Crypto Trading

The smallest unit of measurement for Bitcoin is called a Satoshi, and it’s 1/100 million of 1 bitcoin. The shift to PoS, however, is not expected to reduce the transaction fees on the network which is one of the largest pain points for users. One solution for this to also look out for in 2022 is the continued development of layer 2 scaling solutions like Polygon. Networks like Polygon aim to significantly reduce gas fees and transaction times on the Ethereum blockchain making it more accessible to users. There is no single best cryptocurrency, but there may be the best cryptocurrency for a certain use case. For example, Bitcoin is the best cryptocurrency to use as a store of value asset because it has the most widespread adoption and a finite supply of 21 million coins.

Having a trading plan effectively forces you to do the research necessary to create one, and part of that research is the risk factor to consider for every trade. For instance, if you are a buying taker, you could scan through the order book and opt to fulfill an order that already exists or place an order. The platform will automatically https://cointelegraph.com/trading-for-beginners/how-to-trade-cryptocurrencies-the-ultimate-beginners-guide match your purchase order with an already existing sell order. There are makers and takers on either side of the purchase coin. There are makers for both buy and sell orders, and consequently, there are takers for both buy and sell orders. An order book is the ledger on which available orders yet to be fulfilled are recorded.

Cryptohopper is a paid crypto trading bot for bitcoin and other cryptocurrencies. But before jumping into the paid membership, you have a free trial for 7 days in Cryptohopper. Furthermore, Bitsgap recently rolled out its Bitsgap Futures trading bot which opens and closes hundreds of small positions in a day.

  • Futures accounts are not protected by the Securities Investor Protection Corporation .
  • But that’s not the only reason using an exchange is most suitable.
  • Cryptocurrency exchanges allow customers to trade cryptocurrencies for other assets, such as conventional fiat money, or to trade between different digital currencies.

In centralized banking and economic systems such as the US Federal Reserve System, corporate boards or governments control the supply of currency. In the case of decentralized cryptocurrency, companies or governments cannot produce new units, and have not so far provided backing for other firms, banks or corporate entities which hold asset value measured in it. The underlying technical system upon which decentralized cryptocurrencies are based was created by the group or individual known as Satoshi Nakamoto. Over the last few years, cryptocurrency prices have risen and then fallen. Crypto marketplaces do not guarantee that an investor is completing a purchase or trade at the optimal price.

Smart Investors Never Stop Learning

It is likely that any security flaws exposed by hackers will also adversely affect the price of a cryptocurrency. Of course, government policies and regulations that seek to ban or limit the sale of cryptocurrencies will also affect its price. As cryptocurrencies were only introduced in the last decade and are not considered a legal tender, they are not subject to the same market forces as traditional markets. This means that trading in cryptocurrencies is not like trading in traditional financial markets. Cryptocurrency trading means taking a financial position on the price direction of individual cryptocurrencies against the dollar (in crypto/dollar pairs) or against another crypto, via crypto to crypto pairs.

The vast majority of sharemontinvestments.com take place on centralized exchanges. From financial institutions to everyday investors, more and more people are interested in cryptocurrency these days. To get in on the action, you need a crypto exchange account where http://rowangppj053.yousher.com/how-to-invest-in-bitcoin-in-2022-hodl-calc-profit-simulator you can buy and sell digital currencies, like Bitcoin, Ethereum and Dogecoin.

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Tq26aRm+jGpwqjAqhQtp7uAQF9253yefwqS2fMXo2PT3pN+5ZKgOp8h88PaTPzLk6vwc0ZUrMyh1yn3MadFUAtIP4kKBBS4g8bkKBSfMYW70+tXo72tIHQxjy5RLS+p29baT7jqtS5n/AJPzVbMmYo+a2K/pDluVCiMMxWcsZVcpsVxxqczLS4+2hX3h+5Kb3BsQPLBrUPs858p2YqLrXq5mDRikQ8kZjj5yrNVy9lFyFVJwjqKltLkFxSnd9+EG5U53fU2BhVE/lAdbIFOEOuZKyhWJQFkzW3pEK/vW0O8BPrtUkegGKr1S1r1R1seZ/n/W44p0VwPR6PTWVMQW3B+FxSVKUt1Y8itRCeqUpN8UdPT7t7wKgAHn/CuampW7GbmmT5Ku61WJuaK9WM11KKI8vMFTmVd9kG4aXJfW8pF/PaV7b+7FrZbqMfNeUkQHlXWhkRH09VJUkAJV87BQ9/wxW/syVApUL3w6pTs2jzUzqXJVHeTboLhQ9FA8EYrO0XZd2q0RTouG9uWzj6Hqsjr9ncatb0ry1caVag8Op1BMB4ggTGDgEckEA8IpTsvVD7SXA2d2uK7Z5w9EEH9enGPRcOZU03yjKrkh5EWnRGDKkyV23uAC4ufMm9gkeZsOuPPyoaiVWYpDv2DT2nQ2EOKYK0pcUON5SSTe1r8+WONQNX9QdRocOlZmqpFOgNoQzDYR3bN0p2hahclarDqom1za18eE9p/si1ntPcWtK6cKNFhcahmSQdsbQJBODEkATOeF9U9q/tes+1Oi2Jaf/ktZ/UpgHaHkNnJiW7gS30ImCopnXML+cc3VjNUhGxdVmvS9n7AWskJ+QIHywITGeUnelpZSPMA2xuTs3dk/LtNocLO+pdKbqNVnITIjU6QncxEbUAUlxB4W4RyQq4Te1ri+Nax8gsM0ASW41OYghneI4aATstwNoFumPc6JpWdJtvQENYA0DyAEAfJeIbHVCXOOTleMxbKuD54m64eYo1JZzI6HKvSXxb21vxOMqHBQ6OoI6c8dLE42rrp2U8n59pEqsZLpMWjZlZQXGvZkhpiYRzscQPCCfJYsbnm4xj/TDOMjIGYn6RXW1opktwx57Lif6hweHeUnpbooenwGLXT7s03ywxP1n0QKjCFG6vKjy8vznY7oWn2dfTy48x5YrSJAlTVBLDZIvbcemNX6k6NZZmUmdmKgqFOdQwp51prlh9FrkWHS49OPd54qBiDBpDG9LYJSODbn4D0xqRXrVG5AbHJ6fAcoTSOiisSgqpTIU64rvHRcoJ6j1tglTHnoqlpYjh1blvM9B/8AvHT5XIeU64blR+mO4q1xXS6hkLJTtF1Wtzz5fDFZpt8KWpMruqmmM+KJIEHpByeOMSoOr25ubJ9MU+8JiGzAJnqZHHPKeiZUj/7gB8zhkqFLcWpxTK9yjfph6Ki//wDDt/75/wAsdCdIP/u6P98/5Y1uoXOi6q1rbu/e4N48EfowLI2Nvq2muLrWyY0nnxT+rykafBcbkh51sgISdt/U8fuv9cOpxulLfvucfhKfJsWkD3hRP8MfggqO5XJxEv8AWdMsNHOl6W8vLzlxBGCc8gZIEccKRZaXqF7qg1LUmhu0YAM8DHU9c88puhkkXthu9WKfGntUhC3pdSe5agQo65Mlz4NNhSvna2CzbPnzi/exbFokfIeYkRoERqrsZlnM1B9DSQ+8lSkvM94oeJQDbqQm54sbY8L7fdrX9i9IOpU6PencGxMATOSYOMcdZ5Xp+g6S3Wrv7u5+0QT58dFTEHIGr01j2mHoxmpTahfc+qFGVb+49IQsfNIxFI2c4aFSjUcv12DGguFp+cYJkQkKH4h7VHLjPB4J32BuDjYfaQzNTqBp/EplUqfsLGaK/Ssvur7zYVsSJSBIQFAggKjpeBPkCT5Yk0WJGgRmoMKM1Hjx0JaaZaQEIbQkWCUpHAAHAAwv2Pavq/2i2NfVNQ7unTa7Y1rGukkAEkkvIjMCByDnCpPtFvbTsXcUbS2Y6o943ElwAAmIEN5/THMrIdKfg1KK3NpsxiVHdG5t1lYWhQ9xHBwUZYNwcczqXSGNU9QX6BCixYC6uwyhuM0ltoutwo4fUAkAbu+LgUfNQN+cG6dS5dQlx4MCMt+TJdQyy02m6nHFEJSkDzJJAGN3Vp9091MngkfIwo9tX+80GVgI3AGPKRMK3eyxoqjU7O32tW4u/L1AUh+UlSfDJevdtn3g23KH7It+YY9DAoJG1IAA4AHliE6PacwtLMg03KkdKFSW0d/PeT/tpKgC4q/mAfCP7KRiZN+JfwxS16veunorilT7tsdU4BCRc4RcURx68nHajx7upwiVXPXAgir95bvLAqdPbSCEm9uLY4r9VRDbTGSsBbv6DA2N3LwHevpHnYnk4MxvUoLndAvynHnj4SbH0Aw6g06RcvLdUEehPXD6JGYsFgcDzPnjqZNSE7EkBIw6ZwE0NjJTaQ4lCbDHkj2zMpQJ3bxq2Yq1GQ/Gi0GmVGOlf4S8lPdoJHnYtKNjxxj1VnVEPOezsKurzI8seZ38p0IuStWMu5ilKU2jNOXU04rTxb2WS6XTf1CJafpiRQa1rg5/AUaq9zwWsUby3mATHFVZxX3ksgt3/K1+Ue71PvJwfbqtdzNXaVkzJiUPV/MT4h0/cnciO3wXJCwOqQPFa43EtI4JuaDy9qfQpDanGaoypLSdxBUBYdOb/HF79kTVbJWQtQp2rmekTHoiVmjQ34kN2WuE2AkuPFpoFxSFqWtB2JUQppokWBKbepW/p+DJVQ23/qQ8QFuDSTswOZCpKKRTfZ4qJNnqnU31F2dUJHILjxsnceoAuEpFggBIAxVOtGc9K9OVrZ9qcqFQenPtRafQmG+/qb6Ltu7gfCAlzwqWVJG5AAUrgKnOf+3Bo7W8m1Gl6X56dnViVGKVvMQZDCqawb98+4Xm090tKAooChcrKLAi9sX5NjLzbHqOfai+1Bl1OOW6Wh1rvW4EMJKYrIRuTdGyyyAQFocR0KnguJZsqVTJ4Rb+pRoDa3J+oC7g6p6n5LkzU5FpkbL2XqghxmdlaRmVioUiQld+8DsF+IthkquQpKFtXubnknGdM75fVT8/xdQ9NcuN5RzMw77emiMEmn1C39aYSu8cSUqBIUyHnEm6wCi6WsaH09yJpzmqqSaPWs31/N2ZYISqWuTOkQ0sJUbJMWKw4hCGhwL7l2JHS4xMc2dneB/N+S4/KW1EclstdxVJt1l9RUlotyHD3gfuAEEqUb+FJSFG8ypp3et3gQfh+3+VWN1ptrV7pzp+Bj4Tn9PdMMpZgpmecq0zN1HCkxqmwHQ0o3Wy4CUuNK/tIWlST62v0Iw+einnjAXSPLdXy9UszZIqze2UykVpBI2+1C6WnH0oAsHFpCO9HASqOFgWeCjM3oYt06YiOa5h2u5VxSqsrt3sOFGH4vF09DhmYoueDiRvRRbphoYwufDjkXKzgzGUtW1KVKPkAMOfZloNnEKQR5EWwVpLQatvRtWSdwI5Bv0xKvsyFVIXdSXAyUeJLth4PX5Y9F/8dd91FYP8REx09pWGr622hW2ub4eJ/wAL7QqQy7QorzABC2wo2/a/N+t8Cq9T0NNEkcgi2JTIcbyvldhikbZSlOcur5SN1yTYHp5dcRKfKlVFbbspSeU3CUiyQbkYl3OpNt7b7s4eItiOgx+yqNNt611cm5afBuOTyc+X8oOmMPTH1JZLqo4WnvEgEpvzb4YIoYF+AMAH0FOZ3LGxEdRFv7hxhNWuK1KixtB21z3NbMTE9QOJ916x2Ns7G7vatTUKfe06NKpU2bi0OLBIBIyAesQfUIoGwnpwfXH5AeT1+9A8wPFb4efyw3pU9U2IJbjG0BRSrzFx+7HNdeXEge0U9SkLKwlQAuEg+Y9P+ePPGVw4G5qeB/I3FwqOH/JtXgn/AKbdsYhfUle0dTDdNtf69v8Agf3Tabrak+f7VW0w9jevfGp3swd/RP2gh78PPwxJNPqTDqufss0ucEqjS6xCYeChwUKfQlQPxBIwCiNn2tafcD+gwWguSqfNj1GG53ciK6h9lY/KtCgpJ+RAx6DpVevdW1RlZ25zXObMRMcEjifZfMnbjTtP0vULerp9Pu6dajSq7NxcGl4ktaTnaIxJJ9SvU+DAk1B5MSE0VrI6Dokep92J9mRcCHRPYpDy2W1gNoS2m6lbeQkenQc4qHQ7U7L+oFIp2a408MAI2z44JKmJATy2oDm26xBPBFji0atUcpVote2VJ0Bm+0IQsdbf2fdjKPY5ji1wyE+m9r27mnBUHHTHnH2nKNFpeuOaWYLQDTz7UlQSOA46yha/+JSj88ejWomY8kZIoL2YnKmtMOI2pb63Cbk8bUJBAupR4A9ceZ2dsxy865tq2apyNjtTkrf2XvsST4UD4JAHyxZ6XaG5LnHAH6qu1C7FsABkn9EcyPn0yckVbJlXeu9Hp7xguKP42wg3b+KfL+zx5YrWa6qQuwvsT09/vxMso6e1rOkoopcZKGGjZ2U5w237r+Zt5D15sMWxS+zxlGO2lVWmzZj35tig038gAT+uKHtV9oeidlW/cLy43VByxgLnR0noPYkE4xCutB7Oarr7O/t6MM/5OMA+3U/AELNoa8gnnHYaPXGlp/Z8yRJQfYn6hDct4Sl4LTf3hQufqMVdnXSOv5OBmFaZ0C9vaWkEbPTenqn48j34pez32i6B2kri0tqu2qeGvG0n0By0n0mT0Cnav2T1TRqRuK7NzByW5j3HIHrEeqr4MjzTh5TqZJqcyPToLKnZElwNNoHmo+WFDBdHO4HFj6D0th7PCpD6bqiQnXW/TcVJTf6KP1xpO0t/V0HSq+obZNNsjyngT6SRKz+nNpX9yygHcn8uqtvTTssLkUf7Tcy67XZPCVOlW2OhYUnckC4vZJPXqbYU1W0ep+UKGKjmDTedHbdcbjtyocRSktrWtKU71NkhA5/Ergfob+0g1Inp1mqWhycuuxaPQspQ621VFSklE6RJWguWa7sEAFZG7eR4SLelp5Ti1UGt0vMNckVxtybJdaXKYZR3LK3VbYwDaEhSEJIQCoFRA8RUSTjyOjolxfmhfXl5W7+pnDhtBicRw3oAM+YWwF3SobqTKLSxvpkj+V5e5609l5KqiW9/fwpFzHd6EgdUkeo4xFcnLn5N1TRVaRm6qZaTmthqnqlxO6cZ9sbJ7lDzLyFtKDiVKSlRSFBQSEqG831L2g6BCiQK7AaFm6XUFCP67Q4UBN/7p/TGbKhRYVZp71MqDHex307Vp6H3EHyIPII5BGNr2L1A9qtHfQ1mm2q6m803hwBa/bBkgiOvzErL9pbGpblzNPrOoue2WvaYcwngj2I44IwcKxM16M5f1McYk6v1Wq51kRApMX22R7KxFCrbu6ZihpsE2F1kKWbDxWAAWj6hP6PGp5ar1Rl1uA1SvtDLqZLu+Y44l1DHsBcPLl3Ho+xarqAWveSEXxDcsasV3JMT7B1Bp1VrjTQ2U2sU+MZD0oAeFmS2nlL3QB38CuqiggksjTqlnPNrOoOb4DUaXEjqi0mnJX3gp7Kjdalr6LfXxuUnwpACRexUr1CxNhols2lpNNtIDAa0BoHuBjrPqV866HoXbPUu0VRvaas+rRE7nOcXNd/x7ueCYEwBAkOgwCvlqjzYNNSKrITJqUl12bUH0CyXpbzinX1geQLi1EDyFhjSnY90/RmXUhWZpsffCy0x7SNwBSZS7paBHuHeLB8igYo9hm3AGN0dkfK6KDpSirraCZFdmOylKtY92g92gfDwKP8AixT3Ly2mfVe+WzAXgRgK7LkhR+WO2kWF7dcJpUPP1wouQ20m27pipGVaL46oJFsM3ZCWwVE2sL45fkclV8RfMtZLcdxtlXJSQTgrWkob3bRKheYsyO1CvSC2v7to92j4DD/Kjz8yorcfcUoBPFziJsMKW6txQuVEnEgpks0pCpFugxPLYEBVTahL9zlP5tVagxyVrCUpFyScVzW9RvaJBhw17WybFfmfhiPZozdPqLamEr2ovzbzxEmA+48DcnnBqNqANzlGu74k7WK7qI+0uOhaFX3C5PmcYc/lhclJq+jWTc/R2FOPZfr64Liki+yPLZUST6DvI7Q+KhjXeWqituOhoq/Div8Atj5cmZ87LuodHpcp9ifFpC6tGWwohwrhqTJ2JtzdYZUj/HgdelIKLa3HiC8HW1uIbc2LKQqyVW8+b/wxJ6HqPmfLrAiU+ctLaCdoueLkk/qTgBPrNWqiUIqVTlSktklCXnVLCSepAJ46DDQm5JxXse5hlhVy5geIeFa9F1nz1UmJtFfqi1szY6mFJueS5ZsfqofTFtVXXBaXnctZcKERWZzsRgqudkZCihpIt6ICRz5JxmjKclMOrNSVi6WlsuKHuS82o/oDiWUhuTS82TYcjvUvQqgptwpPhSpDigb+/da3zxa2VzU3AE8qnvbSkZO3gSvT3s69n/8A0g5comolLmfZmZKVIW/EnIYKg6xfath5AP3iFjcDYg8gixxo7VfRP/SXpnUMn13KT6WJr0eSypDoCroSoo72x3AhZTe1vS/F8DOwVNgT9IYMZrYTGQlFhYWAN/L32xqWwKbEcYnanqL7a5NINBAj9ll9G0Ruq2xunVXNdLgIjGSOoPHIXnBPyZnTT+E07n5AVmnTVLcmVLQu4quXJKC3JUpfVW1kOb7C5cYZuScdVWkrhy5EF4feR3FtKt0ukkH92NPdoiPSGMz5PqclhlxmqKqGWJqFJBDzTkZUhCD7guOP94+uMwZdVKn5dgOTny/NYYEOY6rquSx9y8o+8uNrPzwy4f39NlxEbhn34/ZT9LabW4rWZMhpBB9CJ/f5oPKh2H4ThkY/PTEokRb9U4YmILnw4jK8WZXob0R1C2nA4HEhdlXFieuHiZJfY9mf3oBN7oIP6G1/rh1UFokBBS6FncoiybFKTawP64bojc427r66dR+77/B5ftPMLJi2ouf3pb4kQplQRDp4YQ4VJKlKsRa1z6eX+d8M5EluTISkJ5PHAwmKPOec2wrLCrq23sRwSf44M0vLEmCz9qPyEh4J3NpbX4kHcUm/mD+mNEbmxdp+wmTtiOsx9ZVK20qUbs1fMz+aHNxx0KcQrNtRcyxX26tLpUt6nut9248yAQ3dJH1587fHFpoU5uBfaacsb3W2LqPvULE/XCqIUKaFNOU9SkuC2xCrp942qBJ+uMHd27byKcwWkOB9R5rZaLrh0iu94aHNexzHDiWuw6D0Pkc+yo+A/mSkIcrmUai3mOjrVueikWdZ920cpNvQfLH6dGrVbZVV86VJOV6GsEoitkh9/i4Tt6kn4f4fPE6rui7LMs1zINZcodSR4i0tBSy5/ZsN1h7iNvuwplzRZyRP+3M9T01+oqQpQbLqSw2bEgBHVVj5WA/s4qHaZVcBbvpy0ZAJ8A9R/u/9fzW6o9rLaiX6jRuS2o8FrnBpFdwPLTB7sz/+hH/rKH5LrhzRMky4lHmx4CBtZkPpAS6BYcc9ePK49/liZojWHIwYRSXmEJb9kW0kWSlOzaPcBg5Ao0eKlLjyEuOkXuRwPh/nir7Q9qdN7A2s3JL6tQlwaIkk8n/q31M+kp+i9ntX+1e+b92aKVGgxlPeZIa1o8I83vjyj1jqIylmjNeRqmKzlSrSKfJICVlsXQ6m99q0G6Vj3EH3YtZrtd6otxO4cplAceAsHjGdB+JActiI9OmG0umxZybOtDeeigPFjze2+2mxvLgDULHaw/7mv3EfDa2fn8F6LefYFf2lsTpuoB7x/tczaD8Q50fL3IQzPWoeddRpLUrNVZclIbuWo6AEMtG5F0oHF/ebn34B5fy6/mGtRKLGG1cpzaVEX2JAupXyAJwQm05URSGVAGyTyB18RxM9GILaszypS0DcxDIR7ipaRf6Aj549N7TdoqWldlq+t6aQ5opywjiXQGmPQkSD7FeJaTode57Q09H1Jpa/fDwefDkj4gYI9xhW3RqPT6BTGKTTGA1Hjp2pA6k+aifMk8k4tTIGlDWcosKpxsyQFlD6TPgG/etNd5bqL8qSCRcD44rk4vns8wGqZlqtZmlOtMoedDQddUEpShpJJJJ6C6+fhj4z7E2NLtDrwp6k3vGvDnPJJkEeLcTOSTgzIMlfSHaO4fpOl7rM7C3a1oAEZxEdMZxnCD5+0pjUqk1+vxaFJZWia2inMRFlxCYwSne4sC5AJ3Hm1uPLFNPMsyWVx320uNOpKFoULhST1BHpbGl9L8s51y3LmVLMGbY1Qo7jClIS1KW+jfcHeNwskW3Xt1v7sUNnWbSqhmyqzqI0EQXpS1MhKdoIvyoDyBNz88WXbbR6Fpb2+q0aZt3VC4d0du7BLt4LYEZAGBA2gYUTs3qFSvVq2NR4qtaAd4mOANpB64nkzlZU1BygnKeYnIsZJ9jkDvo1/JJPKb+48fC2GuTa2vKmY4lcDalsoKmpCE9S0r8XHmRYH5YtPWqCiRS6dLCR3jcgtg+dlJJ/8oxWUCn94o7kA7R0N/4Y+m+w92O3XY6mNTlxe11N56naS3dPmRBnzXhHa22b2Y7Q1BaYAIc0eUiY9pkey9DtOM35Sg5XodUbb+0pEuGhlqbFQlyzICSUFd+EhV+PIi3XjEuczfSkRnl02E6hbhLinHEhKAepJN7+p/yx5zZbruaslyPasqVuRAUVFSmk2cYWojqWlhSCbedr4O1vVnVfMlPMGq5ykGO5dKkRmWo29Nh4SWkpJHW4vbFK3sZ2j0/bZ2lSkaTcNcRDgPM4Pi84lHHaPTq7e9qNcHHkdPh6e8J/rjnKFWarKpFMl+0tmWt+RIv+NQJA587kkny6ehwX0y7LmZ86UxjMGYKm3l+myRvYDrRXIeT+0G+LJPkT9MR7Q7JcLM+p9EptZaQ7BbdXLkNq53oaSVAWIsRuCbg9RcY9C6HHaEXvF2V7apSAU9EtgAC3oAqwHxxHeavY9lPs3o7wKrgalSo4TlxgHbPUwM8CMyns26892o3Q8A8LWg9Bnn6yslz+xm4tgIyvnhmXOJOxiVFLSV8dN4Jt9MUbXsqVzKNZkUDMVPchT4iylxpY+hBHCknyI4OPSz2MJqorO1AUY/Cb/wC3vsI/higO15lmBUaVT8xRm0e10d1EF1y4uppYuAfWy/3n1OLPs52kv6Lxb608OL6mxhAAJBHgMf8AaHTzGMoGpaVQ7s1LRsbRJEz7/JZOZjgkG3Ax6Qae0cZcyDl+ihG1USmsNrH9vYCr/iJxgfJtE+2cz0ejBG726cxHI9y3Eg/ocejDrRACEJ46D3DGx1R87WhV+lt/E5IIWpblgrphJ5t4r3XuBh2ywW1KJ88IT6lTqWx39RltsNk2urkk+gA5OKgc4VueJKBz5bilKbRe3uxG6nGffZWlKFKV5cYHZx15ydlcqap9Bm1WR+W6m2Gz81Hd9E4rx7X/AFQzHLETLdAy7QkOGyHHEOTHgPW57tAPxScWFG3qvyBj1VZcXdGngu+Ss6j5PnzG93sy0EDqpNgecfM0Uaj0CCZGZ800qixEjxOzJSGh9VEYzfn2b2i6y3KXVtSMxRYSEjb7G0IBULg8JYtcW45Jxl/NdOo8OpLVmNVUlyFKu5InrWorPxPXFrS02pU8RePgqh2qUQSxrCT6/X7raWYtbOzNR0GENQUTpCDbvIUdx5F/7wG0j4HErpcTJuZMsM5ryZW2KpAfBs82eih1SodUqHmDzjCmXaXladZDLLIF7AJscXPpe5OyUZTFElONQ59vaGAfAojoq3kfeMS32OxvhcZ9VCN8HuhzAtC0U/eFI9cHlbVpLTzSHG1pKXELF0rSeCCPMEYi2R31TkqWo84ma4qlJ4HOIFQbXQVJpmWyF/PxrTp3I0m1YzZpzILihQKrIiMuOJsXWAolly39tsoV/ixC8egn8ptoHLlasZZ1NoyWo8fNUf7KqTywdqJkZBLalWHVbACQPVk+uMQ54yS/kuYwwZntbMhG9t7uu7uQbKSRc8i6fPooYqH0Hsl0YC0tG4ZUa0TkhBaSvbNbbKgkPBTJUroN4Kbn4Xv8sTDML7n86EV1KnFJrjTdTDixtC3XR9+BfyTIDyL/ANg4ggPOJxHCs2ZcMRob6lALs2KLErebsDKYBPmkgPoSABZb/UkDDqLyMD3SV2AmT7LefYm7W9A0qo0iJmiapMNAFkJBUtZJsEpHmb43e52nZOaaJFq2llFk11qdOeYbkLaSzHYSyoJWlxxSgBdW6xNuBxfjHgjlus0sJch1eTJjBRStmSyjvShQvdKmypN0m/UG4IHUXGLx057UWbMm5fhUGmLCmGJLikAqVbxFJUVBIPU3PFz14xoaVzaXpa+5A3Ac8z7hYu80i/sg8adUIDjJExEjJBhejPaU1dgO6maRaeImsuSUzJ9enuIUdu5qG6hJHuUpxy3uRiEaZuGflmZNPKXa9W1JPqn7SkWxmyo5md1Jn0DU2vuOx3Mu+1hTCFqbekNOMKKmkKHmEhSwk8KsU9VAHWWQsrv5VyPRaDL5lx4iFSz+1JX43j83FLOG3u1jRTbxOPj/AJlF0ei9ju8q/i2wfcE/tC5kRjybYZFgX6YkD7GGRj8ngYrwVoeVl1yi1GMC4/BeQgfmKDt+vTHLTIHO3E3YbcQoFpRQryKTY4eCMh//AFmOy8fMraSpX1tf9caveRysqXQohT1uRnO8aSgm1rKTfBZR+5SlQG59vre1iFqP8MH00OlO/igBu/m04oH9SR+mH1QyzR3WYX2bIlNOJj/eh5CVpK9yr2Itxa3ljnViGkN5Ueq0uBLeVF4tElySkhtKEXFi5cA8Dy64WRSZUN9CX2iE7vxAgA/4vL54PRaNU2Nnd1Bp5FwdqyoKHuNxb9cLSKXXX1hKWCUDn7pxK7/EA/pjJ06uti/2wzuvPP5ep6494WdnVhcwWt7v4/U+ePkkDFUpTqEpWCptA3FIcsQnoo/xwIaiAu328bF/XacF1QJ8X+uivM+XiQU44YYs6r02L/8ACcbQuEK4bLTKHQGSiTt3HalJUQDxc8D+ONcZN0JpWrfZyy1NhFqFmSCmeIksiyXk+2PnuXbdUk9D1STccEg5uyXkTMuecwig5VgImTXI63Q0qQ21dKCL2LigCbKvYc2BPli/taJ+pHZ+7FNPqFPlPUHNWX6zHeSWnUObd9RWraraSlaFIWApJJBCiDjwXXtJq6p2yvG6hSLrc0WtaSDt/wBhwfMO3HGZlfSvZ7XqOjdgbF+l12tum13Pc0Ebv/sEubztLdoyIIhZ5rdGqmW6rLoldguwp0FwtSGXRZSFD94IsQRwQQRcHGp+zn2bTTWWNQ9Q6eRM299TKY+ixY4ul55J/P5pQfw9T4uExfInaw7NGqeR2tc9UYkCk5wyOyn26nFW5554/wBUYzZI9oSpfLYVctqJuU23nnsX9pHO3aT1f1Lr1fUqFR4dMgtUajNubmoTSnXrknje6qwK1kc2AFkgAUehfZ5Q0u9fdXLu8DT4B+7vUdBx19r7tL9qtxrGnMs7JhpOcP6hn5tZ1DTySc52+ZObKkyHWt3mlV8FtMZiKZmptpwgJnMrj3J4C+FJ+u0j4nEmz3o7qDp5AYqOcqIiAxLe7lk+2MOKWuxUbJQsm1hybWFx6jEGMdSFJcbUpC0EKQtJsUqBuCD6g40fYrs/d6v2IutE1FpZ3jntZuBEAhpBg9A+T81jPtT16wsu3FDVtMe2oGsYXlpBBILgRIxOzaPktC0dVKTVYq64h9cBLqTISxbepHmBcjr0640XBg5QzDpi3lnKdYXSoVVeVGjOSkEuLc371oAJG4myhwenrbGRcp5uj1xhEWYtDVRQn7xs8B2350eo9R1H0JsehagZjoLlKLDzL7NGcdciR3mwW0qcBCidtifxG1zxfHz5o14/sNfXGl65bRuBY7B3bXFodDgQdhbJG3kxHmvQb6iztRaUb/S60gHcM4kAkS0gjcHQDPAlXlp3k+LpXHqkys5yivRXAAUXDbbZSTckFR8R6WH64zzmGdFqdfqVRhNBqPKluvNItayFLJHHlwcNJcl6bKemyVlbz7inXFeqlG5P1OA9dr8CgRFSJbgLhB7tpJ8Sz6D3e/EDUtXqdqKdroWj2ha1hdsaCXuJcfM8D04HnAUq0sWaG6vqmo1wS4Dc4gNAA9ByfzPlKi2o0mLKqVIojxBQXg8/4rAJJ2i58uN2M4571MnSatLy7kRuNTm4Dqo86qBQkBbgt92wkkpuk8FZJFzYDjFi5wrVSkQa3mFV1SkRHnWwOiVBBCUj4fwxUugmaM7ZJrOXKhppLbj5inNNQ4jzkVmSrvZO0K2h1KgFKUsjcBeylC9icfev2N9hmaVpFPT7iHGiwucC4ta57iSQXAEhoJiYJgDC+V+3faP/AFXUql9TkCo4NbgEhoAAMHqYmJ5JRKZkPUWm5IY1K/0mVEx5LUZ5DapQWod9ImMJu2Wu74VAdJAPRSLc3AJ6d6kzqlUEZRzb7M3PcStyFOaQUNzAANySm/gcAG6wNiL2ta2NrZg1O1ioHanyloZlnO03NsHu4bmaGqjToOwIXdcggssNltKWCFi5PiUBzexxT2sZOSY+umY6jpaxFj0in12GqEmGkJY9oSWkP90BxsU6XrW8JB44tjevtKGsW9QG3bTd3ZrMcwkjZMBrwWtyclpjI8oKzzi6ze3+oXDeKbg4AHdGS0gnA4I6K99KczRMl58pFfqEhHsTThZlbbXDS0lJNyeACQT7knG+6nPaolEDsRxLgZSxGjrFiFnhalC3W4t9MeaaW+LAX+WLNyPrbnvJ9KZy737FUo0YksxJqNxZHo2seJI9ByB5Wx889suzd1qNOtfaVH3p1PYJIGMx5CQXTJ6tbC32h6pTtYoXP9uZ/T+PzK3S5VKYE+2e2M900oSgkEXLax+H494Nx9OMZq7ROam/sqNldSwqdUJJmy0X5bQD4Un0JPP1GInO7RWY5MdSKLl+n0t1Qt3wUp9aT5FO78JxXb0qbVZy6hUpLkiS+rc444bqUcZrQeyus3uoUNS1xjaQokuDGu3bnmIM8ANAEDpkRBxZ6jq9q2g63syXbsEkRA/k9VL9D51EoupFEqNfSe4bdKWlXslD6htbUr+yFEfDg+WNoyahWHXEpZfQyCsJISgE/rfGBo7PS1+MbnyNSKVWMr0SqSpkqoPLgR3C8uSsBSggc7EkJvcG/F/XHo180bg8qlsXv2ljeUykv5k9l7g1B1xKb+IEBRub9UgdMUxqznlOR6e5Iq70pzckqGw7iAPMkn+OLlrmXYWXahHqFGqj0UKeDa470la23SbeEBRIudwA6G54xAe0vkCkVnTqdLTH/pSjsC7n8Njxbp6Yj09jXjEgor+8qU3Tgj1lYZzDrjlyXUhLNQfWhTtlfdqNufP/AJXxo/SOqZbqGWm8wVerGJTHXO5YU23Zx9QAK9qubJSCLqF+TYc3xizKmRI8HNaP5wU12ZTUSQp5tJtuQDyL+WNTdn/KObNUptQk54kKi0CB3cGlUiDEdZLaLhZd3nakWUm3hJFgPncveGD+pgeipnUd+KWXeq3BS6BllrL6HWKO13amN39ITvcPFxcquq+Mi69PV2jTUim5GhVtMm59iEFt4rF1XSlCm1XsADx640fmjPtEyxTXY/fTJ8plttAbSvZusg2/q+psOuM3ZozBqbqTJXDojbWVKbcBz2RoF95I6eM/h48+uAWJcC5xOD5p96wEsaMEDp194/lVu1pnDr8pqoR8gxcmT2kBTzcWclYWrrZxlF20kjkbSCPMci85o2XXICEtOG5T52wSo9Ep2TIqWJLqlPH8S3XCtaj6knBJmrwZKtrRB9MWAqk4bkKA9gmX8qc6cw1JbcUR6DFhNsgcWBxFNPe6VCUUEbr4k9XqbVFpr09xO8oFm2x1Ws9Ej54rKpLnqyoANpglZx7bU7K9SyK3kOpxUOyJkhuQmSnlyE4jlt1A81A8kHqkkfmvjzG1OylUJ8OTQZsUJnQwH47gIKHTY8JJ5KVJPBsBym/Tj1X1S0Bc1LyrIlqmqRmtBVLZeWshpSz1YUnoEkWFxyCB5cYwtmTLBkuv5YzLEXAqVOdWygujauO4D4m1f2SefS/I4JOJbaVOrS2NOevqh07h9J+93HT0+uqwatCm1lCwQQbWIscT/I+n2eZaE1akRy0sFL8doPhqUtaPElxkG3jHVIJBXfam5UMSLUzTedRq4usQIIdeivhyXFKCdxBB3geYI6gfEeeLc0agN6oVCNCy0ULkLbdU8084hsshDZUSoqIB6cW6kgAX4xWULMd4WVDB6K6ub3bR7xgx1VJpytlrN1TQ5NmM5bqr6yl1lxIYgy3AbKU04vaiMvzW06UJSblKgClAtfLWQMuUWAhkQTJU2Ce/dkNsx1WvciQ4tLJ6nos38r8Y1kvs3ZPzdSG49cjLTPUhIelMhBLtugcStKkL6DxEb7AAKAAwI/8AY+0cyN3mZ8953iQ6ZHu6oGmoCgEn8oeceRe9hw11ItY2xPpUxbkmAT5/UqpfdfeQGgkDy+oVd6O06BmrP2VaM7TjUKPIlB0hphaYsqPHKXXO7KwkqjIUhrc+QO8f9mQhO1Cyvachm5Jt18sVvoVEoWYq1Xs+0jLb9LjJjx6JTkynlPSEREKW8Q8pZJ75anEOLAO1IU0gf1d8Ws+1YnAKzy52VIoMDG4Uffj9TbDIspueMHJDJ59+GJa5/BgaNMKhmGAeicOozbS1FKVoJSbEA3IOHEaMfL54cfY7LxUF7vHzYpChf4EH/onGpKyErpqKPPocP0x/CyCOiP8AzHCDNBUghTD6W+QSO6HJHwt53+uCP2TNQy0liUbpSVJuo3PiPBKt2Glcmxid2orUralRF/jf+PTD9mEUckAk847REqja0psFp8QKilJ8+D5eWHCftJsJ/oQV0BuLfHoVYFsAduTQ2DIXTSHEf1a1o46JJGHkBT0eT7QlLa1924j7xtK7goIPUehxwHHGgVLirt1AAIPW1vEB8cKMVCP3q0lBTsCgSVo+H7XqR9cc7IRW4MymzEWbBcM7L8xyj1NtCxGnwvuno6lJKdySnjoTwQQQSDjMeuWoXaVXEk5I1Sz/AF2tUGQ8hxHfrCo0jYrchVwOFAgGxNwR59caqbkR7BQDhubCyCr49L45mxKRU4i49SjsyI6hZbb7V0kdOQoe/Ffe2guxJwQrLT9QdZSBkHovOjE/0eztrJlGtSYmjNfq9MqFWQ21K+zyAXEIJKd5IsEgqPJsOcamd0W0gkyi5/Nal95usUIUUi/ptBA+VsSmi5Zy/QI3smXqXChM9SmM2lAPvNuuK1mkunxuwraprzA3wNM+qAS3M+VHL9Hb1J1MmZprKEOuPe17ymKpSgNjZAsQQkc2BJHwAFLpyb2S+0r4XH7wMSevRyJTfHVsf+I4FLjAnhONBQaKVMMbwFma9R1aq6o/koQumK3JWlbdwbpIdSCD6jm4+OC8PMeaoCdiJ6ZKU8BLwS5b5ghR+ZwkqKb/AIcJKjAE+HFdq2haZrjAzUrdlUDjc0Ej2PI+Cm6frF/pLi6xrOpk87SRPuOD8UTRmTOdSfRDjthK13sGI53Hi/5r4jclifLWX5ffuuHqtdyT8zgixHWh9DjZKVC9ik28sIhlQ5F+MRdK7PaToRP+m2zKRPJa0An3PJHxUi/1vUdWA++13PjoSSPlwhb9P72IqM6wSh3cFgjqm1v/AFYozLdXrnZ21CplVVChut0eYZdClVBpTkRzqUIdsoWW2TcXUL7UnysdFPNrDhQFEbLJ4Jtx1/W+Gc+mRarEXAqUZuVGcFltPJC0K+IPGNXpGtVdJrGoxoc1wLXNPDmnkKor27bloa7BBBBHII4KG587XEvNWRaquGmNlzM2Y24v23UqRCbhiYUvSg6lcneXlNqYMFISVWuhwWAPipDT/Kk3PNchVdMRwZcpcgSDKWkhE2Qj8Dbd/wASEqspSuhIAGLvy1ozpK3UStzIVHW8fG3vjhaQoeiT4f08sWZOpqXqa1DYSllLBIZQgWQkWHFh0H7sXF52uY2zfYadQFJtQ+IzJiAIGBAgR1wmUdNdUrNubioXubxiB78nP7qBtNXHIufTDxpi55F/TDhbDzCyhxNlJNiCkYXQg8dPkBjGkq3aOq5Za2geEXwQjNeJJt5jCbLfNvD9BghDKkOJUlKbpII8IOAvOEdoXcZoEDpzjT/Z0qCZGSZNPflTFKg1HwBLlktoUlKgBfoLhdwP2j64zYwkq6gc88AY0F2b3Qij19lQuQ+wv6oWP4YrrsyyVNs2g1IPVWi9Bh1FSVezsfdLUPvkKfWFHkqSpZsOv7PuxG9bVpGUTCUAQ4SbfAWxKmnwHW0ji5tiGazpcdpyG9pKSlX78QKTi6oJVnVY1lFwaIWRaTRqWzUnFSmU7Qsq5GNAaeZxbjSGyNoG3b922lO/i3isOcZyzvNfozy3EhSRck8Y70t1SS/WmYiDvU0oXST1Ppi5uqe9m5UNrU7ty2BX2qIuE9MaozCXFqCyvZYnjFK5yzRKozTvsqUthN7bRbFsrqTlWy659wptSmtwBHTjGfdSJBW04VEC4N8QLTJgqfdmBuaqzzBnyo1KUouuHg+vTD7LeZ30uoDjp5t54hMlttyWdqha+CdMiOIcDiFiwtfnGjpAEQs5VHiWq9I6+H3zDLl96dw+WJ4XRXqsJKvFBp6vuh5OO+avgPL/AJnFD6TmeXHHWzYKAjoWf2ldbf4Qfli+4gZhQ247PCUJ+vqcV1w0NfIUy2eXM2ngIlHUC4Tfg4z92qtDaVm6jS9QKKW4VdpUdTz6rWRMYQCSldvzgA7Ve7aeLFN5MSAp3hXGAuq5T/o5zGpQ/FS5Cfq2ofxwGmSx4IUl8OYViyZopl+t9nau5/rD6o9TyoXpSZwQVf0VtpLjjS0jlSLbim3KSeOCUmL6e6C6X5pypBzlpxqg61mNx14yJVEcSpprwp2d42epO5Vx4F3vc4vTPdep2R+w7nmuVB1LDMt0wVLKSeJDrLBFh14Wcec1COQ6xKbdpcppmY4T3bkdS4zij6JUnaSfcDfBX1ZqFuOevPwXU6LnUg6SPhI+KvfVftOaqaG5ib03y/miiZyroLbRcfpZaDSlD8K0IdJ3C4HKz5k9LYToDeompMljM+fKnKzTmF26aRSggIjGXY7UtsoskIRc7lnnbe6hfFY5OyZkJFeWaZKiyMwuyCj2VLrkqasFta3F2N9oskhSiRa4uecbP7HWRquZFdzzmCIB7MpVFpyyAUDu1kPlojjaFJCNw/EQs3POG7u7l7zJ6AfXKkNoB420xEZJIifr0Vw6Y5MkZIyBR8u1AtLqLLAdqDjY8LktzxvEHzG9RAPoBg1Ja46YNvI5IGB77fXjEMeqlOMmUBfauDhiWjfpgxJbIJ4wz7pPnfDgUxUqxHG21umCLEYEBR646jx7/iT192CseKABx18sagrIABIx4pIvbBIRrJa4H4P/ADHC7EXiwAGCKYlw0Bz4Of8AeOBuKdg8Ic3GO4Wvhy3HBH4emCCIduAPnhwmIRbw4E5ycGocmKSOnGHEeJdR8P5VfuOCCIoHBGF2Iw7w2FrpV+44C6oOEQCSgioDLg+8ZQq4I5TfjHKaVDA2oitpAv0SB1+HwGDqYiR5Y6EQeQGGmok25UcdpSVbSy6toJ4slR5F7+vrhNijiO4HAoKt1J3Enj1KjiTew3vYC2OhR5q2lPojKLSQVbyLJsPf0w01THKKKe7hQOuxbS2+D/V/xOBa2DbjEqr8UiS2P/l/xOBiogCel8SabvCEBw8RQJbF+bfphJUUHm2Da4xPl8MJqh7vK+FkhNIQZuNZ5OEmY6Q6FfseLkccC/8ADEmaoMnvR3iEMqAvtedS2qxHBsog4avUZ9hl11SApBUGytCgtPrbcLi/A4wNzpRA2Bwo4tsk3tfCfcE8WGCj0axvY2HphMxyBe2BojBKZRwqO6h1rhaFAjE2aUl+O28novkfQYiimrEWFhiQ0BwLiqjLN1JUop+Fhf8AX9+B1chS6XKSqdKTLR3jYAdSOP7Q9MBUx1pO0ggjggjEvLZtfHKqe3IW2sR0KKjZwlViE8cgX58/pgTam0QUfZPCjbbeHsVFlD44/BgIUUhSgRwQU8/vw5jtpChYnr6YR7k5olLsp42+npi6Oz1NSzMrVNv4no7T4HuQopP/APoMU6yhN7AnnE+0lqiaRnSCXHNrUwKhucdd48I/3wjEK4G9hCl2x21GlaGpyFSKggflbVvV8B/0MKZolUFLYZqkmKgEcB0j+OGT9TfoseRJjQfaXBY7SraLC/U/TGNu0l2hc4Qc0SaPBy7FCI6At10lwIQi19ylXsBivtqZqvhWlxWFFmeVZmuuUdNc7ZcnZXiZqjUeqSmVCPPiFHeRlWsFXIKT8Da/qOuMvZPyUjSnV7LfttcRWabOdLTjoASVuJSTc245sTxiIUTWmo5vqkqlQVUx1bcdUp0qEhklAIvtUsXvz5pGHOTam/nfUegZcjTUlFOl+1PPPLCENXuACSbD8Rt5mx4xeNpsFMt3SqIuqOfJbC9HpzkWJSH3/CEJZKh5cWxk/VWrJbivKSel/PFz5wzpHkR1UimyUuMoQG1LSfxW4/hjNeqcpS2HEX6g4r7SmQZKl3lUPhoVNTs2LZlLO63PrglSc97bBTvJ9+K9rJWJKgL9cMWX1tLBCj1xdMqFvKr6lFpW3cuZtXQMk5UmMAd7PMme5fzG8tJ/RB+uLMoOqEOqRvviG3B5X64z/mN/2OhZLgNmwYy1DUR/ac3OH/x4QplWdbUAFqB+OJHcNqMkqqNZ1J5DVqvL2Zo0+V3KHBe/HOFNZpgjaWVt4/mZQ1/vuJR/5sUZk7Mj8WpMPFw2CxfnyxbWuMsOaRT9huZDkVKff9+2r9yTiBUo93UbCnUaveU3Ss5dqqu0LLvYZpcKvUp+oR8wZlZj+zMfjUpLjroNri4HceuPLWpCnN1V5MJ8wIi1AJj2K3UEcBQAJG7gE+IckjHpl22KSiqdmLS/Krzy2lSZ8ioghzaLpbcHPFyPvx0Ix5aSGUJqDsRL6XkocKEON9FWNrj44qb2d0kYJK0WnAOpho5gKw9PdQ6XpPVmqqxlyRPcdOySXJHdqeaBSsJCwFAAqCVW2ny5Vxb057JHaRyDn3TmlU1igS8suJkvRQiVKElt6StwrWrvbJO5alqV4kjkkXPn5hwafT6/llVQlIUe4Ps89DQBUhYSpaXEA25UgLcTyAS28gkd4mxLIFSjs1c5M1Celry1FadlJqdOLiVwAWipqUyApCVFR2J+8BNlkABRthtGqSdj+Bx056olZvgcWc4nrxP8r23kItge+ji98QXsz5gzNmvs/ZEzBnIvKrEujtGS48D3ju0lCHFX5KloShZPmVXxP303vgoPVRTgwg0pPBPrhgUi+CshNwcDiOT4cPCRVjGaQWi6VjYndc+Qte/0tgjRFtVCBGqDabJkICwPS46YgTWaGRlWY1tV3stcxDd19NziD6fsuq+mDuVMy0mBkJyM66oT2EPNNDf+ZQWpHFvcR18sbI27g2Y6wsH96buieinrEMeY64FU6ph7PsyjFZ7tuGhCR/bSSo/o4fpgtlvMNEqHslNW8UzVw2X1JLg8RUgqIHHkBc+4jFYwMw+x5yczGEFaTIdWUX5KFXAH0IwGlQdU3gjgJla6bT2unk5V1NxEkXwqmL5W/THGVqzTK/T4ixIHta4qH32024NylRHu3JUPp6jB8Q2bWCnB/gH+eKuoSwlrgrSi4PbuaZBQdMaw5GFo8a67gcbVfuOCvscf9t3/AO2P/VhzBhQO9IfefCdi+UtC99pt+b1xGc/ClMpyQgSYp67emGlLqMSqVCpU5i3eU51LaueoKQb/ACVuHyw8olWgysvuVl55QSyZBWdo/C2pXv8AQA4q/INcci5yblSVHbVHVNP2F/E4q4Nv71vkTibRtXVG1CeWqvr3baL6Q6O/T6KuGm0Vc6QG+UoBG5XoPT44kFVhNM0p9hlASENWCR5DDlTKKdDbjtH70O7nD7xY/wAR9MN6u4HXnC0vwKbCefQi+KokvcD0V4zbRaW9f5VVZghn2hBt/sx+84EGObcAfTE3zHT44cjuNzW1LU0e8QUKGzxG3Nub4BLgI/8AiWh8lf5YsmP8AVdUYQ4oAqMeluuHiWTAYQ42P6Q8NyVf9mm9rj+0SDz5Ae/D8QWwqxlM/Rf/AKcKVeGgPAd+2AG2wOFdNgt5YRzjBjlc1kcqNqjPd4FqQb35PrhICRHKVNbgQDut7+oPqLW4wZWgbfxJXbra9v1w1faSsFIWlF/UHn6DHmNh2y1i71X/AEqpQYHhxDvxYA5PPEZHnjzWwudAsaFn98ZUcWxI4zPA/lCp0Vt1lMplsJSo7VpH5Ve73Hy+fpgYtg4kzcVAhyEqebtZKuiuDew8vQnAxyK3f/WG7/BX+WPTJWVY3qhJYA+BwvDUYa2nQLgLVce6ww6XGSejyLj0B/ywuzTgY7Uhb7agVq8Avfi3XjDXHojsaeUT4KQocgi49+O4oPfc+hxxGIU1tUoEo44HlheMPvgeOhxFfiQpbeQkahTUSAXWwA6Por/nga00UK2qFjfp6YkZFzbjjDaTEQ4oOXCVDz8re/A2u6FEc2chD2kEqACcF4W9hSXWllLiFBSVDqCOhGGsdkp8QG7jqDh6wgjqMMcUrQQcrTFBqbNfoUKtI2/0loFaR5LHCh8lA4g2pejuS86MFM6ioLrydpUlakA39QDa3yxxo3W/uJ2XHl8i0pgE+XCVgf8ACfriw60oJitNJuHHLeK3CRirfuo1DtMK4aG16YLhKwRrB2RYjuWGswUkKiyYyEpDCT3m5lSiAd9xYJt6E+Ic4DaWaORckQTJLdnF+JXhtzjWOp1QkZVpW2RslIWNpC1bRtBva3PHzxnHOOv2XIiSmVlRyGlKbLciyg4FH1Dakpt/vYm29R9TxEyqu5Yxh2jHopRCkJCCjdxzir9UJaGwpBVe+BFI17ytOqPskeaoKfVtaS4NhUo9Ei/BN/IE4FalVGU60XXmHWXAbKQ4kpUk+hB6YmMhr5UQgmAQqyqyELcUQBe+AimSlYHlfD9cgurO44RXYn15xMJlcSRhag1FjmMxlJYPhdyzTXE29O6t/DEZjSSldwrnEp1AdE7TbTfMrRul2gogEgfmYO0/qo/TFeMVIFYBV0xPpOmmJVPUZDyrCoNQ2PJN8X/VKdL1A02gxISgr2RSX3uepQhSQj4+K/yHrjP+n2WqlmeYhSApiEhQ7yQoce8J9T+7zxfFQ1Ko2WKfHyVlNtJcYAD7oNw2fS/5lnqf+hiHcS5wbTyUegAxrn1MD9Vi7+VUn1qhxtMsl02WpuFSKO97UGlgK7xwtoG4Dnae4Xbyvf3Y8820vRFMylsEo3ApJvtVbyuMav7a2r686a6VqAqEidCosePRwVOfiU2jc6Oh6OrcHyxnzLuYqFEnCBMiTIMNx4d48zIDhQgdRsUEhz3AqT8RcnGWL6lSu9tUQAcFa22BZQbtCL5NqaKVJi16S8G6dNWiHODe4KQkrCm3wT1LTqUKuPOwJ5xa0HRZ3OerUHQJVQj0mJWajCnw6g4lSW/ZlsqeeYYvypB7xxbIVYq23O0rNtAVzswZCV2eWc15dqM3MM/MNGmMLXMZSyuGr2FybGT3ZW4UuB+Ky1w4pNnl7QATehNMIM2r6b1TVOItTdcyJDp+ZYDqHDf+jyUsFJB8iIklZt5u4M5vd1A34H2In9YA9ykqVA4CqOv6zC9a6XSKfl+jwKDSY4Yg02M3EjNDohptIShPyAAwk+LE4WplTYrVIg1mL/Uz4zclv+4tAUP0OEnzcnEnhRBlDJA4NvfhgeuCEk8H54Hnrh4XFZSZSooS1uOxJJA9CbXP6D6YfstWIH1w3Yb4vbrh+ykqAsMemkLyV7+id0+VIgSky4yyl1AKUq9AUlJ/Q2xJTp7mdoMbojAVIZQ+2kymwShQuk8qt0OIy22QbjE1Y1bXQ8vQ6TmLJz9fpsDcn2iA8lNQjNdU922uyXQDfwlaSBa261sVmoVLi3p97QaDHI6x/hTdLo2t1V7m6cWzwZgT6yOqbRcsZ2pgdkxKNU0JSktuOsMqWgJJvYqTcW4v1xbj2eY0fKkKuLbUX3gnvWtpukpcQl4W8iAokfLETyxnSg5xZXVNMc1Qqx7NbvkwyqJOhp80usDaptX9pxtXxOCGcJOYpuW6q2mr16HUZ0CRHgyipiYyH1sqSje4Cm/JF0lHQG4PTGcqas26INRgx5GPgtXT7PG13ClUInzE/HkI3WM8wouYKTT4khKmnZjkeWfQWCU/Lcq/+HBbMVbYpFSobReSG5b74WQeCEtKFv8AeWn6YyJ2adUq9mOuVLKWtmX6XIjsUmFNhVSnIfiyCJIKgo94fGpJC03Ukpuiw4uTf+b8sVVqiQJlFmfbFDpneluU0D3zCXFBVnkdUkHjcLpPqOmC25trlzWiWnIz154Ki31G+sGPeQHjB8M4iORHETlRRnMExuh/ZDKilK3nluH1Q4lII/4T9cTPSHKC59QOZJzB9liKtHJ6Le9R7k/vI9MCtOMlN5pqi1z23BT4oBc2K271H8KL/qbeXmL4vmNGjwo7cWKyhplpIShCBYJHoAMT9QuW0WmhS5PKpdLtHXBbcVj4RwPb9l26lTqy4pVyo3OPrMIuR5L5B2ttkD4n/lj9cYkAhiNR1tKHiUgqX8TjN1Dsha6iN5J8gqurse8lHFvux+84DORh6Yllfj/0pNh+QfvOBC4w54xJa/AUdzJcUEMayt3uwrLie1xkvoF1MpCHBbyHCVfDoPkPXDx2Pa5GE2ytlwKQopUL8j0/ywu4lJthAfZj4rcWHT1wzWxuUVdL4lqkwnLKdiEKUb/dL2g287EH1PSwwMedjsKPsrG1Xkpatyh8OAP0v78QaenW1O8fftb/AFHgNJ9B9CfYeSlvuqj7dtsXeEEmPf6/MoRNZ9kjdwbd44QpY/ZA6D48k/TAgtjra+C0kLcWSrrjlmEV+NwWQP8AiOLCYCAweSGsQSvxrTZPkOl8OHGx3aQB0UQLelhh+63tHHl6YbuIIQDf8x/cMMJUlvkmzNm3ORweD8MP4yCHh5mxwyUnxYfQ1JAQVrAP4Rc9TgVTOUVhgwl3VBtBUs7QOTfAmRMVIc2gWbB+uOZ0tclyxuEDoPX34bt7iq1ja+Bhm0SU8v3YCfRH1IIBJIwWZIVyDcWwFaHFz1wRir2nzt8MMcE5ruhUmylV/sLMUGpqUQ2hYS7/AN2rwq/Q4tzNVZzS86zScs5VXNcW6lDk195tEVhvqpavF3iiAeAlJubC4FyKLBJ6G4xfWn1aFVyqw8tV3o6TFdPvSBY/7pT874h3LeHqwtX7pZKrrPOkOY9Q0pdrmcDAhAFKm4bILqreQUu6Ej/Ao+8dcYq1F7N8SnVaW1KzZVn2mnVpCHJCl3AUbDk26Y3LqJUKw2BHizZDTQBJQ2SAT8uuMn64NVydQZ0eO9IpzbjamxISQZDzhBCUIHNrnqetvMY61Dj+LhCui1p8PPmqg04yhkCiVxTsGKw9MjrKQpVlqSQet/W4xNNU3GZdL77akLCbdOuAOkejFfytG+1a9GfjqdTuQh1JSrb684cajvOllUZFyAMTW7TkKE6d3Kp55Q7wpSOAcfUkfTH55hzvCSPPH3YUp56Ymt4SVCFrnTbLzuqPZbahQXmUT8q1RxpoOKtuStW7bfyv33H9zHGW9DIFEBqmc6m06lrxqabUUspt+2s2J+VvninNFNcKhplCrNCaiImQ6spl1Ta1lIQ60SUq/Xn1sMO816lZoz48TUppTGJuiO1dLY+Xn88Hpio7AOFBqbWmYyrPzXq7BYb/AJuZFSlDSAW1Sm07UpHo2PL44gWadRoeluQavnqpKDjkNsJitLP+sSl3DaOvN1cq89qVHyxD6hmCgZMpS6/mapNQYTNgXF9VKPRKUjlSj6Dnriju1LmTM8yHHiVqM7BpshEV+mxFpIBZdZS8iRe/iUttSDyLAGw8yeuqrLSiQz8X1lNtbd15Xbv/AA/WAqGqTyqnLk1eo1Rb8qY6uS+4t3xOOLUVKUeepJJw0y7TGKxW4VLfltRxLkNspU7cIupYT4lD8I564TH2ahglC3VOWtwni/0wb04pdErOcaXSq1VWqe3JeLa5UlILDI2K5Xcj3YyzW7ngea2LnbGE+S9AdEcqZo0i0UzDU8+5skyojdU9op9PbdD4aj0+I/NecCk3O1bbZSkE2HA/NjKmmOdqll3S2sZfpQQ85muknLzjKk3Nnn5arj3pC0K4/bxK8/5zj6Z6Fx9O8t1/26tZ4L7IQ1JccTT6N3iO8UAo3QZS2WgE2sGWl8AuqGK6yPXqfkOp5ceqyVuCDMD6Gki5Mo7RuNwCAhLbTZH7SXPUYfXd3lcUxwSOegEH9QB8VFLCyg0HJGcYzn6PrK9l8n0t3L+S6DQ5Bu7TqXFiL/vNtJSf1GHT6uTzhvl/MMXNOX4GYIaFIbnsJe2LBCkKP4kkHzBBHywpIXwcTCMwVFbBAITGQqwwOKlXPOHcpwBNr4Hki+FC4rNkdhXAtgnEiOvqCWGVuL/ZQkqJ+mJ5pplVtltNdqLIUpxJTHbULgJIIKiD6i4HuJ9Ri0IuxCAltASkeQFhj0WvdikSGiV5Kyh3gkmFSkLJOaJgAaoEznkFbZbH1VbByn6U5rkvIbkR2IjaiNzjjyVbR62Tc4t5t23lhdDhPW/yxWVNQrHgAKXTsqJy4kqrM79lPSvPbcWYhudQq5DQA1WqS+WJKlftLI6m/N+D77YmOk2mdVyZEkQM/Z4k51QhSRAlzIiUSkN2N0PLCj3pHBCz4uTcq4tYlAork9SX5N0Rh68Ffw/zxIUZapQ/2z5/xi37sZu4ZQc47+fRau1urunTDaZ8I4BWW6D2VINJz9n6vUSntsw6s+iTTnG5B7xxK1uvuAtnhOx19bYT4RsQ2b33XawK3m7TOrdytx1CW1bSCDa3mCD7vIjGsHqBB7q8N1xl9J3Ic3E84i+a8jw82QXG8wU4CQy2S3MYAUogC9iByr4e/AGxTENy3yPP+VZsu+9cO9w/zHHx8v0Vc5X1z0tdzJTtO1PwqPmassO1BiIghtEkAgE7fyqVyUgcEIVYCwBtBkOyXUsMNla1mwAx5t5j0e1Qd1IRW82UqKrMrNWhZhEmQx3ysvsR1FpEGQSj75pTYZS33ToQvYo/lKk+g+hWd4lZy9Gos6WqRVocZttcp8jvpoQkBTiyAAXCQVKsADc2AtbHNru2lxEjz/lPubBpINMxjIH6hTKnUSd7W2qUxsaSdyrqBvby64Oz+YzgFuUnHC5yB0Iw0fnIdu2FcqFrYE/fUILkGjspNLWnlRCttXkg+ez+JwJcZvxiR1ZkF0H+z/E4FLaFzxiQ0yE1zMoM6webYZus8Xtg46z1+uGfc3cG4XSnxEetvLDwUzZJQlxkpeDYBAR4bX87c/rfA1yMparhPGD3cFbwV5kk4TTCBF1CyR1t5+7DgYTXDOEERTSu63B4R+uOXm/K1rdAB0wafbAAsLAdB6YHvovewucLMpW4KFuo9cN3E+AWF/Ef3DDmU4hkEKN1eg/jgbJfWtsBJ2jceB8BjkYcpN5xts8m59BjlEpy1gkWSbjw3IOECObnrj8L2V8RjogJeSuSkn1+eOkIKSLX+uPij5bk46SSedw5ww5RYHRLNpV0OHbRKLXwzbXc8ni+F23LkDywFwhKCibTl+MWLpBV+4rL9FdVZuoNXQPRxAJH1Tu+gxWTLnuODFFqTtKqcSps33RXkO2v1API+fTAKjd7S1SKT+7eHK7qpluJNkluUHdq+BsUBz8wcDRpjlWmShWpVKbfkRwVNPSfvC36lI/Ck+8C+JrILbimJLZuhe1aT6g8g4F6kSVMZcmra4IZViokztV0WMjdCzRqjWWKjUZMhsJCP6tsf2RxjNec2kvurNr8nF0ZpfKwoE+dzipa+20SpS1AAeZxeWzBAas7WfLySqudpYK+E35wzk0crT4QQfdixaRkzMWa3u7yvl+dUubFxho90D73DZA+ZxKs0dnjPuX9PswZsvCfrFKp65kWjMkuuPqSCdqlCwTwlX4d1yLXHXE5z6dMeIoQZUefCFSFOy2pDoIClKUbD3+62O3c4R4GZI2T6NR5tXqynm25DTDR2RUFYClLVbkgXO1IJuLG2PtG0u131HmsZVqDFNyoalUkSqY7PnNx3w33YIZDbZU6uxKlArSeUpI2njGtW9HXdJKfQH8vt0mZNjtFuv1OW2Q9MJBJWjkqCt1rX3WSkAni+Bm7L2xSx69f8fmpLLDxTWyvOXtBU2ZQMzxmtQpsue+pSyiKklDLTSVWs0kWABN+eptyTixM/a2aAJ03pdIzLotVa1XKhlVhmBUJNVc2RVhlbDDqUlxQBQEI8NreAepxFe2/mSWjWWTTEtxXG6bCYjJ3NoctcFwmygbH7y3yGBML+cNQ0pcr1Rm5TfjwKTGcZpbtDjGW60+/JZ7xk9wQO6LVyu4KQsW5JOMxc2D7iodrnGMnxuHzAGVZO2UgxxwOPn5eSohDraIhQIbigo23qV4b4l+ncLKyc0U9nMdQdgRHGX1yJSbOhISytQTssDyoJT+LkE4iCghtBcMSwJskrXyPkMOotQaiMSkMsud+Y62lO7xYpVYEAbb+frg7XBrgSppBLTGD+nr8FfOm1IoGXNLs4a8ZwiNrqGZjIyjkmngBJLriQmZLSkdEtMr7sGxSVuEG3BxRjE6RV8yRZDvCUvJShIvZKR0HPPl5knF76dVpyVkV+sZigtJg0PKFQy3lOMVk93PddaVKlFPqsSX0hVuidv5BiiKCjbPi8W++HX5DDwJIP19ZQhGQvb/ShCWdOqK2np3bqj8S8sn9+JA+56YjenUhLGn9KUogBDDijcgWAWq+CbVRhVSIJ9NlsS46jYPMOJcRf03JJF8WNb+673P6qqtwe5afQfouJLtycMysX88dPvcXwyLqr4aAnolQKUl1KHJY2MgeFscEj+AxMmXKcLf0SObAD+rGAECLGSPE48rj9oD+GCjbMT/sifis401eq1+SSvPaFrUbhoRdt2m9PZI9/wDuk4cIepw59kj/AP2xhpFbhgD+jIPxF/34PR24jcb2+a1Hp9PYZLj01xtKGkJBNyVmw93XFZVrU6Ykqyt7C4rO2s59kgKwgdFdfTCyKk+r8DLyh7kE4f1Wo5Sy2x7TVq2gp27gkLA3D1AHNsZk1k7WOXMnai5ddgORX6LIYdaf5D6oshhQU2ruw4O63h4kuKSonuAkdSRAdeUxkNV/b6DcVPxvhaQTLnK6RX//ALZGFUCqvna3EX68kD95xWWVu1Dl/NCG/ZFUqpreAKGo0ttbx/8Ap3K/0w/z/wBoPLuS8kVXMcylqpsthpLUU1EONxvaXVpaaLpHiDYW4krKRcJCiOmG/e8SGhHOgPBgvP6fypXmDKyc10iTS6pDSgrSS09dJKV29xv/AMuMZlkMVzTXNBKStlyM7cEG3N+CD9DjTuTMzSM1parLRosuhTojTkKTTJzj25zxd4pRUgJ2K8JSAdw5uPMSN6iZamSPbJdApsl/bt715kOKt8VA+uBC52uJjB5Cm0rB7WBhdkcFQnKOZm8+0lFSpslhEhCQJTBJG1X7SQPyn9Dx6YLtUqc3KbeflNlCTcgXJP1xJo1KocZ0PwaVDiuAEXaYSm4PkSkdMfX4jDouG1NH1HiT+nIxzbs/hPCG/Sm7u8byozVmYgLRDrpWUHeNgsOTbzwJW0zz+Mj3gDB2sw3W3EFaPDt2hQ5BNzxfApxs+WD0zLZBUSq0tcZCHOttAcoUR7lAfww3U0yUrIaXzZP4x8fT3frggtFzz0x9TF3pSkcC24n0v/8ArBUGYQ6JGYDyVux1KbB8Q32vx0vbCDyGxZKUWA4AwUkqZYIQTa3RI64j02U46CEDYn3dThI3GU04CaTpDTR22So+g/64wCkyluXAQlKfQE8/rh/KTwTga6nrfBg2Eggpi+pBJHdJ/X/PDd91AjoQGECylEqF7ngdecOHRc9MM3+G/wDEr9wwsBPaeibLWnk92n9cN1vgH8AAPxwq4do+OGrlrk2xxCUFfS8b8Afrjtt2ywpSEkAjj1whfH5Chu49cNSgwnSXPFzxhw24egPXzwwSs3564Xbd/LcYC4Hqngoow6ALe/D5lzixtgM24dwJOHrL1yOcCIRGlX1l7PWXv5oU5udVW25UZkMuNqvv8HAPvuADgZnTUem1qmv0yjwnHlPILZW+ru0C46iwUT9BipmHb8X4w8Ze8XHXEb7qzduKnC7eW7UCe01FWcUqrZgkJQeiIbSGj8Cpe+/yAwYpGluntKcD7eWosp64PezrylA+qe9Kgn/DbBJmVa6ScPWn7jrg2RhAa0cwi7CwhCUIAShIsEjgAe7Ed1EVBlZbn0SbFmPN1n2enn2VaEOJD61ICtyrgJTa54PuBJtgvGccecSy2krWshKUjqScA88PtRVMpkxnZpUzKjmHFcHeuymkpebQlSTdKwlp7gc+7CNiYKk0weVlCu9pCFEq9DjZXyHSoj+VIzbVJqFcfffRHUtkJQgtxUi7ihZHO7xDytuGgM6ZudrVOhxpqER5siElx6IFXKH1N3cSL9dniHyOGmbsuUuFXcuKounlDRDiIO9x1F1wOS4gtIUSO87xSiXLFd7C9uQBqMwKqxabgB5xalJL5Kfuk7U3HPNiQOnGD0g4cp7yDgLzN1wqdJm5wqFam02a7U5dRlpfW9OKkHu1hIASEAp5uLbj06m+C+W9ZxFyUlhjKdLVUICnISJrkd+Y8lh1Nwju3Xu6WL974VpUACbCxIx91uyyur5gzNIpzK3FU2t1F0pbSVWYVIKCTYcWUgdf2xgzov2cs656y489TKdPjx5slnbMlpEWOgISvdZ0khRJUkBI8R5sMVP3fc8859T/ADn2RnhpaJHBVIKSmRKcBhLQCok/cALvyeh4H1xceinZX1C1kbjyaVQ36bAlqumpSUqV7Q2FC5jxwnc4P/mEpauCCsEWxt3RXsIZUooi1fOLyKjIiIDjiHmrMBab7lJYUN7qrnq/ZI4+6Ve51MKplTImVzUKCy2zGKoinpKykuOMurQnvSonolKibdAEkAADB2UBPiTzUxAWbdOOwocr0Wlx8yzWKimmsONtGrSUoCErXvKQywg8XJVbv1C5NrXOJLU+xBo1XpqKpPpOVzKbCdqYtImR0qKTcbg3JSFG/mRc+eLoqupOXYSimMXKi8DwR4h/vK4+gOIRF1azittTLfcoEdZZXfaFADoSQLi6SlQ9yhiQKRIQS/1TwaQULLFOCZNagR4qY53okKmttob3WJIVN2gXVa/vAv5YhtHzt2adLswuSI2puQqXJlNlmXAjTXWWZSSepCXnWt4/aKQr3nEE7RdVrGouU5kMgykOMGLIjw3UsFxvvW3E7XnPAHEuttr8RHAUPO2M6RNBcv5TyvFzlnXSqjwqStqW4J8rMXt8qoO90tLbaO4cDLYS4pKiVHcSkcFIUkhrSDCJSA6L0GREar9KazJk6bFrlGlp72PKp8hMhKkEnzSATaxF7W4OAinVpUUqQoEGxBBxUv8AJqawvr08e07qGT6jEptPqMt9utPuBEJjeUq9lSpwAqVuK17QSRvJsAL43V3MNXi2Nm/N7DnCNrkDKG61aTgqpY1NktOMIf8ACHlhIt4iOnNr+/ByPS20qAkTW0C9lG/IHw8+uAcaMpZSHpaVm/kSo9P+WJTRoVPid5U6o4UQ4qN6lOJAClfs2PXi/wDHGhrv2NLisZa0jXqCmwZK6NJT9iO1GRKdaZQ+hP3fgW8gG6kJV+Uq4TuHIBNrGxFX6mS42Q9JqrIzXmeZBarFSZqsCJSag8hVOQyhrYI7iiF8uMhyx8G5Z4IJvIM7as0liBNzlm99mBlKi8sMrNjOet4G0p6quRcgDoOnPPnbrjr/AFjV7ViNQs0TJdHZlvNNMw3GHP6MyuxQtxCQSkFKgRxaxHlzjPXNeTLufJbrT7JtFu3p1PmppprSdXNaiqm0msVL+a0AlmP9oVNRdRaxKHHUoC3kDngFBTvSndYC9oUzsxUSLmVqmzMgzcxP0jZKemLUiFCs+h1KUouhx6TYhVy4q6SAb2tu1Rolo5QdI8mxaDDi7pC/v5Ti3ASte0Dj06A2HFybX64sxtlm25LSFEnyBJwNts4+J5ym1dZptcWURIH5rDtc7H+V6teRTadVMtyL3+5d79q/lztBHyTittR9I9XcqQaDlmoavoYy9LrraGpNQkFMaLtiSnLr7w/d37sIHAG5wW5tj0ueaBQrwkW9E2xTvaa0/kZ70slRqZlKHmKZTJbFRTTXkAqkttq+9S0T+F0NqWpB/bSkcgkFXWwiQnUtWNRwaRCo7RHMtSpWRoBgZy9sYEqSYnduhbj8VCy2p1htRS440gNIBVa5UVEAJCd01ofa9y49WpNAdrEWWqK53YfLS2g6PUBQSQR0sR9RzjFmpOuuWayql6JT4JyxVsuNmHHlmIiO33gtbu3Unewsquq6LDddPiABVV9dn6r0SoGXWqW9mBtlN1TEthqYUi3iUpPhf4/PyVck2vfAXViwhvIVi2iyo0ucPkvXqj6uUqpoS6lBShX5kOBX+WJZTs0wJ6k+zzkbz0STYn5Hrjyn0o7SMiIpMePUFvBv+uhv3Q+0B13IPPHqLj3409knXWg5gShozgy8fyqVbB2Pp1B5FAfbObluQtqplsSG+6eSmyuoIuk/LA+flwuJL8C3r3e64+R/gfrio8q6mONKQ3Kk+0RVcE3uU+8H+GLNfzY9TKNMqUKKuoLYjOSGY7arF9SUlSUJPqq1h8cL4qRlpUSpRbVEPCbppgUlz2tamChaUEbLm5v7x6YZTnFMrXHaG1KDtv5m3HX5YrXRTtiZZ16gSnMrZdmSJFMpQl1eJHChOp00L2qirYWkbgQT3biFq3lCklKFFKVWkuMmSgPbVArsq60qCueeQemJNGt3hkqnu7c20eRUdWklwdcC3kWPQ4la6cAblVj8MC5NPb/aucSg4Kvc6RCislINx5YFu2B6YkFRi9wNwVe/HOAUtIB4GCgoW6Chz9/LDKT/AFQ/vH9ww9fNsMX1HZ8z+4YeigxlMHsNnDweOvGF3lc/LDNxRSDhU4FcFz04tj4F3ULnqcJLWAcfA6LgWN8MITgnCXL+uF0uAW9MMO9AuT+mOw7cAX684YW9UqKNuAi9+h5w6aeAFh59DgQh44ctPeL44E4J4KNsvEWuq+Hbci1sHl5Zy3SMpR6nVJMl+oTE7m0NubG27NqdN7JUohKEKPAJJsEi5GBaMtV59px+BSZchDTim1bdiiCm4WLBVypKgpJCQoEjwqWDfANwlS+4qABy6bfFucOmHVE2Tcn0GAk52bSYzr8uk1MuNMqeEVuG4qS4Aknahm29SzawSBcnjB7TzT/UHNC265qGFZYoivGxlmK8DLlC/hVUJCDwm3PszR2c2cUvlIbUeG8ItCk6pM4hSehINGjJzVU2yiPHWgouPylQBWfRIBvf0ufLGfjmLN8Co12kSsv1p6ZEqDVao5aiOPNPlgo79CFpTt3PJLpFzc98rrbGtqg20WCwW0Frbs2bRt22ta3piEv5Oysyta2su09N/wAojp2/S1v0wxoLnblMADWbQsq5mqXaJq+ZahDy1p1Q6FZC0xahW6+p8vBTinQO5K0u7QpxaQEtEpG1I8KQMT3LejOdqzGgTcyzpAmOMJ+0GKVFVHiqdKfFtfl7HUov0swvgjra+L0pTcKjvuGPBbabKBYMthIvf0GIPqnrxCycpOXqRGcqeZpwLcCjwylyU6u34lC9mm09VOLISkXN/LBpLMymQDiFFqB2TdP8vzZVUbyxSzUKm+4/IelqNRf7xxzevxPpDATe1tkdChbg4l0+VkzT5a40WOp+pssh1rakrdKULuttKlG6U/gFuR4vw+WBMbN2fJL9QS9R51KYmlqWjeyq7W9pKXGe8IHIU2V8cEOAi4xHqjHTIfZcK1uS2XQtIQkuLVwQoEDrcE+4Gx8hjgGgLiSu6tq5VWau+KchuLGdc+0G3PxEsrSlDtiePCoJWbDooc4gMarVCrVGXQ5qJNWjstexOIQNyRDUFdySongJuts2t0JxNhp3W6ouK4YbEKPFUtbapB3LSlQN07RYbbHobjgegxWWbc7xsnwYGcu6p68lTFhtNVmVJpKpLm9SVIjwWl965tCSSFbbEgG3NuLtoSASrPyZSJCaNHYrtSaDzF2dyD3jjyUmyVqt0JTYn33xLEQqLSYcyox8vuy3gySVuJ7xSikG1kK8JV8ueAegw80siP5jyRRsxzsqLy/JqMVD7kB5NnGLjgG4BBtY2IuL884nMagNWCVIGELZ5KcMdFlSvZTyjmepCsZp1ikyI0R/vYlPSmO2pajzaQ26koUpJJShC2lhIBG2x2hJtjPlVzgw9TmKplzK7M0O0+VHjPNqWp7iUsjckXXYHdsS34U2sL403m2ny2IAYyqqlituulpkPAKcSA0te8IHiXZaW0lKb8OXPhBxF6Nn0RKS8nUmC5AIkKp8dycx7G/PklACdkdThUlNw4SbbTdBQVePaIuaHQAngOiZRah6W6Y0+YirJ3VGs7C8h+vTFzG2XgQS93arN3TYEKDaTcdQMC3ndW3Xlux6zWX2lqKkOsIlFpxJPCkbW9u0jkW4t0xXGsFSg6Q5Ar2bfa58uNK9njU+MZJ2srfaedcKNwKtvdsnwDi9ulzev4v8oXkJcZlbkmsR1qbSVNOUJS1Nm3KSoCyiOhI4OE8DnHPzSgOiYWrYayhKUEvAJ6gmxufQD58Yp3tB6oZvyTQodXmZMr9VhSpHslKodKjr3vPWuDId2nZe1ybKPkkccWhEqgT+BpAub8puf1waZqchy13FH05xd3VuawABhZHTb0WJLtkkrO9B051P1602p1Qz9AnafZrhNSTTlOxGn4cdxbiu7dRHccLhWlvYkLcAWFJCgSQDiY6CdizS7RyoIzZWFvZyza4v2lyrVUbgl8m5cQ2SbqvzuWVEHkWxcrLhUQo9cF21BWz+6MQ/uNOnBOSrGpqtxXls7R5D+eUaamvAAJ2gAW4SMOG5DqrArNh5XwMZUQOvU4fNGwwN7YUZhTveVCxwqymxvz+FX7jhBo3JuMOGuFWPof3HAnKWwrzq/lGeyhqFnPMA1QyBk2BXKYIyETItOQtNUbfG7c6BylxJ8PAF7+R64xzppq/nzSkqp2ZqXUKxl6C97PJjyWlNzKYv9g7uUHg2Qrwmx2kc493diHUqQtAWkixBFwRiPV/TfTzM7cxGYsm0WYqewmNJcehtlx1oElKFLtuKQSbC9hc+uIdW3DzKt7bUDSA815fVbJ+jmueWms1UKK77WRuYqcDaxIjujna5Y33A+Shf0PN8U7W287aTyEjMjr8+mBdma1HQSpHoJCB/4hz1/FjWvaF7D+YdFjO1j7KEyUhbA72qZVKe/ZlM38XdoPW3J2jm19m0jmnsg6qZX1np0ih1KlJpuZIrSk1GjyknY4BwsoB5Ui/BSfEm/uviHUpOpnKvbe5pXQluHJPIvaFrlETHccmImxHBdC0ub0LT6g/w6jzxsHRTtFZZzRSEU6XUkR5jSyEtudCggEWPxvjAGpeh9V09Ydz3pmh+dlt495PpC1bnIhH4tp6+HnxdQOtx1j2Tc6uxS3VqPNXsUfM2UlQ6pUPIj/rjCis5mDwnOotqeF4gr02l6WaCu5+iat0LKlPi5+VLQ3DqEKQ4xukuHl9xlCg28pCdzp3pN+75xouD9jO0l2DRFRlyWmyEl9wrV3pHCnVX3qJPJUbk8nnHlVlLtEVuHmGkPyJPeN05ZkrQVEErI2J59ChTwPxGNg5L1wylnRLM2LUjSaolICHkK/4Seik+5Qt+/B2Oa8+HBUKtakDOQrSgZtryc2qyNm7J8+l1Jd1wpke0inVJrcQFMujxpUAE723EpKSocqTZRIz1qjOKZfQ4hxJ5SrgjEfrfaQyxp1kqRmrPdRbT7IospZhDvXZz3OxthsG6lr4sm9he5IAvittGu1LO7Q/t71UyG/l91NzTIbAXMkFtBcDpkLaSUoPgsELCFbgUgKuCZlGuQ7Y5Ud1prS01KWCOisaqOJd/DuOAEoK58J+mHWcqu5lGAiqV+mVOPDdIQl/2ZSkbj0BI4ST77XxXMvWDK6j92zUXB7mk/wAVDFg17SOVTm3qTG0/JSuQlX7J+mGMltxLQWUHapSre/gYiL2rNCWCG4E/5pQP/Nhg/qjBWmyKVIPJIuseeHl7fNPFCp5KVSAQCbYYuEkmw/XEUd1HQ5+GkKH/ANf/APHDdefSs8UwD/63/wCOE71nmnNoVB0UncXwTa1/fhNCiVpAAuTbk4i/88S4T/QBb/vf+WPv85nD4kxUj/H/AMsd3rD1ThRqeSkxXybkcehx9S7bgHEZGY3T/sAP8WFE1l1Sge7Tb44Te0J3cv8AJShDvF7+eHLbwuPEMR2DNmT5LcKJFLrzyghCEgkqUegxOq1p3m6i5cTUI0OLJqj7oZQz43mWnCpAQ2ruvEpSipQ8FwDsBuFFSBPqNCey3qPMBdOVys1KjinR4cmXJiJUuEuNYOtrCCkHxEIIAUfxEAXHIsCJFlDUerUyi1PL7iGftOlRFMwVs7nGisNnuWlk32ugBPCj4hYjqQn9qbSsvaK5MU/W9QZHsrkkJlyHmkgl9xI2xYoZaK+dh6IcWraLJBO7DPRbLmoNaiysyZqohoeWnUIRl+gyoiG5iE3JXMlWKlIddvcNqWtSB+NallRxE3tcZHVWrKbqbYcZVY0PN+dadnSTqBQs1rfVSpio9Uy9UkJYTLile1DqJRSVb9liS5xuFipFiTo/KutVGzhlGJm+i0upOx5cdMhLbrSWVoChcJUpagjceLAKJIIIBBBwwqWTKR3ZecbaitqeZZW64QG2g44lCnFbgUnaFFVlcHaAeDikE5OzJqXmVLLWYkDLMJhkx6fHqiFS0L2AuIWy2oKbf7zeC46lAuLnxFQI34cityFoGTqZT/Yvth2O19ktAmVLRKS53JC9v4UgghJDm65Ck7CNpuMQzUXWrL+XWyzAnlx1Sg2kxmw686ojoyg3SQOhWQU38IClX2xatTasutO6app9MbqdemuV2uTIzx2R1IS7I9lAWkWTdEdoEkb0F1akt7hu+zskU+mV6XqJmiLTmVMNCNRkSZq1tuhtR9mDLKGu8S6U7fFdwhVylJNl4XxAAAZXCEVzvVc4UvTao1GVU5NHzExPXSqVJ7wOpccDovILSPApPdtlSkqHhs4lJAVgJoZlKmwZdXzKVO1jN81TX2vV5Kg4h90pDgU0NoKG7KTtb4SmwsL84bSq7Ws4VsUTKsVPtTbCY8Snt7FRqXEPG+QuykpKtoJ28nYlDe4JWtdjiHl3RrIik1OqTPbpy7JMZtK5c2UsdUNkKBUQmyUkEJSkXICSoO2wM8ps5wjUnLdXqqiKjLIjcXUpzaFfTn5DAx7M+k2T3jTpVep/tiOFx2Vhbw+LaNzn6YicTLuZc4UeRXc71uPk/KEdd3m3qkWI6Co9JMskLkOq4GxB2kkJO/hRjuYM89n2gRmco5fyPnTNoddS4hVMioo0J5QBFgXCl5Q8VyNtiQk+QOE3gYau2zkq14WqulkpQj/a0aKV8AzEOR91/QupSDgK5ppollLMMXOND0ZpkqoS3i+5VKdRmnVxSeS8T+IEk/kBUbk2NiQDn6gZOYgofzhprnbI0N4hsT6m21NpyCegdcautsH9pwJT6nBfL0mTp5VGZ1FeT9jKKFyI7St7DbSyAJDJ6JRyCoCySCTbd16ZXRCtxKGUOJYW2pp1ad6EqSRvT6i/Xr8sPY1JfeXdaVIT5k8fp1wpXVIqtIL7L4iyGU+0RpBF+5cA4Jt1T5KHmCRhxlqtor9EiVUNFpb7d3GiQS04OFoNvNKgQfhhpcU6AFAM+aS16rS3KtkvM5pT0gXkx32Q8y6sAJDlrpUlW0AGygCALgnFNVjs4Zii1mDnHPGY2JyKY8XG48WElBJUhSSTuUs2sog2IuDbGtluhI5xXue6u2+pUDddKEkqHkVW6fLCteT4SmuaBkLPPaX0Lruu2hM2mZXzIGq9TbTIER5za1PUlOzuXFno4UFWxXABUUqvyvHkVOytnWlzZFMqGXKtHlQ3VsPsuRHAttxBKVJULcEEEHHqPq/2jFaGZwoIqC0potTjT2n1FsrDD92u5cKRypF1FKkj8qiRe1jaCNTNLdifaNQq+p2w3lubMKSrztsWEWv+yAn0AHGGvoNqOwU5tQtGUdhEGxv0GD8J4bkk4iMWoRWiD3wVx0Tz/wAsGItXbFi22SR5qNv0H+eNSQSFhGua05Uuju2A5wZbK0IbWsEBSAQTxcXOIVHqUlZ/rAgdbJFv164b1jUjKVICPt3NMNDjSAgNl7vHAB5bE3V+mI9RsclSab5w0KyW5kdAAU+k/A3/AHYct1Fq3gSpXx4GM/1LtJ5NhBSKVTqhUVpNgraGW1fMkq/4cRmpdp3NEhRRRaHToSCOC6VvrHvBukf8OIb+785UxlGuekLV6Kgv8raR8TfHZrYgJMiROZjp2qBU4pKQBY+ZxiOqaxajVgESs2zW0X/DGKY4+H3YST88Rt6pSpznfzZTsh0nlbrhWr6nEZ22JUtlB4Ely1znjtB6dZNAYfzRTpUpTanlD21IZYaSbFx1zkJF+AACokGw4JFLSv5RHRaJMVH/AJ7wndh2lLdIkqSo+5W/nnztig6t2TtPNa687XKrrHU6DUJKEJcp8uMlbG5I2gsuFxIAsE+FQuDe1xbDzLH8nAzknMUTNLue5GYGKe6mVFgmmpZQ4tJugrX3iwoAgGwABt6cYi1Kz2GA35q3trKiWiTJXoVTqrmKvUWlS6PBpiZ82EzMlRZUlxPsgWm+1RS2bkE2txeyvS+PP/tzdmVmPmlGpGVPYqFnCW4iQ3Np7q2WJkrxJMZSVCzbqj3AbWVDvFOKQU3Axo3RXN2Yf505zytUHZAm0+NS1uqCSFbHPatqN3lbYpVv7eJZqLpfStVcoz8p5hbWhuWkLaebN3o76TubeQfJSVAKHwwJ7t4g5Uinbtt3navP/s/6zOZxmTMkZzjIhZiYuzMjOI2h5afD3oSeAT+FSfUoI46Vfrlps5pFm4ZlokVxWW645teYbH+rPnyH6keouL+eLF150/zXEzJFrRhsUzVDJT7Tb8xmzLVXjXPdPLBsCFgEpduOO8bcupG7FqZ0psPVHQ6VmCO5GeTIgl5t5haXBGntJ3lhe24Q6hYtborgpuFDEJzIwrdlTvG7Xc9D9fmsg0x9TxkVFoK7tSwy2VAAlCfUXP5iv5WxMMsZxqVEfS9HW6opI2NpBJWq/CQBybnyGAtLolSm5SpWYXYhaaqLS3mXUt7W1kOKSq1uPxJPGG1LzJWcv51y+1lWnmoV1FRa7hktgo9pJAYSLmxVuVu56EIN/QABnCPLWtBceVcmnOWNYMzan1as50yyxOZy1FXPdh1VSlt94EKUiKhCeFvOkWsbosk7gQADvDSbOkCswYszL0ePEo0+K3NgR4zKGm0NuAKB2pAG4hQJPrfp0FS5dk1GmNsxqi+Hai2Q9LfAsH5Rt3jnQcEgAX5CUpBva+FdFakzlHN1Y0+dV3cWnyjPpfQA02YVrbSD6NPB9n3JZT6jFpTpljRu5KrK5BcdvHRaVpmoNNqtTmadZ2p0ZxEpFmO9RualtH8pB/MLfp5YyhqarSjSHWWXpzqmis5fouZmPacqZlDiRTWHPw+zyVquTZZsVDlCdpVwreL81Ay8qr0lFRhJPt1P+9aKeFFPmB+/4jDOHG077QGUFaZ6x5eh1loWW2JAssqAsHG1iym3ACeUkG1/K4w6C0bmKKWtd+ILM1eoNbyvNECuU92K8pHeIS5YhabkBQIJChwbEEgixBIIJHF4Hyxa2qHZuzPpDk2nNUPOVXzXkuhqW1TmaklC5dEYcIPcl1IBdY3fhuB3f4bWN8U8X0nkYkU3Go3cVBqM2OICdB4+dsdpe+WGXfJPuGP3fp9TgkIaIJeHBuMLIkEcbuDgYHb9eMdpdHUHjHCUhEou3It15GHKHx1CsBUSAOvOJ7prlqrSquzmKRQpLtKpqTMW4uOtTbqk8ISnj7zxlJKU3JSlVgo2SXEwEgbJhT/IGVHKfFXJmhTUx9sKkKAKVxmFAKb2H/td6bEHoDzxwq0chtVTN7zRiB6DlunPeFxtxSTLWhd+6bN792lQO9Q4JBQPzbYRpZp/WtQ67KzznJyXFiuIdiGFHkLbaeCjZd1DapY8KfEQlRKbgIHgGiosWNBjNQocdtiOwhLbTTaQlCEJFglIHAAAAAGIz3zhTGt2CAuXqfCklsyorL3crDjfeNhWxQ6KF+h9/XHbiQRwMfnHQgc4TL6T5YEAnKL59hymaN9r0ulpnzKesvIikA98CkpWkXIAVtUbE8eR68UHWNQtW67VnDlPJVegFbJjEraSwhNzcqDj1rK4A3BCzYcEc31A6+naQbHA4uRUFU2TsSho+C4FifM/9e/BWmOUiz/knQyrqmmu5+lFU9KXFQ4cR1wNRVuAhTpcNluukKPjVbqeCTfBD/2eM1VuamTnHUF1bCUltKITBbfU2TyhT7inFBPqEbR6W4xeEVxElH2gU8Onc2CPIcA/xx+df5uScO3FJHVRyi5Zybpdll5UCFHgwIaFSHVE/jWBdTjijdS1cXKlEnFKU/OGW62/VtaM/wA16RCpzphwqbF8clJWoJahMoNv6U+oo3H8oISSAgnFja7SnJFFpGV0K+6rNQbYkgH8TKUrdcSfUKS0UH3LxTWccrv/AOlah5Vp8YRIFEyw9mlttpsBv7RmOLbS8U9N6EF1QPqb4G53Q9U4BBc96t1NyqwMx56piajVl96jLeVafI7qHT2UK2OOB2x7lhCrtqkBJfkOJUG+7bTgDkzOusOaMwyHYOZsuZahtrCkRqZleCtkk8ncqQ24856blOXJxFs40you6y53pHsTt6ZWHqLBbKvCiHFUpphtPPQJSVc25cJ5viS0XKOdKBTJFUkyE06I22uQ86+pPdpSOSVHy+PoD05OGCmX5bwn7w3BWqOzNqX/ADvaqeWcxMQFpZPs89EaIuPClNuNOOMzG47vLBV3LyFo/CohKxwQTWlHeydmSPWsv5Vmb6Hl+vK9jZaPhjfc3cjC9/ukuOvBA8kFKRwMVlSV58040OzRqpXJSqXOzvNbRDW/dpbMNLakMkJVyklC3XLH8riehBAU7GuXKivI9Ur09TgazXWnpkcOcFMVICCv/hWfkPXDGsIMnqlc4RC1ea7KYokOGtYG6CkvAi53EG/OHOjEtUjKDqwolIq1RCSTf/3py/63xWUvUbLFXgVerQKohcamhz2ldiA0hG4E89RZCrEcG3GLP0epb9F07o8eez3M2Q0qdLavfu5EhannU39y3FD5YO9sBBBlSutVNNPhOPqPiAskep8sU7Wqn3khQKrqVuJJPuxM8+VXu9rAVwgbzz1P/X78VhN7wgyXFG5vtHpglJuJSOKxL/KHS5MJOXJcOU4w4tqSnc2spVYuN3HHqLYxc3mWrttoQJ8yyUgf17n/AKsb77X2Xsm5izVkyl5/q66ZR5USoJXKQ8hotOIUzsO5YKeqhweuK2Y7JnZoeYbe/wBP6PGgK/8A5CCOo+OI1Wi57yW/qjMeGtAK01M1tyXSUFEZ9+pPJNtsZvw/7yrC3vF8RqpdoXMcglFFp0Wntn8zn3zn62T+hxSjLhP8cPGXOh5xa1L2tU6x7KkpaZb0sxJ9fqFOKhn3NtfuarmGa8hXVvvSlv8A3E2T+mGTLyfxdMA2HyE+oP6YKxLupukcjriMXk85UsMawQ0QibTwJuTh22+D7sDW0LSecOEbhhQQlRJD46eWFEvWPWxwObWUm2FQtQtexwoxwmwiKXSOVKNjg1Q865oy2d1Cr02Ii9yhDhLZ+KDdJ+mIv3i/M4+98QPhjvxDhcJGQp2nVbOSa05mGNUGGKg+02y++1EaSXggKCCvw2JAWoD0ubYM1btA6iVGGiCxUY1NCU2W7BZ2OOn1KiSQf7tsVYJFzbHzv/IYGWNkQAn95U4lO9QJNR1JiRk5irMo1GnBQgVZISuVHCvxtqKv65lVgVNLNjYEFJsoONMMqSMnO/alEzBQnnKm22iuUp10x2JYFwpNnQATtJKVDcpCrclO5KxPfkG9+cJqeHnfDKlJjnI1K6qU8cqyMkaR5Lo+i7WWqTLbrEKlCoKiMvuMqVObL7ryEsqQpSVOpStKFJBPiSSOuCOm3ZRpGVsoZOzbVYTDlfYjuVZ5bYCkmVJTfg+YQle1PptSfLFRuynHDuWtSikBIKiTYDpjTPZdrdSzFlqtUep1STKFMfYEZD6ysMtLSobU36C6Dx0wE24p+MKY29dVhhUZzPSilv7TYRZxk2cA9B1/6+OIRmJ8wzDz1EFpOXAtUsDq7THCn2gH/uiluR/dadA5Xi781U9uJVZEZSQWnfL0vinp+6hVZ2PsStDajZCwFJWg/lUPMEXBHmL4IMiEf8QV8ZGzSxV4TcR5wFwIugk/jR6fEYhedaPIyrX0VOlrU006ousqTxsVfkf9eRxV2mGYn8t1ifkQPuq+wlMSKa8o7lKp7wUqOFH9pGxbSr9e63fnxoF0xs95XUhSdjv5SR+B0D93P0OEGDPRCIgqb6bahws30dcGqttOOhBZlsOJCkOJIsbpPBSR1HxGMy9ofQmXptUnM0ZbYW/lOe5dsp8RgOKP9Us9dv7Kj5cHnkvKLmGblHMCJDBIUysocRfhQvYpONC0bPFJqoj5czDAbm0bMTBQ2h5veFXHibWk+Vjwf+WEg03bm8IdWmHiFgQv8cG2PvfHFpdo7Q5zSKtMVWiPF/LVXcUIRccBdjuAXLKgeVADkK8xweRc02JNh5g4lNeHCQoDmlpgool8jnCiJHn1PpgWmUVdMaW7J+j8SuPf6TsxNtvRobxbpsc2IU8nq6sf2T+EHz58hfnODRK5rZMBSjQns2x48ZjO2pkPe4pIeiUl1PhbT1C30+avMI8vzc8CT1PMtbz7mhOXqIWTTVLKIzjI+6aZF7ukDkWSBYEbSbAKBIGLH1CqsmmZTmuQlrTJdSGmShQSQokDgkEfUWxHtHcr/ZFDXXZqGlT6orcpxLYQrugbJ3WJ8RIJJ3G/HPGAbjBcUcADAU4pVMiUWmx6ZBQUsRmwhN+SfeT5k9SfXDhSrY+FY6C+EVuD38YGnLhw3Ub4SUvyx+WsW3W4wity4wQLk3qMwRo63L9Bx8cQSVIemvpZ3KUpagkC/qcSycgT5KYqiQ2hPeOWNrjyGBFOpbH2wXkg7G3BsST0O3dgjRAlIVJ/CxHQynhLSQkD4YZrdCuTwL4XkOgJJwOfcCmlgEi4Njhg5SqI6sxXHm6JWEpJbgVEJeP7KHWnGwr4by2n/HgPqLLjZeq+RtX1Rg7SJ8BrKNbcCdwiyG1KMcrH7Lm9affuQPMDBefmJyq19rKk+kJco9Upbri3i5Za3ErSlSEgG6dl0q3G3KkFN7KsAkiflIVKlZlWmu5dzE0iA9CnffQpTaQQElg8tLtySiwKvFe5sB1GmQQnNIEr9X+z/A1VrqdQcl5xXS66oNtvy4oYlMzEoQEIcfYcW394EBKO8bcG4JG5N+cPKvkjR/R+I1X+0Hq8nMT8FIkRqKG2kJdWnlJTAZ3KcUFAWLinEA2NkkBQp/Oeg2S80qQql5kzRSGEcIZTLbklA/ZDrqC6UjyClG2FModnKhwURmKA2zVO7kpXNdrae9bUgW6MtlCCu/RSkq2+XNrJBOBwlkDKi2fZud+2tnSDVqpTZGWNK6Ku1NgBf308E8rJHClr4uoXSkGySpRURf5pdMyzl9GXY0VEcKipihhlRQI0UCwbSUkFJIAuQfIelzKqXQ4dHSHVWekDjcU2Sjy8I8v+vI2xTup2fVVmvx8r5PipXUag4YrbjpKEuLAJUpRPRKUgk/mIFhg9OmJ3FDc5J0em03MmYIWQcvMKTRqYpubVVEgjumz9zHuOu9SBcHqhtd+TzoKhyHGZ7baVEIcukp8jxxiEafZMg5HoIp7DipEt9Zfmy1jxyHiBdZ9BwAB0CQAOmJMmSYy0vpJBbO4fLCu8SQIJqBPbRVltqVcbxf5AYhlQlKWyR78L5mq5n1h59d7lRI91/L6fxwBceKlFNycEb4WwmnKyP/KHKV9lZPktqKVIRUCDfkEOQ7YxiK3VCLqrLl/P+kKxtbt8d2rK2V5jydyWnZLZBF/x90en+DGNGsy0JtpDasux1qSkAqLKOTbr0xXXI/qFSqR8C//Z"