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width=\"607px\" alt=\"what is position size in forex\" \/><\/p>\n<p><p>The discussed method for prudent position sizing may help traders protect the portfolio from devastating drawdowns that can erode capital faster than gains can replenish it. Additionally, as returns accumulate, the ability to increase position sizes may help traders gradually amplify returns. Pip risk on each  trade is  determined by the difference between the entry point and the point where you place your stop-loss order. A pip, which is short for &#8220;percentage in point&#8221; or &#8220;price interest point,&#8221; is generally the smallest part of a currency&nbsp;price that changes. For most currency pairs, a pip is 0.0001, or one-hundredth of a percent. For pairs that include the Japanese yen (JPY), a pip is 0.01, or 1 percentage point.<\/p>\n<\/p>\n<p><p>However, it can be challenging for beginners who are looking to start trading forex. One of the most important aspects of forex trading is <a href=\"https:\/\/www.forex-world.net\/stocks\/adobe-systems\/\">adbe stock forecast, price and news<\/a> understanding how to calculate position size. Position size is the amount of currency that a trader buys or sells in a trade. In this article, we will explain how to calculate position size in forex trading. As with the simple equity percentage technique, however, this option may also leave little room for maneuver if your account is small.<\/p>\n<\/p>\n<p><p>When day trading foreign exchange (forex) rates, your position size, or trade size in units, is more important than your entry and exit points. You can have the best forex strategy in the world, but if your trade size is too big or small, you&#8217;ll either take on too much or too little risk. Forex brokers offer various lot sizes \u2013 for traders with all kinds of risk preferences and account sizes. It may happen that if you have a large loss, the risked percentage will be too small to act as a margin even for the smallest lot size.<\/p>\n<\/p>\n<p><h2>What is a forex lot?<\/h2>\n<\/p>\n<p><p>And as we\u2019ve been told many times, risk management can determine whether you live to trade another day or not. If you prefer using TradingView as your lot size calculator, there are numerous indicators and plugins available for free. \u2026which is exactly why I recommend using a position size calculator to automate the process.<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div>\n<\/p>\n<p><p>Calculating position size is a crucial aspect of forex trading that should not be overlooked. It helps traders manage risk effectively, adjust trade size based on account size and risk tolerance, and maximize profitability. By considering factors such as risk tolerance, stop loss, account size, and currency pair, traders can choose the most suitable <a href=\"https:\/\/www.day-trading.info\/new-forex-brokers-list-of-newest-forex-brokers\/\">new forex brokers list of newest forex brokers reviews<\/a> method for calculating position size.<\/p>\n<\/p>\n<p><h2>How to withdraw the money you earned with FBS?<\/h2>\n<\/p>\n<p><p>Forex trading is an exciting and potentially lucrative endeavor, but it requires a deep understanding of various concepts and strategies. One crucial aspect that every beginner trader must grasp is position sizing. Properly managing your position size can help you control risk, maximize profits, and ensure long-term success in the forex market. The pip value varies depending on the size of lots used to trade and the currency pair being traded. For starters, currency pairs with the US dollar acting as the second currency or quote currency, i.e., EUR\/USD and GBP\/USD have fixed pip values.<\/p>\n<\/p>\n<p><h2>Percentage Exposure<\/h2>\n<\/p>\n<ol>\n<li>And the first step towards smart risk management is proper position sizing.<\/li>\n<li>We&#8217;re also a community of traders that support each other on our daily trading journey.<\/li>\n<li>For example, if you have a $10,000 trading account, you could risk $100 per trade if you use the\u00a01%\u00a0limit.<\/li>\n<li>In this case, you choose the size of your position as the percentage of your equity.<\/li>\n<li>It\u2019s possible to change the position size if the size of your account significantly changes.<\/li>\n<\/ol>\n<p><p>While other trading variables&nbsp;may change, account risk should be kept constant. Don&#8217;t risk 5% on one trade, 1% on the next, and then 3% on another. Choose your percentage or dollar amount and stick with it\u2014unless you get to a point where your chosen dollar amount exceeds the 1% percentage limit. So, to risk EUR 50 or less on a 200 pip stop on EUR\/USD, Ned\u2019s position size can be no bigger than 3,750 units.<\/p>\n<\/p>\n<p><p>But before we get down and dirty with the details of position sizing, let\u2019s define it first. Today I have learned about pips and lot sizing in a quick and easy way, now and well equiped with account management. If the price hits your stop loss, your stop will trigger a buy order, and you will buy back 0.39 lots at a <a href=\"https:\/\/www.currency-trading.org\/strategies\/how-to-hedge-with-a-risk-reversal-options-strategy\/\">how to hedge with a risk reversal options strategy<\/a> loss of -$400.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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A3Ooz3FsZk+Ski2dtGyd4WZu7dXa\/K76Sb\/h6z0yw0dls7nUGnPnCQxObaysVhDx28ciGNJGe4gQEqdqh8AHBHlroR4lh0LiHSdTmwlrBcvFdsByjtryCS0knYD7iMypI382I9\/KvU3lddG19xDZ6Zf6Oq3tzp7TjzdJokNzZXywl5LeSR1jeRXt4HALDcpfBJwCBqvI96VtU1ifUNK1eU3ssFvHe2l08cMcxhMgguIJuoRVk2u8LK20H41gScCoddcJW+i9K+lW9oqxW15K2qxQrySE3en6xHcRxqPkx+cW0rhRyXrsDAAqZeR90U6po8+oatq8RspZ7eOytLV5IZJhCJOvuJ5uodlj3OkKqu4nETEgZFQ664st9a6VtKubQrLa2kzaVDMvNJjZ6frElxIh+6j84uZUDDkepyMgigOyeU30jNw1ZWlzaRW82q3kstjZSXCs0dtCyLcXkrKhDOv2vANgKgsUycCuPeTXHc8XcV3Gu680N5PoenWSWypAkEKzzz3xtpTChIdolF4QWzgyoe9FNbzy9u7h0f+Lqn6KzqJeRXxPBYa7eWFwVj+GbS3S2djhWu9Pe4kFvk9zyQ3UpXx6gjvIBA6z062\/SDc6kqcNlbTS4IY8Sxz6Ys11ctlpXlF6rlYU7KBAFyQ5O4FcTOXhi74g4W+DeJIooNRurNoroQtHIsF9EWEF7bvGSqOHSOdQPkltp7iK5j5QejcfJrD3HD8+pzaXdRQGO3sZtOTzK4RBFNG6XgB6p9qyBwWALuDjC0+pcM6\/pHDz6vr\/EOs2t1BbNNcW1t8HSRC4ct5vYwO1uTNOxaKLI5M5JGARQEK8izpRa0ki4e1BttvfMX0t2yBb6g2+S608knsxSsHkjHocSL92grvGhcB6Jwtd8QcRlhAl6Gu7hpMCKxt0Xr7qO3HeFluTJMVHezIoHZFcR8inouacw8SagnxVsDHpEbc1muNpjutT7XylVjJFET3nrH+Ya7Twd0i6PxZccQaFsWaG1L2zLId0epWLr5tcXEIwPi1ulnjyCeXVOD8YMAePOkvjO54i1WfVbkPGjjqbC0fGbKwU5jhIHLr3OZZDz7T4zhFxoFWpL0mcEXHDuqz6VOXkiUddp90\/feWDHCOxHIzxt8VIOXaUNgB1qPqtAKFpwtMq04WgEC1cVaYLTqtAKFplWnC06rQChacLTBaCaAAKC1KWpGagGZqQtSM1IWoBy1IWpWarZagOJ0UUUAUUUUAUUUUAUUVUCgKUwWmVacLQCKtXFWmC06rQChacLTBacLQCqtT7o16XeIeHLea10e5S1gnn85lRrS1uC0xjjiLBp42KjZEgwDjl66gwWnC0Bv9O411S31k8QQzBNXa6nvDdCGEg3FyJFnbqCnV7WWWQbcYw1b\/pD6YeJOIbVLLV7pbm1jnS5ESWlrbAzRpIiF2t41Z1Alc7ScZwe8CoIFp1WgOh8CdNvFGiWMWm6ZdJb2cLSvHE1jZTFTPK80nxk0RY5kkY8zyzUU4Q4l1HSL1dR02eWzvV6z46Lb21lbdJHLEwMc0TMASjKVyoOMgY1QWnVaA6txT5RPF+pWr2ct3HBDNG0UxsrSG3mlR1KMpmwzR5BPOPYfXWs4o6auJ9U02TSb67Sewmjiikh8ysUZkheOSP42OEOGDxIdwOezXPwtOFoCS9H3H+taBI8mj3U1n1pBmhAjmtZmGAGltp1ZGfAxvADY5Zqd6v5SnGVzEYvO4LYMMNJaWMEUxHpxJLv2H1qAfAiuRKtOq0ATs8jvJK0kssrtJLNJI8k0krHc0rysSzSFue4nOa65ovlIcY2sCQC7guQihVlvLGGa4wBgb5UKda385wSfSTXJgtOq0BmtrN4b+TVVmlh1KS7nvjeWx82lS5uZHkmkiMWOrBaRxtHLBwciun2flI8ZxxdV53bSEDAmm062acDxLJtRm9ZT31ycLTBaA2XFHEOoatcm81S4uL+5K7RLcOCI05Hq4IUAjt48jO2NVBPM5POpXwZ0wcS6PYxabp12ILKAzmKE2VjMU84nluZfjJoGdsyzSHmTjOPRUFVacLQFq2hCIqDOFUKM9+AMc6vBaYLTqtATSLpY4kXSRoi3mNNFh8GCDzKwLCy6jzbquuMG\/PVdnfnPpzmoWiYwB6OVOFpwtAKFqacB9KPEWhxC3028kS0X5FndRR3trECe6FZu3bp39iN1XmeXOogq04WgJxxl0wcT6xC1te3rpayArLb2EMdgkqnvSWWPMzIe4qJApBwQRmopw5qVzp11a3tg\/m11ZOXtpFjikEZaGSA\/FSqyMOqlcYI9PqrFC1cC0BIeOeOtZ102x1e5N4LTrjbr5taW4QziMSE+bRIXyI1HPOKjjRA47wQQylSVZWU7ldGUgo4IBDAggjlVwLTqtAdB0Hpv4usolgjvhcRqAqHULSG8nVQAAPOAUklPL5Updj6Sai3HXFGq68wbV7q4vNgbqY\/i4Le3Z1KGSC2gVY1l2sR1hDPg43Vq1WmC0BM16WeJxZfB0d8bezFt5mkVtYaZb9Tb9X1IjgeK2DQ7Y+QKkFcDHdUZ4W1S70q5t7zTJXsrq2R44pY1ikHVSJskheKZGSWMgKcMDgopHNQaxQtXFWgN7xvxrrGuebDVrnzsWkrywfadjbujSRtE69bbQK5jZSCUzgmNCR2RWiVacLTKtAKq04WnC04WgEC04WmVaegFC1XNUZqQtQDFqQtSs1IWoBi1IzUpakZqAZmpC1KWpC1AMWpC1KWpC1AcdooooAoooAoAqoFVC04WgK28Jd0QY3OyoM92WIUZPoGTUn+wW98bf\/zH\/d1o9LX4+D8PD+kWul8cXstva9ZC3Vv1qLuwp5HdkYYEeisu+uasKsKdPHi8z3fZXgnD7uyubu9U2qGHiDSeMNvns3ttuiHvwTfKMgQv6ll5n2b1ArTNZyLKIZAY5C6oQ4xtLsACfFefeKlvBfEF1NcrDKwmRkdidiBk2jIbKAcs4HP51P0jQo01mO53LRsR39WXjCn6CzY+muKV3XhX7mtpeVnMem3+xavez\/C7jhb4lw91UoTUHCq14syisJrl9Jb5a57ZMDiXhUWcAmWRpMMqOrKFBLcgU292D6DnlUdVamHGGjGG2R2muZurkRFSZ1ZRu7JOAoJbHpNYvDnDBuYxPK5iiOdgUDeygkbyzckXkfQfHlXdtexjQ7ypPO7WcY+GCtxzszWrcV9ksrfu33cZaO8UklunJybwlnbn+LwR0LWw0HTfOp1hLGPKO24KGPZxywT66kA4VtZkL2c5cryyWjlj3AZ2sUAK949Pp7jWFwZGyX+xxtdEnR18GUoDz9I9OfA13O+jOlN03hxXVYa+DK1r2Vr23ELWneQUqdapGOqMtUJLO61Re34ehicQ6P5nJGgcyB0L5KBSCGC45HnWvC1JOkI\/bEHefiWAAGSSZQAAB3kn0U0PDCJB193K8JCl3VOr2xj0KSyks\/s9JwPXzQvoxoQnVe8vTd7+SJeK9lqtbi1zb2EEqdHDeZYjBaU95Sfve75Z6IjgWszTNOmuXZIQhKKGbe5QYYkDGFOTkGrAUZbbv2ZOzrNu\/Z6N+0ABvTgd2akPAf8AKJ\/wEX6R6s3laVKhKcea8\/eY3ZvhlK+4pStKzzGUmm4vniLez96NdfaHdQRtLIItibd2yRmYBmC5wYxkDOTz7gawX7IJ78DuHefAD1k8q6NeRrcR3EB9KtEf7cYIP+0PdUD0WEzTWqHvMitIPAQ5kcH1bkC\/TVOwv5Vac5VMZjvt5Yyek7WdkqNjeW9Kz1ONZ6N3l61PS98LzXyZnjhy8+bB\/wCc\/wC6rXmNlZ0cAPG5Rgp3LkY7mwMjmPRXRFlBZlHeoUn+1uI\/EPx1BNQVjdXCIN7yXTIi5xliqnmfQoAJJ8Aaj4dxCrWnJVMJKOfLy\/Rlztn2RsuG21KdlrlKdXu8N6svD2Swt9SwWAtXFWtx8ARRKrXVxsLcuy0UMe4\/cqZQWY\/T9FWtX0ZraMzI5miXnIrhd6oe+RXQAMAOZBHcDzq3DiVCUlFN77J4eH8Tz1x2H4rQoSrShHwLVKKnFzisZy4p+XllmuC04WsrSdNNy8o6x4hF1eAixtneHJJLqfm+isj4GWNiLm4ESF9sAzBHJKMLkszjGdxIAUdw9ddVL+jCTg28rphkFn2Q4jdUIXNOMdFTOJOcUlhtZll7brC83jBghacLWbqujtboZo3eWNBukjkCFgg+U8boo5gc9pByB6KxrWCSaTqotqkKHklYFljViQuFBG92w2BkdxJ9fdO9pTpuonsueehXvOzPELW7jZzp5qT+iotNSXmnywuucY67FFWnC1nDR4d\/VG4k67G7YHtg+PERdXnbWNc2skEixuRIsgJilA2klcFo5FHLfg5BHIgHkMc+KPEKNWWiLeemVjPuLHE+yHEbCg7irGLjF4k4TUtL5Ylh7b\/IULThabTrKW6BdW6mDJVXVVaWUg4LJu7KR55AkHOOWBg1cfTUYulvclp1B+KdreTn\/OVEDJ7fR66+VOI0YTcG+XPCyl7zq07G8TubeNxGCSnvFSnGMp\/dTeXnp59BAtOFqmrWD20YlEssmJYUKOsO0iSVIznZGD3Me4+gUW8Utw7LERHHGdrzsu8lx3xxJnDMM82PIHlg88dwvqMqbq52Txl+ZBcdleI0byNi6eako6lGLT8OWst5wuTzl7FxVpwtEenxsxjjuZGmT5ShrZyPv4hHkD3VjXE0sIljl29akLyxuoIjmVBzYKTlWDYDLk\/KHPnShfUq0tMXv5NY+Q4r2Wv+HUe\/rRi4Zw5QkpqL8pY5eXlnbmZgWnVatNpk\/Vho5nLkKQJI4Or5kZ3bYwdoGe4g8qra2KygmO6kkZThmjNs6Kw+5KLGcD1E59dQ\/wDVbfGcvnjk9jSj2A4u56NEE3HUs1I+L0W+7WN\/LKzzL4WnVawGScEi6litI1YIsqGNWuWOCCvXZES45FeZznngc793bS26mZHedEG54pRGWKAZYxPGq4cDng5BxjlnNd\/9SoalHVz642+f\/MFZdiuKuhOt3a8GW46lrws5enOcbPH2uccrGctVpwtYk9yzMsVvteR0Ehdj8XFEeSyPjm2TnaoxnB5gA0jwBWEcl06zP8lAbWIn8HE0ZJH0mu699Soy0ye\/kll4K3Cuy1\/xGl31GKUM41TkoJvyWeb922djYhacLWCsssEiJMRLHI2yOcLsZZD8mOZBy7XcHXAzgYGRVqzjnnEj9dJEBNPGESKAqFimkiXBdCSSEB5nvNJX1FU1Vzs3j4ij2U4lVvJWKp4qRjqabS8OUsp5w08rGP0ZtgtOq1pbdZGKpPchLgqD1EBt0x\/ZkVnc+vu8BVb66uLRG3N16tHKIpGRRIk6xu8ayCMBZEbbgEAEHA55yOafEKM56E93yymk\/cS3fY\/iVtau6nBaY\/SSknKH3knlY6rmuuDLn1IrI8ccU0xjKh2jMCqrMocL8bKpJ2sp5DHOsvTroTJvAZCGdGR9u5HRirA7SQeY9BNYGhdWVkkSUXLSurSSBojhhGiBfiQFXsqvL11hvcLDMEhnV2kuhvtN1uxXrXJlOFXrBtyW7+WKrUOJd5XdNrbps8\/HyNvivYj2ThVO7jNOeG5pzhowk34MJOT5bJvqb2+uRFFJK2dsUbyNjvwiljj14FTbiToo4h0\/S5NZuk0wWUNvHdS9VqE8k4hk2HsRNYqrSAOOzuA5d9c64kb7Tu\/6Lcfonr2f06f93+of1Jb\/AJtvWsfnp4+ZqUtXUegnoei4otdQu5ry8sjaaibJIrWK0dGQWVlddY7XETNvL3TjkQMIOXfW+0boE0u2nMHEWseZTT3VzHpdjHc6XZ3d1aR3EkNrPIbhHM88qBHKQooUuBzOaA4aWq2WrsPTp0Evw9ZNqthcXF9YwvGt5BeJD51bxyyLGtzFPbxossSu6bkZAQpLbjtIrjJagHLUjNSFqRmoBmalLUjNSFqAdmq2WpS1IWoDlFFVC04WgFVadVplWnC0AoWnC0wWnVaAu6cPjoPw8P6VK6pxBeQQRb7hesj3qu3q1k7Rzg7W5eg1y+xGJYSeQE0PP\/WpU56QJka0AVkY9fHyDKTjtegGsTiVLvLilF5w88vej9R7E3rtOEX9WOnVFJpSw02oy5p8zYcP6haThxagRsoG9eqWNsHO1sDkw5GoVrcMyahidutfrYCr4CgxGQFAqjkgHaGB6Qau8EXAivU3EKskckeScDPZkXOfvD762HG6L51azKVIbq4mIZTgxzB1zju7Lt9WuKVL2e6cFupR5vd\/P4Fm\/v3xngFO5niM6NdKUYPTFptLOjOPrLfpvhpNm26QP5H\/AK+L841i8K63b+bJazlY3Req+MO2OVOYXDnlnacEHBq9x5Kj2m1WUkzRclZSflHmADWHosOnXVuIZEt4rnq9j4RI5CQNvWxMR2s8jyzgnBqrRhH2Na1L6b3jzWy3PQcRua0e0cnbVKSbt4rTVfhqLVLwprlLZY9M7NZMl+FzGGawnlg34O3fvibGdo3L2sc+\/tVrOFY5F1IrNu64JMJSzbiWCxgHd90Cu3B8K3eh6dFpyytJMpR8HDbYo1255hdxy5zzI78CtXpd8k2qmf5EbxyKhfCZVEjUMQe4nmcH0YqSnUnONVZ1rQ\/Fpw\/d5v4+RSu7O1oV7Cpp9nqu4jmgquuCWXmaWdMem8Ul4muZKJtOjeeO4YbniQrGD3KWOS\/32OQ8OdRXjOeZrgRSdmFQHhUfJlP3UjH0upONvo7\/AE5q\/wAW3rrdWzwOCY4ncAPlCS4BVwp7mXlWyuXttRtVJZY2+UpZlEkEy8iCCefgfEH1ioraMqDp1prVFrH3d\/8An4l\/jlWjxaN5w21l3VWElN7pKutKzl\/JYztiPTKUPC1veBx9sT\/gIv0j1plUgsjYDo2x9p3LkAHKsO9SCCD663PB7qlxMWKqDBHjcQufjH7s99bXEfFbSxvsvzR+Ydi06XHKCntiUk87YeiXP4m0tLvbqdzCe54IZF8NyAhvpKsv1axdB08pqN4SCEj5x+B87brWx7NpH01g6tchNSE6kFYzbhiCCNjq0UnMcuSvn+zUi1bUI4oJpEaMyBDtAZSWfG2Mcjz7RFYdSE6aior95CK+Kx+n5n6rZXFtd1Ks68l\/grqrUW\/ODUmsf1PP9KMThi666W\/k9BuQq+G2ONYwR6jtz9NaC5WU3svm5IuPOperI2YA6tQ7PvVgECnvwTz5d9bTgopEs6MyrhogNzAE4hUZ5nnzrEsrpIdQmncjqmlniMg5qm\/qWVyR9xlCCfRkeurNODp16yis4hhLGz2XzMG9uYXvDOHTr1O713LlKSlhx1SqPKf1d+T6czJ1DSRhJNRu+0FZFOy2iXDYLKoZDu7lycVtZoo1090jYyRi0dUckHeghIUkgYORVjW9OinZZ+uEIEewuOrZSmS2VZjhW5nnz9nKrhntzZMkLJ1fm8kcYLqDhUaNe8+qqU5ucIbt4lutOIx92EeptbSFtdXS7uEVKk1Go6rqVaySSblqk3hbLf0w2jD4M+Vcfe235j1h6iBLdXJfDbWSFQQCAgijYqM+gtIx+msrg+VQZiSq7ktiNxCnGx\/Qax2wbi7IwQbjkQcj+Ih9Na1vH\/H1G\/s\/+D894vW\/+JWcE+dV5XxqPc2mlndpke7nmzIOefdGR+StHokN1IcWshhBSE3EhSJ0DdWu1UVkJZ9hBxkAAg+nFbjR5kGmxgsoItWGCwBzsbljxrH4PuUiUwSEI0hSWItyEgaKNWUE8jIrIRjvxtqlByhSrOMc+LqsrGXvj0PU3VOhc3vDI1arh\/h3vGeiTlphiOpNNat+uXyW7EGm20dwgmui1wZ45dhNsjPLuXaCqpuAOAuARyOKv8dMVihYfKWWQjHeCLO6P5QKpcWFvbyCWWbCG465YW6sFpnfcuW+U6q5yPDaMkgVe4leOQWwDI485wwDKSVa3uE7ge7LClKWq4pNSlL1awl6LYX1BUOD39OVKnSb3UYVO8lJZ2nNuT3lh+T2eUX9THU6e6xnYEt1RSPuV2qhYesKSforT31ukcIMYCGEo8RUAFWVl2gH19x8c+usvR9Ytmj8zuHiLonVZZ1KTxY2g7s4D7eRU4Oc45YpLiK0twrSTvMiFWity8TlmUgxg7F3yYOMFjjlk5qa0qeza6VSLy3thfS\/5+pm9obJcb9lvbOtTjThBKWZqPdNPLeOeVywt8xWNsGfxcftb\/X2vL\/8TFyptDVVsYSTsDW4keTIGGkTfJJk8gdzMcmq8TjMCjxubT+8xGsXTriOBDaXGEj7Swu\/KKSJs4iLHksiglcHGQAR6cUadKc7PMc7VMvHlhb\/AAPT3fELe37RuFVqLqWijFyeFq7yT0t9NX6YW7RhWcNhGYSLtSIGDIplswO4hgWSMMQwJB58803FWoW80adTJFK6mbKxyK7CNracSEhSeznYfaBWb8FxqE66bfbxEMqSCJVbZzQTSH+MVcA+jOBnNYOoRxTLLJAiJBFb3G2RYwnXyPEy9nABMSqW59xLDHdV+3SrXEZRlOWnq0kl6cjynF51eHcHr0atK3od68KnCUpym9vGvG0sYzl+Szvg22tH7SccxuiRCRyOHKo2D6DhjVm1jWO9RUAUNayAhQACI5Ygg5eAdse2q6vcxm0IDISVhAAdSSesj5AZqsrql7EWKqDbTgFiACetg5ZPpqK2h\/g6u3V\/oaHHK6\/7lsGpbKEeuyy5J\/Ncys0ayXrBwGEdqm0EAgddLKJOR8REg+iq6JzsYx6BE6fQpdAPcAKLZ1e9lKkMBa24ypBGetueXL01a0W4jWzVSyAhZQQXUEHfJyIJ5GvlzF+x0tuq\/UcDrr\/uS\/bls4S67PDil8kJwVzgaQ5LN1Cknv2pawbR7Mszf2zWLfQ2Ra4V7tU65261C9kSG+Tty8RdduABz5Yq9oxNpFBI4IgmtrZpGAPxEyQRx7pB3iNkVBuxyKc++szzQMJOpn2QTFnYIImwX\/jDDN\/8mGOSc5wScYrusnRuZynKUVLk0s59OpDw6cOI8DtqNtSo15UnidOpPQ4vfx7Sjzznrz23TMbWdVtWtZUSaGSQRHqwJY2kaVBujIVTzfrFU4HprO4ez1T57\/OrzI8PtublWE1vbzFILVISqOhmnjjTbEkbBtiyAdqZtoXAOVBJPozl6JMgSQMyg+d3vIsBjN3N31XrUdNpspbzzvz5Pf4mtw7iSrdoXGc6UnTtZRcqedOe8i9OW3lx9PPzyYTRL8GGYgGRwLouQC3WtIJFbJ55UEKPAKBWdxCcRxkd4u7P8dzED+ImsCQ\/wQv9Fj93Z51l8QzIY0CspPnVngBgScXUR5AHnyrRv4\/t6GPP9UeN7J1dXC+Ka3u6ed3zbjUyy7pv8fe\/h4v7rBVNHxiY8v5Vc+3+Naks5ljurlHIVpmjli3HHWKIkiYKT3srR8x4OvjVq4V7eVNjq0dxcnMRQblMkbuzI4PduTOCD8o1zRmqd9NS21cvXkT8TtpXnZa1lRal3Lk5+JZisyXLPu2578sF7iNvtO7\/AKNP+ievafTr\/wB32o\/1Jb\/m29eKNfybS6A5k284AHp+Kbur2R03a1ZycBahFHPavK2jW6rElxE0jNtg7IRWyW9VbZ+WGr8h3\/0TrX9et\/unSa84dOd419rvEs0\/xjef3tmm7tbILAmzgjTPyUAhL4H3UjHvNeg\/Im1K3h0rWVmlhiY64zBZZY0Yj4K0oZAYg4yDz9VebekyVX1biJkIdW1jWirKQysDe3GCpHIg+qgPX\/H87XHRvdzSku8vCImdmOWaRtMSQsT6W3c814s3cq9hcVatano1miE1uZPsOROrE0Zff8EoNu3dndnlivHG7u9lAOWpGalLVbZqActSFqQtSlqAYtSFqRmpC1Ac6C04WmC04WgFVacLTKtOFoBQtOq0wWnC0Am2mWId4AHsAq4Fp1WgE2A8jzHr50ywr4L4dwq4q04WgLSQqOYAB9QFXGjBGCAR6wD+WrgWnVaAsx2yDmFUHxCgf4VdMYPIgH2gH8tXAtOFoC3HEo+SAM+AA\/JTGBCclVJ8SoJ\/GKuhacLQFuOMDkAAPAAAfip2hVvlBWx3ZAP5auKtOFoC3HEoGAAAe8AAA+0VVLZAQQqAj0hVBH0gVeC0xwBkkAeJIA\/HQ+YLb26NzZVY+LKD+UVdjiAGAAB4AAD3VWJlb5JBx34IP5KuhaH0xksIc7gkWc5z1a5z45x31dNrGTkqhJ7yUUn34q+q1cC0GDHltI3wXVHx3bkVsezI5VehhVRhQFA7goAH0AVcC1cC0Bi+YQkkmOIknJJjTJPiTjvq\/JArjawVlPerAMD9Bq8FpgtAY1vYQpnYkSZGDtjRcjwOBzFXEs4h3KikgjKoqnBGDggcuVZCrVwLQYMKwe3MIs7oJG4TqcvhBOgG1ZIpDjLFcEgHIP0U8Wj20WHklzGpD7WNtEhKHcpkaNFLgEA4Jx41lPEGBDAMD3hgCD9Bq3FplupDLFCpHcREgPvxWZLh0k33dSUVLmufy8j3NLtlSlTpq7tKVadJJRm24vblqSTUvyz0EuLgXckYjybeJxK0pBCzSAERpHn5aKTuLd2VUDPPGYYwQQQCD3gjIPtBq4FplWrltbxoQUInm+M8Yr8UupXNfGXthcklyS\/5u8swotKtlO5YoAw5hhDGCD4ghe+s4LThacLU5lGLHYwgghIgRzBEaAg+IIHI1flt0cAOquB3B1DAe8cqvKtOFoMFi3t0QYRUQHmQiqoPtwKDYQsSWjiJJySY0JJ8SSOZrJxQTQYAACsGbSrRmLNDbMx5ljBEWJ8SSvfWU7gAk4AHeScAfT6KQSAjIwQe4jmD9IoBlwAAAAB3AAAD2Ad1Yc+n27sXeKB3PMs0UbMfaxGTWQWpGagKsBjbgbcY24GMYxjHhj0ViRWFujBkjhRh3MsUasPYQMir7NSFqAW5iSRdsipIvzXUMvuYYrHgsbeNt0ccMbYxuSJEbB7xlRnFX2akLUAzNWEthbq29YoFYHIYRRhgfEMFyDWQWpGagLN1ZQSHdJHFI2MbnjRmwPRlhnFOiqoCqAqgYCqAFA8AByAoLUhagMc2Fvnd1UG7O7d1SZznOc4781fLUrNSFqAYtSM1KWpGagGLUhalLUjNQDFqRmpGalLUBDwtMFpwtOFoBAtXAtMq04WgEC16F8kLoe0fimHV5NV87LWU9pHB5tctAAs0UjvuCg7jlRXAAtewv8nR\/JuI\/wCl6f8A3eagPN3TXwzbaPxFq2mWfWea2dxHHCJnMsgVrW3lO6QjLduRqiKrXSvKfH+eXEP9Mi\/uNpXOwtAJjHfyFKs8ZOAyEk4A3rzJ+mvXPkvdC+kRaMOKeI44bhZIJb22gvFWSzstPiDut5NC2VmmkjQyguCFRlwA2TUk4A6eeEuJtRTh99OSOC8LxWZvLewlt7hlRnEUtuhY27OqnaCDzwMgkUB4qC0PIiY3Mq57tzAZ9mTXc\/Kk6G4tB1SwbS\/itN1udbaCJyXTT75pI0MSsxybZkl6xVJ7PVSDONuPQ+u6BonR7w7Jf2Omrqc1qIUnmZI\/PLlnYK9zeXzxSNDApLMcKUTdgKB3AeCYHV+alWA7ypB\/JV0DHM8q9Z8ccQdH3GGhC6ln0rRNakt3e3kkkt4L+zu4i4WG5eMDzq0Z1I2tlWSTcNpII0HkS9GOmaxBea3qsMV4be7Wzs7O5VZbeGRbaC4muJYX7M0pNyiLvGFEZIGWyAPNEd1CSAHjJPcA6kn2DNZQWvZ3\/TTwzJrWp8M67p9ppVpZtcQw3GqR23mt2IHWM7rWSACCOVSXiYFw6LnKnArzX02aToVprDrw5cW15pdxAlxHHbTidbGYu6TWm\/JIi7KSICcgOw7lFAZ\/k9cJaFrGo3Vvr8\/mdtFYiaBvP00\/fP16IV6xyOswjE7R7a79pHk9cA3cnU2l5cXU20v1VvryTybVxubq4yTtGRzx6a8evArcmCsPQGAP5a7J5FsCJxfBtVVzpWpZ2qFzh7PvwOff+OgOx6z5O3AlkypeXVzaO670S61xIHZc43KspBZcgjIqM6X0dcK6fxlwpb6RLDqsF5HxA19DPewatErW2nxG1LJ2hGczTkZ79vL5NaTy8oVfXtJDBWA0iX5Shh\/LD41D\/JOgROMdG2qq5Go52qFz\/Bl334FATXy49FsLC90E2kFpZK9pqxlNvBDbK+ybTNpkMajdjc2M924+Neebe7hc7UeJ279qyIx9wNe5\/KRv+H9Lk0zW9at\/hW5t\/ObPSdNMcEiyXFwYLiW5K3HYVoktBiRvk9ZyBYrjJ4B1ThzjzSbjrbCJVhmNpc2l1DAZraUxJKklvcQc0zHKrLLGVYEHuIoDw0q1amu4YziR4kPfh5EU+4mp1ovAcT8Uvw3d3AtrW21O8t7m+kljikOn2e6ZMSvhUu5oDAmfuWmZgDtr0Jxx0lcG8ELZ2Gm2Vldm4jkmk+D30\/sRRFIzJd3cz7ri5cnADFmbq2JIwMgeSLaRJBujZXX5yMGHvBp3kRcbmVc\/OYDPvNeuOnngbRNa4Wl4m02CG1u4tMTWrW6hgS3luLUQLdyW14kYHWh7feo3ZKOQQeRBjPkWcOadfw6497bWV4UurIRtdWsFwyK1qzFUMyEopPPAoDzbLdQooZ3jRW5KzOqg+wk86u2s8coJjZJADglHVwD4EqeRr1DxdxdwnwZrN7Ba6YNQ1KeRbvUJbWCxj8wjnSMwWdv12Nh6hEl6lNoPWBicuBUj6b+CtF4g4Ym4g0+GCO8j0v4X06+igWC4lhjtzeLbXO0BpIZItyGN87WfIwwzQHkMLUt6J+ALviTUTYWrrbRQRLcX96ydYLWB2ZIlijOBLdSskgVSQAI3Y5wFaLRYIDDuIBHsIyKnXRL0o6jwyt8ljbWF2L+eKeSS6muIpEEUCQpCoiRg0YIkcHlzmblQHY7joZ6P9PuIdM1G9lOpziMRx3euta3UplO2MrbWzxIu9shQE5nkM1B+nroO+x62+FNOmuLrTVljiu7e7KSXNmJ5FiininjReututdEZXBZd4bcwBxzHUra\/4m1a4RUR9U4gu3bq4t7x26lUj6ze\/aFra26Id5x\/FjGCwFetPKw1mCz4VurGVg9xqixabaoSOsld2QzzAd+2KBJJSfQVUd7CgPMfRVwDd8SaibC1cW0NvGk+oXrJ1nmsMjOkKQxnlJdStHIFDdlRE7HOArdyvuhrgDT54NN1C9mXUrgR9Ul3r72t3MZCY42S2gkijG9wVUCMAkEDJrY+RNp6Jo2pXQ5yXesThmxg9XaW9tbImfSoZJT7ZDXm\/pOm+EdY4imn7ZuNW1G2YnmepspnsLdQfQFit0x4HJoCe9OvQ1Jw2iahZyzXukPKkM3nPVm70+WdxHAzSxIouLR5GWPcVDozJkuGJXmKrXsbLa70fBrk75tR4UWSVyM\/bUmliQzAZ7xOA49YFeNrKbfFHJy7caPy5jtKG5ernQHWfJz6MdO4jGrPqDXqmyuLWGAWtz1C7JbbrXLgKdzbj3+Ard9PvQtp+haR8Kaa+oM9teWiXKXNz5xG1pcyi1c7Sg2lZZoX3A8hG3oNbvyID2OIv6dY\/wBxFdJ1RF4j0bifSCQZo59V0knvMcrQrcWbY8VS5tmH3lAeO+F9JbUtT0zTULKb+\/t7d2Tk624JnvGQkHa4tYZyD6DivT\/\/AFZ+Hf8ASav\/APqDfu6455Gmmm\/4hW+dcLpmkvMwYHMd7qDrbRLgjkRDFqCn0j6a9U8B6+NROquhDxW2r3VhGQcgeZRW8E6\/RcrPQHi7odutBteI1HEht202GTV7W0fUAslql9b34is3uw6lC3msNwBI42hufIlSK9N19w9Nr1xJw15qLEWlut41iqR2D6iJJ3kkt1QBC3m7Qb3QbWOOZIapJ5Lun291xjfx3MUNxGLfidwk8STIGGv2QDBZAQGwxGfWfGq+VppVrb8U2UMENvBDJpuk9ZFDDHHHJv1i8Rt6IoD5XsnI5jlQHJFu42OFZGPgrqT7gaxjqtsW2dbBuzt29dHu3d2Mbu\/Ne4OmDgjhO20qa91KzsILGwkgvJxbWNtHLcdTIOptAY0UsJp2ij2Z7e\/aeTGtD0NdJPD\/ABLJPog0yKw6u1aaKzuLaxmtLizR4oZVVYQURkM0QMTDufkWAOAPIbyAAkkAAZJJAAHiT6BVhLuNjhXjY9+FdWPuBrqPTPwNaaHxhp9jaIq6de3mg30Fq3bjhE2sJb3NqgfObffDuCHkon2jsgCut+WdoFha6DaS21vaW8nwzaL1kFtDE+1re8yu+NQdpwOXqoDynPOiDLlVB7izBRn6aw7\/AFBEgllRo22I5XtAguqFlXkeZJHdXZ\/I\/wBPt7rieaO5ihuY10O8ZUnijmRW8+00blWQEBsEjI8a3fTlrmm8M8eLfS2FveWUfC8aPZRRWsSdbLe3jC46uRNjMEgZScbu0KAxekXyf4tJ4euddXULyd7a0huvN5bazSFzIYgUZ0UMFxIeYOeQrhSTKwyhVh4qQR7xX0N6ROJ7XT+HrrVbi3F1aw2kU72REZEkbmILFiQFOW9e8Y7NeUeHdEt+P+Lne3t20bSYNPtX1CKEwLKVhlnVIomt1CxyXDSkbxzVLZz37aA4xcX0KHa7xI2M7WkRTj2E00cysAykMp7ipDA+wivXHSF0p8I8C3UeiWenQSTJFHLdJarZQdSkozH181ywe6umQB8MSdrKS3aFJ0t9GGicT6AOJOHYore\/a0OoW7W0SW41GNELSWV7CmEa4wroHPaSRANxXIIHkiSQAEnAA9JOAPaaxUv4WIVZImJ7gsiEn2AHnXpzyMOjLSdVsZeINRihv287ktrC3uUWW3tktxHvuDA4KvcvKzYZwdqxrtwWYmUWfTTwrfalqvD3EFjZaTBZNNHE2qramC5WCVYirwSRKbSVgyyIO2GTtBgRigPIBakZqk\/S5pmj2WsXMOgXMN\/pUkcNzbNDN5wLQymRJbFpiSXKPEXGTkJPGDnGTE2agGLUpakLUhagGZqQtSlqQtQGkC04WmC1uuGeHpr8yiEovUqrPvJHJt+MYHih99cVKkacdUnhLqzipUjTjqk8JdWaZVpwtZ9lpjyQyzrt2RA5ycHKhXPLHdsJ+msYLX1STyl05+hYqUKlNRlOLSksptc1nGV57oQLXr\/\/ACdf8n4j\/pen\/wB2mryKq13DyW+mSw4Sj1WO+g1C6N\/NayxGyW1ZUEEUkbiTzi4jIbLAjAIroiIn5TzgcZcQ5z\/LIvuWP\/zG08BXN5ZVKsAcHa3MqwA5HmcjGK9u\/wDXB0H\/AOha7\/5emf8A++tH0h+VNo2paPqunw2etJNf6bfWUTyx6cI0kurWWBGkK3xIQM4JwCcA8jQHZOBdaiXgjT763h8+jh4ctpVsVK5uPN9PXfaDcrDeWjaPBB58q4twr5S1je3lpbadw\/117cyBbSOG5sElaRVaTKuYAE2qjMWJAG3mRXN\/J56ebvhaAadcwnUNJ3tJHHFIsd3ZPKS83mxlwk0LyFnMbFMM7ENz211G38ofgmwklv8ATNIuU1KcN1kkOm6ZZTOXyzCe7WbO1m7yu7JOcGgI\/wCVlxNrmsWui6XdaPd6TcXGrCSxLalYXUt1MlrPB1ECWr7kk3XUTb2IAIAzkipPoPT7xBoNnbR8Z6RqIRmW1j1SDzZJLuQRu+2a0kkEYuDHG7ErIoba2FXurz30pdJGqcRapHqtywtZLRk+DILZmZNOEUyzxvG7gdbcmWON2kIG4xqMBQBXctK8pjSNT08afxZpsl1kIJ2toLa8sbh4+azebXEiyW77hkAb9p7moDoV\/wBHfB\/HWlfCenQxW01wJVh1K1tzY3kN1ExjZbuEKvnAWRcMkoYEc1PNWrgnk6atxnoRuJ9M0y51fTbmd4ryBCiQPd2TtaSz2dxvLQyBomQ7kYMEXIBANTXX\/KW02x006bwlp8lkArpBLcw21pZ2hkyzzxWlvI7XE25i2G2AtzJPceeeT700XfCnW2kscmp6Xcy9fJF1wW8trllVZZ7d5exKsm0M8ble0CwYEsCB3\/gnpa4U43mTSdRsil7IsvVWmr2dvOkjwK7zJbXCl9syKkhKt1bjY2ByNcG8qLoytOGtUtF04uthqcFxNFbSSPK1pNaPAs0ccshLvbstxEyhySpDjOMAdPtenrge2upNXtNJvU1aYN1k6abp0NyzSD4wvc+c7QW+6YEk8++uIdMnSLd8Uait9colrBbxNb2NmjmTqInZXleWUgdbcSMqbiAFAjRQDgswEJVa7F5Gwxxfb\/1Vqf59lXI1Wpv0HcZwcO65DqtzFc3MKWd5bNFadQZt9wbco2LiWNSg6lge1nmORoDo\/l0j+HtK\/qiX++moh5K4\/wA8dF9mpf7ru6t+UJ0i23E+p2l7aQXlpHbWDWrLei2DvI1wZcoLaeUbAuOZI5nurS9EXFMWh65p+rTx3FzDaedCSK16nrz5xZz26lBPLGhAeRScsOWe+gOx+XkxN9w6n3ItdYfHo3dbpS5x44JH0mtv5BP8m4iH\/wB42f47CP8AUK5b5RHSda8U3elzWkF7aJYW99FJ56LUGRrqSyZOqFrcS5AFs+d2O8Yzzxm+Tl0s2nCyarHd22oXfn9zbzxNZCzKosVssLLJ5zcxEPuXPIEYPf6KAv8A\/R9HxN0ia\/ptwWSyivJ769KYEskMMGnQpbxOQeqaSScZccwqPjBII6J0pcUcK8Cyw6Xp+jWFxdmzW8cstvbpHbGSSGN576eKWaeRngl9DY2ZJ5jPG9K6TJrLi2\/4osYXMd7czdZYXTRxyzWE8VojxPJC0iRXAktEkUgsOWD8o465xR0\/cJ6gkFxd6Pd6je2+TbR3thpUht5MhuxdzXDCNNyqcpk8gcZFAdQ4t1M33Al\/eND5ibvhW6uTZd\/mvX6VJL5v8hPkbtvyV+T3DurmfkHD7W13+lWH9zrXar5SVtf6Heafe2Opi9vbC9tJntvg5rRZLmKaFTE8l6sjRBXTmyA8u6ob5OfSvbcLRahFfW2oXbXslpKjWC2bxoYbcxSK\/nN1EwO7mMAjB76AjfTexfiviMnmfhJF+hNPsVUfQAK9O9H\/AD6NbXP\/ANkn\/wB2vXk\/jXWV1PV9V1ONJoItQvfOIobjqhOkYtreHEohd0Vt0LHAY8iPZXVuGenWxtOE4eH3stXe7i0RtLM0a6cbVpzaNbiRXa+D9TuIOSgOPR6KA4bpa\/Ew\/go\/zFrZ6Npd1fXUFhYRNdXtySIYFOBhcb5pn7obZAQWkPIchzJAOJZwlI41PeiIpx4qoB\/JXWegTpQ0vhqC9FxYahdX91clmvbQaewezWOIW9uGuryN0RH607AoXLk8yc0B1bQtI0Po20abU9UlS41K5VY57gBRPeTfKj07TYpCOqtVbJ5kemSQ8uz5j4z6Q31\/UTqF\/cWxnfMNpaRXCNBY27MCtrb8xvcnaXlIDSMB3KEVfSE3lOaRJjfputPjONyaM2M9+M6jy7h7qiHS703abrOi3+l2un6lbXF5HHHFPOmlLFERPE5d2gvXcKFQ\/JUn1UBNfIn1JX0rVLLkJLPV5JNoJyYb22t545MHuBlFyvtiNedulW1+DNb1+2mBEi6pe3USH5c8OozNe2phXvk3ecCMYzl0Yd4rJ6P+Mr7QNRGpaf1cpaPze7s5mZIL233b1RpEBMM8blmSUK23e4IIY13L\/rE8N3Biu73TNR8+th8SXstNupYm+Vi2u\/OewNxPPKewUBNdSVuH+j9o7jAn07hZbZlJwGvV05bdYgfF7llQffCvGdsmyNE+YiJ9VQP8K6N01dMF5xN1dqsJ07SYZVn83kkSW7vZozmF7wxZjhhjbDrEjPlgrFuyFHOC1AekfIdPxfEX9Osf7itZnQjxG0fHnG2lSN2Lu4ivbVD3CWzgtYbvHL5TR3dqcZ7oD4HPL\/J+6V7Xhgaol1bahd+fz208TWXmRVBFb9SyyedXURDZGeQIwe+o5acf9Rxe\/FEMNyIJNUkuXsybcXb2NxYpYzxHExh63s9aB1mMxrzB7gPSnR5wxHwfbcZ6rcDEMmo6hqkXL\/1dDb+eQwrgcws1xdqAPHxrE8iiWZ+GGkuDvuJdW1KW4c97TyyrJK312aua9N\/T9ba9o1xpNla6naPeS2yzzXfmAiFpHOk88f2vdyOWkWMR424xIckVjdA\/TjY8OaU+nXVpqlzIb66uRLaCwMJSdlZQPOLyN9wwQQV99AWfJJP+euof0Xif\/f8AY0\/ljH\/O7Tv6u0f\/AH1eVCuhXj+HQdfuNYuYLyeC5h1iMQWvmpuI21DU7a9h6wTTpHhY4WVtrntEYyOdHTr0hQcQ63barawXlvDbWljAYbrzUTyPa39xdv1YguJEwUlUDcy889w50B6R8tGQjhSYDufUtIVh4gahA2D9Kj3Vw\/yP2\/zui\/qfU\/0+nfqrZ9PvTvp\/EmjtpdpaarbzNeWVx1t4likCpa3CTOGMF5I+4quAAp5n0d9c\/wChHjiDh3XI9Uuorq6gWxvLQx2YgaYPcSWro224mjUoBA+e1nmOVAdR8rZgONOFyeQxpBJ9Q4hiNdA8t+InhmKTnsg1ewklbHJEcT24Zj6F6yeMZ\/nCvO3lD9IdtxRqdrfWUV9YpbWAtgbsWyTCdbp7hJofNp5QNh2EEkHIrrvC\/lQ6fPY+acR2VxJM0XVXL2kFtd2F4MAMxt5pVeLf3mNlZRz7RoCLeQ9aPLxFqNynaitNHNvMw5hJby8t5IUJ9DFLOY48FrR+XYf85Jv\/AGbtP7zq1TDh\/wApDStOv1i07S5tP4fS2uPtayt9MgurjUJZbYx3EkCTpFDCsKTrydmYyjIG0VybyhOOLbifWG1C2iurW3Ol29gY7vzcTF45r2SRgLeaRQm25QAls5B5d1AesvKA58A6nj\/6otj9ANuSfZgVyjyCLmMXvEcJI62S20eWMeloopNTSQgeCvNHn8IPVWbwL5TeknSYdO1+zvHljtFs7kwQW95ZXsaRiEsY5ZVZesQZaN0IBYjLDnXF9S6QILDiiTXuFIF0u1RYYobGW2htoJ4uojS8intrVyqxSyRq24HcGjVu8cwPQnTN05WOh63d6bd6Ol5LFHbzLeSS2qedQzQKVlUS27NtVlkiOScGA1stA6YtYn0xL+y4buxpb28lxFMuraVbw+bgOzTLFJsZYyAzZ2jIOeeah1x5RPCOrxwtxDpE0tzAMostlp+qwox+ULaeV1cKSAe0iejlUK6cPKJm1yyk0jSreTTNMnjEV1LO0Xns8HIG0jitmaO1t2UBWIdmZcrhQTkDE8mPiLjDQ7RZ9M0u71jQr49e8SlI0EsfxEs9jPuLK2IRGyOhDdSPknJPceBOk\/hDj5xp13ZBrtoHmjttVs7eXrIowvWPaXcbOAV3jlmNxzOMDNcF8n7p4uOF4n0+5he\/0p5XnjSGRI7uyllO6bqOtISaF2y3VsyYZmIPPFdIsen\/AIFsJ5tT07SbuPU7kP10sOnafbTOZT1kgkuPOMAM4BYrnceZzQHJvKc6N7bhjWIbexMh0+\/tTdW0UsjTSWzxS9VcW\/WyEtJCN0LKzEt22BJ2gnlbNUt6YukS74n1Q6ldIluqQrbWlpG7SJbWyu8mDIwHWTu7ks4Vc4QYwoqGFqActSFqQtSFqAYtSFqVmq5Y2zzypDGCzucKoxk4BZiMnnhQT9FfG0llnxtJZYmlWLXE8UCEK0rhFZs7QT6TgZxUt0ec6JdXlvIonMkKkMj7QFjSWUZ3JzJU49orS8Gxnz+yb0G5UA+JXaSPcy++tp0kMRqcpHpijX6HhKH8TGs64fe3Hs894yg5NeqksbmdcPvbj2ee8XDU16qSxvzMbQl\/g68H4X9AlaeeMARY5ZjyfWeskGT68Ae6t3oo\/g+8\/wBb+hStVcLyi\/Bf8SWprX95V+9\/+Uez4z\/C2f8Akv8A1JmMFp1WmC04Wrh54ULThaYLTqtAKFpwtOFpgtAKq04WmVauBaAQLTqtMFpwtAKFpwtMFpwtAKq04WmVauBaAQLThaYLVwLQCBacLThaYLQCqtOFpwtOFoBAtOq06rThaAQLTqtOFpgtAKFpwKCaVmoBiaQtSlqQtQDM1IWpS1IWoBi1IWpWakLUAxakZqUtSM1AMWpC1KzUhagGZqQtSlqQtQDFqRmpS1IzUAxakLUpakLUAzNSFqVmpC1AMzUjNSlqRmoBi1IWpC1KWoBi1IWpGalLUAzNSFqVmq2zUA5akLUparbNQDlq33AKEanYE47bTMPYIbhOf0qat6LoS3Fhe3hZlNoJDsGMPshEuMkdnmcfRW44Z05YbzSJFLEuZBhiCAHtriY9yjnl8ewVn3lzTdKpBPdRkvjo1Y+W5DVpyuLW4lSWVSg9f8uVhc8Zzlcsmo0++EAt5kRS8M7uMs+CyJbkkjPc3IY9G3l31XiTUGu7mSZgoJwnYztIj7KsMk94ANYAWnC1ddKLn3mN8Yz6c8HXdR195jfGM+nPBnWF7st7iHbnerNu3YxuEcWNu3njOe+m1OwaIQbip3IQNueWG3HOR4SD3VjQLyk\/Bj9LFW0tZTcTWySHeoVwRgDB2ufQO\/CR\/wDJqKce6euPLeUvN4W2Pl6G7bVVeQVtVy5+GnR5KMdU\/Fqxu09W2zZqWjwSPAke44pgtZuoQgTTgcghyB45KD\/3yfoqwE\/HU0ZKSUl1WfmZdejKjUlTlzi3F45ZTwxAtOq0wWnC10RChacLTBacLQCqtOFplWnC0AgWrirTBadVoBQtOq0wWnC0AqrThaZVpwtAKFpwtMFp1WgFC06rTBadVoBQtOFpgtOFoBVWnC1WqFqArVC1IzUhagHLVbZqUtSFqActSM1IWpGagGLUhalZqQtQDs1W2alLUhagHLVbZqUtSM1AMWpC1KWpC1AMWpC1KzUhagHLVbZqUtSM1AMWpS1IWpC1AMWpC1KWpC1AMzUhalZqQtQDFqRmpS1IWoBmakLUuSTgZJJwABkk+gAek1dNnNv6tkkV9rPtZHDbVBOQuMkEjA9ZAr5kLd4RZLUhamZOyzHkVdUIxzyQ5+jGzGPXVgtX0DFqI1LsqjGWIAz3czjn6qtFq33R7ZRXOoRQyjchSVsAlTuRCykEd3MVHWqqlCU5copt+5bkdaqqUHOXKKbfw3N7wUc6HrP3s\/8Ac0qPW2tXCyacVYAxEbDsQ7cvJbdxHP4o45+OabWb97OTU7G3cxW7TvH1QVWDJgxuCzKT8gKO8e+o5HKVZWHerBh7VII5enuqpbWyzOcsNVGpL0Tgo7+\/8iGzU4Kq0\/DWw2t946VtJcnuuW5IwtOq04WmC1fLQoWthoQ+2Yva\/wCikrFC1naIPtiL2v8AopKhuf3M\/uv8maXBv4+h\/mw\/vQX4+Puf+fTFVhl7Kf2vy1vIdJNwdQmDBRAu4qQSWwnWciO7+KI+mtfdWuyOFs53rnGO7cA3f9NQ21zTcYwzuklj10p\/luL6nKveXTprPdVJOf8AKpTaXvzlcsmEFp1WnC06rVwzRQtMFq7CvPHqf8UbkfjAplj5Z9eP8f8An2UBbVauBaZVpwtAIFq4FpgtOq0AoWmC04WnVaAVVpwtMq04WgEC1cVaYLThaAQLVxVpgKybC1eVmKYIiRmfJxyeOVFxy5ndz+iuKlSNOOqTwl1ZxUqRpx1SeEuv4GMMd3pGDj1HOPyH3UFqV4mV2Jx8lO48\/Se7+2PdVvfkZHcf\/hX2Mk+Xu+RYq0Z0mlNYylJZ6p7p\/FDlqRmpS1IWroiGZqQtSM1KWoBmakLUparZagHLUhalLUjNQDFqQtSFqUtQDFqQtSFqQtQDlqRmpC1IzUA5akLUhakLUAxalLUjNSFqActSM1IWpGagHLUhakLUhagGZqUtSFqQtQDs1Wy1KzUhagGLUpaquuEV\/nM648NgQ5\/2\/wAVFrgl84OIpSM+IjYg+3NAXtJb7Zt\/6RD+kWugcb3scGrK8hwvwcQMBiTiaSQ4wPQsbVzzSV+PtG+ddIuPDY8Bzn056z8VSjpmYjUIiMg+aKORwcGWcEewgkfTWVdU1Uu6cZcnCa\/tKlK6qWvE6FantKKm1lZ38PQ0M9m8kFzcptMXnDSA5IbaGlB7JHf8Yvf660hapRp5\/gef75\/0iVFJlKkA45qjcvB0Vx9OGFXaFVzck\/qywvdhf+T0XFbSFBUZRzmrSVSWftSlJPHktipapX0VoV1W3zjtQTuMeBjYc\/XyqGyvgE+o10Lie0TSp9Kmst0ck0bo7Mes7OIRgCTIH8a\/P11FfSUodx1qRlFeWdPU81fSUo9x1qRkl5bR6kW44P8ACV9\/SpfzjWkLU99eyTyPPKd0krF5GwF3M3MnCjArGLVZpR0wUX0SXyRapQcIKL6JL5InYWnC0wWnC1ISChazdHHx8Xtf9E9WAtZelD4+L2t+jeobn9zP7r\/Jmlwb+Pof5sP70STQh8TrH4M\/3eWtHqI+JtvvF\/MSt9oI+I1j8G36CatHfj4m3\/Bj8xKwbT+J\/qj\/AKCLlh\/Eca+9H\/UiYAWroXsj75h9G2M\/4n307x4ZgO4Ej3HFbe90yNLOzmBfdNMBJll2hWV9xXs8sCNfx1vVriNJxUvrPC9+G\/0POTrRhOEH9eWleWfXyWxrIoSWG0McRljtBON0DczjuBY0IOxn0Fhg+g8j3GpDwzcwwST7nCq8MYQtzztDHHZHzQDzrS27HqI4yDkFVPMd5JI\/LVeF1UlNpQeE47vbaSbb\/pezL1tQUrivQqyUe7j4JR8Uas\/sxfL4osKtOFq40ZU7T3hUz4EkcyP7QNMFq7GSksrdMirUZ0punUTi08NPZp+TEC04WmC1WVey33p\/If1GvpGP1DAA4PPJ7j6GKkHl4j8Y8arsx38jUj4pHxlt941aELzPtP5TWfY33tKzpxtnnn6zXkvIntqPe8Np32cd5OUNPloxvnrnPkIFpwtOFqvdWgQFFWmzSM+KpJkEg94JB9o5GgKs1bfhJ8+dEdxhQj6euxWu0hFeeNWGVZsEH0giruuqLe4ZYcxp1YBVGZQQUYc8HmAWyPZWbfJV82q2co6s9MRkviZt9ivm1WzlHVnpiMkYMA+NduXONx6+SS5\/KPdRfvgD78j3iMUlu3a\/syd\/iY3A\/H+Wl1HLKpXLDfns9ruMZOcd3cfcanqZ9oi+mmW\/Tmj2Fq4vhlamsanVp4X1mkp5wubS6lstSFqVjSM1WzBGLUhalZqQtQDM1IWpWakLUAxakZqUtSM1AMWpC1KWpC1AMWpC1IWpS1AMWpGalLUjNQDFqQtSlqQtQDM1IWpC1IWoBy1IWpWarZagHLUhalLUjNQDFqQtSM1KWoBmakLUjNSFqAzlQyJbxrjdJNIi5OBufqFXJ9HMipJodtBpl1NFq0ayFrYSRqqrOAm6QOeZAGVRhio7pZ+MsP6cv6W1qRdMMuzU17jusETn6N8l0ufaM5+is+5m51o2\/JTjJtraS0uOMP4mfczc60bd7KUW21s1hrGH057kTe6KqjIQpEsxGAuRtFuyEjHfkHn6qucQ3kks7GRi5UKqlsZClQ2M+G4k\/TWsZqvapIGlcqQQduCDkfIX0j11fwX8IzINWkW2a1G3Y8gBG07irbi53Z5HcEx9NbDi3SYobi2jTcBKAjEtk4Tq41xkd+38lRgtUh4Jn6y+UvzxAVG47hlEiTIz6Ttz9NQVV3f7Rckm2l9Z4\/2Nqwn7W1aVN5TcIQqSee6ipPKS8nnkmi7pnDSXGj3OoFyrQs4EYQHd1YAGHzlVPW5IwfkCrfGHFEt55iWSOM28W5ChJyX2jtBvDqR76mJdRomsjKj7ZucAED0w9w99cs1Fv4n+jx\/nPVW0k685zqLeE2o+icV8+fU8xTg3cVVU8TpVZRi8YwsJP5+uTHzSlqQtSFq0i8dRC04WmC04WgFC1laavx0ftb9G9WgtXYGKMrjGVycH05Vl\/wAfxVHWi5U5RXNpr5ou8NrRo3dKpPZRqRk\/cpJv8CR6F\/Eav+Db9BNWkuCrx26gjIQA5OAp2qO0fRzFZVpqDxLdxgIfOFZWJB7PJo+QB58nz9FYZHZH9r\/Cs21sZRqynPbeLXrimoPPxOYXs6V1fuCThcz2b56VLUnjpuuo5h7UvMHbzOCSBntd4GD3Hurd6uP4NsPwn\/DuK1cI5XH3v7yttqo\/g6x\/Cf8ADnqK6quVxTi\/q1V+NOTKvHLGFGjY1k23VlJvPJaXKKxtnlzy2aQjBU\/+Gv8AtQhT+ImniHd+Ej\/LQR3feoPpCKD+MUyrzX75fzhWzP6L9xNa\/vofeX5jXS5lb71P\/eqirV5x8a33o\/I9U2cifDGfp3Y\/NNVrL+Hh91fkafaV44lcf5kvzGSA7kBBwWjzyI7JZQ\/sxkg1d8wkMEkuAEDBDk4bd3fJ8MuK2\/FY+24\/Exov15XX3c6w47zFs8GOTOr78+tTjb\/q\/H01XpXdevThUpwSUnFvLz4W3q8uS\/8AR5yNXvrKlXovxzn4oY+jD7WrZPO+y3WOQ+qXy3DQMoZQquO1jnhmQ93rQ1goB2vUGI9vWIPyMaFIyPaB347yB+Q0qHO8jkM7cd\/I7HPPxzXVKhC1llbRworq8uTf5s9HZUo1eGwsLdPVSlUqvPLRpTe+d3s9sFS1IzUp9Hr7veR+UGklOCR4EitExR7mNwgYq4Ei9glGAbPdtyOfeDy9BFVuQ7OxVXZTI+SEYgDLHJwOQ5Dv8a2vEL7bWxbvxGpx44ijOKxINaNt1kW0P1juhO7bjAfmBg+FZlC8r1aWuME+e2cbqen+1Z9+xDQrxq8P7+O9XvHHRyjoTw5Z88rlkTQP5TCfRv8AyAZPs5jnV3jA\/bTfeJ+SjQT8bb+sj8oNW+Mj9tN94n5DUNKt3t7F4x4Jr5VEiXi9grPikKaerNupZxj6emWPhnBqS1W3lYDCkjtKSAcdzDP4s0rNSFq2TpPHI2syKUD4G4xglsDJPm+ck+OedaktW2lb4ofgl\/u1aPfnu9f4jj\/Cqdo29eftyN3j0Ix9nwks21NvHVtPcuM1Wy1KWpC1XDBHLVbLUpakLUAxakZqUtVuR8AnwB\/FQDlqUtSFqQtQDM1IWpS1IWoBi1IzUrNSM1AMWpC1KWpC1AMWpC1KzUhagGZqQtSs1IWoBmakLUpakZqAYtSFqUtSFqAZmpC1KWpC1AbnTo3U2Ejq6xi8RjIysqBTJalWLkYCnDc+7snwrb9MN1HLqKNEySKLSJS0bq6hhLcEqSpwGwQcesVtOJT\/AJrWP38P509c81KQNLIVwQWJBHcazqGLip33Jwc6ePPdb\/gZtvi4qd9ycHOGPPdb\/gWi1IWpS1IWrRNIYtTWk4SSNzkhHViB3kA55Z9NY5akLUBfWRREyfdGSJhy9CJKDz9rrTahICIcEHECKcHuIZ+R8DzFYhNFABooooDrgWrirTBamll0WcRSoJEsLwRlOs6yRY4I9hG7fvndRt2885oCGBaqV5H2Gsy+sXgcxydUWUkHqbi3uUBBwV621kdNw9IzkVZK8j7DRAZl7T\/2vzhQV5e\/\/CryxFnKjAJYjLMqKOfezuQqL4kkAVLbToz12aFJ4LSW5gfJSW0ltryNhgfJe1mcGvoIrGOU\/wB5+8rbaqP4Psfwv\/DnrXXtlNbyTW8ytDMmYpYpUIeN1yGVlzyYbu71VemuneCGEhQsLsykZ3N2WAzz5fxh9H3NZFW0qSuFNLbvFLn0UHH82WuNVY3NvY06e7ouevpjVJtY89n0MQLTKvd7QfcQacLTha1Ws7FeMnFqS5rcVQWYMMduNW58sZUEDl3\/AC\/xVlQ2TmBpuxs3KpGTuyuRyG3GMuPT6KsJ2SuOeIwnhzVVGcf2TWZDfAWrQYOS6tuyMdrnjH9g1nVFXhJQpLwpwX9O+r122LfGa6rUKVaD1Vp1Zd79xtYeNorr9EbVr4TSpLgrtEfLOc7JDJ3+sHFa8t\/h+LP66o7d3sH5BVstV2jRjSgoQWEuRm0aMaUFCCwlyHDDIJ7gyk45nkQeXOljkwHGD37s8sYwiePjVotS78Z9Yx9G5W\/Kor7UpRqLEvNP4p5RftLypaycqeMuMoPKztJYf4MzJDERCF6zcQd27YAMB2O3axz2we\/HLFY10RuOPH294zS2p+MT2t+Y1JeN22+j8gqCEpKvozlac7+epl72SnHhUa2Mz79x1Pnp0KSXls35ZN7xL\/I7H1xAf\/xR1Hp33NuPfuLcvE5z+U1v+Jz9qWH4Nf0UdRpmqvwj+GX3pf3s8pwf+GX3pf3s2ul36RNC7BsRkg4CkkqEJC9rwZe\/FWOINRjuZutj3BWRMbwA3IeAJ\/LWA0g2hfSHdvV2liUD\/YPvqwvIAeAA9wqzTtKcJ94uaTX\/ANnqf4mxe1ZXdwrip9JQVNY2WmKSXx2RcZqQtSlqtlqtERmxXxJEbkLHswSAdw+LaMfkHo9NY80cO34uQfLHy1kBOXGcbEPLO7v8RWOzVZl5DH85fxuDXEaaTytue3Rt9SzUu51IaZ+LCSTecxjHOIrfGN\/L3Gzn09lUvujZdobs9ZkgqHAw0Y54P4q15at5OftX\/VJ+gWo5K+AT4A1Fb1XU1Z6Sa+CLnFbKnbdzoz46MKjz9qWc49Ni4Wq2X7\/VyNbW04emmg87VohGu8EEvvyGAOAFx6B6fTWDfac8C7mKEMwA2lieanvyB838ddxr03LSms5xj1Sy18mZlGEq0JzprKptKTX1W+SfvMZmrY8MWEd1cLDLuCMpJ2EBuRXuJB9BPoq7pXD73Fu9wHRVT5SlSW5MQcYOPRS8LXdta3PXyS5VQchYZc89vq8Bn6ahrVtVOoqTzKKa2W6lpyv0wVKs3UpVe6figmue6ljbCfN7rlk2V1w9brM0YMuEfaMuMkZxzwvPlUP3Vt+KtZ6y5aS2kkEbHPIvHz7Z5qcc\/k1lcRwRpb5VY1O5eaoqnv8AECo6E501FVG25428moZefimbltQV1YRlGKjKhTTqN85uU0l05rOHnyI2Wo6tyT2X7gfkt6c8+72VtuHdBe9ScoyKY15b93fuRs9kHOUDjn84Gty3EiSRxafscNC+zrSylWMW7d2e9RyPjU07jEtMFqw\/FvjSmm0\/XPl6mPCp3laNKG71JS\/kUuT9fciGzKy\/KDL3\/KBHd399WS1b7jl9rQ+jnIPDv6kYrRzEdTH3bjJOCeWSAlvgE+kDJ958alo1O8pxnjGVn5mjxG09kualDOrRJxzjGcPGcZePmy2WpC1IzUpJ9fh9Ph7akKZUtSlqutatuK+EbSZAJB2wdftHrxhfaaxGNAOzVbLUrNSFqAYtSM1KWpC1AMWpS1IWpC1AMzVl6dpV1ch2t45JhHzcoM7fTz\/59FYIyxAUFie4KCSfYBzNdJ6I2W3TUknZIm7IAkYJuwrrlN+Ny59PrFVb2vKjSc4rLWNve0v1Kt7XlRoucVlrG3vaX6mBrusWz8O2dqkiNcI8RaIZ3DYZC3PGCQHT31z9mpAeX0UrNXdC3jRTUc7yct\/OTyzuhbxopqOd5OW\/nJ5YxakLUpNUqcnKk1SiigCiiigCiiigOzha7j0O6vFqlhJpt6LSebToGljuNdvJ5dGsdKt1UCX4H6wRXksLkDDdWNhXMq7Qp4mFracM6pJYXlrewhHktZ4p1SVQ0chicP1bgg9lsYyOYzkEEAgDo3STww0uZftnsW5ula5jEdybIMIorqSwiRYtJt57gi3tNOjRZZGdnkI2FRz264cu0mW2KFppPOVjVCG6xrWWeCcIfuisttOvrKcu8V6jtLu1vLMavCWvILSB+IdQlKjrL\/XFgddO08xoTgWm04gydjLZ83O5jpL3hUadxJwJZN8Y8NjOk8h5ma4hjuLm5lY+ktPLK5+\/NAcn4H4RlM8cvyneWKOALcNab5riJLu0hjvUIayuLm2kR7a4YGNpInhkXnXSuIb+DRtOk1CNY3uppJLa1vLXdomswaise7zfiDTrQrDftEvaaQja\/wAV8WVkEhluj8NQ2qSpcKrWtlc3PD+qoSUB0macX+hXhcYaOSzS9tl60FerWad8jqlx5\/6WuKG1bUWk3ieG1QWdvcmNI5buKBmC3U+wYaaTOSeQxjCp8mgIhI7OzO5Z3dmd3Ylmd3O53ZjzZixJJPpNCrTAf8\/RQTX1gMVQtSs1IWr4Bw3+P5Dj8dLu5N7Y\/wAQkz+Ue+rbNSM1AOz1bZqUtSM1AMWpC1KzUhagL0EoV1Y5wCc4xnmrD0n1imZg5kOQMqAN3o7SdrIBAHIjIP3XrrELVWJuUn4P\/ixVH3S16+uMfDOS4r2fs6tnjQpOfrqcdPP3LkbziK9iktbJUYMyRrvUZypEaKc5HzgR9FR5mqszck+9Pp7u2\/fjuOMe+rLNXFtbxoQ0Ry929\/Vt\/qZdrbqhDRF53b39Xn9Ri1IWpC1KWqcsDM1IWpWakLUAxarUx5D2r+cKC1IzUBI5z9qf6pP0C1q9F0l72RoUZUbYTl84x\/ZFbNlLWqqO9o41HtMKgezvo4dVtKn6y+BhV0k242yE8z6IyayY1ZQpVdH09U3FdW0lyXU1+1dWUKdvo+l7JBxXVtauS6l+PWVtIn0x1Z33uplUgIGLLjCnmV5jny9lYXFR+KT8Iv5klarWLpJb9pYzlHl3KcEci0feD3Hl+Kthxg+IEJ9EgP8AsSV13UYVqbSw5OUn97Qk\/dyOuC0lDhl60sOXdSf3te\/u5G\/4NP8ABk\/9r85q50D+P9QH+FdB4LcfBc\/MZO7AzzPbfurnW6urFfta\/wB9f2RPKWP72t99f2oZzUnvdRsp1WKSRkTcN7JG5YAAnIBXtc8e+ooWq3nv9fP\/AA\/wq7UoqbTf1eWPVY\/U3KF5Uo0qlKOMVYqL88KSkseTyuuSVafrcdh5wtkwuI3hRi86MjF2kSIqqArjCPu9Pd7tBb3wW469wcb3kKrgkb93IZIzzP4qwc45eFIWpCjGLb6vGX1eFhZ\/2KVGmqU9cfpbZfVuPJvp+GCex8YwWzyo0UkrB5Iz\/FgAgqhIznPyCfR31orfWGuJOoKp1UrSg8iJNhVmUbg3JuQz7aj0shYksSSSSSxJJJ5kknmT66ra3TROsi43LnGeY5qV5j6ajha04ZcVvt1b+isLm3yRcVzN3NS4m3qqv9o1tqWd1hYSz5JInuk8IW80zRhpI8Qyc+y+d+I+5hyYCQkHxFaKaG0t9o3yboLzuIzzV4g+SqeiIBuXefdRo3GF2kjuvUBuonPONiOxG0qjG\/50a1G769eVnZsdt2kKgYUO2ASPoA91R0KdfU+8ltiOMY576unJ7f7HN1Ug72vKlFdzL93F5zHOd9nzW2Mtr0Oo6hrlte3KG2beI4X39llxvaJl7xg8ge7uwQa5hrJ+2Lj8PN+karen3rQsSrOmUkXMZwdzROsbd4ztkZW7\/uazYNVtepMcsPWTMkwa47Bk3yFysgZgSWG4HJ9K0t7RW78OWsKPqsN7vl5lijVpLh9OyXh7qU56pZerUo4jsnvt1wvVGpLUhapDpdpBPeRInWrsgglO8xsDtgt2QYVRzIY7j6SSa0Wr2wgnlhBLCJ9oY4ycAczj21a7yOrR1xn4ciB2tRUVXx4HJwz\/ADJJtY58mvQsFqRmojUuyqoyzEKoHeWJwAPXmrJauyuOWq2zU9qgeSNDkB5EQkd4DMFJGfTg0G3Zuu25xEGPpJI6xYwOQ+V2wfYDQEng0afSjp+q3HVvbtNE6pC7GUgo0gBV1CjsqfSaxOP9fS9vZ5ogQjxJbneVYnqnVt6FDjBZFwfDNSjpJmU6FpagqWDwZUMCR9rSjmAeVcuzWfZ\/tv2014k5QXTwqXl8FuZ1l+2ffTXiTlBdPCpeXwGZqWiitA0QooooAooooAooooAooooDuSrThaYLThaA675N\/FRS5j0G5YCyvr22uYi5I6u7tXW4SFeWNs8lvAhBIGVwObmu6cd2Rfi3hKYd0UWvE+zzFEGfplFeM4iylWUsjKQyurFXRlOVZGHNWBAII5givUfDHSNbX1tpmu3rBJNHtNWj1JVwCZzFZKjRJyz1\/YKActzlBkqaAxfKh4qOnCaxtWHXa1aRJdgEboLa3kmRnK45tcpMYcn7i1b1GvMpNbbjXiGfVL+6v7k\/G3ErNtBJWKMdmKFM\/cIgVR44yeZNaQtQD7qQtSFqQtQDM1KWpGakLUA7NVstSlqQtQDlqQtSFqRmoBmalLUhakLUA5aqxNyl\/Bj9LFVgtSiQjIH3Q2n2ZVvo5qKAYtVtmpS1IzUAxalLUhakLUAxakLUpakLUAxakZqUtSM1ASCDWYVSNDvyoiydox2EVW9PiDVeONegvzEYRKuwMp6xVB5nvG1jn8VRstVpG5fS35xqsrSmqiqLOU5Pn9rGfyRJe1ZXdSlUq86UO7jjbw+vm\/UvwyYdSe5WUn2AgmpbpnFlrE\/WOsxVVIICIST6gWxy5GoUWq1K3I+w11XtoVlieeTXPH0lh\/gdq4mrerbfVrJKXniLysPpubPiC+We5mmj3KjtuQNgFQVAwQpIHdWtLUrNSFqljFRSS6bFaMVFJLpsMWpC1KWpGaujoZmpC1KWpC1AMzUhalLUhagGLUjNSlqRmoBi1KWpC1IWoDdaHqLR3kLx7TvS2tzvBPIRQROQAw57ozj1eisvFtc2VzdTOEuZH60xq6KvWxrOsKqjAthldzjJJ28sYNRlJSrBlOGUgqR6CDkGkExCsn3LMjEfzkDqpz7JH99RyppvUtntv6J5wXKN5KEO7ktcN2otvClKOnWsNbrb023JBounxi6s+tkSFWCSbg0dwWmSchYwkT5AYBRnxz4EU9pw1FLDdyxTdYluXWNxFtWQRxpKWKlsrkMVxnljPPuqM9ewKkFgUxsIY5TBLDac9ntEnl6TW80LXvN7O6gAQ78kbmIY9aqxMFA+aBmuayqYzB77bbYxnf8AAcO9nVfN1lw0y2X2tL0Pbf6WOuPNF7oxRX1W0RgGVjJlWGQfi3I5H1isvpCu2tdU1CGAvDGywKqQsY0U9VbOTtQgc16wf2zW54N0GO3vNKuEYlpSVYEDGXt5pd2fEcl9gFRzpZ\/9MXntg\/usNUYVlUvcReV3b26ZU8cjKu7atb8RVKqsfsVLGcrxSTT2bW6fvIzJKWCA9yKVXl3KXZ8evtO3vpKKK1CyFFFFAFFFFAFFFFAFFFFAFFFFAd8VaeuX\/wDSHe\/MtfqS\/vap\/wBIV78y1+pL+9oDp5aqdcwVkBYI+3eoZgr7TldwB7WCTjwzXLz0gXvzLb6kv72qfZ\/efMtvqS\/vaA6a75yatlq5r9nt58y2+pL+9qn2eXnzLb6kv72gOkFqQtXOfs6u\/m231Jf3tUPHF3823+pJ+8oDohakLVzw8b3fzbf6kn7yqfZrd\/Nt\/qSfvKA6CzUhaoAeNLr5tv8AVk\/eVT7Mrr5sH1ZP3lAT0tSM1QT7Mbr5sH1ZP3lUPF9z82D6sn7ygJyWpC1Qj7Lbn5sH1ZP3lU+yy5+bD9V\/26AmpakLVCzxVcfNh+q\/7dU+ym4+bD9V\/wBugJkWpGaof9k9x82H6r\/t1Q8TT\/Ni+q\/7dAS4tSFqif2ST\/Ni+q\/7dU+yOfwi+q\/7dASlmpS1Rf7IZvCL3P8At1T4fm8I\/c37VASYtVstUbOvTeEfub9qqHXJvCP3N+1QEiLVbVuX0t+ca0B1uXwj9zftVT4Yl8E9zen+1QG+ZqQtWj+F5fBPc37VU+FpPBPc37VAbtmq2WrTnVJPBPc37VL8JyeCe4\/roDcFqts1ar4RfwX3H9dUN+\/gvuP66A2ZakLVrjfP\/N9x\/XVDeN\/N9x\/XQGezUhasI3ber8f66p5y3q\/H+ugMwtVtmrG84b1f8\/TVDMfVQF8tSlqsdYfVVN5oC4WpCaXNGaArRVM0ZoCf2PF0UT6YxRsQ7XyWUDASa1O7wGRu9lRjjLVRe309yBs6wp2chgOrjSLkw+UDszn11p80ZqCFtThLXFYeGs+jep\/id3NSVxW7+q8z0qGf5VjC222wumStFUzRmpzgrRVM0ZoCtFUzRmgK0VTNGaArRVM0ZoCtFUzRmgKUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUB\/\/Z\" width=\"606px\" alt=\"what is position size in forex\" \/><\/p>\n<p><p>In conclusion, mastering correct position sizing is essential for success in trading. Just like the Myfxbook calculator, a lot of other forex brokers and websites offer similar tools, through internet browsers on various devices. Pips, short for \u201cpercentage in points\u201d are the universal unit of measurement in forex trading. A forex lot is the size of a position you take in the forex market, long (buy) or short (sell).<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The discussed method for prudent position sizing may he [&hellip;]<\/p>\n","protected":false},"author":19,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-34170","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/34170","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/users\/19"}],"replies":[{"embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=34170"}],"version-history":[{"count":1,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/34170\/revisions"}],"predecessor-version":[{"id":34171,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=\/wp\/v2\/posts\/34170\/revisions\/34171"}],"wp:attachment":[{"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=34170"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=34170"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/surin.dole.go.th\/News\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=34170"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}