{"id":38283,"date":"2026-02-03T13:47:32","date_gmt":"2026-02-03T13:47:32","guid":{"rendered":"http:\/\/mlopesadvogados.com.br\/blog\/?p=38283"},"modified":"2026-02-03T14:35:43","modified_gmt":"2026-02-03T14:35:43","slug":"a-smarter-option-0-commission-trading-platform-2","status":"publish","type":"post","link":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/2026\/02\/03\/a-smarter-option-0-commission-trading-platform-2\/","title":{"rendered":"A Smarter Option 0 Commission Trading Platform"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Risk Management In Options Trading Through Position Sizing<\/a><\/li>\n<li><a href=\"#toc-1\">Principles Of Risk Management In Options Trading<\/a><\/li>\n<li><a href=\"#toc-3\">&amp;#128229; Get The 5-minute Daily Investing Plan (free Pdf)<\/a><\/li>\n<li><a href=\"#toc-4\">Time Decay<\/a><\/li>\n<li><a href=\"#toc-6\">Access To All Products<\/a><\/li>\n<\/ul>\n<\/div>\n<p>Trading styles should align with time availability, comfort with overnight exposure, and tolerance for price fluctuations. The trader adds to the position cautiously, and price later advances to the target. Consistent results in a simulator help prepare traders for real-world conditions. A trading account provides access to markets, pricing, and execution tools. Trading requires understanding price behavior, market structure, and execution mechanics. Momentum trading seeks to participate in strong directional price moves while momentum remains intact.<\/p>\n<div style=\"text-align:center\"><iframe width=\"561\" height=\"316\" src=\"https:\/\/www.youtube.com\/embed\/l-UVIdKTsek\" frameborder=\"0\" alt=\"options trading risks\" allowfullscreen><\/iframe><\/div>\n<h2 id=\"toc-0\">Risk Management In Options Trading Through Position Sizing<\/h2>\n<p><img class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" 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\" width=\"305px\" alt=\"options trading risks\"\/><\/p>\n<p>When option prices show this combination of factors, the odds strongly favor increasing demand and higher option prices in the  future. This demand varies not just across stocks  but even between different strikes and expirations for the same stock. Just as Walmart discounts Halloween costumes in November and raises prices in October, option prices move based on demand. Like any market, higher demand leads to higher prices, while lower demand results in lower prices.<\/p>\n<ul>\n<li>Call options are financial contracts that give\u00a0the buyer the right to buy a stock, bond,\u00a0commodity, or other asset or instrument at a specified price within a specific period.<\/li>\n<li>You can use percentage-based stops or price-based levels tied to the underlying stock.<\/li>\n<li>If a stock&#8217;s IV moved between 30-40% over the past year and currently sits at 35%, the IV rank would be 50 since it&#8217;s halfway between the high and low.<\/li>\n<li>So if you purchase a standard American call option with a 0.40 delta, you need to sell 40 shares of stock to be fully hedged.<\/li>\n<li>This is why experienced traders focus on options trading risk management techniques such as scenario testing.<\/li>\n<li>Theta\u00a0(\u0398) represents the rate of change between the option price and time, or time sensitivity\u2014sometimes known as an option&#8217;s time decay.<\/li>\n<\/ul>\n<h3 id=\"toc-1\">Principles Of Risk Management In Options Trading<\/h3>\n<p>Changes in IV can impact your position\u2019s value even if the underlying stock price stays the same. These positions can generate losses greater than your initial capital if the underlying moves significantly against you. For example, owning shares of a stock when selling covered calls reduces downside exposure. You can use percentage-based stops or price-based levels tied to the underlying stock.<\/p>\n<p>Of course, this doesn\u2019t mean that they always go down in value, but time decay can negatively impact the <a href=\"https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/\">https:\/\/tradersunion.com\/brokers\/binary\/view\/iqcent\/<\/a> value of any options that you hold on to.You can read more about time decay\u00a0here. Therefore, any options that you own will always be losing some of their value as time goes on. The spread is basically an indirect cost of trading options, and the bigger the spread the more those costs increase. The price of an options contract is always quoted on the exchanges with a bid price and an ask price.<\/p>\n<h3 id=\"toc-2\">Time Can Eat Away Your Option\u2019s Value<\/h3>\n<ul>\n<li>With years of experience in the thrilling world of cryptocurrency, I have dedicated my time to understanding the complexities and trends of this ever-evolving industry.<\/li>\n<li>You sell short 100 shares of XYZ at $45 per share and then buy to cover the short stock at $50.<\/li>\n<li>This is often the result of emotional decision-making, such as chasing losses or becoming overly confident after a string of successful trades.<\/li>\n<li>The value of XYZ rises exponentially high, and you\u00a0 end up selling the stock short at $45 and then buying to cover the short position at a much higher price.<\/li>\n<li>While buying call and put options offers the potential for significant gains, it can also lead to substantial losses.<\/li>\n<\/ul>\n<p>If a company is to release earnings in the days ahead, this will probably cause the stock to either go up or down more in value than on a normal trading day. This figure tells us the expected move of an underlying security over a certain time frame. If you buy an option, somebody has to sell you that option, right? In a nutshell, these are the basics of options contracts.<\/p>\n<p><img class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" 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WPjv+NRira2jqAK0PV0dLumLupKAHPQncLA9YYSSMHr3Vk1lbDtqjOL9ZRQclRyc5NYuPtUO+CTLEZGxUj4kUGYqT7aPnSfYp7gKOGgd6fli3CqVxvqrHypRCmh0X9lIJaT0xSiWx30eWg3McB1kdFGjh9sfXV86bhAx0pQIHhT8tBuYsJDeN+Y\/Gh9Ia7kHHvpJKBRg2KFBC3MP6SgdEV3pKe5FF5BQ8gp7EG5gmUr9yimSvuTXctdyeW1PahWwhfd8KIXnz0NLcvkKDl3xT2oLEu0fPVRowW715z86NyijACqUUFhP1mc8x+dCAvPtUfAo+AMU6QCfKrxojscOpKVDI86cgDpRgkZpgRotrYPs0s1b2wrPIKfBAo6QB1NAgrTISMAUuhFCkpA9ofOlElH7w+dAqODY6kUolArkqTjZQNCFI71UDoVSnypRKR1IorZB7j8qWCfKgZwT5UYJ8aEDFGA8aAOAzQgeFGAz1oceFAAAY3o3KaEDG5owT40AAB3CjAVwFHA8qAAwM0NCBk9KMBQAUCjprgN96MBQBwBqN1EgmChwDdDyPtyn8alBTO9tldqk46pRzj+Ug\/hSatCNDtcjtbXEkE57VlKs+8U85wG+YGqzp94u6YhKDpHKkox\/lURUg268IpUlw476jcWuhKokIUOUHJo6lLztTSEgEpc5sgipAFOOmaYGa31vtbHcW\/3ojw\/0Gsd05hVlj+XMP8AUa2meguQJLePaYcHzSaxXS5\/8naT4KWPt\/3rOXvr9eguxIPOBlsrI6dMd58KUTFumPWtbo96kfnSFwRzRVEdxSfkRVncVuTnarTCiEESbjKoi0+9Sfzo6Yz527PcfxCsj43fSb0nwjfbtchD0+5vAqbhsKAVy5xzKUdkpz06k4OBsar3Dn6YmjtQXtuw6tt7unnJCO0ZlOPpejqGM4UtIBSe7cYztmuPJ4hpcWVYZzSl+u\/Q+j032R8a1mifiODTyliSbvjourSvc0vVJnoMQ5OAotgZ\/iFHEV4jGEj41DSOJGhYsZibI1PCRHkNuOMu5UUrShYbUQcbgLUkfEU7e1tpKM6WHr9GQ4ElRSebOBjy8xtXafOUSQiOn9z50YQ3M7qTUevWemG2DITdEONpWlClNIUvBIJHQd\/KaMxrGwPsGS29ILQUpJUY69iACdsZPUdMn4b0gofiE53qR9tGEJXUuD5VFjXNhWyt5hNye7Pqhu3vc+cA4wUjfcfOlXdWw246ZKbPe3ULCSA3blqVuopxjqCOUk+WD30wofGGs\/8AMA\/l\/wB6AW8ncycfyf700k6kDCErbsN3e5kcwCI2FA82AkgnIJ3OemB7qEahV+kEQBp+64WQA+pkBr2uXrnOe\/GOlNCod\/o8Z3kK+CQK429P+M58hTSJfJ0qQGlaclstFYSHlvNFKkkn1xhRyPLr18KfO3S1NY7W6Q0ZJHrPoG46jrTATNvQdlPO\/AgfhRk22MQeZTxPd69A\/d7RGQ44\/c4yEtLS2s9qDyrUrlSkgb5KiAB1zTOLrHSEx1piHqq0vOSMdkhE1tSl5BIwM56JV8jTAkEW2JzpJS4QNyC4d6E2+L2qlKQpQOMArOBTFrV2mXkJWzeo7iF45Vo5lJOc43Ax3H76Tna00xb4Ttyk3VPozEluI4tDS18rzi+RCSEgndW3hnHjQBLpt8AdI4+KifxpRMGGFhXoyOnQ5NVRnixoFxSktXtbhQSD2cKQvGMb7IOxyMHvqcOqbUltt0ImOJdZRIRyRV5UhZTggEA\/XGR1GDnpQFEimFFSdo7Z+FKpiRQR\/d2\/igVAztc263tsPrtF6eaeYTI5mYKllCSVD1kjfI5NxjYKSe+gN\/XcEM3G2pvKY8iGl5ttMEZ9blUFHm35gFAFPkrbamkIs6GGEjZhsfyClA2jubT\/AEiq+uXcSt1oovB5AhKFtsNJCyoHdO\/VPfnboMGiC4XxtSm\/0bfHeZlC+0wwkAk7pSPFIO+24G2aKXqFk\/Nktwojr6gAG0lRwKzdGrrlPlLU292SCTypA7qvbUZ2fb5EeUmaO02\/vPJkgpB9Xl7gSRuAcg1T4ukn4cgsuNHY7HGyhX5X\/ilr\/GtDpMK8LlKMG3vlG0102q1yk+eeOUl3p\/W\/ZXBoc+Sb1STklwn0+\/juXTTdyfuLI9IILgGAQMEgCpGQnDpzudqa2G2JhNocBOeU5z4+VPZSQHQcdU19B9hNT4jqvCIy8SblJPiT6tUuW+\/Nq\/uPN8exafFq2tMqXouzEQPEUYDNdXdD1r7M8UMPCjAYouaHOKADgb0IogOetGHhQAcDvow60VNHFAA0YDFcBijAUABjyo3ShAJoQKBAAZ3oshrt47rJH7RCk\/MUoBRgMHJp0HQk+HC25Gn+ycAKmnCN\/ApB\/OpK4uiI76MygYc8+lVjQbzkb0+IlRHZufcVD8BUzNeU85zj6pyTXM5JcGiV8j127JhMhKU5IAyBUjCuTL0ZDhUMqG9VFSjJcwo5PhmnjUR1KMA4pKbXUdWNSAtCknvBFYdpkctvcb\/ckLT91bkj2gMd4rD7CnkFwa\/w5rgqpe8vxF2JCSnmjuA\/umpiatRYVydSKiXd2lj+E1L45207dwq6Ej5n\/S60\/e4PGu5zJyHSxObZehqIOFNcgBAPkoKBH51WOGlkvl11PaGI8JclZeS220tBUFhRPqj8q+lmtuF+j+IERMLVNljzkNHnbUsYW2fFKhuPgaYaZ4Y6M4boZNgsLxCFKUlYSt9TRVgFQABIJ2GQM\/CvktV4BqdRne2SUG7vvz91fzP3vwX\/ABY8O8L8Ghpp4JPPCChXGx0qTu7Xa1XwGMC3qRBhxFWsMBlIU0lrT6EhrKMFHrEgKJSncAZwPGrXb50qJDcD1quE91hxCQVxUNKIxjmQn93Kebc59byqQbuc1sZessxsHcFKQ56vmEEkHy67+\/BVzL8toLatMVCTsEvS+VY8yAkgeYBJr66MaVH4Nknvk5PuRN\/g3jUsiCxAlX+wpbKVKkxFNIThSclK0KznHKUdNivO9P4mkH2GnGX9ZahlFxbbnO9LTzJKc7DlSBg53GN8DpinTn9oHMLbuNrjlKtkditwL\/hKitPLnyScUr297W6G0qtzKE+09zqd37khHq779SaqiLCs6ZjISWl3O5upKOzUHJalcwyDnJ3zsNwai77wx09qDsXJc+9sPNRkQg9FubzSi0CTg4OFE5IJIz57Cpzs7wVuAXeGlAOyvQyVDPQH18GiSDe4pQ63LROAXyrZSylkgHovmOehxkAbgkgZwC6FY3Z0Vp6OIyExXVCKylhsOSHHMISSUg8xOcE7H8qcRdK2SIth1mM4Fxl9q0ourJSrIOdzvuB12ozUKf2nbSb7LLiiFOtNMo7IAZwlGUEjzOST5UtFjT231qk3N55pIPZpDISog7+uQMEjoMAeeTRQWyLPD3RPpMacdNQ1yYS0ORnVpKlMqQSUFJJ2wVHHvpwnSemW2EsosEENpKlpR2CcJKuuB3ZpV1T1recLybnKhqSFhacuKZOSFAj2lA+qRgEjfoBRURrnMbSuU49CbUnmDLK+ZweSlkkA9Nkj+Y1VCsWFjswS63+iYpTJUFPJLKSHCDkFQ7znfJ8qGPY7NFcDkWzQWVI3SpuOhJT7iBtSf6GZU2ULkXQ8+PWVOXzII8MKwPkQabuRL3GSfRlsy0jC\/wBegB1QHtNjlITk9yu7fY9yoLJJMOKnYQ2QAokANjY+PSlUtNISSlpCSepCQKiDPeaCpMuwOojLWQgoSVupxsOdsDI5j0xnGRzYpZpi6TRkxkW1rJ9UpQ48rzOxQkfM+7pVVQWSaVoTgBaBj+IClw40D+2bG\/7wqIRAu0dzEeXEcQRv6SyCpBHeC2E5ztnPvz3U6R+mXiFLdgQgjIKQC\/z\/AMWco5e7bHjSoLJFDrQSpXbIABJJ5hSabvagsoN0ilW6sB5JOwJJwD4A01YtsIcy5jzcp0qytx9XNnyCc8oHkBin0cQ2lBTK4qFJyAUISCAe7Y7UUAuiXFUwJAfSWikK5x7JHcc9MUZqbDkKKI8lDqkYKgg8xA8TimjdqsyXfSEMRg4FleQjbPu6fZsdxjJpeRDt8lGHQgkKylSG+VaNx0UkZB2G4OdqdIVkbqiWxHZYdduM+IErziKUJU4OU7HnxkDy3zipePOt0pxTUWZHdcSOZSUOJUpI8SAarmqtO2O4RGXbi\/c3FRlHkcaT2rvrHwUCDv8AIVI2XTVmtkpV2hNSPSZLWFuPOqUohRCjlJ2Bz12qJJPqXFtdCcSSTRZiTls4+rR0e0NutGnJwhsnzFCVdBNt9RmM1wJ8KGgBPWgAcq6AUZIA60ABFHA8KABA86EEDxrsE0PKR40ACk0okjoaIBg9KHfOKAFgR30cAUikK\/epVJV3n7KADgUYCiAnxo6TnrQgBrsE0IT40YAmqJYwsK\/Rb7cWs4C0lf8A2q\/E1PsHtmDgbk\/Oq04kt6gHLt2zSRn+ofgKtaGuVlKW+oHh31yZeGa4xhCZQmcptR3ztUsWzn1VnFR0drknqWtJ+NSiuzJ26Yrnk3ZrFEMNiM+NYlAb7K6Xtg\/8u4Of9yvyrbh41i6k9nqrUbXhOKvmpVdcveRl2Y5WRyKz4GpZg\/qkeaR91RDn7Jf+U\/dUvG\/Yt+aE\/dVdyUKj30m8jK0KDIWQDjKsYpVPjUXqXUEbTMFFylW65TWy6lnkt8RclwFRwFFCASE5wCroMgnAyQwHyEKSMJiNAAkj1uh\/poFJe5T\/AHdgDruo9f6ajW9UxFPraNuuKQh1xouKiq5OZCyg4V5kbeIIPSinUyFRBINonI51BIS6gIUoEE8w36bVVhRLpEjbCWBk+dLID\/Nu40Nv3SfxqGjahVIlIiN2mWCV8vMsJHqhQSVYCieXBCge8eFKM3W\/OIU5\/ZpxspJHKuSjJHMRkcuR0APXofEYpWFWTSRJJ\/4hse5v\/wD1Ril8gZkDr\/hj86jmpt8U9HSqzpQ2vAeWZCSW\/WI6d45cHx3x51KYPLkrqrEE5Hv\/AKg\/BCaMllZxmQ58AkfhQ4JPt9\/lRwBkesaAChlQBzIePxH5Un2OUZ7Z7p+\/ilwkfvK60TkHLjKu\/vp2ISLA\/fdP\/UP50UxWubJ7Q\/8AVV+dK8gx3n40JaST7JosKEExWSo5bPj7R\/OhEWMerCD7xmlUtI5zhHcKOG0\/uCi2FCbUWMkbMtD+UU6S2yBs22P5RRENgD2AKXSkcvsiiwBaDYJwEfKlkKSFEBQoGx6xG1N7pdItniOSpKgSlJKGgpIW6dtk5I7yPnvQxpWSCFg7c1HCgU9T8qocrilHtdvcbvVv\/R14KuVqGtZdQQogNuKcSMciie7wIqQkWHVd0h2q5x9Wpjz2E9ov+7\/qHErAPKpKcEjp8h0oRu9PODSy+zfr\/b4k1f5LEaC9IlTZENpCcqeZSStG46AAk\/Lpmmdm1LaLiI8SG9NeUrLaXHoy0FRSNyoqAxnHWoS+an1fI09JTarHKYvbEcuLLTRKQcqALWQefOPPG+1Vm13HjAp2Os\/pWQ4sqUEyIoS0CQrl5ySByhXLkbeqeud6TM543jk4y6o2JpPMsUe5JIYaI\/eIqF0i7qj9GpXq5lhueVnmQyUlAT5FPX44NTlxHNGB8FD7qa6EEYFHJSB1ow8ABQDOK7ockikAfOOlGBz30mFozutPzpRCSr2UqPmBQAcUcJFclp7GzS9\/KjhmQdgyrHmQKACdN6MkgnPWkLpKbs9veuNwcbYYjoK1rWsAJA7yaw9z6XfDxm8i3JYuMlgr5RKZaT2Z3xkBSgSPhUylGPvOjzvEPF9D4VFS1uVQvpfc3sYBzR070y0zeLRqy1NXmxXJuTFdJAWkbpUOqVA7gjwPlUwmCgdXD8qtxa4Z2Yc2PUY1lxSUotWmnaa9UxvjyoyR9lOkw2+8qPxpQRmR9U\/OhI0GoHjQ4zTxLDR6oFGcaQGlcqQCBnIFMZX7mOyuUF\/3pJ9ykn8TVrQQhOFHeqxfUYYYdA9h7HzSfxxU2h7tmUOFWAQD1rlzrk0xgIl4mFK8AGnYdCcgEYqDllSlFxC8cp60q0+4ttKs5276xkqXBon6jjBrG7ijstc6jb7i8lfzGfxrZcHpisf1Ans+Il6Tj22ml\/6UV0T6oy9QjgJbWP4TUtFI9GZP\/tI+4VFK9gg+BqRgEqgsKPe0g\/ZVdxIdpwBUTq2ZFt1pEuZEfktoebAbZjuPrJJABCGyFbZznOAKlUGj5IKceffVx4diZSDaIyXykWvJUcerDfx17\/WI8T3e\/fFO021Cltu\/otRd7JP60wiCUc\/qoIUdik8x37j51ahuTt9tGx6p6VW9+r+ZVr\/1XyRVoMZcJ6M\/H0+6hbZ7NS0RWmz2SuoznpkZwnffcVYIEuXIdWJNtVFQkApUpYJX5YG4pxgco6d1GBAI3FS5WLr+kOEnfqOlH+qfW+ykknf2vspTJwd\/GhdRM4nfvo46jr8qJk56\/ZQ532zQAon40VI2wSep++hBOTsa4Eb9eppiCEEJ2B3o4Rv0+2qvL1uy8sRNN2uXdZC3jGSpLa22UrAyoqWpOOUZHrDI6+Bpxb9c2aTcnrJP54FxYCuZh7cOcoJJbUNl+qM7b9fClaNY4MkouUV06\/1rrX3k+lHrnbu8aOE4PTvplabzaL3Hbm2mezJZeCwhSSQVciuVWxwdjsdtjS10mi2W6RcOwLxYSFdmlQBWc4Aydhue+mZuLi9slTDypcSAz6RNeQ03zBPMrxPup4kZSCCnBFZHOl6+dtkG86gmMptk+Q20YSWEFbYWAkLLiQNyVdPIjfqLratWR4elP0tckPueh\/qnksN9o5zJODhPf4+PhmuL9r26taeS4atP4dV9Gei\/Dm9GtVB3zT+Sr8+H+RM3S7S4E2FBhW30t2YVdXQ2lCUjKtz1OOgphb9IRZpM\/V0OLcJzjq3koWCtqNk7JQCojoBv91JWZ4X7V0q8oihUSDHTHjvLUc86gkqwn6p9oE1ZDPaLpaihUlwdQ17Kf8yug92c+VdqVnntvE66P8xu\/pexTLozeZduadlMM+joUoZT2e+ElPQgZ2yNqlkgIRgJOBtgDpTZLdwc3U+ywCNw2grUPirA+yj\/AKOYVj0hb0jfP61eR\/SMJ+ynSRLnKXUaXebao9rkurec5Ut8i1RD+tSFZ9kjock486pUC925T0aQzE1FIQ2tshxyelQHrgArSkk43yfIHPdWivNN+hLZCDyFGORv1dumBjGDVMj2Zxkx1o0dePVCFgyLoCpBz0VhRzjHic\/e7jXQSUn3LDYr83fkPLbgyYwZKR+vRylXMM5H3VOP4XDV5YNJZyTk5pUY7BwYztmlaD4kU4rkQo46DNSrUaOBkMNnP8INRziQsFIHXIqThkLisqznLaT9lIYqlCUjZCR7hij7kdaCjJzQAGM+6hSO6hAz1owHcKYGVfSVtV5vHB\/UEWyhanwwHFJRnmU2CCv\/AE5rwHoPRd81LfWrOlXYoWorLi+iQOqgnqrHgN6+qDjCXEFCwFJIwQR1FZ7\/AOA2gWb0u\/WuC\/bJThUVGG4EAcwIVygg8mc\/Vx5VzZNOss1Jvofn32x+y+r8a1GLUaVppLbKLdcW3cX680+hQPoiM3Ji235pwrVBCmOVRzyF71slOf4cfApr0SkbVGaf09aNM2xqz2SC3EiM+y2jvJ6kk7knxNSgxiuxuz3\/ALKeDZPAPCMPh+ae6UbtrpcpOVK+yul8+OgIFGx4CgA76OkVJ9EcBijcvMkpx1BoQO+jpBzQBBXlsrtzhA9hSF\/JQoYD\/aNoaWPVCRTq4MlyLJa8ULH2GouKpS4zSmz6wzn3daxzLuVHhj+Q20pBSnoaY+lJZ\/V83SnTj7fY5V1xUaplTp5wdj5Vgmu5bfoWAbVkWrU9nxJnD\/EhNK\/0p\/KtdO3Wsn12js+I6FY\/a25OfhzflWs+3xEu40X7J91P4BxbYvmyj7qYHcEeVPYKv\/L4iR3MpB+VNdRDtvfeliMqRt4\/dSSPKjnYp27z9xq0JgpGCrYbUKehziigbk8ooR0OwoADmwkHIowO49YUnn1BuKOk7j1hSBCoJBHrUfn2Vkn5UmV7j1u6gSr2hzHfyoAXKgT1Pj0pOTLjQY65cyQhlhoczjizhKR4k1WdV3\/UcKVDtWk7bFlzHx2izKWQ2lAzseX1hkA79OnjtE3ORxClNQrLcoMRSb44rt3osdxSbc0kghKhz+so5AKsgApOxos1hhc1aa79\/Tn6dPXouS1M6y009dU2dq6tLkLQlaSFeoebZKQrpzHuTnPSkNY31Nqgtwo85mPNuLwjMc68LAUDlSQCCSADioHiayu06Wdu0QOOLjSbcsJQMHmbf9vIzj2\/DbFE0FqKNr+7L1Y3YjFERj0NK5C0LdS6FEK5cDIGyhnb7aV80bT0y8iOognVtP49V819C8Wu1RrTCYgx0qWI6SntFkqUo5JUckk7kk9e+kNQWOJdoaFurfacjOF9pbLnKULLZbJ3BHsqUOnfTx2ZHi8qHcla88jaQVLX7kjc1xbnzmi2pCIja04OSHHOn9I+aq0S9TmhkeOalF8mPCCzZEHsZIM\/SMu4zWS4Bl4pUtWFjYhCsk7Y6DHSr3qe4xr7Ptmn4V3i9i8sPzEMvFTqkpwpKQlvKgcjvwN6sqNNWddyF0mQmpckoDfayUJcUE75xkYAOegGKp3C7RbNpenT7lZxHuMSS8wy6HdlMqcWsbJOCMLHUZBz4UUkehqM8NVilklxJPjve5W\/ThNP194ts+3N3q3rtUm1MGGtITyzEhewGxCBncdQSRvVTj2sw9QSdKyprzTE4oeaebCclaMHA5sj1k7Hzo\/Ejjjw84T3WxWLVtzdTcdRP9lCiRmS66Uj2nVAey2nG6vI+Bphd9caQ1kw1eNHahhTZ9pcStSGJDa1pHtAEJUcKxn1Tg+sNq8nxdPy458fv43uX3ruvxRp4RK5y0+T3Jqn6J9n8zTE2yGSA4hTwAOO1WpY6+BOPsp6EpSEpSAlKRgADAFUefxOjW95ptuyzH2UoQp55KSlKFKAJSCRvjoT41KwuJOiJrQc\/tDGjqxu2+rkUDXdj1uHKrUvnx9TkyaDPh5cPlz9C0o69TRsjmA32yah4urtLyJHojN\/h9vjPZqdCTjGc7+VSDFwgSnlJjTmHTgABDgOflW6afc5XB1dCy92iN+hqlKtC3SW16GuPI2TyqfuoOcK2PtHORg9em3jV2I9QjJ76pL9mYXKeQ3oe7vo7RbhdcuBCFqKifVyrODud8AZHwbFEuyMlIJTynA2znFLJ3QoeINNouRGZSWSyQ2kdmTko29nPfinLQ2x5UEjM7HenluI9EQnGOXmT8iaarBBpxbyC24nwcP2gGgB3ijgd1N5i5TTHPDaS44FDKTndPeB5\/ZRoSpK44VKQEO5IIxjbu7z99ADgDFHA7qKnOO6lACO\/wCyqQA47qEJrgO\/JoQk+fzoADl8KOE7dKAJFKJSO6gDh50dIFcAPChUoNNqcV0QkqPuAzTE+AGXWn2w6wsLQc4UO\/BwftFKpFIQGuyhMII3Dac+\/GT9tOU0Ph8Ci24psavoy6pJ6Gq3AdVGKWOXm5st\/EbVaJCf1gI7xVbcQpl+SUIypp0rA8s5\/GssquJSDRmZD0pxhxBAG9OjEdScJScCj2Ge3OkuOEYKdjmnz93tLDhacltJUOoKq422+KNF0C48RWVcR08mv7av\/EgEfIuVqxPfist4ojk1lYXR9eO4j\/Ur866MnRfFCRF7U7gH+5tJ\/dTj7aaU5hH+7IGdt\/vNNdQHzZ22pUn2ff8AgabgnlIRgHGxIyAfdUdaIeqIzwXfL9Fmt9ny9mzD7H1+bIVnmJA5dsb+NWhE0Bkn1RQHv9UVwPgD86DBJICc+VIAuTyY26mjjmyB59Kqlx1YxLubWnNOS\/SJwfLc0sM9sIiAcK7Q9Gz4Z68pxVdi2riBY4Nz0szyXZl98vQ5bs5bcjs1q3SSRypCQlWBzZwRvvScjfFg8xP2kn9\/6otdw4h6XtkyVEuUx2KYig2p1xhXZOOEkBCFjIJyMY23qJlaw1rc0yXtJ6V\/uRazHnT19gMgZUVMqw4cEEDGxqesOnbbY7dBhW+2xYiGQFPIQn2l8pJJP1jznOT31LAlSzzEHPWlYboRaajfHN+v6+JSOGt3l6zWrWsxlbAVFZjISlaC2tYSec4A5gcnoTtkVoZO2e\/3UzhMNRIyWWkoSkJyeVISCe8nHfREyH7iMwnexjdPSBupz\/8AbB2A\/iPwHfVRVkZpxlkcoKk3wvRC8ibHYcQ0tSnHchaWWxzLODkHA7vM4HnUHpjSqrAbgiA47Gany3JbnaLS65zLWpWE4HKkesevMan2I8WA0vswG0bqcWo7qP7ylHcnzNBGmRpSlBlxRJbS57JHqkkfhVfAhSmouF8Pt8P+xeHEjxQostnmV7a1KKlr\/wAyjuaeoHqjaox24NRpDTKnEjtCefOcgY2PzqUQMAZz1o56sKpC3enbv\/CkmYjcZ191vP69QWoHoDjG1LAZIwD1oceKaYjxN9N\/hPf7XO1Fx+gz3JymrE3AixwCDbkpUA64nqDkELPTASrrVf0BdWOHGiLTabXFwpbCHVEndS1DKlE96iSSTXuu72i2X63SbPerbHnQZjamX476AttxCgQpJB7iCRXjLixpjTOi9TvaT0t2otdqbQyw26+XlM4SCUBZ9YhOeUZJIAxk4rxPFsUlFZIs+k8AzQcnhnG+5I23jDeYhJcK0qz05qsDPE1mY6iTJtMRTuQS4Y6CoHxzisat5DqFuIfw5nfI3A7qk48kxwFrcUcdTnYV4f7ROPFn0OXTY5cpHoOwa1ts5xS5ECMVuKCnFFpOVq8Scb9K0G2z7a+lBbSlGcYwMYPlivKlp1OWXA2ohITuMn760rSutg04hpPMpOemdvma7dPreakeVqNBxcD0na7r2iewkKKu4L7\/AI1UrvddOs3R5t\/+0DjvahtaUSuRtKiTjCcggH3ee3Wg01qBqSELURhf7qsip+6w4UyOJzjk1stp3EMDnWCe8d\/5Zr6DBn3qmfO5sCg26FrTqG3LeiWVpmW06pkFAeGRgJzgqzucde+rIz3VEWFtlNtZ7FuUAnmAMsAPHc7q\/wDnSphrrXUcMqb4GjpAUcUrb1ZceSf4VfePwoHWgFnbvo0TCZJA+s39x\/3oJH6R3UcAGk1c4SrswkrweUKOAT3ZpvbE3QJX+ky2VYTjkIIzvnoBt069+aAH6RR8bUQBW2CKOB5mmgDAZowAooSPE0bl\/wDhpgdjNKJ276bPrdQ622w0hZIUpYJwcDHQ+OSOtLNPsqQpZVyBsEuBexQB4inT6k7ldCci4wojqWH5ADqk86WkgrWpOcZCQCcZpvOmTHobqI1uWgODswuQoI9o8uyRlXf3gUvbUrcQ5cHUlLkshQSeqGh7CflufNRpaWnKo7QPtPpPwSCr8K0W2Mqoxe6cG7q+n8v1wHjIlJC\/SnmlkqHIltspCBjpuSTv37U4ArgKMBjc91Zt2bpbVQlJTshXvFQrzseJc3nJC0obU2FEqOB0\/wBqitca9bszCodpSiROPQE+qk+Jrztq46qkzlaq1zrpSLdHyv0Rn9S2ANwDvk\/GjZGaak6E5OL4RrOreIlq0khx9l3tvSFbNs7q+ys\/mXnReoXv0pMcntOuDCkErGPhWW6Q4vWvVOorpcGGe2t9oRytFW4URnJqbi8XLleGvTYGlkIZUSlPOME4760wtYlwq\/GjPJFzZ7KrMuLaeW\/aaeA2KnUfan8607B781mvGJPJK0294S1p\/wCyuHL7v69Tqj1IDNOYJBitfzf9xpsetL24\/wB1R5KWP9Rp9xD7YoIPQgg+6qzpxOh0XVv9APLcnKjqAVzuqy1zJ5t1er1KfPw2qytkHqdu+oOZd9SQ40hbWmYzYZZWppS5iQhToIDaDgZAVnrjar6jSvglJuorJbJzNtnXFtiTIA7JCwRzZOBvjA3IG576hdQx2tQ6iTphy9SWY6YvaTIsZ4IWrOeXmOOZP1SCCOlU5fpPESPdH74w\/ChzeVqI3zIDiENrBzsM+2j62cjOwyKkdI2WHo1wqgPy1dvyKkhx8uBSsesUBXsgknYbDYDGKpY5S4OnLihgx27U02mu3H3\/APfxLbpXTcXS1pFujPS3ScFxcl7tFqOO9Xf1O\/XxzUuc4wBVRj3ObGU4GX1AOK5lBQ5tz370Luq5MVxUYr9Jkr3SyhGVgeOAQEjzUcedDxPsZtSyTk2+b\/Oy4YIA9UU1XOZac7JrL7yujTXrK957kjzJFVZdwvtwTmdOMdOP2EQ8g\/mc9pXw5R7663vuW9sMQCI7aE4CUAAHcnJHed+vWq8murMuWk13v8h4iY\/IM1u6J\/UOFRbjNKJBPTC1d478DA99O41yksQ3IbfKlIHqKSMKSc5656VFDcgqGSoZJPfTtA9vA7vwrVpVf67F44pylDtb+jJh69F6MhlQyXGVJdPJ1XjbG\/SmtvuSoTqlKQFgs9mO7GCSPfuabpQsoSQgnB32ooYkKI5WFnYjZJPnSjFXX67lZIqOK1+vdFBIckvrkOrBWognAwO78qmIt4lNBxw4cU6frE4Tv3CoqLEllakpjOdN\/UNO2WXC0tRAAaOFkkYSfA77fGqmouhadra93p\/MmI96eb5Q+CptvY43Us9xz3UJvMhp1x0oKwsZS2Veqn\/4KhLldbTaDGRdrvBhG4H+6CRJQ32+CkHk5j62CpPT94U9ATJjR5UaQw8zLPJHcbeQpLyjnAQoHCuh7+6pSimazUGpV1\/u\/wCw7evzro5WGC0rkVlRUDvjAx8d\/hXizVdou0W\/zEXFznfS6e15zuTk5JJr184xLbuDFtkPMRZMpKuyaKudxQwTt9UeyfHpXm\/i3AkO68vDRaUktPhB585UQhIJz59a8XxzHDZCcX0f1\/6PZ+zs3CU4Ona+j\/uZXJUtMtRjBR5ThQHSg9LkKCudWeVQAA2BqSUwllJjlPKs+tv099IrbYUgguJS4lJwobk93WvmJdeT6Ve7wRIlvx3VpUtsoJwObrVs0xPcW8200hzG2ADkq9wqmOWmRJnMRoyVyXXVbJQcknuA861GwaTlaaZTJuUVKHu0SpDnb8qAnbOD4775862w6aeofs9O7OLVauGlh7XXsvUvVvvV1tbbU2TelW+LHaW6tLjYS2Qn99Z9nHgPHrV+0NxsjXmKhBhT3ojgVyz2mQhvpsUlZTnfvxvXgniDxSGvdasaaiTizpi0THY6X4yitufISckkqIJQkgAJ3BUCd9qu+g9f6li3OVGuk552IygIbDzmzY7lEeBHdXt45LTtQjyfOZIPUJ5Jur+S\/A93WKdcLzdkOR9Z8zbLgeXEc5kLLe3qnuIHTIJFaMwQrBSrbyryJoDiFFkxGmzPX6RGAJJPrJV4pV3j8K3zRuv0yW0olOB5HXmRjIT4jx8xXsRbavseLuTe3uXySCHDjbek2PVlNK96fmP9qUcead9dtYIUAQaI3s62f4xViJNKaUAoqelNI8e4pnLedkgxiTyozkgY93j57dO+gB+D30YGiYPiaNjPefnVIBQDuHWhAzUfPQJy\/wBEIUoJcRzSlJUQUtHblBHQq3HkAo+FKJhy4o\/uc3nbH\/JlZWAPJftD481XtVcvky8x26VocNALlPOHokJbBz5ZP3j5UhcWkTn2bf0Kh2jq0ndLQPs\/zKwMeAVSca5sxYvbXVhcMK5nVOrHM1gnPtjYbfvY6U7tja1NrnPIKXZZDmD9RGPUT8BufMmrpwe70M90cq2Lvy\/h+uBX0hbJCZCFKJOAttBIV5EDofs86TW689NYS3HKeRC3MunHXCc4GT3nwp8BmkWxzz3lY2Q0hA+JJP4VCa6mkovhX3\/uHbQ8F9o6\/kAH1UpAT7\/H7awvj79JzS\/DQ\/2chyvSrw8Mdiz6ykA9M+FWDj5xUnaHsBtOlYvpmoLgC3GbHstZ6uL8AK8qaV4W2yBKe1rxKmfpK7uuGS488rICjv0qJThH3uvoaRjJ+6Wu0u8VdfxjdWHUWdh710qdGXCD3+VVvXGiNXaxLGnbzfHE2+OcvKScKdPhV3suq7heX1y4zgj2WMkhBxjnA7\/dWK8S\/pGQo93fsGlUmTJCi0XE7gK6UPJOtmNK\/p+Iowinvm2TF\/kaG4P6Wcs9qS2ZUjCSM5UonxrTtIqgv6cgPhhKe0aCiMeNYvpXhDL1OWtVa0kLdcXh1LajsO+rrc+JemdMvos3pzKPR2wnlCht1rnltfsLl9zaNr23wj3fWcca04g2ORj9ncMfNI\/KtHrPeNyc6agu\/wCHcEfahVLL7jCPUqy\/aV76XgHEfBPRa\/8AuNN1+2r30tDOGj\/nV99PuJD1snpRpKGX4y2nllCCMKUDjA8aTayDkmlVIS42ptxCVoWOVSVDIUDsQR3imnQ\/vKyUW1i7NRhLgJgKaKu0MxId5idsI6EE9+aTSqI5LmMl+ClAQpMQ9uVLLhwG+dI6Ak79\/TG+acy2LY\/ONvtWnrM8qAkB9+Q0lDEXvS2OVJyvfPKMBIOSQSAS\/oCXc3EofTAYjAZV6CwpgunbGXFZWEjA2RgnHtDoa3S9S+Zqn0IbTxuvbNxNUT9OrdkxO0Y9BL6VuLKAUrws45dl7DwHup8XdOQ7G0q3SmY6llIMn0ZbgcXypUpRR13Cgck9\/Wpu26ZtlrbW2whR5yColSlFWBtlSiVbdBvtSk6xWi4xkxpUNPKhZdbU2S2tC8Y5kqThQONs56UnKT7j4TuyBlXC3iNBEd97tA2S+pi3KUp8glGyVDCPXSTg74I8QaWuFmdunO9Du9wgR57SC0iLFSFsDmQT6xGy+o9yjscbvxo61D1xLvAcyCHRdZPMnyHr4x5EGjjTtzac5oGrLkgd6ZKEPJ+wJVn40rfqC2dxhp7TcmyMOB+8X28OPRg0VylJCk5GecDYJc9XBI7zVjfgKNsMBDct1LhKi6l3kdT63Njmzny923So9pjWS0GCZcFn1iFXBI51cnihkjAWf4lKSOvrdKfM6XbCg8q\/X1T\/APifpBQ\/0fs8eXLimn6kzSa9l0F\/QLjkmA4tiesWwJbZcMnZYT0W4PrkgnOfOm6+H+m5F2RenY8gy0SlTgoS3Up7YqyVcgVy9+OmMbdNqcP6I06+3\/emJb7pyRIdnPLdSs\/XSoq9VQ7iAMe6kYtzudnUq33NmZNkNYDDrURbgmIOMKCkjCFg5CkqIH1gQk7VfoSl\/mJ1MWJEkybqpaWnHW0B95SgkcqM8uSdgBk+FR8B3RMtyRAgybepc9wOutoUEiSsHIUk7Bwg7+qTRI9luF5dTP1KhhCU4Uxb0K7Vtj+JRI5Vu\/xYIT0T3qM27arbOYXFnQWJLS04KX09pnbH1unw+FCCkurCTNMacuMeOxc7HBmNw0lEdEmOh0NJIAITzA4yAM+4U9YtsCLGYhxobLMeNgMNNthKGgOnIkbJx5VA8srS7jaXbhIetTieRDjjZdVGcG4SvlHMtChsF+0FABRPMMTkG5xp7LTzL7S0PJ5mnG1hTbo8Uq7\/ADHUeFUG30FHWWVKSpTYKknYkZI93hWK\/SFsbbH6P1Awz6khRjSFAbhYGUn4jI+ArYLpdYtsS2X+1cdeUUMMMo53XlAZISPIbkkhIG5IqEvMvTuo7auw6ngTYLcohsGQzltLpOE8ryCpvmydvW36d+K59Vg\/aMTx9+3xOrQ53pc8cq6d69DyU7Yi6hTilqUg7kVXX7Q6224pKErJ25T4dxra9c8MpemEFMVz0gE\/qVoUPWT35HUHyNZzIhvNhbLTSlrQN0kH1gCa+OzQniltmqZ9zinDNHdjdpmH8R7jfYUKLb9NSHY13ukxEeOttwoUgJBWohQ3GeUDPgaRvfGzX9+4JX3SGqWfR71DkNw33+zKXZUZSFqOw9k5SAVDYg+dSHGxV00XdNJaqXa+1ix35SpCHGyULKm0bBQHqq5ebHuNV3WmpS9wk1LxEs8VwRr9OZs0RSVqQtrkaJVuM5wvA8FZxX0OjSjoouK5f9f6Hy+uk5a+SlylX0M007ZkwdEaeksl1lSkqkrcbSThxR2PyFWqNdbjbU+kt+kqkLSDl0DfJ68p7z4mrTw8ULZo2M0WQ6YbICQpOckJzUfabKNWLdMpb7UQKK5K2xyredzkNgnoB5d9c+PU1cmuj6mufR24xi+q6fBF14b3p3UCHLXGU81ckEPh9LiuzKR1QR3GvQnDa5apYRmZbHY6UkcqisZ8znNeeOH8oWudF9Htjka2xu0HayVYWDnBAx7aie\/wrbbTr2B2obEpSB0CRtS\/bsmOdRXBL8NxZIXJ0z0xpzUkloMsS\/V50+qoqyCPhV5iXBmVyqbUMg7ivN+meItr7bkfDzKkEJBcTnFatZdU2Z\/lUZYTt7Q9XB91eph1fmK2qPKzaPy3UXZrKffRvOoK331iQhIafQvm6EKBp52b8ySl6PK7NtITlPOrJIJzkdP\/AIc91dikpdDjcXHqSXSk5MlMRlT5QXFZCUIHVazslI95\/GldicjNN2oz7s9UmSgBtj1YwCs5yPWcPgfqgeGfGtYpdzObdVHqxa3xVRmj2ywt91XaPLA2Us+HkAAB5ClJZPoy0pOFLw2n3qOPxpRKRnp86I4kLkMNgeyVOnbwGB9qvsoTbdsTiox2oXAQE8oxy4xjyro77ElkPRnUOtqGykHIpKXlSERUEhUglBI6hH1j8tveRTK+3XT2noxn3WSiGEJxztnlXgd23X3HNNJVyDk79nsTIHd+FRk65x7PAuF1lOBCELUcnbZKQPwNVNvicqbb3ZllYD7aAezVJHZrX8B+QryL9Lb6Qms48KPpK1J9Hkz+b9RGJWs5OSftp7HTJ3ptcEhxW486cgXyVNkSRKmOEhLaDkpSOg8qomlZmrOMF19JuSHIdgY9YjoFjwPlVS4RcCbrqAp1Hr1a2kOHtC0s+sodfWNXjiJxGhWaGnh9w6bQZS8MqUyPY7u6uWMYqVQ5l3fodEnJxufC9CG408XBbov\/AIdaDZUt0p7FS2hkju7qhuDHAtMKS3qXVX62Sv8AWcivqnrV\/wCH\/Cu26XgC6XhKZNzfHaOuub8pO9VHi3xyhaZac07pxSXZqvUKk9E0nOU35WH8WUoqK8zISPHXjTE0dZzYdOuIXOWnkSEH2a8yw9GcQNXoXflsyHjIWSVqJGfd5VrPCvg3dNd3Mar1hzqZUrnShz63n7q9HNI0jptpu1csdnskghOBtWnmR03sY+X3JUJZvalwj2hiqFxrRnRPa\/4U1lX2KH41fsDODVI4yIC9AzDj2HmFf68fjWOX3GVHqijZ5t89QDS8T2CP4jTVg8zDSs+02g\/6RTqJuhQ\/jNSmCHiCBuaaajlMwdPXObID5ajxHXXAw5yOFKUkkJV9U4HWnaBkiheZbeacafbSttaSlaFAFKgeoIPUVpFq030FK9r29TDIv0iLJFdiR4WiS3BZzhlMlCQ3vnmSkJwpXU5UR88mr5G488N5EJEtdzlNOOHlMZURanUHz5QRjzBq3sWOwsnLFltzYH7sVsY+Qp40zCQvlaYjJJGwS2kfcK9LLn0E0lDC1\/q6\/NM8LBpfGYScsuphK+3l8L4VJfnZUGeMPDySCW764CUhfIqC\/wA3uwEHJ8hUvbNZ6ZusNcyNd22mmzhSpSFRsf8A3QnbzqWTNiukGNJZWFEpBaWCCQTkDHeMH5GiOSYMiEt6Q6w9FwQta8KawDg5J267fZXHOWB+5Fr\/AFJ\/8Uenihq4\/wAScX8INf8AN\/QbI1Pppba3W9RW5xDeOdTchCwn3kE4pseIOhWyVHVlvUEnB5HefB8Dyg1JMz7TFt6Zcd+M1DWQhLjQAbJzjA5duoI+FFmahslqCTMnNMl1kyUjl3W2ElXMMddgTUJ4k+U\/mv6GjjqGltlH\/a3\/AMkMIHEfRNxni2Wy+omzFk8saO04twkDPTl2+OBU5Gusx1fKvTlzbRk+uss\/cHCfsqD03r3SGpLkY1gcdekvlaVu+guNglHNlKlqSMH1FbHfYVY4VyZlx3ZTDT5Q1klKmlJWfVCvVSRk7H55FVKWO\/Yj83f0SJxwz1++km\/8qrj77cvqjlzpqwgoskkJURguOtIOPEjmyPdVIl8bdMQZ6bW\/ZNQiYVcgYVB5VrPQcqSrJ+FWuVqRoW9i4s2u4vJddUyGkxyHQUk5JScYG3Wo7UN6ctV1Mxrh5c71KiNtpYmRGG1qIUFFSEqUQpPLjfxKgK0wzwpvzYX6U6\/qZarDq5xS02RRd83G+Pu5XPzHE06\/vLEeRp826xNrTzLRcWS\/I37ilJ5Ue7JPu6U5sdv4hRHyq9ajs1wZPVtMBTKh7lJV94NSyH5PpUdkQXOzeaU4t04wyoYwhQz1OT08DQ9vdROeYFsSYyGStuQHRlxzbCOQ9O\/fPdR5727FFV8Ffz6\/mNaNeYskpyb\/APppf7U0vyKdqjiVqzSLKpFw4fqTH5y2iQieHEKPd7KcjOe8DfaqNc+NGqbRcZKo2hoTYm8jr9vmvutEu4\/aoPJsVAp5hjcpByDnOtXWRrlzTqnrFZbX+ly+EpjXB89h2fesqRk5BwQPLupeCxqWbbXZt7tFmj3psrbiBDpkNhvbBUsoCgTuSkbDbc124dVpYxrJgTf3Sa+tnnajw7xGU3LBq3FccOEX8eUl+BT7ZovUetLYm8a5uUuzTpZyIdtfUAwxsUNc7mVdRzKGBlW5GyQmzwtJSrVZV2e3akmSGwypppq5Ibks4I9lQ5Qopz51J3Zm8rbbFmmRmXg4kumQgrSUd4TgjB896VkM3Jc1hcWW03ETu8hYJWvfuPdtXNLUza2qlG7qj0Y6LGpLJNtzqt1u\/wAuF60lRBWPRcuPFLV7m21a3EqS4mFbkIyk93auczh+YqPuPB2xy3zLgvFoqSRyLTkDPnVgvlm1Fcy6i0aqXaW3EBKVNxUOuIPeoFRxv55FObFar1Ct7se\/agVc5TyiQ+3GRHDQKQOVCU56HJBOTv5Vx6nDj1fOWK+VfQ7tJlyaJVhk\/wAW39bKJf8AgfadU2KVpy\/QIcuFLbDbiV79PZUO9Kh3KG9Zxxy0DpPg59EWBwp0xZ2s3O5NR7lJeYW6Uth1TqllYSoJUSlAClcoIJ3BwK9Gs21Yt6oL1wkOLUSfSAeVwetkAHy6e6k7jp2NcbI1Z5syW602AlxZcAcfAGPXIG+c79PltWC0cIY3jg+PodH7bOWVZJq2j5tWSzR7fanEoALaQeZROysjFDAhR7e1zNJLTDeVlsDbFeguPPBeLZ2npmk4KWOVXbmK2PVeb3OUjuKTnI8KwnUa3UafckNo7NbqUpJxgDfevns+CeGWyXc+o0+phng8kV0KlNlvybguSJimkpThpKRs14YzsSaCHfZ3aIjs+s4g+utR5cr8wKZ3CSoygtlTfLjlTznA5jsKjmZTkFfaBKggEhBUrITnuz3710Y1SPNyycpNtmxaXvNz7Rt66TwTy4DaTv8A5s1oNs4kQYSwl4c4axjDoGfOvN87VMtu3IdbUoA4bcUjYpHgKkLLKjxFRZk9vs44AKEuLyp4noo+FbY24LdI58i3+zE9iWrW78uKi4QHloCwFAc2FY91WuzcUbnHKe1U6oA49cEZ+NecdL39iattdwujMCHzJCpDisIbT51vUe06cvFhQxp68OSi4kcs2O4MZ8R3Yru0s55Kclx6nFqYwx8Lr6GxaY1nIvTHb+jYSDgkqAP+9PbnxGstjkJjXONNSVbhxDBUjHjkV5C1JauJHDFbuorJdZN27MkqDSiezH8TfQ1bOD30mrhrFTln1lbmWVNp2mNj9SfJWehr244I1ui9y\/M8eWaV1JbWesod8tc2OmXFlJcaWAoFO+3upxHebecelhaexSAhKye4ZJPlufsrEFQLQo\/2107rJUdLY5iiOvMdRHUEUw1hr1WqrZ6C3eXoLDqOR9UNfZl0f5u74VGTy8a97qXB5Mj6dBzxk+l7w14VuS2E3EXK5tpLSWI+FdmB1Kj0GVfcKzHhbxstnHwytQ3GQ9bYLDhZQZDgHaK\/hHgKyvXHBLhfqN82yJGlolvqwX0SCpZJ7zk1bmvo66b0rw7NjtV3mNvxY6nEK5\/r4zkilv08+LaHszQXZk7qDUlv4a367Xhd8kTIzrSW40fnyFLPcBUOLNapDidd6nYZTNkN84U9\/wAlHUAZrIPo7rma7enXfWshT8bT8lcdoOn1VKQSOffrVY+kJxQverdUo0tpZx0wWj2IQx\/zFfDurLOnnlsT+L+40xVhW5r8DQOI\/G1Utn+y+hiXHX1dkXWuuem2KneE3CwabQnUGo1dtcJI5sK35M71F8D+DyNOwm7\/AKiaC5ziQpCFb9nTjjNxgi6XjrstpeDs94FOUn9mK57v9zh\/Fm1f+XKRXHvjQNPQ16e0++Fy3fVW4k+wKzfgvwmuGv70jUd+Q56E2vtCXB+1Vnr7qd8LuFFy4kzzfdQBz0Pte0Kl9XTn7q9JXG46e4caeyS1HYYRhCdhnAq5zWnXlY\/e7smMXmfmT6CWsdWWThvptThKG+yb5WkDbO21eSdQ671Bqe7P3b019AcOEpQThI7h9tSusNS3\/jDqZMC2JcUwV4QnfCR+8a3jRHBGwWfTseJcGkOSD67ilDckgVcduljc\/eZL3Z3UeiPoXv41UeLLfaaAuox7IaV8nU1b6rXElsOaEvQxnljc3yUk\/hWOTmLLj1RlcBztLfFc\/eYbP+kU\/hDPP\/m\/AVFWNXNZoKv\/AGEj5bVKRnGmgrnKhk52Ge6s49EV3Hze5pZCd8mmX6RiN\/UeV7kj86EXiMAf7q+Sfd+dXaAO\/Z4Mu4Rbo80v0iHksqS4pIGQeqQcHqetKNWiCm6\/ppLSvSyAntCs7DGNh0G1JC9tY2hOfFYFd+nCFbQvm7\/tRaAj4HD\/AEXY7ii7WjTcOLNSpSw+gHn5jzZOSe\/nV8\/IVNtxYyGPRUsIDOCns+UcuD1GKZu3hbmMRUAj+Mn8KL+l5HcyyPfk1N8gSTcKI20iOiIwlttXOhsNgJSrOcgYwDkk58SaU9FjqV2hjNFXLycxQCeXfb3bnbzqMF4l9yGR58h\/OhF0nke02PcgU00BNIQB0SB7hThsHNQCLjOP\/qMe5Cfyo6LhOO\/pS\/s\/KqUhMnpGdt+6jNJJAwDUH6VLcxzPuH+ajhUhXV53+s07JLClCh3GjJBO\/d0qACVd6ln3qNG5Nth86dgT5KUjdaR8RQh1kdXW\/wCoVABvvOPhRgACDimmBLLeY7Q5eRj\/ADUIkxf8dFROd8YowBxtTsLJcTIY27b5JJowmRj0Wo\/ymogZ2IpVGaadk2SqZjI7l\/KhcmsqSUhKvspgkmlG8Hc0wGt6tkG8xuyfj5dRu05gcyD4ivJnGjh0YkS4oixQ208vK20DZDmxz5A\/fXsAJyoVXNY6QjagiPBbQVzo5Vjx865NXp1nhx1XQ7NJqXgnz0fU+YtwiLRJLJCAEZBLgzzbY6eI7qq9\/lux1+iuLWDzcwwe7wr0Bxf4aztE6hdIjExFkrCyOiT4jyrEtQ2xvtPSwnJbUClStwQOteXF7X7R6U+VwwsJ15MZCErBSkJKUqGQpR7jTsGRdpbcZxAfdyGkIQnPrE4A+dMoc6PKbSG8lajzEkYJPdStrmT7POF7ZWG5Ns\/XpKR6pWOmR76qEHlmorqyZzWKDfY2riBwBv7+lbXG0xdyJcdhLkyGs4S64RkgHxrLLTxU4icFJYtTDkq3OqUO1alpPZL9wO3xFaVw3+lTbrk6InERoQ3yeVExA\/VqP8Q7q0nUum9G8Y4iLdIRFuMN1PMJDRBU35hQ6GvXjmyab93ljaPIljhn9uD5HXCTj5prXVmErVsxiyPpUG3u1cHZvnxST3GrfrzQ+m77pV9rQtvTEdX+uQ\/BA9dR3OcbHNeTeJ30ftSabIl6UnOT7NASeZkDDiE\/vHxq2v8A0mpHDXhpF0LoiGhchEXs3Z0lRUsLI3KR3kZrqxbbU8D4ObJdbcyLfxR47ac4KcN4WkJLzKrkUbw4ysrUrvK\/CvNmp+KfFXV9nZvNpTdWIbiCUtxkK5Up9461UW+GOt+KN2\/TVwcdaYfeCnpUsnnXk7kZr1fcNXcOdH2C26RY1FbGDDjoaWAtPUDfNZZMkYZN1bpG2PG5QUbpHlzhTxK4jWLU0i+3K83BTENtSuylA4Ku7rWy23XHGzUsY6qhP3GVGfSrmShP6vl8AK0Wz6G0XxQtjdxaWxKgMukEx0gB1Q8SOtaK1edI8PNIrjTVswYkPZKcDpS\/a4viMOQlp33lweQDxedjwF6H040qNMlSFCWEjlVzqO49+a9A8LOE1qsMBq+3VtL9xeSHCVjPJ7qwF226OnccpusrJNadtz5D6UjGA737VpPETj0jTtjNstLqFT5CORIB9gYrKcnNLDjVX1NFFR\/eTLfxY42W3SUVdmtb6HLg4kpASfYrEOHui73xO1T6fNccci9rzvuq+tv0FQXDzQN84sahMtx5xTRXzSX1Z8egr2HZ7LprhppgJbDTDEZv11nYqIFaSlHSx2Q5kzNReolul7pKSJVl0Jpjm\/VR48VrYbDOBXlLXGs77xS1Gm2QQ6uOtfK02nofM+VdxX4vXPiBeE2S0Jc9B5+RtCerhz91bpwI4PMactiL7dWUuTnwFesPYHhThFaaPmT959BSk872Q6Exwk4T27RNjbfkR0rnOpCnFqHQ12peK2n9P3Vy2OSG+ZsAnfO+9Dxk4pxtIWpdtgPIM51JSEg9K8izZ867y3Z77D8lxxR5nACQTU4sD1DeTIxzzLCtkD7X1Ba9R2mir4n\/APQOn5DP4VO1Fatb7XSl5bA3Vb5A\/wD41Upe6xrqYfppSlafgKO+WiQfLmOKlM7dKjNNkfoOGAPZSpP+o1KDzrHFeyKfoipPlgEZopbB3IpXG1dgCqomxLk8NqMQe4UYDbGKHrvSoYAQO+jhIxskYrkgUYKFCGClAI3NHwM+HdSXPvjyo5XtsKYhbYYxSqEgDbFN0Ekb0ojuFNEjhKgOppQO+FIpx1o4UBVAOEuZ7jSgXnbBpshwE4pdJOKAFO0UNgK7mJooJoi5DDX7R1CfeoVSAWJ2376MlQpgbjGzhtZcI\/cSVfdXB+c5\/wAPbJa\/A9kQPtqqZLJAKxSiXBTBEbULo9W3BA\/9x1IpVFlv7n7SREa8gSo\/dVJCHgdGeXIo\/pCAQnmFIM6Zln\/iLrnxCG\/zNP4um4jS+Zch50+ZAH3U6QcirOeXmNKpSSDRnmg0rkQPVGKFBAGKQyh8UeG1v1xaVJLCDISOXJHUYxXgbiXw5m6VXKtMxpTbbC1FB8s+ya+nKEA7AZzWd8WuDtp1\/aXltxG0zkjmSQPb8Un31xanTeZ7cOv1OzTanZ7E+h8rLW04m7GItHIV8yCnpy94Nejfo76U01crbqSPe2Y8uS9yMll5IJLRGcjPnVU11wXn6e1Cp9CFJSzzJWhWy0j8aiXY2o7PGl3WwuPsuQ20PJcayFgA7k46iuPC9+aMel\/U68y24ZPqTfFT6J8js3bhoF4FgZcVBdVgg9cIV+dZDpHXGveCj0v0JS2JS1cj0CUDyco7wO73it+0Z9Km3Kt4tWv4qo0kkNpmND1FDuKh3VrVx4fcNuKGmjKuVut90bday3IbI5wMdyhvXqedkxexnVo8tQhP2sTpmT8JuM6uNVhuFibQm2Xt0KbU2fWSUAbqTVn01wI0VpqJ+k7vDTc5rQKy6\/ukK8QO6qbp7h7B+jrdLhrdLC5Nk9HWhgA5dStR9k+VZnxK+kZr7V8CTbdPsG2R3QUpSz6zqge7NJYZSdYOIsbyJc5eqJ\/WnEO1T9Qu6I0w2Zdze5kNxogyGwPHHSsYuv0fuKlwnOS37CE9qoqy47v8au\/0VdFXLTGtZ3EHXCPQIrURYS7KV6ylKOSd\/dWtao+kVwziTVNR57k1wK5QlpOeY1O+eB7MKv1ZpUcvtZHQhpDXtv8Ao\/cJ7ZpqfEQ\/fShTimGzslR7zWXWDXGqeMGvV2G5PcybrlDTYz2bdWVnh1qXjnrcXaBEdh2tQSFuug4SnwHia9EaX4KaT4ZR2X7PCQqW1hSpKx63N45rVzhp1b5m\/wAjDZLO66RPK\/Er6PGvOGFql6ptchuUYYLjrDYOeXxHjWAaXlXriDqliIt9an5SwlRJ9hOd6+i\/GvixZLRp\/t2ICbopxBZlNtkEDbG9eHtMWuHbNXXDU+n2i0lxxTiI\/e0CckClHJkSeSS+DNEoSrGmeyeGlssnD\/SrcRBQhLDfM873k9+9YrxX4uT9cXJVjspX+j0OdmAg7uqzjHnWf8ROPUuRak6Xt76m3VDD6geg8K0v6LHD6FqlH9p7mkOIYV+qQd\/W8aWGKxxebL1FmuTWOHQ0zgfwThW6K1qXUMNK5jgCm0KGzY8BV04qcVbdw7tKmWHUmUpJShtPUVMcQdYw9BaYXKykPlHKy2O891eRQ1qripqZba0OPyJCz3EpaTmjHjeok8uToTOawry4dR7Ybff+MGryorccW8rLi8+q2nPSvU+m+CWn7JaGbeuK2taBlSiNyT1pPhLw0tnDqzIaDI9NUOZxwjcmpO+cVdP2S4KgSZrfaJAJ9apzZXme2HRDx41jW6XVntECmt3b7W0zmj9eK8nHvQaeYPhSchHPHdQR7Tak\/MGrYHnrS5zZGB+6pY+2peojSwxaAn915Y+6pesMfuIcuobrXV1CBmrJOA2zXEYoScDNOk219e6pKEjyQT95FFWVYzOa5IIOetSKLU39eU4r3JA\/Olk22KnqFq96j+FG0LIpKTnmx9tKJAJ3I+dSzcKKnpHQfMjP305babT7LaU+5IoURWQyGlH2UqV7gTS7cOSekdfxGPvqXT0pRIq9oiMRb5avqJSPNX5V0iGYrZdkSG0JTuTgmpcYFZ\/xemzGLGhuKsoC3UoWQe41xeJa7H4ZpMmryK1CLdLvSO7w3Qz8T1ePSQdObSv0skmNR2Jx\/sf0kkkHBxjrVojw2H20uJcUpJGQoK6\/KvPdgek57Mg8p+yt00O6Tbi0Xe0SEJcG3sEnBH2V8D9mPt7m8b1\/7JnxKKldNN8d6d9fiq+B9t9pPsXh8G0vn4cjk11uufhXT8yUFthnZTBX\/mUT+NLNQYjf7OGwk+TYzS+Se+jJxmv01M\/Ozkp5RgYHkNqEZz1oRgd9cOtUmAYZx1o4PjRAAOtH6dKZIYdKUbJpIeYpRB8aAAldx8qRQcUtMPK2k48aapXnagB8yTgHlzTjJXjAxTFt4pGMjanSJCCMk70CKFxG4W2nWEZ17sENzeU8jnLjJ8DXnqz6Ic0hrV6LfGkNxJsZUcNuIHZlRPcem9ewl8qvW5qoPGDQUfW2h7pbY6UtTVMlUZ7oUODcHNc2TTQyTU1wzox6iUIPG+UeWOIv0StKapSuZpmSbXLxnsj6zKz7u74Vjd84Rca+F9vkP2hE9lmMgrDsJ9Smzjv5f9q0SLrvjVwou7Vo1HAcmW9s4zISVBSfFLg\/GtXtf0idAXq2OR74l62LUjkWHU86CfeO6t7z41XvI5\/3WR37rMU0xrVfHHQLPDSaFRdQPoCVPqGUEJO6vf5VfrN9H\/R3DaxGQiOJs4Iy7KkYPL44zsBVgtPB\/ScPU8XinpuQWUJSt1TMcAtPBQ3I8DWIfSI446h1nb5GlNLNP2yGVKacUNnncbEbdKhp5vYxcR7lJrH7WTl9iK4gPwdcMyNGaJULlc0qBdbYOUoT5nuFNeGv0N57dyYu+tJyAlKg56M39xNTH0IdBagsN6v9zv8AaVxW5jLfYuvjClAE5O9em77rnTdqJt9uSmbNOQAkjlB8zRc4fucPzLeyX7zIdbkaf0PZcuqYhxI6Ns4GwFeYeOv0i7hfUvWPRshUaInKFSB7S\/d5U44yM8RNXXEICpCmCrDcZgEpPy61O8HPowPuLRqDXsUuEHnZiK6DzV4mqjhhp1vyu36EPLLN7OLhGd\/Rq0pe9ZXaTadSRZT1quAJcku59ryzWzX\/AOiVouwLdMVMhK3UnleCjtmtDvku2aBQiSlliFGj4PKlIGQO4UnfOJ0rW9lchaeQlkOs\/qZDowc+VQ55NV7vCK2w03MuT51cS\/o0660\/rRyJbWVzoclwqbkZ9kE9DXoHg\/dXuEVlZts\/IbaTzOk9M99U3Vx43WLVi2VLmTCF8yEholKhmq9xMu\/GC82j0R7R0iIhScOONoyVfKjJiyuoSaovHkg05Uy06+45W\/iJqYxkyMMsK7NpOdiqvWvAPhvY7VpmPdCy2ZspAcUsjfevnVwt4QazvF+Ynz7c\/Fix3AtRcBBUQa9xWXip\/YSxg3F7s2YrXKnmPXAp58qUViiTjwu3kZeeMupf7J2xxmCOeW4khIT1FeO7pZNQX6e9c5HpL7jijzKGcDyrTLfxptfEfUS2ZK+1VJX2TIznAJxXrHQvCLTUPTcZDjTSlry4pSkgkk4reO3SQV9Wc73aiVdkelu7agI5sDx2od+7euSTzg+dZGx52016kOS0erctafsFS9RtnSG5N4ZH\/LuLo\/1EfhUmD3VzYvcRU+oI6UYZooowNaEicokRnFJO4SSPhU8N8Ebg71CPJ52Vp8UkfZU1FPPFYX15m0H7BQiqFQDRuUd9CkbdKMBVAclPcBRwPAUVxSWWlvOHCG0laj4ADJqoW\/ixpu5Wxq+RrVqFFrkLhNx58m1OR2JHpTyGmVNlzlKk5cQScbJOd+lAqvoXZKRijgdKpFq4rWK9xdWotkSULnpBU5Em3yh2TkgRitPatK3CmlrbUkLGcHZQB2La98V02m86VZYtbbtovMJq43WYp0hVujyFtMxV4xhSVPOhKicYSCruNNMe1mhAVE6gsMe+wXYb42WMA94Pcap1o4lXlvXOo9KarhRYdubvIs9jujOQkPqjMutx5IVkJcX22W1+ysgo2VyhUZpa53rikqyWq96huVtjsaWt94nItkgw37jLfW62sl1vC0NNqYOUtlOVOjJwADjqMGPVYpYcquMk016p8M30+XJpckc2N1KLTT+8mrNw6kRpYU\/GQ+yg+thRSFDxONxV2iN2vS1qkS5s+PFhtjtXn33UttMoHitWAEjxJrKNfaZ9GuOjNP8AOvXSWr3Mhrt16uYRyJet7jrSJDiUKLnJ2PMguIUshXU9atnEi1BfA3UVrZtsGGqNp95bcSKe0jsLYa7RLaPVTzISpsAeqnYdBXzvg\/2Q8N8EzPPp4ty5q3dX6cfVv6nueKfabXeL41izy4713\/P+hNq4laA\/Qj2pGNXW2ZbY8huI4\/Bd9LAfcUEttcrPMorUVABIGTmnFm1xp6+TotsiLnsyZ0Z6XGbm29+Ip1tlaUOFKXkpOQXEHGM4UD03rINU27VBY1Vdr1JWu+yodmullm2O0FMdcGHMbfUEMkulUptbrhKVlXMhTfIMc4FymMXS+aVY1BpWRf75qHSlwNztjt7gfo524HlIdipCmmkht1lS2wrlACigknlzX1Fnz21D668Y7PBh3mTBs06Wu02+7T0JKkNplC3yEsPpQrJx66tlEdATjup2NaantkiznVWnrTDh3W5oti3YN1VLMVbrZMdThU02AFugNeRcQe+q7F4V3lWndLWx8Mh1vTF4tF4WtzcP3Bpta1be1\/eEqzjuOd6eaV4aTWtCTtDXrSul9Ox5kBlku2B5a3VTEJAElXMy2OZK0pWk7nIG9HIvZIscX9SybTq5JhQotwZkEaXcQgqTKjLnmAha0qJClpfRlQGByutbb1sZ2UQDkA4BrOYvBm2mzaCg3O9yX5uh3m5BltIS3+kVjC3Eup3w2t9Lb3KDsptG\/WtGAHjVRb7kyS7BhvSjY3ogApRIxVkATEFUfbuNR4bI78VJSQDFXv0GftqKygd\/20AOUJVnOaW5kjAzk00bcA26\/bS6Ssn1UkfZQAuBnfOBXPNB6O4zk+ugpHxFAhtw9cUuho95oAxF3VVngXKRpniLZjFU2soQ+6zzsPI7iDjwqH1VwK4Va6iuO2pEdla0HlchLAxkfu9K9AzbLb7q12M+ExIHcHUBX31mt24VR5V6JgackWfCt5lukAJWPHkqHj2u4toe5tVJWeZ29IcbuDER+02J9d3svMSyeQucifDl6g+7arvw94LaaVHb1jdo4m3K4J9IIdRgNKVuQEnpvWp3F7VuiA81dLW9frayMiWwn9ahH8aO8jxFZdxF4ysOaeUxoN8CU8oocC0FK2UnqceNElkyKkuvdfzFF44O38ilcVNaWzTd0d0vZLy21dZbZQGWlbpT39OlSP0feG0rU8ld3vqViA0vKConLqu858KyLTPA\/VGo+Itt1pPZf9EW9\/epLqt3EnrjNe5o0e06N0xztcjESGznwzgUpSWCHl43bY1F5pb59CRl23SFohhpUOI0kDCSUjNY\/wAYOKln4c2F+Zb30yphSewYbOSo91VePdtVcUNWFm3uOpaW4eVBJ5Wm8+0fOrTrf6Mz99gMli5oMjbtVFHd5UeTCLXmy5DzZO\/LXB4yf4l8VeImpRJuKVSGnFfqoSG8hI\/+d5r1Twu07ITao8nVENLUgAdmykYCan9LcHbDw8Y5I0VL0xQy4+tIKiffVZ1\/xw0rw+lot61pm3FZwGWiDyeZ8KUs7yPy8KpDWGMVvyvk2NuBpdyKlN6biNqXs2tYGQfjWacU5Gk9EQ1TLs+yuOd04SDms2F91DxCubL6S66p5QLMZsnlSPE1tavo+u6r0mGNRyQuSpHqBe4Tt50S00FXmyFHUSd+WjyVffpHaLguOM2+zuLAzykIwDWDcReJeqOJMswLfCeRGJwlpoElXyr2pK+gDblzFXGfcXHmubm7BsYHu8anYHA7SWimw1F0+02Wx+0UgUnLBgdwVs1j5uVVJ0jyv9HfhFfrTdmNU39lTaW8KbaV3f717at2vTHiNtKkBvlGAkqxtWP694jaR0NGWHJLSn0ghLSCOvhivMmpON2q7rdnZkFzsGFbIQSc4qFHNqnufQqTx4VR9rjQA+sD4UBrq2MTAo7fY37ULJ+rcXD\/AK109GKQkjl1lqdI2Hpyj\/qVS9c2L3Sp9Q1GzmijpQprQkMBkVL2\/HoLAI6ICfltUSnuqVgEiIjHifvNC6jQ7BwKMDSWTRhnxqgFglDhDbmORXqqz4HrWK2Th3qhjgWLSLhqCdfEwYrce23B9tDcdcSWhbaWkBKAjIZTgqJJSRkmtlBJ76Onc4p0CdGdSOGE65M6kW3KRarqdQXG5afuSAHOzZlNN9o26jI52XF9olxoncAKGFBKhH2XgSu5W1UPiDf5zyXdN2vTjkWz3KRFYWzGYUl3n5eUr5nXHFJz0Ty5Gc1rA64pVI2zTpD3MqVg4cx4ttvNv1Tcf7QjULURu4+kRw2l5bMZuOXMAkhSw0hZIOQoZGNsFhcINJQ9OWPTofvBVp1pxi33NFydZuLba1FS0mQ0UqWFZGQrIPKCQSM1c07UZJJG9FCtlbb4XcP\/ANBDTkvTMWdB9L\/SDiZxVJcel4I7dxxwlbjmCRzKJONumBVgtVotVkt7Vqs1siwILAIajRmUttIBOThKRgZJJ95NLJpUDGKdBbYcEpGE5A8tq7mOc5oK4daBBgQBuoD3nFGG469aZXGNHeQ26+ylxSCQnJIA2z3HyFPGsBhspASOROw6DagARselGB8KKaMABTQUGBNHSVHqaIKVRVE0H5CtpaTvlJqOS0gHPKDUq14eNR31vjQAKEjGBSyB4URNKJ\/CgBVFLIGdhSKPwpw0N6BMXbSBvThO9Ip2pZPWqJHaocaSx2T7KVJIwdqy\/VH0etF3K5nUES1NpkglTiUDAc946GtWb9gUsOtSVweZ+I100xoO1IevU5mGlpQS2wn2iR3AVQdSa+d17bmrfbGnG4ZxyIPtOnu2rQ\/pa8PNMzbWzqR2K4mbzchUlfqnzxjrUV9HvRFhNoYur7Lj76R6pdUCE+4YpRxRwR8zqxSnLLLZ0RYeE2hG9C2JU+c3iZLHavKP1Rjp8Kg9Q8XbpdL3+iNKIyhpzkKgMlah1A8qvnFi4SbTpOQYSgguDkJxuAfCqXwF07anESbu5GC5LayhKlb4FZwpp5Z8lztNY4cETxWf4jyNLF6BaBCW63yreT6yxt3CvH1r+j7xE1pqJxx9t6Owpwqemyc8yt+7O5NfS7UEpUaHs00sHqlacikRY7Vcbah56E2hShk9mOWiOdwi9ipjeK5e07RkXBfQli0Tb2ba6kSJjaQn0lY3JqxcS+J6dDwuRlSXpDnqoQk71UOMlzmaShEWJ30dRVjn6qFZ0+ly+w2ZN0kOvvPAJU4pW+Ce6lhxvM982PLNYltijV9C8V9XX+I8I1uTL5DkqHQeVP7rbtV8Q4TsFEH0MqBSpwgjHuq1cNdN2nTmnYzNrj8gUkFRVuVHzq+QlhJUlDaE4GdhTlkjbqJMYSpXI8H68+gxqu4zlzGLgh9bhz2jqztSdr+gStENIukkuyOqlJ2FepOIurr7FuzcCNL7JokZ5RvWgaeYSu0sLdWtxSk5KlHJNaTnk2p3RMFHc1R\/\/9k=\" width=\"300px\" alt=\"options trading risks\"\/><\/p>\n<h2 id=\"toc-3\">&amp;#128229; Get The 5-minute Daily Investing Plan (free Pdf)<\/h2>\n<div style=\"display: flex;justify-content: center;\"><iframe width=\"607\" height=\"451\" src=\"https:\/\/maps.google.com\/maps?q=&#038;t=&#038;z=15&#038;ie=UTF8&#038;iwloc=&#038;output=embed\"><\/iframe><\/div>\n<p>These transactions are typically taxed as short-term <a href=\"https:\/\/www.mouthshut.com\/product-reviews\/iqcent-reviews-926191491\">https:\/\/www.mouthshut.com\/product-reviews\/iqcent-reviews-926191491<\/a> capital gains, unless the underlying asset is held for more than a year after exercise. If you wrote a naked put\u2026The buyer exercises the option. If you wrote a cash-secured put\u2026The buyer exercises the option. If you wrote a naked put\u2026 The buyer lets the option expire. If you wrote a cash-secured put\u2026The buyer lets the option expire. It\u2019s important to note that naked puts pose a leverage risk, since the short put position will be maintained using margin requirements.<\/p>\n<div style=\"text-align:center\"><iframe width=\"562\" height=\"312\" src=\"https:\/\/www.youtube.com\/embed\/guvQBXBwoKE\" frameborder=\"0\" alt=\"options trading risks\" allowfullscreen><\/iframe><\/div>\n<p>With stock, stop orders will not protect investors from gap openings. It can\u00a0take advantage of other  opportunities, providing greater diversification, or sit in a\u00a0trading account and earn money market rates. The options purchase will incur\u00a0a total capital outlay of $16,300 for the 10 calls. Instead of purchasing the 200 shares, they could buy two call option contracts. To correct this misunderstanding, investors must balance risk disparity while keeping the positions equally profitable. Investing $10,000 in a $10 option allows the investor to buy 10 contracts and control 1,000 shares.<\/p>\n<ul>\n<li>Does your portfolio survive, or does one bad trade wipe out weeks of profits?<\/li>\n<li>If you wrote a cash-secured put\u2026\\nThe buyer lets the option expire.<\/li>\n<li>Counterparty risk involves the possibility that the other party in the option contract fails to fulfill their obligations.<\/li>\n<\/ul>\n<h2 id=\"toc-4\">Time Decay<\/h2>\n<p>Otherwise, you\u2019ll slowly bleed capital even if your trades occasionally win. Without a solid plan, a single bad trade can erase weeks of progress. This article breaks down practical strategies, common pitfalls, and hands-on tips. There are certainly many investors who do make very good money from it, and it\u2019s perfectly possible for anyone to do so. There are very good reasons for creating these spreads, but the fact is that taking multiple positions effectively on a single trade does result in higher commissions. The bid price is the price you receive for writing them, and the ask price is the price you pay for buying them.The ask price is always higher than the bid price, and the difference between these two prices is known as the bid-ask spread, or the spread.<\/p>\n<div style=\"text-align:center\"><iframe width=\"568\" height=\"317\" src=\"https:\/\/www.youtube.com\/embed\/gO6UGANzVPw\" frameborder=\"0\" alt=\"options trading risks\" allowfullscreen><\/iframe><\/div>\n<p>This can result in large, unexpected losses if the price moves significantly in the wrong direction. Low liquidity can result in wider bid-ask spreads, meaning that the price at which an investor can buy an option differs significantly from the price at which they can sell it. While many popular options have good liquidity, not all options are traded in large volumes.<\/p>\n<p><img class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" 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\" width=\"305px\" alt=\"options trading risks\"\/><\/p>\n<div style=\"border: grey dashed 1px;padding: 12px;\">\n<h3>Options Vs. Stocks: Which One Is Better For You? &#8211; Bankrate<\/h3>\n<p>Options Vs. Stocks: Which One Is Better For You?.<\/p>\n<p>Posted: Mon, 25 Aug 2025 07:00:00 GMT <a href=\"https:\/\/news.google.com\/rss\/articles\/CBMiY0FVX3lxTE8xMU9wMGNueEhEZ1J4NXpfSEZxTm1MWmNEdUxET0dOWVFMTlNQWnphU0QyM2kwVy1TUXFsc0hZaGJWT2IxRjNOdk1ZcTJRdlN2ZjJSTnozWXlWS1JNU2dDNzR2bw?oc=5\" rel=\"nofollow\">source<\/a><\/p>\n<\/div>\n<p>The risk of loss in online trading of stocks, options, futures, currencies, foreign equities,  and fixed income can be substantial. It is important that investors read Characteristics and Risks of Standardized Options before engaging in any options trading strategies. Simulated trading allows traders to practice execution and strategy without financial risk. Profit occurs when the value of the option premium increases due to price movement, time, or volatility changes in the underlying asset. Traders operate across different timeframes and instruments, using predefined strategies <a href=\"https:\/\/www.mouthshut.com\/product-reviews\/iqcent-reviews-926191491\">iqcent broker<\/a> and risk controls to manage uncertainty and market volatility.<\/p>\n<ul>\n<li>The main disadvantage of options contracts is that they&#8217;re complex and difficult to price.<\/li>\n<li>In the time leading up to the \u201cex-dividend\u201d date, assignment risk on short in-the-money calls can rise.<\/li>\n<li>If the stock falls, the put gains value, helping to limit losses.<\/li>\n<\/ul>\n<h3 id=\"toc-6\">Access To All Products<\/h3>\n<p>All financial products, shopping products and services are presented without warranty. This information may be different than what you see when you visit a financial institution, service provider or specific product&#8217;s site. We believe everyone should be able to make financial decisions with confidence. Our estimates are based on past market performance, and past performance is not a guarantee of future performance. Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues. They are not intended to provide investment advice.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Risk Management In Options Trading Through Position Sizing Principles Of Risk Management In Options Trading &amp;#128229; Get The 5-minute Daily Investing Plan (free Pdf) Time Decay Access To All Products Trading styles should align with time availability, comfort with overnight exposure, and tolerance for price fluctuations. The trader adds to the position cautiously, and&hellip; <a class=\"more-link\" href=\"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/2026\/02\/03\/a-smarter-option-0-commission-trading-platform-2\/\">Continue reading <span class=\"screen-reader-text\">A Smarter Option 0 Commission Trading Platform<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[2114],"tags":[],"_links":{"self":[{"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/posts\/38283"}],"collection":[{"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/comments?post=38283"}],"version-history":[{"count":1,"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/posts\/38283\/revisions"}],"predecessor-version":[{"id":38284,"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/posts\/38283\/revisions\/38284"}],"wp:attachment":[{"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/media?parent=38283"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/categories?post=38283"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/mlopesadvogados.com.br\/blog\/index.php\/wp-json\/wp\/v2\/tags?post=38283"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}