{"id":11320,"date":"2022-03-28T18:16:35","date_gmt":"2022-03-28T23:16:35","guid":{"rendered":"http:\/\/www.santarosa.gob.ec\/web\/?p=11320"},"modified":"2023-12-26T08:24:28","modified_gmt":"2023-12-26T13:24:28","slug":"tips-on-how-to-purchase-cryptocurrency-what","status":"publish","type":"post","link":"https:\/\/www.santarosa.gob.ec\/web\/2022\/03\/28\/tips-on-how-to-purchase-cryptocurrency-what\/","title":{"rendered":"Tips On How To Purchase Cryptocurrency: What Traders Ought To Know"},"content":{"rendered":"<p>Conversely, in case you are using TA to work out future value movements for a given asset, you ought to use FA to confirm whether or not the value trend you are witnessing is poised to proceed. Cryptocurrency buying and selling is the shopping for and promoting of cryptocurrencies on an exchange. With us, you presumably can commerce cryptos by speculating on their value movements via CFDs (contracts for difference).<\/p>\n<div style='border: grey dotted 1px;padding: 11px;'>\n<h3>Best Online Brokers For Buying And Selling Cryptocurrency In December 2023 &#8211; Bankrate.com<\/h3>\n<p>Best Online Brokers For Buying And Selling Cryptocurrency In December 2023.<\/p>\n<p>Posted: Fri, 01 Dec 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiTmh0dHBzOi8vd3d3LmJhbmtyYXRlLmNvbS9pbnZlc3RpbmcvYmVzdC1vbmxpbmUtYnJva2Vycy1jcnlwdG9jdXJyZW5jeS10cmFkaW5nL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Every particular person market order positioned equals one entry less within the order book. The thinner the order guide is, the less liquidity there&#8217;s available in the market. Because of that, exchanges do not favor them and normally cost higher fees for them.<\/p>\n<p>Remember that, when buying and selling CFDs, each contract will specify an amount per level of market movement. If the CFD is for $10 per level, and the underlying cryptocurrency price strikes 10 factors, your profit or loss \u2013 excluding prices \u2013 might be $100 per contract. The second step towards trying out a new technique in crypto is to switch funds from a traditional checking account to your newly created crypto exchange account. Hot wallets are those that on-line cryptocurrency exchanges offer to their customers and are linked to the internet. Because they\u2019re online, transacting with a hot pockets is faster and often easier.<\/p>\n<p>Some frequent information you have to present when establishing your account consists of your Social Security number, handle, date of birth and email handle. They are software program purposes for desktop, tablet, and cellular devices that help track each type of funding you make in the crypto market. Now that you understand the kind of dangers you would possibly be more than likely going to encounter, you must issue them each time you&#8217;re about to make a buying and selling choice.<\/p>\n<p>Hacker assaults can lead to stolen funds or loss of entry to the account. In both cases, restoration from injury is usually hard <a href=\"https:\/\/www.xcritical.in\/blog\/how-to-create-a-cryptocurrency-exchange\/\">cryptocurrency exchange<\/a>, sometimes even inconceivable. A bear market occurs when a market experiences prolonged value declines ranging from 20% to +90%.<\/p>\n<h2>Coinbase<\/h2>\n<p>Before diving into the world of cryptocurrency trading, it is crucial to invest time in learning. You can rely on Binance Academy\u2019s educational courses to grasp the fundamental buying and selling ideas and specific cryptocurrencies you&#8217;re excited about trading. Cryptocurrency buying and selling often aims to capitalize on value fluctuations.<\/p>\n<p>It could be very exhausting to calculate the true value of a coin because it has lots to do with people\u2019s perception of it. If a coin can remedy some real-life drawback or present added worth to people\u2019s lives, its intrinsic value rises. Bitcoin, for example, makes monetary transfers between ordinary <a href=\"https:\/\/www.xcritical.in\/\">https:\/\/www.xcritical.in\/<\/a> individuals simple and low-cost and that is half of its actual worth. Fundamental evaluation (FA) is a method of establishing the true (\u201cintrinsic\u201d) value of an asset by examining economic and monetary information related to it.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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6jlzIlARZTEtfVKd4K\/KXvNhZI6Di0iqI6gYeoWFqTL0LDdHk6ZTpVGRmVlGEtNIHYlOg11iRsBuG\/WBAhjBAgQIABAgQIAMLUhttTjiglCAVKJOgA3mKD69jN7aRtYx7tEVOvTErX8QT09KqdJJDC31FpIvuAbKQBwAA4Rc7yqMfJ2ZcnLaLjPOUPSWH5puVUL6TLyOZY3a\/XXURSNgWSErQWVKHSc6RvxhMTJ7N1GMXNxYRkkXsBEjh+gVnFFckcO4dkHp2pVOYRKysuyLrddWrKlI853nQcdIz8kkns72c4v2rYsk8GYIoztRqc6bgJ6LbTYIzOuL3IQm+pPwkA2lcm\/kd7P9g8lLVuel5ev4xKcz1VebumWUQQUSyT9bABIz+Wq5uQDlE3yYeTlQOT7gZunBDE5iWooQ7Waim6g46L2aaJAIaRchOgvqogFRA9mjRIaQBoABuECBAhlAgQIEAAgEA74ECADVNpey3Au17DL+Esf0BiqSDt1IKxZ2XcsQHGljpIWL7x3G40iqjlRclTFHJ1riZppT9UwjUHiinVUo1bUQSJeYtol0AGx0CwCpNrKSm4KIPG2CsN7RMK1PBWLqciepNWZLEwyvq3hST7FSTZSVDUKAI1EJqxFEIsdeB3QUqA1j0rlB7FK9sC2mVDAtZu\/LA+M0yeykJnJRZORe4dIWKVgblJUBcWUfNdQNwiOORBbk6iMWudTGVXtuEYV0RYQhHtvIqt9VJgC39uv\/ABV6Lkopt5FGnKhwD1mdf+KvRclGiGgQIECGUCKFtqIA287V\/wBO9bt+vnYvpG+KFtqRH0+dq17\/AM+1b+POwpbgQdoxaMnQ2EAiItErYkcNJ\/lkpJ\/w5j7oIvzT5Iig3DWmI6UB\/bzH3RMX5J3RUSjMCBAigBFaHhLNkSsLbR6XtepUmoU7FzSZKorQgBDdRYTZClHrcZAsLb2Fm+ull8eV8p3ZCztu2K4iwOhhpVTUx47SHFgXan2ek0QfY5tW1EewcWNdxAKXswGh3wYLvCKUup6D7a23UXStC0lKkqBsUkHUEEEEHUW1sdIMAeuIJsWz8IzmFoR188GINoBotY8HUb8myT\/0xPfvkx05HMXg6f6WyT\/0zP8A78R07FoYIF7EHtECAdQe6ACiHa+s\/VC7YR\/j\/X\/\/AHB+NYdUY2LbESOUNtiIP9n1f\/8AcH41dbhiaYCSKjKnUOj0GPR+TtUJZW3\/AGZoS4CTjCjADt8dajwlNJxOmxVSnU95T88encmqmYlRyjNlbjtNWGk40oilq5xFgkTzNz5UPWn5Jp+i\/GBAgQygQIECACoblpcs\/lP4M5RWO9nmENqs5Q8N0CdaalGJSSlUKbSqXbWbu82XVaqO9R3x4TSOXPyqaVNNz7HKQxAVq1CZwCZaN+tDrake9Djl7zCVcrza3KpCucNRYI0H9qMRzfWkoQtCW2ikBCBY9dheCyG2WPbE\/Ckba8LTMsxtuoEljegOn12rUphuWn2kE+UEt5WHQPa5UE+20izjAGP8JbUMIUzHeBqyzVKJV2Q\/KzLVxcbilSTYoWkgpUhQCkqBBAIIj5vMOYlq1BUFSL92lauMr1Ssdx1HHWLFvBXcoGXZ2lVHY65MrZksVy7s\/KyKzozUGEFS1oOmi2EqzdrSNN8Fp8ApWWnQIG7SBAWCPAeXFsua2mcnnETrDLZquFWjiGnuqJBSZdJU+kW352OeSAdMxSeAI9+hGclZaflH5CdZQ9LzLamXWli6VoULKSewgmACg1txLqEvNquFCMhRNz1Q28VXR5+o0AqUo0ifmZBRXvu04pGvbpByrfqbwmyBQEXuTHunIgIPKmwJb9HnPiT8eD5wY925Dpvyp8CAfo858SfiRouHgQIEWUCBAgQAUO491207ULn+zStH92vRHaWveJDHoP06tqOu7Gdb+Ouww0sBYxDZN70WDeDk2gYCwZsuxRL4vxxh+huvV\/O2ipVJmVUtPi7QzAOKFxcEXHEGOsvp9bC\/\/GnAn+8cn+EijitUdqtSSpJ0lKVa343jXPpYUu9vGHO2GpDL6fp9bC\/\/ABpwJ\/vHJ\/hIH0+9hn\/jRgP\/AHjk\/wAJFC\/0r6V\/bC4H0r6Xv8acPmh6gbo+g7DeLMLYxkFVXCOJaVXJFLhZMzTZ1uZaDgAJQVNkgEBSTa99R1xKxx74LWhy9A5N9RkpdRUk4rnXLnfcy8qPvY7ChjBAgQIAIrEmK8L4Op6ati7ElKocipwMiZqU43LMlwgkJzuEDMQCQL30Maz9PrYZx20YDv8Apjk\/wkc0+Fkl0zfJkpksskJcxhTwSP8AITMVXs7MKU42lXjLgJAN7Qm6FZfN9PrYZ\/40YD\/3jk\/wkD6fWwz\/AMacCf7xyf4SKGvpX0q5AmXDbjA+lbSzvnXR5oWoLLE\/Ci7SdnWNNmOBZHB2P8N16ZYxYl55mmVViacbb8VfGcpbUSBcgXOlyI4iF8otGoyGzmm0+cbm0TLhU2bgW3xtwHAQmSZuVG1tTpFnfIZ5MbOzDCrO03GVMKcX15gLYafbKV0ySUAUt5T5LqxYrvYgWRpZQPKXIc2GNbX9rCKzXJJL+HMIhuoToWkFD8wSfF2CDvBUlSyLEENEHyotbGgsBbshpeykCBAgRQwQIBNo8G5W\/K4wPyVcDpq9WbRVcTVUKbolDS7lXMqA1dWd6GUG2ZYBvcJGpuAR7DizGOFMCUV7EeNMR02h0qXHrs7UJpEuyjqBUsgXPAb45E2g+Fk5MWEphUlhRrEuNHU3BepsgJeWCgbWK5lTaz2FKFA9cVm7S9pm2XlP4pcxhtTxRMTTWdSpSTSS3JyTZUSG2GR0UgA5cxupVrqUo3MEpmB6JTkAeLB1afZK4wm6FZ3grwymES6eZ2C11TPt1VloK9zzRHvxtWE\/C+7BqrOMymLcBY1w8l1eVUyGGJtloe2VkcDltPYoUdRpFfaabINjKiSaF99kwR6lU18ZXZFoj7WFqCzt3whHKz2UbW+S9IUPYxtHpdbGKcRykpUpNtSmptuUYC3yXJdwJdbTzzTFlKSArW144hp0t4pT2GEjyW0\/BEYvBlGM03NsywaW0q4y7onASlIFtwtCe4+QDujv\/wAHHsBal5SY294lkUmYmS5IYfQ4k3Q0Oi9Mi+l1HM2k77Jc3gi3EuzjBFT2l47oOAqQAmark81JpcLZWGUqV03SkalKEZlHsSYuzwphmkYMw1S8KUGURLU6kSjUnLNJ9i2hISNeJ0uSdSdTBFBRK6cBaBAgRYwQhPT8jS5J+pVOdYk5SVbU8\/MPuBtpptIupa1KsEpABJJNhaF\/MTFXfhSOVDWK7ilvktbPJ15qTlQ2\/it9lakmYfWAtqT0HkISUrXYkKUtKTbmyCCPWNrnhcNiuCa1M0HZtg+sY+dlFZFzzT6ZCQcXexDbi0rcWAQelzeU6FJUDeEtlnhc9kGLKtLUjaZgOtYFE0rKJ8TAqUk0eBcWhCHEp4XDZAvrYaxW9QcH0yjsJLjCXH+K1C9uwdUTDtNkXkc0qWbynf0YnUKy\/Gm1GQrFPlqtSp2XnJKcaQ\/LTMu6l1p5pQBStC0khSSCCCDYgw5it7wa+3acwziRfJ7xDPuO0WqpemsOZ1FXic0kKcel0k6JbcSFrA3BaVW1ciyGGnZQIECBDA5r5d+wtva3scmsQUeUCsS4MQ7VZEpSM78sADMy9yLkFCc6QNSttA4mKlwtKkBSFXBFxF\/akpUkpUAQRYg7jFKPKY2XjY5t4xbgRiXW3TkzfqjSSW8qVSUyOcbSjrS2Spq44tHjeJkhM8xKusRhVrQfondBCnhxiBbHtnIpv9VHgDT+rn\/ir0XJRTdyK+jyosAAf28\/8Vei5GNIjQIECBDGCKFtqd\/p8bVtP7Nq18edi+mKFtqX9Hnav+natfHnYmQiDgC41jF9LwCqIFdknhhV8SUr\/PWPuiYvyT5IigrDR\/lkpR\/w5j7omL9QLCKiNIzAgQIsYIFidBvgQIAKk+XdshTsq2+T9UpsqWqLjZC69KZSVBEyVWm27njzp5zTQB9A00A54t1RbJy9djp2qbCKhVqZLqcrmC1KrsiEWzONNpImWrkXILOZQSLZltNjXdFTSVhaAsbiLiJZLDAFRjOXW14xpYEWjOdJtrrAOy1XwdQtybJP\/TE\/+\/EdORzB4OZ5p7k1yZadQ4E1mfSSlQIuFJuNI6fihggdfdAgHcQOIgAod2xAnlDbYtP7Pq\/\/AO4PxqrgO60E5QWOHKHylNsMmKcl1P0fV\/XnSN1Qf7I0k7TyRrRyD2P\/AP8AWFZLZYgnYxgYGwwXTT3sBXwxtWzHZPg6mbScJz8rhGlMPStckH23ESqAttSZhBCgbaEEXj0D1HzG6rGJ\/BVLDeL6Evo9Gpyp\/wCKmPOV2dzkqOrL31gQO6BHpI4+QQIECAChTl3\/ANOZtZvxqDHxNiOeKwQq1+ofBHQ\/Lw\/pzdrP+kGPibEc7VUnQjeLRLM2b9Q6JSq5hmTaqLGVxLfQeQbLHSNu\/uMemckKk4jwHystltWpw59h7EkrIKeZuClqZJYczpvoMjir8LRteAtl1ExJsuw5OKZ8VnHJBChMspAUdT5Q3K8+vbHtHIg2J4mPKXodRqUo3M0fDzE1VHplB6AUG1Nsgg65udcQoD7EnhHJjzNz0nZPEkrLV\/NaBAgR2nOCATYX80CNA2\/bTZLY3sXxltLnZ1mWNBpExMSynb5XJspKJZvTeVvKbSB1qG7fABR7X6mzUtoGNqhL35qaxJUn2\/tVzLih8MJpd114xq2Dy8mlB15SluOqK1KVqVE8Y2FKyfK4cIzb3I5HWYEx7zyGj\/2qMCXP5\/OfEn48ASvtsO2PfeQzryp8B6i3PznxJ+C7Y2i4yBAgRoUCBAgQAUO49P8ANp2oW440rV+7x12GCeuH+PbJ207Uf06Vr467EendpeM3yIzqTp6Yyew3MY8nzwZIGtgQTxgoT5AARwjIy+xMZSNIwG4XIMtA8GqLcnyf\/TPOfF5eOro5Q8GsLcn2f1\/snnPi8vHV8aR4GgQIECGM4z8K2bcmukn\/ABxp33CZit5hKgyi5Fso0t2RZD4VsX5NVJH+ONO+4zMVwMpTkR15R8ETIl8hgn2t7X1jJTxI+U+iASQrRRtaAM43JB7b2iUg5ArU3ywFFNt1+y9oNqRrG9bCcAo2nbYMJYHdYW\/LVOptCcQg2JlUHnH7dzSFmGIs65GmylOynYTQ5Wali1Va8j1aqOZGVYceSkobUDqMjQbSQTooK6yI9yjCUpQkIQkJSnQAcAIzFlggQIEAGt7SMfYc2W4Dru0TF00Zej0CScnZpaRdRSgaISOK1KslI4qUBxiiLaBtBxdymdrFY2t48dWPHnrSsoFZm5KWSTzMu3oOihOhNhmUVKOqjHdfhdNsDzNEwjyfKJPgTFfd9XKyy2TnEq0vJLJVwKVuh1dt95dJjiGjU1ql05qSbQE5B0gOuJkSx0y00y2lttAShAAAtBySnyozoBa14KSpR3e9ECBnvu0jFgQIBAsRGAm432h0MCk2OhjBFja94F7iydLHUmBoLkgkwWI7K8Ghs7RWto1f2jzrCy1hyREpJqI08YmSQVDrKWkOAjqdHZFkPp88c1eD4wW3hXk50+rFZL+KKhNVV0EeQAvxdCb9WVgK\/VmOlYtFAgQIEMZr+0PGVP2dYDxFj+rNrck8N0uaqz6EEBS0MNKcKQTpchNhfiRFBdGn6rjTElc2j4lfVMVWvVB+fmHVG5LrqytR9J9FhFrfhR8bHCvJNqtEYmXGpnF9XkKI1zSiFKHOGYcSbexKJdaTwIVY74q5oUiJOky8ugDooBNuswmSx8EiwEYO\/fBr26MYNxpa8Q+Aof4cxDUMJYjpOKKQsInqNPMVCVURcB1lYWm44i6RF5uFMQyWLsL0jFdNP5TrUgxUJfW\/rbrYWnXjooRREQBwvFufITxS1ijky4WT40XpmkKmqXMgm5bU28oto\/2K2tOoiHFgj3+BAgRZQIrz8KpgdErUtn+1WXSUl4TGG51R8k6GYlgO381d+nVFhkc0eEWwqvEvJSxPOS0j41NYdmZCtMJA1QGplCXlj7Vhx49wMJqxFTdgNBBSOswVtYcQhzgsXEHNgLXiGiT2vkU2+qhwF\/nr9v1q9FyMU3civ+miwB\/nz\/xV6LkYuPA0CBAgQygRQrtT\/o9bVj\/jtWvjzsX1RQttTP8AN52r2\/u2rXx52JkJqyCuN0FO+4MA9YjFogXBI4cP8sdKF\/6tY+6Ji\/gbtYoFw2r+WOlD\/DmPugi\/rhFRGCBAgRYwQIZO1mms1qXw87Ntpn5yWenGGCek4yyppLqh2JU+0D9uIewAYWhDqFNOoStCxZSVC4I6iIpQ5TWypzYTtrxJgUsKZpPPeqVFW4MiV098lTYTfeGznZJ4lo6DdF2EcE+Fw2FTWN9kFN2wYclHHarguZSxUEsoJW\/TZhYTYhIObm3i2oX0Slx08LFMT\/IrUrG0eh0wFmWUqdfA1DR6APAFW70XjQK3jqv1wqZ59cuwr85ZNge87zE3Q9ktdnwmYrDzdNYNugem4R2JBsPOY9Iwts2pss4lnDdAfqc4D9fW2XFJPYbWRHNk6nHDyXHDKfOxZr4J5iYl+SNJNzDDjSvV+oqCVpKTlKkWNjwjsiOa\/B+0er0LYF6n1tCETKa3NrKUrzWSpDRFz16x0pG+OWuKkJx0ugQIEDfpFiKENtmxSv405RO2Cq09iqLQrH9fF2KYp4az753pUI0x7k4YqaBJarN06WVRHh8sd74apBntqO11Q0\/l\/rvn\/Lz0ba7h1WSwtbvjxs3WZYTcUdsMGOSTZ6kGABExhJsDFFGNt0\/Ln\/iJhpzZ6olsLNAYlpH+fMfdBG6dNGR0TAgEWJECPSRzggQIEAFCnLw15Zu1n\/SDHxNiOdKmrd5ouB27+CzO2zbPiza79PNNG+iiZbmPU84Y8Z8XysobtzvjaM\/kX8kb\/PGt0HwMOz5Lo+jXbhiGpsg6ppdJYkFW00zOLfA9HGEyGjzbk+4Znq7swwXTaVIuzc3NU5lLLTaMylkg9W7v3Ded0WJ7BdkDGynDLjc2EOVqpFLs86kghIA6DSSPYpue8kndYCV2UbFdnuxfDchhjAtG8XYkJZEqmYmFl6YcQkADO4rXW1yE2F76RvUYYsGhuTOjJl1qkCBAgR0GQIqw8K\/ynZTFNZp\/JiwPVQ\/L0yZRP4qeYWShUykXZkyRorm784sagLLY0U2beucurwj+HNkcnU9kuxCpy9ax+8lcpN1JghyXoKrWUb6pdmRuCNUoUCV6jIaoqQzNzU49XKxNPzVQnXFPvvvuKcdcdUSVLWpVyokkkkkkkmFJ0S2bfTm0S0o2wDYoA3CH6F69nXETKPXSBuN4kmlqO4xmIeNkK3i8e+chn+mowH\/l5z4k\/HgLZzHpb+uPfuQyQOVTgKxB9fnPiT8C5KLjoECBGowQIECACh7HoA207UTv\/l0rQ\/dr0R9soESGPTfbTtQH+OlaP7teiPuLg3jOXIn6MgZtTwg9xGAdbgxm5VAhUBQ3WVGVEjdAAPVAJIO6G3Qiz7wav9L5P\/pnnPuEvHV0cpeDX\/pf6j+maa+Ly8dWxSKQIECBDGcaeFZNuTbSP05U77jMxW+wAWkKJ3JEWQ+FY\/pbaR+nKnfcZmK32VkMIsPYiJYmwxUi9uMGveCpSq\/SO+DBNri41hN0SZTqnXjHWPg2cJmsbbariZ1BUxh6iuqQq3kvvrS2nX7QPe9HJuvWIsF8F9h1xjDuO8VrByTk7J05GnFlDjivSJhHoEKPI0dwwIECNCgQOy4v2wIBOUEk2AGsAFJ\/LBxe9tM5Z2Pak+9z0jhiYTQJROh5oSqQ24n\/AG\/PK71GNJH\/AFpEFRKpM4nr2I8YT6+cma3VpqfdX7dbrqnFHzlRicJA3CIb3IZlNyYwLkxhRJAF4wE6i41G6EwMqHDtgFNhYGAVm9yYLcWuReChJ2C3DzwAoKNki8Z46brRI4cpfq9iKmUNCiFVGbZlQUi59cWE6emChl0+xrDjWEtkmDMNtt5DT6FJMuD++BlOcntKsxjcYK22hptLTaQlKEhKQNwA3CDRoWCBAgQAV1+F+rSlyOyXB6VqPjtSqVSWjhZlDCEk\/wC3XbzxxEnRKQNLC1hHVPhWZ9+a5QOzuiqN2ZLDTs2gdSnZpxKj6GU+iOWSddNe2IbolmFEDo8TGACNDGQCTa+6ASb2EKvIgq9L9IDviyXwX1Vbf2S4rooVdyTxD4wodjss0kH0tK9EVtWzG5IBG6O9fBYTSw\/tJkVLukopLoT1G80CR6R70OI0d+QIECLKBGjbd6G\/ifYhtCw5Ksh1+p4Wqso0g7lOOSjiUj0kRvMFcQhxtbbjaVpUkpKVbiCLEQAfPzRHfGqTLPXvdsamHpQCd8R9Dl\/EpZ6nAm0nMOy+u85FEfJEgLcIzaIPbORUn\/tRYB7J18\/uV6Lj4px5FZI5UWAgTvnX\/ir0XHRUSkCBAgRQwRQttSB+nztXI\/u3rZ\/dzsX0xQttS\/o87V\/07Vr487EyAgSLDfBbab4MRbhGCbRAkPsNi2JKV\/nzH3RMX9cIoEw3\/PJSv8+Y+6Ji\/vhFRGCBAgRYHMHKW2l\/St5UHJ0qMw6ESOIZmvYanCVWGSbEiGySTYAPpYUb6WSe+OnwQRcG4PGK+PDBSamsFbLsSslaH5DEMzLtupNiguMBeh67sA+aOxeT7tRY2z7GMI7Sm3GFTFZprbk6hjyGpxHrcwgC+gS6hY7hB5A9CiMxNh2k4vw9UsK12WMxTqvKPSM20FFOdl1BQsXGo6KjqNR74k4EAFSzXJzkMH4lq2F8Vuv1Keoc85KLDisjbiEm7a8o3haChQvbRW6N+kcOSlPYTLSMk1LspIIQ0kJHoEdF8qfBDdMxfRdoss0UsVhApNQygAB9sKVLrPElSS4gk6ettjiBHk4kk2FhwEfN9XjljyOL4PSxTTgqOjuSc3zGzifl9xbrDunYWGfmMe1R4zyX+hhary49jPhfpbSPvY9mj2+jd4InDm+tggA2IPbAgHdHSjMr42eSwd2j7XV5Qf5fq58eej0QU9soCSgRpWzBsK2i7XSeOPa38eej0vmRewEfP51\/EZ24\/pRMlu50iUwy2PojpR4+OsfdBDMtm+kSeGkfyw0v\/PGP34jsu2jI95MCBAj1EcyBAgQIBggRmx6oxAAIECBAAyrc3UqfR56eo9IVVZ6Xl3HZaRS+lkzTiUkpaDi+ijMbDMdBe5iovl28qXl5PpnsL4p2bVnZBguYdVKn1Pu\/46FJvzblVb9bcJCVnIyUApJCgq0XAwhOyEjUpR6n1GTZmpWYQW3WXm0rQ4kixSpKgQQeowCZ8zuFKcypC5h4FS0rsL8LRtCDYgCLXuUh4L\/ZnjeUnMTbCJeVwViM+ummJGWkzigD0QgAmWUdLFsZNPI1zCr7GuBcW7OMUTuDMb0Cco1ZpqgmalZpFlIJFwoEXCkkEFKkkpUCCCQYzktxNDCXJTY3iUl3FW3xEMqNxEiwojdCBEs2cwtax4x79yFwByqsBj+\/znxJ+OfGFquNY6E5C5B5VOAyN\/PznxJ+BclclyECBAjUAQIECACh\/Hf9Grah+nSt\/HXojwm2uhh\/jwE7adqISbH6M61r\/wCtehglKrWVbdvvGb5EGCRBzawyC1t\/bBUo0BK762txjITr54TCzJJtoSIyLWvv74CgN17xkpKYCaos88GuD9T9Pk8cTzfxeXjq2OUvBsf0v0+OrE038Xl46tjRcFIECBAhjONPCtf0tdJ\/TjTvuMzFcbQ9ZQLWGUfBFjnhWL\/U2Um392NO+4zMVxs6soN\/YiJkSwwTpe94AAvGbC8ZsIQgEWHCLMfBqtBGwarO2sXMUTRP62lh8kVmgJv1xZx4Nuw2A1EAf2TTfxeWgS3LOrIECBFgCNc2kVk4d2d4pxAF5DTKLPTma9svNsLXe\/mjY48\/5QrL0xsB2lsS5IdcwfWUosL9IyToGnfABRrgFos4dZyiwUTGyWCuFyN46ohcGD+VyUN9Mt7ARN5yOim3miHuxNGAEgG4gXuLiMnXQwUbtDYe\/ALkKE6EqF9euMgJIOhA6owc18zZ3akb80ZAUNTv43gsQVRWRokdUbjsYYS7tgwIyR9cxLTEHTrmmwY1FRPA6d0bnsQcttnwAVHT6KKV8abg8gi7QwIECLLBAgQIAKrPCirKuVNhJsjRGB5dXnM9O\/NHMh3dHdHTXhP0\/wDatwy4Te+BJUAdX5fn\/njmUqN8oTYmIkS9zBUN+6Ab21vrrBiUgBIGsEuQPJtrCsRgnQlQjuXwWjhGJtoDQ8lUhT1a79Fuj5Y4bOo13R3F4LVH8tWP177U+QTfqu45p70NMEWHQIECLLBGUxiMghOp3dUAHz9tj+TVfaB0brM6n\/jKh1YJGW8M2FBdcxCs7lVmcP8AxlQ8IFuMZslbntXIrRflRYBN906\/8Vei4+KcORXmPKiwCbZQZ1\/T\/wBK9Fx8VEaBAgQIoYIoW2pJvt42rn\/HatfHnYvpMUMbUQPp8bVr\/wB29c+OvWiZcAQB366wUgDW\/mg5PG14IoX6W7siBcD7DlvokpVv7dY+6Ji\/rhFAuG\/546V\/nzH3RMX9cIqAwQIECLA4V8MBKZ+T3g+fA1l8cSrfcFyM7f30iNU8Ettlbm5DFuwqqTnr8gU4hpDZSblhZS1NJzbgEuFhQTvJdWdbG2\/+FuZz8l+luWvzWMaeu\/UfF5pPwKis7k8bZXtgnKKwRtIL60U6UnBLVVCVEZ5F\/wBafuNysqFFYB9khJ4AiJfUg4Vn0DwIIy62+0h5paVtuAKSpJBBB1BBG8Wg8WBq207BjWP8C1fC5W21MTbOaUeWDZmaQQtlw21sHEpJtvFxxtHHlIWqekW3Xmlsvpu2+0sZVNupNloI4EEEEdkd2WuCDbUW1jlPa5hcYS2qzqWWg3I4oQatLWtbxgWTMoH6oocP+V7Dbzf9Rw6orIvB0dPOnpPReTX0adXWr2AeYV6Uq+aPZ48V5Oii07XmCfKTLLA7BzgPwiPao36F3gRGbabBAO490CAd0daMThDZU1m2g7Wzb+z2t\/HXo9Q5oA7o852RIvj7a71jHtb+OvR6kUDXSPA6j\/cZ3Y\/pHwHC0SWHEWxBTD\/hjP78Q05vWJGgJtXacbbptn9+I7Et0ZI9t3wIECPTOcECBAgAq75U\/hNOURsX5QeNdlmDMN4GmaRhycaYlXZ+mzTkwpKmG3DnUiZSkm6zuSNLd8ee0HwzfKDkJgKxVsswHUpe46Ei3OSbhHHpKedH7WPHOXcAeWVta\/0gx8TYjnGdABvaE2Ztuy7jYt4SnZTtCl6YxtIw5U9ns9UmG3W3pxfjNOJXbKnxlKUlNwq+ZbaUAXurr65k5yUqEqzPyMy1MS0w2lxl1pYWhxKhcKSoGygRqCN8V2bLMC4YxPsWwTLVmjSswHMNU0lSmxmuZVs3v549K2J1as8nuty9A9UZme2d1OYyuyr7mY0R1Z+vtFR6LN7FxF8ouVgZswXzw6hSdM6p4nHdHZ8CMAggFJuCND1xmOkxBHOnLN5JtB5SmA1zFNlGJbHVDYUuh1CwSXbXV4o6rS7SzexJ6ClZhpmSrouBByB86M5TqhRqnN0erSTspPSL7ktMy7qcq2nUKKVoUOBCgQR2QswbmOyvCi7FpXA+1qlbWKJKpZp+OmVon0IJsmpS4SFLI3J5xotnTeptxR368as2PC0ZPZiH7C7R0LyFFj6qnAV+MxOfEn453ZNjv0joXkKEHlWYAsP6pnPiT8HkC5eBAgRqMEAwIEAFD+Oj\/Np2oG\/9mlaH7tehiAk6HUQ8x5rtq2oJ68aVo\/u16GSSOqM3yTuHAQNAdBAT2RgJG8b4yVbgb37oQfcyR2woNBffCcGAVYG9ofHIPcs98Gzf6QFQPXiab+Ly0dWRyl4Nn+l\/qHZiab+Ly0dWxa4GCBAgQxnGnhWTbk2Uk\/44077jMxXGyCGkAe1HwRY54VkZuTZSE9eMqd9xmYrkaNmk9HgIlkvkyLdpMZHE3ECyRcK32gJtqSYViASAdIs18Gu5n2CVRJ9jieaH7nlorJAF73iw7wYeJRN4MxvhImxp1TlqiAeImGi3\/wDG98Q0UrO14ECBFDBETi2jDEWFazh8kWqdPmJPUaHnG1It+2iWgea44wAfP\/g1dqBLpcSU5RYjqPVE11qRu7Yc17DLmBscYvwPNlWfD+IKhTjmFs4afWhKuwEAKHYRDY99xEEsxa+pMZKRfedIxcbhpGALC6jeARkqIFkaGANONowFE30tGQB7LdCSAC90bPsqm0U\/afg6fdsEStfp7yj2JmEH5I1W5JJSq43QrKTMxJTLU2wrm3GVpcQocCk3Hv2hgXywIa0qfZqtMlKnLkKam2G30EbilaQofDDqLLBAgQIAKs\/ChNBPKdwi9+iYLaRf7Wemz99HL\/kk2se+OvvCs0Uyu1rZliXLbx+j1CQzDd6w82u37pMcfqUEi1+kfg64lkvkydNdIKLk6jL9lAII1vAFyNYVBsBRSNEknvjuzwWTF6rtImvay9KR6VTP\/LHCI06V4sT8FzReZwZjnEhGs9U5SSvbgy0pdv3RAluNHb0CBAixggEgJJNtBfXdpAjUNsWIXMJbI8b4qZBLlGw7Up9ABsSpqWcWBfhqmAChzDM0J9qdqCdUzU488Cfslk\/LEySd9haILBTZboLAHsrkxOHQAXvGTFse2ci3pcqLABB\/q1\/4q9Fx0U4ciw25UWANP6tf+KvRcfGkeABAgQIYwRQxtSIG3fauTf8An2rXx52L54oX2pD+bxtW\/TtWvjzsTLgRA7xBVg6CFBuguh0iBj7DY\/lipI\/w5j7omL+PxxQRhy4xHS9P6uY+6Ji\/eHAQIECBGgzjTwsbRXyVG3bX5vFFNV3aPD74RTTimwm5Yi+qfli6fwpzAe5IlZcOvi9apTg7D4wE3\/bRSzioXmZU\/YfLGcvqQPhl3vg49tY2wcmqiyNRmkLrWCsuHZ5ITlJaaQPFV24gsFtJVxW2uOo4pc8GPtwTsq5RDGD6vNpaoO0GXRSXucdyttTySVSjluKisrZG780X4RdHFpiQI8t5ROGFVrAK69Js5p\/DDwqrWVF1KZSCH0X32LZUqw3qbRfdHqUFdbQ80tlxAWhaSlSTuUDoRCnBTi4vyUnpdnhnJ+mQ9XpwtH1uYkA6O0Babe8qPdY8C2H0dWC9pmIcBOkhNIbdbk8y8xVJrW24xcnUkNqAJ9slUe+xzdFFwx6X4bNMz1SsEA7oEA6a9UdZkcQbH0Xx\/tdP+Ptc+OvR6sGgbx5dsbH8vu109WPa38dej1jJpHz\/AFDXcZ24\/pHCbHfEhQR\/J2nf54z+\/ERqFgnSJGgG9fpo\/wAMZ\/fiO5coyPa4ECBHpHMCBAgQDKFuXd\/TlbWv9IsfE2I5xnD1x0fy7QTyytrX+kGfijEc4TYzEgRMjJlwewxsHZBgTtwzSz+5G436dlW3ZVbLjSVoULKSoaERouws\/wAx\/AgB\/sZpY\/cjcejTIuwdN4jy5cs9aXLPdtjldVX9ndLdemOemJILkHidVXaUUC\/aUBCv1UbpHjHJZYnWsI4lemweamMTTK5bT87EvLoP7dC49nj04O4o898ggQIEWI5M8KDhmXrfJNrFeWyVvYXq1MqjBAupBVMJlVEfqJld+EVEsG6Qoa6Rddy8lsN8kHagqZtkFGsL+2LzYT+2tFJVNVmlWlBd7pFozkIkmrkiOhuQiLcqvAI65icA\/WT8c9M3vHQnISv9VZgC\/wDbM38SfheQRczAgQI1GCBAgQAUP47t9Orahf8Au0rR\/dr0MgAdbQ8x2CdtW1H9Olb+OuxH3ISNYzfsQoCALDfGcx3G8ETa5N4yD1hRPfAkMOnsEHOp+aEavVsN4VEu7jCrPypmkFxmUkpYPza2\/YryKUlKUm+hUtJI1AMa29tTwM2tQl2sQKTwUqUYSbd3PGHTZFpFs3g2Tfk\/1AAbsTzfxeXjqyKjuTL4SvZ7ye9nb+BpnZxiStLfqj1RMwh+XZHTbaQE5SVbubOt+Mesnw0OzYbtieJv2Rl\/mi0nQakWMQIrl\/JodnJOmxPEtv8ASMv80D8mi2cf+CmJf2Rl\/mh0PUj1DwrH9LdSP05U77hMxXEz9ab+1EexcrjwjeA+Uxswktn9N2d1+gvStblqsZp+YZfSpLTbqSjKkpIJ5wG9+Ec0N7WcKoSkGXqxyi35ma\/CxMosnUjd1J011uRp1QAE8Y0xG1zCd7qlaxrvtLtfhYOra1g61m5Ktk\/5FkfwhhKLHqTNySlJ6SlDKOA3x194M7FfqZtYxBhF5QS3XaNz6CTvel3E5Rb7R10\/qY4P+mvhDLrI1lNv7y0r+EEb9sP5U+F9jW0+hbRZWmV6b9SXV8\/LJYYTz7Ljam3EAl2wJSs2JBsQIKYakXrwIr0T4ZXZNYZtj2Lx12mZU\/fwceGU2QcdkWMx\/wCdKH+EEUGtFhECOA5Hwwmx6ecS23stxagqIA52ZkWx6VPACPQKN4QqSxI0iYoOxeqzTTg6JGKKIk+cGb088K0uRPLCPLOTeXdgE4E5UeIJ5plaZPGElK16XOQhAWUll5IPFXOMqWernE9keCEhIvkuRu1jsnlaY8XyhqPh9+b2Q4joNSw5MvOMTrNZos6Fy7yAHmi2mdSSSptpQUCbZCLdImOVJ2kUyQUG52nYvZKTY3pkh8In7RLa9k93G\/JBCwFwcyjwG+C2HlEnTdD12YwizrmxSCf\/APmSPyT0ILq2BEaOTWLE\/wCppM\/\/ADonUUpRfkRLigNQNYCU5xpcniIyvE2zRkEvVTFqQOuhyv8AHoj3doux1roLr+LQrq+h+X+Scilb4BTix\/YbkwUhSLk6A9ZiO+mRsf4V7FfnoDH8cgitoWyZZ6FcxQftqC1\/GjDpjUkXbcmvFCMY7AsBV5K8ynKHLS7xtveZTzLh8621R6VFWfJx8Jbsv2I7MpXZxWKJiStop00+uTmESaJcNsOK5wtlPOLuQ4p03vuUBbSPUvyYPYqrycB4iBPAlOnmAMUPUjvqBHAv5MDsZO\/AdfH6r\/8ApGfyX\/Yzp\/KNXB3rP4OAWpD3wsFAcdwHs6xghq6KZiN6nLUE3yiZllKBPULyoGvG0V9kX10jpjlL+ES2WcofZRUdmZwxOUZc1Nys1LT61uzBYUy+hd+b5hNypAWjytM99bWPJ5xngNIGXEj97a\/yPeA\/exLVhqTJlIUBmO6MKUN+sQn0ZYHUb\/ROEW9tITNz6EQY4ywTayMWS4HUqTm\/kaMFMLRLKNzrbzRab4ODDc1ROTsatMJs3iGuTk\/L6a82hLcv+\/l1xU39GGC76YukR13lJ38BFhGwbwjXJK2VbI8LbPZyvYkVNUeRS1NuN0R1TRmFEreKDvKOcWu1wDa2gMNJhqRYFAjkZHhUORwoXXjWtIJ4HD83p6EQdPhTORsrfjyrgduH538HDHqR1tHPnL+xm\/gXkh7R6pKgF+fpyKKhJNridebllnzIdWr9TGnfkpPI04bQKoO+gTp\/g45m5fvLW2IcoXZRRtnWynaCOlXWahVVT1MnJdJl2m3AlGrJzXWtKtLeQINw1I5Bw60mWosq2ARZsE34xInNpcAfDCNKmcOTwYkKJjGjT0xo2hoPLYWpXAAPobzEnSwuT1Q4mJWZlHnGJppxp1tRStCwUqSoGxBB7Yye3II9q5FaQeVDgE33Tz\/xV6Ljopu5FZP1UmALjTx1\/wCKvRcjFx4GCBAgRQwRQxtRsdvG1cf47Vr487F88ULbUjbbztX03Y1rR\/dzsTPgCEOUHfGN8C3GMEA6DTtjMB\/hwj6I6WP8NY\/fpi\/cbooIw2AMRUvX+rWPugi\/fhFwAECBAiwOUvCgoz8jfFareRUKQr93Mj5YpNxXpMSQ60fLF2\/hOR\/2MsanqmqP\/wC5y\/zxSRinWYk7\/oenpjOX1IHsmLU+dm5CpStRp8y5LzMqtDzDzasq23E6pUk8CCAQeyPoD5Lu2iU2+7DsL7SW1t+PTkr4tVWkqTdmfZPNvggeSCtJWkHXItB4x8+zA9eR9rFk\/gitoU\/T5vFGzSbfUqm1JTdRlE8G5tIUF+7aQL7\/AK0m1tYWvTLcIrbYs4gQAbi\/XAjUR55iTD0xJbYsJYzkWFKan2JqiVEoQSQAy4\/LrJGgSCh1JJ4uIHVHocAgHeIEJRS4G3YIECBDA4n2Ofz97Xf0\/Vv469HrQN7R5HsbV\/L7tcH+Ptbv+vXo9cBBj53qP9xnbj+lCSVga3iSw87\/ACfphB3zjH79MQfPDtiRw05fEVLF\/wCrWP34j0Ut0Yt0e+DdAgd0CPROdAgQIEAyhjl168sna3\/n7J\/cbEc3TBNx2x0jy6tOWVtc\/wA9Z+KMRzbMG\/mhS4M2XCbB3P5kWBgojTDlNHolmxHpcyrMxlSCVbhbfHlGwpwnZRglCTqMP04AAXJPi7YEdSbMtm85zzGIsRSymUsqC5aWWLKKraLUOAG8Dfca6b\/MjjeSdI9Gc1G7N52c4cOE8F02irSEuoSt94Dg46tTige5SyPNGyQBoLQI9NKkkcT3BAgQIYHI3hT8TsUDkc4jpbkxzb2I6nS6XLgKsVrE0iYKR3oll+\/FRFM6Mq0LW6AjtTwvO2OVxPtIwhsIok426jC7SqzWA26VZJx8AMtKTuCkM3X3TI3RxhLjoJTusLRnPkVoetHW1jHQnISv9VbgD\/OZv4k\/HPjQtrHQXIRV\/wBqzAGn9UzfxJ+F5AubgQIEajBAgQIAKHse3+nTtQt\/drWvjr0R6T16jsiQx4b7atqP6c618ddhgm4TEMn8g+nAG0O6TKJqFTk5Em3jMw2z7pQHywzBITviZwegHFlEKvJ9UJe\/mcSYSHweDbRK4a3j\/ENTStXNOVF9EuMxPNsJWUtITfclKAlIHAARrC1lR03RJUinrxJiuRpReLaqrPtS5ctfKXHAnNa4v5V466pHJlw9MYKnMCt15lbYqaJ92fVSG\/HkOJayc0l7NctEG5Tr0iTeNtoq26Kw9PkzJuK4OMNbwUgk7t8d74Z5P+HmaWiVRNYfek6ey+XpupYXZdUltLSUrcWo3VcBsKBAvmuQCVG6s\/yPcPV+pyOKE42w\/IKMmtppmToyJVhxCVOJU4pkIF1hS1JzEDyUgbhG0enyTh3Iq17IUYyrTK7OAgQR0SDeC2N7WN47+d5GmHxiFFfGO6El1bAQJcU1CZRSFN2StTdrXNwoKO9YGnCBPcjSirxPMYpOOMPpW2hLbsq1SmUyTYyhr60OiFEgHfcrud94OzMrtfmcBkZdSLXF9YML8BHetQ5FNAqNaYrDOOcPSTzTKkJYZp7SGVWUsZlNLJBUDcaj2GtzeJLEHI5pc5QXlip4ZUypjSYptHQl4JUSM4UF8Cq+YbiBwBEHYyehdr8yvsajMIyMwOot1R3VS+S5R6FS5elumkzgl1KUmZqFBSt9WZZUQpQcFwL2AtoN0CY5MtEm5RyTW9h9BcaW0XmsPobcGYEBYKXAApOY2IFr2JCiLwdmYdlrycMkEjcYMnNwG+O4cP8AJWo1Ek2pFdTpdTQ0orSueoaHHLnNqVpdBV5WgNwMqbDfciOSRQfooViNdXp3NuDK5TTRLSShkyHoB4KSfZXSoHNusNITwT9C7L9nESTc2tr1QdN+qxju6o8l2gVGkOUrxnD0spznFeNS2HSh5KlpSnMD4xbTLcAggFRNr2IZUfkk0GkyrcpMVmnVINhYDk3RCVqKgvVSkTCb2K7jqyJtYXuPBNeA7VeTh+yj0rlQMPadVanSnA5ITjzKgb9FRjrP6huknU7SZk\/6qSP4WDnkO00hI+mK+QkafyKT+FiXhn5Qnhvk5zktrmM5RsMrqTjyRwXcws7tSrU2LzDqzft0EdCK5DkiRYbR3AOo0ofhYSVyG5QXCdo6x\/qkH+GiH08n+En4WPJzo5jVSkkqUoqJ474YLxc4FlTjS3RYjLcjXrjpf6hpkeTtMI76L\/8A7wmrkMMkXO0\/\/wDhAf8A5EKPSy\/lH2EzlKbqs5NBSVrUAeN4jw3xNzfrjrlXIaQNEbTRf\/Qv\/wDvBVchlW8bSUn\/AFPb+GjRYJriI+36OScpHD3oyArib98dYL5DkwPJ2iNkdtKI\/hYRVyHZ0btokue+mKH8JFdmfoO2zle2uovGbDqjqRfIfqnsdoUmf9Xq\/CQmrkQVkeTj+S88gv8A54aw5PQ+2zl079w9EZ07I6cXyJK6N2Paee+RX\/zwT6iavj+zqmeeUcHywuzk9C7bOZbkcB6IyVG2oHojpcciXEh3Y2pR75dY+WNlwnyUJrDtKxHIVZOHa4\/WKeqWk5t5C0Lp7mo5xAUhQOuU6ZFdBICwkrBtdPkfgfbZyFw0A9EC2trax1MzyQcQSjlKmGalhx1yRKlzHPpdWibJXmSFoKbaA2tqCBqN95CS5K9dYnqtNTacMP8Aqgc0u02nIllQJ6JzS6xlIJuGuaN7FJTYAL4fJ6FoZyQd17RgE3KdRHVcpySalL0ZMhOU\/DM3PJS4DPGoTza86s2RWQIyXSSnS1iE6i5Jh1jXksLrs7TprC2HMMYalpUATksiqT0yJvUG5LjWZvS4064XYyeiu2clEqHE9cFK76E69Rjq97kpuFYMvQaAn1tQIcrc2q5JFlm0vv0Om43OgNrCqclWZn5eZbp+HMOyDrhWZdxFbnHCySiyQQpmygDdRvYk26VgbiwZPQu2zk6yRqQB5rQFBI0MdKDkcY0NJVKLqGHROB3nETXjUwQUaetqQW8tr65hrewNxumpjkkqlKpTZuWo9JmJJqTCahKTNamAXpm5upC0MXQgaEDUm+pveGunm02LtvwcnE3BB3GPbcH1V+v7P5CfnHVuzlLm10pxw26UuG0Kl8x3kgc6kE36KEjhGobUtllV2eOS0\/NTdKmJOqPPCW9T5lbyGsljkJUkE2C02OsT2yQg7PMUZlfWqzSso+2Ynb\/vRHPki1ygrSzonkU68qTAN9\/jr9v1q9FycU08ick8qbZ\/r\/Vz\/wAVei5aIjwUCBAgRQwRQttSJG3nax241rQ\/dzsX0xQptTN9vO1Ybv5dq18ediJ8AQosRpGCNNTY9UYuBpeAq198ZLYfPA\/w2P5YqULH83MfdExfxFA+G1n6JKUP8OY+6Ji\/iNIA1QIECBGgjlrwm4vyMMcdkxRz\/wDyktFImKTaYkj\/AHu\/vxd54Tf+kwxz\/lqP\/wC6S0Uh4qtz8gm+9qM5fUgf0sNL2LyL+1jszwez78pVqzOyiwiZl\/F3mVkXCXEOKKT6RHGTBAcQfsY7I8H+sePV4W\/O2j+3XHH1jaxtorDTaRcNh6tMYioklW5bRM20FlJOqFeySe0KBHmiRjyXYjXQhc1hl9y4UnxyVvfTcHEC\/blUAOtZj1qOrp8vexqYTjolQIECBGxIIECAd0CA4i2Om2Pdrv6fq38dej1gOax5Dshcy492ujrx9Wz+7Xo9VDttTHz\/AFCvKzsg\/lIzxk36KomMLzBOJ6OCb3npcelxMamJi3GJrCEwV4sogJ0NRlvuqY7090YtnTcCMDcIzHoow4BAgQIBnJG2HwZ+wzbPtKxBtUr+KsbSFXxKpK51qRnZUS4UltLd0Jcl1KF0oTe6jqNLRp1L8D5yZZKfZm6jivaFVGmlXVLP1KVQ08OpRblkrA+1UDHdECFQGn4D2R7PdmtKkKPg7DbElL02XalZYrWt9xtttISkBxwqVuA1vG4QIECSXANt8ggQIEMAR5NynOURhDky7KaltGxOtD80gGWpFNSsB2ozyhZtpOt8t+ktQvlQFGxIAOOUXyntk\/JkwirE20avNomphtw0ukS6kqnak4m10tN+1BUnM4bITcXNyAaQ+UNyh9ovKy2juY4xy74rTJYlmkUdlZMtTpW+iE38parArcIBUeCUhKUpuhGsTmJMR7R8ZVvaVjKecnKxXp1ydmnVk6rWq5CQfJSNEpTuCQALARJNq6xEdLIQwhLbYASnQEQ\/aJNuqM3uLyPGSY6F5CJI5V2AD\/hM58Sfjnlk24x0JyECTyr8AX\/tmc+JPwJWxp2XPQIECNRggQIEAFDuPRfbVtR\/TrWj+7XYj723GH+P9NtO1C2n8ula+OvRHAARLJ4Ft6YmMILyYiknlaBhZev1BCSo\/vYhU34ExJURwsrqM0NTLUmpvjvRJPKHwRKQc7HjuwynJrG2nBMg6grQ9iCQC2wbZkB9BUPQDFs1NwVQVsqU\/QWmlJWpKUpmnFZkA2Som+8gA24boq75JcmJ3lG4GZIzBNSLov1ttqWP3sXCSzKMoJSL90ep0kU0y8bqJqMrhymSbr0rL0JrxaZlyiYU67zgWlVwW8ir3G699CDrDliWTLMFqXw4hhtt9xlpCJiXALBsQ6kAWSFEqOU9LrGsIbRsC4hxl4k1QcVTVCSw2tLr8s+ttwLMxLOpWlKRlWUhhwWX0SHCkgpUoHWHNlGP5xmYqdRxYhVTmkyyH5KXqk2zJrbE2X5hpK0jO0FpPNBxKCsIAG7SOuTa+Udt7m6NykuW3FilhtTCczA55qyyL2SCNE6BOp6x1GMBosS7yxQU5gkhCEzTNlkE5R9jffciwue46DMbGdocw7NKTtBmZZmcpYpaW2anNZ5RBeC8yHFXzrQjM2lxSQ4rRalDVJTkNlu3FmflKlN7S5F51quIrUygiYCHkFqVbXJoSlQS2yAibSnMHAQ4hZSHOmmN2G\/J6AlE0SsPYYC0kXATOy6lKGXNaxsL5rp32vrexvC6m1vpVLP0Ihl3M0oJm2Tmbvlvoba3va97X3GwOkM7JcayFDapsriJ2cCJyamHpeYxBPteNNLnVONtGZAW62Ey4ZR0QblCk2yrUouME7L9p+Hq\/R6hWtoJq0my6j1UYem5lfPNtU0Ms82lV0gmZW8twK+uDmVlWdGUumNMmvoQpDvQfw5MdHLbNUARqL+30t3a8LwEYLoS23Fpw26CgXSlU8kZ9eBuRxub9u+PQeYRfVAsOyDhlBN8ov3Q9Fh+poCMGUAozJwy8k6kBU+gXHeFW+TtEO2sD4ccSgjDr1za2adTv0v7L4I3lLSB7AeiDhlBN8gv3QaELU\/ZoCcG0UAc\/hpebKCEioA9LTTyu1WvZ2iHspgHC77CVzdLTKubi346V+e4No3QMoAsUix7IzzDQ15sa9kPSK2aiNnuD7ayx\/XCvng42f4NO6Vt\/wCoV88bWGGv0NHoEG8XZ\/Q0e5g0oNTNROz7B36Af1wr54wNn+DB5Uuf1wv5424yzX6Gj0CMcw0PzpHuRBoQWzUjs+wZvEr+6F\/PBVbPsHAfmX\/jr+eNuLDZ\/O0+iMKYaOhaR7mDR6JcjTvpdYSVqmXH64V\/zQU7OcK3t4uQOsPn543DxZi+jSPciMGWY4sN+5EPSh2zTzs2wqrchf8AtT88EXsywsdwe\/2xjcTKS\/6A37kRjxVj9BR7kQqQGlq2Y4Y4rf8A9tBDsywz7FT4\/wDOjdlSrN\/rDfuRBDKsfoLfuRD0gaSvZfhsm\/PPj\/zYQXsuw7e\/jD4\/8wRvapRjfzKL\/aiEzKscWG\/ciDSgNHGy7Dw3TEz7oRhWyygq3Ts6O4p+aN48Ulv7Xb9wIKZOWJ+sN+4EFVwPUaL9KaiE3E9Pe6T80YOySijfPTo9yfvY3dUjLk35hv3AjBlJcaBlHuRFWFs0NWyejexqM7r2oPyQivZRRhr6oTh86PmjflSzFukyk9whFcrLH85HngptCNCOyqk8KjNDzI+aMfSrpYOlRmT5k\/NG8qlJfdzKff8Angvicv8AoI9J+eJ3QXWxok3s4p0lLmYM1POgFIKWkJUqxNibW3DeewG1zpEXO4SpLNTRS1GeK1684kJ5saLtqRr5BvbddN98emmTZH50B+qMIOyUvlPrI9J+eE7ZcZpcqzgHlybP6NhbBOH6nRmnWm\/VhyXUgpATdTKjfQdTQtruAjwDZBO\/yFxTTCfrniM5\/s1uN\/w\/vx2b4Q2mtL2MU91tqymcQyzl73sOYmE\/fD0RxbsYk0vO4rKibs0EOgf+vlB8BMeb1a+dmUuTpvkTEfVSbP8Atnn\/AIq9Fy8UzciT+mn2f2Onjr\/xV6LmY5I7IoECBAigAN8UJ7VP6PO1f9O1b+POxfZFCO1a\/wBPnasR\/dtW\/jzsRN0gIUAcIwRfiIIFK4AmM3FuIMZtUOySw2CMR0r\/AD5j7omL+YoEw2VfRHSddPHmPuiYv74RcBAgQIEaActeE3\/pMMc\/5aj\/APuktFIWKdJiSHU1F3vhODbkX45P9+o\/\/uktFIOJ1Bb8nY\/nUZy+pB+FigPrqftRHX\/IGeyT1c1\/OWf36448C\/XEH7ACOtOQlMc1PVrXymmv36o4+tX8NlYn8yLCaDXn6JOSdZlipTsg4l0ISbc4n2aP1Sbjzx0\/ITstUpKXqEk4lyXmW0vNLTuUlQuD6DHHLE+nmwDbUCPd9guLBVKRN4XmHgp+lr51gE6ql1m9hx6Ksw6gFIHdz\/6dlqTg\/J0dRG1qPVoECBHsHKCBvuOyBAgQHB+yp7JtA2ua\/wBntb+OvR6iJkHeRHkWzV0N7RNrySd2Pq38eej0YzBGt\/fjws6\/iM6oukRwmBfWJzBb18X0MA\/1xlvuqY1QOa3BhzKTsxKPIm5R5TT7Cg42tJsUqBuCPPaOy6MjswWtpu3Rns4xXHiza1y5KTiOddwZj9t+jlR8XZmqbJvFI+2W0V\/toi2uVPy\/aUu81LUKoBP6LSGgD\/s8sdqyxaMmizCx6oEVsDlv8tyUGWY2b4PfV1qpUzr35ZgQ1qfhB+WXS5KYm3dkmBkpYaW4VKpc\/YZUk3P5b3aQ9cRFmMDheKaz4YrlWvIdyYE2ZNhtNyU0qf8AlnDGu1bwuvLAqCQmW+gumKvoqVoqlKHdzrqxFWFpl23baCqWhCStawlKd5JsB3xTy3ysOXvj2iScx9Ml2QlZ6WbeSZKmScsSlaQQQtDWcb+Co1GvYR5QO0iTRJbStrWIqzJhYV4vUqxMTLQN94bWopv5oh5YryVpZabtW5ZXJl2Mh9nHO2Ggsz8uDmpsi949OhVtEllgLWknhmCR22vHB23zwylYqLcxQeTlgZVMQsBAr+IEocmBcEKLUogltJBsUqWtYIvdA4V\/bQ8Jt4axbPUlT\/OmXdUgq9sbA\/LGsqabQrRMVqvgzbNsrOJsabWcRzmNto+KJ+vVecXeZnJ18uOOWtZI4JSBYBKbBI0AAEPmWm2UJQ0gJSBa0QuGjaUWLey+aJsXOoiWPdjpq+l4eNnXSGLZULbodtKsQYQbIfM8NY6F5B5B5WGANb\/lmc+JPxzu1YkGNpwFj3FezTFVPxxgaq+ptcpSlrlJrmG3i0paFNqIQ4lSDdK1DVJ39YEHkZf\/AGMZsYpDf5f\/AC8S+sM7ZE82TdI+hyk6D9axgcvrl6n\/APcif93KT\/FY0sLLvIEUjDl7cvY6DbIn\/dyk\/wAVjJ5evL3tYbYkk9mHaR\/FYLCzUtoAvtq2oA7xjWs\/HXoYKsNYiaZNYiqtSq2IcVzImKvWZ9+ozr+RKOdfdWVuLypASLqUo2AAF9ABpEmFDifPwiPIn7FUK0h2w5zVMr7tvJoFVHupN1HwqEMkai4MOyMuE8YzJ\/OcPzJv1Zltt\/fxS5Ea5yKm+d5TeCwR5Ls2q3XaTeMW7y46IEVLchWW8Z5TOGF8GG55w\/rR0fLFtcv5IMer0f0v7mkF8qDrUUJW6SpLbYurKkqNhvsBqe4axrLm0zAjTnMv4kQ28Wy6GlNqS4Ra4ASUg3t7Hf2b48s20crGU2O43XgpzBC6uoSjU2qYFSEuBnuMuXm1bgN9+O6ND\/JAKerytlSyDobVlJHp5nujqfojvQurOnKFjLCuJF81Q8QMzjnNKeKUbwhKgkk6bgVAenqMPaLXaRX0zSqPUUTQk3lyzxRf1txJIUk3G8Ef\/YsTyv8AV\/U9ICmtlLicosCKykWHVozu3e9CI5fsnJpLcpseZbzpA6NbCB70twhX7F3oeGdcz9Sp1KbZdqEyGUvupZQSkm6yCQNN2gJudNIj5fHGE5iafkmqwnxiVzF5ksuBxKUpzKUUlN7AX13aEb7gcq\/khkynRGyJpPC4xEf4tCiPCGOqJCtkbCbm9xXzf4t\/1pFqUK3\/AL\/9EPMvDOqJXHOEp4Mrkq4y8l95thBCF6uLICE7tCToAba3G8Gz4Ylw\/wCrycMKqssmqqZ8YTJldnVN69IJ4joq9EcmjwgyFKBXslbFva13hp\/g4PAeiFE+EDpxe59eyZJcJvm9VwT1b+Yvu0h3jfAlmtcnYqUawoEW3ERx+PCGSWh+lU7+zQ\/AQY+EMkhr9Kd39mx+AiLRSzQfk7Ay8eMZyX3xyAPCGyZFvpUOfs6P4vB0eEKkVeVsrcHdWwf4CC0HeideZINlHGORUeEJo97K2YzPmqqT\/BQ4T4QXD+9Wzec81SR8rcFoO7D2dYlHUIxkjlEeEEwyT0tm9RHdUW\/+SM\/kgeFgddnVT\/ZBv\/lgDvQ9nVhRwMYUi0cqjwgOEjqdnlU\/X7f\/ACwb8kBwfbpbP6r5pxr5oCe7D2dTFEYKbCOWxy\/cEnysCVkd0yyYMOX9gQiysDVzzPM\/PBaF3oPydQ5RGCjTSOYE8vvZ57PBdfT2BbJ++g45fWzfjg3EnoY\/CQD7sfZ00UW3xjIDvEczHl87NuODsSeiX\/CQDy9tm6t2DsSa8MrH4SAO9H2dKqQLQTJeObRy9Nmik\/zpYjta+5j8JA+rz2ZaA4SxNr1NsH+Egteynlj7OkcvZBSiOcDy8Nl3HCuKPMzL\/hoH1eOysb8L4sv1eLS\/4aGqfkXcidGFJ4GCKT6Y5zVy8dlIBJwti39bS34eCnl4bKTqML4t\/W0t+HgbXsFlj7OilDrEIKQLmOeTy7dlP9zGLf1rL\/hoIeXTspI\/nbxUOH5lY\/DRNoruw9nQpQDxghTwvHPieXFspWq30P4qB7ZVj8NCqeWvsoVqKJinuEpLn+GgVAskPZ74UKhJxFgbiPCjy1dlPsqFipPfKS\/4aN82X7Z8KbY5WpTeFZWpsIpbrbTwnmkIJKwSMuRarjonfaHY1OLdHjnL3lDM7B5p4eTK1WTdV2XUUX\/biOFdic0hqtYhkVf1dh6abF\/sHGnv4KLB+WnJib5POLE5blpEo6PNNsmK6dkhJxslCbgOUyqDvtJPH5BHndYnqsJeDp\/kR5Ryp9n1zqZ1\/wCLPRc5a8UG4JxtirZvieQxrguqep9Zpa1OyczzLb3NrKFJJyOJUg9FRGoO+N5muX9y8Ofc5jbGA3nOQHDtJNhw\/qWOBMqy7qxgWMUf\/V\/8vT\/xkR\/u5Sf4rA+r\/wCXp\/4xo\/3cpP8AFYq0BeBa2pig7avn+nztWHVjat\/HnY3A+EA5eo3bY0\/7uUn+Kx5EzUcSVusVfE2LZsTVYrk+\/UZ6YDaG+efecLji8qAEputRNkgAX0AGkTJpjH5I9t78C9zoYTJ1tBSbbjEAS2HVWxHSh\/hzH3RMX\/AdER8+EtNPyUyzOyzmR5hxLrarA2Uk3BsdDqI9XqvhAuXIidcFM2xBMve6QcPUpVvOZa8VFpAXcQIo6V4Qjl6pH9GZP+7dI\/isIueEO5eY37Zx\/u3SP4rF2hWWTeE5\/pLsdH+\/Uf8A90loo8xGoF+TP96Ee5bTOWDyt9seDp3Z5tK2k+rGHamtlc3J+otOl+cLTqXWzzjMuhabLQk6KF7WNwSI8LxEkiZlUK3pbtEPdoHwzClWUj7WOqORDM83OVgk2s21+\/VHKjiglab+1EdMcjaYDU1VrE6tNX92qObq1eNlYmtSO42KjZtOvARseAcefQZjSmYgdcKZVKjLTthe8uuwWe5PRX3ojzZufs2DmOsFXPlVtY8mDcJKUTuk01RY0CCkKB0IveMxVDtr5TvLC2aUF+d2c7UzJ0Ckybbbba6PTnywhOVAGZ1hSlaWFyTHPct4Szl3zIUU7bc2UX\/nao\/8Vj38eRZI2jhnHRyXxXEZ3GKGm\/CW8u199DA23BRWoJA+hqj7\/wBaR0nIbePCITbCHhtJQoLQFa0Kl63HH8rQ5ZFDklb8HpGAXSjaVtdF9+Pa5f8AXz0egl+4jyHYjR8c02VrlY2hrDtcr1TmKpOPBCEc8+8suOryoASm61qNkgAXsABpHpinrDQmPHy7zbR0w4G4d03ws27DBK9NDCrbnbHQQSCXdLXhRK9LaQyS5fSFQ5ugAdXTlNgNY1PaUWxgjECglOlMmjuH6EqNk5wxqe0xwDA+ICf+7Jr7kqKT3JktmVSyQBaqRt+dL+ERr7xsAeqNgkbFipWP50v4RGvPECx4R3ujnXgsAwA8EYDw2m9rUiTH\/BRE+7OHLvjUMCulGCMPoO8UuU+4oiadmSEm54GPOfJ2NnGO2x3PtHq\/+cKPvJjQnCbxu+2hd9o1XP8AfvvUxoy9NY748HF5J7DassqodvzRNpUCYgsOkeLKiaBuRAym9h412mHTRywxaN4dtFe7fCBbj5pRHC8O2laAwwZN+MPWii1oCl6HjZ3a3h2gm1ojGZi8wphKB0UhRV38Peh+hUHI0O0KtuNjCgI3jzw2SsHjrB0qTeyr3gFQ5Sq243g6d14biwOh3wqFAWuYYhdNik3Va0O5pxLezvH6yvUUBCU\/qqhKJPwwxCxmuAbQ0xTPKlNn2KGwdJyUl5Y\/rtlz+ChrlB4Ng8HrTzOcodiYGqZKkTj6jbdcJQPfXFqct5Iis3waMuh3bPiCYUPrOGXcveZqWHwXizWXT0Ruj1+k+j9TSP0orb5aFUU7yh8Qypct4rKyLSTfd+Vm1\/CuNMpu2BiQmKbMK2e4Qmk06Q8SKH5AKTMq9a9fc4qd9a3\/AGa9Okq9nVZ2Z7O8Q1Jyq1rAOGqhUJopDk1O0piYdXlSEi6lJubBIGpNgBwEa83s\/wBg6mg8rZ7gUDKVkrwxL6Ab73R\/1p2RrODbswWB3dlYOIMUs1+uP1pqkUumB9xTnikk2US6brKgAjgACE9wERb1QClnKEoFybJ8kXPCLXk7LtiYmhJubNMCIfKkpS2rC8slSr2tYZNRqNe0RJL2N7I2QCvZVgo3NuhhqV+RETolwS+mb\/EVGCcUd6oMJwg74t1RsZ2QrSFK2U4OPVahSo\/g4P8AST2OHQ7J8H\/sJK\/8kPQyX01vkqJE8Qb5oyJ0k+VFuv0jtjHHZLg099ClT95DNew7ZP6rS7TexnASqeph4vOKocrzqHgUc2Ep5qxSQXLm4IISADmNjtyBdNXkqWFQVffB\/HiPZRbqNhWxE6jY3gbz4dkz\/BwFbCdiJ\/8A05gYd2HpQfA3DWNsF0\/5lRYqB3ZvfjInle2i3I7BtiBGuyHBo7E0OWA95EFPJ\/2Iq1+lJhEd1Hlx95BokHw35lSHjxvfNaDGoKtouLa1cnvYarfskwkf9UMf8sFPJ12Enfsgwie+jsH72DRIT6evJUsJ9W8qgxqBPs4tnHJ12D\/+D2Dv2GY\/5YweTpsHJ\/oQYQHdR2B97BokL4f8ypnx9XXGPH1DcqLZTycNgxPS2RYV81NbHwCEl8mnYKo\/0J8Np7pJIg0SD4f8yp3x9V\/KgGeI4xazM8mfYMhGZvZFh9xRO4NBBPGwPba3niDxBsD5PlFUUL2R4XUUtpVlfm0SylZg4bALVa\/rZtewsFEXykQtMkHYfsrB8fO7NDmVqTaWzndCTnzAEX3RZQ7sI2BltDrWxjDjri0BaWkzqBnBGhHS1BJAvx04awBsH2BqW0TsVw8A4BZRmgQbrUlO463CcwvbqNiNSKYLA\/ZxDUtq2zOpHO5shkG1ol0MNFmqPNAKTbpqS2EhV7K4A9I3JsLayxijBxrlSn36IluRmCVyMkXXHky3ryVBtSgtC1jm0rQVZgrpX0NiLJFclfk+W02U0a\/YlYP76I+c5MewBqTmpkbHqWtUuSG2w64OdAG+6VG1+0acYeiRTxN8srkxrieiVyruTuHqXL01hxhlosMJUhHOIbQlxdlLXbMsKPlHfffeIKSnEsTjExNMtTTLTiVOMKmAgOpBBKSQbi40uNdYsiTycdhExzyGth8k8pptC0lmcWoLKgghOjnR0XoSMum8QmOTLsPWsZ9grQQq\/SE6\/bRShuC7i4HEDqNtLzuJ4L8nAysYYL8WfSvZywuZXMhxp5VXWkJYN86FIQEpKyTotIQkZU9AjNm07xhy9szfux88Wb07ko8n6fZU9NbIZeUKSEpQudmTmGRJv9c6zbzddwFHeSTydg8ywNlsmedKtTOTRtbs5zX3vPuhrHIp4m+WVkLngljmy22FC\/rgc1UCBYWvbS3vwk7NrUsqSdOu\/wCOLK5vksbCJdTipfYtLTSW3uZSlE\/Nhaza+YBSsuTcM2a3Vc2BZv8AJw2ESzymmthZmEJWtCXETM0c4G46rB6QBt277J6ULQxdl+zhtrFGzR8NrmdlbynUthKstecCHF5ACpSch9kCQARoRfMbkxWIZrC0+WVYcw1M0nKpRd5+o+MhwFCALXQnLZSVnjosDQJEWBU\/k2bCpyaal3ti7kol3VTrkxNZWyM+85x7S+tvKHHSJVfJN5Pu76XEvcf4bNfhYNDfBeh+X+xWywtDYIcaStNiLZtxI0PmOsTWGqnT5GqtzdYl0vyyA6Ok2lxKFlPQWUKIC7KsbEgHt3RYT9Sfyfkm42bS1+v1QnL\/AHWMK5KXJ\/tc7Omf2QnPwsHbkJY68ldWIKrTXKnPTNJklS0m8854tLqd1ZQTdIvrewsN53bzvPSvIHqQcmMd04qubU99A7LzAV8KY90mOShyfFnpbN5dXV\/JGc\/DROYH2ObNtmUzNzmBcMopTs82lqYUmZfdzpSbgeuLUBqTutDjGSe5ooU7NK5UsiKhsJxtLqHk0px4dhbUHL\/tYrQ2OtF3aXRpYj81KmJTL\/lZd1Fv20WjcoOX5\/Y5jdFrg0Ce0\/8AIXFXWyaaEhtWwhNLtkFdkkKv1LeSn76MOsS2Y5+DZLqtYaW0IgpIIuqx74CiQTdRPb1wVRHXHklbGe4Ri9uEFzLA0tBCtR427oQfYUza3y288YzAnQwmVE6XJt1wM1jrDGhYkXtaMZrG1oSzE6g2HVGASCSXCeyAVUxVSidN0IuL03RhbqEArcUEgcTCa3L7iLGFQxN0ngIZv+VaHLijrqIZum5OohibEXVcAY0\/EhJnmR1JjbHVWjUcQH8vt3N+j8sJcg+Ak0LLR\/k0x0LyRH8k1VgFW9bb\/fLjnqfJQpvtbTHu\/JPdyTVWIP5018K4z6hXBhHaSOwG5w5AM3CMLnCDqrSIdqbOUC8ZXM34x5VI7G9jSuUVMhWxjFHS\/qdoel5EcMUUetO\/5Mx2pyh5n+Y1iUX3tS4\/dDccWUVQDT1\/0Ix6XR\/SzDPvpEad\/wDlJY2vZ1B9+LbcOOkSTHCzSfgEVK0dOasSaD7KYQD7oRa9h94+ItkH2KR70Z9bzEjF9TNpL1k74Kp85fKtDTndNYwt3cAY4zewyXCLQshwcBDFKjcQulegEdRlY9SseeFUrPCGiV20hULtaAoclemsajtOWPoEr1+NMmvuao2cq01MajtOXbA9eudBTJn7kqGuSJvZlWtPHrFSNtOaUPPcRrr+iRGxU38zVPsZWfPcRrkweHC8d\/gx9Hc+C3v5TaD2UyV+4piUddJSbdRiAwY7bB9CGv8A+NlfuSYkn3bJNtI4HzZ0nIO2FebaHVidfXfkEaW4o7o2\/a2Qcf1U3\/PvvRGnuHqjujwcpO0DRpQHtvmibQq8QVAPQP23yCJtCulA2Ux0gkEW3Q6bV1mGQUALnUDhC8uoFeVR7olukSrJFs674dtEJOvGIvnSlab8FWMSUooLcQ2N6jvhOSSsbdK2Ky45l59xR3EDzAfjh+2sOJCwNFC8Qs88FSbpbVfnSRcHdckRJMuaWBsO2Fjk3FBFtoeBQG7fB8xOt4bhXCDZhewPoi7KsdtEEXvbzwslYtc6wzQ4PJBt1wuhdh1wCHKFXGptDTHLY+lZXJsa5KhT2N3tw+r+DhZK1EWsLdVoJjwlOxKsKJ1XiSkoHd4vPk\/JFrkT4PUfBjsZtp2K5m2iKElBPVmmGz9770WVS40EV1+C9lVKxNjufAuGpKQZOnt1vH7yLF5cAAR6\/S7YzZfSg\/Nuk50pNhxzfihRDTmXybj7YfNHme2VrFzs1h\/6GBWvFkuP+PmlrcSoIJbtfIQCfLtc7+qPOaniWvyk03TGHcZN1B19EqiXmJh9ClvOtuLaSCHt5S04q1tQknTIQraclHkaTlwdLJQ6Tcp6W+5UL+m0K83MW1y+n8Uc6rb2kqllNtSOO+c8VGRanpm\/jFk7xzvk+Vr3HL7GPaNljVeZwHTGsTmcNTSHi\/42tSnfrq8uYq18m1r8LQ1K\/AU1ybM224AE5R1Dp\/ihQAjKFAAnd0t8GKmm0pK1AJKkpvcaEmw4jiY8iakpjE+DaFtKqNSqZqMutdSeDDgSyEywnVthSAPJutKSLi9ki43lSlp2CCUpKLZ66Quw0gwSq2qR6Y1jZviicxLgTCdaq5bVUK3Q5apPltOVPOKabUuw4dJzSNnlZlubZ51AKAFuN2VvulZTfuJEVGWqKkvIZIPHJwfKDJSu+iPft8kZyrJtkHuvxQsBATa8MhiYQr2g91+KM2WPY28\/4oWAHWINYW1IigEUoUfY2jJbXwB96FE2tvgxIvvhUIQyKGpSfegKQreE\/BCyrWgabhDChvlWfY+\/AKV7re9+OHHRghtvvAFDdbWewcB6JuLaW0t19phJ2Ql3nzMuMlayEi6jcdG9tL2v0la9sPCYFtIVEkI\/heiPo5l+mhxBUpZSpaiFKUkpUo66kpUoEnUhRBvcwPoVoSLlultpKlFaiCekSrMSddbq1N95AvuETWkDeYNKAbKQveQD3iGy5Fhxl2XclkqbmLl1J3LvvvEgq3A8IJYZRDYEVI0KmU11x+RpyGXHRZak71C99dddflh4UKvcohxpAIAGkJAIlo\/oZN99iIbvSTbj7UyqWu6xfm1E6puLG2sPzugp64FsA1KVAAFAuN0FKXL35vXvhypN4KQRF+AGykrAFmzpuuq8IqSu+qD5gPnh8RCagM2+JAZFCr\/W1+988IurGZTQQvMkBR3aA3tx7DEllBMR7+VubdUtSUpW02Lk2FwVwmxpDRaFHckjvtDR1BTe4h+441v5xNvth\/1xENXi2SUhQJ6rxJRoO1SkOV3AGJqK0SF1CkTkqggXIUtlaR75EVFYecVLYmpEykWUzUZZwdhS6kj4IuWq6FLZcSg2JQbHqMUzzCTI1IrJsZaYzE9qVX+SObq1cUzOfKRvk63zE09Lr8ppZQdNxBtDU2TqNbcOuNj2jyQpe0HE9OSLCWrE60B1BL6xGtk6R4xQFLNoIVDgbeaASAPKhMqSNSbdesAWHud4JMC6uIPnhIKuTrfLvEJPOFACrdG9jANDjOOqAVi2g1hHnANCbkwa9zcaHthCsa1BXjKG5dNyFOdIjqGpEL6WGUEDtMFWlDA5x0X3mChSlIChpmEZ48iyK0KM7VhVm99YaOEX3WhZ1zmkKUo3CQbnthqV50BRGp1jUfO4k8oDQRqNeUDPN39p8sbS8q\/fGpVvWdQeofLDjyD4ozUiecQP70n4I9x5LKwmYqnD1toH0rjw2p6uIv8Aoafgj2rkvKtMVTXeGh76oyzfQwX1I6kbfITcGDl8ka74jG3lW3wtz1xqY81KzptGicoR\/wDmP4gF96ZcfuhqOPaL+Z3yf0Mx1ryg3f5kVeA3ES\/xhuOSaP8AmV88Qg+iPQ6VVFmOZ7ozQxmrkikakzLYHuhFqeH1jxVCewH3oquw2nPiOnJHGbb\/AHwi0igrIYQOOWMur5iTifzM2TnLohNboG+Ego2BzQm852xxtUdI6Qu2l4XQ5EeHhcC8LNug8Y6TEkEr1teFUrvxhihwaawul0WteCiqHZVp3Rp+1FV8DV8dVMmfuSo2nnRYRp+1R0JwHiFdt1MmvuSoa5IlwysKnH8rVP8AzdfwiNdmNwtGw04WkqorrYX8IjXZjcI9B8GK8HamD3MuEaGCf62y33JMP33juBiFwm8n6EqLc\/1ulvuSYePPgnf2xwS5Oo5R2rqJx5VD\/fvvUxqTm4RtO1Mk48ql+Dv3ojVXDYWjtjwcrdk5QiMhH2R+CJpHlWiDoPkE\/ZH4BE2hViITHY5bF4dS7QKwobwIaIPXD+nqHOBB1BN7dsZZbUW0Z5HUbQqWs7gB0ud8P5AaLUN7aFKv5rfLCU21zTua2ixcQ5ljYzdj5TYHfcjSOKWZ9t\/mjmeZuLT9EOjP4jKtHVRXc9vSJiWTMJTqTYEwxeCQlBI3LFvTGE3dmN9gOHWTxjqxZFJWdGPKpEo5NJaQStKjpoE7zCMk6666X3FKGVOUpv0Qb39I01hKaUGkBIN1cIOwQ00n1wgWurqB641jJS4NYzUuCTS5pe2sKNvKOkQ7U2t9YdRfmxoCU6qtxESDS824e\/GljJBtxQN4bbR5ot7JzK3\/ADXiCXWO3mpd4H7sPTB2SQdQDaGe1Y83syw+dfyzXKgTfjzbEpb33IpbtCb2OmfBayo8U2jThG92ktX6gBNk\/CI79lwLAmOFfBeSym8IY5mgn69U5RonryNOH7+O7GBewEev0v8Atpm\/4UazX685OYsksD0VC3Kg23KVecC02aRJicQnMDfVd21WHVc9QPnmJKPVqNivBOIqy\/LTCqpXZOZDbSFNKvKUSqLcuhV8lysW6Su2N12fSDlaxLVtoU84PGSJugMoRfL4sxUHyhRuSc3Am9uoCHu2PDE7ijZ5V5aiSLT1cZk3zS3QQh5l5bamyptw6oUW1rTcEEhRHGFOHeg3\/T9DTo56MsZy\/wDWqNvnKpTqe43LzM2wh5wtpS0p1KVnM4lpJCSbkFa0J71Ab7A6VtWTUaoaXQKPPvSM1UJKpraeS+toIcVTpkNKUUa9FZCtxIIBGoENqngmqY8elMQzc6iWm6XXW0IbWUqZek5OstzAJygnOUyqUgk21uQCdNlwxg5+SeNdxPPIqlaeQ1nUBmlpVSGi0fFkqGZsLSekLm5JPG0XJyyLS1VkSSSTi97\/ALf5NRwRslqhdnxj2YemZbx6YPia5gOMzybSRZfX7K6VyhIBIPS1Gth6tUJCVq0jM0+ebLsvNsrl3kZiM7ak5VC411F9d+sKjUXg6d1rgX49UXDHHGqQrd2eK4LxQaG1iSmSpW5J4UrE3RKTIshK3GZFlulNpbSCcywlS3OkbnpandbdqBi6cXj+r4ImJNtuVplDkqtzt7r5yYmZxKkkW3ZZdJ69TC+Ftm9FwpW6nXZB6Ydfq0\/PVB7nXM2VyaLBWlISAMoMuLXBIzHW2kaDUcQzlL284wYkZJiben6BSJEB18tJRlZq8wCSEqNipCU7tAonW2U4rViS1Pa\/8nUtGac5+K\/fY9plZuWm1vtyzwWqVcDTwAIyKKErA1HtVpOnX13hZIGunGNLwBXZqereLadVKcinTMtWg0y2XSozKEyUoFOt5kpK0BSstwLbtxNjuySBfW8dMJKatHLPHLG6kZAub2jJAtugb4EWQAAZRpAu3myZhmsDl498Z3x5RhbbTL1\/adVsBnDa2HaW26DN+OZ+etUCwOhkGXys282tbXfETyRg0peRwi5ul9z1ZW6MECApScpIUkjvhJc9Kpm25LnLuOIW4DcZbIKQbnrusCLtCFsojBSIAdZU2HkuJKCkKCrgDLa99d2kJPqUJplOZWVbTyiOsgtgei6vTCboBTKLXjFoOU6nWCnSGJhSIxBlRjzwrFQUgWhMwqSBCd9LQNCC2HVBikWjKYMSAnvgQ2qC2BG6CqSILNzSJZKCvctxKN44mw9+CsTDcwy0+k251CXAlWigCL6iEhGSNYHmgyiLgxg74u\/A1sEUkDdBMut7QsbDdCZy31MIPIUpAF4gK7QKTiFsyVWllPMgpcyh1aOkL21SRe1z57HgIn3VAJMRM3PSkk9ecmWmGyytwrcUEpASpN7k6Dyh\/wBWiZFJN8GtTGzPBrjLbDlKdU2yoqaSZ2Y6BKQm46enRTbznrMYp2DsPUCadnqXIqZedSUKUqYdX0Sb2spRA11Ft0Taq\/h9TCpn1dp\/NApu54yjL0vJ1vx4Q1brNEn3fF5KsSD7uvrbUyhSjYEnQG+4H0HqMTaK0SI2op9bV3RTzjymqp+J6\/TlJyqYnZpkjqstQi4yfScqsw0G8RVLttoypfaxi+XDZ1qT6vdG\/wAsZdQ\/lSMcvFjjaLPqquO69Vt4n556cB6w6orB\/bRrKnBuvqd0SeJElL1OWs2U9RKS+rvXIMLPvqMQ6l9GwO+PDfI78mVKUDuhJ1dgSRccYyXdLDQwg48Uq1N08bQhsIptRRzjSipSOkDfyk33GFEOhxIukhJ3X4xhp2yugbXBIjKhdGdA8rW3b1RhLLolUuGZuenkczbYaCHEeQ4m94aSzyyXELGiFEpPWIdy6\/G6ctsiymibQ2l08804ALrBBHbGUc+mLT8OiFlUVv4Y5mkBSEAm4IhFlCiHSPJbbJ9GkO53LzKVg3hKQAVIzb\/EgN+Y\/wD1HPhy6cTfr\/JjinUWRK\/XFEnyRoO08YRec1IAhRxYKilGoCrCEXrI6PGPSi9t\/J1Re243dV0Qba2jU6womdSY2h5VgAO6NVrCCmcGffa0aJ7l3s0ZqKiVpJ9oB70e1cmVWVypH\/JffR4lPq6QH2Ij2jk1aJqShp0m\/vojP9LFF3JHSDT3QveFku3F7xGNO9EdKHIf03iPOOg0LlCv\/wAyesJ9uuXT\/wAZB+SOVKOQJWYJ\/QyI6c5Qz99mE8j20xLj\/iCOYqT+Ypj7Q\/DHd030MzybtDnCKQrFVJSdxnWR+3EWgUJV2UkcUiKxsBJ5zG1CT11BgftxFmlEV6yO4Rj1b3QsT+Zk6VkACElr1gpcFt8ILd10MctUdBhM4CRrC6ZvqPvxpbeIZMkfllv3Yh0jEEqT+aW7fbiN6MkbgmctpcQuicHthGnprssqxEw3b7YQ4RWGFah9HuhBQ3fg29M2DuIjVNqj18AYjN9BSpr7kqFWqu1a5dT6RGvbTao0vZ\/iP11P\/wCKmuP96VDRMk9LZXNT1flOoC+9k\/CI1582A7DE\/T7eIzxtb1k\/CI1+Y3jXfHf4MF4OuMMzOTC9HRcdGQlx\/wANMO3JoEE3jQKNjSmS9Ep7KniVtyjKFJCeIQIO7j6SaSVCVfUnrAA9+8cTW502ePbVP5+6npvWk\/tRGqlGc5cwB4XMbNj59FYxE\/VZYhKH7XSpacwIAHDujX0lTIspLbneY7PCOZ8knRUKbStLgKVX3HzRMoVDWizci63zLrCkBJ9ve3deJNySJ6Us4lYJ0FrG3yxl3UnT2JcknTCoMLyzuR5KgTa8JtoDgLdsqu2MoaUlJt5SDqOsQSknsxNxapmzzbYckUuHVTehhNlQCnbgahEOJP8ALElkuLONaHtH\/QhjzgQFndZIvHiuW7gjzd42hCcW26hssKBBFwRuhSXSGkKfWnMT5I7YathKkNMt2HACHU6Q0mw3NiybcVR0wnT0msflG7jxdeuo3y9XXB8xdu2VHJxHAw0zBkAK8tWvdBmXgnojWPQhujsxrYkUrA80OWXyrQpFhEWXXALtozE6dkKsPPoFinMrs3RopKzRO2TjazbQ27oR2wHLs2wW0fZ1Ssunr8iSH3sFYdUpPSASrqBvaEdsswBhHA8oDqE1KY78zyE\/wUaR3Y5cHZ\/gxZTJsnxLO2+u4iW3fryy7J+\/jtaXRYjW1uy8cieDWk+Z2AzUx\/bWJJxwdwZl0\/emOvmdwvHtdKv4SN62SG2H6HJ4epopcip1TIfmJi7qgpWd55bq9QBpmWQNN1r3OsSzaQAARCKCIXRa0apJbIQdttDacraEpBJVYCwuTcnzkknthQAkWI3RgZbQa+mkVyBlItYWhRIG8CCgpIF4UBAEIDFhcXB3x4dVaBWJPbpXKzPyBbkqlLSCZJ4qSQ5zNPqIcsAbiynQNQL3Frx7kSOuIioSjT2IafMuyyFhlaS0spByK5qYCsp4aLt54yy4llil+dlKbiml52\/dM835SMi\/SMGzWLqKVyVUExIyTdQYWUTLSJiq05C20LBCglaG8qgNLDWPYGXETCVOtAFOdSbgW1BI+SEKnSqTW5YSFZp0vPSxeaeLMw0HEFbbiXG1EEWulaUqB4EAx5bsJxbOppUls5r8jU28RUhlt6qGfSQseMqnXWhmJKlKyy+twLBSbXhWoZVflHQo9zp3X4X+zr\/36nrYym9lC6TYjqMGtpqI83wvjJyY2jz+Gqi9MPTD87VxKBDaEtty8q1TLpVaxJzPkgkKPSULgACPS7Ap3GLhNZLrw6OZJtKVc\/8AwIlPUmOY8OSysNbTJ7Hq3fGRWcXtYS8VsEFsP1lfr+fXNlsBkyi9vKHD1rbHtUf2YUlE7L0EVRLsnPPuHxoshosNIWASEK8orA1tbthTZRTqe\/TsRLmZRl1bOMKsttbjQUULbnFlKhfcUquRxBvxjmz1lyRgnuh4pSxTWStt0\/6GtYC2nV7E2Gsby9XVJyxw3T5RMs9KNrbWVO09LqlHMpWocV0bWI0Gp1jb21YlrTjk3LMS1Nakao9KJeeStxUwhM6xZaEZUgocQhXTzaXBAVe4f1LZxhSdo7tJlqVJyfOtlpb7DCWnD+VFSyVEoy3KUEAa6JFhYaRsclJok5cS4SnKlxakgbkgrKgNeq417I1xwmqU3ZOSm1SpUv61v\/U82xJiWr4FqaaVXaiut02vteJSKOabZdpvMU6bmH3VKQj1\/nDLBIScmW41OubOFJqpUJ6rYqxJPtNUGv1Jc9TX5ub1Q3NGTal2xmuEZnCoBFwSogAXMbtiLDFMxG7T1z8ow6ZJ51aVrT0kByWeYUU9pS8odyjGnbeJRiR2SmVlG0tMSdXw\/wA02nQIQ3VpMgAdQCbQpxlC8l7Lg1xwjnyQxra9n\/X\/AAejEbyOGpjXqhjrCdL8aE9V0NGSW42\/604cqkc1nGidbeMNbr+V2G0ZiTabJYdxBTaZUJCYblpmbSw7MoyqbbStmbJW7mtzbaDLpUpd+O6w1PgZml1CoYlqrZZfKK++mXdSoKSpp6QpzhKbaEEpQQewW3w3nVqMHe9P+hhKLSUvDYeb2jUFLFVeoo9WkUZsOTrkm+0pttN3kmy8wCilcu42oA3CtCLhVpbDFdlsU4YpGJ5SXcYYrEhL1Bppy2dCHm0uJSqxIuAqxsbaQ+maZIzMtMyrrCFtTjamXknctCs1wezpq9MaFJPs7Kp2ot1menTh59LRkVFGWQoktKSEujKtal2bQ4sECw8s5ba3i7nB3Lg0hGMoNfiPQCkdQgpQLQo8tDQ9dWlHSCekbak2A14kkDvMITk5JU2TeqNQmES8tLoLjrrhslCRqSSY1vYye2zIeRxlh2oYmewjJTgfqEvLOTLobspCA28WVpKhuWFggpOo4wu\/iqgMVwYemJwMz7j4l22VJUc7hYU\/lBAsPW0KVrbdbfYR5\/RMLVyjY7qWOpaQmHVzU\/OU4Sqm8gMs9PNO+MhZOqQnNoBYglQOkTi9lya7VHq5i+cWt95xuYDEk7ZAX6nOSTqVLKQopKXVrBSEEKy62BB5o5ckvpXn9ivkbX23\/f8A6G2KtpVOROylPp1PmZlpFZkZJybCShpuZTUWmXWbkC6kg3IG8EWve4852dT9YwOxiKu1yoS7UpVmW3cOoffDhW5JyM0JoBu90oSGGVHcCL68Y9wo2BsPUSTfk5SXWUTNQcqTvOOqWefU6lwKBUSdC235034mH7lGpPjMnNmmShfpxWZN0sJK5crSpCy2bXRdKlJNrXCiNxMCxTlJTk+B45KKqvDT\/Zr+xBU\/GVLnq1LUEofanJpqemGUOS60BbUs80hSwoi1rPtWPG5I3RsNk5Sq4ta9+FuuITE2FKTiBMuucl3i8h1llDrCy2622Zph1VlpsoDMw2VWIBSCDpGr7O9qEnibZpScbPystTEVGSWqVkFzQUovNrfBaStQBWbMk2CbgA6aRspNOpA8f8PWvGz+7v8AwbpUqvJ0p0Nz6uaSpKLOFOgKnENge6WnXthCuYgotBpjtUqU9LMsNtuOBTjoQlWRClqsT2JUey0apg7AtOqCH8XVVTM0a9MLqjLds\/NMzHiryWio6KCFy4IsACCNE2tC1P2bUxmfmZGfmZiqyKqYiSf9U0pmFTSFmczIWoiygEzBTlI8mwO+EpTfCIjXLHG07ED9BwO\/XaROJbdYelHw4kJUFM+MtZxqCCFIKgew7wdR5vtA2MYuxrVsOz8xjB+fakJJxqbkJ5\/xZD7lh65mlkAAlWRSrJ9gALC1vZG8P0qXfU+ZJp1ZulpTicxZbKWwW0XvkQSyhWVNk3SDa4vDibdl5RozkysIQ2DdRBOlrnv0TfzRnmwLPtN7bHV0fWZegy93C1dNbq+fuc6r5NtY8bdcEpShJushKpMV+fS3zoCAF35skgc3cJO4G1zYWm8GbFn8K4rlq+qi0yXSw4+5nark7MrCnErSTkdQEqOVSU3JFrE6m0euu4koja1tuTuVaLZkKbWFC+7S1+MMkYqw3NuoZZq7ClPFsIFyM2fyLEj2RIA6ybDWMIdDgxyUonoZv9d6zPBwm1TVcCE6xmCtTbXWK49vGGkp2yYqXlJ5ydLo04KSk\/LFmL8t0TdO8WjgflGspkdq9eJSMyi2q\/8A5aB8kb5\/ps8SatHOeKl5zRVqtf6H6Q2e9Eky2ffQYglEDW\/oibxMlHqbh59JvzlOdQO5qemmE+80I19RsDrHiS2YeTC3AdRugnOpF7CE1LyndcQXVaiGtTa5HEfPGbenkltB+cuc6FWWnUX4wsHEqSmYQLJWbKHBKhx88RUw4pAzEkWMPadMh9gJV7LQg8Y4+qWlalwc+XaN8khIrS1MFI8lwXtwuIUk20y8882R0dFA98R6VLZCkG5LeoPWB+KJNted1Dl\/KT5XXHmZJtX+ZxylSa9gqQ5tjo8DpCIcTK4fcdvlLjmhMGrZKWwi+\/pHuhtNjximycn7YZ1fDFYpfIovhv8AsVjemKv2RSFZUF5Kbn2N91+uEHV3OYm\/aYVnPWyGva6Qm2A034yvW2iUniY9qEvl7j8nfCVrUxN4iXTnXq4R0U+17TGnVVeedBJJ742SadUq5JueuNYnzecBvujaCa5KryLVEKbdyLQUqCQSCLHUXEezcnA2l6mv++Nj3jHi04ovuZkHNoBe8er7E6\/JYbkZ5up5m1vOJUghBVoBa+kTlVx2CP1I6FbmbDfC6ZrS2aNHbx7h5diZ9KR9mhQ+SHjWL8POm6Kqx7r544aOqyB5Qk3fZ242D5U4yD27z8kc60kflCZPWk2j2zbrWJGcwMGZWcacUZxo9BYJtZUeIUtREhMfa29+Ozp\/pMsnKJfZynPj7D6RxqTA\/biLJ6Q4Esi54CK2Nmi0J2hYcLhCUiqS9yTb88EWEyOIqahuxnmd3txGPVcoWL6mbcqYA9lCC5gX3xAnEEi4LpnGT+rEF9WWF6odSe4iOY6DgMV+rmxE8vzAfNCrderW\/wAec9A+aNKRUp635oVCb9XqbXSTOOAdWnzR6\/y+jk1HojdarRP5veHdYQ7brFaUReovdXD5o8ykq7XHDmNSey+b5ok0V6sJFk1F4ecfNBUR2eiipVhaQFTzpt12+aCuTFRmELl3pl1bbqShacxsUkaiNARiWuJGlTe17vmjCsS11AUtFTdBtv0+aFUfQWbBP0OVk6POTEsxkyIOaxOuoHyx5\/MgdQ0jaJSs1Odpk81NTjjiVskEE9oPyRqswTe9+MPYljkVeqqbS0ahMZEgJCQsgADsEN1uzD6rurWs9aiTD2XYbU0lWTW0LBpA3CI0oKIlaSixNxeMOlTIGfXNuh3UEiyB2mEqkmyWjbe2IYh5RV58\/eInZeYcbUAVG3AdXdGvUNVs\/eImULOYXF4UoqSpoHHUqZNoyzABJAX7cce\/rhwnqWgBaNVDrERbLqkZSDxiWl3EzKbjVQ0SRx6xHDli8ap8HPki4beCVpigiXSpJOVDgH6lWnzQxnkqQtxsHsPdBmVltt1CDcLT6IPMgPJ50eyjzqrNZxU9VjaSCUq5w65Un0wScmUsgKWblOo+2g8rcJcVfQHWG65Quuh2aVlQT0UeyPb2ReNpztmqpyuQ1SHJhd0jpE3Pnh3zAlQC4FFStyd2vbCzjqJNHRWiXT1gZlGGL1SSpRLWYk6Z3FFSh3R3QlPM9lsdEW8nHA7u6vVSC2jiL2HohVp3mvrSiD1xHJfWqwKye8w7YUSQI6oRcVRtGLRINOzR1S22QeJUfmhlteeUuVwc0rTm6K4ojhmVPTQP70e9D+X1UM264iK2wXQ7hhlehboaSR1XmphX3142gqZcuKLHfB3ywY5N9Kdy28YqU86f9qU\/eR1OyAQI5r5ADJRyYsLKKdXH6gr92PD5I6XbFuEe1g2xxOhiwSMtwNYXSkAbtbQigm0LpUeqNQfAcCDdkFB4wYawCDptbcIPCYPC0HSbcN0MA3RGloTdYLjzDoAs0pSj50kfLB81yNOMHBtBQBtBqB78eBz09VqHtm2gzchJvszM\/LUmXpk0psBoPN02oKCrqFlZVKBIseNxYG3vea43Qyrco7PUaelZdtCpl2WeQwVWFlqbUkandvtfqJjPJDuJK6NMeR41JL8Sr90\/+Dynbfh+VoWySpVdprmKxNT1OcnH2XF9N+Yn5Bt9SLm6QoMNiybDTdcmPSsC4zp+0HDTWKKVLzLMs9MTUulMwAFgsPuMqOhIsVNkjXcRBcc4Skcc4bVhuqrfRKuTUnMLMuUpX6xMtPDVQItdoX03E2sbGPLNhlfmqDsldw46w7LVujoqM5NycyytuYli9O1FxouNqAICkshSb7067jeMLeLPf4Wv3X\/061230Dr6oy\/Zr\/K\/T9T0LCbjsziLFqFqcczzamwlaypKfWWEmwN7aJAsOrvjc0ttpHRSBclRtxJ4xqezVaZuh+rDrDSZqpMyM3MLbbCc7jlPlSomw11677hG25o2xJab\/wDbnnQ4MKSMpsINbhaMXuIGbsjQoMlI4iGdUpdPq8mZKpSLE2wVtulp5tLiCttaVoJSoEXCkpIPAgEagQ6BvwjBN4fKpiVp2jzDZxs\/q8rht\/DGPQmpInaW7JTrnPuKEyh2ZmiW85ssWacQCdCLixNtPQ6VSpCiU9ilUtgsyks03LstlalZG20BCE3USTZKUi510h4TpaMFQ3RljwwxKolTnKbbfl3+phQAG6POeUS0lWwnHyso9Zw9PPg8QW2lLB\/ax6Is3hhXaLTMS0Wfw9W5UTNOqcu5KTbBUUh1lxJStBIIIBSSNCDrGk1qi17HimseSM34Z5RtRxZVmsfStFkai81KqmMOuraQqyTztdQyv0pRbu0jXqbjPFWKHcc0qckKjO+OsUxcuzKocXLS6jT31OZUlRyJUuXGibkrWka3vG\/t7HZWaxVM4qr2IqtPrmHmXGWHA0hMmiWqXjss2goRdSAsWOa5KSQSDG30KgoodDpNEaW48iUBDqlquSSheY7gNVK6uMcK6fLKb1Oo+icmmUUl7b\/R1X\/JJySVpkZdtwEKS0kKB3g5Rv7YWXrc21gXtpvgZo9BKlRCVGdDwEFcSCL2hGZnGZNnnXs2W9tBeFQ4FAG2hF4NuASfIiQQLgag3Gkarh7Zpg7CtPkaTQ6WtiSpoHikuuYcebZIceczJDilWVmmHLqGpGUE2SkDbHCN8J3BO4+iBxT3Y7dV4EpaXblZduVaB5tlCW0XNzYCwuTv3bzrBlam++2kGKuw+cQUm0DAI4AVDSG022h3mWXEJWhxZCkqFwRkVwh0dTuhtOOoZcllLSrLzhJKUlWUBCtTaJATdpdPdJLlPl1Fds12gc1hYX69AB5h1CMN0uTZUlxqTZQpBKkkNjQkWNuq40PXCEtialzDfPATSBzfO2XLOBWW9t1rk9m+HIrlKUpDaXlAuLUhJU0oAqAudbWt1HcToLmFaARmkZUnTdFcHLTxGxRdrtVkk\/XnZaXdSOsFpI+EGLHKu\/kCm0andvitDly0d13bYJsNlXP0uWBNuoq\/FGWfeGxM9o2zxapPiZwlhOYPlpkJtpY6l+qU2sj0OCIFSr8Ym5tPN4MpTRBCpWp1GXNxuGVh0fdvfjX3DHizXzMlXwFdcvpaGji1osptZSQb3BhVa1G8NnFEg3iHXDFV8iwdanklPOBD2gvbRX44bU6efk5hyUfOZKuiUqGkMnXFNq6Obfv6oXRMtVLK06pKJpP1td7Z+wxhkh8ri90zOUaTrg2B1SJhKZhi90aZCd4heUfCMrazuOkQspMOsKSleh4xITSkoS1NtDoE2I6jHi5Mbi9JwuLT0sUqbyn3HFE6AAC0KpIWAR7FOUQ2mEksLJ1uR8MLKWGJPnDpZOkNRtxiid2kkRLyTN1BTLagEpNiTw6zDWdeStzI0egjRPzwop3mJZY3OzAv2hN4YKVrvj28cL\/Q9GK9+BN\/UHXgY1qd1mlIB4i0bG7a2+Ncmh\/JADrMdCRrewgtK21ZHPKG+DNuPN\/WlqT9rpB58gzClW3xlm2UQEi7NZrEv9ZqMygdQcNvRDpOLq+mwM7nt7dpKvfIhultB1IjBYb6oWlAm\/YrUMQ1KpywlpxTRRmCui2Em47oUpeZUo+kA2CSdO+GT7LaUZrQ9ob60NPtpy2W0oG4voYqKUeB2\/InT592l1GXqLCUqdlXUvICxdJKTcAjqjYjtNreYlLTYv7ELVb4Y1Ne+464GQFN4iUYye4JtcG2fTMrZOYsIB686jb34N9NCuAaBHnWofLGn5Ra4hutxSVWtC7UPQ+5L2O0aawhOn1o79YWR2wlOC7RI4RZApTfrHnh8BDGlEFkg77xIgAwywAQV3yCOyD7twgq7ZTfqgFsOaUq0lNJ\/vRiDf4RM0sflaZ1\/OzEPMbzaAHySkr9YT3QoR1QWTBLCdOEK5QIQyOqAGVBPAmEqmoc21a+iAIXqQslFob1EDm2u1MBApRTYuX7Im2xmUIgqOQCu5iaYVZYtAVY6ClN74dyc4WXEkeTfWGzgUpNwL2hJGfXoH0RM4qSaZLSmqZtCXEpdSodJDp9B3w5dytS1k7t8QVOnUzCDLc4AtOqLnW8OJ2o81LJSreNL9seJmxSUqPOyY6lSHbDzcvL5rAuuHo9kRtRqQl3FIQrO6odJXteyGLlU6N0kEkWTrEcpLil3GZRJ16zHR03Tb6pm+LBb1DkvOuEuOrKj1mAl0lUEcbfCbBpe72sYldVAnUR6a22R1VRJyySrpK3mJKXTqLQwZUkaXh8w4m++Ad7ErLADUndrEbtyQGcS0eVRubw9TlAH7NoOff+\/DxlabEkww26Pc\/jiW0+t0Chp7v5Gy5+WNI8ifBZ\/wAg+VMtyXcFJIIK0zzmv2U6+fljohsaR4nyN5LxLk1YBaULFVM523VncUv76Pa1u8ww48ADkSTYm19I9rDSxL7HW0MvVJv1RSOfytJBSQoWF+l1+aJdl9h1xTTbza1oTmUlKgbCNJm1KcYC1N2Ud4tuNvxwq06Gai2r2jiNBpfUaRkszT3RrjxdyN2bvpuB3Rk6ARr7+IpgvoQ0yhtKgb3GZWl+0DqhZ\/EaEJSlqVWpZUEnOQkXsDpYmNllgzLQ7VeSe0AjAdbzhouIzkXCcwuR3Rr7ledfZMuhpSHUqCSsGwIzbx5oZpqBamw++t1Z5koSoakXB+eJ70VVFQxuctPk2+9rXBHmiPRU\/GKo3LMLWlKFLbcSrKAogHUHU\/BEfTKyJeWS1MMOrFzZQVmO\/qNvhhguadzvzDHOIUXlL3ai5MKeVNKio4rk4s3O3bBW32XFraQ4krbtmHVfd8BiHZr7L8i9nVzMwEHIkqJvpvBt1xEy07MXW6l5YUtQzEKIubn54qWVKqB4XGLlLwbopWRBXYiySRcdUc8sYiYTtYx5LzMqq1Zdo1NWgPBK2kOtVEFYunWwUDaw390esPVafcYSyX1FKgFleoX5O7MCNO8RDtSAexCJ9QCUIZZyn26kqfCknjbK6P8Aq8c+Z93TXg3xQ0YJyf4lX7pm9USQkMP0yQoEu+FeJyrMq2VlIcdS02lCVG1rnKkX04aWFhEglxCwVIIUAbEggi\/VGruVOYbmUz2S67kgKvYXCuO\/jCshW1SrrjTrBLazmSlCdbkDrO6NYZYrbwckMbkrRsl7iM6dl4iV16XCElKMxNw4kKGZFuzv7YKvEDHMc4yypSkkXCiU6WvcEAg90adyHsVVyLTdepsi82zOTTDLjxKWkuOpQpZHBIO\/zQhXMUUnDtJnK9WpvxSQkGFTEw8q5CG0glRsASbAHQAk8BDGqzMpzrYQJeZ6ZHSTfJqNb8eHoiNxKiQrVFfok\/JsTTFQY5mYYmGSppxtaSFJNlA7iRw3wPJC6spY5SaS8m2yc8zPNJfYWFtrTmSoEEKHWCIXuI1uh1JCFlD6pdhlDYQ2lKMiUgW4kxLpqshdQL6EhNjmKgEm\/UeMNTi1yRKEoumO1G+sYhjMViTabztvJeFx0WyFHr64YO4kbdQ8hpp1pY+tKOpV0rG4tYadsGuK8jhink+lE\/19YjN7iNapVU8UVZ9xHNKJK7772NvfAh8uvobDbZlVFZVZYCyQkacbAHj6IUckWKeNxk4olibQNDEdK1Rh155DroSAuzWboki5F4OKxIkqyLNkjfvCj1DXfFLImrsmmFrGlPKvalN\/TBKQ845LnnVlQSrKkdmURGVCpzEwhbegZJ6KctielxMM3p+almeZZdWgAB3og3BtxPHujLuLVfg1hB5IpI2tagBc6W64Ke+8QcxXFCS5oqcDy9AtKQBorv6ob0mpGWzl9ayhRzkAak2\/FGndVolY3o1myQUi8Rq69LIcQhbDqApQSVLKQBr39sOGatIurKRzgsbAlNwe3S\/yQ9cWRpdWOkC6iLQoqVCwklNylQI9IHywxkqm0qXM1MgNk5ujcAm3VeJmRdafZQ8AoJUpHlC58odXbBaYmmnTDokyE3UNN8MZ1S1ZmWbkDeYdvVxicdTIyspOpIGZZUwUjQX3nQ7wN+\/uNmj1Sk5dICJCeUTqTzBPAnXq3cesXsDeFaYiFmZM2OYaxxbywMHtTe0Wmzq0XK6Yk37QtY+CO6pmXJNyNeMcq8rOVQjEdFeNhmklpv3L\/HE5F8jJybxZwTj6TNPlfEkABCK1OrPnlJD8fojS0qbKSXM1uocY9Q2qSiVSNTm0ahiry1iP79KEf\/GEeULVZNo8PLbk0JU0Yem0NaNS6R2q6R9+Gi6g\/wCUhaQftQIUeAIPdEY9dtVzoIx7cfJLiueQ8xU5lPSPNqt1oBvCCKlIvOATMkEKGuds2MIuqCxYcYbGnzrt1NybygdxDZMJ44fYNCZsJdRMshTTvOKSNDuJ74dycwmal1yyzYnSx641RDU7KqvzLibbwRb3ody1QVLvJeWgpzWzAjdHDn6els7OfLicTanHAWCCdbi8J1N9IYblwblRuruEMeeWtRSL2JBHVaEH3nJl8paSpSgMo04Rhgxt5FZjjxtyQ3ecLjpUTu0HdCXlb4WXJTSdVy7neUmEF5mzlWkpPaI9qNJbHoaaEZgkAgRrkyq8+e1UTr7gIJBjX3lXnMx33EWgYac+unuEZY3CMTf1w68BAZ3CESPEwaCpGkGO+ApCMz9ZX3QvRwebeI9oYRmR60u3UIWpH1p0\/YWMMHyNFgndxhQ7oIreB2wc3tCEEOghovpO6Q6dVlRcw0aPOOk8BAHA7TGJhBUyoDfbdBkamFUpzG0AhpSV2KmzvESqYhEK8VndTYGJtO6\/ogK8GSTeCqAKCeyMKXrYcYUtZpRtwgChSmG0tM2\/QzEPMbyO2JemfWXx1pIiHfPTPaYpcC4ZMyQJYT3Q4IsNYJJJtLosOELK3Qht0RNUFkAj2xhCom7LJ+wheq6NjvMN5\/8AMzXdAhUFpQJK7HhExLXU+237ZQSPOYiaP5a+6JyTSDOMnqWk\/thCeyHHdpHsFHwNRkNNpcZLqwkFS1nNc9gibf2c0SoNhLi3UXG5tWT4Ie01SkoCSm4I4CJ2XmGUICVJy2jypSld2d6hHyjS2tjWFWl85eczdfjB+aFp7ZThTmOcdamXAm2hfUOMbul5KhuEGcCXmltKF0uJymM3Jt22J48b5iaSnY1gdSueVT3VKVqD4wv54M5s\/wAOUZtxUjSgFAE5lrLhv+qjckLWENJT7UDuhtWW3ESanDxG6Li5PyEoRjwjxioPKmE5jYIJtYCwjR3EpbmXUpAFlmN6mkp5kgDcqNFnVpTOvfbmO7FyzkmqQqhzXjDtp8iwuIikv5vJh3LhZIKt0bIyJpiYvoPPEftjdUrHcw2rezIU1g\/qJJhH3sOpayTDXbYktbWMTStreKz65bu5sBFv2saIbLheTPK+KbA9nrNh\/O3T16fZMIV8seoKaZfbUy+0lxtYspKk3BHaI8\/2CNeL7FMAscW8M0xJ7CJVuPQecQ02pxxaUpSLkk2AHE+iPch9C+x2S+po12s4anHpgppFOoKJYMqKRMSlyHsqsu4apzZL9x87yiYWlUygTiGi0Z2cJuVy8onJa27Udd\/NaJNiqUyYWy21Py61TCC4yEuJPOpG9SfbDtEKpq1KU2y43VJRSZknmCl5J522\/L1+aKUVe5FsSGHMPAaUGnDulUfNEXUcOzgmXTSKVQCwW1cyH5YJUlzKLE2SQRfN6ezWdTUZBUuibE6x4u4cqXudSUE33BQNjuhYTEsVrbMw2lbac60ZwSlPWRfQb4biqDcjqXQpZuny4qlMppncnr5l5cBvNf2Nxe3fDv1Fo5Sb0qU3aesp+aHaH2HEIU262sLAUlQWCFA7iOu\/CFQBvFiOsQlFeh\/malN0GvKmpgycnQhL9Iy6VsG4OdNs1t4yBRP2R46EStJw9K+p7QrFJpapsgl0sy4CDqbWuL7rX7bxNBIMGsb2hqCXgFsQlSw3JKl7Uqk0pp\/NfO7KpUkJAuRbS99BvG++trFOhUFxlDia1TKQrKEFoyzFjxuFXGtrJ1G+50ToDsAAjIFjeDSgtvkaCjUewtS5UW3etJ+aG1Qo6SwU0ySkkOWN+ca6J0IA0II1INxfybaXuJXjBoHFDttURFOpj6kOerUpIrXn9a5lsjoW0vcnXibdZ87w0iklRWqnS5V7Yti\/ph1vgKiVFLwFvwQ1QooU4z6nU+mpbKiJhTjPTyk70kcbEwlRqTPDnBXJCkZRl5rxVog+yBzA9mTd1q7Inba2jOXtgUFyTSYy9SKZnDniLIWk3CsgvDCfps5462ZKWp5lQEBSXW15ybqC+kDYCxSR0TqlQOigUzdtdYwReG4oVshqTSnXJMer0nIqmAtWjDZDeXha5JuePVu13l8qk0stlBkGctjpkh2BYRnha0JRSC2zVp6iVNdQDVPplETTSkqWXGlc8FhHQsAQCM9gfsQbA30dUShZZFPq\/S6SmcJBV4m2ebAyjQFWvlZteItoInSIAFt8NRVitrhkZOUOUXKrbkJWTZfUAELeYLiE6i5KApJVpfQEX6xvhlRaRUUuvCtyNNLQJLCmM+e+dflBVx5PN6g7yoWsAY2GBrA4qybfIyXRqUs3XTmFnrU2D8MN5yjsJYSKdTZEOJcSTzjItl0vbdw\/+juiWtaMG\/CFpQ7ZrlEpFRzzTWIKZR+ZBR4oZZs5iNc3OZr63tYg7olFUunG48SZ4DyBuEPd0YyE6xaikK34ISsUl9xpJpUrTlODQpmGib6g3BBFtAQdCelcWtYpU2kzAem1ViQp3NF38rBhvXm+l5V+O4aaWsdCSBPlCr6CCltRhaUO3VEeqk0olJNMliU7iWhcQlM08lxlMlKSAZzHn0raIVl11QoHfx3cLXF7pkVNqG8QkslGsDiqBN8EbTqa826+anKU4nNZpUu2RdF+Obstu7eqNgp6QMrDIyJBG46CI0PgqsYctzIQBlNjE6UD5NnbLLLRyjVW+xhs+43vVY23XO4xEJqCrWKzBHJpavZQ6J0mZ6YbQCBbSOO+XDXU0pzDEzexdTNt+jmiPhMdYzjhVvMcXeEF9bp+EXQdefmx5srfziInvFil9LOTMS1lup4TxAlRGdNXozqTfgWailVvQPejzZxY4ROvPrck6rL3JQvxN496FPAfdD6YgFW1tHiZtpkR3Qi4okWhjMgKFiRD1wZgReGMwQkEDUxmOthnLKvOMtKGhcSPfj0WVUtCk2UbDQC+kedyqSqfY03uJ+GPSGG9xtGOZVRpi3s3nDNHpFXpan6rTmJhxKykKW0lRA88SjeGMKITkboEieu8sn5oZYMeQKYUg6Fw3jYRlcX0F311F90cMo7nTFqtxqzhzDbYAFEk0kCw9ZT80ZVRqG2CBRpPfcesJ+aJVLKVWB3wR2Xum6Ymty0l4I1UlTmm\/W6dLjUaJbAt6IiapS6TMtLQ\/TWFhYKdWgYn3mlhvQDWIueWmWa5x8WGqrXFwBvOsaLbcTS4OZq0hMvPTLDeiUOrSOwA6RrSjeZF+sRsdbcS7PzS0quFOrIPWLmNbUfyz5xHpwWxwyVSFpq\/OHuEBnyRGZs3WfNGGrgCGJj5vdCpSDCTe6FraXh0JDeaSA2e2DUtWVh77UmBNfWvPBacbsu9qSmBKxvcQVvFuuDndrBD5Y74O8tLaCojcIQuBnOqJyti\/SgzTfNpGmsZZbK\/XV6k7uyFCIYgyN8LIhFtV1awqFJ64Q+BpU2dEvgXtpD6Tf52WQu+trHvhKZKVMqTodIbU13K2tHDfAFkk2czkOVAc0u3VDSWWL3hyp1JbUBxEMPzM0vyHh9hEVMAXv2xKUvyHbe1MRkxv88Id2Tkj+Z0d0LLENpFxIl0gnhCynU2OsAyMq\/1pP23yQ1ntZVruhxVXEqasN4MN5wgyjfdDRLYWkKstzThE3LrSJhsk2AMQNMVlcWOsRJoWecHePhiZboaW6Z01TEgtIUlQ1T1dkTLKEBJC0nvtpEJS8yJSWSodItpVp1EXESjKlKJULm\/bpHlNWeiProHRRC\/OLDeWxHbxhkxmJN73uLQut1YFibxEikr4EkOHnVAnjB6uAqmKA35TCOYIWLgXOsYnpq8spBSCMpisfJE1seOTIPNuG24kR5zUbmoPp6lkR6W8n1twXucxMea1YlNVmQB+eGO\/C92ceRBmQlB1MPmHAN0RjQUq2bhD2X03mN+dzPgnJE5nEDfdQhntrdS\/tkxq6k3Sqvz1u7n1CHlH9dnZdrTpupT6TGv49mDU9omIJq9zM1eZX7p5R+WLQ\/Rd\/stklU7ZxhaQIsZajSTVurKwgW96JPF2HTizDFRw6Jltjx5rmwt1nnmrhQOVxu6ecbVbKtGYZkKUm4veHtElEyVJk5UCwZYbbtb2qQIgtquIMXYUwLO13AtATWa0y\/KNsSapd15K0OTLaHVFDRC1ZWlOL6PtY96K+VfY6Zcs88p3JkRJ4plMXu4mkjOSz5mRLMUotSbTq1zKnAy2Hbtp\/LCVABR6beZWYLUiHFJ5OT1Mr1Kr6MTUwOyLU+27Ly9HXLy15iXkWQthCZg82oCQSpRUXM6nVmydAH07tD2tstTa2cDKDranQlkUuYeUlCJ1DaFJIWEPqdYLikgKQltTWZxYQsW9hSgWuFZr7jE1GbF4PFp\/k3NPbOZTZ3IYjl0MSlXeqYemJBag4l2VdYLakNPN6p566SkpFm0BQUcylHVyc31rnbYpksrq3H2nzSAJmYWuZl31Mziw4BMS35WDXMhKPWlZc3RBPtQSeAg4SYrQhpvyeK4X5OjuHsd0vHisVMOPSJKlyDNO5uTJW\/UHVhtvnDzYT4+ObOqklpRuQ6oD25IN79sYSLb4VA0hqNcCMWMGtpaM2PVAA64atADhaABeD5e6AE67oS3G1Rgam0ZyjjGbDqjMMQXL1Rgi0KWMYy33wVsAWxgW1g1jBgk23QUAkUwWxhbJ1wMtoKE1YkEnfGSk74OUmBa2kHAqEspgZbQpaMFPbBViC5RaMZTCmURmCiQqU6awMvVBwOMZIEJglYkW4KU2hU79IIogG5AtcXubC3fwhpAJq3QUqsLR5W9tU2iuSbs1KbJKoHkp5xmSeaWFrQt5rIVOjoIKWHQVJ6SgtDwIQG+nvWHKpUKq1UTUJB+VVKVF+VaLkutkPNJIKHEhZuQQQCqwBUFWFrElpugJZxZtDdSs2kKr4wmUWhMoarGVXbCrTiSMpgjqeMJag3G+EA4Xl4QgtShqCIPmuITXrugAbuurIteORPCFyrhwDh6rpaKzLVVUubcA40o\/wAEI66cAAjl7l\/IUnYvKTKB0mq9K+gsviJn9LJkvlZwDQWlVGQxU44yUmUo7Uykdon5Zu\/odMa24ocNI23ClQCpXF7SwAqYwy42ntIn5Jz4Gz78aW46Ex4mVfOYwdxCvKJiPmFAX1hWYmFHQXiMfWsnefTGdFcIVknP5Jyo33dSPfj09hAvmtHlFLKvVaUvqOeSffj1hhV3E23HSOfP4NcJuODgr1PWEKACVki4vxjZGEBxOdv2BykDj3xq+FXizLOIsLqUbDhE9TZg3WlQCbuE\/B2xzS3N0iaYly7ldUodE2HdB5pCmEgS5Sb+xB1MKSKgAhKzqeHbCs\/dAQtJ8nWM+WaJUQ5ngrMly4PbwiOrMuifpszLKULuNlIUYd1SWBKn+cUFWvviBqM0VSTl1KANzv3xotyfNnOFRQGXnWgR0FFOnfEAdZnziJupqHjL1jpnV8MQmhf88ejE4ZbsVmvLPdCjWgEJTR6Z7hB2laC8MTVD9qFgdbQ2bPbvhYKFt8OikEnPrUEkfrK\/tYE0v1u14EjcNOfawgYgfKEEn0kpQDuKrQckZh3wd9KXUZVbt8Ak62MBICRbgIId8Ilx9m97KA1jKXkubjY8RAKgyU9sGyq64Plt1QZKIBCK7hJ1hKWbykkcdIcuJuLAb4yy1ZOo3mAaCtlSTvhXMqx14QMljBikWPdAA7pP1tY7DEdMgZyOoxI0nQL14H4IYPgFRv13gBi7Klc2mxOkHOcjeYKyUpbHGMlxXkpGp64LDcbTLalWCjCUy4kspazAlIh0qXWs3dtbqiTpmD6rVCDLSaktnc450U\/OfMILDk12SUEum2+JBLhKxpHoVI2cScqFLm0eMuEeyTZI7hEgcHUdo3NLZ7OjEtjVnpmHShdOlphNgFy7duPse6JmXcZQ2cuZGbr19+IGhzDPqfKpbACWkJbCRwsALD0RJc4zmLQ6SRrft6o8x+Ueh4tEg26hJKnVA66gdUHZbemD0UFSiCSAN2tojszakkBYAtoIcM1B5pKghwZspAvY2BN4mrQ00O2aZPzkzzSEoTYlIKjofReGVUZMitSHlBZRYKSBbr0v6IMKpMqebecmcqrWKwbKA4\/\/AFDSfmmi2oB3MLG1+PHrioKuSW7R5g4nVwFWtzHm9bGSrzIBFs9\/eEegPTS35pctJtKffKrhDepGu89QiVlMASc167UKVmmHNVkLO\/zR24tnZxz3PI0OG4hw2+mwBMe0MbLaK5bnKSB3uL+eJFjZJho2UukpH6tXzxtqRB5VgxIm8T0eVCvr08w36XAI1FxSp\/GClWN5mo378zn446mwfsvwxJ4mpEyzS0JcZnmHEq51VwoLBBteOXsJsmcxzR2bkl6qy6NesvJEaQaaCL+ZJl\/CQhKlJFsuY2jJ0ACQk33gwg06goFrwZT2Wxy37o+i00kdTe4u3zg3JbH\/AF3QqlLnEJ9P4obJmetsiF0TaQRcXh6WIYTWLsMSEyzJztekJZ6ZU6hlt59KC4pq\/OBINrlOVV7dRiZs5wCfTEQ5RsOvzJnZmiyDkwRZTzkshSyLg6qIvvAPmHVDhWIqK2OnVJMAALN30Dokpsd+45068cwte4vOlrkCRsv2qPSYMkuE5cqPSYiXsVYeltZmsyLSebQ9dcyhNm1eSvU+SbaHceuJETKAoqHECGo2A4HO+1T7r8UIT9QlaXLqnKlMy8swkgKddcyITfrJ0Hng6ZtNoSmxKTrC5acl0PsuJKVtuDMlQPWNxiqoBOUrtLn5jxSRqUm+\/wBIc22+CrooStWm\/RLiFHqC0niIfXevbIn3X4ohlSOG6bPJrYplPlpw5ZfxwtoQ4QshARnOvS6KbX10Gugh0xXaS+pKWajKqzqCEZX0KzHTQWOp1Gm\/UdYiEmgJD14ewT7r8UGBdtolI\/VH5oj2sRUZ51uWZqco669nDSW30KUso8uwBubcerjbcXYmU8IelsBb172iT5z80D132ifSfmgvjSRvEY8aSeEKhWhi9iOiS8yqTfrNPQ+lwNFpU0kKCzuSRvueA4xhWKcPInDTl1+mJmhmJYM0nP0cubo79Myb9VxB1UyiuT5qi6eyZxQCS\/l9cIBSoC++wKEnvSOoRj1Cw8X0TQpEol5tK0NuBoBaErFlJSd4BGhA3wtMhkoUupJSpKQQbWJI+SCq50nQI9J+aDqmc6ipZUonrhN2cYZAU66hAKggFSgBmJsB5ybQJewMkOBN8qfdH5oIOcUArInXW+b8UJpqki8tLKJplRdvlCXUlR0vu7iD3HtFztvgNoSEXASBe8OrE2Zs57VHpMYPOe1T6TBueT1e9BS+gQ6ZJDM4zww+VhrEVLXzaStdppPRSFBJJ6tSB3kRlzGeFmlqacxDTAtCw2oeNJGVZUEgHqN1JHeYwcM4VSXMmHacnnbc4UyqBnAUFWOmoulOh0NheFE0LDaAoN0KQbKgLqRLpSo2CQnUC+mVNuqwtE1IdEuC7xSkecwBzp9ij0mG7tQabSp15aG0JBUtS1BISOJJJ074QRiOiLeWw3V5Ba2750iabKk2zXuM2lsivcq9qqz0iHxzp1UE+YwUkjpQ0brVNnFqakqhKTCkjMtLL6VlI7Qkm3VeFw4CBv1ENIlgWVqB0SQesnX\/AKuYSWXTfRHphPxsWA4kQQzSbw6saQobpBUoJA4knQRErxPQAwqa9WZEMoZRMFwu2TzSrZV33ZTmFju1iQcebeQptxnnEKBSpJ3EHgRxiJVh3DBZdlk4bp3NPo5t1sSrYS4i6SUqFuknoJuDpoITi\/AxuvGWGVPJYRXpBTi2y8lIe1LYJBWNPJBBBO4W1iUPOWHRTr9lEWnDGFJV1U3LYWpbT62fF1ONybaVlqwHN5gL5bJSLbrJEPH6ixLMqceCWkIFyVEBKReI0vyOhVXOD2g9MJlS+secRHrxRRMygajLDm0c4oF0XCbgX9JAHWTbfBJbEFMqJeRTp6XmFsZecS24FFGa9swG64Fx1ggi94ql4Ch+sLOt0+gxzby8pVx\/YPMLIHrFUlXfRnT98I6JXOJA14R4Ny0EePcn7EjgF\/FDLvns9eQn78REk0mS91RWnh50mpTUqkE+M0qopNh7SWW9\/BRrC1jj8Mbns0bYnMfUyTmW0uNPs1BpaCLhQVIzCbe\/Hpy9nGFD\/WOX06gY8LO6kYY1tRzq64Dc6emGTqx1eeOjn9muFB\/WNgjuMM3tmmGFJsijMjqsIy1FtM57pRCqxJgfooEeuyaEXSSL2sfPEpMbKaQtYVIySGHUm6VBGoPA6xGT9LxDh9R8bpDr7Cfz6XGfTtTv9F4xyfMXBUjZKGseLq5vQ5z6LxPSqeadzoaOVSRfXiOzhGj0LElLbZcS7NtNk3KQpWVQ7wYnk4kpmRI9UZYBPHn0xzyTvg2i7Rvsi+2pCLJBUL98ZqcwAGxcandaNMksWU6Tb51yqSZUdFZXQR6LwovGVFcJWanLi+8KeSLe\/EaX6NU0TVVKHmeg4OkbWHC3\/RjU6ypPNc00RlIOnG\/GCzWMKMVZUVOVsCTbnk7\/AExDzNdkp5ZblZhDygbAo7YtQlRNpPc8Ln1EvO29ur4YiBcO5iOMe5LwbLzNz4gybm6rp3mIKp7LEuqU5KOFhSjfKU3QPl+GO9PY4meXOEO3UTB0IJFgqNkqmAq\/TQVqkVOtj2bPSB82\/wB6IJUq42SkgpI3gwyd\/JgBYOhg91xgJcTvAtBgeBEA+RN25TZW6F5G\/MOEwk6QU7oWlhaXXfsh+AGrtwRGSVWgOnUHtjCySNIQCTijawhNtoAlQ3mFwgwYI7BABNBuX\/QEe\/Bksyp3tD0mPcxsAwwrVM9Uh3OJP3kGPJ\/wza\/qnVh3qRb7nD1IelnholZJe9gekwcScpuDQHpj3JHJ8w3bN6q1e3WHG\/wcZHJ6w+rVNbrIHa41+Dg1INJ4emUkr\/Wh6T88KJk6arolgm\/2Zj276nehHX1frA7nGfwcGRydaET0cQVcHrKmfwcFoHE8OXJScqw64w2QoJPsjGuui67nW0dLK5OdEKSlWJqqR7W7Pw5IKzyasGJWFTVWqz4uOiXmkA+hF4NSCmc9syoISlKCpR8lIBJUeoRtVE2c12qAOTDQkmlWPrycyyOxI3ee0dG0TZbg2gJCadSmkOZQC6t3O4od5JjY2qFINgJbYaAH2YMQ2Vps8Qomy2nyBS6ZNUw8Pzx\/X0JAsPReNwlsIuKAK0BN+uPR00yVRrzQ77iFxTmSBZIPYDCY0qNDlcLNE2Uze2l7RJtYTkiLLlEkdRjbW5NAV0WFDsGsOkyirjMwsa21TENsKNURsvwzOIS4\/IvpWq6iG5l1APmSoCFfpR4TzAmUndNxFQfH38egS0qlKBdFzDpMqFaZFAdxtGLRotjzdOx3CRTbmJ\/9kHz9\/CidjuETYFqo6dVRmB9\/HpAlQPYKI67RlMtY3CT6IKGecnY5hI\/nNR89TmP+eE3djWDCDmkJ1Y4hU9MKB8xXaPTS0L2sYTclgQeiYpL0D2PPKfgLDVHuim0RlnrIbuVd5NzeDu0hgLITLJSR1CNxcZWk2CVW7jDVUqtwk8yT2gRaMzV\/UtlNgpH7X8UGMikaFskdgMTjkoUqvkPvQi42lGpSvXTXWDcBrS5dMtOsTBbADSuc1FiMuvyRwRR6pN0OsyVclUhUzITTc03mTdOdCwoX6xcR3+D0XGlHIpxpaElWlipJAJPAXMcUsLkCyjRu4SAdBG2N0iJLezpFPhQtuabZcFYJ3WN5SbN\/3RGfyULbmqw+gzBWn+CzY+GYMc3lUj1NegQa8idLM+gR2\/GZfYapPydHjwoW3JJucG4M80pM\/h4VT4UjbgB\/OXg0\/wDppr8PHNd5EcGgB2CDJRJL6YDR80HxmX2Gqfs6WT4U3beP7BsEH7aXnL\/d4ij4SbagZlc4vZhgQvuWBc5mezWAQAAfGtNEJGltLjib+Ac3J\/obQ7LD5oAakuDbQ7kiF8ZlfkNcj32a8I9tMnW1NzezHA7qFtIYKVJqChzaRZKbGasBa+nXrEyPCn7b7\/zjYLF+pibH8PHNPMyhGjTSuywgczKaDm2weqwhrrMvsNU\/Z0ynwp+2wG6sCYNP\/lTX4aFB4VTbQN+z3Bh\/UTX4aOYuYlDrzLZ7kiMlqTA+ttjvSIXxmX2DnM6amPCn7XJlstv7M8FLRdKrFud3pUFA6P8AAgGImV8JJj2TLK2dkWBs0uUqbUVVBShlyW1Mzc25tB37wTvUq\/PXNyXBtodwEZDErwZb9yIH1eV+Q7kmdGSfhMMfyM61U5bZJghE2zmyPnx9bl1AhSipUwSSQbXNzbSJZPhWtsA\/\/XODvcTX4WOXealL25tq\/VYRnmZb9BR7kQvi8vseuZ1GPCu7X7WOznCJ80z+FjI8K7th9ls2waR3TZ\/ho5b5mW\/QUe5EYLEtwYR7kQ\/jM38zDXM6mHhYNsSTps0wUR9rOX+7wb8ll2xBOUbMsFd5ROfh45YDEpe\/izd+uwgeLSx\/OGzfsEHxmX+YNcjqYeFi2ycdm+Ch3CcH8NDWe8KftVqbSWJ7Zhgx1KFpcQfy0FNrSbpUk87dKh1ix366x4dhbB2EK7T\/ABip4qkaVM8883zLyBcgNoyFJOgOdRBzFIKUqsbixlUbNsFIlKi0vGFNfm2igyrrTzKG3ettKFnMpRPRuooAVck82Q5B8Vlf4g1z9nqEl4TXaBTZhibkdkWC2piWS4ht1Im81l5QrMeduokITqbnTfEp+SwbY0+Ts1wZ50Tn4aPE57AOC6VL02afxbTql4zMgTLUs8hGRiwOYEBa06hQJLZIuOgLaxOJMMYWp0sqo0PEEnUGFvJQy1zaUPc2pJVmKAokFNkhV7aqGXMQvKLqskeJC1SOgB4V\/bKrfs1wT50Tn4eMDwr22Q7tmuCR3onPw8cuc1I8WWT3ogFqSP500PMIPjMv8wa5HUR8K5tjV\/8ArjB3om\/w0OJPwp+1+YuF7PcH+iZ0\/wCLHKpl5Uj8ztjzCMBqVQdEoB7hC+My3yw1S9nWc14TXapPyzspNbPMHqafQptYvOpulQsRdL4I0O8GGo8Ixj4zLk2NleBw86OmoCe6Xl3JHjGpPOLvffmMcr\/lfrRGPWOCkxXxs73Yrn7Or5TwkO0mRcW\/J7MsDsuuJyrWluc6QuDrd\/fcXvv374dv+E92vJTcYEwcD1Bua\/DRyLmYA8pMFuzfUptD+Mn4YvnXk6t\/JNtsyxZGCsHJ6iWZk\/w0ZT4S7bYRpg\/BWvtpWbJ96YEconmOBTAu0PZJg+OyeWO5+zq78kk22r\/sWwWn7WTmvlmIyPCO7anDdWH8JI+0lHx8LxjlArbHskxgOt+2TB8bP2wufs6rn\/CNba2WAtqg4VJvc3lXvwsRLvhHNtc2jm5jDWD3GzZWVcm+RcEEH691geiOaS40U2K0mC3Y60eiJfW5PbGpTXk6RPhAdrbiy8cIYI5xQSkrNNdJKUgJSCS7wAA80Ya8IFtjlM6pHDeDpZTgSFqZpziSoAWF\/XNbCObVPSyB0lJEEVMSw9kPRC+LyPyCc35Ok3fCG7drfmDDR7pBd\/38a9jjlm7VdpGEalg3EMvRxIVVpLT\/ADEspC7JWFixKjbpJHCPC\/GJa31wQUzMtwWm\/dB8XN7NhcmbfsnettPwyTuXPFlXctpaLefOI6SMqgHde0cxbNJmXTtEw067MssNs1OXfcdcWEJQhCgpVydNyT8HGOokOtuNhxs50EApUkXBHWDHJllrdoIKhs5LJ3ZLwkuVQR5Bh\/k7YMG0G11D0xkiyMZlQXk+taDTh80SQp7bgylkEHrheWYQVXtrfqESbUum3SuIT25GiERhmkTJKpikSrqjxW0k\/JCgwbh0\/wBYpD9bI+aNkZlbCFwxpqbAdcRTGayjB1ASQpNDkh3MJ+aDKwjRD0vUaT\/2CfmjaUS4sCCCIDjSLWzAQfYvY1FeF6QCCKVLXHHmhDaZoMqkHm5VCbD2KQI25bBvcCGc0wQknTzwK\/IjRX6RqoBka9kRy6KhZOdrzaxuTrNlWJTr1GGypdKlEAXAjZIzs0qYoLKkkFiIGrYDpFVbKZ+mNuk+ytZQ7lbx6Y9Mek0HyUjzXMN3JMFI9aJHXFCaR4HV9izRJXSZ51nqbeGdPpGo9+NJquAcTUgFyYpLjrIv64xZwecDUeiOrvU5pQ6TSiDwhFylyo6JZQOomHYUjjR9pKUHSxvYjqgS4vKrVfcbR1fWNnuE6506tR2H1karF0qJ7wQYgvpGYEdSUtSE02km5CJhw\/CYFL2S1vZzKpKYKUgm9o6VVsJwEnTxWYJ\/zhfzwn9I3AzZzqpzikjrmnBf34doWk5v7oGvGOkjsXwGBpRHD\/6h7\/mgq9jOBgnWhL\/XD3\/NBYaT1TmHEmwQB5z88HQ26FAC\/bZSokUtBIJCLgdSQLQbISBdCCDuFwD8MSaDQpmQAUG4HAqUYMGniQSTffpm09MPm5dq29Cb7wd8LCXaSAQUX74AGQQ8Uiys3VYQsmWcyj1tV78AYdpZClXXY\/8AXfCwbIOgNuyEAySwuxCmRfrIN\/RBPFjmuW0n3olkN5xYlRHVf8cHTKC1gg2\/67YLAi0sXsENG\/8A12Qo3JrBsGz5h+KJNuWtfRQ85gyWglXlKB7VGGIjvFnb6oct2CFfFVWB9c9AvEiW13CiCe+\/zwrYlIAZQe3X4YBkY1JvZrpbft1mwEOUSjtwVtqI4Xy\/NDxLRXqpoJPWLGF22AVBWYG0JgKS7KsgASQe8Q6Qy4OHvwo0iydfhhwhpOUqJjF1ZS3GwZUfzu\/bmMGDVj0kDzmHrbdxa3vQbIE70E+aBlMZCWUVaN385jLkqvKSEot25oepYbA1F+4wFS7duij34EqE9yDclzqCgHuvaG3il1GzXvROrlUDqEIFjMqyUnThvv2xokRZDKkwDZSbfqRGsYzxBRsHUd2tVydSywk5UJQAVur9ogcT\/wBHSJLaHj2ibO6Qqq1d7M4u6ZeWSolx9diQlPUOs7o5Axrjmv4\/rKqxXJgnLdEuwjRuXR1JHE7rnebdgEUoiY5xjj6uY4qJmZp5cvJNXTLyaV3QhPWfbKPE9wGkaI9TlF09M2JiZSQBppCGXMu464uK3J5GCaUiwzqVfsg3qS2OK4mWmgQLiDOhDac5TcDWw3mOhQTGomvvy4lhfpG+gA3mEQ6oDRsgdpsYlHEIdWVOEk7hdO4Qn4s2dyiB1WgcUVpI\/wAZtvQvzKgGaCdzbg7lQ+VKoSbDWAJZJ3i3cmDQhaRk5MZCUqQ4CLXAUIymZQUZsjmmmix80O0yl1XcFje4GW+6DOMMuAqzJSpGmVDNh5z54NCHpQ1S8laSsNuEJ0+uAe9aComW1mwbXx3rhcM2HQSpRJ1sg+mF0ZENZciCBqSpoKI9MPQhafIzS6gqy805c\/Z\/ijDjqW1lCmlgg69O8OXZVgZQlZcSRe5aKde4wdLKFEKcCctjlzNm2n\/3C0ISgN0rQUhXNqF9fLhXIea57mF5M2S+fj1Q6TLMzKzd5DaydEpYVa3ZbcN0GQytoaN9IjJmUyeP\/wBQ+2PSMkFDiihLKrjrctxt8sKpZzqyNyqir\/KxKttySWQFOtBSkjPeUKiDxgiZKSmgS1MrebQoA\/lZSQTvtB2xuOxGKatcFhVx\/fIzzWl+ZtbgXDEuElKwheVTQTluZcm57oUU0wtQcfmZdhOgBEsr5IO2LRZHN+NSjaSGChK\/J9dIgq5yYTe7RPXdw8b\/AI4euU9DAW8h26yDoGFC\/UP+uuMNs6KZcYQVk5c3Mm+h0I3wtCHoGTT07MKS20ypSr5gnnDv69YRdddeTdbYATqBzkST7LN1Szr7d05SpKmVX3XPyQ1cl2mQnmnA8EpGccwbXgWNBp9EeXrEp5ok3I0VAc5xnKXZZ1OYXTmNriH5bcUS8EoCRcqysHTW5Jt3wkphpxRUp0A20IbIzdRI3iHoQlGxi4+lAGZJN9wCuyMIUtwFSGHCE6myodCXACkEJJNtebOnzGDOybaUISXgrONU80RYd\/GDQg0jHxgfoZt9sYKJpsnyF+mHfMJQpJ8tQNyMm\/54MGEOuAqKW0\/Ys\/IIXbSDSNXXA25kW2vTtHyQVcwgAWSo6bs0OBLJJJSlQ4GyDBg3ZHNlu4BJCua17ifND0INIyMybXCD5yYz4wSLlu36ow7LKcnHf7SDBjIQU5sw1AyQu2gqhkl4LNkpI7zADqeLa\/TD9xoqcuoLSriko3QQSqS4q6iCOATv7YNEQqxgZhGcp5om32WsFW\/7Vsjz3iTS0UoUypJUgm6SQND8kEVKpINk7vegcUOmRvOO6J5oG+4ZoOzmdVZQyE8Pxw+bYyqBTvB0tBuYbOuY3+1gUUPSNvF1J0JhJ1sJ3xJoSPIWlR6jaEJpm2\/zQpRSRLjQ3kVBtzMDa24xs+Fcd1\/Bs2XaVNFUstQLsq5q25rrpwPaOzfujWGkFK90KqFzGLSJ4OrdnePMN4\/QGZV8SdRQm7kk6q6u1SDuUO7XrAjfU0dpIsrMes5dB6RHC0vMTElMNzcq+tp5lYW24hWVSVA3BBGoMe8bM+Ui\/LBqi4\/Tz7KQEoqKE3cTroHE26Q+yGvYYhx8oqz3dumAblJ1HtEw7RIJCNFJJH2MHps\/J1WTYqFOmJaZZfAUh1qykr7QQYfpUonKfREPfkaSEGJNvIFBd7\/YwsJZIGiodIQQm6rDshQJvoNDEFjREuBre4gOMN8CBDwNkcRCawo9vvwUBHrYHCGsywCDlRc24pv8sSi0lR0hpMCwsVD\/AK88MfJrUyxZVjYKP2IhqWUIV0igK+0BicfZWsEAqy9hhmptQ3up7rxojMjFMg7yP9kmEzLoXcpLZtvv\/wDcS4QSLqsR1JSmChsqVzaVEFRgsCKVKoKQFN+dAMIuyzBRZaFXT5JSN\/vRNOyS0nIsKuNbnX4IRU2FCwWEj7KBMOCFLErl0ZKz16\/IYymVJb0YKf1RF4lVtISNL9Zsd\/brBFtZ0ZkDo8NIAIVxhSzZKCojgVD5oQMm\/fVhQHYrT5oni1mSNCAOpI+QQlzWYkp3jrvr6BABCqk2spORXdlGvntCQkwdDLpt2EX+CJdbQGiki9+BIPvwkppad14BMmm21D2Nxa1hlhdEspSb2KRv8sQgkuKVmKAe+8Lc66kgBseZMMYrzLoFkuKt3iFENO+SpxfuvmgqS6RqjNfgR80KtJUnplvKq\/VbSEBnmstukrX7I\/BeDBpw6pUoJ3XuYUKioABANuuMgup0CDC5YBmmin2V+0wfmQekbm\/aYDanrWUk2jN1EFOU90PkQTmrmwB9JjLbRG5tSQOs3+EwdBt+dIHeSIVSUq9iTbvECVDCiWzalS0\/qj8F4UQwAkALWb\/ZQZNuDahf7KFEpKdbQuACiWXa4ze6hZptVxmKuzUiAlTlwQdIcNrWTYiE9wQ4ZQsgXWr0w4yWO+Ems4FwIWQpZO+3miWOw7ZN9+6F9Trp8EJBauq\/bAzKhXQcCitDYLI7oBOUG7q\/OYwHVg2UbwFrFtTANbjV5KlWIWog8I0HaltUomzKlKmJp7n6g6D4tKJIzOEcTbcm+8whte2zUbZxT1yzC0TNYeR6zLpUCU7xmVroBHGOJMR1fFdWfrVanFTE0+bqUo6AcEgcAOAjSMSG0PcVY2rGM607W6\/NKemF3CUkWQ0jglI4Ae\/bWItM23uvDLL1wYb40Ib3H3jbdrXjLcw2DDKDNgkxcVuUkTDUy3bfCcwtT5A5teQCybQmwNBDgIuY6ErNE6GuRYFgF914I4y8uzYzIHlZs3SPZEihEH5sXF4pRG3ZHol7C2RR7YyJdIOqHD3mHxQOEFA6xBVAmMRKrKs1l68Avd3wu3KgewdHXu+eHaQQYOCqHSEMy24hB5pD1zcWCrX7IDMg+tsWQtQve+Yaw7UpRsn2xtD5u6UJT1CFIqiOFNeOnNue6T88Lep0y4lIU28rILJu4LAemHqQeqFADYaQrsKI1mmTjay9zJtewAdRcDuv1w5bl6g2vM224Da2jqfnh4lCvNCqEa7oW6GMDIzbvSXLPEnec6P+aFWJKaYSoIk3QlWtucQPvokm21WhdLROkG7AjAzOqRzZlnym98oeQfezQmuRfcAQ5IP5b6jOj\/miX5k8YCkFI0EG4IjA1ONZS3LzN07jziL\/AL6Av1TVqpiYJPEuIv8Avu2JBQVbyTCSjpokwbjaZEuSUwt0uLkniok3JcT2fZdkGQ1OMizcq+i+8pcSL+\/EgcytwtBSlfGGvRLsiXJecJVaXe6e+7iT8sIGmTYH5nXr\/fE\/PEyQSNYKbgDWHTAh3JapOJyuIdKbg2Lid\/phJdPm1WBZVfgS4mw9+JopvpBcguYPuLSRKafMhN1MLJ6w4nT34KKe+Lktu+6T88S5SngIKQCDpCaodEQKYoBWWXWM2ps4nXv1jDdOmUlSVM5k6Hy06dh13xLZTAIhpBRFKpzpBT4vofs0\/PCDlLfSjopUkDqcG706xNE2O6C3Cr6QmhUQZQ8vpLJKusqvBXZdKlAhkp7Sq8SEywGl50DQnXvjKGgRAkJ7EQqTdCs7ZNuNzf0QdEu6m+e5vvsdQOyJlLAtujHi6Twi1BE2yCclHFXStVx2KjKJdYFli9uN4mHGQdAIQWwQklMTpoavyMHGwUBOTdxzHWG61lIKFJ6Pfuh64FCGT5UYzkxCGaytYBcEFOhvGCb8IwaJYYrB0jGe2oOo3QUi8Y7LRPAUbhgHajinZ9NhykTnOSilXek3ek055juPaI6v2b7XsKbQmUolJlMpUUJHOybxCV34lJvZQ7o4gymF5OZmpGYbmpOYcZebUFIW2opII6iNRENWCdFjSBxSv3hCulwVGOY9l3KWflizRsdeuN+SmfQLKB3DOOI7RHR9OqsjVpRuepk4zMsPJzIW0sEEeaM2qL1DtXWDpCaiL6GFLqItmHdBF3SLG0IfImrOs9Iw2dbG\/nLd4hwVWVcG0JPLVexsrvhrYaTIuYAIN3CQeoaQ3SE2KSs\/BD54LUrhbqENylZVbdaLTogRXlSNCr3RhEpSvUKV6YeKzWsFoHnhDm3L2JFjvg5Cxo60z1qvxusGCqbSkXSgZRwuIeqaKRbObdVoRW0Vagi0IN2M1IuLmAEry2Q2VDstb34cKQAdQfc3glgOje4G60A2IK5y9ghzusIScSpQ6bS++HLiEkWSg3hu4yRqc9hwO6H5ENnZdsg7yeyw+SElISlIHNKNusX+aHORFySLdWohNTaVCykKBgYEki\/tD7n8cLJNzZSDbu\/HDhHOK0y280HS2snX4Idiv0IhSCbZF+n8cOUpbUNEuemFGJdV81+4w4Qy4T0lQWNCCGkG2XMnzwoGikjpE301hXmVAix0EAMuhQIVCq9wDJbbQDvMF9aJICFg9ekLpQ5e1iT3RhaVghJG7XdC4AwG0WBzOehMHS2g6BTh7wIMjNoLQsE6+TDASS0kDpOKPZlEY5lJ1zuEdUOAhJOqYPlQE5Ui0OhJ2JNNJHklY9ELNtKv5SvNB2kC268LISn2sKhoy2hQ9kqDBKybD0wZN91riFQLcNIloAgChpcwcNDeVKjICb7oMVJGhETsFhcqBfQk9148f207cZDAcsuj0ZxD9YdSQlI3M\/ZK1jddqFYn6NgypTtKfDU0ho82o8DHHErs\/wAS4vm3p8zyJh91RU4txWqjGkY2J\/kadWazUa9UHqpVppcxMvqzuLWbm8MgeoaR6BMbGMUMGyiwf1cN\/pR4lTvMv7uNdLJNIsTGbCN2+lPiMDymvdQU7KsRji16YaTEzTADCrWhjbfpW4kSPzr3UZTsyxGnWzXuotKhpNGvNcIcoVE8jZ3iBPsWvd\/ihT6AK9e2Vr3V42jJFqkQSFCD5k66xN\/QJXRpZkfq\/wAUY+gWuA7mfdw1ILohsyAIwtaNLRM\/QRWxvDPu4wMGVriln3cPUh3ZDgjfCyFNZbFOvXEn9CFY3ANDvX+KDfQjVtxDPmX+KDUh2iKbDbjv2KOzjDsZOJMPWMKVJpJulu539M\/NCpw5UANEt3+3\/FEtoFJIYC\/ARkLI4Q+FAqIG5s\/qoz6g1ADUNe7\/ABQrsaY0S92QZL6uAh0KFP7\/AFkfq\/xQYUWeTvUz7r8UOwtCDcwsnW8OEPHrMHFHnAL5mB+rgwpk0nepj3ZhakOzBcV7b34ylwcSYMqnzNrlbNuxZjeMAbE8W7QpVc3SFyyGkKKSXFG5NoE0JySW5pAdRxA9EEcKMp0Ee1\/UibRyLiZkPOsxg8kPaSdEztP86lQ9cSO7BeTwtYVfQgeeCqNtCde+PczyQNo5PSqFPHnMYPI72kq19UKdbrzKh617DvQ9nhCym++CEiPeDyOdox31KnDvKoKeR1tFG+p039tBrXsO9D2eCqUASRBCrXfHu03yQdoUqyt5VRpyggXsM148drGGpyi1F+lzzzKHpdZQsZjvHmg1IampcEUVHhBSu8OvU9VzaYZOntjA9T1bzMs+\/CUkyrGhJ01jBUbQ48SWN8ywfOYBlWhoqabB88Hcj7ENMxvYxmx3wv4qxvM42PTALDI0E20R54NcfYO2NFpCgQdYboVzDhbWNFHonqiQMuyN82378JOSrC0lJm0W7jAskfYqYQOpGsAuAwTxVlNgZxHohVLEuBfxsE9idIrux9gxBeYG4hLKpO8+\/DlTbB8qaHmTCampYi\/jX7WJeWD8g7Gb6EHWI+YQkXIiXXLy5H5q\/aw3dkWFDSa\/axE8kWuRNMg1gX3QXduES6qUwdfG\/wBrCfqVL8Zr9rGDaZLi0RYBgpiWFLl+E3+0gepcsP6q3fYxNoVMiQL8TGd24xKepkr\/AGx+1jHqbLD89J81oTCmxgm43RueANqmKdn80FU2cW7JkjnJRartq7uo9sa54jLDc8T5oHicsPZqhAk0dl7Ptr+GsdsIbamES09b1yWcV0h2jXWN7skm2YxwJTWXpKabm5CceZdQoZVoUQRHbuD3XprD1PfmHy66thBUtRuVG28xDjW409ydUlPtSfPaE124pv54OW1WuCB5owUBYtmgRd7DVy29KCO28JEHNf8AFDl2XSNxF4RVLkjyoZO4RaAUn1s3+2hvkRe6W7eeHQlOBsR3QBKpv0VHzw2h2xmSBcFlB71KhsslZsGkJtu6SokHJYg3ziEFy4GpIMJAM17rqQ2T2XMIkLBzFoWPePlh2phr7KMc2lQtrYdcArGagVi2QDvJhIpUNCE+\/wDPDxcupRsNBBTKKIsQbQDGK2FGwUE2v1mGymiHNbnviVXKdm6EDKpJJKbGACZS2Tv0hZDaTob6RtaMMyKfZKhQYakiN6h2wrY9LNWQ1bW+kLIbSr2XvxsowzJnTnFeiFW8MyifZrgthpNZ5oW0WDeDIYFvK9+No+haUVrnV6IOnC0snyXVX7oEw0s1nmlX0PvwQtEq1I9MbanDDJ\/P127oOMJy9tZhXvQag0s1JDRuNRCpYcSbm2sbWnCUqofmlSfeg\/0Js7vHCe+BSoNJqYQoptlv3RkIUN4t2GNsGE2twmledOkG+hFu+sz7w+aHdhpbNWQLK0AhUZibWTGzowm0D+aIOMKISbiZ3wWFPg1tKXU6iwhQIWd9tY2NOFk30mveg\/0LAn81XhbhpZrZQcvCEloUBwjaPoVUd0wQPNGfoSzGxmb\/APXdA9g0s8rxnKJrVImaZOrVzLqCFFO+PDUtM4GedW0svMjdmNjaOv5vAjE2gtOKSpKt4KRGt1HYRhyog8+yg5t+kVGVCUWjkWq7W5NKiTTXN\/BQiHd2zUpOhp7wPpjrCY5KeCJs+uNDXzfLDU8jzAKyczYv3mL1oe\/o5U+nXRk6KkH7QX6ddCP9RzA7xHVf1Gez9Y+tAfqj88YPIvwANObHpPzxSyITb9HKh200E6GWe9EY+nNQDoZd70R1UeRbgE8APOfngDkVYBI8m\/nPzwa0LU64OVPpxYfIuJeY9zGDtdw+R9ZfT+pjqz6ijABFgCnuUfngn1EWAyDqo+c\/PBqT8i1SXg5TO1ugX8h73MYO1fD5HkveiOrPqJMBkW6XpPzxj6h\/AhJspV\/P89oNcfY7fo5QO1bD99z3uYIralQCdz1vtY6x+ofwMN7i\/fEY+oewJceuOkHeM5+eDXH2K36OTjtQoKjoHvRBVbSqEb3DtvtY61+odwGdAtwfqoyOQ5gQH64vvvDU14YXL0cj\/TJoXAvD9TBVbRaGfz133MddfUO4EO9530wVXIbwIdA6sd5MGqK5YXL0ciK2hURQ1W6e9EYO0GiEWzuqtwyx139Q1gg2yvrNu0wY8hvA2Wxec136waovhhbrg4\/OPqERa7oP2pghx5RbWDroH2pjsFHIVwPe4mF27CL\/AAQY8hnA40596C17BSl6OOjjmjbs6\/OmCKxxSCd6x2kXjsj6hjA415930figJ5DeBjved\/67oWqPsLfo43+jakHT1w9wj0jZnyqZrZnLrk5KUbmWFEqKHBY377R0EeQzgQa865A+oawEd77o88DlF+Qt+jQUeEFnkoscMsedwj72Ez4QKpK8nDTPuz80ehDkM4CG6YdPngx5DmALZedX5jb5Ymo+GC+x5srl\/VTN\/O\/LdxUT8kYPhAKsd2H5b3R+aPShyHcAAWU8sjvPzwYch7Z4Pzxdu83+GHUH5BfY8vPL\/rH9z8t6T80EPL+rV9MPy3nJ+aPVByINnadApZ71H54OORHs5B3EX7T88L+Gg+yR4zVeXhiaoSTstL0qXYLiSnPYkpuOGkeFVjaAiuVB6qT63HH5hZWtWTQ3jts8iPZwezuJ+eAnkT7NwbEKPnPzw7h7HcltRwt9FUgPYr86YH0WSB0CVnuTHdg5E+zW+qFeYn54yORXszSfIWfOr54dx9juSOD1YokFbkue5ggxLIk+Q57kx3oORZsySbllfpV88H+oz2YDo+LrJ+2MK4B8xwMvEsmRYNPd9oSOI5W31lav1MWAJ5G2zEW\/Kp9MGHI62YA6ypPnguArkV9\/REwR0WHR3JEZTiNm+rL3oiwZPI\/2Xp\/qJXp\/FGRyRdmAV+YbwaoD+cr3ViGXO5l6\/cIx9ECeDD3uYsL+pI2XA2NPHn\/GIMOSbssTupgNvsU\/NC1QB664K8PV8H84d9EA19NrCWdV3CLERyVdlo30tI\/UJ+aD\/Ut7KhqaOD+pT80FxD5yug1020lXT2WtGfVty35jct1xYynkwbKhoaE3b7UfNBjyaNlI\/rA36BBqiFSK4jWnSNJJ0xg1h87pFyLIE8m3ZUgaYeZPekGDHk57LE7sPsj9SILiFTK2\/Vaa\/tFyB6qzZH5gciyZPJ+2XoH87kv7kQcbB9mSbAYblrfaCFqXoWmRWr6pTp8mnuQYT8+f6gXFlQ2G7NEbsNyvuBGRsY2dIPRw1KeZAg1RGoyK2mnKg4qxk1J80SkjTZuaWAtlwAngmLFRsgwAjUYelk\/qBBkbMMFMH1qiMJ7kiJ1r0DjI43wDgmiTEwhVVlH3jcWBJAvfsjo+lIEvLtMy6AhpCQlCQLAC0eiM4Jw3L6tUxlP6mHSaHTW7BEsgAcLREpNhoZpjPOKFiBCobA4RuCqZIjdKoPmgvicmm5Muj0QWVpNOcRrCJBvpujclysoTpLohJUlK2+sI9EGphpNUCLiAG030jZ1ScsNzCPRBVSsuBcMo9ELUw0msLlri9jrDdyXVbyI2ssMjXIITUwz5XNiC2Gk08srTuQL90YLDx8ttXovG1qZaOvNp9EEUlAF8ifRBbFoNVUwsjooVf7WCKadCdWljttGzqQn2o8whIpQB5I88O2Gk1gtOk6IX7mEzJPKJICvOLRsykpv5I80EUAOG6FbCjbW98LgWgQIs0FE7oVRAgQmAq3CqReBAiQDpuLi8HG68CBAAdBOkKXsIECKQBgoixhQG41gQIYBkb4WHCBAgAOIMOMCBAAZIF90GgQIaAykXNoUAtAgQIA4FzaM5R1QIEOgMoNhB4ECBoKAIPAgRIUZTvjMCBAFGQbRka3NoECKoKM9UCBAheQoyDbUQa5teBAhhRgEm8Z3boECAiTrgze9rwfcnSBAgG9gsD2QgQIGD2Qew6oTVugQIka3QAq3CM3uDAgQDowmBwgQIaCgEaXjECBAgoJBVq1gQIbCjI3+aMwIEJcCYVWl7QS564ECECBGDugQIBhCo7rwW511gQIAE1E5oyrdAgRSQBCo7oIo6wIEFAEJIOhgvGBAiQAd0Jq4wIEN8AJFR1gpVcQIEIDEEIGW8CBAAna9zGD5MCBCYCSiSNYRUoiBAiQC3J0MFKRAgQAIqGkEKAE7+MCBAAmQLQiqBAgASJN4KrdAgQAIuaQiVGBAgARcUbQis2gQIBeRJZ3wiok2gQIBsTO+EXN0CBAJH\/9k=\" width=\"308px\" alt=\"How to Trade Cryptocurrency\"\/><\/p>\n<p>Investment selections must be based mostly on an analysis of your personal personal monetary scenario, needs, threat tolerance and funding aims. Another strategy you&#8217;ll find a way to comply with is the 1% rule, where you don\u2019t danger any quantity greater than 1% of your complete capital on a single position. For occasion, if you have $10,000 to take a position and wish to adhere to the 1% rule, you could purchase $10,000 of Bitcoin and set a stop-loss order to sell at $9,900. This means, you&#8217;ll restrict your losses to 1% of your total investment capital. HODLing is right for those who imagine within the long-term potential of specific cryptocurrencies corresponding to Bitcoin or Ethereum and are willing to weather short-term price fluctuations. While this technique requires endurance, it may provide substantial returns over time.<\/p>\n<h2>Crypto For Novices: Pros And Cons<\/h2>\n<p>They are additionally secured utilizing complex cryptography coupled with a new form of online public ledger known as a blockchain. It is distributed to anyone and everyone excited about having a copy. Watch the quick video under to understand how blockchain works earlier than we proceed additional. Especially mysterious are the dormant whales \u2013 wallets that haven&#8217;t had any activity for years. A bull market usually lasts until&nbsp;prices have risen for thus lengthy that traders begin to consider that it&#8217;ll final seemingly forever. This mass delusion is so robust that it influences the prices themselves in a self-fulfilling prophecy.<\/p>\n<ul>\n<li>For example, BTC isn&#8217;t solely a method of change but in addition a store of worth.<\/li>\n<li>If the size of the trade is considerable, slippage may lead to a big loss for a seller.<\/li>\n<li>Always prioritize analysis, education, and threat administration in your buying and selling journey.<\/li>\n<li>Knowing when to purchase, when to HODL, and when to promote is something you be taught via follow.<\/li>\n<\/ul>\n<p>Of the online brokers reviewed by NerdWallet, these embrace Robinhood, Webull and TradeStation. As with any funding, it\u2019s a good idea to start out by taking time to know crypto, its unique traits and the means it fits into your funding plan. We consider everybody ought to be able to make monetary choices with confidence. A best follow amongst investors is to periodically review your whole portfolio to assess the necessity to rebalance your holdings.<\/p>\n<p>Bears and bulls are common terms that replicate basic market circumstances. A major market pattern is a really brief timeframe starting from the second of putting a model new coin into the circulation (market) to the first few minutes\/hours of trading. Buying a digital asset low and promoting it high is easier said than done. Recognizing lows and highs is tough, without any assure a forecast occasion will occur.<\/p>\n<h2>Handle Your Danger<\/h2>\n<p>Fundamental analysts also look into  the project&#8217;s adoption potential in the actual world. Factors such as partnerships, use circumstances, group engagement, and market demand could additionally affect prices. Generally, you must attempt to understand the underlying know-how of a cryptocurrency project. Delve into its blockchain architecture, consensus mechanism, and scalability. A robust and progressive technology can indicate a project&#8217;s capacity to solve real-world issues and achieve adoption.<\/p>\n<p>Before getting began, it\u2019s important you perceive how any crypto you\u2019d like to buy works. Reading guides, exploring the blockchain and observing strikes made by experienced traders are good ways to see if crypto trading suits your funding objectives. Demo trading is an efficient way to learn cryptocurrency trading with zero danger. The use of virtual money (not actual crypto) removes the stress of shedding funds, allowing traders to hone their abilities and check numerous scenarios.<\/p>\n<div style='text-align:center'><iframe width='568' height='314' src='https:\/\/www.youtube.com\/embed\/Ux6E4GSmyt0' frameborder='0' alt='How to Trade Cryptocurrency' allowfullscreen><\/iframe><\/div>\n<p>A market order is the best kind of order, by which you purchase or sell crypto instantly at one of the best out there price out there. Let&#8217;s say the current highest bid, or buy order, for one bitcoin is 35,000 dollars, whereas the lowest ask, or promote order, is 35,010 dollars in the order book. If you place a market order to purchase bitcoins, your order can be matched with the lowest ask, which is 35,010 dollars.<\/p>\n<h2>Learn How To Trade Bitcoin And Different Cryptos With Our Step-by-step Newbie&#8217;s Information<\/h2>\n<p>Finder.com is an unbiased comparison platform and  info service that aims to offer you information that can assist you make better choices. We may receive cost from our affiliates for featured placement of their services or products. We can also obtain fee should you click on certain links posted on our website. Trading cryptocurrency is often a great way for skilled traders to make a profit.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.xcritical.in\/wp-content\/uploads\/2022\/09\/what-does-burning-crypto-mean-cryptocurrency-burning-definition-1-768x509.webp\" width=\"300px\" alt=\"How to Trade Cryptocurrency\"\/><\/p>\n<p>If you\u2019ve decided that you simply do want to go ahead and develop your personal crypto strategy, listed below are a couple of steps to get you started. Blockchain advocates talk in regards to the higher safety the cryptographic validation of transactions has over present centralized techniques. Because blockchain is decentralized, there isn&#8217;t a single level of failure. As there is not a \u201ctrusted third party\u201d in crypto and transactions are peer-to-peer, governments do not handle the money provide. Crypto permits higher entry to monetary markets, namely to those that have little to no entry to conventional financial techniques.<\/p>\n<h2>Cashing In On Figuring Out Support And Resistance Ranges<\/h2>\n<p>The cryptocurrency derivatives market consists of economic devices whose value is predicated on a digital currency\u2019s value. These derivatives can be based on other derivatives\u2019 value and forming multiple tiers \u2013 a house of cards if you&#8217;ll. There are makers for each purchase and promote orders, and consequently, there are takers for both buy and sell orders. An order book is the ledger on which out there orders yet to be fulfilled are recorded.<\/p>\n<p>If that&#8217;s not the case, you&#8217;ll both be unable to sell or you will be compelled to promote beneath unfavorable pricing conditions (slippage). Coins could be saved in your exchange account, too, however that&#8217;s the least safe storage possibility and should be carried out only during times when you actually trade on the change. Software wallets can be net, desktop, and\/or mobile-based (an app) and they bring a higher diploma of comfort in frequent use. Hardware wallets usually appear to be ordinary USB flash drives and they are used by these individuals who own some important amounts of crypto. There are two main kinds of wallets the place you can store your coins\/tokens \u2013 software program and hardware.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.xcritical.in\/wp-content\/uploads\/feed_images\/ecn-broker-definition-benefits-and-platform-reviews-img-2-768x512.webp\" width=\"308px\" alt=\"How to Trade Cryptocurrency\"\/><\/p>\n<p>Each of these strategies varies in its riskiness and publicity to cryptocurrency, so you\u2019ll want to understand precisely what you\u2019re shopping for and whether it matches your wants. Whether it\u2019s a down fee for a house or an necessary upcoming purchase, cash that you simply want within the subsequent few years should be kept in protected accounts in order that it\u2019s there when you want it. And if you\u2019re looking for a completely positive return, your greatest option is to pay off debt. You\u2019re guaranteed to earn (or save) whatever interest rate you\u2019re paying on the debt.<\/p>\n<p>Diversifying your portfolio is among the hottest elementary tools to scale back your total investment threat. You can hold quite so much of completely different coins and tokens, hold each place at an applicable measurement and continually rebalance the portfolio, so you will not be too closely invested in any one asset. A candlestick chart sample is a visual representation of worth movements within the form of candlesticks. It provides insights into the open, close, excessive, and low prices of a cryptocurrency or financial asset over a selected time interval. Investors are attracted to cryptocurrency as a result of its excessive volatility. It\u2019s not unusual for a cryptocurrency\u2019s value to fluctuate over 10% in a single day.<\/p>\n<p>They are useful analytical instruments that can significantly enhance your capacity to make well-informed trading selections. Your objective shall be to determine an asset that appears undervalued and is likely to enhance in value. You would buy this asset, then sell it when the value rises to generate a profit.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Conversely, in case you are using TA to work out future value movements for a given asset, you ought to use FA to confirm whether or not the value trend you are witnessing is poised to proceed. Cryptocurrency buying and&hellip;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[575],"tags":[],"class_list":["post-11320","post","type-post","status-publish","format-standard","hentry","category-fintech-3"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.8 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Tips On How To Purchase Cryptocurrency: What Traders Ought To Know - GAD Municipal del Cant\u00f3n Santa Rosa<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.santarosa.gob.ec\/web\/2022\/03\/28\/tips-on-how-to-purchase-cryptocurrency-what\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Tips On How To Purchase Cryptocurrency: What Traders Ought To Know - GAD Municipal del Cant\u00f3n Santa Rosa\" \/>\n<meta property=\"og:description\" content=\"Conversely, in case you are using TA to work out future value movements for a given asset, you ought to use FA to confirm whether or not the value trend you are witnessing is poised to proceed. 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