0EP0SDi8sKglAINGER4jEGRCNyBxGZG7E8sTz0le0vs9KG7Troqyk2Bm6H1I2JftBz0DfK33zg8wq/eEH54g+LvU9ZJB4zYWj5e3Zls/ixM0oB+e6L1ovNzF+AxMVlBcEsD/xU4rEuvr0H9dNXH1XeNPD2dY6ExwHfV4o69korbGwdg/6qjmkMGwO3Q+rGSJs1xXT0HPSN8jc7Fz68r/jmT62O7v1v+fTa6Mc/3nTi6rb7lEXiMROGmD/8pN0PHTwJcTK+/5L83gK14OKygmCWh3pfOWQ8TeLDB2SQL/zrQa6Ex+Gl9c1Rjf0+70vbXyaHja1j0F/VMY1hY+B2SN0YabOmmI6eg75R/mbjn8dvU6N84IqN0b+fgY/esmfrXhUi8ZgJQ83fQy8fKA47ufxr5rcvy1dAUjxQEFRdcHUMQTz+xTXlTeQTd+TxqzIxeAzscUCN/ca5umH0I2xYVx0zHteq8RicQ/+xuRyv89tmTTEdPQd9o/y149FXD4x+bYvC8Zi7t/+r0hOvHdi6Vz2/url1vwISj5kw5Pzd9+KB4jtPKAXkH1yZp4DkQ94+8O2F1oQhiEd80TvyhJzlCo+BPQ6of2l8E/3HGybfbRnaog5hf9UxjcE51ndI3RihH9ENeg76RvlrzoUP7Su++djyfv/Dn14rbn46/ktivMf81x17tt1rJB4zYej5u2vX/uJbxv9P8cGr8/riacCHPC+uWR7qixaP+BlC5Af/apA74XFA/fnny/1Huf3Z8kZKO9qiDrE+mkJf1ndI3RihH9ENeg76RvlrBn7jn/e6D1y5Uazsrf7/dt5jvu+U8v8ficRjJnjI383P7C++9ujyhP3ra/P85RJL24d63+KR7Vis4GO37hnl5u+vz0/cx4gdh3+5qTwG7zyv/J9PHi/aog6hj9gxrcP6jM2161bB+aIb9Bz0jfJXz5dfOVD8v/F3MaMc+/np36jBewzs7b1G4jETvOTv2icnr+7Ytwe9E3vIt32oL1o8vu2s8sNNyNEyEDsO+w8Uo5/YxHE44d7yxmqPGeoQ+ogd02nQZ2zutHVB3XzRHj0HfaP8VXPBQ/uKbxq/Tf0jp60VtzzT7D7Pewzm2fuQxGMmeMrflY+Vn+hF+deb8/hgRuwBXvXAryKVeARhrPhkPPKBr2pYFmI5A/hlBRyLbzx4o901/idx2saOH9sxX9Ogz9jc2LohdfNFe/Qc9E1O+au77tvyT+Zt6t+/cqNYrXmbOgRxMBaUL7xQ/j+8xGMmeMvfJY9MBOR/3OZfQMYe4PbCb3ITSCEeq8CrbMgFvqZhmag6Lr99eflF6X/82Y3R8eMxZB5tPuljlvzRZyyO2LohdfNFe/Qc9E1O+eO1XXXtNyF8m/pTDd6mDkEcNhb+y5nEYyZ4zB++U48n9f/c6VtAxh7g9qJvcgPoI4eMK4wt5D0XlTeYc4PvOcydquOCX1p4w/jcxDHkcWQebT7pY5b80Wcsjti6IXXzRXv0HPTNrNfgoonFwGu76tqfxvkP7Ru9e4J7WJu3qUNsHKN7zVEro++B3IGDjfLsrl2jWsVn8Zq/E+8uH9Aon7g1buOl4CKz27jQYm1b7Jyuc8iLHnUYmy3PfmWSg6deitvkWuqOyxE3x8UjC+3oY5b80WcsDq5j12U/bermq7Qveg76LrNeg7H+VIXXcLjN2o41LX/7uck9/XcuXSmefyVuN60gBhsHCnx+8rYVvfKYC57zd/IXyrdMUdD2Ci4yCy40YC++kPAG0SV161rws1Q49vhN02UjzFnI289e2zqG9njaY0ofs+SPPqviCNdlHwnHxHzoOeibWa/BRcJrmHB7lmv7ka8cGH1TBJ+nx83wNrUFMbAwFvjFTw9LPGaC9/zhfzF4wp/xRZ8CEheYhRd93U3AjoXz54W+p/FHV5X/39fkaxtyY9oxv+7J/Vv5efDlA1tte1zpQ+LRP3oO+maW/C36+uE1TOw9oU1s+DewbzimfIb+6Olrxa3j76qdB8TAwlj4k8MSj5mQQ/4+eWf5HXsoHv/3DheYhRd93U3AXpjh/Hmh32l82/Hl/8U8fPCv1mWjyTFn7t6/c2PrmNrjSh/ziMcqMAYbuy7tOWb7xHzoOeibtvkbwvUT3gN4vaOAJrHha+/47PzDqzaK9Y4en7FYULCOxGMm5JK/I26bCMiLH/ElIHmBEV706OdFF8ILk+Ohj3mg3zpufLr83s0fPyP/X5WJ0eR44xhSYH/mwX1bueKxpY8+rkGsAf/MpV2XY7ZPzIeeg77JRTzaui4+/MH/C/Zt6nu6ffeoKhasJfGYCTnlD9/9yIsB3wnpFV7wvDnEbgAY4zjbXUG/dfBnqj6SyfdttqXp8T7t/vLfKvDb38xlmLO+xCNgLlkA17d9Yj70HPSNZ/HI+0hYV8WHd+e+fvw29VtPXytu6+Bt6hDGQBgLfmJY4jETcsuffRne6y+e8ILnzSF2A7BjKNzugia+cNPBMZ71axyWiXePv84ozBdJKR5ZgG2L+dBz0DfexCPWZQyoWQBrEMb3D+b5iP9Z3+jhNRYbC+GxuuO5/RKPuZBj/v7m2vICwe9h43exvcELHhcgL7oQO4bC7S4IL/yQL71c/qrMd56wPL8qMw/3vlAeLxSbL9LnNcjzwp4vXJvbYn70HFws0+5Z0/AkHsNrGjVLCON76CsHip83b1Mf3/Hb1JZYLPZYSTxmQq75+7PPlQISP5t358G/djzBiwwXoL3oLLxAOc52F4QXfshRd5X/HvCnV+fzG+N9w3+psPkiKcSjPUe4NvtRxHzoObhYeG7PSg7iMQbGz31wX/F147epf+z0teL2Ht6mtsRi4bHCmMRjJuScP3x6DBfMd5ywuvW7mh7ARQZ4c+A2sGN2nO0ugK86+LNV+KlI0YzNzaJ4y6e3f/cj6Vs8AnuO2D4WMR96Di4WntuzkrN45B+t+MnU2NvUVXNnJeYP6zNWicdMyD1//K3h7z1ptXjoZR8CEhcZwIXGi85us23H7di8wFcVL61vjo4nyvq+5j+SL8rfZWee7DFOcQ3ac8Suje2uzptlRs/BxcJzuyn2GgDexWMYB/616OfOXd82HtoQjHcFfMX8cX2MSTxmwjLkD9+zB7Hzg6euFY+/OnwByYs8vOi5zbYdt2OzAh+2jnH2A+Wnh9938fL9qkwXME/2GEs8+kfPwcXCc7sp9hoA84jH1NcPY2cM4b6fg7epj578j7WNNUY4fx7gCyWE62NM4jETliF/eH3sV8afeMX/fDy7MuxXzOyFxjawF7kdQ7FjMerGCHywVPE741dyPf8c5CJ54rXy12ZwjK94tHwPSeLRP3oOzk4X5x/P7aaE97hZxCPo4/oJY7NgzI5zbdYfun7yaWq8TY1+zqmKs26sLWF8BP4Zi8RjJixL/nbvn/yv3tvOWhu9/TpU7IXGbWAvcrZZAOsYdWMENvDLdWN8wzHll14/9fry/apMV/A44+uOwBDEY13OxXT0HJwNnpPz0sZPzNareCT4CdR3nDv5NPWJ95Z/3CM27m9VrBzvgqr4uDbGJB4zYZny9/qezeL/nlNeYKixPUTshcZtYC9ye4Eyh5wXo6rfAhv4tb4tVz9e/qrM289ezl+V6QoeZxzLj9+6J8k1yDVZE2yHfaI9eg7OBs+/eeG5zXYdtLXrVuXP+iXo4xqhn1mx69B3DLs2wa9X4WvpcD/5iTPWDvl2EfquitWOz0ssPkD/GJN4zIRly9+L65vFT59VfsE1XoncM8Bv8bEXGrcBL3K2CXPIeTGq+gl9o7a+LX97XfmWyH/ctpy/KtMVPM44lih3PNn/Ncg1WRNsh32iPXoOzgbPv3nhuc12HbS16w5NPFb55Lrk78zb1H/y2Y3o84wxshC2uZ4dmxX4CmME9I8i8ZgJy5i/Z1Y2t34h5T0XDe+DH7zIeBGiDXiRs02YQzseQp9VcK71G/IDp5bH7O5dA1TcjuBx/uvxl9n/ygX9X4NYr+r8mJZ3MR09B2cD517snGyLPbfrzmV7Hdi1vYnHB186ULxj/C4ayknjt6nrYKyM364HqtZsA32HcG0UicdMWNb8PfbqgdGnr3Hh/frOjXHvMOBFFl7UsQsepBCP9zxf/krKm0/Wr8rMC4/za7s3R99BiuN61gP9fgAJ61Xlti7vohl6Ds4G70sos8Jzmz6qzmXa0dauOxTxiBJbk2AM33jxNUeN36Y+c624s8Uf8/Rv10AbVK3ZBvoOgW8WicdMWOb84buw8P2PuAjxKeKhwIvMXtS8KNEG9gKNiUfWgP22L4Q21q/lP28vfyEFr5aJ+bDH+Ywvll999F0nrhYrPf4PLtaryq2Np+4cEdXoOTgbON9YZoXnNn1MO89pa9cdqngM+1Fwv0DBL3ztbfm5RevHrgG4PSv0S38hXFviMROWPX/45ZnvOL4UkPhFmiGAi4wXGrd5UfICtxfoNPGINksVnGv9Wn52/BbJVY/pV2XmJczDL59fPgzwP6V9gbxW5dbmve4cEdXoOTgbvO/Mc96F5+6089yuyTltxSOxPmaB/umTbfpkm/0ouFfM+lVp1o9tc2we6Iv+QrgfEo+ZoPwVxR3P7S++6dhSQOI3sYcAL2zbRuEFbi/QUDyykFhfCOdav+Tp18tflcEXzx4Y9ldkuiDMw61PlOIR5ean0/8/qT036s4RUY3uo7Nh71mzwnsWfcTuYQDj4RjnzCoeAcZDm6bAFwtgjPTHNvtR7prjf86tH9vmGMqs0A/rEPqXeMwE5a/kpoMPbf4fSZ+vADWFF7Zto9g26Vs8nnpf+dbqb142rP8NzQXk76O3lP8WgK+QSo09N+rOEVGN7qOzYe9Zs8J7Fn3E7mEA4+EY51Tlj/HZeTEf09auAvZ2Dteiz7C9r6Ov16XfcG2UWaEv6zME/iUeM0H5m3DNE+X3GKL8042LFZD2wmYbxbYJc8hxFmL7bL/F+g7hzzue+UX9qkwfMH8/clr5Aa5jP5/2ONvzour8EPXoPjob9p41K7xn0Ud4D8M21wnHOKcqf7F5MR8stI8RzsM2C7E+Yu2uoN/Q56zrYE6TefAv8ZgJyt928JNxFJD/dsvivs/QXsSxtr1QmUP0YZwl7GM7hvVn2b2vKP7XkeXxeGFN71n3AfN36ZfLcw9f+PvU62mPNc8LniuiHbqPzgbvSXX3pmnw3kU/oS/bR1tCu6r8cV7oz8JxFNrHsPPQtoVg7pkP7C2+6qhDf5fa2s0L/YY+bR/XbQLmNIkP/iQeM0H5O5SLH54IyCNuX4yADC/isG0vVOYQfRhnCfvYjmH9WShofv684X0fZi7Ya/D3ryxf5UWdkvB8Ee1Y1vvovOcKz7d5zjveu+gn9GX7aEtoV7U254X+LBxHoX0MOw9tWwjm8tmD9v4DE//Wbl7oK/TJdbgmShMwp0l88CfxmAnKX5xzHpwIyE/elV5A8iKuatsLtU/xiA8QjY7BnfpVmb6w1yB+M5z/ewvhnoom54ioZhnvo/OeK5hPH/P4wlxAP6Ev20dbQruqte082sR8xOxC7Dy07Zz7XzxQ/Mxn1kfbuPZPuW/vlh/UtOsK+g59ch3GRrtpcM404E/iMROUv2pOv7/8oAjKcQv4PzRejFVtYnOIcRYAW26zHSP0Sb77xPJT6A+81NF/aotDCK9B/M8jjjn+BzIVsXOk6pwQh7Ls4nGWcwVzOM/6ssT6QuiD52/oy/bRltCuah3ac37MB7BjbIdwjG1uo+a/BuGncz///KGfpqZdV8TiAzY+tJuuC5smdvAn8ZgJyl89J31hIiBPmfG7tWbBXrRVbdKXeLzt2fIDRD+cUMQsI7FrEJ+6xrHHp7BTEDtHYueEiCPxOP1csfbAzuH5FxL2xXxYP2zH1kGftQW0C9cB1jdq2MR8AI4D2oVYG7S5zecL3uXZX/GvzrCLrTsrsfgsjI1lGtyfacCXxGMmKH/T4StBKKk+cYyLzF6MbIf9IMyhveBhy222Y4Q+AT4whH3+xxv0qzJ9ErsG8X2PPOfue7H/V31j50jsnBBxJB7j9xY7HtrY84tjoY9wO+Yj9AOq1gmBXeiTWN8YZ6nyRx+0C7Hr0De2cY3j69DqgF3Vun3Atar2JYT70wSJx0xQ/prxP3eWQgrlvC/1/79o4c3CXszhRVolHmkba4eEPsFPnVl+dcz1T6X/4uplouoaxPeN4vi/9+L+P6zE88KeH7FzQsRZtvsozhHeTwDb4TkTjnMbWNvYOAi3aUewbf1wLLSpAnahT2J9Y5ylyh990C6E6+AnSen7bWetFfdE3qYeErF9CeH+NEHiMROUv+Z8/LaJgNz5SL8CEhesvRjZDvtBLIewo22sbUF/6PPLrxwY7ecbj1sd94i+qLoG8VvX+M1r5AEPnL7hecE6PCdENcssHnn/sH0Ebdtvx9BniY3bbWDXsYXQPvRTBX2F64DQL22r/Fkftk17rkMff/653S5+scvuSxXcpyZIPGaC8teOj9w8EZB9/s4zbzKkqg2miUduo81+C/pDn8fdU75V/weJvzJmGam7Bs96oMzDd56wWry2u98nDc8L1jxfxHQkHift8PwJbQi2LbSlTWgP2GdrC+3tvNAmJLYOiPlG3zR/IFyfc9v4GAqxYxPSZp8kHjNB+WvPP9xQvp34hoPluif7ecuBNxlS1QZ9iMd3X1h+YOP8h9J9XcyyMu0a/NVLylz89bVp/veU5wfPFzEdicftAgmwbftZOG6JjdttwD5bx7A+qmwsdg0SzuN6bf3BnnPb+BgKsWMT0mafJB4zQfmbDTzI8UD/uqNXilue6V5A8iZDqtqgKofWh715hTcD9Fufr+7eHO0bSt+vdonp1+AXXyr/hQDlxgT/f8rzg+eLmI7E43aBBGL9LBy3VI2zL+Yv9EHCOdOAbUg4r269EK7/l9fsHs2xsbB4IXZsQtrsk8RjJih/s/PBq0sB+S2fWi3u2tXtQz28UVW1QRfi0YJXG7Ffv3yhflUmBU2uwY/fWv67BL5IuG94fvB8EdOReJy07flj+wHadtzCsXDc+rBt1jHoh3OmAduQcF7deiFcH9cs5thYmvoYCowddRVt9kviMROUv/ngz8nhf9LwKwFdwQuW1F2YXYtH/J8j9gn/9yj6p+k1+NbTy0+/H313v9/9yPOD54uYzrKLx7APoB2zseMhsXHrg22WmA8ybdwC25Cmc0NOu7/8dRiuz5jZ9gZjjx0j0ma/JB4zQfmbn9+6rBRbh528Wjz8lW4EJC9YUndxthGPbFtC3/iENfbn0Vf0qzIpaHoNXvFo+YrwVx21UjzxWn+5wfnB8yU8V0ScZbuP4tzg+WHvK+xjO7QBdiwGxgHHrQ/2YTv0GzJt3MI1LU3nWv7imvLdKBsf/czibwjw2NQdozb7JvGYCcpfN/zaJaWAfMun1zp5sPPG04RZxKO9Edh18J2O2I+fPFO/KpOKNtfgH15Vnme/d0V/n4Ln+YHzwp4noppluo/ivGDheQLsOcM2xyx1Y8DOB6hjc6xNjGnjFtiGNJ0L7n3hQPG/zy7fGcAHKeEvjLmNvyFij1G4T232TeIxE5S/bsD3dfETyj9+xlrx3Op8HzSJ3cyqaCoeCdqxGwHAr8lgH/DrMiINba7BZ1Y2Rx/SQo4u6em7Rnl+4Lyw54moRuJxcr+Zdv5wjPNC7HxAP6F9rM8ybdwC25Cmcz99/+QXyN5+UEB+4aCQBFy/qZ+hY48R9on71+Y4A4nHTFD+umPj4LP8neeVAhJ/hb68keaTyl2Kxx85rfzrGb9rLdLQ9hrkd3DiVe7NHk4xnh98MIjpLKt45Daw5wzbMerGQDifPsM5TfzUjVtgGzJtLq69v/hc+cc2yl9ds/2rtLh+0xiGjj1G2CfuX5vjDCQeM0H56xZ8zQ0+EYubyTvOXS9W9/YvILsSj/xKGPyqiUjHLNfgzx08t5Crf725+1eIwweDPVdEnGUWjyQ8Z8JxUjcGwvn0GZszzU/duAW2IXVz73n+wOinBXENvuHIleL0yC9Acf2mMQwde4ywT22Or0XiMROUv+55YW1z63eh33XBerG358+dtBWPvPAJbT45/v3uPzv417RIxyzX4K3PlP+bioL/t+oS+2BAbc8VEUficXK/4TkTjpO6MWJt6HPanJA2c2BL2K6ae+p9k7ep/89n1or7Kr5lY5aYh4w9RrPmBEg8ZoLy1w9Pv75Z/Oj4q1Xee3G/383XlXj8hfFb7pd+Wb8qk5JZr8EPXV++Zfbui7o9v+yDAbU9V0ScZRSPIeE9JWYDeG7VEdo0mROj6blr/XNOuB7+rx2/R03hOO0Xn5qu7QW7Pzg29pi1QeIxE5S//sBX3fzAqaWAPPzS/j4dO494RBvl+bXyV2X+15ErxW79u2NSZr0G1/ZuFt9zUvm1Svhuua7g+cHanjsizrLcR3leoITY86TKBtBHHU1smtD03LXrsW3X//zz+4ufHr9NjXvkGZG3qXMHx4XHE8fGHrM2SDxmgvLXLw++dGDrAf+7PX29SlvxGN4EUM48eDNEjO+/pD+RK+LMcw1+5sHyux+//fjV4pWOPqBlHwz2XBHVSDxuv8fExskQzyd7nof7aN+mxv+zd/ljEJ7gMeLxYd2WHbhYUJ7dtWtUq/gsyl//5ebHV4pvPa68+XzgsrjNPKUqh7y42Q7HUPMm+esXl/F96s7tPlT6L/Neg++9sMzdn14ZH29b7IMBdXjuqBxaluU+yvMCJTbepAzxfLLnOffxlddXij+6ory2UP7sqvjcZSk8Rjb/s5wHeuUxE5S/NNz+3P7iG48tX4HE1zt0SVUOeaGzbeE2bwRfd0x5g8T3CIq0zHsNPvhy+Sl5lOuf7OZ/DurOHXEoy3If5XnBcyMXkD+e59zHnxq/Tf1VR66M3plZdnBcusi/xGMmKH/puPHp/cVXH1U+5P/uuu4EZFUOeaGzbeE2bwSICW/JiPR0cQ0ecVv5SXl8SXEX1J074lCW5T7K84LnRi4gf7F74s+es158cUnfpg7B8bH3hVmReMwE5S8tn3ti8hUrH76xGwEZ5nDHjh1Ti71R4lODiOc/b9evyiyCrq5B/LIR8njkXfPn0T4keK6IapblPtqFeBgiyB/27YNX7x7tH8rfdPgHfg7g+HSRf4nHTFD+0nP5o+WHHFA+2sHPAMbEYduCWLr+vkDRjK6uwaseK88rfGnxY6/Ol0v7kEBb1CPx6JsbHpv8ryOL2A6OTxf5l3jMBOVvMVz48ERAzvqKX0wEdlFEWrq8Bv/4sxujc+p3Lp/vU/P2IYG2qGdZ7qM5CquTv1B+mlrisR6JR7EN5W9x8GtWUI5q8VZjTPB1XUQ6urwGd61uFt9wTPnBrIsO/oHSBRKP05F49Ad++etPr5586bfEYzPmPTYSj5mg/C0WfLkzb17H31P/ib6YyOu7iP7p+ho84d7ynPrBU9eK/R38J4LE43SW4T6ak6i6a9f+4ifHPyH7NUetFKd8frt4FNVIPIoRyt/iOXH8sEfBF9LGiAm7qhIjFACxeVVF9Esf1+A7xz81+S83dfPhGVFSdSwkHv1w0vhtapT/e8568cBLB0b5o3gU9Ug8ihHK3zA45u7JDe2sByYCMibmYmUa4UMP2/hfH9wIYv5iRfRDH9fg7c9OPtWPn1abB4nHCcsmHu3+ehePew9eBn/62cnb1Pbr0iQemyPxKEYof8Phv+8ov6sP5fyH9kUFXFhAkxyGDz1s/+olG6MbwdljsRrzHxbRPX1dg/94Q/mg/KUL5/v+zirBtGzgOFQdi1zvo3Z/PYvHO5/bX/zE+Kusvubola17HkH+sK8Sj9OReBQjlL9h8e+3lgIyJtxssTTJYfjQw/boRnrwRvDS+vZflYmtZ4volr6uwY19RXHYyeWHZ6r+HaIJOFdY+oT++15nFnCd1B2DXO+jdp9xDDyKK/tvQe84d330i0whyB/20+P+pWbeYyTxmAnK3/CICTZbQprkMHzo8UZZdSOIrWuL6I4+r8Fzv1R+ov+Nx60e8kdCU3iuhOdQ16RaZxYYV1VsOd1HmYdwn7HtiT37i+JPxl9dhfKh66u/9Bv5436LfpF4zATlb3jExBpKFU1yGD707AOijlgcKKI7+r4GD7+0fID++Yy/qU4BEZ5DXcNzsu91ZoFxVcWW032UeQj3edq9Ykjc8dz+rV9c+tqjV0Zfi1YH8sf9Fv0i8ZgJyt+wiAk1lFufrf7QQ5Mchg89+4CYRiweFNENfV+DD33lwNarL9c80f7DMxQQ4TnUNTwn+15nFhhXVWy53Ee5n7w32H3Gtgf4VVUoP3fuevGlyNvUIcgf91v0i8RjJih/wyEm0FjwtmPVp2ab5NA+9G55Zv+2B0QTYjGhiPlJcQ3+1+3l/9K+7ay1cU9zKCDsOdQ1FCqshwbjYowhudxHbR7sPlft95DYffD2yF9YQvn7mrepQ5A/D/uYAxKPmaD8DYeYOEP5wJXlDfFNJ64WX3wx/s/e08CNkXzk5j1bN8qmN8tYXChiflJdg/xS5E/c2e67Hyke7DnUNRQqrIcG46o6DrncR20eUAD3mdtD5Pbn9hc/Nn6b+uuOXinOmfI2dQjyF8ur6B6Jx0xQ/oZBTJihkN+8rBSQ33fKavHIV7YLyCY5tDdGfGVF+IBoQiw+FDEfqa7Bqx+f/Bzml19p/tMzFA9NHq4xmybzcB7CjvXQYFwsIbncR20eUAD3mdtD44R7Jm9T//y568VDDd6mDkH+YnkV3SPxmAnK3zBoIsrwvYy4Qf7waWvFk69NbpBNcsgb48Pj/38LHxBNaRKnaEfKa5C/5Ys/RppC8dDk4RqzaTIP5yHsWA8NxsUSksN9lPcD5gEFcJ+5PRTwVVR/dJV5m/qG2T4QBvQcTIfEYyYof8OgiSjD7xT/8oXlz87h1cNdq+VXrzTJIR94x36+/Cs9fEA0pUmcoh0pr8EX1jaLb/5U+d2PFzzU/K09CohpxGyazMN5yHOyiX1qGBeLBWM2h22vqaGAuLmfbBP2DYXbnt1fvPX08m3qrz9mZfSVVPOg52A6JB4zQflbPG0E2drezeLnx79b/Paz14pXNjYb5ZAPvF+6oJwbe0A0pU28Yjqpr0H+tu/3n7I6+sm2JuB84TlUR8ymyTychzwnm9inhNcJY2PBNsdtDmnnDbuP4T7Y/V00x5u3qX/h4L0Q3yYwL3oOpkPiMROUv8XTVoy9snuz+D+fKf/qxldR7Hpleg5x8//KQaHJmy4fBrM8ENrGK+pZxDX4rvPLPyI+fGOzt/pwvlgxUUXMpsm8KtEyBHidMDYWbHPck3isio37A8J9sPu7KNb3FcUfmrep/2GOt6lD9BxMh8RjJih/i2cWMfb82ubWp2ffee5KsW/KH9+4+fPXRt5z0frWw2CWB8Is8YpqFnEN4rd++RC+a9f0lx9xvlgxUUVoE4qQKmjX1D4lvE4Qly3o43iO4tFi93cR2Lepv+GYleK8Od+mDtFzMB0Sj5mg/C2WeYTYU68fKH7ktPKG+r6L18e9cXDz/8AV5V/t+BJdgIfBrA+EeeIW21nUNYhXHXE+vOuC+nMH4PxpIohCkYF2k3m0a2rfJ+E1gW3GZQvtUHsRj2H8jJPbxLYB7RbBccHb1PjQX9foOZgOicdMUP4Wy7wiDF+58uaTyxvrb1xa/Qla3Py/ZfxBicdfLW++4QOiDfPGLSYs6hrEb//iq59wTpz8hfIPijqaCIiYCGkyj3ZN7fskvC6wzbjCYsdIuD0kwtjDugqMpwb/3/0H5m3qf+zwbeoQPQfTIfGYCcrfYulChN3x5ErxXSeWIuD3rogLSNz8Mf7T5hdG6h4W0+giblGyyGsQn7jGeYFPYOOT2HU0ERChCKEwmYYVME3s+wQxhPvAGrHZQlsbc7g9JMLYw7oKjKfk1mf2Fz86flflG49dLc7v+G3qED0H0yHxmAnK32LpQoQhh/jpwm89rhSQf/LZQwUkbv4Y+9it7X5dpIou4hYli74G+QX0H7y6/pWdJgIiFCFNhVQoZBYJYmAcdn9Ys59jtCXh9pAIYw/rIfCp8deJobzz/PVDfhShD/QcTIfEYyYof4ulCxHGHOKfyvHP5Ljp/uU124UAHg7oxwcluqCLuEXJoq/BR14pvzgeBb9CUwXOoWmEIqSpkAqFzCJBDIwj3B8QjnEbsI/bQ8PGF6sXyeht6vFPsaL8U8NvAugCPQfTIfGYCcrfYulChNkc3vDU/uKrjixvvh+6vrz53vfigdHD4XtOWh1td0EXcYuSIVyDn7hjz+ic+akzJ//WEIJzaBpWhKCmMJmGFTBN7PvExm33J4R2tLV9i94HgDhCuD9V9aK45Zn9Wx/+G71N3eIL7LtAz8F0SDxmgvK3WLoQYWEO7W8Y//NNu0fCAA+HvwhejZyHLuIWJUO5BvH/sDhn/uvg+RID5xBKHVaEoKYwmYYVME3W6RMbN2OKQTvaAtpzbmpsrLZNGC/bNt6YfQr4q1co/+/89Va/u94Veg6mQ+IxE5S/xdKFCIvl8NIvTwTk9568Ono4XPFod3/NdxG3KBnKNXjNE5Pvfox9HUoTQWRFCGoKk2lYAVO3Dn33iY2bMcWgHWC8tOfc1HBtEFvf7gvbnGPHUrC6d7P4ffM2ddMvrO8DPQfTIfGYCcrfYulChFXlkJ+kRcHDYW+Hf9B3EbcoGdI1+GefK7/78fDI1z7hHIoJEosVIagpTKZhBUzdOvTdNTZOtG0cVWvSDnCutWdfShg3iK1v94XjnGPH+ubmZ/YXPzx+m/qbjl1t9TvrfaDnYDokHjNB+Vs88wqxuhye/cDe4t9vLd+27op54xXbGdI1+NL6ZvHG8af2w1/xwDlkBUcMihDWbE/DzkEdm0N/fWDXZ2EcVWvSDjBea8++vrHrMG7WIYwNcLzKti+OvXvyNjV+JvPRBbxNHaLnYDokHjNB+Vs884qx1DmcN16xnaFdg6fcVz7cDzt5tdgdvCBkBUcMK1xQNxUmdg7q2Bz66wO7PgvjqFqTdoB21h7tFNg4bQyx9Rkb4Ljt65OVPZtbv3KF8uGbFvc2dYieg+mQeMwE5W/xzCvGJB59M8Rr8JcuWB894MNf9aDgiAkTYIULRUmVLYGdnYM6NodjfWDXZ2EcaMegHaCdtef8PuGaXNeW2NroJxzvO0Zw09P7i7d8unybGl9If+HDi32bOkTPwXRIPGaC8jcM5hFkKXMYixNFzM4Qr8G7d00+PHOH+W7QaYID/RQuFCrTxIkVO6xjc+rG5sWub9dhXww7xnbYh9InNla0bYmtjf6QWF+XHGPepv7Fg3+UPDr+edQhoedgOiQeM0H5GwbzCLJFi0cxH0O9Bv/lpvK7H/ErH4SCpEoUWeFCUVJlS8I5qGNz6sbmxa7PNmBfDDvGdtiH0idck+vaElsb/SGxvi54fc/m6OdSKRzxtWFDRc/BdEg8ZoLyNwxiogylCalyGIsPRczHUK/BfQeK4gdOLd9qPOHevaM+CpIqUWSFC0VJlS1pOoc20/zNgl2fbcC+KjhGO2uPNktfcE2ua4tdl9uoQ2J984K3qX9o/Db1t3xqtbhoYG9Th+g5mA6Jx0xQ/oZDTJihTCNFDmNxoYj5GfI1iIc+BAB+9WPX6uaWILHCxEIhYoVKlS2BHYq1i82hzTR/s8AYwlhQY3sayCHn0Z7bfcRL7Bp2XfYTbtPGEuubh6PvLl+xRsH/zj42wLepQ/QcTIfEYyYof8MhJs5Y6kiRw1hMKGJ+hn4N/vbl5VuPf/zZjS1BwjoUHty2wsW2Y2AOyrQ5tJnmbxYYAwvBWna7CuQQdtae233HC8J1gV0XfdbGEuubhdf2bBa/a96mxr89eEHPwXRIPGaC8jcsYgINpY6+cxiLB0V0w9CvQbxy9IaxIKAgYU1RQmLCxbZjYE7oJ5xjbab5mwX6ZyFYy25XgRzCztpzu+t44dcWEIvTrouxmA2I9bXlxqf2Fz80/heHN35qtbh44G9Th+g5mA6Jx0xQ/oZHTKihVNFnDmNxoIju8HANfvLO8q1IChLWFCVsU4hY4WLbIU3n0A79df5mhf4ZC2m6FnLIubZmvF3GzDhZAPyzTWwf6phNFxx1l3mb+sL14nEHb1OH6DmYDonHTFD+hkdMrNkS0lcOY2uziO7wcg2+/ey1kQA54vbyF4sgRChKALcB+4Bth9g5lnAO7dCPEpszD03jqAI5DOfbeJv6aQL9hjGH69MGcE6XvLp7s/id8b80oHzkZj9vU4foOZgOicdMUP6GSUyw2WLpOoex9WwR3eLlGrzuyf0jAcJXICleKEq4DaxQqRMtdo4lnEM79KPE5swKfcd81sVuQQ7D+dhmvE39NIF+w5jDNWgDrF0X3PDU/uIHx29Tf+txq8XFj/h6mzpEz8F0SDxmgvI3XGLCLSygqxzG/IdFdI+naxCCJLV4pA0K+lFic2bF+g6pi92CHIYx2Xib+mkC/TJuEq5h1w1jm4cjzdvUv3zhevHEa/7epg7RczAdEo+ZoPwNm5iAi5V5iPmLFdEP3sTjtx2/uk28WIFCkcI+YNshdo7FzqENCvpRYnNmhb5j1MVuieXQxtvUTxPoN4w7XMOuW7V/bQjfpv5Xx29Th+g5mI4dONgoz+7aNapVfBblz0eJibmqEpsflti8uhLzodJN8XQNUrRY8YI2xtC2drZtt22hj7DfzrE27I/NmbVUxYBSFXdYYjmET8bbZdyMlyVmg8I10Z533SseWim+7+RSNL7xUyvFOffF7bwWPQfTFb3ymAnKnx9ioq7vIvrH0zVIAcSabYA2YR9A225b6CPEzrE27I/NmZU6X1Vxh8RyCL82XlvPA3wwZtYxuDbXnZVPmrep333hevFkBm9Th+g5mA6Jx0xQ/nwRE3h9FZEGicdDhY2dY23YH5szK3W+quIOqRKPgPHauqnfGPBB36xjcB2u25ZXNjaL375s8jb1v2X0NnWInoPpkHjMBOXPJzGx11URaZF4jAsb65c29FU1ZxbqfFXFHVKXQ8Zr66Z+Y7Tdd67bBnyy/vtPKT9Njf9x3en809TT0HMwHRKPmaD8+ScmANsWsTg8i8cf+nT53Y/H3bN3m0Cx4ghtu23BnCphwznWhr6q5sxCna+quEOmiUcbN9uz0nbfuW5T+IXwKL9y0Xrx1Ov5vU0doudgOiQeM0H584/NYUwYVhUxDDxdg1YAob7kkX2j9tcfU34ooworlqwd2lXzuEZoY2OwfpsQs69avw11OWScKDZulLbQRxuarvOVjc3it+zb1Lfk+zZ1iJ6D6ZB4zATlzz/KoW+85Y8CiCIGbYiNOlFjBQzns101j2uENuxHbf1Og/NCYn1tqcsh/Ydxt4mdVO3DvFz75P7i+05ZHeXx249fLS79ct5vU4foHpoOicdMUP78oxz6xlv+KICsKPqqI0vxeMWjcdFhhRLns10F12Ah7Edt/U6D8yyh71lpksMw7jaxk9g+zMv/mLep37Mkb1OH6B6aDonHTFD+/KMc+sZb/iiAKGLQPuquPaPtt56+NuoLsUKJ89mugmuwEPajtn6nEbMPfc9KkxyGcYexTINzu4gXvLyxWfymeZv6o0v0NnWI7qHpkHjMBOXPP8qhb7zlLxQxFEHYhgj5+G2HihArljif7SrsGtaO/dZnE2L28FMXQ1Oa5DCMO4xlGpzbRbzXPrG/ePP4bervOH61uGzJ3qYO0T00HRKPmaD8+Uc59I23/IUihiII23wV64GXtr/1acUS57NdhV3D2rHf+mxCzB5+6mJoSpMchnGHsUyDc+eN9xN3mLepL14vnn59czyyvOgemg6Jx0xQ/vyjHPrGa/4oYiiCsP3X1+4eiZJfvWRj1EesWKIIYrsKK5SsHedan6zrsPYEfutiaEqTHGJtrhWLZRqYa3205aX1zeI3Lp28Tf2xW5f3beoQ3UPTIfGYCcqff5RD33jNnxVCANuv7t4svuOE8u3Qsx/YO+oHVixZEVQnhKxQsnb0Q58sdXDN0G5aDE1pkkOszbWaxBzCfZiFa/A29cllXr7zYH4uq/hg07Kie2g6JB4zQfnzj3LoG6/5s0IIcPuML+4diZTvOnG1WNlTviVqxRJFEGrOiUEbYO3ohz5Z6uCaoe20GJrSJIdYl2uFcdRBO+5DW/7bvE393ovXi2dW9DZ1iO6h6ZB4zATlzz/KoW+85s8KIWBFGL7yBWLl767bPdq2YokiCLWdE0IbYO3ohz5Z6uBaoS3756VJDrEu12oSM7B2jL8peJv6cPM29b/rbepKdA9Nh8RjJih//lEOfeM1f1YIASvC7nvhwJZoufmZ/VERhNrOCaENsHb0Q58sdXCt0Jb989Ikh1iXazWJGVg7xt+Ezz2xvzjMvE19ud6mrkX30HRIPGaC8ucf5dA33vNnxY0F3xsI8fKOc9ajIgh1OMdCGxCzo0+WOrgWirVl37w0ySHW5VpNYgbWrmmc/2Xepn7fxevFs3qbeiq6h6ZD4jETlD//KIe+8Z6/OnHzI6etjURMKILQRl0niGgDYnb0ae2q4FoosCfsm5cmObRxMm5Qtz7t7NwqXlzbLA7fOXmb+uN6m7oxuoemQ+IxE5Q//yiHvvGevzoRhN9ITiEeWaqwa1o7bMd8t6VpDrmWjbdufcbL2Ku4+vF9xfeeVL5N/aYTVyt/JlLE0T00HRKPmaD8+Uc59I33/E0TQR+4cuMQsUQxVCeIpgkm+rSlCrumtZsWQ1Oa5tCuxZjr1qdNnd1/3j55mxrfr/mc3qZuje6h6ZB4zATlzz/KoW+85w/CBlSJm6deP7AlgPAzeLCjGJomnKaNs9BnFVwrtGPfvMySQxt7FbSJ2b2wtln8un2bOvKzkKIZuoemQ+IxE5Q//yiHvvGePwgbUCeCjrl778gO/wMJO4qhacJp2jhr+qyCfkI7bNet0ZRZcog4GDsJ94E2od1nH99XfM/4bWp8n+aVj+lt6nnQPTQdEo+ZoPz5Rzn0jff8UfBME2Gwg9iBHcVQ3ZxQMFVBO8YRg35CO2w3WWMas+QQcYT7GO4DbaydfZv61/A29arepp4X3UPTIfGYCcqff5RD33jPH4XNNBEGu0WLR2DtpsXQlFlyiDjCfQz3gftFu/ebt6n/Q29Td4buoemQeMwE5c8/yqFvvOePwmaaCIPd3163e0sQTZtDm2nQDnWMcB1r18R/E2bJIeKw+xjbB/bRDqLxu09cLa7S29SdontoOiQeM0H5849y6Bvv+aOwoQiqAnav79ncEkTT5tBmGrRDHSNcx9o18d+EWXKIOOw+xvaBfbR7/yUbxS69Td05uoemQ+IxE5Q//yiHvvGePyuA6qAwoiBCXTevjV/6BLYNwnXCsS6YJYeIg4Ux2tggEtlHG9EPuoemQ+IxE5Q//+STw53F4Tt2FIfvHG8uCd7z11TYWBHEum5eG7/0CWwbhOuEY10wSw4RBwtjZGx4WxpvT7OPNqIf9BxMh8RjJih//nGfw52HFzsOisZROeyI4uFx97LgPX9NhY0VQazxP3w3Pr1/bLGdNn7pE9g2wLb1E451wSw5RBwsjBFtfBCGHyxCeX5tc8tG9IOeg+mQeMwE5c8/zOHDRxxeHOFIeT18xGFbovEwT4F3jPdrsKmwsUKJNUTSz3xmfWyxnTZ+6dO2Cbatn3CsC2bJIeNlzIwbx8T20barWMWh6DmYDonHTFD+/FPm8OHiiMOG95bvzsMhDg8vtoX18BHFYWPRuGxvUcfwfg02FTawoy3rt56+NhJLR9996NfOtPHL2von2LZ+aAea+G/CrDm0MTNu/Ea17SOMWXSPnoPpkHjMBOXPP2UOByweg7ei0SfROMH7NUihMw3Y0Zb15Y/uG4nHrz5qpXjytQNjy5I2fllb/wTb1g/tQBP/TZg1hzZmxh32ka5iFYei52A6JB4zQfnzD3PoQ5SVH4rRq44TvF+DFDrTsKLIzvnDq8ovvv69KzZG26SpXxL6J6EP2oE2/uuYJYfPrZT/y8iYGXfYR7qKVRyKnoPpkHjMBOVv2IxeuTuosljHYA5hM7j/Hdx6i5pvXZevkOp/HSd4vwYpdKZhRZGd88xBEfV1R5e/mrLzkcmXXzf1S0L/JOaD423819E2h1c8uq940wnl29OMmXGHfQR9oh/0HEyHxGMmKH/DZiQax0LrUPGIV/EOLz4zziE+gHKoGKNYO+zQD9OY/z2MjlcCn8H/MUaZvMoYCsWHd+48WMpPWS/7K5DLKh4tx31+70g8vuXTa4X9CuwmfkmV/5gPjrfxX0ebHP77rZPfprYxM+6wj6BP9IOeg+mQeMwE5W/4WAG5XWiV4ux955Y5jIlH9I3mQKgFKm2bMLVlmpqD6Gyg+Gw8o09Wx76GZyRg2wjX/JB4LPm5c9dHgurfbpl8eKaJX1LlP+aD423819Ekh8+ubBbvu7jcR5T/uqPcT8bMuFm6ik1MR8/BdEg8ZoLyN2S2v8Vblu2v+I1E2fvOLTcOEYjlK5NlD3zVibTYWhVvK2Odqd/HGKxXJzgP+ouusyRIPJbc8sz+LWF17wvlh2faCKgq/zEfHG/jv45pOcQHg77zhNXRvh128mrxuScm323JmNlm6So2MR09B9Mh8ZgJyt8w2HqF0HDI/zmO32beJrQg5Kx4NOJyJCwhAsc+Rv6qRN+2t7BZKsTmlm39W9flK5sHbWpfXRyL1iphuQRIPE740PW7RwLrVy6Kf/djHVX+Y7FxvCuBVpdD+zb1b1y6Uby4vv23qRkz2yxdxSamo+dgOiQeM0H5GwIQUKEQ21kcHhF6sbeav+tf7ykHowKwXWmq4Srf8p6xLLF2lHg0rO7dLL77pPIVutPu3zvubUaV/1hsHO9KoMVyiA8Cvde8Tf3f47epQ2ys3AeUrmIT09FzMB0Sj5mg/A0AiL5DhOL2D5tMXpnbuU10od/mcOvVxoNl6xXK0SuS6DsoULfapkx9C7qCmK+gjMKuFbX1r14uA96vwaZCx4oi1FV85sHyux+//fjV4pWN7a/S1VHlPxYbx7sSaGEOL3t0X/Ed47ep33zyanGNeZs6xMbKfUDpKjYxHT0H0yHxmAnK3wCACKsRcHyVr+rVOeXQN97z10boNLX9tUvK7378y2t2j3umY0UXahJbj+NdCTSbw4/dMnmb+jcv3SheCt6mDrGxch9QuopNTEf30HRIPGaC8jcARq/gTf8wi8RjnnjPXxuh09T2wZcObAmw65+qftUuhP5Rk9h6HO9KoCGHT7++Wbznosnb1J+oeJs6xMZKmh4n0Q26h6ZD4jETlL8BUPMBlK3/Ldz2ymT5lvbhR5Tz+FU9wicSj3H+47byFby3n7027pkO/VtBFluP410JtPPuL99mR7zfd8pqcW3N29RNaHOcxPzoOZgOicdMUP6GQe0HUCr+H1LiMQ8kHqv58TPWRoLsyLuav4oH/xSHILYextvGUsVH7dvUl20UL7f4P80quopNNEPPwXRIPGaC8jccDhWQdW9lT1AOfSPxWM2Vj5UfnnnDkSvF46+W3/1YB/2jJrH1aNMmlpCnXj8w+kohCsf/ubOZwG2CjV/0j+6h6diBg43y7K5do1rFZ1H+/Bfl0Hfxnj+KsNhYWNrYsnzgslKc/cYl8XFb6B81+2Lr0aZtLCzn3r9SfNtxZVxvPnmlOO+eF6N2Kj6K7qHpil55zATlzz/KoW+8548irC+eW90svuGYUqhd/PC+cW8cKx5JLDYrHtuCn0/kq42/ddlG8ZWNTV2DzlH+0iHxmAnKn3+UQ994z1/f4hGccM/ekVj7wVPXiv01/1LYp3h88rUDxbvN29SfNG9T6xr0jfKXDonHTFD+/KMc+kb5a8YvnFcKt4/cXP2/hX2Jx52P7Cu+7bjy09Q/cMpacd2T2z9NrRz6RvlLh8RjJih//lEOfaP8NeP2Z/dvver3+efjX4XTh3j814Nilev+9uUb0V+9UQ59o/ylQ+IxE5Q//yiHvlH+mvMPN+weibhfvnB93LOdpuIRTBOPo7epD65D4Vj3dUHKoW+Uv3RIPGaC8ucf5dA3yl9z1vcVxWEnl28fn3rf3nHvBIpG1hCHs4jHSx7ZV3wr36Y+dW3qr9woh75R/tIh8ZgJyp9/lEPfKH8lZ5xxRvHhD394vFXNuV8qv/sR4u7l4HejuxCP+J9Kvtr4O3ibevf0L/1WDn2j/KVD4jETlD//KIe+Uf5KIBzx5fhNOHznxkjc/fnndo97tkNh2EY8PvHagdHb4RSOTX/VBiiHvlH+0iHxmAnKn3+UQ98of+156OUDWyLv2uCTz6CteLz4kX3FG8dvU+PrgG6Y8jZ1iHLoG+UvHRKPmaD8+Uc59I3yNxv/eXv59vLbzlob90xoIx7t29S/e/lG8WqDt6lDlEPfKH/pkHjMBOXPP8qhb5S/2fnJM9dGoi/8XWkrHqugDYXjUS3epg5RDn2j/KVD4jETlD//KIe+Uf5m57OPlx+eQfnyKwfGvdPF40UP79uy+aFPrxU3tnybOkQ59I3ylw6Jx0xQ/vyjHPpG+ZuPP726/O5H/M40qROP/3JTaU+b12Z4mzpEOfSN8pcOicdMUP78oxz6Rvmbj+fXNotvOrb8sMsFD+0b9cXE42OvHih+8YLJp6lp0wXKoW+Uv3RIPGaC8ucf5dA3yt/8nHTv3pEg/P5T1oq9Bw4Vj3ib+ps/VQrMt+Bt6qfLt6klHgVQ/tIh8ZgJyp9/lEPfKH/d8P/OL19V/PBNu7e9qvjP47epUX7vio3i9T2Tt6klHgVQ/tIh8ZgJyp9/lEPfKH/dcOdz+7dEIsXju8zb1MfcfejPGUo8CqD8pUPiMROUP/8oh75R/rrjn27c/mEYtH/402vFTeO3qUMkHgVQ/tIh8ZgJyp9/lEPfKH/dseegRvy+U1a3xOMHrtgoVszb1CESjwIof+mQeMwE5c8/yqFvlL9uOf+hyXc4pkI59I3ylw6Jx0xQ/vyjHPpG+fOPcugb5S8dEo+ZoPz5Rzn0jfLnH+XQN8pfOiQeM0H5S8/GmaePW92gHPpG+fOPcugb5S8dEo+ZoPylR+JRWJQ//yiHvlH+0iHxmAnKX3okHoVF+fOPcugb5S8dEo+ZoPylR+JRWJQ//yiHvlH+0iHxmAnKX3okHoVF+fOPcugb5S8dEo+ZoPylR+JRWJQ//yiHvlH+0iHxmAnKX3okHoVF+fOPcugb5S8dEo+ZoPylR+JRWJQ//yiHvlH+0iHxmAnKX3okHoVF+fOPcugb5S8dEo+ZoPylZxHises1RXfoGvSPcugb5S8dEo+ZoPylR+JRWHQN+kc59I3ylw6Jx0xQ/tIj8Sgsugb9oxz6RvlLh8RjJih/6ZF4FBZdg/5RDn2j/KVD4jETlL/0SDwKi65B/yiHvlH+0iHxmAnKX3okHoVF16B/lEPfKH/pkHjMBOUvPRKPwqJr0D/KoW+Uv3RIPGaC8pceiUdh0TXoH+XQN8pfOiQeM0H5S4/Eo7DoGvSPcugb5S8dEo+ZoPylR+JRWHQN+kc59I3ylw6Jx0xQ/tIj8Sgsugb9oxz6RvlLh8RjJih/6ZF4FBZdg/5RDn2j/KVD4jETlL/0SDwKi65B/yiHvlH+0rEDBxvl2V27RrWKz6L8pS+vnXJStH/W0iSHXa+p0l3RNei/KIe+i/KXruiVx0xQ/tKjVx6FRdegf5RD3yh/6ZB4zATlLz0Sj8Kia9A/yqFvlL90SDxmgvKXHolHYdE16B/l0DfKXzokHjNB+UuPxKOw6Br0j3LoG+UvHRKPmaD8pUfiUVh0DfpHOfSN8pcOicdMUP7SI/EoLLoG/aMc+kb5S4fEYyYof+mReBQWXYP+UQ59o/ylQ+IxE5S/9Eg8CouuQf8oh75R/tIh8ZgJyl96JB6FRdegf5RD3yh/6ZB4zATlLz0Sj8Kia9A/yqFvlL90SDxmgvKXHolHYdE16B/l0DfKXzokHjNB+UuPxKOw6Br0j3LoG+UvHRKPmaD8pUfiUVh0DfpHOfSN8pcOicdMUP7SI/EoLLoG/aMc+kb5S4fEYyYof+mReBQWXYP+UQ59o/ylQ+IxE5S/9Eg8CouuQf8oh75R/tIh8ZgJyl96JB6FRdegf5RD3yh/6ZB4zATlLz0Sj8Kia9A/yqFvlL90SDxmgvKXHolHYdE16B/l0DfKXzokHjNB+UuPxKOw6Br0j3LoG+UvHRKPmaD8pUfiUVh0DfpHOfSN8pcOicdMUP7SI/EoLLoG/aMc+kb5S4fEYyYof+mReBQWXYP+UQ59o/ylQ+IxE5S/9Eg8CouuQf8oh75R/tKxJR6/5rRjxi21iac2L5pZ5hK1S5q2KeRmmUvULsmhrWtQbaJ2Seq2rsF0bb3ymAnKX3r0yqOweL8GdW7pPuod5S8dEo+ZoPylR+JRWLxfgzq3dB/1jvKXDonHTFD+0iPxKCzer0GdW7qPekf5S4fEYyYof+mReBQW79egzi3dR72j/KVD4jEThpa/ZXgQSTwKi/d7qM4tPQe9o/ylQ+IxE4aWP4nH9jTJoR7ww8X7PVTnlp6D3lH+0iHxmAlDy5/EY3ua5FAP+OHi/R6qc0vPQe8of+mQeMyEoeVP4rE9TXKoB/xw8X4P1bml56B3lL90SDxmwtDyJ/HYniY51AN+uHi/h+rc0nPQO8pfOiQeM2Fo+ZN4bE+THOoBP1y830N1buk56B3lLx0Sj5kwtPxJPLanSQ71gB8u3u+hOrf0HPSO8pcOicdMGFr+JB7b0ySHesAPF+/3UJ1beg56R/lLh8RjJgwtfxKP7WmSQz3gh4v3e6jOLT0HvaP8pUPiMROGlj+Jx/Y0yaEe8MPF+z1U55aeg95R/tIh8ZgJQ8ufxGN7muRQD/jh4v0eqnNLz0HvKH/pkHjMhKHlT+KxPU1yqAf8cPF+D9W5peegd5S/dEg8ZsLQ8ifx2J4mOdQDfrh4v4fq3NJz0DvKXzokHjNhaPmTeGxPkxzqAT9cvN9DdW7pOegd5S8dEo+ZMLT8STy2p0kO9YAfLkO8h7Y5X4Z2bv3XvXeMW+nQc9A3yl86JB4zYWj5k3hsT5McSjwOlyHeQyUe26HnoG+Uv3TswMFGeXbXrlGt4rMMLX+vnXJStD+n0vU+NsnhMhxXr2WI99A258vQzq2P3XFTtL/Poueg76L8pSt65TEThpY/vfLYniY51CuPw2WI91C98tgOPQd9o/ylQ+IxE4aWP4nH9jTJocTjcBniPVTisR16DvpG+UuHxGMmDC1/Eo/taZJDicfhMsR7aNX5Eusf2rkl8SjaovylQ+IxE4aWv2UQOV3vY5McLsNx9coQ76FV50usf2jnlsSjaIvylw6Jx0wYWv6WQeR0vY9NcrgMx9UrQ7yHVp0vsf6hnVsSj6Ityl86JB4zYWj5WwaR0/U+NsnhMhxXrwzxHlp1vsT6h3ZuSTyKtih/6ZB4zISh5W8ZRE7X+9gkh8twXL0yxHto1fkS6x/auSXxKNqi/KVD4jEThpa/ZRA5Xe9jkxwuw3H1yhDvoVXnS6x/aOeWxKNoi/KXDonHTBha/pZB5HS9j01yuAzH1StDvIdWnS+x/qGdWxKPoi3KXzokHjNhaPlbBpHT9T42yeEyHFevDPEeWnW+xPqHdm5JPIq2KH/pkHjMhKHlbxlETtf72CSHy3BcPRATNkO8h1adL7H+oZ1bEo+iLcpfOiQeM2Fo+VsGkdP1PjbJ4TIcVw9IPPaPxKNoi/KXDonHTBha/pZB5HS9j01yuAzH1QMSj/0j8SjaovylQ+IxE4aWv2UQOV3vY5McLsNx9YDEY/9IPIq2KH/pkHjMhKHlbxlETtf72CSHy3BcPSDx2D8Sj6Ityl86JB4zYWj5WwaR0/U+NsnhMhxXD0g89o/Eo2iL8pcOicdMGFr++n4QLeLBEtL1PjbJ4dAe8MvKMorHWc69ec7XJtf4PP5j6DnoG+UvHRKPmTC0/HV9Uw+ReBSLJHfxOG28KbPMIRKPoi3KXzokHjNhaPnr+qYesszicQj7vuzkLB6xb3XjbZhlDpF4FG1R/tIh8ZgJQ8tf1zf1EIlHsUiWRTxauypfdWDOLPOAxKNoi/KXDonHTBha/rq+qYdIPIpFcu1/f3zcmjDEe2jVORrr57kl8Si8ovylQ+IxE4aWv65v6iESj2KReBCPOFeqztFYP88tiUfhFeUvHRKPmTDEB1efSDyKRSLx2AzMWfnbvxpvtUPiUbRF+UuHxGMmDPHB1ScSj2KRSDw2A3MkHkUqlL90SDxmwhAfXH0i8SgWicRjMzBnmnis8ivxKNqi/KVD4jEThvjg6hOJR7FIPIvHuv6hiEf0dSkem9rpOegb5S8dEo+ZMMQHV59IPIpFkot4tONoSzzqOegZ5S8dEo+ZMMQHV5/YB0vfa1XR9bpNcog1h7Dvy04O4hHnkd0P9qFwnp1v203BHIlHkQrlLx0Sj5kwxAdXnwxBQHW9bpMcYs0h7Puyk5N45PnEPhTOs/NtG9jzsArMkXgUqVD+0iHxmAlDfHD1iX2w9L1WFV2v2ySHWHMI+77sUDzaXAzxGoydH+xH7POKx7AvBOMQj1wjRswH+urmkGnrk6Z2eg62p0meUoH8Nc21mA+Jx0wY4oOrT375qovGrf7XqiJcd96baJMcYk27jm6Ui2HZxSNtbV8MjEs85k2TPKUC+WuaazEfEo+ZMMQHV594Eo9Nb65Ncog1rT/dKBeDV/GIeNmP9jziEdeg7YuB8VTise0aMfQcbE+TPKUC+WuaazEfEo+ZMKT84eL9+Oknjrf6geIRay3qZhGuW3UTbXpzbZJDrGn9LWrfl51lFo+oUVKIxyb+Sds1Yug52J66454a5K9prsV8SDxmQur8TbtRSzxOaHpzbZJDrGn9LWrfQ4YSRyokHreLR/oIwfhQxCPH63zqOdieuuOeGuRv2jkjukHiMRNS56/uRow+iccJTW+uVTm066Bt/S1q30OGEkcqUorHpuePBXOQkzAvth/tXMQj466C/tiuQs/B9tQd99Qgf9POGdENEo+ZkDp/dTdi9Ek8Tmh6c63KoV0Hbeuvy32fx1eXcXjAo3hE2/aj7Uk8xnzY9XlPiEF/bFeh52B76nKbGuSvLr+iOyQeMyF1/upuxOiTeJzQ9OZalUO7DtrWX5f7Po+vMK7cgegK97mva3CW44o5iM/mlPGipqCbRTxiLtpDEo+IReJxMdTlNjXIX11+RXdIPGZC6vzV3YjRJ/FYApumN9eqHNp1Qn9d7vs8vjC37uGdGzmLRysKw/lgFvFYd25gPATzGCvXiPmwY3Vr0B/bVcyTw6pjkDtD2m/kry6/ojskHjMhdf7sjTi8WPEwWDbxiHZ4E2VsTW+uVTmsW8eOhbS9qdf5mgbm1j28cyMUj2j3dQ22zSPAHMRkc8p4Uc8qHjkXtbXDPPqx0L7u3OhaPLLPQn9sVzFPDmP7vwwMab+Rv7r8iu6QeMyE1PmzN+LwYpV4LGFsTW+uVTmsW6fOf9N1iV2nLZhbJxByI3fxiH5ghR39oQ817DiOefRjoX3duWHXIIyFa4GYDzvGcfZZ6I/tKubJYWz/PVN3nADHh7TfyN+0uEU3SDxmQur82RtxeLHihi/xOImt6c21Kod169T5b7ouseu0BXPrBEJuQFzhPOcxxv73cQ3W5bcOzME1aHNKX6gZe514RNsKO4xzLmrYcRy29GOhfd25YdcgjAVjvJfAB/owRuxYbJzQH9sxGzBPDmP775mqY0Q4PqT9Rv6mxS26oZF4VDKGTx8Prjp408a5EZ4f9oYf0tW5xIdRbP1U2HXRDm+ijK3pzbUqh3Xr1Pmftm4s3lnB3DqBkBtexSPiRs3YsW2vJfRhe5HiketwfYnHxVB1jAjHh7TfyN+0uC255SwlEo+Z0MeDq47U4jG8yPkwiq2fCrsu2mGMjK3pDaoqh3Xr1Pmve2CDWLxV1I0BjE9bLydyFI/sw/as4hHFQvu6c8OuAbgO18d+oA0fqDFGuI8Yi40T+uN4zAbMk0P4zomqY0Q4zuM6BJC/aXFbcstZSiQeM6GPB1cdEo+TfWEMYYzsr3twWqpyyHUA2hQA3K66AU5bNxZvFXVjAONN9zMHlk08oo15nIsadnacBWOE9uG5QV+APgjHuP6s4hFtQn8ctz6sHXJot9sw67yhYo9RDHuch7LvyN+0uC255SwlO3CwUZ7dtWtUx8prp5wU7V90+dgdN0X7U5chxFGXvz7KR089blTj3AjPj1f/6s+3xnlsWM96LoXH+F2Xnz+quf4icsB9QY19DmNAH8YY67RSlUOuw/bVR3x029pV+z5t3XCeXScsdWMoGK9bb9p8bwU5sDnH/vVxDcLvLOc25uAatMcdbZ47jB3byBva7MM2+tmHuejDPM5FjT7OsQVjXI/2PDcwbsfQ5hosHIMtxrAfaDNOzkPhPmIsHOda9Ekf9voJ7ZBDbtt+W+xcW8L1wj5vpWo/Wew+DmU/kb9pcdsypNiHWqqOp+tXHofyV0PTOPqMty5/81CV+6avPHKfWc96LoXHjq9kcP0+j20VXBc19jmMAX0YC191qaIqh/BB0E79yiP3sQ6Mx9bjGtPm90XVsSHTxquwrzzy+PRxDcLvLDFiTvjKI+KteuURbfZh277yyD7M41zU6LPjqDkHWHuMA4wDjgHaE86hr7avPIb3HgAb+rDXD7B2yCG3bb/FzrWE64EqHx6o2k9i93Eo+4n8TYvbMqTYh0rV8dwSj1DfVbRJRkqGkvSmcfQZr8Rjt8e2SZxcFzUfdhb0YYyxgjq/bcUj147tO/rsujHCeVWxcZ06MI71QjuuMW1+X8SOjWXaeBXIAXPO4zNU8cj5iJfnDmPHNvKGNvuwjf6wD23ORc0+jqO2c2BDe4wD9AP2A9aEY/SF/UCba2CccB8xxvHw3gNgQx/2+gHWLiYe7Tiw61vgl9AmnNuEJnNm8Rujal9A3Riw+9hVPPMi8dgdPC5Vx1PisQOaxtFnvMssHvmg6ZImccIG62L9WAzogw1jBfQb829ziPHQln324cc6BH123RjhPK4TwnXqwDjWox19s0b/NB99MG0fw3EyLVbkgDlHgX3sGpx3nzHfxlgVbwjsKKw4B/Hy3GHs2Ebe0GYfttEf9qHNuajZx3HUdg5saM9x1IDHD7AmNj7U2A/ORY25KID7iDGOW3uMAdTsw1xuA9YgJh55LyP0aUEfY8I82ljfTWkyZxa/FsYX2xdSNwbsPs4bT1dIPHYHj0vV8ZR47ICmcVTZoX/eY7wo8Yibu7VBmzd8tLFvLByfhfDY8cHA9cLxJtTF0iRO2GBdrM8YGAf7YYNYAdr0y7kW5hD9oS1rFPvwYx2CPrtujHBenV3VGMG4fVjTd9W+h8T6ZsX6mraP4TiZZoccMOfc7yrxaI9LWzDPrl0VL+E6sLPXIEC8PHcYO7YRH9p2f9Af9qHNuajZx3HUdg5saM9x1IDHD7AGnEcfqK0YRI25KID7iDGOW3uMAdTsw1xuA9gT/H8X+2PjwM4FiBF9jAljXDfs49zQh6Wq39LEpg7GVxcHbWJgjOOYP288XTGreGwzZxmwOcWxieVX4rEDmsYR2nEbNY7xPMdZ4rFZDix1sTSJEzZYF+szBsbBftjYWOk3tAd9iUfYs20J58V8YRsFY4B1CPq5n4B+uC7663zE+mbF+ortoyUcJ9YO7dAOx5Q55H6nEI+hkAnhOphjr0GAeHnuMHaeG2jb/UF/2Ic256JmH8dR2zmwoT3HUQMeP2BrzmMbNfaDc1FjLgrgPmKM49YeYwA1+zAX29YHoXjEGGpgxwF9EcRo/WGM69IPfaKfMVsflrA/Zlc1N0bMNowvBm1iYIzjmM99S0HdOl2Ix1T7MWR4XEB4jvD41IpHTqg7mIs80HaHFknTOEI7bqPGcZznWHYpHm2cVTHxhsobJ+B+8IaPNm/o9Bn6s2vVEdrxwcD1ON7UHwhjsdSNEdhgPazPGGwcPDaMldsgtAd14tH28UbNPuuHbRSsC2DPtoVzCH1Z6AtjgHUI+rmfgH64LvrrfMT6ZsX6svvD/bB9seMCrI9wDsAxZQ653xAehPbot8eFhP6qCNcOhQyhf9aYY69BgHh57jB2nhto2/1Bf9iHNufSrx1HbefAhvYcZ83jx7hYh/Ghxn6Ec2ln95Hj1p4xoLCPc1ED2qN0KR7Zh236RB9jZj9BH7B9INwGsb4qwvgB17L7GUKbGBiz8XLfUlC3Tp14jPUjdhQ71ud+WN887lXHf5HwuIDwHOE+LFw8zjO/r4Pe1m9T+9CO26hxHOY5Fn2IxzAmxgl4Q+KNE3CcN3y0eUNnsf4A+kg4ZrF2wD4Y+KABoR2o8lu3Xt0YgQ3Ww/qMgetj/3lsGCu3Ocfao5855LFDAajt/vJGjbmsMQ7Q5sXOPmyzTTCOYqEvC+0wBliHoJ8xAvrhuuiv8xHrmwUbK7Drc4yxAY6zj7X1Ec4BOKbMIfc7Jh557K0/EK5XBdfmfF53oT9sswDMsdcgasTLc4exMz607f6gP+xDm3Pp146jtnNgQ3uOs+bxA/SHOowPNfYjnEs7u48ct/YYs/7Qx7moAe1R2ohH+kWhP/qJ9XFdGzP6CfqA7QPhNoj1VRHGD7gW4+O2JdZHMMZxe0xTULeOxGM38LgAniOE++BaPGKnSBM/TZIEP7gY2tDEL4CdteVFjT6sy31oe0ww34rHtvNDGCNvgIRxAsbOmyfgTRHb4Q2SBX02b1wL2LVCrB2AX9hzPY5zHbZBld+69WJjYR+2sQaPAddGP/YffWgzVh4XzrH2KBQfPHYoALXdX96oORc1jzNqXuycg22OYxugTT+EvizYtvOsvQX9XA/QD/qAXSvmo8pvWxgr/XF9bDMGHF/CccbL2sbDXFngi/3c71A8ovDYW38AY+gL/YbQhjGzDv1h2xbOQZvrI14eA8bO+NC2+4P+sA9tzqVfO27tOJf2dhy1PX7WLowPNfYjnEs7u48ct/YYs/7Qx7moAe1R8L2SqDGG2q6BAlDTN/yioM05KLE+rmtj5hgK+gC3CeO02HES6wNYLwRrwd7uZ0isj2CM4/aYVsXQJXVx4RqsGo/1I95w/+v8g7p9nLb/1jdtp81JCWKxBfAcIdyHTsSjPbntImBaIjg+zS6GXbfJ/DC2GPCDi6ENTfwC2KFgDdS8qNnHfWiyLxbMrxOPGG8D7XkDJIwTMHbePDHGmyK2626QVeeLXSvE2gHevLkex7mOLVV+69aLjbEPPgG20bbHgOth/9GHNmPlceEca48SE48sdn95o6YdfPA4o+bFzjnY5jh9oE0/BG3OIdjmOsCOWexc+EYBXNeuFfOBvlg/YD99AtsG1sb6wvoA2/a4EcZHf6ytD+bKAl/s5343FY9oYyysGauFazBm1JwD0AbYRuE+cg7aXB++OE6/jA9tuz/oD/vQ5lz6tePWjnNpb8dRw3/MLowPNffZzqWd3UeOW3uMWX/o41zUgPYodeKR9mjTN/yicJxrhH2oUdBnY8YYC/oAtwl9ANboC7FzsAaxbYK1YE/fiDeE8QDbBthmnz2mNoauiK1dBcWjjQNtlNi82Fidf2B9h9SNAeubtowhFXX7x1hsTPb8A5iP7UPEY2zn0Fe1IPrtiWwXAVXzCMftGqGPGLCx64brxHw08Qs/uBjaEPrFdhgPQD/HEDsvavZxTmxuFfRpxWN4I8D4NKwNffIGSNDHbcYOGxSM8aaIbbbtDZI3GHsysgZ2LRKzA/ALe67HcayLNtdAod/Qv90O/XPM9od92EbbHgPuI+JAH9qMlceFc1Cj8Fjhly+AnRv6QLFroIYPHmfU3HfOwTbH6QNt+iG0Yx99cB1g7QFsAPo5F33s57pcC23ukwXbYZ/1DbgN4I9wLgpsbBvr04YxYH/Yx/jomzV9AMRr1wPYZg653/ZVD/qEHccJ2hgLa8YKaM81GDNqzgFoA2yjcB9RM29cn/vBNuYyPrTt/qA/7EObc+nXjls7zqW9HUcN/zG7MD7U3Gc7l3Z2Hzlu7TlOf+jjXNSA9iiLEo/0BxgPoQ/AGn2E86wNfNg2bVjbuFAj3hDbx3kE2+yzxxS+Qtt5sWuBOv9txCP7w7E6/wD2VdSNAeubtoxhFqbFSmBH27o5jMUW5JbnE/2gv7F45OQQjNkTmXMI/Vm/FjvOdugjBneKhP5jPpr4hR9cDG0I/WI7jAegnzcJJgR9tLclJNbHuSiheLT2tKnDjtM+5ofbPB9gg4Ix3qSwzba9QfIGgxrbgDWwaxGMo581oF/UKFwf8JhyjXCexW5zPuGY7Q/7sI22PQbcR8SBPrQZK48L56DGGI/VNPFojx9q2tEPa+4718U2x7GNgjb9AGvHPvpgfIA1gQ1AP+eij/1cl2uhzX2yYDvss74BtwH8Ec5FgQ3jRRvr04YxcByF8dG3nY8CEC/m0gZg2x572OKn8lDTHwrsOA7oF2NhzVgB+uCfayAmgJr7ATifhWOouR9cn/vBNuYyPrTt/qA/7EObc+nXjls7zqW9HUcN/zG7MD7U2I9wLu3sPnLc2nOc/tDHuagBbDh30eKR4+gj9AFYow9wDrA28GHbtEGNPhsXasRLaBP2WbDNPsTOfcO80JZU9VvsfLQBtu1cxhxbC+LRjoPQ1vq3Y+F4FbCvom4MWN+0ZQyzMC1W0nT/GIstOJ48n+gH/YMQj7Yw4GnAhuuibU90gD76I038Yg4uhipiPsI+rm1BHwpvEkwI+9HHi9zOxRgI/WEbY/Rh/+2ANy7ORc02Cf3ZcdrTD0GfXRfABoV9GMc227xB2hsMauuLYNuCMWuHmoXHEYXr22PKNRgHC/0CbgPYW0JbEJuPtj0G3Eesiz60GSuPC+egxhhjTCEe6Q9t+gHWDm3aYJvx0Q5gjIX2nGv7uS7XQpsxWOwaBLaA/dwG8EcwzgIb+kIb6wOsyRg4jsL46NvORwGca+2wbY89bOcRj7BhLLSBf67BmFBzPwDt2WdrzuH69hjQL7a5rt0f9Id9aHMu/dpxa8e5tLfjqOE/ZhfGhxr7Ec6lnd1Hjlt7jtMf+jgXNYAN504Tj5wLe/pF4TjXCPvsXBuzjRV9HEcfoQ+MsR99gPaANWy4hm2zYC0bF2oeH8B56ANoo8+Cbc6hP85DTXs7z7Yttj9cF9AftxkzCtcloXhk4fEFrO041wBhHQL7KjhWNZf9XDdstwFzqtYJgR1tbR2uy1hswfHkuUU/6EsiHpk4e3IT9HMMNQOuAmO047po84Qj1s6WGLAjaMdONBL64BqE26w5xjZ9MyHsRx+PgZ2LAthPaEMf+MF/gmPBcWD9EOsL2HHa0w+gP7sugA0K+zCObbaxvxhDjX1GH2rri2CbfgHGaMfjxmK3ub49plwD21wXBWAuwDZsAGwstOc46rCPbXsMuBbWRR/ajJXHhXNQYwx9GId4RJ+da33Qd7gG/bDGONu05zj9oU0/3BfaoU0bbDM+2oFwDRS20U//XJdroc0YUIhdA9CWbcBtEMaOAh+wCY8LwDbncC0bH+04nz4B52KMPlDbNdAH8Ug7Fq5BX6gxj2uwhg1jwTbtuIa1Zwxcg/Ghz9bWN2prR7/Y5rrswzb6wz60OZd+7bi141za23HU8B+zC+NDjf0I59IudvysPcfpD32ca31wrifxaO0Ba9iEa9CWfTYu1Dw+ADbsA2ijj22Abc6hP85DbQvn2PgssAHoR7HrgtAPY7br0kdMPMIOhXa05XjoI6xDMKduDFSNs59rh21LrM+C8ap1QmBHW7ZRwjWwjTyhZsHxYe7seb1NPNIhoWP0cXIIHRHOAfTHxDEo1NgGDIZ9DBjE1sQY7exJwhMOsM/6Y7EwBhs/+hgvtwEvFOsDYyhhH7ZZc4xt+mZCbB+2eTxojwLQZ/eRNvQB8cjjRR/cr9CPrUE4zm36YT/8cZzrwgaFfRjHNtvYN4yh5nzU6KMvgm3uA9u04zFisdtc3x5TroFtrouCPszlvmEb0IZYe4A67GPbHgP6wbpcg7Fim/HRHmPow/iixKOtOYc22GZ82EYNwjVQ2EY//XNduwZjQJu+uAYKwDbmAfZxG9Af4DzOCY8LwDbncC1sMz7acT59As7FGH2gtmugL7V45FqMj32srW/U1o5+sc112Ydt9Id9aHMu/dpxa8e5tLfjqOE/ZhfGhxr7Ec6lXez4WXuO0x/6ONf64NwhiUcWOxfbIPQHWMMmXIO+2Ye59I2axwewjRqgjXlsc5t29Ic+jnHc9tn4LBgD6Eex8wDadpsx23XpA/njOAvsUGhHW/RhnD64v2ij39paOEawTdiOzaM/2LAA1IghBPGFhOtym76q4Nq2jXyE87DNfnt8eA4xN+irFI+o6RhtJh7YBemIcAw1xrAYE8egGAhgMOhDG+MstLdgG/aosS5q+Kcf2sT8oaCPwB4FflDTB+MFtEdt40HN+WwDu42abc6lbybE9jFmOxcF/ejjmF2HPpqIR/SxP/SDAnhMUejHzkMfxrgutm0f7LDNNvYNY6i5LteAHfoJxjiPbfq1xw219cf1sc05XAPbtENBH+ZiDrcBbbhNe/SD0Idtw5eNAf1Yl2swdmwzPtpjDH0YTykeY/5ohzYKfTA+jqG/ag3a0ca2accY6AM110AB2MYY4D6yAPoD9Mc54XHBGLY5h2thm/HZmuOYQ/82Vs4N17DikbFwDbsu5rHNGjaMgWvAjmtYexsDxhgf+1hb36itHf1im+uyD9voD/vQ5lz6tePWjnNpb8dRw3/MLowPNfYjnEu72PGz9hynP/RxrvXBuVY8ci5ruy7sUcMvCse5Rthn59If4+Mc+mMfS2xurI815rDNNdBmQR/m0jdqHh/btrFgHuBcbNPO9nEtbGOc63EMYI4FY+hjsetyHNvwgz7GbNdFAX2IR9oTjhG7jTYI5wD64rq05X6EoN/C+Wxjvj2m1p52JJyLYo8xoU/6Q43Y0Ic5zCn6RuIRBhSPnEgDYCdjDAXb1hHguK1hgyDQpm87lzX76J92qC3Ypn+sixr+6Ydj1h8PAgr6AG1hBz9o0wfjZR9AzXhYOI42xmjH+VwXbc7lGI+p7cM2Y7BjaKOPY3acNcUj2rRjXmjHPu4v+m0ftlnDnn6sP7Q5jhrbto/2bPMYoOa6XAN2HAcYwzzacQ3UPEYcs/64PrY5h2vE/GEu5tAP7emHsaCgH9AH+1jDHvNsDBjDWnYN1NhmDLTHGPowPiTxGIuPY5wbW4PjGGMf27RjDPSBmmugAGxjLgj3EdAfxugPczAeHhfacQ7XwjZ92prj9Mu5GKcP1OEaEo8TO86lvR1HDf8xuzA+1NiPcC7tYsfP2nOc/tDHudYH5w5JPLKOzY31oeZ+so9roM2Y0Ie59I2a82w7jMXOpT+M2T7aYduuxzE7B328ltkXrgsbzuW4tee6KOiz4tHacT3Gx37aoY+xcZx9qAH6WNu+cBtgm2sStOGP66IGqBED4H5znPNRswDGCntg/QGMg3A+4D7xmFrok/5QIzYeN85F3w4aQHzQIbZpAOxkjKFg2zriHGuHGjY8CPRt59odQRvjjAl9jIH+MEY/XBd91h/nhv5gzz7Ycl30cy7X4DjtUXNdFjuOMYBtzue6aHMux7Bm2IdtxmDH0EafHeM46yrxiJp27LP9tg/brGFPP9Yf2hxHjW3bR3u2eQxQc12uATuOox8F82jHNVDzGHHM+uP62OYcrhHzh7mYQz+0px+AMRTOZQ0b2wd79NkYMIa17BqcyxhojzH0YVzicRILtukv3EdrhzH6wxyMh8eFdtY3fdCnrTlOv5yLcfpAHa4h8Tix41za23HU8B+zC+NDjf0I59IudvysPcfpD32ca31w7jKLR/SzzRpzQ39cl3a2j3bYtutxzM5BH9qMwa7PdekD2xy39mEsfYlHbIdjgD6sDbcxxvkANbY5hzGhZqzcb2xznHMxFsaKPkB/gOOA+4vCNRgTxjgH/awZA8ZQYx79cC76ouKRQTNQO5n22LaO0Idt2mEbNfroD2PhXNbsw7hdA74B/WKMfrgu+qw/u4b1B3v20Z5r2Fi4hvWHmuvamuNoA2xjPv1wjHM4hjXDPvpjm2NoMxaOcZx1lXi08bGP+2tjQYEda9jTT5U/rhWugW22eQxQc12uATuOo40xzKMd10BtY6Vftrk+tjmHa8T8YS7X4/qwsX5ozzZr2Ng+2KMvNteuwbmMgfYYQx/GJR4nsWCb/mws7KMdxugPc2AXHhfaWd/0wfhszXH65VyM0wfqcA2Jx4kd59LejqOG/5hdGB9q7Ec4l3ax42ftOU5/6ONc64NzJR4nOQ9jsXPpD2O2j3bYtutxzM5hH2Ow63Nd+sA2x619GEtT8Ygx648+2KY9+uibfagZH31gm33WB+O3/jiHfagZq/XBcRaM2Vhpz7mwBxwHGOc27RgTxrgG+gG2GQPaqDHP+kGNvt7EI+eij/4wFs5lzT6M2zXom34xRj8cQ5/1R/vQH+zZR3uuYWPhGtYfaq5ra45be8ynH45xDsewZthHf2xzDG365hjHWUs8Tk5ytjk39Ie5XI/rw8b6oT3brGFj+2CPvthcuwbnMgbaYwx9GJd4nMSCbfqzsbCPdhijP8yBXXhcaGd90wfjszXH6ZdzMU4fqMM1JB4ndpxLezuOGv5jdmF8qLEf4VzaxY6ftec4/aGPc60PzpV4nOQ8jMXOpT+M2T7aYduuxzE7h32Mwa7PdekD2xy39mEsOYpH+sCYjZX2nEv7cJzbtLP+bAwSj2MfMX+wZx/tuYaNhWtYf6i5rq05bu0xn344xjkcw5phH/2xzTG06ZtjHGct8Tg5ydnm3NAf5nI9rg8b64f2bLOGje2DPfpic+0anMsYaI8x9GFc4nESC7bpz8bCPtphjP4wB3bhcaGd9U0fjM/WHKdfzsU4faAO15B4nNhxLu3tOGr4j9mF8aHGfoRzaRc7ftae4/SHPs61PjhX4nGS8zAWO5f+MGb7aIdtux7H7Bz2MQa7PtelD2xz3NqHsUg8bo8Z4+yjnfVnY2DNGNBGjXnWD2r0STyO17CxcA3rDzXXtTXHrT3m0w/HOIdjWDPsoz+2OYY2fXOM46wlHicnOducG/rDXK7H9WFj/dCebdawsX2wR19srl2DcxkD7TGGPoxLPE5iwTb92VjYRzuM0R/mwC48LrSzvumD8dma4/TLuRinD9ThGhKPEzvOpb0dRw3/MbswPtTYj3Au7WLHz9pznP7Qx7nWB+dKPE5yHsZi59Ifxmwf7bBt1+OYncM+xmDX57r0gW2OW/swFonH7TFjnH20s/5sDKwZA9qoMc/6QY2+HU88+VShoqKioqKioqKi0qRsfc+j/W1k4Q/lzz/KoW+UP/8oh75R/tIh8ZgJyp9/lEPfKH/+UQ59o/ylQ+IxE5Q//yiHvlH+/KMc+kb5S4fEYyYof/5RDn2j/PlHOfSN8pcOicdMUP78oxz6Rvnzj3LoG+UvHRKPmaD8+Uc59I3y5x/l0DfKXzokHjNB+fOPcugb5c8/yqFvlL90SDxmgvLnH+XQN8qff5RD3yh/6ZB4zATlzz/KoW+UP/8oh75R/tIh8ZgJyp9/lEPfKH/+UQ59o/ylQ+IxE5Q//yiHvlH+/KMc+kb5S4fEYyYof/5RDn2j/PlHOfSN8pcOicdMUP78oxz6Rvnzj3LoG+UvHRKPmaD8+Uc59I3y5x/l0DfKXzokHjNB+fOPcugb5c8/yqFvlL90SDxmgvLnH+XQN8qff5RD3yh/6ZB4zATlzz/KoW+UP/8oh75R/lJRFP8/WmLzraKyeuUAAAAASUVORK5CYII=)
کجا بفروشیم؟
این کارشناس در رابطه با این موضوع که ارز مورد نظر را در چه قیمتی بفروشیم گفت: ارز مورد نظر شما بعد از رسیدن به محدوده حمایتی خود روندی صعودی خود را شروع میکند و هدفگذاری شما برای فروش این ارز باید محدوده مقاومتی قبلی باشد. کم ریسکترین استراتژی برای فروش ارز دیجیتال فروش ارز مورد نظر بعد از رسیدن به محدوده مقاومتی قبلی است.
تجارت نیوز