Best Cryptocurrencies To Invest In 2022

They hide a fee in your rate when you buy bitcoin, etherium or a Netflix stock. The brokerage provides two core services for users. The first, known as Flash, enables users to immediately buy and sell bitcoin with limits of up to about $60,000 (€50,000). Once your account is approved, you can start buying your first Bitcoin.

You may not even need to open a separate and specialized account to do so, since many major brokers offer a way to buy them. (Here are some of the top brokers for trading cryptocurrency.) Plus, some unexpected players – PayPal and Cash App for example – now allow U.S. residents to buy, sell and hold Bitcoin, too. An investment in the Bitwise 10 Private Index Fund is an investment in the Bitwise 10 Large Cap Crypto Index. For those unfamiliar with the Bitwise 10 Large Cap Crypto Index, it tracks the return of the 10 largest cryptocurrency assets on the market. Therefore, investors who buy shares in this particular fund will be investing in the 10 largest “crypto-assets,” as measured and weighted by free-float market capitalization. When the assets perform well, investors will realize gains proportionate to the shares they own.

I feel I have come to some of the same conclusions on Bitcoin and “other crypto” that Dr. Ross has. I think there’s a good chance of bitcoin going to a large number say 500k. If there’s a chance, should we have some exposure even if it’s 1%? We are in different times, and I think WCI did the right thing doing this interview.

That’s not the kind of thing you want from a hedge, which should perform the opposite of the asset being hedged, zigging when the market zags. Commissions can vary widely depending on how you purchase Bitcoin. Futures contracts get you a big piece of the action relatively cheaply, while some brokers may charge you several percent to buy directly. A few percent might not sound like a lot, but if https://www.fxstat.com/en/user/profile/blauntkuvi-302754/blog/36861634-10-Best-Crypto-Trading-Bots you’re trading in and out of the market, it will quickly eat away at your profits. The offers that appear on this site are from companies that compensate us.

How To Buy Bitcoin On A Crypto Exchange

Brokers are sites that allow you to buy coins via their platform at a set price, determined by the platform. While being more expensive than other types of exchanges, brokers are the most simple to use and are therefor are very popular. Examples for a broker are Coinmama and Coinbase. The exchange rate – Exchange rates vary between exchanges .

  • A few percent might not sound like a lot, but if you’re trading in and out of the market, it will quickly eat away at your profits.
  • The first proposals for distributed digital scarcity based cryptocurrencies were Wei Dai's b-money and Nick Szabo's bit gold.
  • These are known as web-hosted wallets, and their incorporated exchange is responsible for their security measures.
  • These are technology platforms that are basically trying to be multi-functional base layer protocols to do all of these things that people like to do.

You can long and short Bitcoin easily and can effectively bet on the price movement. CFD brokers are more established than crypto exchanges. Plus, you can be protected by the government from the Bitcoin CFD broker defaulting up to the investor protection amount.

How To Buy Bitcoin: 5 Ways To Add The Popular Cryptocurrency To Your Portfolio

Bitcoin miners, some of them are down 70%, 80%, 90%. The way my system works is it waits for a bottom. It confirms a bottom based on momentum strategies.

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bidxZtRWlypLaUgIaubWyX9vQOJLbn7SnD5irAdjRxA3TIscyXh9yGap8Y6lN4sSnFErRFcVyvsdfzUrKFJH/WL8gKnDtV9KkajcJF8vkdkruODyo9/j8o6lpKu6kDf9ENOqWfa2KIuz2U2VnJeC/E4TsguvWCbcrWsqO5AEpx5CfcEPIA9gFYf2lvGFrhwoXPBhpiix/N2UxpweXPhF5aH4ymt+UhQABS+noR5GsL7E7KlztJM9w9xY2tN8ZmNp8wl9nbf7Wj9lZr2u+kGXaqaGYs/geIXfI71ZMlQsQ7TAdmSTHeYcQshtpKlEc4a3O3lRFn/Z8cYVy4tNM7tOy6HChZZjM5MS4tw0lLT7LiOZh9KSTy83K4kjc9WyfMCoD7bDAI8zS/A9TGo6flNpvTtnecCOvdSWVOpBPoFRz7N1e6vY7JDht1d0Zs2bZhqlic7GUZOmEzb7dPT3UpSWe9Upxxk/Sb6rAAVso9eg26592uKoA4NrsJRAd+fLX8l3Ox73vTvt/M7yiL0uyiy45Nwa41bnHlOPY7PuFrVzHchPyhTyB7gl4Ae6oc7WjW/iD0GybT68aT6oXfHbNkcCdFlRYaWuT5TGcaV3hKkEhSkSEjx8G+g8d+r2I+X/ACzTrUfB3ZG6rVdodwbb/RRIaWg/1mDV1eIbhh0m4n7Lacf1YtM2bDssxU6J8kmKjLS4pBQQVJ6lJB6j1A9KIkSy+Ofi+mE99xEZqkHyauKmx/U2qKc2zrMtR7+9lee5PcsgvMhCG3p9xkKffcShISgKWokkBIAG/gAB4CnqWvstOC21An/BfKlef+NXmW5/aulv9qTw5af8PeruMx9MMdbslhvthDvyVtxa0/KWnlpcXusk7lKm/PyoipbXIA260cpPlUoaBaG5JrllybHa94lshhL11uS0FSIrG/X9pZ6hKdxufMAE15TTR08ZllOGjpVNWVkFvgfU1Lg1jRkk9AXZ0P4bM914VcHcX+SQ4NtSA7OnLKGS6SNmkkAkq2JV7AOviNymaYxjOP4RjcDDcQtzcG0WxHKy3+ctR+s4sj6y1HqTRWMavXk4mcKdo3OjK1lu+3WuFbILdE3wIPm55kdZ717lyvELQvQeTe2mkB+3wAWWyOjkpzZLSSB5c6k7+wGl43u/y5QflyJS3pEhanXnFncrWrqo+3ferfcfuSvWjAcaxphYQm73Rbzid/rNx2/Dp/KdRVGJT6nUpTzHYDwqY7HbW2K0yXSUZkmeePY3gB78lbVapqS6qFM38rAPeV8HHFOKKlHqTXq4dLxqBllmnZfAdn2KPPYduUZk/TejhYLiB1HikEbbjfw3HjXmRIki4SmLfDRzSJLqGGUn85xZCUj4kgfGrm8UXB9GxDSzHss06hh6RituTDyBptH5SY0DzLmADxUlxS+YfoKG3RGxnl91Fb7TUQW6scWmoy0HOMcOvoznAPWrPSUU9RG+aIZDMEhWiwviG4fL9aorWL6l4zHjttJSzDekphOMpAACO5d5FI2HTbbpWV/4T9N9ifw+x3YeJ+c2Nv8AapL/AEWkeYJ332oKEeBSPsrFVVsFt88heyreAePFoJ9+QpFFrCZjQ0xt9+PgnLyNYdJ4p2k6nYqzt+nd2B/aqvvbdUNObwyuTZ84sM9tCuRS4twaeSlXjsShR2PhSYuRIGwSB8KyLCc7yLT+6/OuPzOTnSEPx1jmZfT5BSenUeRHUfE72+4bBYo6VzqKqLpRyDgAD7RnHYq2g1gx9Q1tazEZ5lvEj380xriW0b0019xxyRa73aIWYQEFduuAcQC8B/8AB3juOZCvI+KTsRuN0lZMqJKt8p6DMZU1IjuKadbUOqFpJCh8CDVo8P4mcOvDaI2UR3rHKO27ikl2Oo+eyk/ST/OA99RRxCMYw/mDOS4rdIUxi8MB2SIzyV8jyPolRA8N08vj5gnzq8bL5b5p+qdp68RuDCMxuPFoI5gO5YPPnwVz1jZrNPQi72mpEhBG83gHYPSRzz7FgVluC4z3KVEJPlvVuOCzUp6Jlly07nvqVFu7Hy2Gkq6IkNfXA/bR1/0Y9TVMFSG4ye+dWAB41KnDhplxVar5JbM54fMAcMW3SlIbvlyWlqAhQBSoLUogK2CjulPMfZWRtY26nvNploJCMvHmnqPQfeoFa5ZKWpbOwcjx7lJ/Hxps3HmG/wAaMjlkp73cDwPXf796X0toh0tJ3UebYADfc71dfjKwviJ0DvWL2LXPVaHl7+ZW6XJciwY/LEgraUEhDSilBV1WCSEJ9u/jUidjNYsSyDVjUdOQY3arnMi2iJKgvTYbbzkX8utLhaUsEo350b8u2+w38KhOmbbU2ikbSVTw4gcxn+Vea6eOplMjBjKoZM0j1PtuGL1EumA36FjCJDcU3WTAcajF5fNyoDigAonlV0G/hV7uH7sf7xqfiNh1AzTWi2Q7NfYce4xmrHEXKcWw4kLA7x3kCVcp2P0TynfcHaridq/Z0zeC3I1stD/m+5WuSkAbBIElKCRt7FmsN7H7XRnPtBJ+k9ylc16wCbyNIUeq7dJJWyR+y4HkEeQCPWpGqJL97Qfg7tXCNqPYbVh1xutyxbIbSmTFlXJaFvpltKKJDai2hKT/ANGsfRHRzb83erB9iNiiJOo2pObuMfTt1liWplwjykPlxYB/+zN/bVru1W0Qe1b4X7hkdnid9esBfTfmglO6lxEjklJHubUXP9Ft51GfYrYobfodmeXKR1vGRJjJO3kwwnp9rtEUvdqZlQxbgzy5lCwF3qTBtaQT488hKlAfzUKPwpCJO9N87bbOE2/TDTrTtt9Qcvd7lXVxKT0LcRkN7H3qlgj9n2UoOiLvWS4G0XeBdUE7w5LUj4oWFD+ytojH5wuOP224J6iVDZeB9QpAP99atNbLvDZkKcs4edMcj591XLEbQ+vz+mqI3zA+0K3Hwoiq3xCdqph+gWtV00guGlF5uarBKZYuM9ua22koW2hznZQQebZKx0JG5BHSruY9fLXlNht2S2OSiTbrrFamxHkno4y6gLQoe9KhSMu1jsarRxk36UlgoTdLVbpiVfpHuQgn7UbfCm+8HXy//ks6XG5pUmR+C8HmCvHbuhy/1dqIkvdonZkafcdGoL1tY7pJucC9s7dApx6JHkLUP9Ktyn2Ytc2rzjFnvDCgpufAjyUKHmFtpUD9hpEXamX2PeuNvOm4/IpFsYtkErSd+ZaYDClfEKWUn2ppyPB9kv4Y8LOk99W+p5x3ErYw84T1U8zHSy4T7SttVESSe0Ox047xk6mRg2lCJt0TPQPDcPNIWT8SSartHiSZjyY8Rhx51Z2ShtJUpR9gHWtjfNOC/hm1H1Kk6tagaVwMhySW20049cH33Y5S2kJSPkxX3J6AdSgms/xvSPSvDWERsR01xaxtN/URbrPHjBPu7tAoiQ12cuRLxPjU0xluvLZRJuMi2uDfbf5RFeZCSP2lp+wU+/UTGGM4wDJcLkoCmr9aJltWD+i8yps/7Va/ikHR/jqXHZRyjGdSlMpCztshFwKd9/d13rYhRs4N/EEeNESFMQ7K3jSyspXM05gY6wpIKXrxeoqB8UNLccB96BUXcUPCtn/Cfl1mw3UG4WqbMvNpTdW3bata2UAvONlvmWlJKgW9z08FCtj8JSPL4UqXtvsa2m6W5ckbbt3G2rO3j1acT9n0vtNETF+Hi8NZFoJpxfmFcyLhidplJJ9FxGz1+2kxdrLbVQOMy/ulJAmWm2yAfX8iE/8ADTSezhzEZrwYabTVL/LW2A9ZnE7g8piSHGUb/wAxCD7iKoJ21WIvW3XDCczSwExr5ji4gXt9Z6K+rn+xD7X20RQ52XebqwzjJwyOp0oYyJEyzPfS2B7xhS2+nnu42gfGnj6u4s1m2lWX4jIZS8i8WSbD7tXgrvGFJA+01rm8OGQrxPiD00yRt5TQt2W2l9agdvyYlt849xTuD7DWzAQFIKVDcEbHfzoiT12LGVmxa4ahadylcq7vj6JoBPQuw5KUFPv2lLPwNOEI5iD4bUjXgtm/4Ke0wGMJf7lhOS5BjTgP/SJ3kNoSf9Ihs/Cnc5Cu7tWC5rx5LPzomI8YIeTu2ZAQe75wCN083Lv1HSiL0eQ+O/2UpDti+JXHMsn2Lh4xG7Nzl47OVdchUyd0sy+7KGWCrwKkpccKgPDnSD1FXL4B+MwcW2n9zeyK3xLXmeNSUx7rCjbpacbWN2n2wokhJIWkgnopB8iKiPtV+ES2amaXyddcIsrDeX4c331yEdkB2523mHeBW31ltb94CdzyBxI3Owoiqx2MeavWXiSyHDXZATFyXF3lBs/nyYz7S2z8G1SPtpx+XZdYcBxO75rlU4w7NYYT1xuEnu1udzHaQVuL5UAqOyQTsAT0rX/7PLLfwM4xNNrgpYSibclWxwk7DlkNKa/tUKf/AJjj0LL8RveJ3JoOw73bpNukII3BaeaU2obe5Roiqle+1p4L7WD8gzO+3ggHb5HYJSd/3yW6X92jfGRpDxax8NVpxZb/AApmMuzEyHbpHaaDrLwb5QnkcUdwpB6Hbxql95tEyw3idY7ijklW6S7EfT+i42spUPtBr62XG8hyN4sWCw3C6Og9W4cVbyvsQDRFkmkelOVaw5pEw3GI35V895IkrSe6isA/TdWfIDfw8zsKaJptp1jOkmFRMFxJsGOwA5LmKRyuzpBA5nV+/boPIbCop4NHNOrbpWiHhTUlN1kOf8/PTG0tyFSUjYt7AnZpO/0U7+e56k1PQ8KxFrG+zVM5oWZaxvPt/wClqTtf1zWXGufZIgY4ozgjkXHrPZ1D2o8aKNqKgha13ErB3NQH2i76/n7AI+xDaIdycSPaXI4P+yKqKFEgeNXP7Rq0d5asEyRIO0aVOgKUB0PeoacT/uFfbVLmjukVsnssmbJpemLejeB78nK+keo2FtweT0kLOdDosebrLhUSUEqbcvsLmChuOjyTTjTsdyR0PiNvH4Uk7F789i2S2nJmN+e0zmJyQnxV3bgUQPeBt8adPaLrAvtphXq2SEPwrjHblxnUHdLjTiQpCgfQgg1izb7TzNqqKqH5cOHtyD8R9FIdGyNLJYzzyD7FSDiX4FZwnSs70OhIeakKLkzHUbILatySuKSdiD4d0dtunKSDyillxgT7RcJFpu0CRCnRFlp+NJbU280seIUhQBSfYad718B7qxDO9IdM9TW+XOsLtd3cSkNpfeZHfpT6B1OywPZvVr0ftoq7TC2ju7DMxvAOH5/bng76r3uelY6lxlpjuk9HQk1eHj0rqT7pAtyeeY+hHN0AJ6kj0Apl+SdntoLcg4/bpuWWQgFQRCuTTiCfTaQ04dvcarJoJolpxG7QHGtL77al5PjymJSzGvgafS44llxSCoIQhJAUkHbl+2sz2baXZ9ROMVu3t8DOHDGPiVGKmwVNGN6oxu9hUFaZ6Za068THYOi2lt5yJtlwNvz22SiIwrp0ceVshJ2O+xUDt5GrkaTdj5qPkrYuuvOq6MfQtPMm0482JD4O35769m0keiUub/pCmqWiz2nHbcxaLHa4ltt8VAbYixGUsstJHklCQAkewCu5zp9ar5q2ef8AM4rqyCNnIJB/G1wgZjweZFbmEZDJyXCsiDibZc32O7caeQAVx3tiUhYB3SQQFAKIA5VAMC7HC6ouHCtcIAVzG2ZVNYI/R5mmXNv9Z99SD2neCW/OODjNnprKVSMbMa+w3CAS0406EqI38N23HEn2KNQn2JVwDmiWf2oq3VHytL5Hp3kRpO/+qrwdI94Acc4XoAAchYX22NqIn6QX8JI7td0hk7fpGOof7J++op7Gm9LhcUuUWgqAbuOGyyU77brbmRCDt59Cup97bSFvprppdQk8zGQSWt/QKY3/AOGqidlVkSrPxuYtBTvtfLfdreo+WwhuyBv8Y4+0V5Y45XKad2jVr+c+DDUxsN8xj29qQAE7/UkNq3pSPZta3I0U4p8beucz5PZcuJxy4rUrZKRIUnuVn2B5LW58gSfKnR8YFp+euFvVK3lPNvi1we22/wDi2VOf8Na3bDy47rb7KyhbagpKgeoI6giuyLaUu9qhX+zzbHc2O+h3GM7FkNqHRba0lKgfeCahjgw0NmcPGhsbTW4MhuTFvl6eJHUOMquDwjO9CfrRksK28RvseoNdvg31qi69cOWGag/Kw/cHoQg3TrupE5j8m8FehJTzj1CwfOpr33G4oiS920GYJvPEHjGJNSApvHsbSpTQP1HZDy1qV7yhDf2Cl81ZntIswGZcZWoslDqXGbVNas7ZSd9vkzKG3B7w4HBVZqIitgns18leyjgo01lvkF2FEmWw7HfYR5jzSP6iE1r7U8Tse725ceEcWxxfN80ZJcGEJ80oWG3f9pa/toin7UzhF4fdY8+jak6n6dxMkvMSK1DaM1x0shttSlJCmgoIX1Ud+YEEdCKlGcmTZ7BJbxqztPPQoi0wICFBhtakIPdtA7cqEkhKd/AD2V52damaeaYWpN81GzeyYzb1qKESbrObjIWoDflSVkcytvIbmvE0p1/0a1xYnyNJtQrTkybW6GpiYThK2CrflKkKAVynY7K22Ox2PQ0Ra9XEzaNVrVrll69bLBKtGXXK4u3GdHfO4/LKK0qbV4Lb2OyVJOxA9mwc72VuQG+8FuGxlvqdXZ5dyt6io7lIEtxxI9myXU7eyoy7YbQWLmmiUTW61REfPGCSmmpqwj6btskuJbI6DdXI8tpQ8glThr9di/kCLjw65Jj4J5rPk7p2Po6y2r+6iK+92vNpsURdwvV1h2+K2CVvyn0tNpHqVKIAqDsw47+EbBy63ede8WkPNKKSzbZfy5YUPEEMBex99Vi7bKwKl6K4FkbaFE27JnIqiB9VD8ZZO/8AOZQKTntuehoim7i91GwnPuKfNtTtKbiuVYrrc2LlBkrYUypbvcNF1XIrqPywc6+fj51sN4Te2Mlwuw5HEcC2LrbIs5pafBSXWkrB+xQNauwHXr/762LeBTK05nwhaT3dtal91jca2uKVvuVw94qt9/ayaIqucZfahaicOmsN80dxXSyxyXrU3HcbutwnuuB1LrSXAruUJRy7c231z4UvTiZ42dY+K2FbLXqX8ytwbPIXKhMW+F3XduLTyqPMVKUQRt0J8qnDtlcbVaOK22XlEdSW75iEGSp3k2Sp1uRJZKd/AkJbb39hHrVD6InJdixniLvonl2nzr27uO34TGkFW5DUpoeHoOdlXx3rJO2H0kcznhwt2oFuhhydgV2Ep1YRupMCSnunxv5DvBGUf83VGeyi1vRpTxQRcVuknurNqBEVZHipWyW5YPeRXD/PSpv/AExPlTwsmxuyZpj1xxTJbYxcbTd4rsKdEfTzNvsuJKVoPsIJ8DRFrK6X2ube9S8SslsSVy599gRY6Eg7qcckISkD3kitn9X1T0qkuiXZUaL6K62s6vw8pvN7YtEozbFZZzTfdQXvzFrdH0ni3vujcJ2IBPMRvV2HXEMsrdcUEobSVKJ8AB4miJAOTZExgfaXXnJY7mzMHV2U8tW/gF3NXedfZzqp/gA6eex9fOtZTWTKvwq1rznOIDq0fO+UXO6sLB2UO9luOJPsP0q2RdK8vjaiaY4jn0Qks5JY4F3Rv4gSGEO9fb9KiJM/Dbqmzwm9opkdivbgi43dskuONXIfVSyw9JUYzp9EoX3RUfJPNTuLlb4F3tsq2XCM1JiTGVsPtLG6XG1jZST7CCd6QZ2meLO4Xxp5wqO0pgXNcO7srSOXmU9HQpSk/wA8KHvBpvPAtruzxB8N2L5e/LS9erez8z3xHNupM2OkJUo9fz0d24PYuiJL+tmm104O+L92yK70xMUySJfbQ9t1ft/fJfYPtPIORXlzIWPKth+JIYmxWpcZwOMvoS62sdQpJG4P2EUtvtleH9WR4HYOIOxRgqXjDotV5ShP0lwX1DunT/m3fo+57fwTVveE7Um15Nws6Y5ber5HaW9jEFmU/LeS3zPMtBlxSiojxW2o0Re7beGLhztN6kZFD0MwYXaVJclvT3LDGdkKeWorWvvVoKtyok9D41IzEOFb46I0CIxGZb6JbZQEJSPYB0FRNnHGDwv6d96nLddcPivNDdUdi5IlP/umStf3VAuVdrvwg2JRRZLjk+Rkb7GHZnGk7++QWz91CFxxVNcUtx0r4x9XtM1JSzERk8uXEaSrYIjPOl1obexpxqrPJO4B33361TLJNfMb184z5er2C49cbRbrxEjsPszOQurdbQlBcPISBuEJ6b+VXJjL7xhCzt9JIPSsO67hEdy3x+ocVqBtxom0+oBO39bQT38l9aKKKhKwuvH4osZc1U4brhcLW18plW2O1e2EoG5V3I3dA28+7Lmw8yNvOlqw3gtHRQNMl4StTYWbYG3ZJL4dejt78itvpJI6jbzqk3EnpDO0S1Qm2duMU2K7LVPszyR9AsKV9Jr2KbVukj05D+dWXdlF2/pk9Rp2pOCCXMz0g8x9D719PNS034hjK2PlyKj4gEVfrgH4gLbc7A3ohk0vubpa+ddjW59WVHKipTAJ/PbJJSnfqg9PqmqBtOJWkEV2YU6dbZrFxtc2RDlxXA8xIjuFtxlwHdK0qSQQoHwIrKOsNL02r7W6gn4Hm13SHdHs6x1KOWy4PtlSJm+3tCd6FbgHp1rkbelUk0I7QKC5HaxnXBhyO+2hLbV/iNc6HvL/ABhlI3Qr+WgEHrulO3W3GIajYFn0dMvC8xs95QofUiS0OOJ6b7KQDzJPsIrTPUOi7zpuZ0dbCd0cnAZae4j+cFZSorrS1zQYnjPVnj7l70lPMwsfyT/ZS+cDc+a+1FwNQPKJL0hn37x3/wD2UwWa6zFhuyZbqWWEJPM66oIQnp4knoKXNachsFy7SzTGdj94h3BpF57hxyK8l1CVKbcTtzJJG/U1L9k0UrLo926cbp44OB/Ct+oXtMAGRnKbbqxkV4xLS3Mcqx9DCrpZrBcLhCD6CtsyGY61thSQQSnmSNwCOnnSuez+49eIPV/iztuC6sZqu92jL4c9liCmGwwxCfZYXJQtoNoSQAllaOpJIUN9yAaabqNbXb1p9k9njNKddnWebFbbSNytTjC0hIHqSRSxezU4BtaNOtbLfrnrBjJxuFj8GUbVDkPoVKkSpDKmN1NpJ5EJaddJ5iDzFOw8SNh1DFebjmkRYnCLqo9NTu1+Dr6SCN/pEpCfvIqlvYc3ZS7frBYlHoy9ZJaevmtMxJ/3aalXtc9ebLgegB0ehzUryPPH2kKjoUCpi3MrC3XV+gUpLbY38eZRH1TUAdh/cwzqDqlZSesqzW6UB/mn3Un/AHwoinbtn7eH+GrHblygmHlcdIPpzx3/AOGlz9nZc0WzjW0slrVyhd0kR99/N2I+2P8AbpoHa92r5w4OZ83bf5syG2SfdutTX/paUhwdXH5p4ptLbhuUhnKIG5HoXkj++iLYZ1dsgybSjNMcUkqF1x64wiB4nvYziOn9KtYXfrua2o5DSH47jDg3S4koUPYRsa1a8htTtjv1ysj/APlLfLeiL/abWUn7xREyPsW9azasvy3Qa5y+Vi+s/P8AbEKPT5UylKHwn2qa5FH2Neym2zJjMCC/Pkr5WozSnnFHySkEk/YK1xuDHJJeKcV2k93hvuNKOWW6I6pCiklmQ8lh1J28ihxQI8wTWx1MjNzYT8N5I5H2lNKB8NlAg/20RawGo2VS871AybN5yeWTkN4m3V5O++y331uKH2qNY7XoX62ybNerjZ5iOV+DLdjOj0UhZSofaK8+iIpwnYmXtUrSXUHH1LH+I36O+gb+TrG2/wBrZpPdNC7D++93kequMKcH5aHa57af2HH0LP8ArEURTR2zuPruPDNj96bIBs+WxnFdPzHI77e32qT9lU87HrI7ha+K5ywxnliHesdmtymx9VRaLbiFH3EH7aaFxxcP2ScTOgNx0sxGbbId3lT4cuO/cnVtx2+6c3UVFCFq+rv4JNRBwO9m9D4UMuk6m5RqAjJMmkW9dvZaiQjHiw23CkuEKUsqdUeXbmITsPKiKw3FPjDWZcN2peMvblM3GJ6QdvqqSypSSPaCkH4VQrsPsgSuDqtiilHdh613Bsb+POmQ2o/1EfaKYlrjMYt+jOdTZJ5WmccuJUT4bfJ10pXsXMndtvEpkuMqcAj3rEX3OXfxeYkx1J/qrdoiYrx8cOmX8T+hJ02wWVaY15F3iTmn7o+tqOhDfMFlSkIWrflV5JNUnw/sRsjdKF57rpbWAU7ratFqce2PsW6pG/8ARFNnIChsR0NccqfSiJSXFz2YmkHDvww5TqnimR5RfMksSoCuea80mP3TktplwhpCAfB3fqs7bVaHslMjF74OrLbyvdVku1xg7eiS73o/3pqX+NTHVZVwo6pWRtAWt3G5TqB/LaAcT96B9lVP7EzIVztHs/xpbwV81ZAxIQj9FD7G33llX2URYh24WK80XSfNmWh9By62p9e3U8wYdaG/8177aVLTre2asse48M9kuq1I760ZRGdbBUArZxl5s7DxI6ikpEbHaiLtWq5z7Lc4l4tctyLNgvIkR32jstp1BCkqB9QQDWw1wUcVFh4pdHYGUJkxGcptqEQ8itzbg5mZQG3ehPiG3dudPpuU7kpNa8MGFLuMtqDAjOyJD6ghpppBWtaj4BKR1JPoKzvTHVPVrh3zprLcBvVxxq/QvyTyVNlAdb33Uy80sbLQdhulQ8t+hANMjOFxvDOM8Vsygkjciq1cfnEnZeHbh+v0z5c2MnySK7aLBECvyi33U8qntvJDaCpZPhuEp33UKXMjtj+KJy1JtrWOYYqcW+T5Yi3ulZVt9bk7zl389ttqgS/McRfF9nisrzu+yblPf2bQ/cHC1GiNb/5NlpIIbQOp5Up6ncnckk+csscDd+VwA7VT1NXBRxmWoeGtHSThQJzFaiVHck77n1pvPDb2nPDpo3wvYHh2bXO+3PKrBaE2+RbLXbFOKSGlKQ0O9cKGv8mEeCzVerH2f+n1psSZV7zC5Xy9KRzBpllMaI2v06lSlj27jf0FYjH4IpC7ipTr3KyVkp2HQDeo+/VdraS0SZwoLLtS0xG9zBUA7vZw9ix7jW19xTjP1vtWd6fYteLE2zZGrQ+i5d2px1TTzziXdmioDo6E7bn6teNobxO8Q/CHHyHGtMnbe03kDjLr6pkD5SG3GwoBbQUQkEhWx3B32FWN074UMbxGc3cJB71xB8Nqka5aKYLdJIlybW0VJ6dUCrLUa6po5sRjLetQ2v242ymqtynYXx458uKpbn/FFxl65WmZjucam364Wm5J7uRAYYaiR3kE/UUhhCAoew71g8DSHVi8Q2rWoXNUNsbNx3HFlpA332CSdh8KY7btMsPtiUiNaGPo+H5MV7zFntUcDuYDKNv5Aq2T6/kP+1HjvUartvUpJFJTgd6XfY+EXOLkQZDamwdiQQelSJYuCKW4kKuErbceG1XXS02n6qEj02G1dadc7ZbGFSbjOZjNI+st5YQke8mrRLrG51J3Y+HcFEarbDqW4P3ICBnoA4qFtL+GOwYFcW7mVBx5vqN+hqc20BCAlIIAGwqLck4nNEcYUpqdnUJ5xO+6Im76v6gIrItOtV8K1Sti7th90MplpzunEKbLa0K2B2KT18CNvWrPcIbnUN/F1bHbvWRhRO/0mpbkz+q3aGTc5bzmkDs6AsxPvoo23AoqzF27wUPDCeSXbwwa1zcCySKtUkpQFjmHkfYaYnqPgOE8U2lnyByShuUUfKbZNbILkGXy9Cf0kE9FJ80+GxAITRAmuwn0vNEgpO/Q7VcHhd4pJ+FSmLbcpPeRHCErQtW42rJ+rtPVDZm3e2EtmZx4dK+oFurWbhp5+LTwUS5rhuWaV5XLw7NbY7CuMQg7qBLb7Z+q60vwW2rboR7jsQRXUZfS4NwrqeppnuZ4LpHxT4SmLdm0uvpbJhzo+yZdvcPXmQrzT6pVuk+Y8CKIaycJer2jEh64tQHMmxxB3TdLc0VFsf8AXM7lbfv6p/lVNNI7SqS7gUlwIiqBwIPAE/t+ytN0sElOTJB5zOjrA7VG3Qjevw4wy6QXWkrKeqdwOleUxed1FJ3+idjv0O9doXVk7cyvsrJ4lilHFRwtc04XekEzeT5ZzPFvojvTzcvu332rIOF+X83cYmkkkkDfKYDXX+W6Ef8AFWJqucdPmfsrvaITW0cUekksEhDWbWNZPsE9kmrZdfBiDDMKqpQ7fyVscpI8T06VzzpHnXwklwRnVNnZSUEp8+u3SkHahdoLxdq1Ul3KTrFd249hvbqWLdDS1FiKQ08R3S220gOJITsefmPU9ajKuacRxUcKWnHFBgNyx/JbBCRkKYjgs19DSUyoMgDdv8oBzFoq+sg7ggnpvsQt/sdot0xHiqzvD72wuJOi43LhS4y/rNyGJrCVpPtBSofCnAY3dRfcdtd8SjkFxhMSwk+XeNhW330q3RyZD067YvNLGyoRo+QSrk0EdAHHZEZEo/Er5lURW/7TixSL/wAEmozcJrvHobdvnAAeCGbhHW4fg2Fmkd6AfKUa5YAYqSXvwltpSB1O/wApRWyBqVhFr1M09yXTu9HeDktol2l8gdUofaU2VDbzHNuD6gUq3hE7MTXfCeJy15bq3ZYVtxHCbkq4MzEz2HzeFtFXyfuW21qWhJVyLUXAkhI5duY7Aib1v03rWL1pShOsOdhCt0jJroAfUfKnNq2arrco1ntUy7zXA3HhR3JLyz4JQhJUo/AA1q55Fd38hv1yyCUNnrnMemOdfBTiys/eaIvc0iuy7Dqthl8a+vb8gt8pPvRIQr+6tnlCkrQFpO6SNx7q1ZrJM+b7xBnlXKI0lp7f05VA/wB1bQuKTU3LFbPcUq5hKt8d8H15m0n++iLW64n7Kcc4kdVLF3akIhZnemmwfEtia7yH4p5T8ajKrHdonafmbjP1SjBJSl+6tSx025u+jNOE/ao1XGiIq+3Yy35Vs4qbzaFvEN3jDprQRv0U43JiuJPvCUufaaoTVgeBPWnFeH/iZxnU3OJ8iHj8BicxPcYYU8sodiuISAhIJP5Qo+yiLYmJA8TRzDx39tLhzntrNH7bztYDpZkt9UCQl2e81CbPj12BcVt9lVz1I7ZbiIyiHIt2BYni+HIeQpCZaW1zpbe/gpKnCGgR7WzRFeTtRNfbFpLw0X3DW7i3+EufMmzW+Klwd4lhZHyl8jfcJDXMkH9NafbSv+zXzyyad8X2I37JcghWazrj3CLNmTZKI8dDa4jm3eLWQkDnCD1PiBUAZ3qJnGp2QP5VqDlVzyC7SP8AKS58hTq9vQb9Ej2AAeysdoi2Cc67SPg4wUuNv6wQL1IQlRDViacncxHkHGx3f9aoAzTtrNGrWlxvBdLMovzoB5FzH2YLRPlvt3iv6tJ1J3ooivfq32v2veo1ouuL2DCcQxyy3eG9BebU09Nk924koX+VWtKPAn/oxtVQ8C1m1U0rg3i26bZ9esaYv4ZFxFslKjqkhnn7rmUnZX0e9c22I+sawyiiL0b7keQZRPVdclvlwu85Y5VSp0pb7qhuTsVrJPiT5+ddBPUjpvXHL7RWd6K6WXbWDUG14XawUIfX3kyQR9GPHT1ccPuHQDzJA8685ZWQsMjzgDiV4VVTFRQvqJzhjQSSegDmrI8CGiaHpbmt2Rw1FuA4qPYW1jYKkDouR18Qj6qf5RJ8U1b7McasOfsfJ8wstvuw/wDncZDvKPYSNxUX51rRi+jBsGl2E4Zcr7ODAi2y0WtnncKUeJISCST1PQEnqTXbsVo4+NT0pXg/DR+DMN5Wwm5RLRE7sepacU24R7kKrF1TTXu/VRraXLGfpOccFrHcLdrTXlzN6tgMUB4Rkv3Rug8Djnx58l+2uG/TOFI7234/Chtg/VabA3+PjWW26yYVhDClh2JCQ2ndS3XEoAA89ya+lq7PfjKzUpc1L4krNjjDn14liiLeKAfIK5Wt/iTUg4p2ReirUhm46rak55n0lHVxmTPEOI4f2GwXR8HauA0hcawD8dU8OzJ+yvw2R6guwH9buWR1NBd9cKEcj4mNEsX5252fW59xPTu4a/lB3/0YI+016WmmuOn+q4koxK5rdehqCXWX2y04AfqqCT4g7HrV18N4I+FLAC25jWhWKoeaTypemRTNd2891yCtR8PM0uTiAtcbS7tFsjttkhs2+33uBClpjR2w00Aplv6qU7AfUPgPWutx0RSUtDJLG5xe0ZGeS637YraLZZZ6imke6ZjS4EkYOOJGAOpWE361zXzaXztpX47jevpWLsYWsDuBwiiiii6r4yllthxY/NQT91Vf0sxXBOJbjdhaUa2fOcqwyrXMbtcSLNXG2lst991UnrsW23ug2JPL16bVaF9PeMOI2+skiqi4dcf8HXH3phkiT3aF39uK6o9ByPhTK/6rqqnWgzH+OdvDjhZy2FGE3uQPaC7cOD1daapgHBNwsabONyMX0SxlUlopKZM+L8udBH5wU/z7H2jalqPQTpjx26s4TDYTEhzbwu4MsAcqAh497ukDbYflTTm0Hy22pRHHXbxg/aKQbsglKMqxuBOO3QbgusH39Y2/xrJN7gFTb5Y/2n4LY/WdELjYKunI5sPw4/wpwG2wJ86K+UNffQ2XN/rIB3+FFa8vDt7gFoE4OaSEmfwO9feHOkQng9HcKVCuvRWzZ4jBX0lBxyVgNHOJbJcCmMlme6lCCPFRq9ml3GZiWUxmo+RFtl9QCVOIIAJ9opSgJB3r0rdkF0tiwuNJcB8fE1DL5oqgu+Xgbr+sK5UlzlpvN5hOEyvSHhm1wbEy747Y35i/pCZCc+RS9z+k4yUlfuXzD2VGl07OPSGaVKsWZZRC3+qFOsPpHsG6Bv8AE1QPHdesxsQQhqe8Anw+make1cZOcQG0oF2fTy+izUaj07qi0ebbq1270AnP1yq91bb6njPEMq00Xs18BadC5+pGRvNDxShhhB+3Y1AOqGjmHaEcQemzWMzLg+lGU2x1x2Y8latkSmzsAhKQPD0ryJPG5nL6OQXaR+8NRTfNWbtm+oOP326SXHFQ7nFf5lq36pcSd6v1ig1OKsPulQXxjo4AfDCo6t1v8FimZgrZSV9UjyO4pHONdmrxMau60XiRdMJXjGJysklvSLtdnks7xTJUSplrcuOFSCeXZPKSRuQOtPISRvtv199BCN+oFTpWlde2wGLZbItsijZmIwhhseiUpCR9wpD3E1rI/p12kmR6uWVIkKxTMYrym0L/AMsiMhpt9rfy5glxB95p0mv2teJ8P2ll91Oy+e0zHtkdZisLcCVTJRB7phvfxUpWw6eA3PgK1tMnyW6Zhk93y2/yflFyvc5+4zXdv8o+84pxavipRNEWz5i+RWbMsdtuV4/MTLtl3itTYb6fBxpxIUlQ+BFeoEAfnGkwcB3abs6BYq1pDrTb7ldsVhE/M9xggOSbcgkksrQSO8a3JKdjzJ3I2I25bV5b2yHDHZrS9Jxez5bkNwCfyMQQkxUKV/KccV9EepAUfYaIpY7RfWeHo1wqZdIXMbaumURzjlta5vpOOSUlLuw8dktd4on2e0Vr7Gpu4reLLUTizzhnKs1QxAgWxLjNntEZZUzAaWQV7KPVa1ciOZfTflHQAACECSRsSdhRFyNtuu1OGg9sFoJgOmuMY9acTyvJ75b7JCjSw2w1FipkIYQlae8cXznZQPUNkGk8bmiiKXOKjXhPErrTeNXk4wmwG7NR2zCEjv8Al7ptLYJXyp3JCR5VEdG5o2NERRzHbajYgb7HY0bH0oiN+m1FGx9Ky7SjS7Mdac+tOmWn9uRPv97W43EYW6lpKuRtTiypauiQEIUdz6URYjRTEcD7FfXO+LQ7n2pGK4vHUkFSYrbtxkJPmOQd2g/ByvA44OAbSXg90VtOSsZ9f8ly+/Xhq2xQ+2zFipaS0tx90MpCl9OVCeqzsXBRFQ2iiiiLKtNdMc31dzK34Dp5j0q83u5r5WYzA8APrLWo9EIT4lSiAKZ9o92KuMR7ZGna46nT5lycQFPW/HQlpho9N0h91BUvbw35E+6pE7Inh2h6eaIq1qvVtSjIdQCr5M44n8ozam3Nmkj0Di0Fw7eKe6PltV+9kgeAAoio9O7H7hEkWwQojWYRJAAAmIvPO4Tt4lKmyj7Ej4VUDU3hozHs6NSWs5YdXlem+Rf82m7JZKJFvUoght9I+iD5hQOygD9U9KdB0FYdq1pnjesOnV/0zy6E3KtOQQ1xXkLRzBCvrNup9FIWlC0nxCkgjqK8Kmnjq4XQSjLXDBVFcbfT3WkkoqoZY8EEJNOn2atR+O3SXLoc5LkaRemWEuBW47t4Fs7H2hw/bTxUgKG5HT0rW3ZYyLR3iDtOJ5O641PwHL2ojyl+KRHlpCiP5JCdx5bEeVbIzK0qQlQI+kkKHu9a86Gn/CU7YBybwXjZ7f8A0qhjogchgwD2DkvoUg1zXwlTYcGOuXNlMx2GxzLcdWEISPUk9BUeWHiL0NyrO2tNMU1Tx++5M6HVm3WuamW42ltJUsuFrmS2ABt9IjqQPEiqtXNSQvwpTPaaQxjnG5p5kiAkIu2MsoWQoblxuTISdx47cpb6nx67eFNlWQEbkmkdcSOezOInjtyG5W+QZVpxib+D9uUk7p7qKtSFKT7FOd6oEePMD51R3BzG0shfywVaL/JFHa6h0v5dx30Vs7O8H7ZGd/TQD91d2ujZYyotrjx1kbttpT47+Vd6tdX43zhfPSox4V27yyUUVwaK6rxR4DpVJuLhEvDs/wAfzyCgh61XFiajY7fSbWFj70irsD1B391Vq4zcabumIrnJSkrZTzdB16dakmlKkU9zYTyPBZJ2VXD+m6khJ5O4e9OIxLIIOWYvZ8qtj4eh3qBHuEZxJ3C2nW0rQR7CFClkdrTahaeIvRTL0o5VT7fLt/P+l3EhCwPh8q++rXdmzqD/AIQuDvA1vSA7Kx6OvH3tj9URVlDSfgz3VV67ZO3JRB0UynoDbsgnxefzAeRHWRv/AKCs3VDd6JzesH6LdSujE1LLF1tI94XZxtz5RZIbhPRTKT91FdHAZBkYrb3B13ZT1+FFa41IMczmjoK+eFcPBVUjMcnH6pQNFFFbKL6NIo3PrRRRFzvXFFFEQOnnX6QpQcSpJIUCCCPHevzQOlETsc17YvhjxuOWsStmUZZIQgbKYg/JGVK8/pPFKv6lVq1J7arV67l2LpbpljmOMqJSmTc3XbhI5fIgJLaEn3hYpchUT8K4oikDV7XvVzXi8/Puq+c3K/yEEqYbfXysR9/ENNJ2QgfsgVH9FAG9ERRWWYppNqfnS20Ybp7kd7Lv1DAtjzyVe5SUkffU14z2cfGFkdtfvj+kcqxWyLHdlPSb3LYhlCG0lR/IqX3xJA6AIoirRRXKklCik+IOxrgdTREbdN+le1YMIzPLJTcHFcRvV6kPf5Nq3wHZK1/spbSSfhTUOyC0A0xy7RbI9Ss506sd7upyl6Bb5lyt7b62o7UWOo92Vg7ArdWOnmn2Uy+1WSz2WKItltUS3sAABqMwlpAA/kpAFEWsXnemmoOmFwi2nUbDLxjU+bFTNYi3WIuM8plRIC+7WAoDdJHUDwrvaNYRYdStUcawDJctTjMDIbi1bVXVUX5QmKt08jalI5k/RKylJO4CQrc9AaZn22Wk65eN4DrXAYSTbZT+O3FSUEqLbw76OonySlTb497qaU4y6tlxLrS1IW2oLSpPiCD4iiJz2Adi/wAPNi7mTnmb5hlT7Y+m006zAiuH2oQhTo+Dor2eJrs2tAY3DZlsHRvTKJbMqtcP5zts5Djr8txUf8otrncUpSgtAWnbzJG3UCpp4FeIKLxE8OeNZY7MD19tjXzNfmyrdbc5gAFSv84gtuA+i/UGrBrAUgpO2xHXpRFqtEe/xq+3Y14P+EHEtdswca5m8Xx19aFFG4S7IWhoHfyPL3nwJqHe0I0Ga0D4m8lsdpgCJj9/c+frMhKeVtDD6iVtI/ktud4gDyAAq+nYqadmz6NZtqbKYUh3JL8i2xyofWjw2QrmT7C5IcT72z6URMdH1fhSde2pz/541dwnTpl8KbxyzPTnkA/VdlODx/mMo++nFjbl6dRtWutx56mf4V+LTUfJWXFLhQ7uuywiSCO5hARgpO35q1NKWP26IoBr9NNOPuIZaSVLWoJSPUnoBX5r08bTz3+2JV4KmMA+4uD/ANtEWzHo3jUfD9JsNxeIwGWLTYYERtsDblCGEDb7qwbi/wCI2DwuaIXXVF62IuU9DzUC1QnF8qH5jvNyBRHXlASpR267JNS7ZwG7PCbSNgmM0Bt+yKXx20kp5ej+nNiCvyM3Li6seRUiK4lO/wAHVVwTgZXDjugkr9cAvaUZZxD6jPaR6yWSyQ7zcGnJVknWlpbDTvdp5lx1trWv6XKFKSoHqAQR03LER9X4Vr9cO9jl4Hxd6JP2gqD0zKrcyvu/HunXkNu7+zkcXv7N62Bk7cvSukMgmYHt5FU9JUsrImzR8ikY9rjg8fF+LuZfYMYIbyyywbm5yjop9CDHWdvaGUE+0k15WWdpLxt58ym327L2cejFoNcljtqWD4bb94vnc3/nVPfa2W6HcOJzSyI8lKhIsbqXQfMfKFbf316eF6NYNCtcaQm0srWpsHcp86j9+1CyyFoc3JcFBNdbQINFeDbLGXl44KiWU/8AKF1RacnZ7l+T35HRZFxnvPN9PRCjyj4Crrdivpp3meai6myo4UbPCYsUd0/mreX3joB9zKP/APGu5rYLHhem9znRobDSm47hSQNj0TvVkOyc0+ViXCVb8okNqTMzi8zr45zDZQbS58mbHuKY/OP84a507eJL1G+Z7d1oOAu2z7V9RrKnlq5IwxjXAD+VYfiP1EXpPoRnWobLgbkWSxypEZZG4D/dlLR28/pqTSa+CjDVTJDuTS0lxxxwud4vcqUT5knxNMJ7W3ODinCNMsLLxRIy++wLOgJPXkSVSV/DaPyn9oVRzSjU7BNBtM7dJyZ19cqankjw4jfePvKAG4A3A8x1JHjXnqt07qLwFM0ue84wFTbUX1ktl/A25hfLMd0Ac8dKtcNk7DwAFClpSNydhUHWbUfih1YcSzorwu5NKZe3DU67o+SR+nmVu8jY9xXUl2bs/wDjJ1LS3K1c15sWGQnuq7ZjrC5DzaSPqqWA2nm39FrHtqA0mhrlOf8AVwwdvE+4LBFp2I6hryHVe7CP3HJ9zc8e8hdnIs8w7E4qpmR5Lbbc0gbkyJKUfAAncn2DrUR3LjT0TiTvkkWddJ7KVhtyZGgr7lvc+JKtifgOvlvU2ZF2a2gmkDmB5LfJN7zuXIzS1W+7rv8AL5mH4sgOtFsMt7AAurYV9IqP0Nt9iQZF7QXRTTvGOCPN4WBYLY7CxaEwprbVtgNsbBEltP5iR4BZPwqUUmgqKMf3EhcfYB/Kyda9g9lpmf38z5HdmGgfUqoTmo2rOuetFt0L4fbrYrfNnwnJqrlc1EJ5EAqXybBXUIHNtsSfZ5+Nxp8Hmr/DzovbtWs61ym5fdJl9YtMy3xmFtworLrL6+8BUrdX02kJ+okfTqGeAjNlYpxmaT3yZJPJLuKrQolXQ/K2HIyQf5zyfsps/aa4uMp4KdQ20oSX7W3CurRI+r3MxlSz+77wfGpPbrPSW6JrImDPSccfeslae0hadP0rIaaBocBguwC4955quXYnaiIuOC6i6YyHj31oucW8xkE+LUltTa+UegUwkn/OCsz7ZW1qkcP2I3ls7G05gw5vt5LjvJ/t2qkHZVao2zTLirii+XePbrVkFjnWuW/JfDTKNuR9ClKUQOimNtz+katH2o3Fjw86j6Kr0kwbUWHkOTN3qJN7u2NqfjtIaKwvmfA7vfY+AUT7Kup4g5UocMjC40gl/KcHtrgO47lP9lFY3w23mHd9NLcuLKbe7tpKFKQoK2UB1G486K12ucDmVkjSMcSvnzqOB9JdqiEjk88x2pXNFFFbFL6EIooooiKKKKIivQx6wXjK79bsYx23uz7rdpTUKFFaG6333FBLbafapRAHvrz6lHhWWUcTukRHnnVhT9s9kf30RTVhnZWcZOXuNGRgltx1h3xevV1aaCOngpDfeOfYk1YnAOxFvDzTUnVHXOJEc2/Kw7DaVvjf+TIeWj/dU2JNfqiLWL1q07c0k1dzPTFx155OL3yba2nnQAt5pp5SW3CB03UgJV0/Sqy3ZP4Xa8x4tYIvdmiXKFbLJOmralMJdbSsBKEK5VAjcKWNj5V0+1XxEYxxnZVPaQoNZFDt91SOXZIUY6GV7eu6mST7VGpd7EzH3Zmtme5PsCzbMabiE+i35KFJ+5ldEThIcGHDbDcOMyygdAlpASkfAV0sniJl45doZSCl+C+2QfPmQR/fXqkhPU1+HGw4haFdQsFP3URasM1PJNkI/RdWPvNfEeNd29x3Y15uEZ5BQ4zKdQtJ8QQsgj7q6QBJ2A3oif8A9mJin4LcFmAocaCXrqJt1cIGxUHpTqkE+v5MIHwq1G3lUYcLuOoxPhz01x5DakCHi9uSQrxBUwhR+9VZ89eraxfIuOuyUpnzYz8xlnpzLaZW0lxQ9yn2h/OFEUF8fumQ1T4SdQ7CxFL8uBbVXqIkb8xdiEP7J28ylCgB571rvHp4VtRSmWpMdyO+0lxp1BQtCk7hSSNiCPPpWs9xCabK0g1uzbTYNLQzYL1KixgtRKjHDhLJJPiS2UdfXeiK13ZHcQbOmeur+lN/mhmzaiNpjMKWdkN3NsEsb/tpK2/2lIp256p26eFas1jvVxx27wr9Z5bkWfbpDcqK82dlNuoUFJUD7CAa2Q+GDW2z8Q2h+LaqWp38pc4iW7gyT9KPOb+hIaI9A4lRT6pKT50RVj7XTQVrUnQKNqra4XPetO31SFuJH0lW18pS+lW3iEqS0sE/V5V+AKqm/gEwFvTzhE04samA09LtKbrIA83JSi+T9jgqcskx60Zbj9yxbIIDU613iI9AnRnRuh5h1BQ4hQ9ClRHxr92GzW/HLJAx60Rkx4NsjNQ4rKR0bZbQEISPckAURY5rBmzGm+lmW55IcDbdgs0u4cx8AW2lKT94FayM+Y/cJkifJWpbsh1bziidyVKUSTv7yaeh2s2pxwHhJumPRllM3N7lFsbRHilkK794+4oYKD/nBSJ9jRFyACetSviujmR3TS9WfwIrwW9P5IakDY8rXisH05zt70GsFwXDr1nuWWvELBGL0+6yUR2U+Q3PVRPkkDck+QBNNexXT/H8Owu0YHDYS9EtEZLHMpP+UX4rX/OUVH41FtTX4WaNgZ+cn4BYx2k66GjoIRD50r3Zx+0c/ecD3pfcrU7jBuyimRrPqW4k7Dk/CWcEbDwASHNh8BXWiYnrXnV2g/hxf8ivLEV35Qj5znvyUoUPMd4o7H2imLpw7HAelrZ3/ZFR1r1llg0xwC43duGwmSpHIwjb6zpGyR9u1R2LWk9fIKaGPi7gse0e2avvtQy3UVN58h3Rx61g3AvgknU3jgscruS5b9NoD11lOAfRS+E922D7edxJ96DTnE7hI671TrsxNBHdK9BRqDkkT/us1MeRfpz6zusQyneI0enQcq1Oe94+g2t3dLpBstrl3a5yEMRYLC5D7ijslDaElSifcAayLTxeAhbH1LYS30ooqWOnH6Rx7+k+9KK7SW/fhTx143i8ZaVjGrHEQ9seqHHSt3Yj9lbZ+NTXYmyzaIrZ8Q0P7KpfiGUXDiF4qcx1gm860Xq8PPxyrb8nGSeRhv8AmtIaTv6Jq7bDYZaQ1t0SkCsVa9qBJWMhHQFq7t3uDZ7pDSt/Q36qt3G3fjbtO3YDbnKuYUI29hV1+7emk8L2LtYXw5abYw0CBBxi3pPtUplKiT7SVE0ozjNffvGQ4xjLO6lzrqwwlA8ypYSP7ad1bILdrtkS2RwA1EjtsIHolCQkf2VMNGwCG1MPWSVl3ZBRCj0vE7/Mk/x/CWl2zt9ffd0dwlp4FqTcLjcX2tvrKQGG2z8At0fGqn4FcXcP4pdDp9wSkxWcntsVwKAKQ28+20s/0Vk1YXtZ5bly4nNK7Fzfk4tmce5fauQrc/1BUB8RWAZEy1YcmxpEhuVblNSGH2vrNOpO6VD2ggH4VW19bHTXCFshwCCrxfLzDQX+igmIAcHcT7k8643ayWFhp673OHb2FOJZbVIeS0krUQEoBJG5JIAHnvXk6oZ9aNKtO8i1JvsKbLt+NW565SmISErfcaaSVKCEqUkFWw8yK11b3mWrc3PrFmupOVXy8XKHdY0tqRdJjj5QpLqVDl5ieUbgdBsK2F9Vbe1muiuWW1CA4i843MShPkrvI6uX+0Ve2ObI0FpyFNIpWTND4jkdYSwNU+1le1iyLHsKx7SpmyY1+E9nnOz7jOLswojzWngQhsBDZ+h1G6+hPWmd676cPav6LZtpjDlRo0rJ7FMtkaQ+klpl91pQaWsDc8qV8pO252B2rW2Xakpx9UvbZ1p4tr9m1bLmk2WN5zpZh2atndN+sMC5jrv/AJaOhw/7VctfvLlkgkzjo4Kleg/ZD6Y6V5JYc4zHU2/ZJfbBNj3KKmIw3AiokMuJcR9HdxagFJHiobjyFWv4nsZRmXDrqRjS0qUmdjNwR08SQwpQ2/o1WbW/tcNAtL7pdMYxLHr9mV7tb7sR5DaBCiokNqKVJU64CrYKBHRBq32KXuHqjpha8jUwhEXK7GzKLQXzgIksBRTvsNxsvbw612XoFru8MvD/AHzib1btukuO5FbbJMnMvyVS5wcKUtNJ5nAlKAStfLuQklIOx3UKa5pF2QPDpgao87UW63jP57XKpSJSvkUJSh/1LSirbfyU4rx2O9Lu4F7jM0146sLtswBp1rIZNikDfwKw4yof0ulbAO4I60RJB0cck6V6rap6YRwGY1kyCU2xHHRLaA8pIAB9EpSKK7vFFB/wacd2rUYtqYjXkRbsySdg537DDi1Dfy7xTg94NFQG82P8VWvmA54+iwPrPRcdxvMtUG/mweXYFQyiiip8s8IooooiKKKKIipP4Wv/ABnNIv8Az8sH/aDFRhUncLZ24mtIz6Z3YD/+oM0RbK4O3Xb2Vw2+06pxDbgUppXIsD807A7H4EH41+iNh0PnUb4Bkok6ran4it0qcts613FCVH6rci3MoAHs5oyz7yfWiJZ3bbYkmDqTpxmyEAJu9om29Z28VxnUK3+yQn7Kz/sP8YEbEdVcxIP+P3K2WxJ8v8XaecVt/wDiU/dWe9s1g3z/AMNdizVmOhUjFcnYLjm30kRZLTjSxv7XRH+yvU7HTHW7NwoSLwEkKv2TzpSifPkQ0yP91RFdO53xqFkFosSlgOXRMlSAfMNJST/tCvXT9UbVDOoOStxeJnSfFlLAXOteRSQP821HH/FUzDwFEWsVrRATa9Yc6tiU8qYeS3OOB6BMpxO33V4+EWGXlWZWHGLenmlXi5xYDKf0nHXUoSPtUKzXijiLgcS2rMNaeUtZxfU7ez5c9t91ZZwG4o3mXGBpVaXmituPkDNzUNjt/igVJG/s3ZFEWxFaoUe222LbYiQliIyhhtI8AlCQkD7BVS+IPWFWn/Hdw+42qT3cW/W+9WyYnrsUy+6DX+vjsn4Vb1Hgdxt1pO3as6mycR408Bu1vUsvYXa7dcwEHrzGU44Uj3pQB8aInEk7g9D0pKXbHaUuYhxF2rUiJG5LfnNmQtax4GdFPdOjby/JmOr2lRpz9kukK/2iDerbIS9DnxmpTDiDuHG3EhSVA+YIIPxqj/bD6afhZwyRM4jM88jCr0xKWvYbpjyPyC/hzqa+6iJI5BHjTJuxv4iUYznl54e8jl8sHKEG52QrUeVE9lP5VoDw/KNDmHtZ2681LaIPoayDT7OL9prm9kz7GJBZulhnMz4q9ztztqB2O3kdiD7CaItoYHeuawnRjVTHtbNMMb1TxdShb8jt7UxDSyCuOsjZxle3TnQsKQdjtunpWaKUR4bURKL7bLURM3PsA0tjvhQtVtfvMlAV1SuQ53be4/ZZV9vtpaA2UQCdqsJx+6ivaocXeo1/U6pUaFdPmaGknohmGhLHQeQUpta/es17fCDwwo1Int6kZ7FKcTtrw+TxnAQbpISfqD/qkn658+iRv9Lalra2G3wuqJzhoVrvN5o7DRPr6126xv8A8AO0qUeBnRB/GrNI1gyaIpqbdWjHsrTidlNxz9d/+f8AVT7AT5irWee56k9a/TjvekAIQhCAEoQ2gJQhI8AkDoB7BXFYHvV0ku1W6ofy6B1BaL6y1RPqy6yXCXgDwaOpo5D79q+brqGm1OrVslI3JqvOJ4ari64xcf0rebMvEcQJvmRI6lpxlpSPySyP01Kbb28fpq9N6kvWrN2MFwO5XhxaUraYUUbnbc7dB9pFTP2UOjb2F6DTNV8gjLF/1OnG6OuOp2c+RNqWmONyN+VRU44PUOA1L9B2wSSOrZB+XgO/p9yy7sL0yJ55b3O3gzzWd55n2Dh7VdphpDLSWmm0obQAlCUgBKUgdAB5CqPdq7xFO6U6IJ0qxuYpvJNRiuFu0oBxi2pKflC/X6YIaB9Fr8wKuverxbMdtM293eY3DgW2M5LlSHlcqGmUJKlrUT4ABJJpCep2pV44xOJ+86kXCQsWVEgQ7Qw70TGt7R2aSAfq7glxX8pajWTaiZtNE6V3ILZOvrGUFM+pk5NGVK/B3px8x4+LzMj7OOgEEjxJqzfh1PkKiePq7ozpjYmLZcM3tTSo6NlNsvB1e48foo3NZzh2dYtn9mRfMUvDM+G7uA4jcbEeIIOxBHoQKwTefxlXO6tljcGE8yOC0b1g27XatlvNVA9sTnYDi0gdgyQq0aqj554sNIbI4ApEvNbOyoePRU5lP99O8PSkl3JoT+O/RWMsbhOY2xzb2oltKB+6naEbiswabaG2yEdi282dxiPTNIB/j/JSi+0vfVM45sLt6+qY+OxikftOvH+6pWhWmDcbNFanxGnUhpPRQ9lRL2jaCOP3FVK+qrG4QHwcfqaLVt83R9vJsCoRr55ZUREcOCwnt6mfHX0u4cYaeXeqf8beLwbbZ4023Q0s8riT9FO23WnIaGXljMdDcGvalh5q64zb3VHxC0rjo3/vpVfGjaTNwB15Kd+7SVb+7r/dTCezyyRvKeDLS24pVv8AJbQu2K9QYsh2Pt/qqlGjZzLbBvHJBKyZserXVmmmb5yWuI+iRhltgk47dM4xKWE/KLHepkJ3bp9Np5aDt8UnpT2uAbITlHB7pbPUoFcextwFdd9u4UppI/ooTSeuL7FEYlxaa14ylGyZN7fuqE7eHysCV09n5emMdmNrBheK8FNsmZ9mNnsUOy3q4wC9cJaGE9FhwJHMRueVwdBUkj4Pe3uWSYDiaVvaD7wlY8XWLt43xPaq2VtstIi5NOcSnbycdLm/x59/jTt+z/ytGY8HGld3QoqMey/NayrcHnhvORT4+1mk8cbeU4Rqjxa55l+lt+j36wXn5K8zLjIUG1OpiMod25gCfyiF9R0Pjua6GIcV3FJhmkcLQDTzK5WO49Cekr57YyGprnfuKcWn5R1WgcyiR3ZSep3JrsZWNPnFd3Txxuc17gMcea7eu6xohx/5VflOKbZx/Ug5AO7T1QwuYJYSANyQELCfbV1dau2fsUQybRoBpy7dnhzJZu1+KmWN+uy0x0HnUPPZS0H2CqL4Lw5ZzqRPdvORvzHZMtRdekylqccdUdt1LUrcqJ9T1qecF4NLHanUv3lQdKOux8DVirtT0FDkF2SOpQa+bS7BZS6OWXecOgKCrvnGsvElqJP1Q1Llu3S7Ow0w0OMRUMIbYSvmQ2lKEgcqeY7b7nr1Joq9+N6bYtjEb5Pbraygbcp+gKKhs+uy6QljOCw5cNt0ktS51PD5nRkpRVFFFZUW0iKKKKIiiiiiIqTeF7pxMaSH/wCnVh/7QZqMqkzhf/8AGW0l/wDPqw/9oM0RbLauoI9aq1hGU/I+0P1Nwdx8BN1wCy3ZtrfxLDy2lK29nfIFWjO+/Sl4Z7misI7YrDWFLCI2T4a3ZZBKtt+8bkrbHxeYaFEVhu0DxD8NuD7Uq0txvlD8a1C4tIA3+nHdQ8D8OQn4V5fZr2D8HuDDTpv5OW1T40mepO2xJdkuEK+I2PxqwGdYsxmuE5Bh0sD5PfbXKtzm/kl5pTZ/2qxThvxOZgnD7pth9xi/J51pxa1xZjP6ElMZHep/p81EUBao5ghXaeaLYYl0kxsGvksp38DIS/8AftC+6rjp6gGlkZJmSrr22GLwQfydmtS7Mkg7ghVklSFe7Zb6h8KZunwFEWuVxx2/5r4vNXIu23eZVNk/vVlz/jqbux/xdV84sxeVNhTdgx+bLJI+qpZQ0k/6w1F/aMQxC41tU2QOXmucd7+nDYXv/Wq2nYgYet6+6qZ29EITFiW20R3iOii6t511IPqO6ZJ/aFETYkjYbb7+lIP7U3Il3/jaziOlQLVlj2y3tEHfcCCy4sezZbqx8KfiBsPDaqoZp2ZvDLqRqXkeqmoUTJ8gu+TT1T5Lci8FmO0ogANtpYS2oISEgAKUo7DqTRF7fZ0ahDUXg806muPhcmyW78H3wFb8vyMllsH/AESWvtqXdb9PYOq+kOZab3Efksjsky3BXLzFtxxpQbcAPmlfKoe1IrjSHRbTnQnFhhWl2OIstm75UkxkvOO/lVABSipaidzsPOs3Wnm6bURawU3T3IYNnuF5XBWtFnnuW25oSndUN5Kthz+iSegV4b7j03xfY+O1MR1Hw6Potx4aj6d3y2Nu43m5+eY0d5I7mTGljnUkD0S4p5HvaJqqPFHo9atHNRlWrHprr9mubPy6Cl0flGUKUQWlEdFcpGwPmNqtzLgwVpopODsZHaP+lHor/CLw+zTcJN3fZ+5vT7Qfgmm9jTkL924YbvaHpK3E2XJ5UdtClE92lbTLuw9ButR2q+ixud/Pbalp9iDeG3tN9TsfDoK4d7gzCjzAeYUjf49wfsplqvbVxUhSMrhp5hN144NXcfzjF2rqzHyqe4ww+6tCAlb61JJCSN90kGrhx2IUGFFtdrt8eBAgspYiRIyAhphtI6JSkdAKrfrdGRjnaWamwh9FMl+BLHluXoEZ0/e4asi2d0BXqAfurEmu5pvxghLvMwDjoWp+3Ssqxd2UrpD4LdBDc8M9eF+hvRXNfN5QbaWv9FJNQPHUsEgbxwqt8URuGpGd4TopZXXC9k95jQnEo8eRTiUnofQnf+bTmsXx+2Ypj1qxeyQ24tus8FmBEYbGyWmWkJQhIHoEpApR/DdZXNUO0dxUuth6JiEKben0nrtyMrQ2fYQ66yfhTg0Ajp5bVnrTdKKO2xMA5jPvW+Gzu1ttOm6aEDBLd497uP0woV4v9K9UNbdFLrpRpbfbVZZeSuNQ7lOuC3Eobt+5LyUhtKipSgAnboCCoEjeqjab9i3gFmaQrUzWXIL8okKXEtENFujn1SSpTq19d/pDk9wpk1FXwgHmpqQDzVa8A7PDhB06Lb9v0WtF2lNbASL7zXEk+O/I8VN77+fLvS1eGNp/AdUdQNKg4e4x/JJ8BKFK8O5eW14ev0Kd4rw60l/IYCMN7QbV+xtDkTMvi7iEjwJkBMhR+1+rHqWHw9rlb1DKg+0ekFXpqqYRnDc+4heSlXJx8aM7q2/7roA3PtkNina0jvJJBt/G3ozcSsISM2soUonYBKpzAO/wJps2qvFvw4aLxnXNQtXsfgSGwT8iYkiXMO3kGGOdz+rXpp7/AMZD3Kq0EQdN0hH+P8penaZxRE42dPrhuAZWPtJJ8PqvOj++pXtCgu3RiB/0YqrHGTxQaa8UfEXgOT6Us3hUOwRF2+S9PihjviXioLQnmJ5dj+dsfZVoscVz2WIo77lpP9lQbaAP9aI9iwft9ZirpX/tP1UY8Tdr+ctOJyUp5tkHy3rweDjtI9NuF3hiY02ybGb5f8ntt4nqhQYYS0yI7qg4lS3l9EflFujZKVHz261MeW46xlNkk2mSPoupIHvqsSeCqE/fHZr74DK1c3KE+2vLSWoKW20z46g448F4bKNe2zTdumpbg/HHIUW6g6m3zi54g7/qyMRZsLl9jMMmCw+qQlPdNIaSS4pKeZXK2Nzyj2CsUc4bM/k3ZVvbhSPk4cKkApPKCdtyPTfYfYKvPp3oVi2Acr0KKhToTtzco3qRU2+EhfeIithXryiu9briQTl1K3zeXFe9523Sx1z32uPLCMcevrVU9E+E9WPS03HIm+bnT1SoVPEDRnCIMz5Yi0NFfT82s7SBt9UD3V+qiNbeqyukMkjzx6liO862vF7qHVE8pGeGAcBdWJbYcFsNRI6G0jwCRXZ8PdXNFWpxLjkqKukc87zjkrjbbw6UVzRTecF1ykv0UUVsuvpOiiijx8KIiiv0U7eI2r8nbyoiAN9qk/hgb24l9Jev/l1Yf+0GK8HSfTO/6t5rb8Kx1kl+Yvd14pJTHZH13VfyUj79h51ZeRp1h2m/FfoVj2Iwu7ahZhYY7khQ2cmEXBgl1zbpzEk+4dPACqSSthjqG0pPnO4q1zXikhr47a53+q8EgdQHSe9PdUPH7aUF2hmTKwjtK9NMuCin5tiY7LJB22CZzwPX3A03/wA6SR2xrrkTi6tUmOsocRh9uWlQPUKEmVsfuFVauids2pK0JWkghQBBHmK4KR6+6sP0by5jPNJcKzaO6VtX7HrfcUn/AD0dC+vt3VWYPK5GlLP5o3oiTNhWUm99smLupYUkZhcYCDv+aiA+wkfYBTmx4eNa/wBwyZei/dorimXofDrd41AfeQ4DuFJkPOhJHqNnBWwCn6o2oiQb2lVjS9xx6goC+RMlNvlLWfBIFvYBP9WmE9jpiaLBwpSr6UEO5Jk86ZzEdS222ywke7dpZ/nVQntWEqgcaGTuNkp+VWm3K6ehjpH/AA01vs/8Tcw7hA0ytj7SUOybMm4uAefylankn+itNcDOV1GcqwtFY9qDmVu07wfIM+vCHFwMbtcm6yUNkBa2mGlOKSnfYbkJ2G58aW7lPbf2FtfJhHD/AHKYjc/lLne0Rj7PoNtOf7Vcrsmh0UoSH20+qdxyu0szNMMXs2PuT46bgsOyJMhEUuJ71SFbpTzBHNt9Hx2puzDyH20vNuJWhxIUlSTuCD5g+YoiWp2t2Ju4znekmvcNvlESS5js5xKfFBJdaCj7lSNveaprxyoZujODZSzsRKhSGFKHmUlJ/wCKmydonpUnVvhLzm1R44duVjjt5BbSEcykvRVd4oJ9qmu+R/PpeOmllwLX/QSFAzy1LmvWthXyaSw8pt+M6ByrKduhBKB0UCPCoze3x0NXT3GTk0lp7iOCxxrKWCx3Sh1BPkMYXRuI6ng4z3FZ92Hd1SxkertjKxzSoNmlBPns05LST/rh9tNjP0gfKlB9knFYwziz1Aw2HJdchuYq6W1Ogc6y3LjlJO38laqb4nwPtNSNj2yMD28jxWQopWTxiSM5DhkdxSheOiC3YO0ZYnpQEm945bpSyOnMUhbO5+EcD4VN0NfPGaWPBSB/ZUW9qHAFr4xtL8hSOX5wsHyUq9e6kOnb/W/fUl2VwO2uIsebSf7KxXtAZ/cxv6x/K1e2+wbtxpputmPcSu7XTu7vc2yU54cratvsruCvNyMKXZZiUHY90r+yoFH+cLAlOAZmg9YUedl5ERdeMzVPInd1OQsXVEQd+gDsuMo/H8iPvprfh50hjQvi3u/BrrBqDksPAWcmlZJGbgtNvzzGbY5HOfnPKhRX6cv0fXeszzLtbeLbMUuR8Tt+OYy250SqDbjIdT7lPKUPjy1sTRua2mj4/pH0C+hlodHHboOIADG/QJ2S3ktpUtagEpG5UTsNqjPO+J7h90zS4c51hxS1LbPKply5Nre32327tBKifZtSJcr1O4t9bnlfhrqjmV3YfASqKq4OtRT59I7ZS0PHyT/ZXyx3hXz6/uIemR3d1ncqV1Px3rynulHTDMkgC8K7UtptwJqZ2j2pnmpvbF8NGJuOQcDtOS5vISFcr8aK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