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	<title>Platinum Polish &#187; Forex</title>
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		<title>What Is Option Trading? A Beginners Guide</title>
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		<pubDate>Thu, 24 Feb 2022 08:29:53 +0000</pubDate>
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		<description><![CDATA[<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p> Options Trading Strategies for Beginners: Learn Fast How to Trade Options for a Living We make it easy to get started Option Trading Platforms How Options Trading Works How to Trade Options Advantages and Disadvantages of Trading Options Natural price versus mark price <p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="How to Trade Options for Beginners"/></p> <p>If the stock continues to rise before expiration, the call can keep climbing higher, too. For this reason, long calls are one of the most popular ways to wager on a rising stock price. Options are financial derivatives that give the buyer the right to buy or sell the underlying asset at a stated price within a specified period. Fortunately, Investopedia has created a list of the best online brokers for options trading to make getting started easier. Say that you think the price of a stock is likely to decline from $60 to $50 [...]</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Options Trading Strategies for Beginners: Learn Fast How to Trade Options for a Living</a></li>
<li><a href="#toc-1">We make it easy to get started</a></li>
<li><a href="#toc-2">Option Trading Platforms</a></li>
<li><a href="#toc-3">How Options Trading Works</a></li>
<li><a href="#toc-4">How to Trade Options</a></li>
<li><a href="#toc-5">Advantages and Disadvantages of Trading Options</a></li>
<li><a href="#toc-7">Natural price versus mark price</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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pRQBt0uL/bj2BCeqajlQILHWx67npgyGnekmj74k6wQxIuupbAbX229fLClO0rVSKIytz4gRaw5kjb1xIHorxx3ZHuRvsdXX93LAhaf5zpi0tcsbBLCxBFrEDpffDtBJenGpXQG/LcA+V+nTCNJQ08TJBEoCg3isLabD6g2t0/HbbDrT0yF3ICu+u+lRsNgNIO2/Pn54EJbKKf3qqSXSPohcsvK5+HT932nCnDv3gcJGuq3huBY7+nn67nHsqiK1zj3nRtpCBbWUnl/G+Fs5mfLsvneOEqF8Vut7Aef8bDpgQpP2XZ5kXDnGuTcQ59VTtT5RmMFRIkMYd5O5kD2CllXpYX/aTiS9sHF+Scd9oOe8acPTVcdJnFYaiOOpVYpFU2Fj4mHS/MbYojsX4Azft747z/LDx9meQR5VSpPGaZNd7sEK6dSgeeLmX2Ia9nMR7c8/IUBheiBFzf8A2v8AF8akrYs7OQhGgsq07wsOd0is6z4xl5h9HDVQnPHUE+8Mdo1O3ZzWdl3E9TJPlz5hFmuXTRaXekqbFH1gbPE6MQRe4PiAO93vhfjjLOywZ1W8O18OZ8QZrQvlkFZAjLDRRyWLuDIqu0ll0rZQo1MbnrD4fYjzVWOjt54iUg8xSf8AzsLJ7EudMXH8v3EosbfzTnsP9tif+HbRHycx7quNLbJdlE/pd7Kf9n3aJwxlXZTxnwZmK16V/Ez0bQukEZjj7mUsQ57wE7W+qLdL9cLwcd8O1PYwvZpWtVjMKHiD8rQSJGrxPG0bKVPjBB1MW5EHfnvivIfYizog6faB4kUEkECk8tv6b0wrB7EGen6RPaE4lVr6bik5gEgf6bDTo/aAzZzHunN0qsp2UT+l3srTrO0Xhes7Isl7NoDXrXUGZy1k0rQR9zoYN4VtLqB8QPIbA7+cdqKzgt8syyhgq6tqmGeeTMJ5aeMKgYRiJUtKbgBHJvbdtvMxaH2JuJJY0l/5RnFKllB2pj/8bGo9hvPEQ16e0PxOJQmrUKSx5XtfvsIbCnxmzmPdSDSazHYiJyPsrD4a43k4J4yyzifhyaRaXLZFRYFUKzUtz3kZXXpJcFmJvszFgBywF2g1HBmccUZhXcGJVQ5dWE1UNLVRohia12RdDMNILNb0sN+eIsvsQcToupPaS4rFvKl/+djDew1xHCe/T2j+Kg7MqlhS2O5A599hhsSdHycx7p38RWcfn5H2RsEMjGKJ59AuCBHYkjrYciNh5Wt88TPtT4pybizh/hWmoJK5azh/J4cumWoiVO9cN4mFpDtbexF8QY+w3xQAv/1leLLlgP5qev8AvsZf2FuJ9SavaW4tYu2nel5bE/02E7GnPo5j3Ugt6QPz8j7KwuCeNOHOGOBuLeHcx9+nqeIaWCFWp4EaNHjdmJYsy89V/q+mC6Djjhc9l2b9nk9VVpUyZnFmtJMkKyIbpoZCdQINkbf158hitx7CXE91hHtL8WhbGw91Nhb/AH/rjw9g/iVZVjHtL8Wi4Zh/mp23H+39cN7Imx8vMe6d23JfXyPsn38pUVPQ00eWZhUoYy3eaowneltIABWQkgBb77m5t0xJuMO0Dhvi/g/hbKa2rzB844fWemeplhj7meAm8QLCTUCoAUeE8ze/WvR7CHEyzCnHtMcXBWUubUp6WH9P5Y2j9gjiNJSIvaX4sS1nutIRcn/f+mE7Jm/p5j3S9tSR+bkfZSvijj7hbM+zfhfg6kmzGlrciqa1pJpoFCN3zgjRpk1GwuDtyvgap45oE4Bi7PsnMlPQPVDMMxqJXHe1cxACpZSxCooXa5u3iJHIRo+wHns07iT2kuKmYAEk0V73/wB/6Y2T2A8+ZnUe0pxUNJA2oufUf6f1wdlTf08wl7Zk/q5H2VgcWcb8JcV8BcG8LUNRXQ1XC9PVRVEk0aIjtI0ZBXTJc/VPQYgmdHKqivSuymulR0p4lk1DSdSIqjSbsN7NyseWE4fYK4kfWR7THFg0sR/M+fL/AG2NYPYI4hlDzf8AKU4rDF2Un3PnZiP6f0wdkzf08x7o7Zk/q5H2Vg9oXaZVce0HDNVLK8eb5RSNBW1FrGZ1kHdzAixvYXOwswNsA8a5/Q9olYeJq7MaXKs2mhjWv7xXeGeVE0a4iiEi6qLqwFmvZiCLRBfYO4oddR9pri3YkfzU+f8Af4wnsI8USRKx9pvi6zANb3Q//HwvZM39PMJO2pL6uR9lKe0bjWm48/IuX0MLxZbkGUU2U0zTnTLOIkAaRwpsNRt4bm1hhr4A4orezniyl4my5opu7VoZ6VmtHUU7izxnfqORte4B+LJL7CfE0NK86+0txZ4UL6fdLchf+nxib2EeJURnPtK8WGwv/NOf/b4UWROH5eY90027Ij5+R9kfXZbwQlT3y5tI1CkpJoY4itV3QPgUtp7obCwfUSNjp6Yd6TtCyChm4x4bpqKpp+FuLJPeY6SMgy0bJJrgkVb6TpNlYX8S33BAOInU+wlxFCuv/lI8VMXZIz/mnMFgP6b1xq/sIZ8pW3tHcU3JtvR//O9MKLGnD8vMe6abekBm/kfZSPhDiXI+zfPk4yoM4izXNKdJvco0jkWKKd0KB5i6qbKGZgq3BIHiA57dm/aPl+Q1PE9LxdVVVZS8WZVU5dW1ENmqEeUgiYAmzkEm6ki9yb+cSl9g3N0Cxf8AKF4lKyHQVNFtaxPLvvTGX9hfP9YU+0XxSTa9/dPX++9cOFiTp+TmPdNOkVnDN/I+ybcyPDGVF1gz+lzed0khpjFFIiRs6ldUwkAP1WawUEAkHVYEGXcMcc8J8PdinFvZvVtmBrM/q6WqgeKKNokEUgZwxMoJJseQtiMT+whmjyqsnb/xI5ILXNECQRb/AG3rjDewxm5lsfaC4lJVBYmj3t5fpvTDhYU+fk5j3TDpNZgzicj7KWV/aXw7nPs80HZXmENTFm2VZ0czpiEV4pomSUFSSwKENK19uXLyEB4rg7Pc+zl6/IM1bIacRwCemraV3DzIirK0Ji12DsHYK4UDVztsDW9hrNu8ZP5fuIiAAf5n53/23phJvYbzRywbt64hOlutF6f33rhw0ftA/JzHuozpVZQ/zP6XeyV4f7QuHsq7SuCeK80OYnLeBxQwQIoSWqlghmMzi2tQC0kkpUaiACq3Om5as34q4Az/ALY6zjPN6jiBMjzTO5c0qIIaGBpmp2mMgjsZ7XK+G9yBuQDywY3sN5kxOrt44hJU8zRD0P8AS/xbA6ew1WX1fy458ChKr/mQ2+H0uF/h20T8nMe6YdLrIH+b/S72Vb5tIq5jM0FPFDHLK7iyKNNyTY722B+XwJOGeqlh95buI4wqnkvM38+Xp/A2ce07slzTsW484Py1uP8ANOIYM+FY0q1KGIJ3KqBsGbVu1/8AojCeYU6iAVVNTjUCGBCG425nfluef7jjLmJeJKxTBiijgtyTnIM/BbMQDVrsjl6pBo5FkUGNypjCkk2A3tax+A+/EdrsvgFSZYkYSG41hyL29cSV6g99JC+lRFG0jbm62ttz25j039cR6saI1BYyuNrsDYA2AO1728vPfyxArKYXmSeyxq3hG5vuLc7gfxtbCdTEqQqUj8K/V8Vtvngp6V4KiWyhgXGkPcG3O23y6YxUR3gtLJrFtgTc3vYjl8sCExF57lQES2/ie3PoMexisqZo5NCUIkW1wSx/jyx7AhSOljCzxWXWVuDY8huMP6rO1MAmm5Auri2464YKIO6wIVVmJYnSdO38Dr/jh/paOjW71Lk6lFr+IfMHkL9PT7RCLhmpkpGFTKoDnRcbqd+QPXqPPDhRrVPRIYlk+voNvC+xt1G9yOQHW+Mw0zOyIylmdbOGOn5C3PBZy+amcxxhY1lUldV18SkCwuDe+3QcsCEdktFLFIZEh1yC9y6g7X3seZsR+GCeIEhfLZZmBLSrbUoCnl+IGNcgZmkYyl2WQqunVcW6fPY7X/HBWdxRJRSqryBNwiHckbG5t8/PAhD+w9Cg7U+NYlLBRlsNrEg/pR5Y7USNe8Md2sqgg6jfe/X5Y4x9iZov5WeNzJoCnLISL2A/SjHaCGHWSxTurDTcjTq3vb15X+WOm6NGlmt4n1XGNMR+MP4N9AlY4VJI1PsbCzkdMLRxBmZSz2U22cjoMR2Tj7gCkfu6vi/I4iaxqBQ9bEP84XRqi5/WBdLrzBYX543qu0Hg2l4VzzjSmzelzTLOH6aoqqpqCWOdgsMPeui2axbTuBcX1DzvjWdGYNaw4ctENO7nuUmhgRxcs/1iNnI5G2FoKdWBJZ/rEbORyPphKmkpZI1kZo/GNQ1kX0ncfdbBEJpbWdogbn6xHK+33WxC51VYYwDAremgWSFJGZ7soJtIwH2A2GFRCPdWl1PqEZb65te1+XK3pjEHuwiQTtEJAo1BiNV7b3vvfCpFP7uVVkM+iwAI16rfbe+IHOVuGwUCINMgBIaS/rIxH442lp1SK6tJfUgN5GPNgOpxm9IbhHh1+hF8bv7qUAhaItqX6pF7XF+XS17+mK7nK42GKakoaVEC2eXdgN5WOx+eFGpkV4grSWZ9JJkY7WPrtyxm9EdIjaG9xexHLr92FG9z1RmNodIbx2Itpsefpe33Ygc5W2sGwLYUqCVVDykMpv8AStfmPXG3uqd+iapLFGP6Rr7Edb3642X3IP4Wg06TqsRbmLXxt/mXfqQ8BQKdW62BuLX9ef34hLlYEMbAtPdU98RdUlu6Y/pWvzHW98LCkTvCpeWwAP6VvM+vpjF6EVaMXg0d23VbXuv34WBoNZOqDTYWNxa/X9n3YYXFSthiuQzSa0iGZlLS2Crb6Vr8z1vfGY6RC0oLy+FrD6VvIHz9cbqaISsWeDQVGncWvc3t92NkNBrk1vT2LeC5XlYcvnf53w0vTxDFRgEhBSI/eXaTZyBaRh+3GtNSRtGxLS/pJALSsOTkdDheL3IazK8G7nTqI+r0t6Y1pzRCM949PfW9tRW9tRt8rW+WC+kEMYYBaJSIyly8tyxO0rAc/Q4TipUaCOQtLcqDtK1uXlfBCmhAIleAPqa+oi/PGkZoRDGJXgEgUagSNQa29/XDryQwxhgEHUUypQySq0moRFt5GIvbyvbGZ6VFiZgZbgbXlY/dfCk4pfdHEbRd93ZChSNWq21ut74TrKnK4Kd5XqKWMCw1FlFiTYb/ABNsSNeq74YocBkh6ynWONSrSXMkam8jHm4B5n1xrJSoNNml3NjeRv34WqfdCi9w0JbWhOgi+nUNXLpa9/S+GeDN0n4pr8m00gpaWjpZ0dfrl3aYSBje2kBYrbXuWv0w7pmsLQTmaD1/ZQvhjHJFT06q0ahpPE9jeRj0J89uWE3pk1W1Sbg3+kbzHrgiY0mpDG0WkNd9JFtNjz9L2+dsJOaQts0OkKdViLcxa+LTXKrEhiupByU4EyJqksVYn6Rr7Edb364RaBe8ZdT2Cqf0jX69b4Kc0neqVaHuwp1EEWvcWv68/vw25xmNFlVJLXyhHhRolYKRbxPpNvUA3+WJjFbDYXvNAM1SdDBNAAstAvfMmp7BQR4zfmet/TCJgVi66nsrWFnI6A/PBLe7B2LNF3ZACm4tfe/z5fdhAmnGou0eknwXIsRYXt874tMcqb2BDGFWZgWfwmws5H7cICJXDamfwsRs5HX0wS7U25YxWP1bkWt6fO+ENUABMhj3J06rbrfp6YsNKpvauSvbEjLdpfZkqsQTFmu972AWL9gxBzSzv9EyqUMlwSwUj5jmbXHrv8cT72v0STtR7MELW1RZqLjoNMVvla3yxF3y56emkllmZ3Cltxc7m55Drv59Mcx0gxtKKeHoF2XRPCx4Pj+oqPVdAwqG7sOY5jpdTYabptbfythiny1hVlFSHui2tgwIswPID9be4v0uNsSRpFaXTJITKt9IQ76rXB32PI7kdB64ZpDUx1gQKFQh2PjN9Z6dAB+/GOvRpmraVlMccojASzczqbblYDkdxgKpWHSNRFgRYAi1vIfP+Bg+tp6ydncqi6VIF1Jvtbe/LmPtOEp6a8I0LrGoeEgAG3UX+/AhMc9HCxB0a+ln6fDe3/DHsJSZiaY92sJdwWDqjnSpva9wNyevwx7AhSWjpIpSrGzXIIG62BuPww+Q0NTHE6oQxJ5kC+3qPjjShiAv3MiArcgaib7nl67YfIkVVD+Eoeercny+zAhZyuiimiEheQkN4tV73+H34NzGE00MksqMTTaZQQSdhsbgfWNj08sKUCkOsKM11IUk8iTe+3Pp+3fDhPl4qHjY1GpXexFyDfS2xINrHw9OmBCS4cpjUVEbU+r3cgkjVYknlsOnP53w48S08NNQt3tM3eiNilgW2tYi3Ib7fL0wjk1PVxys0QSMt0LG1+Q8PkOt7D488OPEKv8AkmaGdFZtG407jf8AHAhMXsTEL2u8clza+WQ7/wC9GO0U0iZnLDSyqBv5E3/HHGPsUKqdr/HCquwyyDYf3gx2jGfpnYgm6KLdRuf346Xo2fw5vE+q43pePxd/BvoFE67su4azCqaf3mspo5M3GdS08RjME9QIYolMkboysoEKMARs41jxBSIzxr2ccK8Aez/2iZFkkEj0h4azCSNapxKYxFlncwqpttojhjAJ8W1ySSTi24dtR0E3N9h6DEP7bP8AzL9ohCE34WzY/wD8KTni3MwITWOeG40PoqMlMxnPYxzjSo9VNcsZFooQxsdAwbTsir4mH1ifvwPlZtRw+E/UHTBtMbLbQT4mPL1OCvdCUDvea2pWRYY0ZhcIAd772wqSpo2jDXcxlQPW2PUnhgiXSTZBuBcHbCp3onUKf0RF+nLniF5xVuE2oS+qMoQGGN5SjRAKwvrQ/YwJxvuVI0NvjefxRAaGFnQ3PowxWcVdaMClGaMhdLj6wPywo7Rs0RDiyvc/DSR+3GTdtN42HiHMDCrkmSFu7YWe+/XwnEBcrbW5rIeLvVIYW0tf7sb6ozURsGFgjAn5rjcG8yHQwsrbW+GN+dRGe7baNxy35riEuVhrUkWj99Ri4t3TD53XC6NGJWbXsVA+849/6dGTG36Jum/1lwurfTMe7f6o2tvzOIy5TNbicdaQRo+/diwsVUD7TjaJotcpLjd7j4aRhZL9/Ie7c3Vdrb8zjMJIkmtG2735f1RhhcpA3LFDQNEpl1OLmQnGtK0axMGYD6WU/wDrnBNMCO9OhjeQnYcsaUnhiYd25+lkO39s4W8mhuWO1JRPGqlWcXDN+JwnC0a08alhqCAH42wZG1kI7tz4m3t6nCUBvTRDu22QC4Hphwcm3ckBVMjUEqBhqMLAb23t54g3aFWVEuaxZRFVlKaShWpZRyLpW0tj9hYfM4sCruculXQReEi55fV54q2gWq4h4qlpqqok1BM2RHfxaUjzKIqu55AKB6DFOfiBzWwfqNPCoB9VA4AUBKkfDPEMXEOTCR66KoqBWzjwCw7qOtkjXltsI7ee2I5n2e0mR9oJnqGfu6qTK6S6GwBkNSLtcjwg7nEXyTMMw4dzMZJltTIlMKikksyIW+n4lmjkF7cihK/hvviVV2S1mdZmc3rqBKiGsp6P3dzp3qYxV3AH6um8RB66j5HETo0aagwywUe04+AIPM0WxN2fLSVohrzeguxGolpBoTlQ5Ep+4Wz9OJuG8jzyRoFqK2ip62oiibaNpYdRFr3tckC/lhwramlpIpKyeQLFBE8kjWJsosSbDc7DpioOzriqTIaTLcqqKUB5shydaZ7jdzQVk1yL7i0IG2923xJOJuO2zDJFhyzSs8lPPBmETLcxM2WtUqq+t2i6cr4vQbXg9AIkQ0dTEb9nFZts2NFs2biQR3mChDgMCw0uuqMKGoGeeGaOyviXvuKq7KquqV+8qpxSKxAKRxwUpKqLXO7lrncavK2GLOJl4i4jWgklYiJKikbuwRZffKY38jZVU3+OAM+WfhLjSi4lk0zmtps0zKOIgqAVosvhCN8WhJuOjDDrl1LXrxHmOY0UlPE5fMYIfeDYtM705iOnmR4Jb2xXfNxIxMs41o7HaWkB1PGpAWfaMpDkoMCO016Rl48Q97aD/tHilOLOMK7I8wkp6HL4Km0Cys3e3KC5HiUbjc+fLfBfCebVmc5QcyzERI80z6BGCAEFgOp6g4Ycp4Rq87zCSfPKeqiijJ94706ZZpdwdLD9SxtqHMbCwsBL8oyunyOgGW0neNFEx0lt2333+3DbDNrTloOnphxbLkENYdRqKYUByrnr3UK8ZCbHiRjFeaMxoFksg1Em1zcfZgZWVQwLDdiRv0vg1j4m8BNzf7sDKNIOxPiY7fHHumFOiDFcne1wxj7Weyxl0khM1O52tpi/ZiM1auQSytpY6iRLa5tsT5ch93UnEo9reETdrnZVEzaQVzU3vb9WI88NFTlkQS6SMDHFq1t0NvNjfby8zfHNLf8AiMTw9AuwaKfCIPj+oqJGggcvOlRKrnbwk6VB6Lty+HW/UHAdfQiNG7tpI2dQwUDc7WB5eVuvlg0BtaqDJ3cjBEQrsx2bY7i1gfmDv1xtJGssq2eS2tUANr8xfbnz3vbljHXolGEgkZNJmkBvtY3289z626+e5tcWugd4mjSMhEDLtc35fdsN/jh/dQJJjGJLI1gSCN7kEAEWPKw/ccAzRrLTGXWgJ5XFwfl5/HlgQoHm2UoKnQaSVgqgKUnddv8Ao9Mew48QUJlnQGVrC5Fi3UDbYjHsCFKMuSamiHfy6jbWTpJJPn/HTD6ZY5VFU4IsmwHMkA9fS5674Y0EZqFWRW1SG5B/48rkD59eWHuBIZ6b3h6dSFLAbat9xy388CEbk8kbxI0hZWe2m+4Nztz62/DD89THM0SRoZlhk717giwYML7fH+OrHTI6wxxNALkg+E6QOZv9t/l0w5pLPlk8sraZIXVb+EAyAHc+tgDflt8NxCeKKPupWWNVsbeIbhri/Xl1G4/fjbiuKf8AJjinYlO7JJ0HYWIA29TgSgrpUk7qoXS5lLeNwfD6W5cuv+GHbia8eQ3VbvItxpNgDYm9rm3L+LYEKL+xKWXtd440qzn8mQX3H9IN98dpIziUt3LFmVQVFrgXNjztv+zHF3sR6h2vcdaLH/wbDzPTvR6Y7Vi1985Crq0rcX2Aubb2+OOk6Nn8ObxPquO6XfFnnh6BVPxPlnb+czP5q5wzUh4gMqs5pFK0Rjo9KyArvCpFapVfpSWjNzuQ35zB2tUXs69pkXaRLFVZqckzL6Rnh0d1+TAJmTugLIZhM0asNQRlDWOwvGIyam0opN97t6D0xD+24SfyKdonhX/yVzbV4uR9yk5bb4nmJcMa5945HAnDJV5SaLyyEWNGIxAxzU3y55EpIVWndvCNwV+zc4Np5JFFhTSN4idivny5/LA+Xd77rCERCNPViN+vTBtP32nwohGpubkb3N+mH17oSNb3sN6zTPIsCKtM7qEADArY7cxc3wvrf3Ro+4cL3ZGu62Atz53+7GKPve4jCIhXQLEsQSLeVsLHvDRMCq6DERfVvbT5W/biu8q5DBp4JfvJSLGlkA89S/vwpNJI0ah6aRRrQ3JXnqFhsevL542PfkEMkYHmHN/wxvN3piBdEA1pycnfULdPPFYlXWg0OJSneSkLejlWzA/WXn5c8KtLKzxFqSRdL3ALL4jY7Df+LY2bvzp1RxjxDk55/ZhST3jXCDGgtJtZzudJ9NsQOcrjWnadWpZEsplU+5yAhTYal33HrhTvJfeEIo5QQjC10ud135/xfCg9471SY476WsO8NjuPTGw94NSl44wwRrDWeV1v0+GK5crLWmuZz2fZI97Ka1D7nLq7php1Lf6y788ELJN3rMKKW+kbak25/wBb+LY9aoNbHaJL9022s2tqX0wQon71j3UerSLjvDbmf6vxxGXBSsaccTnsQ6ST9+59ylJKrcak23PrjaKSbXKRRSm73I1Jt4Rtz/i+F4/ePeJLRRk6VuNZt19MbRCoDzaYY/r73kOx0j+riMuUgacMT/fghIJJx3umjla8hOzLsfLnjWllmWJgKKVh3kh2Zeetrjngum94+l0RRt9Ib3cjf7Ma0nvAibTDGfpZechG+tr9MLeSBpwxOvV9khHLMqkCilYam3DJbn8cJRSzCCNRRSkaANWpLcufO+DYxPpIEUZGpt9ZHU+mEYmmWljJjj0CMG5kI2tzO22HBwSXThiU3V1T3WWymohaKIQkNK7IFAItc74gfCGW5gud1eaNlze7rPnMDS608LvXKwW178kbpbbD52mZmKfg/MMsEqpWVGXS1EKI7a2jjaNXYWFtjKnX9b44k80ciQOFp4UBJY6W6ncm1ud8R1bEmQCPyivmT6UVWI3A55bFVvaZk9RRy0OZ5TkqU4kzXJYHkRYgSPyokhXn1dwfixPnh/4B7+Hg3KY5KKVSiNsdIv4m2sTfDh2gCk/NuSbN6pKOGlqqWsSVW12lhnjljGmw1AuiggG9r2xU+S8Vcd5rxRlGSVOaLDHLUKXpqcRoERWJdW0i4OlTsT1xk2hacvZE7DLg5zn90AUwq4CpqRSp8/BU7WtxsBkGWiNJcCaEUr3roANTkKYUGGKaeMsz/NKDs54Xq+HaiTNsspaf34R6fpAtDLD3aOt9bXLhbAgHTcgNfEsyTKcsz3N/ziy/SaPMM0ep7meRRJMgy5Kd00XurqwIZWsRY+mJX2lcOQ8RcPSpPQTy1dOsj0TUbAziQxsNKlrCzC4IJsQbG3Mc+cEZfxTw/wBqvDdZX8FZrlEck8kVR3lO60yvKjRhYyAVCBe7HMsSNydrQz8zFs60GiKy/DiObTA901Da1AOWupx3Yg9csaxZHSzRyJ0UYwY0tDfUEt/m0vRQKFwNC4ChAN04EHAqwO2iqSPOMnjFO14srzNXRZF1Rh+40vYXNvAem5FuuG7gXJKpOLaWqNNUSQQrK4kZQqyMoKHSb2YBmBvfFgcUcBUXEHEuX5rNTxRNHFMtUUPiqE8AClrXHkSN7beVpBHD7sBBT08USRxoiRqbKqi9gNv2Ynfo1EtG1TPTRAaxzXNpjWlM9muu/LAY8JtSG+0YkAxsoIujD/W53/l/dKkVnfvmcU0hJUAi63A3sefx+zCDNIC7LTuSWuQCvh2Hr88GN33fOdC6tC3Gra1zbe3xwOTIDJZFJ1b+Ii2w9MdAYVXeCgmkkBZhTudW5AK7Hy5/xfA4d1UgQu12JNiNjflucGt3visic9/Fy2+GBV7yzBVU+I3u1t7/AAxaYVRiArk72tQz9rnZWoUgmPNrfNI/wxiKmhWkRokKu6aipFjysNultvltjf2t9f8AK72VhQbmPNx4dz9SO/7cIUkcUVOt3dHKF31jxsTa4vby6g9D6DHN7e+IxPD0C63or8Jg+P6imHNaFBKjxxIphkGpwLeEXuQOvPnhoZ4aGr7+VZBr3voJCCx325jmdv8Ag++9q0rK4Oq5cIG5bkA2PM2HW+G/OmWZ4pCBrjJVADYbkcjy5fPGQvQpiq6gOZXWN7LIABptffrfmdvswy1EqUytG8cgVfGFI1EAHr8fsw/VjtCGddLRsbrcHTvcE3J2tyNvPDFWQSVMbwwh7Eabm438jb9m/wA8CEz1CQzTu4YqpsQsZAsD1PPc49jFUpomSKaFW8IsTb5gcvPHsCE+NTye8xS094ydO7AtcHof422xIMphp/dWeWo13Gq9gACSSNgPMHoP3Rv3h3WFimgxyWJtvYb7dLH4/sxKMhg72GMMQqE32a4a5BGx8yLfbzwITtlveAGRqfTZ7bAjaxvsRy2t54dlpwAj/wCqAG0C91v5nzNsNmXCeKREaFVQWLEkAtzt0/C3Llh+jo/APdkSPQQTvbYWFt+XL/hgQmWngjgr0mSYNTlmIIG6AsPEPNS1vLew5YeuJgwyR0QooRWcWO24sLdPL7emMGiElU4nuinUugoCv1jzv6ECwNj9tvZ/HBFkLU7O4uhCyEWLXvZdXmLC17bH44EKPexKrDth47VW/wDs2E3bf/SjHakQYzOARq0Lc22tc22+3HFnsTESdsPHTRkoPyXB0H9IMdpxo5lZQ5DBVJaw3BJ2+X7cdH0c+Ht4n1XINLR+LP4N/Sojx92tZD2a5nk+XZ3RV8v5Zl09/TQq8dMvf01P3kpLDSuurhF9+vUqpinFPajk3aT7OnaNxJllDX0NP+bVdEI6uNTIwnylamJh3TOAGiqIjubg3BtbFrVGRZXmlRBUZjl9JVTUUneU8s9OkjRP4TqQsCUOy7i31RiJdr2T5Zk3YX2kU2TUFNQQHhjOJHipYEiR3NFJdiFAFztc+mLM02N3zeF2hwpuVaSdAqwXTeqMa4Z7OCsbLlf3WLSVHh6i+/24MplkK+F1A1NzW/U+uBMvjkNNGVmZfDawUYMpo5GW6zMviIsAPPB8oSsHeqN6XpFcwRlHULoFgVuQLfHCxVxQsSw0d0bi29tPK/8AhhKljkaCJlmKhkBCgAgbcvPCxR/cmYykp3RJSwta3K/PFd6uwxh4IwrLoN3W39n/ABwpMsvdDW6ka05Lb9YeuNDFIASahiPIqP3YUmikWK7Tsw1oLWA3LDfFVxV5owPBFFJfCS6fWHJTz+3CrpIHh1OhPebEKdjpO53wn3UoCg1DG5A+qNj9mFXikDRBqhmu9hdRsbHf+PPFdxVxrc8EsFm75LuhJVreE7bj1wppm95j8aaij/qmw3X1+GNBDL3yA1LXKtY6RtuPTEE7TOM+IeGK2joOGqugqKyaJy8U0d5Ix+rbcKS5FgCLkja+9s2fnodnwTHi1oNmfgiZmWSUIxogNARlnqVgFZVrkvIl+5ck6Ta2pfXAfDfFGR8WxVFbw3nVHmEMEhp5XhBYLIpN1O/zvyIII23Nddns2ddq3C2dUnF+a1LwVwloNUCrCyIVQtpKgf64538jcXGK2z+u417F+JZno6yjOYUlEpGssKfMMujVwrsgeyFBGi6VXUHYnVoJ1YUW3wIEKdDD0LxiT+YY4Yc9+44H2mhNhy+mco8y0QtjnFjXUAI11zzyw/LgaEE3eo0SY1ElnS+lb+A262642hSfXNpZAdYvdDudI9cRHsg4prOPeAcn4oqau9VV0irUsqKA00bvG5taw8SE2HniZRQTF5QKphZwD4V38I35fxbGzBjsmITYzMnAEeOKyp6Ri2dNxJOOO/Dc5p4tJB9ElTJMe9Ksg+kN7qTv9uNKRZu5Yq6W76XYpf8AXb188YpJopKupy+LMk95gCyyQgqXVHLBHK8wGMbgHkSjW5HEY7PuKZ+IMpjStndayKhhr6iQRoIz30s6i3kbwsT8RbEpcFTDTgabUvxLnOY5RmXDMVNVwQ0tdms0NcHQG8ApKl7Ak7WlWI322B+Bau02spJezTO8vasjtmuQVyQlLXaP3ZixBvvZTe9sQLjPjGfjHKKep7p6allMj0kToO8jE2Q1dURIQSLjSV223w78LZdP2g5dl2T5nSo+U5NSfkiqUPYzU9Tk9KxvaxUk1Ei2BvpCt+sMZ3XHxXOhs15HxofLE+CmEsXSfWwT+a7TDZWue1YyuKvz/iytlrcpqFoqH8qUkjvGwRgYsvceK1hqPIde7Y72NrOq9ccDmWWMKFJJK2/bj1aq0uVT1EtQEhSnaR9QCrYLc3PwHPFE9oVZHxrnuugpKqRDEYKTuzaWrk30v3ew0C3M2Okk76SFbPT/AGNAvj+Y9xwGWzYDQD13lYNtWiyTaYkJmJAo2u6hNaHjxNFN+O8ir+JpaTM8kzOkzFKSZaY0xlAjhlZ1tMGW9nW4uDvpJ06TuXTJuBspyCKjKww1FbA+r3xoQshcpoPI2C6fCEGwAHlfDd2W5TU5ZwBRLUpLDLLVs8kLrZkbv9AuCL3GkG2JlLDMCgNSxu23hG33YtWZKwpprLRjMpEeASDjdNBlXw/amKoy0uyO0TkRlHuANDjQnj4fZC1CS64tTLcyGxC8jpb13wi6y94Lutyp/V9R64XqI5A8IM7G77Gw2Olt+X8Xwi8UokCmoYkg76RtuMejYcFPEB9EHMsnvCAuurQ9jp2tdb7fZhBlk75/Et9Km+na1z0vgiWN/eEXvm1FGIawuBddvL/hhB45O8de/N9I8Vhe1ztiywqjECFZZO+kAZb6Fv4elzbr8cD6ZD3lmFw/iuOZsMENHJ3zATtq0Lc2G4udv488IFJCZAJiLNubDxbDfFpioRAhmEl2AKjffbmbYEVXs2lgPEb3F974LeOQkgTEWNibDfbAoRmDaZCtmIOw3N+eLcNZ7wVyp7V3/nl7Jz4do83Pi5XCR40Msdz7wPCV3J5ciefTly9L+uN/asjR+2XsoWQFgY832C33CR9Ou++G2WrllQRtTOsFgI2Rie8tzfSQCOo/445zbvxCJ4egXWdFvhMLx/UUyVVDTQuhgkYLFuUDEXboOt9iu34b3j8tcxlgkkax1hr/AFypUnrtubi5Fx5HD7UUVROYJLTX2YNuFUm+56jbb0sOePQ8P0dlRZFkcOAI2djfe9h1HLn5fHGQvQJhzOSSqTRGGGkKdzYXNrfxv1GGqEPoaN0YhG5vzIufs/g4lGaZXTwxBUcFi4H0hAuRckcul/l6YY5skeYCRJ00WABCj4nyO5+X24EKN5uonmQ+9JGVW27ixHmAPx/dj2FM4yR5Z0MUbMFXTdH07X2vtvzx7AhOUNEkwMk9KpO+4O972IHK3L4Yk2TQe6QgFUjMY1CPYm5Wwv6bYaMshaaYve2kfUW4vvY8/T7PniSwU8hiDQIyOq6jp8Qtt0+/ruPtEJxy2BpB3kU2l2I1bXvYbAXO38HDpR10RlYSoh8QJJO1r8/L/D5YRyeiC0sjvUMGZxuLgXsOQP8AHn1wvHlsciVKxm+oCxW+/wAOW1+o87jlgQl/eEp57ujSbXFyAWHitv0Nx0t02wJxLUJPlc1K0YCCNgVdgwbcXHmb3+y/wGsuWZpTStJSUr2BvsxuV6AWN1HMbD4Y2zukrPyPJUyxhGRSbALYnoDb4jf49cCFH/YkRF7YuO0jLBRlkNgTe30o2+GO1oh9M635Ipv1O5xxV7FUS/yyceISWAy2E/8AajHacUKd60ZB0hVI3PUn9wx0fR34c3ifVch0s+LP4N9AjIFJZxqOzc/PYYh3beL9iPaNufDwrm/z/wAyk54Zu0XsZk7QuK+H+JYOLKjKjkLMvdLT99qVpInLRamCxyEIyayr2D3ADKrCM5r2Uydl/s09pXDz8Qe+ueHcxn76CkFOpEeUrBYozSeKTuO8kYEFpJJGFr4sTMSJR7S3ChxruVaThQQWOD+9UYUO3bkr9y5SaaI6iNsG0q3T6xHibl8TgHL6eNqaIsp2FvrHptgunp4nUFl31MOZHXB8qcz83mi6NS1PC1yLouw5DbChFqBnuf0JNun1eWEKSnieCJ2U6igJ8R8sLGniFE0gU6+6Lczz04rPzVyHWngnHR4SdbGwxvUqVhHiJu6Df+0MU1xV2kcS0NXWLk4y5qKnqDClTEjuWO9vrG3QgkC1wbE4kHaLxNxJwxwXlNZl1Lpqq4wRVeYumtKNmC3YxjmSbgXAUHbmVB8vD0kk5h8ZrA7+VQk0wNSRhjjkcctdaK/YAOkVodmygo84VcaDXrxJyNAAScgCSArQK20+Nj4wN8KSgI8JZzbvNyenhO+Kb4V7bMozLNsuyjP3jy2tDz0NbFe8clR30McTxtuCDqkuAx0+K5IAbEn4l45y+KgfLaLLPeMxnarRaeQM8IhimkgaSU25XW+jm19Ivh/bEpFgOmIb6geddlM66uK2LXs2bsAubPQ7lMjjR2X5TTvA1GI2qW1PFPDMNSlIeJ6FKiS8SKs6O4diAAFG5N+mINlnZjnGYZ7VQ8VqHpQ0klTV96GfM91K2HOJfq6lvzFgbBdMJ4F4Lr6/ifIc0iyKZctp65opakOJFmkiZn70WFguyrcEpcABm5m3+N1ipM84NYaxGc2qDKFY+ILltWbc/MY89JPfb7DHn4d0MPdArRwIBJNRiOAxxGIJXnJAPtqsWbhgNa7AVNCKAmtRiN4przBNc5dl1JlPATNlcfuhnyaetbufCBNJGHYqB9Xc7AbDYDliA9pXC3BPFvAXFue51kVG2eZFlbx0lcHKVEjpQJOCzKQWtrPhNxYcsL0nGtNmPCufZBJC1qTJlpqUqpBAfKEqbuS2+4kG39UW5nAnaLwlFk/BeYZtQvJ3Oa5DmVbWK0ht35yuOJLC+/hpyfS588W5x8GJLmExgcwN2YDMYDcuiaORY1kWnBEEuhuvQ7t0lvdcW4YUo0tNdddiLqOIG7HabJOBez/h8tFJTpmHd1crN71rYl4IGJuWuWZmNwg03B1C1ocJ8e8KcW0lPW5TnSFswkkSKnd1WYSRoplQr5rcXtcWIIJBBMe4iyXh7jbhCq4akoXq8xgoA1FTpVLBUGZYku8TM2yjvo1ZjtZ9LAhrHnzstyPjzLu1rh7iDNOBcyjoxXVmVZhWU0bTQJOHlpmXVGSkcUbIqKNgAmxIscUI01MWXHZDhtvQnXRgDRoqBqFBTj6Y+9krLszSyzo81MxBDm4XSOJc8XorqOcK3nXjeNBUAkHDG93b+qs2nyftPz2eBdRqKHhyjbw38MuYV8ZPMdG5/ccRfh+i4i7PKvJabMYZ752cq4dnPfBolZXzKSQpsbsAEv8A2+eJN2bQtmeZZhxZW1KSrMrZX3QlZmjkp6yquWJO11kisOm/QjE1fh/KM5ipnrqUSmirmqoCSfBIrOqsPI2Yj5nzxrtHWx0zTTZ47eI8lzSUd1eMHRm1Y5pFK0qDQjmAVB+zHh2PO+y/LKqvpYWXO+HaBrDY6no9D7812cre97HniVUkNLwhwek/ucjLQUMbzJSqpd+7iVSRe2ohUA3N7KB0Aw802X0cVOsUUAjRLoiJdVVQbAADYC2Kt7UqjNjJR5L7pVpQ1UKNTimUyHMKj+gY7hLbEKQVbcm4UqXTsZlny5iQxiMBQbcvCqyLQnHykqaDu6hXCuQOz+6a0LTdsNNxfmUfCdJwxKaavhdJHq5hvEIyxPdhTcFQf1uuJTlvBeTcHJU5glTPVS6THDJUsGaCDpEpte3qdyAATsMMvDXZS2RVEfFuYZgz1y0tRqp/rpFrHgVX5toUspLXvcWsBYvfHjUtJlUjOe7S12bUdh1OK9jwJlzOs2oL0RpJaaAUbQbPHNY9lyc1GF+fAc+vdyFAQNm9QTjr2iOzbgur/JvEPF+XUdQssZaCWYGRRqBuVFyNtwT6YlHBvaVwlx9QpmHDHEVFmcAfSz006yBDa9jbkfQ44q9sbsPbJ3oM94OyOeaTMGE8qU0MlRJM7Hc3F7nfe/rjmTs84+7R+x/tBqocjzaqyGeup3iZZaWNw5FnjR1lB0i4sWHisTbniKU0kMR157QGCvFdGndE2QmUhuJeacK+q+ylQLvBZiQZCL7beFsJSIRKBrb6p/EYi/ZpxJDxvwFw7xWsSqc2pY55FRiQrGMlgPgwIxJZKWESBQpsVN/EfTHs4L2xGB7ciKrwEzCdBe5jxiDQ47ENMv8AnUYDHeNzf5rhB1+mddR+qp+84Wmp4hUIgXwlHJ3PMFbfjgZqeLvnXSdOlTzPO5xcYsyIkGQ9+41N9Vd/mcDld5PERZvt8Iws1PF3zrpOkKpG55kn9wwO1PEzOCpsrWG58hi01UYmKRZSS3iOx/YMCKtw9mIszD78EvBESQVNgbDc4F7mNgxZTsxA3ttfFuGs99cFyn7V5UdsfZQXCkd3m4s2y30R88DU1YrgSOrExIFIZLlVsDy++5F+eCfavRf5ZOyYaSQUzcEX5+CPDAub0FIk7LHPqcpGqoS21uV9/PnYdPS/Ord+IRPD0C6zov8ACYPj+oo2RjFEsaGTuUUeIISSAxFywBtf0638sNb1MlHUrElLGS2pmGuxAHI7jc2tzI54UOdwVcDyR96FGk6ShUaiL2uPncEdeQthrikqwwneEyQqNOgnYC5O9+Z3t5XJHMYyFvpOtr1lRqeGBC+pjY+IK1ibXF/wt9mBZa1CqoaSzXFjew1WH2XBP2488AMRaVCBKGB8NtSsLjbmNtufP44balZIIxFNTu5IJRmJCggnbb+qOvqN8CEHWly4759I30DY2+049hqq9cszBDISCWIVGYKTztY253x7AhSfLmKPemWdgouzE7KbHf1B5WGJFRVE1ImpldiQLg7W6cufL9mGilnjVkZUZQwA1EW57WIv0vh0ywye8TyLGrSq4VTqBNjzG4uOfXAhP1PWipRoRC0SC31Dt1A8W3UfeOuHjLI56YRxaRY2RDc+Fee5Nv2dPhhrp4u+MMpjN0YLzIBvsdudrEm3pffEhpYpY/FURiQuQvhAHXkPS1vvwIW0cc8UzSoBfct4AdtxYm+1/n0wLxkJ2yeZ0CAaSocMdxY8xbb78OI0isSwugGqy9Daw+e+EuLiRkEkYfS2k9L7bgD57dOYwIVeexakadsnHYl0W/JdOdwOfeDHaMfcd4Q2jurDTy06rm9vXl92OMPYtfT2zceMwN/yXANgT/pBjtCJwJmk0tYqoA0m9wT059cdH0d+Ht4n1XIdLD+LP/2+gREPuu+ru9N/De1rWHL53xD+3HuP5EO0Unu//JTN9HLl7lLy+d/nfDRx12ocYcK8WZfkeQdmua5xQ1KzPPWpDIVeQUk8sUUWhWAJkhRGaTSB3q2DblYpxB2hcV8W+zV2l5pxDwlUrUrkmY0i+60r0yPE+VLI82iqZWCxSSyRPYkloGKrvpFiZmGOa+GM6HVuVaTlIjXMimlKjWNZXQFCKT3eLvO6vp21W5dPuwXTijsO8EN7nna9r7fda3pgbL5VSniBWQ3F9kJ5/LBdNMqJYq/1mOyHqT6YD+UJzD3vNKxSUMVPG9ZJTodA1GQqDe2974Y+JZqfPMllyvh/NaKWvCCWeCKZe9miH10DDdGJIF/PbriIdoWf5bmVLTZV7l7zBRuBLUKDcygW7mNgDzOxO/oDYkadnzw8I1dbR55ST0tTms0FDSB03AeKeRCSNgG7oj4je1jjw07bTpy0OzITawnVDngnDA7qYkUGJBxVdkeLOzIkoDLzSDUitRRpJy4Zpz/MnL6PhDNM7zvL4JKqnoJpKShMgXuSqahqZf1iVF+dt+ZLFphxxU5XU8FZrS0b0pqKzKqiSCI6Q0iBBqNj0AYX+OI9x1xBJUQZplEySH3earWLTGbiNcpZzccyS0rW+GFaXPTmHGGUUEUmoZY9Tl0q90QVKwUcjKSRuQ56egxNCgSsiXS0EUBo0nWSTTE66A13DcvQSUm2VYYkAflAJcM88CSMsThyVF8RdjnaJlFXJnNJwpTiCizGSrWWnzZZnWmV9SINZDELYnVYMdVyLjE6zyGkpeMZ6vNIp/doWjt3LlSqz59NFJaxH1ontz5aT0GOgakUtbTmlqIHkiksro0TWI6jliN8dcJrxLNT1SLLMTU5ckkBRk+ihrUmdg224UNsN9sZzdFpeUD3QCTe1OoRUV3BdMtTTh2lIgS9twWGHDDm90Gpa9zCSbznVIu4Upmm+g4yyCPK8vp+GZaXunzZVkVYNISklzCdFsCABfuJFt0A6XBw3UfFsfHD8B1zmkQ1jUdTUQxppRKh6SseRbEkgFYm0gk7fE4hvZzlWZZlPDVwSSGmooKWoeJUdixGdZhvYDkBrJPQA4sPsHyikp+C+Hs8MZd6nJqVTeJmKPHrXUu211ci49fPEkCLMTTmMcKMLa+VMvHks21rGgWcZlsNwcGRWNB2Ah5IO8FoB8VAo+GX/lBp8lqZYIY6/NFoJEDeFGHDLKdVtiAWHI9MWv2n5Zl0XZFxLRhKWSSj4cqkiey7MKdwxUnkbD474jmdUFXQ9sXD+ZVVO6wZjxNNPTHSSXRcheMm3MeJGHLpi25DSVQmp6qnaaGeLu5I5IGZXU3BDKRuCDbfnvieDKsHSsAzJHmAf3U87aEQOkpw0vNYKYfQ9wFfBoqqYrZJ+A+OqWtnjMkSZHnFSgfRICzyZfsPIBwBa/JR54GzDOMxy3Lc04NgefJ3qa6uzCGsRQskfeZ9GpdVYXIPeysN9LK3IqQcWD2l5LS5llGZZzFT1ElfTZVNSQBUYDupZYpJLi3O9PGQT5HBXH2UPm+XyS0lPVVE/vlFH3UcTH6L3umeRuW2lY2PwF8QPlozHPbCcchTZjgRyHCqzuvsc9rgwVa0gbC4ucQ47aVGB1Bc85PV8SdimcGkqqCasrO+da2GSVe7zSnaRys8dlNnsWYys9lCFHtdS149k/HNBxtwbScUPR09KtS05eBpBIYAkrrYsQLiwBvtscY4/wCx7hjtMrEr89zXiCmlplkhhFHOyxqjiz+BkZbsNm2uQAD0xrwD2WZZwHwZWcIZdnWaz08tbNUwTshWaAkqAAyix3S5FrG5BFr4zZSz5+RmnNhf4IBu468KVwrt9dq93b1u2DbVhtjOH/H1bewNCAHA0NSPpIqAcLuIAVb9ofE7Z7mGYZjw/wAQZrT0aqI6aNJG7uql1HUyBd1TQGIJuCVO45YtnsvpqSDgDJffGhkmkg78vIQXJkZnvc78mwyUNNlvCWYHiHMoY3rt4qlwuiOHcgyxI29n/WsWZdlHgG04ybNKKfLoI6aNlSOJUCpE2lbC1hYWsMPseQiNnYk5Hd/MIILdlTWuZ5YU1k1XHJOw48nMOtGO6vSAgZ0zB24HdqWan3L3GQxdz33cnTptq1adrdb3xGuNqSlkoGnpoYJXjGpUULdvQct8SWunj/Jkq2e/cMN42t9XztbEZzzPKnMu/oMrgdyikyOyMFQeu33Y9RGa10JzXmgNVrS73sjNfDAJFCBTYVH3zGmzCkGV0SxmeGKylRYQkKdPL16XF8fPztV7BM3y6r407Ss4qI3pslnip8tolN5JZXkiDu46Iqu1h1Yg7Ab/AENyrKxHn0tNRU81RTRwxmaTTpZ6ggs6gfVCgFBe/PVfcAFTtD7LOH+0TgHNuGqnLo8mq8zj0vV079/IJQLBiSq6wDaw25DljnMnZsWFHiXu82hAOVTt4VXUpu1WRYMOnddUEjOgriONFU3sccU0vEHYzk9C9PFDNk7tRTKOTLpLqx+TqDf9YHF6Se5axbuNIBLWtbmLXxzp7NPZh2pdhWf59wLx5UZdX5PU1H5RynMaKUXmJDLIGhP0iG3dm1mUb2Y746NedS4YLJYKf9G3mPTHSrFLzJMETMCnl9lyjSFrG2hEMP8AK4gjxxPOqDl9z79NPc6NDarWte4tf7/vwO4oxI/6HRpHla+/+GCZZVNSj2ksEYfUa+5Xpb0wg8w712s9tKj6jX5npbG4xeZiHeEIwpO9a4h0WXTytfe/z5fdgdvdvHq7rTq8F7WtYcvnfBLSqJ3ez2KqPqNfYnpbCHejVIxD+JrjwHyH2YssVGIf3Qr+67hu6tfw3ty9PnfAn+bWPeCPmdOq3K+1vTBjSgEkh7E3HgP7sCiTSGvr3ZjspPXFuGs95XJXtfW/la7KtKBvBmoIAJ8OmLy35fdhrkymNEVGoWLA3F47gi48Os38W3Pn6dcPPtbM38rvZUqqxJizcW5Xukfn8cN1JHUtWRVGqZYze0RZSGGm45fjsd/Llzq3f+fieHoF1nRf4TB8f1FYyumy5Kiop6cXWJgADyU7X0j1JNx8ed8I1tHT06ypBpBIYkEBrG1uXyH2HB4o2jtJHGFdtnbuyCepFum4/DA8tBIHLqWdHl7yQ3sFsSepIxkLfUWzKkmlNlkiRXTlIu17DYW8tz8xblhtnqFkCRCJTpZ0AHJiNgRy8uv7cH5vpid0RtDhi1xz6kkEi3UnnyOAKeaWNY0kp2aNhqII0gE22t57nyvvgQmOeSeSeQGndQrbARhue/ntj2HGtSaWoMyFblQp8DW28t79fvx7AhOqfRyxwQnSVJGpQSBc3NxyHnfDtDWS0y3bUrhbEAbL8xuNvPpb5xWAlZi7x+EDSdQuW8t+X/H7HhKoz3nijCC95NY8SnlYkdOXX8bYEKVUFQ9TTxD3vu1NgCDbbbn/AAPLEt94IgikN3vbrbn/AB0xXAqq+FolhLFVKnxEBTyB67D0B/biXUMNZLSqZXWxsAqgnVYdbfjvgQnpqueQeCIzKdgsm4N9j0/j54S4qlWXKpJ5y99Ae17qLg2seu1/4OFqWKmhCK6uz32ZibsTv8L3228gfXAvGcrfkCRWuJCui7X5nzHzHl+3AhQf2L2Ve2bjvSS4/JdOAQOneDHZ8TASs9iSVUabG4tff7/uxxd7Fblu2XjxlIa+WQWI2Fu8HLHaERPfubblVuL8tzjpGjg/Dm8T6rj+lp/Fn+HoEVFIBc6WN25W5bDEO7c3t2Ido4APi4Uzc8jt/mUvPDrnPHHDPC1XFS5/miUTVDxqryRv3Sl2CIHkC6E1N4V1EXOwucRDtK4x4d409n/tJzXhnMkraYcLZojuEdCpfLTKmzqDZo5I3U2syupFwQcXJqIww3sqK0PoqEjDiCIx9DSoxphntVs0UuinSyu219gfsxC63tYehlajpuHpTKJXjPfSgAMG3FluDz6HDjxRXZnR5LF7qDHSysVq6lCS8CHqAN7X2JHIcvMNfDvAEldFR5jmDS0qU1QssFL0Kh7nWDurMABYHoCdRvjxdvTNqTEdsjZRLXAVcaClDTaDvxGZw1GlOaizL4nQyxoRmafZOOe8P0FDmGRZ1TrPHLNmtJ3sUbEQu5vqfT/rGwF+tvPfEUqvzkmyzhfizPqKWSWWTL6ucwqLkQ0dczm17A6SreXi+IE8nqU4jraPK6Aq35LlpMx70PYPplljdbW5gxt8T5Yfc3yemznK0pqovGkMUuho2AtrgkiJtb/Vkbbztiw+yYcWLEiQcBWopkXDMnfq8V7Owp2FZcQVhggmpNMaFrmkYbQ6p3tCYeCJYeJsyrOKZaOSEzNQ1sJ030mSgUMl7crSgm3kuJHScL5bQ5vV55FHJFLU1j1AAvpJlWmVywP6xNOLW23xrwbkwyDhmgoPdTFOtJTJU6n1EyRwRxb9LhY1G222H2dnMQuoAEidf64xclpUQobREFXVJPEmp9aKSLGEOJFZLEiGa0zxFaiqNM4YKDHILMDupwq84Lw+CQWkvup/1ThBpH8F0t4h+thWR37yAlAPpNt+fhOHuanNdnjyUa4IyGLJ85zDMKOnjgoJYnooYEVrq0VfWu5ta1j7wtt+Yb0vKMnoaDIqPL8ny2CWKky+kFLBGQzERqFVdzubAC5O+MwRLTOqQwBAxlkIDc2d9TH5kk4X1ye8x3Qfo3sNXquKohNY0ADJXnTD4rnOeSSTU54nad6h/HUwPaF2byBX2zas20m//N1VifJUDvWPdybqBbQfM4hvFNCKvjPgqscsr0WYVUqKGFmJoqhN9v6xxL1kk75j3YvpH63qcVmQy17ydZHoAtGamWxYMBjCasaQcNZe8+hC3SdDPITHIbqu2g+ZxtFUAPN9HKbuD9Q7eEYTSSTv5LRAnSt/F6nG0MkgkmIS/jH639UYkLQqYecPZepahV70aJDeRjsh2xrSVAELDRIbyynZD/rtjWldx3p0X+lY88eo3kEDWjFu9l/W/rthbqQPOHjq4KNcV8OQZ5SMFh1SoXMbGMkAm4PkeRI26E4jeS1w4WlLxQTx0CBIpFka5Wy/XFv1b7D+qB5YsiN37sjuwRqbfV6nESz/ACyX3eKshhDARqHW/wBZbYyrQkST1uX/AMRvMbCtmzLSDW9RmcYTtxwOGITjm+awS8PTujEK1OwDEG31ed8acL08cmURVOgo1QWkJYbtud/sG3piu56ielrqLK3klmyOvfRMIzaSFLEsFvtyBAB5EjFwpV5RmmqtyaaN6IIIoSg2GkBdNjyta2Kva0G0IYYzB2sbPdXmWLHs2KXxMWnAEa/ZaWhpI7RRhB5KMRbN+Msrylv/AAjUxU9O7KryyyKEDFwBffa5IHzw7Z1Uzm1LS6jI5sSqkkDFace01bHRz5bSIj1lZGYw0y6tAbl9YWHn8vhhWtBU1dqtbhvgduIaKSZ0SKMFtFQQGeRrmxB8xyJ5dPOzDOZstzOoyeuZWqaPwvoOoG+kg+mxGx88MfCHHeddnHDNLwblUs2ctDTJTwzTS6pFYDdyW2tzNibA2+GPVCTmccQtMDK5C1N2J1sxG9+pv1w+FahsuebJxsncq5c81SmLI7as989L4FtaYYmmJHllvwTtNKDUo+l9kYW07813+7CDyjvXYK/1VFtJvzON2kdp4m0792+1/VcJMz9+50b6V2v0uce7YFzOIT/YQ7yATOxVzdFFtJuNz+/7sIGQXkOlvE99gdthzwszSd/IdIvoXa/q2B9TBpCADdtxfl4Ri0wKhEckWkAZiFY3N9gdsCB9IbZjdidgdt+WCizguQoO++/oMCKWAfa/ibry3xaYFQiOXKXtaJ33bD2UR6iAUza9h00xkj9mCqGjaSER1BIELBlDAtdbcwTe67Hf1wl7U5/+mrsmuAbpm4A87pHgeqkkgS6zEosjAq58LaV1FR5H63K3I9Mc4t34hE8PQLrWiprZEHx/UU61lPDJFp5aGstz9W4PwtzPriOZjmQhvpk1aFudO4Y87nzwfW5mxpIV7xI2dQpMZ32uQNzv6+lziOyU+iU1dcxcyNpILXAIvYeQ59Rtb0OMlegTJmUEtQTL3WvQX3JAG4vb8em1hhomgqi4lZA2n9Ezm5Nx0vyBNvmB5by/MGEDCngEalh4lFyCGIvsL7kG3lhkzhFQ2BexbwhDpUcrG+3Q8utuuBCjeY1s0DIj1SR7HYuu/LffHsFVkRgks1Otzud7b/Cx+Pzx7AhFQUtQsoluQWAGlRYXHQdeX7Pjh+y6GpkhPfxxJc6ApJNx+/mcMkBKTJGIn7tVuTcbXsb8/n+OJNStIV8O7E3ANrm3l0+fLAhYpY/d7qJHIN+7B3AN9tz08vh8sSfLapzAzyR92zJ0Fx8fPr5G9sQ/XWxXAVQt7ai4Uheu/K+w5fbtiV5VGaiJQCSqKdLAaQRY2uOW9ybWt6XsQIRoJmnLKqvYg7sNI8Ita3xP2+otrxS8p4clEqpIbaypS5Btudj5gfxzViinJarsUOktdRcm1rEAc/qj1FuuA+IqAfkSoeQ6vAdT/wBYjl6cht6YEKK+xVI79sPHToFYnLICbmw/Sj447QjaUSsQiayq6hqNgN7WNvj92OLvYqDJ2xcdBSATlkBNwT/pR647QTUZWGoa9K3NtiN7bX+OOk6Nj8ObxPquO6XGlrP/ANvoEyZ/2e8PcWZzQ59ndJUT1WWK8cCjMJ44VD213iUhG1DwkkXK3XlsYf2i8AcM8E+z32jZJw9lKx0v5s5jO61FTJUMHiy3uY7NKWbwRQxKu4sEFvPFqRGQk2ZQb7+HnsPXEN7c9X8iPaNZlH/irm2rbmfcpOW+2Ls1Bhhj30FaH0VCRmIpeyHeNKjDxUzrs6hyLKVzGvVFpleKN21HwmSRUvy5Bm+z7MDZNxTWnLr5nS00VYcwkphAJiCIzWvBG/I32UH5dMJ8RZDNxRw4+SR1SQCeWB2coWsEmR2tv5KbfjhT83ffeIjmM0arTxwRd2RbeZKhpCbXvzA+Orz3xnRzNdIDCHdoPM1rXhQU4larHyjZMAYxXPdX/S1obdpq7xc6uf5RlrW4EyuposuStlplFS6yU7a3IOhaiZgQNN9+8Jv1FjiUM8/ubXjj7vujvrOrTbytzt64QpDJ3EfduoUoLArcjbzvhUl/cmOpdHdHa29rcr35+tsOhS7JaGITMh/fmo2PvYo/vaoggxRafPvDe3/VxvK9UYx3sUQGtPquSb6hbp52wleUA3dCPRDf8cbzmXuhrkQjWnJbfrD188RuAV1pNDRGd5VWUPFCBcWtIefT9XCjSVZeENDCDr8NpCd9J5+HCBaYadUiEahyQjf7cKuZtcOp0vr2sh2Ok+uIHAK2Cd+pFLLWd6pMMOrS2kd4bcxf9XCneVfvCXhh1aGsO8NrXF/1fhhAGfvlvLHq0tbwG3MeuFNU3vEd5U1aG/UNrXW+1/hiBwVlrsda3MlWa2MmCDWImsDIbWuvXTzwQktcJGIhgJ0i4702tc2/V+OBbzGtQCRNXdNvoNrXX1wuvvHek97HfSL+A+Z9cRkKVjjvzSiS1nfv9DDqKrf6U262/VxtFLW65dMUBOvxXlOx0jl4fK2EkM/fvaRNWlbkobcz64zE0+uXTLHfXvdDudI9cMLVIHGozW0EtX9KI44T9Ib3kI3/AOrjSlmrO5YRwwn6WXnKRvrN/wBXzxinM30uiSMfSG90J3+3GKRp+6YrKgHeyc0PPWb9fPBRNDss9a3SWt0nRFCV1Na8hB5n+rhFfe5aVE7iAoUAF5De1vLThSMzlCVkQKWa10JPM+uE4TN7tHpljC6BYFCTa3xw8BF44Z5KH8QcHTVdOammqRRqiF2ZDqJW29gQAD88OXZ7SfkfIqnKYCxWGsYgtIXJvoJJJHUknlbfDhmksiZTO0kiaBTsSApBtp87/swhwbDMaCpqGbeomeRSE22Kr5/1TjKnpKXgtMdjAHuOJW1ZtoTUdzZeI8ljRgDl/exPUgSKN9MbGd7+IEXFxzucQDj6jroVoloabVHJVKskMQUzSLa7Xkd1A3AudyQSPXFhCORriQKRzBxEOOLU8S1rME93kWRSeQN7feCftxmNYIhuuJAOzPwW4YjofeaASNRFR4hQ+XLOKhZcpyeipGlOkSVE5Y3sTuFB8sG5bwlnIljqOI84NfJGwljhjYwwKykEEqBdiPUkegxKFkeRadi6ElvCQp56W9d+uPSGXvLF0vpNjpPmPXG5JaNWfLROlu33bXGv2Xk7Q0ttOah9CHXG5UaKeFc/IoeRqgTR3jj1BGsNZta4v0+GEHeo7xyI49ZVf1za2/W2FZTJ7wgLrq0NY6drXW+18IEyd64Drq0rvp2tc9L49QwYLxkQpB3qO9YiKPVpAPjNrXNunx+7CBafxlY4yS3iu52Nhy28rYWYyd84Drq0rc6drXNuvxwOTJqkAZQQ3iOnmbD12xaYFQe5Is89zpjjJv4rudj9nlbAwaazd2iHc3uxG99+mCGMhZrOo338PPb44GBcqdLKPEb3F97/ABxZYFRiO2Lln2pV73to7J0eyqyZsL35eCO/Tp/FsIz1DUqurzM5+r3pU7HY3Bt1Fr2+/lhT2qQH7ZOylXAIaLNxY7fqR4Dd1YVOiDZX8SlQSLN5k89ht6c+mObW9haMQcPQLruivwiD4/qKbKlK6UzNCY93BI3sCD6C/I23scDylqWZo2PhKeE3JFtvFudt7Dr57YcENXLBHVqoVm0lgGW5B8x8PL99o9XPXVNTZm0xKQTcHbb4c7lfvtyxkL0KLzKQgPrdAwUAMzWNz523ufvthizCYBhKzM+1gGFxcDc/ED4enodLG0sLXZlJAYnUCPXY8hv95wz1xaokQau7tEoBTwg7jnzI2/f0wIQs8tRUEdzVlFXqgB1bDfkfxx7CctZ3UzRid4bDe8LSXNzuAOQ5fH5Y9gQj+/eYxypL3ikW8KjcE9L+mJTQxDSrEkkEoNtwD+3+PPEOyyU0REALkSVBkWymxDEkj18Rb4C22JVSTsFRnkAs2ssDcWA3+HlgQlykLVIgJ0KgYhSwF287bEc/PriR5c7M6tLMp7oNsoBtqPQ9el/gcROCuaecySxAkFlB1i4DdbW9Nr/sxIKWpDSSRIwD/Wc914gbqCQRzt+GwwIUgoqhZLQd6xdCeaeK5+qR622NhbGvFOn835mbQrtHc38PK1/vHP8ADCdO8UOsXa4kBvYHewBvfrcjy+++B+J65pMgqYhCQ5BdFNvjufjgQol7GF27Y+OrNpP5Mg5W/pBjsyMEzMokYEKt22ubk7eX/HHGHsWAt2wcchmJP5NgF+R/Sjyx2bGPpWS52VTe5vvfr8vxx0vRsfhzeJ9VxrTD4u/g30CzXwZnPl1XBlGZR0dc0bLT1E0HfJHIV8LNGCusA2uoZbgcxzxTnavwj29VPZZxtTzdpXD+YxyZBmMclFScIyLNVA0r3ijPvbFXYHSCFaxI2PLF1RqDcEt4Ta4Yi+wwvEquW8TWU25kX2HPzxpzEARmkEkYbT+yypKadLuDmgGhriAcuINFAqXhvt+7pdPaxwkltrHg+U//AO7AOZL25ZXIlEO2XgYVslpkppeFniJgEyRyS3av5KZFPqSAOYxaUChl3ZhuRsxHXEC4w7CeC+0WsrK7ietzuZqtXgEaZgwjgjZVSRI1IIVXCKWG41DUuliSaEaWLWUh1J3uK05aaa6IDFoB/wBLT7LOXZP2710Z9x7ZuCnERCOkfCMj921vqn/P7g/HfBJ4b9oT3RnPa5weU7skp+Zs1rW5X9/vh84F7POGOCIaiTIIJojmAD1BMpOtjLNMW2666iTfy0jpiUkKKRpQTfuyxGo25eXl6YiECoq6teJVgTRr3aEU+kD9lBfzY9oixb+V/g4jy/Mub/8A78R85r2zVFHFm9D289nlVk4WSWprvzWdYoUjUSa7+/8AiUKdRI2AFzti5tKqCwZtvNjbFbZj7OvZfUZTl2VJlMlPS5fRz5cEgKL3yVEaRSyOdJPelVU61IJI3uNsVY0Fw/J6ncr8GZaQekw2YDeiouHvaHnjSaHtn4KmjcjSy8FykH1BFfvhduGPaNDxBu2PgwkvYH8yphY2O/8AP/4viUcHcG5LwJkUWQZGZ/dhVT1TNK4u0s8zSyNZQFW7yMQFAA6AYkDoivDZpDqe27k9DhnQ4Y58SpunIJugU4BVhm9F278PU6Zhn3b1wFl9M0kdOtRU8HSRp3ssiRxpc5gBd3dFA6kgDngDJK3tyz8PmOXdv/ZxU5X3bSUuYQcLmSOeNX0SMNOYWAWQFLnqpxYnHfAfDvaPw1V8GcUJUy5bmCDvlinZH8LqylW5qQQDcb7Yh1D7M/ZZl+Z00kNDWvTQQCOOilnD06olfHWhdJW+nvUXw3tpFrXuTVfDiB3dy4q7Cjsum9nXYEZ+a/tIGrQDtn4M1d2x1fmTNyuNv5/hdeFvaUMrKO2jgu4UXP5kTb8//wBQxYfdp75GoZ7d0x+ub8x1vhZY1MxXVJsoP6Rr9fX0w4whtTWzDqnLNVTV0Hb3luZUeW5h2+9n9JWZm/c0UU3B0iSVcio7skanMLuQisxC3NgT0xtleU+0dWxKzdtfAcc8hN404OkkuwAvYjMLG3W3liRcZ9kXBfaBxFlnEHEceYvmGQBJMrmgr5YfdZO/SYuApAcl4Ibh9QsgsBc3a+yXsE4M7K6eiNBJNmGZ5dRR5eK+eONGKrBBESiIoEepaeMG25tdixuxh6N96mrirAjNujHHgtIeF/aTbvNHbPwUlnIP/iRMbnz/AOcMa03C/tJGMlO2bgtR3kgI/MibmHNz/wA4dTvizIFjbvbu4tIRs5F8aUiI0THVJtLINnI5OcS9ENpUQmHYKjKziTtnArsvyH2huy/Mc5pGq4xli8NGOQy0xTv4yWzHwFO+i1X+r3i35i8kpcg9oqeFPd+2vgVgUDaV4Lmaw5f/AIh5gj5HCeY+zP2YZvm2a8QvDmdPmOcO7VE8NXbxGskqSyqQVBMjgHbdUjBvpGHjsv7Jso7NlzWooMzqqoZoaVIUclVpKWCEJHCoub3czSs22p53NhyxE2HEvUcMOKkfGYWgtONNg3KPZzw37RyZRNJN2wcFvEIWLRjgqdbjTyv7/jj3iT/KCe0F2IcZZ72aVWX8G8SxZNXSxR1VTltRAxDWawWOosFBJsDqO/1uWPoZnManJ6h7sbQMbFiQfDytflj46+17lrZX7RfF8LDaaeCoUk3uHgjP43xSthhZCaQda0bEjF8ZwOz910BmP+Vj7V5MvWPLey3hKmrbeOaeWpmiJ9Iw6EfNzjmLtv8Aah7Z+3qoB494rkNBGwMWVUK+70UZDXB7pT42B5M5Zh54rmoICchgWky+qzWsp8voYzLUVU8dPDGObu7WUD52x56pOC9NgF9heA8r9obNuCOGs0i7WOEI0rstpZ40l4Qmd4w8AYBmFcNRANibC/Oww+vw17RQcA9rvBZJB3/Mybbcf/n8TnIcqhyLIspyaFmKUcEVKp1H6qR2BHl9XG2dZXHm1BUZY9bW0oqYmTv6WoaOaM3FmRxupvb0PIgjHQmQBdGdeJXLosy6+aUpXYFT1LmXbHmD0tVTdufZ7NR1yxrQ1ScLSN3zuwHdhRX8/HF/11w8Pw37Q3eMo7WeDNQUEn8zp9+e38/+OM5H7PHZvwxnVFmWVQZkklIEliR653QSRrRprIO+ploabVvY6NgLm9iMq98y3b6oP1jfmeuJYMu4j+ZyJVSamW1/l0PFrVWLcN+0P3rj+Vrg4HSCSODptxvYfz74/bhszik7b8gy2rznPO2vgbL6GjGuoqajhORI0Fh4mY11hzAxbLKpmZdTWCqb6jfcnr8sM3EPDOQ8W0RyriHL1rqKOojn7iRm0O6EMhcA2ezAEBri4U9Bi31cU7pNeJ91R62bwvAUrqa2vooNw3P2k0GfE8bdqvB9Xl0U5gNNS5N7pNUM0fgKyNVyBTrDDToJPdty5ifqGIa0jLZiDa2+/Pliu6z2eezKaaCekosxoZaWamkDwZlMSwguUjbvGYaCXYsBYsTckm2LBUBgdyLMRsxHXFmVY9oIeOdfVUZ6LDiEOhnkB6Llz2qGCdsvZQz3I05sDsD+pGMaSd3HHEF031X1FdRU36AXvy5419q9kHa/2Us7lFCZrc6tNgFj641ru5C91ThdWk3YggEDYcuvI79L8ueOd2/8RieHoF1fRT4RB8f1FB1+axRLITLIohbSZAhVRtcH5W5+gwwVU8rzujEFZrGPS2uxvuCT9XlyFh58zhWreRqmaGo8UJvyIHME2JGwHP7BgCQ6cwKGNFSRtZDabE7CxI+Q8vhjHXolvXVUUAAWMM+kFR5gL1uLXBt68xfEWaq95zHU8hABKoQ7b8haw2GwPMW3w/5tGrSSxRLcFBpttbxb7/A9PXEbWhEmZvGrMpYsbne/Mi56eW978/gIRVXK0VQ2mSOzAHcb/d08sewhUtKamQTEAiwBWwFt9t+v78ewIW2Xdwup0DgNJpW7FrDTbzta9/sOJXk8schBhe4VfF6357D+N8Q3LsxQwxROyOEbQnisdgPlcHUPlh/yp4YJjNEiqWJ1ADYmx3wITiy071pYeAXBTSCNOw3OJFkpECopRJB3gL3BJOwIJvy6fG+IjLVRPUSHXrN7lFBFuXM/v/HDxQVlVHEBBKraRdbiwA6beZ3/AIvgQpWndvUvIsQjZW3e/S32i1vuwnxE7DhuaSS513167eE6bfs/gYCgqkfVJfvTZdRHU3O4v0+N+luuPZ9KuYZW8MLOCFKqACLf4YEKP+xVIsva5xwztcfk2Hfcf6UDHZiBDKVv4QoIOr1PXHzw4D4k7TeyHjPO+IOC8iyqt/KsKU7jMA7BVUhrgIy2N9tzixE9qj2j/E68FcIkAAEd1U7f9rj2ti27KSMm2BFJvAnVtK5vpFoxP2naDpmAG3SBmaZCi7TjWMk6mNgdvEeWFoxGWYFjYEBfEeVhji2L2pPaSYak4L4OIv1iqNvT9Ljw9qv2klLf+JXBux3vFUbdP6XGidJ5A6z5LIboXajflb5rtmERkXZjzI+sRtfbC8AjK3djcEj655X+OOJovao9pdiVTgrgskHe8VTt6fpsZT2rPaaDlPzH4M8J3JhqfP8AvcRO0jkTrPkrTNELSFKtb5rt6nEbRRs7HUVBN3I3thWy+6sysxfuyQNRO9vLHEcftUe08kYI4H4Kayg7x1JJHn+mxs3tV+1AsJQ8D8FWtpJEVTcDlf8ATYhOkEkdZ8lO3RS0Rqb5ruXTEourG/8AbP78bSCJUBViTrQfXJ21C+OGx7WntRagi8B8FXIJFoKrl/8AvYVb2r/amusbcCcEqS39DVdN/wCl9MRG3ZM6z5KwNGZ4ClG+a7otCNJVz9YX8Z5fbhRhEGiCObFrN4zysfX4Y4V/5XHtR61iHA/AxI3Foqrp/vsYb2vvajuG/MXgeytuRDVW+f02IjbcodZ8lONHZ0Ztb5rvELD3ijUdJU3+kPmPXG9oROgDnSUYnxnncW6/HHCKe137U8hWQcCcDW07fQ1XI/770xhfbB9qhpyg4B4HBjuv6CqseR/pv4viM2zK7T5KUaPzn0t813haP3pRqbSY2O0h53Hr8cLKsHeHxm2kW+kPr644Nb2ufatWQStwBwMCFK7wVVrE8/03pjce117V/eX/AJP+BSTYEdzVG21/6b1w02xLHWfJSiwZv6W+a7wRYTKysx06Rb6Q+Z9cbRpDrkBc2DbfSHlYevxxwY3tfe1bG5J4B4ELNZdJhqtudv8ATfHGT7X3tWxlmPAXAe5vvDVWGw2/TYTteW2nySiwpr6W+a7wgETd5rc3DkD6Q8vtxrTCExMWZr95J/pCNtZt1xwgnte+1cilhwBwMQzbfQ1W9/L6bljeP2tvawRdJ4A4FN2J3iqidzf+m9cHa8ttPkk7Cm6jut813aghK3Zje5/0h8/jjSLuhFGzM2uwJu5vf7ccJL7XvtW2I/MDgZQOrQ1Q/wDfeuNF9r/2q1XSeAeB/ABctBVH/wB9he2JbafJJ2FN7G+a7kr1iOWzaXYt3LEeM89Plj5V/wCUBydct7elrIksuZZTTzE3vqZXkjP3IuLtPtce1RVQPCOA+BgrKU1CKpB322+mxzR7SPH3aB2k8R5VnfaHkeT5dWU0ElPCMtWRVdNQbxa2Y3BY/binaNoQJqBcYTWuxaFk2XMSUx0kQClKYFUhVD9X0xbPsicK0fFntEcC5dXRh4YczfMHBcEXpYWnS68x40XfkfkcVdXRBW+AxPOwDi3izgLtNy7ivgjLKCuzWgpql0irlZoirqY2J0MrbBtt+Z9cYsu5rIrXPyBFVvzTHxID2w8yCAvs1Isa90qs2ktZrOeVj6+dsauItQ8R02N/GfMeuOF5fbE9pk6C3A/BWxBAEFVve4/psJSe2P7SoezcE8FXHht3NT/8b0x7EW7J7T5LwD9GZ45Nb5ruOQR98oDNpKtfxnncW/bhJgneMus6QoI8Z57+uOHW9sP2lCFm/MXg7ZTsKeptzH+2tjD+177SovJ+Y3BzXstlgqee/TvsSt0gkhrPkq7tFLQOQb5rttxF3zKXNgot4zzub/swjpQ6gzEAN4fEfIY4gPti+0WCHbgnhEB7Af5vVEX3/wBrjMntd+0dGjSngbhEg2NhBU/Db6bEw0kkRrPkqztELSOTW+a7ZYISQzGw2HiPLAwCENrJvqIHiPLHFR9r72hhueDODrMdvoagA/C8v8Xwmvtee0IwJHB3B5F+fdVG3/a/LEo0nkBrPkq7tC7UPyt81L/a1mjg7WOy2eUMwSPNjz32SO1vuwDLndO6WYmFI9Lr9GSBcG4HUfZiuuIOM+1Htf4w4Z4k42yrJaGHIlqliFAJVZ1mQA3Ds17aF5WsL4e51qZWDyzBBYAqG8O97fC3O297jHibVmYc5OPjwvymnoAuj2DJRbOs+HLRqXm1rTeSU8yCKG8kNQgjY6yyuBq3P7vsHPDVXzLPPE8121MAxA+qRuL8vTl5YaKuuNPKIGj1AOdwu/rbfnb8cDzVUTU8ngGuNtlYNa431fs+3GethOU9THON3kVPifIWNunL78MxzOKOsYtISSb6jsDz2Nuvp8jveyAzJFXSoKl/CoAPMfrfjt6H5NtXSMzd60rqbawwts1+fqbYEIqtzNlqCyH6wFxuN/Pfn0x7EfqJpnaxklDKSD4b3G1t7W88ewIRuWVqN9Ru7YysxsNrhjy+Nj8d/PEipK4lgquqgrcAE9PPzFrYg2VzdxO8DDwWD2JJsSzbj7L/AG+uHtKl1U91HuNgBa/+GBCeJK+Z527t5hbzIG3W46c/+HPDvl+Y1NNIolcNrI1FgABttbkeh/x5YjFJIFn8DXC7Hpe2xPlexw5pU7sNNgw8W4t9vxwIUvgzEqQROztI1gAL78v3devTB8GaFQVmBIYErfk38ftxDKfMkJsPqgi4ANjfbn+2+HKnrO816iSkVt9VhbpbpzNsCFIHMZDGOOC4BAuNZvvyHXrthcTUtTTMskah9KoHC6tRvzsN78ult/TDRFWxzxDvFkNyPME9N7fLywtHK+tTSQI4JN2LAWNrW2/jb7BCkeVUdFGO8khUE7G/hBA6/H/Dlj1RLRGXQlLAWDD61wRfyPU+mG1cwqBTqTFGgbc6X5Xv6XONzVuhEhtcnlvvtz59cCE400NHFV/SQKwMmy7FrhQNrfMjrv5YLi2qHSPKERGAUMP1jfpsdtied/PDQawNIoU8lNr73J8/MYcqTNO7UBGG3Mrzv8BgQj4EpHMuulUwwlYwQw8TEA2IHIXFvMYysdMUeNqZB3j7s3S4FwoPMfu+WARWLItjLJqdtbkAgcrEC3x642aqemgMY1OWIJZ5LE7/AGC1zywIT1HBQ/R9zSxvYWLBtNvUbfwcKvBl9PNBEYUfXJcEm+kaSDv+tfy359NrRmXO2p4mDxO7SXsp3FiAbX5Afhjds2JnpoVp5jcPLrYAjSBY8jz8Q6cgfLAhSJqPLZahkSNBcFRoGyk8z5W2+7G8mV0CKjTxLIqNdbNc+mk725jnbkB6mOLmNSsokX6MLf8AVAvy6b7WON6vN5XkjRGAJa5fSQAPMj7sCFKzFlSq4gEGy/W0gkWAO4HW/wBmE2TK4tPgiMl1AY87nYH8MRuPNJpU0FyCDpHjOw89rX3wrTywiFCpRdYJIYXYG5+zngQpEqUU15EgCkX0AMAreW+9t7jnhUQ0MUy6aeyRqUVRc9AQenMDp64YY80F9ANt/qg3Ki9tx9v24T/K7mY3mJ7o6bhrW5b2+X34EJ0q4cqhnBliQsR4FLMLWubjpsOv29MZ97ydT/NkUWHNSSDfqfmN/PDLmNRNMiTUxYsCL6TzG/n/ABt8cAe/j3n3hmcHZRpPh0/Zv9v7yIU0SPLYad2eOBVJ8BVfEPh0+X7sJNNl6kosMetDuTc7gjY2/ixww09ZoDBiShGsAdP6vPf/AIYBr60pM8sQPg0EK2wG+/r1P2DAhTKi/J0rd4tLEusHSfrbc9v4OMGKiEpUpH9W9gN9yf3WufLEbizWp0o4BOk3J3sQfw5Yx+VHJtoFnAA23G538uuBCkMj5YqCNIl7w/VBAOnaxPTkbYo7tx7LM67QEyo8MU0cuYwyOqUuyNOZNNlBNgD4dr2BvzvzspswaVomQadtIF9/L4nl6c/ljGV5oI+L+H5XkbUMwpibjYfSLhrjRpITmAOcAVwhxNwpxTw9m8mS57w9mNDXxKWennpnRwvnYjcevLFo+yzkjT8Y5hWVVHL3SZW8GtotKiRpkOkN1OlT68x0x39nHDvD+Y9olBT59l1LWGry+rjCSxhgUujEf+qMVFxfk2TZHxZPQcPZdDRU0INo4AFVbne3lc4ypa0zHe2HdxK35uxGS0J0W/gBXJD+5UNP3cfurSx2A1EAm3QkjqSfLphNKHL6eSSX3dbFd0EZ23J2+8fLpgCprJpJDGCQFJbVe1iT5dd/ljIrngjMIe4GzNbc+R+Rt1xrrzyMlo8qkjSSOPSBcFCvhv128+f+ONhTZa0IHdRqpu6EbE89/wBl/hhojzCSNNc51xvy3Bub8zcADfpfn8Ma1GYnuVMspcMbBVUEWFzbVt5Hp5jkMCERVUWW61jdYmEVgAoXmDbfbzO/4eWlUtGgIWmWZEsSqryG/UjbfbDbU5ipQ6pmaOWzA6VsegI2+dz9vM4HpswkRXaqVkkc3C6rlbjYWHK+np188CEfW0eVSostOCTfTY7Ecr7W+fL9+EUy7L6dHRI41WQa/CgsNtztub/s+OG+XOo0VDKWQtZQTbSSdr9fTnvvj01ZpiRY5mLBQGI+s/hsNR+XPAhEtLGs7xxsCRa5Xo3mfnfnhqzKu93vKWkk0nfUD4dhy59fh9uBamvhEpgdbSHexYjTtYgn0+drj0wNJVQ1Ny1mCWNjyPI29cCFpVu8kKBKgrrI2B3O55n7v8eQLTRhu7jVpNezG2zCwvfp8v2Y0zOtZJ9KRlgL2HruNj/H7cB9+GRpnQIQLAWuSdvn5YEJNqcI5lkCKQGsCRdjsB/FxvjEdTGgMcpLDWd+fX7f454RM1ozGjASN4iL22v68+n34GrKrRZ5nB3Futxb9/4YELWtmUTFlDKxHi8K3Plz3x7AL1SljuNXNgbbemPYEIKOp95BKhHcoR4hyJFsPtHWxssZ7wWkS+7b26YhSRVpO0C+fM4WWCvK3WnB9NRvjP6+NnNags0nXy+6m9LPEjOsKqNv9bkt8Oyy6CO6Zbgcr8vK+2/LFaiHMwL+7KPiTjfuMzcbQxg+Vzc4Tr4Grmndlnby+6tWjmYqGNrhSVW/T4csHJXoCGdwoBuV1C/8b4psw5uo/QR/Mn92Mxx5s1yIUsOe5wnaA2c0dlnafL7q6DXIIwUfcm+xuBfBq1cbQxlpEADAC0lif8LYo3us0BuIFNuu9vwwoIM1a/0XLna/7sHaA2c/slFlE/MfL7q/YZldApeytYbN588dI+xTBTZ7nnFuV57TUuZUdBw7NPTRVUSyrFIJE8ah76W3O/qd8fPJIc1Gzwrcnbc3x2R/k0Y6+PjftFeriW35mz6Rvue+j2OHQ54RHhlOajjWcYTC+uW77pn4N7Ss94U4hoeIKp4c0oaWpjWrhzCNamnljJN0KvcKSoaxG+1xyxPuyTs6yXi+PjbtMzunebhLhCKoqxSxOYhWz2Z4qcFd0S2nURuAQNr3HJVRxXDVdmlZwbDwhleWVr57S5klXSmdpJokgqI2jkMrvspkQqFt9d732t1X7N871H+T87bMmiCnM6eqqaiSMG7CF6en0MetvopfsOHQ54RHXQNVc02JZ5htDiddMvuoS3aRngzM16ZnBCveaxRxwxCisDsnu9u7KWtcFbHe998Tntf4Cpso4L4U7aeDIXpsk4lgC1FOrkpQ5gtxIiEkkoxSRlve2gi/LHDTZfmzul4N79L47k7R5Vof8mZ2f5VWxIa+szn/ADWMtY3Wqq3LC+9tIIv/AFh54Rk8HgmmQrmnRLOMMtFczTL7qY8U1MMPsY8JcYRpBFnNVxFJBNmCALPIgarARpR4mA0LsTbwjyGGPLMqyfjv2bOIe0DOKKmjzzg/M4I6OvgRY3qYZjGjQy6ABKw7xmBa7chcDEc4ummov8m12eNLlNLmDjjCYd1UNKqDx5h4vo2Vr/O25xHuK+Fs24x9iag7ROBatuHsn4bzlqfiHhWFmajqat5IoxWrK15nc95B4JXkCgkIVC2KmcpkNVc1GJEnEnXTL7qKflZJVSL3hNLBTe977dL/AC3x0N7FFPl3EHaXmOVZtT02Y0UWQVM6U1TEksSyCeABwjAgMAxF+fiPrj5/L+WLau4jCjmbmwx1x/kyzX/y+577zGoQcIVmkgnc+9Um2I4VodI8Mpnv+yljWb0UMvvZbvunPsKzqq4k7VMl4R4lSHOMtzurNFWU1Ugl+jZT443I1ROpswdCp8POxODpsky3gn2gjwVkWamoyql4jhoiHcMXi79LxOeT2BKsDzI5dMUV2Acdy0fa/keTTcM0OV03EOYR5LPmuVvKmY0CVLiLvqWaRn7p1Li7KLldS/rY1zfst4h7Hfa8yrs8zDMBmf5K4uyplriCrVEMs0MySMN/EVkXVufFffDhPVF6mumf2SGzqOLScaVy+66W9pysq+Hu3HPMm4cZaGlhSjMNJSII0W9NEzBUXbc6jsOpOIjxPnDdqme8G5XlNLl651V0MWV1IpKaOnSar97mCM4QAajG0Vz6fLDN7YHGNJwn7Y/F1VX8G5XmELZbDSiqmNQ0sTzZQkayqqyd3qQuCLoRsDz3xVPsgyT5L7SHZ1nXEFGFy2TOfdUldToMzxlEsbWuryxE+Vweow506GvuYZ0zTGSBdD6SuquX3XSnbTHQdkefJ2WcLSd3Ll9LTy5vmdwlTVVMkYc6XtdIgrC0aWB3LaiBiM5N2gZHNwnxPk3EeW0Ndmc+WomV5hIg94jkFVE7xs365ZA1na7rbSDpY4rX/KBU2Yf8q3jBolASSLLil7//AHCAfiDiteGewXtL4s4Kz7tGyH8k1PDvDW2Z1hqyhp9gReNlDtsR9VWw0zpvljW1pv8Asnts9pY17nUrTVt8V2j7G60ufdqcmTZtS0tZl/5MqJfdKhVmj7wGMatDXFx5+uKio+IqufjCCR8wl71qiONi55p3t9G/NfTlzxj/ACa9JXUvtMSrNJDLEMgrgskZJDeOKxFwDb445iy6kzheMqR3SML+VIxf4yjB14XQ6mddaOziXllcgNW3xX0d7Qcm4d7auxKj7XOA8my7L874aDU3ENBRwLEhRBeRgiix03Ein/UZgSSoA59oc+rIeDcz05hIe6rqKJAXtoR46rUl+gYqt7eQO9sQv2O+3fM+wzteKcRlG4O4mf8AJuexMGZUQsRHUaRzMZY32PgaQDcjD17Wns/5j2E5nxNS5BAknCfEOcZZmWQSqxYLEYa7vICbWvGxAG5ujIb3Jw7rlWXwMs8UzqNIlxxpXLDPbrV8ezlxrwg2YU3A3aNlmXZnlfFktRlcVTVwh5aabREIlRzvGrd4y3XkxQ3FicVh2ycF552IdoFXkonZHopFqaCq1aPeKcm8b7fAq3QMpG9scpVMecx8KZUY41DjMq5gysQR9HS2t5HHaXEtDUe3R7Jq59DCsna52VxlahEDa8xpdNzYC+ppY49Q/wBtE6iwfCw5wRKtAx4oiyJhd4nCuxTHirPaul9pTgREqH93qKqopJIwfC0chsq26i9jblthq9rarrMk7eavKOHpGoomoaQx01IO7UyOm9lWwJJ8tzgfivLUzP2reyKBoX0Uz1VZK55XiiOkfHWUxFvbL40y3gv2zZM2zPg3Kc3p4sqpI3qJ2naan7ymZBMqq/d649WtbodwOtiKku5sJpeRkf3K0p9j4zxDGtv/AKlNHHfHC8QNkOapHQ0WZ0eWJRVc1FClOZZBNLplIjAGsxugYjmQeXSzfaUlXIOBuxvM8mEOXT5pwylTWyU6CNqubuaZu8lIHja7Hdueo+Zx89/yJny0ceYGgYU0sjwpMUbu2kQKWUNaxIDoSOYDLfmMdg+2LVLl/Y/7NPvHC2XZwV4Epy8dZLUIFtS0V1HcyIbHr122tiy2dDml1Mt6z32eWua2ue77qWdqfCGQ1/s78CdssdDTZfxBm1VNlmYLRxJBFVqkk6pL3aBVVwIQCVAvqJN8NVDwjm+T9g0Pahw7l4rajMs1qKOsrkj72TLaWJVKgbfRM76y0oAYKqAEB21Qn2quBM8rexvsr7W+Fc1qU4FzLL1oaLhicp3eQVJVmeOJkVe+VmSW8rgykoCzNcWhPs7e1P2wezSZqLIcqosy4fzaYVlTlOYK4jlb6hlhcWKMQunV4lOkXU6RhXToY+68JG2e57LzDUqx+He0WmgyLiDIuKBQZiK7J6mHLayshWerpKpgpGiZgXCsFKFSbDVfbcmfdjGUdnVV7LPavnnEOV0NTnGXtCIqx0UzQFlUUuh+aXlZgbEarkG+PVPGfs1+2PwdxLkadkkHAfaTQZRW5xllTSrEqVMsETSFTPGqd4Dp8SyJyJKm4uOVOCeJc3yvsS7SeEQigZ9U5JLo1HcQTTMfvZfsGB06G0IoQd6Rkg5wINQRTVt8UZVxRqLmcFbHwsb9b4RnrNUkfjIFmuTa6+XoOeKsalzIDelW3Qk/4YSalzA7mlNvRsR9oA6uam7LO3l91Z9aiFjI842UC/em3zt8MBU1YsWtDMrXuG5Drf8AaMV5JT5ivi92PwJ6YReDMDuKa4Hk2FE9XVzTTZtNfJWE7CRj9WxO1wANuQtyP+PTAktUKV0I8eoWtewvfYk+u2IGY67pRvceZx7TXA6WpXU+ow7ru7mm9n7+Slj1neRaoohc3VgTax5EfL7MDVEwA1EX09Bv8h54jyw5gx/mh+3Y41aOvW96J79d8HXt3NL2dvPknOdkbSzIhvvuR+3HsMzGoJ3pZPtGPYXru7mm9Q/1clcMPBlKWDGJr87cvtwZHwjTaRpUD0AxYX5KRl7ujp2YDdmY7/bhWLKAhUGEFrXC+Xyx5YzF7FenEIhV8vB4lBPdix5X3x48IwoO7igG3pizYstiVfEC0hHJByxstAgYqsXI8+eGdYTrirMcEKRdoQAepwVBwXAqlBTAg7fVxaEeV06IoAfvW39fsGMplyDVqVVA+sf2euG9Yqi5RVwnBVMFVDDcf6gFt8bjgil3LorNfcAcsWStAnhAvdtuXTBByeBApLJc9CLBR6nDTH1IukKrxwTTqp7unAY8jbni7vZj4z4N7Fcz4gzXPqXOaqXO8nkyzRQ0cTBGZ1IYs8y3Fl5Wwx/kqEnuw1zzJttY4W9xplXYNITyA2Hzw+HOGE4ObmookHpmFjsiqwrOAaCKfTlzzVEQ5PNCIm9fCGaw+eJr2Q57X9leZ5kEoVzLI+IaGTK89yx3KJWUsgIYBt9LgMdL2NrnmCcPIy0nW6obKbb7Y3ahRgI1j0gnc9CfIYa2bLTVqV0G8267EKHSdl/A7ztXwcZlKEsT3EmXymuC35BB9CT698L89uWH/tQzuTtJfIcmjonyrhfhWiTLcmy9SJGhhAUPK521zOVBY7A2A6XJy5US5doC9rgC21/M49JlqRhahmtY6VA64XrZpdGAKaYNSHHEhSXiHirgTNPZpyDsRiGeJWZNm75mauSgh7mQE1B0gCe4P043t0OBezfjbhbKfZ8407DOLIcxhhz+qXMKKtpKZZgsqmElHRnWwvTpY3P1m8hdlbL2McYcE2BuCOXP8TjSXLBFEImddaPv6XuR+AxK2ffeDt1PDJRmUbdunbXxVUzcEQd60cAZkDnRqULZRsCQCbG1+pxdvst8WcI9hvGlbxpxBTZzVGryibLFp6GlifT3ksLq2p5U/oztbqMR4ZWJGPhLkLsbcyeQH2DG/uCSpCJLRBQCWJ22P+GBk0Ybg9uYTokHpWljsim3gLKeAOEOOMn4yzE5vmS5LWxZktGlDDD38kTh40aTvm0rrC3IVja4tvcOGccRR8bdun8sfGYqYXGbUuYGGhgWXwQPGI4hrdeSRquq+5HLfCy8Psk2mUBNSjVcc+tsZbKA+tRGbIQPS48/v+7CCbIAa3LNIYFTeOdKeCK7fcx4G7YO1bNO0Khkz6hirxT2hny6FpEMNPHGdxPbfu7/ADwx8WZbwE/CnB3DPA8ecJUZNPW1mYVtXAlM01VO0NmjEcjkBVgQAkg+EHqcPYyoTgPI2gsShv02t+ONPyOoqLSRAgFtDdDzH42wrpwuLicz/wDU1sC6A0HAJTtHlyfttny3iDiqsTJ+LKakjoK6vlhd6TMVj2jlcRhpI5dOzWVlawI0cir+cOT8E9imcdivCTyZhLxPmKVedZr3bRRCFNGiGFWs7boCWcLsWXSb3GsuXxlkQxadQJa/S29vjYWxo2TU5lleaJ9N9I3ufj/HphvXXVLtZGaXq4oG6hqRvsy8TcF9iHHg44zyHNqkmhnoTT0NLFIRq0kNreVNjoPTFc0nBfDdLnkNf3uYe7wTLUd57hH3jOJNRXR31uQ56ufTrifLk6SDunRe8CFRta4tYfMW+7CCUEYnDT6n07sLc7f8b4b1txaGbMU7oSHF+sqtMw4AyiStD5ctRNE5LHvadYma++wVm6evyxbPG3aFU8d+z9w92T8QpPPmXDWarJSVTrqWWhSCREV2JvrQvpG31VXqDcCajjRZFhh0KzqyW/VNiQB9/wBmFJst72K+mMhbsrAW3I2JHyt9xwgm3Mrjngh0G9SurJV1W8IcMTZDBlyTZiaulmmn0tl8YjZpEiGnWJSdjHz077bYkvYRxnXdgPaVRca0ilsvYGlzaBTtPRsQXtuBqXSHW55rY7E4eXoIZVC93Ystibdee/4X9cA5tw1RVmXy5dVorxyeFgy7MrD9oxJDm7sRpyoiJBL2FpxqrE4b7YOyLtF7a5OPeHuJ2rJOH4apBCkBElqmpicWWQrc6adxsTbXvzxEvaGquAO2vtazfjnLa3OaRJEp6R4pcvhchoolU2Kz2PI+vPyxUWa+y9whm0kiLLPQMfpT7hpjZ999WpTfnzxPuA+Ccp4TyKDhrLRN3FG7aJZTqcsx1NqO29z94xfmZhjYR6M1rqKhaXxngvbRw1g4atVP3W3FuUdnFXwFwfwDw6mdiTKKzMcyzSuq6KFO+nqVgVe5jSZvCq06qdTA7X62Ep7ceJODO07gns64by6nzqCp4HyKPKHeqooVjndY4E1ArMxUfRHpfcYDq8kicR94qh1Y3B2s3oel8J/kpPCJIwFkXntb4/s2/DFLrpoQNf7KQS4qHbK80/Zvxjwjxf7M3D3YzmiZhR5nwxmJqoJYaZJ4aqMmawuXUoQJrdfqethEs+y7s+4r4G4L4XqKCty/OuH6KaknzQxh4JFeqnlWJ4x47L3uoSKSfE40HZgcMtpwxUKDuSSNzyv8/uOFhkwKM0Qux3sN7/C//H44DOOd+bZRIJcN/Ltqo9kfD+T9npzOr4fzSLNM4rcvqMsinhp3jgpoahDHM4MgR3cxl0HgAGvVckAYxwxwp2R0HA3EuXcWcLZlV8V1PdnIq6nm009Nb6xddQBB9Va42Gk74empEMeox7jdSfjuD6+v24UTK4ZVIsS3kbYaJkjPJPMEnGqqiTgKCzERCzDcKBb7MIydnlOqCSBAL7EHYHFtihhH+j8W3Mb/ACP7DjwoYHcpoO+91W33YaIuKdQlU43AEWnQKVjY2sOV8JydnasBogAt/rfsxcxyYROGiW6ty07jCgymAxK7nQvVzfb93zGH9PRJdKo5uA0APeU1jfY2wm/AsC2BpyfQ/sIxeM2RtGNThZIjyYC/4YCk4epWb6pAJudI2Py/j44QTFUXCqUPAkYGpIhY9LY1fgtVO9JbzIGxGLklyGAEhCWB3vy6YFOVMgITWo6jof2Yd09UvRlVA3A0BN+4Av5x3x7Fry5RG5ux0Hy0mx+GPYOnR0ZSoarkPcx8lO6jl88GRUjpd6hSQRsusAn1OPZXzX+2PxGDKz+fS/HGaXG9QLSuii0jEsqssaKnryAH7cLRUMEdu+kK36/rH0C4Mp+vy/DGkH8+f+yP24ZeNcEUCwiJI5Cq0UQ5jbUR6nC47tiTDRkxqL3tf+BjY/oJv7QwoP5k/wDdr+OGXyUt0L1MpdgRThdVrXub/vx6WEzTNGoUop8Rtz9MGQfWH92f24Fj/RD4L+3Db5NSkuhKRU0CuXlLMBclRtfyGMy9y7kpYd34iLbKfID9uNz9Rf7Ef7MJr/M3/tD8RhAa4pQ0FZhF11XexFkVRzHMn+PvxsaYurMblY+Xx/fvheP9B/0R/wB5cbH9DD8R+Jwl4pt0IdYJNFxJZSbaR0NsaSwamVWjW6G5JuPs38sFUH14v7w/iMJ1PJv7T/jhwJLk1ITUwQBXW5Iu1jvYi+/3XxtJRtIZnkhOuRRJuDZV5Df8B5Y1HJ/7s/iuHTMP0dZ/dR/gmAPIQQAmWnikIV9O24VQDsQbA/Db8MZhopJ1YAo4Ug3cHcC3X4i/wBwbS8j/AG/2DBMX/Nzf3a/98Ye55CSgTXJTVAIml1sw8ZAFwLnlv8T8yMZanqGWU6W/VY22tvf8cOMv84b/AKP4rhJ/rS/2R+GAPOCS6EO8Dzxwt3yxqWLWJ+tsdvt3wpQ0FQkkEr1SOIZCwj3sQGv+N8bj/Q/A/sxvH+lg/sj/AL2C+SCi6At+4lk1HuwTrKttuSSRf7vvx6rpJS8syEKNNgOouLX+77sGxfpP94P/AOwY0qeUn9lfwbEIea0QWhNo71YR3rFRFYMAeW3n8R+GEniZg8lwTMuoELzbc8/ngof83D+234YUpP0UHwl/AYmGFUUQsVK0sYmeMCR1AYNsb29euPVEZaCJrg9wnduRzUEnmPS4wf8A6nx/ZhL/AE1R/ZGGlycGgoAwuo8ViVsb3+sLDfby/ZjJhbSkElir+JCRtccvttb0+WCI/wBD/wBBP/bwjL/MF/vR/wCzhxeQaJLoKIli7vOcvSOI/TU8sZIPPa9vkVGA6eOkpqqZ5I2DSMdiL3BFtO/MbXHUHDkv/OtN/YfANf8ApZP70ficWYryRdKrQWguqlNcdSiqYyDyUgXBPkR/HTG/cRyIjohdNR7xCNw3Ui3XA0n6OT+/P4nBq/UqP7f78VnEsyVi6EJLTCmZbX080kVBcg78+R/j5YtPCysjx6b3VgdjfmMLt/M4f71/++cCQfzKp+J/9rDmvJFUXAl2m1BhIitrF22AP8euEQqKBo7w25FbagP240k5p/Z/fjZv0p/tD9mHg4VRcGSNidLfTR7P4bnnf9+NZVCp3ZSNmU+BwdLD4/Z8cK/+hSf28I1f6Ff7vA3vFNACyIiUBYkr/rbc/Ucr4RlkkBbS6s/VTtqGFqXlJ/YX8DgWfnH8DgaSSQn3AkJHWKNtKOEBubEnT/hjzMUTvEZWt4gCb2wi386b4n8MJx/o1/vT+JxKMkl0JUVELkrIirIdwSNj88I1HgNmVbHkSDthan/Rt/dnAMv6J/jhiWgWHTU10Dx+YCFhj2MR/o1+GPYSpSXQv//Z" width="258px" alt="How to Trade Options for Beginners"/></p>
<p>If the stock continues to rise before expiration, the call can keep climbing higher, too. For this reason, long calls are one of the most popular ways to wager on a rising stock price. Options are financial derivatives that give the buyer the right to buy or sell the underlying asset at a stated price within a specified period. Fortunately, Investopedia has created a list of the best online brokers for options trading to make getting started easier. Say that you think the price of a stock is likely to decline from $60 to $50 or lower based on bad earnings, but you don&#8217;t want to risk selling the stock short in case you are wrong. If the stock does not fall below $50, or if indeed it rises, the most you will lose is the $2.00 premium.</p>
<ul>
<li>If you want to trade options, you’ll need to understand the different types of options.</li>
<li>There are advantages to trading options rather than underlying assets, such as downside protection and leveraged returns, but there are also disadvantages like the requirement for upfront premium payment.</li>
<li>Topics covered include trading strategies, diversifying your portfolio, and market trends.</li>
<li>Options trading is known to be quite risky, in part because of how complex it can be to understand.</li>
<li>Whether an asset’s price will rise or fall from its current price.</li>
<li>There are also options-trading courses such as those offered on Udemy and Skillshare.</li>
</ul>
<p>A long option is a contract that gives the buyer the right to buy or sell the underlying security or commodity at a specific date and price. There is no obligation to buy or sell in the contract, but simply the right to “exercise” the contract, if the buyer decides to do so. When the buyer of a long option exercises the contract, the seller of a short option is &#8220;assigned&#8221;, and is obligated to act. Whatever path you decide, it’s best to look into the specific rules on the platform you use. Also, many paid brokers have customer support that can walk you through trades for free. So have at it and if you have any questions, please reach out. There are many investment strategies and opportunities to consider today.</p>
<h2 id="toc-0">Options Trading Strategies for Beginners: Learn Fast How to Trade Options for a Living</h2>
<p>Bankrate.com is an independent, advertising-supported publisher and comparison service. We are compensated in exchange <a href="https://www.bigshotrading.info/blog/how-to-trade-options/">How to Trade Options for Beginners</a> for placement of sponsored products and, services, or by you clicking on certain links posted on our site.</p>
<p>When you trade options with us CFDs to speculate on the option’s premium – which will fluctuate as the probability of the option being profitable at expiry changes. These are leveraged products, meaning you’ll pay an initial deposit upfront to open a position. Trading options in this way can form an important part of a wider strategy.</p>
<h2 id="toc-1">We make it easy to get started</h2>
<p>You have three options to purchase the class ranging from  $297 to $997. Each purchase point comes with increased bonus materials and online resources.</p>
<ul>
<li>It’s complete with easy to follow concepts, examples, and instructions that are easy to implement any time, any day.</li>
<li>An iron condor involves buying and selling calls and puts with different strike prices when a trader expects low volatility.</li>
<li>In the last lesson of this module, you&#8217;ll get familiar with the Option Chains.</li>
<li>We researched nearly 20 online finance courses before choosing the 10 stand-out programs to feature.</li>
<li>You may even use the premium from your sold calls to accumulate more shares of stock.</li>
<li>The covered call refers to a two-part options trading strategy.</li>
</ul>
<p>This means if you buy one call on Apple , you have the right to purchase 100 shares of AAPL at an agreed upon strike price and expiration date (or before if an American-style option). Some higher dollar amount securities offer mini-options which make them sell in smaller denominations to yield a more liquid options market. To make money from options <a href="https://www.bigshotrading.info/">https://www.bigshotrading.info/</a> trading, you’ll need to set price alerts and keep a close eye on the market to see when your trade becomes profitable. And you’ll need to be mindful of the risks and trading fees that can add up with various options strategies. While many brokers have eliminated fees for trading stocks or exchange-traded funds , these still exist for options.</p>
<h2 id="toc-2">Option Trading Platforms</h2>
<p>As the seller of a call option, you will have the obligation to sell the market at the strike price if the option is executed by the buyer on expiry. Then in part two, you&#8217;ll learn basic option strategies, as well as one advanced strategy that you can start using right now.</p>
<ul>
<li>Options are financial contracts that offer you the right, but not the obligation, to buy or sell an underlying asset when its price moves beyond a certain price within a set time period.</li>
<li>It’s the same contract if the ticker symbol, strike price, expiration date, and type are all the same.</li>
<li>When you place a straddle, you buy or sell a call and a put position simultaneously on the same market at the same strike price.</li>
<li>Potential profit is unlimited because the option payoff will increase along with the underlying asset price until expiration, and there is theoretically no limit to how high it can go.</li>
<li>The break-even levels only apply if you leave your option to expire.</li>
</ul>
<p>The investor would choose to write a cash-secured put when at-the-money or out-of-the-money and simultaneously setting aside enough funds to buy the underlying stock. The underlying security for the covered call cannot have a higher value than the strike price of the short call for margin requirement purposes. Not investment advice, or a recommendation of any security, strategy, or account type.</p>
<h2 id="toc-3">How Options Trading Works</h2>
<p>If you could buy a call option on the business, you could offer to purchase the business at $500,000 sometime in the next 5 years. Trading options has several notable advantages over just trading  the underlying asset. Try Benzinga’s Proprietary Options Trading Service and get SMS &#038; Email alerts. Like all investment choices you make, you should have a clear idea of what you hope to accomplish before trading options.</p>
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<h3>Can you make millions trading options?</h3>
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<p>But, can you get rich trading options? The answer, unequivocally, is yes, you can get rich trading options.</p>
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</div>
<p>Up-to-the-minute price data and professional, hand-picked recommendations. Benzinga’s options newsletter is your one-stop-shop for the day’s top stocks and options you need to be watching. Don’t spend hours guessing which stocks to buy — let the professionals deliver their picks straight to your inbox withBenzinga’s Stocks to Watch. If the market has moved above $120 by the option’s December expiration date, you can just deliver your Apple stock into the option contract when the option is exercised. Not only will you have made $2 per share or $200 on the underlying stock, but you will also have captured the $700 in option premium for a total gain of $900.</p>
<h2 id="toc-4">How to Trade Options</h2>
<p>We&#8217;ll let you know which options tier you&#8217;re approved to trade—either by email in 1 to 2 days or by US Mail generally within 3 to 5 days. Depending on the underlying security’s price and the time remaining until expiration, an option is said to be in-the-money or out-of-the-money . The price to purchase an option is called a premium, and it’s calculated based on the underlying security’s price and values. A call option gives you the opportunity to buy a security at a predetermined price by a specified date while a put option allows you to sell a security at a future date and price. Although using options expands the choices traders have to express a market view, they do have a few possible disadvantages you should be aware of. Find out how Andy Tanner uses the stock market to generate cash flow with safe, steady investing strategies – no matter what is happening in the overall economy. Depending on the exchange, stock option quotes may also include the current price of the underlying value.</p>
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" width="254px" alt="How to Trade Options for Beginners"/></p>
<p>The put option writer assumes the obligation to purchase the underlying security if the options contracts become assigned. Writing a covered call means selling the right to another party to buy a security from you at a specific price on or before the expiration date (American vs. European-style). By establishing a short call position, the writer of the call option assumes an obligation to sell the underlying security if assigned on the options contract .</p>
<p>If the stock closes above the strike price at expiration of the option, the put expires worthless and you’ll lose your investment. Options can be very useful as a source of leverage and risk hedging. In this sense, the call options provide the investor with a way to leverage their position by increasing their buying power. On the other hand, if that same investor already has exposure to that same company and wants to reduce that exposure, they could hedge their risk by selling put options against that company. Frederick says most covered calls are sold out of the money, which generates income immediately. If the stock falls slightly, goes sideways, or rises slightly, the options will expire worthless with no further obligation, he says.</p>
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<h3>Can you options trade with $100?</h3>
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<p>The short answer is yes. The long answer is that it depends on the strategy you plan to utilize and the broker you want to use. Technically, you can trade with a start capital of only $100 if your broker allows. However, it will never be successful if your strategy is not carefully calculated.</p>
</div></div>
</div>
<p>These details include time commitment, prior experience, the flexibility of schedule, and what you get at the end. For every online options trading course reviewed in this guide, we looked at four factors as the foundation for our selections. There are certain options strategies that you might be able to use to help protect your stock positions against negative moves in the market. Now, let&#8217;s translate this idea to the stock market by imagining that Purple Pizza Company&#8217;s stock is traded on the market. A Purple Pizza Co December 50 call option would give you the right to buy 100 shares of the company&#8217;s stock for $50 per share on or before the call&#8217;s December expiration.</p>
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		<title>10 Best Cryptocurrency To Invest In 2019</title>
		<link>http://www.platinumpolish.co.uk/10-best-cryptocurrency-to-invest-in-2019/</link>
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		<pubDate>Mon, 27 Jul 2020 10:56:26 +0000</pubDate>
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" width="254px" alt="xmr coin"/></p> <p> </p><p>Monero is also widely used for “cryptojacking,” or illicit cryptocurrency mining, where hackers infect computers and steal their power to mine new coins &#8211; a highly lucrative endeavor. Three of the biggest five darknet markets now accept Monero, Robinson said, though he added the caveat that bitcoin is still the most widely xmr coin used cryptocurrency for darknet payments. But details recorded permanently on the blockchain after bitcoin is sent and received can, in fact, give up clues that can be used to pinpoint those identities. This has become increasingly easy with the advent of firms that specialize in analyzing blockchain transactions.</p>  <p> </p><p>Both of the new transactions get mixed into ring signatures to hide the fact that you’re the sender. In general, there’s no need to mix in more than 4 addresses in order to guarantee anonymity. Stealth addresses solve a lot of the problems [...]</p>]]></description>
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" width="254px" alt="xmr coin"/></p>
<p>
<p>Monero is also widely used for “cryptojacking,” or illicit cryptocurrency mining, where hackers infect computers and steal their power to mine new coins &#8211; a highly lucrative endeavor. Three of the biggest five darknet markets now accept Monero, Robinson said, though he added the caveat that bitcoin is still the most widely <a href="https://www.investopedia.com/articles/forex/08/forex-trading-courses.asp">xmr coin</a> used cryptocurrency for darknet payments. But details recorded permanently on the blockchain after bitcoin is sent and received can, in fact, give up clues that can be used to pinpoint those identities. This has become increasingly easy with the advent of firms that specialize in analyzing blockchain transactions.</p>
</p>
<p>
<p>Both of the new transactions get mixed into ring signatures to hide the fact that you’re the sender. In general, there’s no need to mix in more than 4 addresses in order to guarantee anonymity. Stealth addresses solve a lot of the problems of traceability and anonymity, but one major challenge remains. Since the person who sent you the Monero in the first place knows about the stealth address , they’ll be able to tell when you spend those funds on something else.</p>
</p>
<p>
<p>On May 23, 2020, Horizen traded at $6.58 and had a total market cap of around $60.1 million. Horizen offers privacy shielded Z-Addresses and public T-Addresses that work similarly to Bitcoin. However, sending funds from a Z-Address <a href="https://www.forbes.com/investing/#b75ba7810bab">xmr coin</a> to a T-Address will show the amount received. Horizen also boasts a vast node network, which helps to improve anonymity. Verge made headlines when a popular adult website adopted it to start accepting cryptocurrency payments.</p>
</p>
<p>
<p>ZCash currently has 21 million coins in circulation and their payments are listed on a public blockchain. Zcash also provided users with the option of complete anonymity by masking details of transactions <a href="https://tokenexus.com/">https://tokenexus.com/</a> including the names of the payer as well as those of the recipient. However, unlike many other cryptocurrencies, Zcash allow users to receive a copy of the records of payments made by them.</p>
</p>
<p>
<p>While the transaction fees might have been comparable or less than those of wire transfers, they were still much higher than no or low-fee payment methods like credit/debit cards, Paypal, and Venmo. Monero solves this fungibility issue by automatically applying <a href="https://en.wikipedia.org/wiki/Foreign_exchange_market">https://en.wikipedia.org/wiki/Foreign_exchange_market</a> privacy to every single transaction. Even if Monero in your possession was used for something illicit in the past, no one can know that since Monero transactions are private. Bitcoin is the original cryptocurrency that started an entire movement.</p>
</p>
<p>
<h2>Market Wrap: Bitcoin Clings To $9,200 While Ethereum Transactions Soar</h2>
</p>
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<h3>Why is Bitcoin called XBT?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>&#8220;XBT&#8221; is a new abbreviation for Bitcoin that is starting to come into use, and reflects its growing legitimacy as an international currency.  The standard dictates that if a currency is not associated with a particular country, it should begin with an “X”, hence &#8220;XBT&#8221;.</p>
</div>
</div>
</div>
<p>
<p>Up next, we will see how Monero protects its receiver’s identity by the use of stealth addresses. The public key is then mathematically derived from the private key. The public key is then hashed to create a public address which is open to the world. So, if Alice were to send Bob some BTC, she simply has to send them to his public address. One of the more confusing aspects of Monero is its multiple keys.</p>
</p>
<p>
<p>Monero is an open-source cryptocurrency created in April 2014 that focuses on fungibility, privacy and decentralization. Monero uses an obfuscated public ledger, meaning anybody can broadcast or send transactions, but no outside observer can tell the source, amount or destination.</p>
</p>
<p>
<h2>Our Verdict On Monero Price Prediction</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="xmr coin"/></p>
<p>
<ul>
<li>They are generated on the Monero platform through a combination of a sender&#8217;s account keys and public keys on the blockchain.</li>
<li>Monero works as a privacy-oriented cryptocurrency by using ring signatures and stealth addresses.</li>
<li>Stealth addresses are randomly-generated addresses that are created during each transaction for a one-time use, and they hide a transaction&#8217;s destination address, as well as the receiver&#8217;s identity.</li>
<li>A ring signature is an anonymous digital signature that does not reveal who signed the transaction.</li>
</ul>
<p>
<p>And that is why, in last 3-4 years, it has developed a significant market share and is also being traded on many exchanges. A Europol official has confirmed that transactions conducted using <a href="https://tokenexus.com/xmr/">xmr coin</a> the privacy-centric cryptocurrency Monero can’t be traced, despite extensive research. If Carl sends Ava some money using Bitcoin, the transaction is visible to everyone on the network.</p>
</p>
<p>
<p>Let’s take a look at the top privacy-oriented cryptocurrencies, which have several built-in privacy features. They claim to offer enhanced security features that help to keep users&#8217; identities and activities concealed. Tony Monero’s own mining app is also worthy of mention as it supports a variety of cryptocurrencies and mining pools. This is in contrast to MinerGate which requires you to use its own pool with its software.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Where can I buy monero coin?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Some other exchanges/websites that you can use to buy Monero cryptocurrency:Bittrex: Supported pairs XMR/BTC, XMR/USDT, XMR/ETH.<br/>Poloniex: Supported pairs XMR/BTC, XMR/ETH.<br/>Kraken: Supported pairs XMR/USD, XMR/EUR, XMR/BTC.<br/>Livecoin: Supported pairs XMR/BTC, XMR/USDT.<br/>LiteBit: Supported pairs (XMR/EUR)</p>
</div>
</div>
</div>
<p>
<p>Bitcoin is the most expensive cryptocurrency in the world, the most widely-traded, and the most popular topic of discussion among fans of blockchain technology. <a href="https://tokenexus.com/xmr/">xmr coin</a> However, Bitcoin&#8217;s not the only kid on the block; and if you ask some, Bitcoin is flawed. Other privacy coins have been seen as too risky by some exchanges too.</p>
</p>
<p>
<h2>North Korean Hacking Group Uses Linkedin To Target Cryptocurrency Firm</h2>
</p>
<p>
<p>Monero uses senders’ unique ring signatures, confidential recipient addresses and Ring Confidential Transactions to enable privacy and prevent coins being spent more than once at a time. Explaining the move, BitBay said monero is being delisted due to its privacy features. The cryptocurrency uses tech called ring signatures that jumble up small groups of transactions to obfuscate individuals’ identities. And though aware of the propensity for cryptocurrencies to be used for money laundering, few financial national-level regulators have specifically addressed privacy coins. While other cryptocurrencies in circulation are actually pseudonymous, Monero is an anonymous cryptocurrency, which is why it has a gained a lot of growth and traction in the recent months.</p>
</p>
<p>
<p>Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or curation of CoinDesk content in all its forms. Given the recent boom in the cryptocurrency world, what better time than now to educate yourself about it?</p>
</p>
<p>
<p>With blockchain, we will have a cryptocurrency that is more stable and safer than any currency that has ever existed before it. To address this issue, Ring <a href="https://tokenexus.com/xmr/">https://tokenexus.com/xmr/</a> CT was implemented which was based on the research done by Gregory Maxwell. What RingCT does is simple, it hides the transaction amounts in the blockchain.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="xmr coin"/></p>
<p>
<h2>Merchants Can Reduce Transaction Processing Costs By 70% With Crypto Payments</h2>
</p>
<p>
<p>The move was likely a compliance push related to building a new banking relationship after being dropped by Barclays. As mentioned, monero’s privacy protections have led to other trading platforms halting support in recent months. For example, OKEx Korea dropped XML, as well as horizen and super bitcoin , in October. It said at the time it was reviewing a decision to delist zcash and dash as well.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.platinumpolish.co.uk/10-best-cryptocurrency-to-invest-in-2019/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Lexatrade Recenzje 2019</title>
		<link>http://www.platinumpolish.co.uk/lexatrade-recenzje-2019/</link>
		<comments>http://www.platinumpolish.co.uk/lexatrade-recenzje-2019/#comments</comments>
		<pubDate>Thu, 11 Jun 2020 08:51:42 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex]]></category>

		<guid isPermaLink="false">http://www.platinumpolish.co.uk/?p=15706</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='float:left;margin-right:10px;' 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" width="253px" alt="Lexatrade kalkulator"/></p> <p> </p><p>Wszystkie odniesienia nawiązujące do &#8220;Lexatrade&#8221; w tej witrynie odnoszą się wspólnie do Lexatrade UK Ltd, Lexatrade AS oraz Lexatrade Cyprus Ltd. Firmy inwestycyjne Lexatrade są w pełni własnością Lexatrade Group AS. Lexatrade UK Ltd jest podmiotem zarejestrowanym w Anglii i Walii w rejestrze handlowym Companies House &#8211; numer w rejestrze . Lexatrade UK Ltd jest podmiotem uprawnionym i nadzorowanym przez Financial Conduct Authority &#8211; numer w rejestrze .</p>  <p> </p><p>Wielkość kontraktu — Równowartość wartości obrotu na rynku Forex i CFD jest obliczana poprzez pomnożenie standardowej wielkości lota przez ilość lotów. Na rynku Forex 1 lot to 100,000 jednostek waluty bazowej. Kontrakty CFD i inne instrumenty są opisane w specyfikacji instrumentów. Instrument — Również określany jako &#8220;Symbol&#8221;.</p>  <p> </p><p>W przypadku otrzymania prośby o skan karty, dla bezpieczeństwa, prosimy przed wysłaniem o ukrycie numeru karty z wyłączeniem ostatnich 4 cyfr. Prosimy także o zamazanie kodu CVV na [...]</p>]]></description>
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" width="253px" alt="Lexatrade kalkulator"/></p>
<p>
<p>Wszystkie odniesienia nawiązujące do &#8220;Lexatrade&#8221; w tej witrynie odnoszą się wspólnie do Lexatrade UK Ltd, Lexatrade AS oraz Lexatrade Cyprus Ltd. Firmy inwestycyjne Lexatrade są w pełni własnością Lexatrade Group AS. Lexatrade UK Ltd jest podmiotem zarejestrowanym w Anglii i Walii w rejestrze handlowym Companies House &#8211; numer w rejestrze . Lexatrade UK Ltd jest podmiotem uprawnionym i nadzorowanym przez Financial Conduct Authority &#8211; numer w rejestrze .</p>
</p>
<p>
<p>Wielkość kontraktu — Równowartość wartości obrotu na rynku Forex i CFD jest obliczana poprzez pomnożenie standardowej wielkości lota przez ilość lotów. Na rynku Forex 1 lot to 100,000 jednostek waluty bazowej. Kontrakty CFD i inne instrumenty są opisane w specyfikacji instrumentów. Instrument — Również określany jako &#8220;Symbol&#8221;.</p>
</p>
<p>
<p>W przypadku otrzymania prośby o skan karty, dla bezpieczeństwa, prosimy przed wysłaniem o ukrycie numeru karty z wyłączeniem ostatnich 4 cyfr. Prosimy także o zamazanie kodu CVV na odwrocie karty. Prosimy pamiętać, że NIGDY nie prosimy o krytyczne <a href="https://lexatrade.com/pl/">https://lexatrade.com/pl/</a> dane takie jak pełny numer karty, kod CVV, kod 3D-secure, PIN itd. Jeżeli otrzymałeś podejrzaną wiadomość dotyczącą wrażliwych danych, natychmiast skontaktuj się z nami. Dlaczego moja wpłata kartą kredytową/debetową nie powiodła się?</p>
</p>
<p>
<p>Krok 2: W kroku drugim możesz wybrać metodę wypłaty, używając przycisku po prawej stronie. Krok 3: Wprowadź kwotę wypłaty. W zależności od metody wypłaty środków, możesz zostać poproszony o podanie dodatkowych szczegółów potrzebnych do realizacji daną metodą.</p>
</p>
<p>
<p>Witam Panowie jedno pytanie odnoście spraw podatkowych rozumiem że nic do naszych US nie przesyłają? Jak to jest u Was z tym rozliczeniem na Ticku? Wiem nalezy płacić podatki i muszę samodzielnie składać PIT8 bodajże. Opublikowano 28 lutego 2020 Brokerzy raportują dane dot.</p>
</p>
<p>
<p>Ochrona z tytułu Zmienności Szkolenia <a href="https://lexatrade.com/pl/">lexatrade</a> Online Forex i CFD</p>
</p>
<p>
<h2>Haratanie PipsóW</h2>
</p>
<p>
<p>Lexatrade z tytułem Najbardziej Wiarygodnego Brokera Trader czerwca z zyskiem 350% Oceny cząstkoweWiarygodność:2Obsługa klienta:2Platforma:2Oferta:2 duzo poslizgow, u innych jest ok, nie polecam</p>
</p>
<p>
<h2>Rodzaje KalkulatoróW Forex</h2>
</p>
<p>
<p>jest na 1 miejscu..hehe” Prosimy o dodatkowe uzasadnienie przed jego publikacją. Może być w odpowiedzi na ten komentarz.</p>
</p>
<p>
<ul>
<li>Poinformuj mnie o nowych opiniach i wpisach na forum dla tego brokera</li>
<li>Oceny cząstkoweWiarygodność:10Obsługa klienta:10Platforma:9Oferta:10</li>
<li>Niskie spready i prowizje</li>
<li>Od kilku miesięcy korzystam z konta VIP, niskie prowizje, nie zawiesza się.</li>
<li>Ogólnie bardzo dobry broker.</li>
</ul>
<p>
<p>Oceny cząstkoweWiarygodność:10Obsługa klienta:10Platforma:9Oferta:10 Od kilku miesięcy korzystam z konta VIP, niskie prowizje, nie zawiesza się. Ogólnie bardzo dobry broker.</p>
</p>
<p>
<h2>Wolumeny Handlowe Forex</h2>
</p>
<p>
<p>Całkowite koszty związane z transakcją mieszczą się w spreadzie. Z naszym rachunkiem <a href="https://pl.wikipedia.org/wiki/Broker_ubezpieczeniowy">broker</a> Zero.MT4 masz dostęp do spreadów już od 0 pipsa. Dodatkowo naliczana jest prowizja.</p>
</p>
<p>
<p>Nigdy nie inwestuj pieniędzy, na których ewentualną stratę nie możesz sobie pozwolić! Wszystkie treści zamieszczane w serwisie GPWInfoStrefa.pl mają charakter jedynie informacyjno-edukacyjny i nigdy nie należy traktować ich jako rekomendacji inwestycyjnych. Poszczególne teksty są jedynie wyrazem osobistych opinii ich autorów. Oferty brokerów bardzo często się zmieniają przez co informacje prezentowane w serwisie nie zawsze są aktualne, dokładamy jednak wszelkich starań aby tak było.</p>
</p>
<p>
<p>Najlepszy broker w Europie w tym momencie. Ciasne spready, <a href="https://lexatrade.com/pl/">lexatrade</a> dobra obsługa klienta, no i kasa na koncie na czas.</p>
</p>
<p>
<p>Niezbędnik Inwestora Szkolenia Stacjonarne Forex  i CFD Zarządzanie Ryzykiem Wybierz swój język</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="253px" alt="Lexatrade kalkulator"/></p>
<p>
<p>Komentując wyniki, Illimar Mattus, dyrektor finansowy Grupy, stwierdził: “W 2018 r. nasza Grupa była na tyle elastyczna, że mogła jeszcze bardziej poprawić swoje wyniki finansowe pomimo fali restrykcyjnych środków regulacyjnych, które zostały wprowadzone. Dołącz do dyskusji logując się za pomocą Facebook Lexatrade: Wpłaty i wypłaty w USD dostępne za pomocą przelewu bankowego Fatalne dane z Niemiec!</p>
</p>
<p>
<p>W zakładce &#8220;Główne parametry&#8221;: a. wybierz konkretny instrument z rozwijanego menu</p></p>
]]></content:encoded>
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		<title>KsiążKi O Forex</title>
		<link>http://www.platinumpolish.co.uk/ksiazki-o-forex/</link>
		<comments>http://www.platinumpolish.co.uk/ksiazki-o-forex/#comments</comments>
		<pubDate>Thu, 04 Jun 2020 16:49:11 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex]]></category>

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width="258px" alt="Strategie Forex dla początkujących traderów"/></p> #toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center; <p class="toctitle">Content</p> Jak Rozpocząć Handel Na Rynku Forex Zasady Jak Wykorzystać Strategię Ichimoku Kinko Hyo W Inwestycjach Kontaktinformasjon Czy Tokenizacja Jest PrzyszłOśCią Telemedycyny? <p>Suma, którą powinieneś zaryzykować i być gotowym na jej stracenie to suma, która nie naruszy Twojego budżetu, nie zrazi Cię do rynku po pierwszej przegranej walce. To znaczy żadnych oszczędności, kredytów, hipotek i tak dalej.</p> <p>Reasumując, dane strategie Forex MT4 są łatwe w zrozumieniu, ale mogą okazać się nieodpowiednia dla osób początkujących! Dobrze, pora kalendarz ekonomiczny na przyjrzenie im się z bliska. Pierwsza strategia polega na włączeniu się w nowy trend &#8211; trend spadkowy lub trend wzrostowy.</p> <p>Forex dla początkujących &#8211; Cena Bid i Ask Rozpoczynając handel na rynku forex będziesz często spotykał się z takimi terminami jak cena &#8220;Ask&#8221; i &#8220;Bid&#8221;. Jeśli jesteś dobrym obserwatorem zauważysz, że [...]</p>]]></description>
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width="258px" alt="Strategie Forex dla początkujących traderów"/></p>
<style>#toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center;</style>
<div id="toc">
<p class="toctitle">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Jak Rozpocząć Handel Na Rynku Forex</a></li>
<li><a href="#toc-1">Zasady Jak Wykorzystać Strategię Ichimoku Kinko Hyo W Inwestycjach</a></li>
<li><a href="#toc-2">Kontaktinformasjon</a></li>
<li><a href="#toc-3">Czy Tokenizacja Jest PrzyszłOśCią Telemedycyny?</a></li>
</ul>
</div>
<p>Suma, którą powinieneś zaryzykować i być gotowym na jej stracenie to suma, która nie naruszy Twojego budżetu, nie  zrazi Cię do rynku po pierwszej przegranej walce. To znaczy żadnych oszczędności, kredytów, hipotek i tak dalej.</p>
<p>Reasumując, dane strategie Forex MT4 są łatwe w zrozumieniu, ale mogą okazać się nieodpowiednia dla osób początkujących! Dobrze, pora <a href="https://pl.investing.com/economic-calendar/">kalendarz ekonomiczny</a> na przyjrzenie im się z bliska. Pierwsza strategia polega na włączeniu się w nowy trend &#8211; trend spadkowy lub trend wzrostowy.</p>
<p>Forex dla początkujących &#8211; Cena Bid i Ask Rozpoczynając handel na rynku forex będziesz często spotykał się z takimi terminami jak cena &#8220;Ask&#8221; i &#8220;Bid&#8221;. Jeśli jesteś dobrym obserwatorem zauważysz, że są one do siebie zbliżone: &#8220;Bid&#8221; oznacza cenę, po której można sprzedać walutę Jedną z rzeczy, o których powinieneś pamiętać, chcąc pojąć wiedzę o Forex dla początkujących jest to, że możesz handlować zajmując zarówno długą, jak i krótką pozycję.</p>
<p>Zakres danych: od 23 sierpnia 2019 r. Forex dla Początkujących: różne rachunki transakcyjne Wymagany minimalny depozyt oraz niskie spready powinny być ostatnią rzeczą o jakiej się pomyśli przed otwarciem rachunku tradingowego. Musisz zwrócić uwagę na to, jakie instrumenty są dostępne na danym rachunku, jaki jest model egzekucji zleceń oraz jaki poziom lewarowania oferuje broker. Musisz wiedzieć, że nie ma czegoś takiego jaknajlepsza platforma dla początkujących.</p>
<p>Obejrzyj również poniższe krótkie video omawiające aspekty tworzenia strategii. Wskazówka 4:  Forex dla początkujących &#8211; mniej znaczy więcej Jedną z bardziej praktycznych rad jest&#8230;</p>
<p>Używając dwóch strategii jednocześnie jesteśmy w stanie zwiększyć nasze prawdopodobieństwo zysku. Dla przykładu, jeżeli otrzymamy sygnał kupna z wybicia, to powinniśmy zobaczyć krótkoterminową średnią kroczącą nad długoterminową. Strategia ta może być używana <a href="https://www.google.pl/search?ei=oLtoXoyvLeGlrgT85b_oBA&#038;q=kalendarz+ekonomiczny&#038;oq=kalendarz+ekonomiczny&#038;gs_l=psy-ab.3..0l7.38332.38332..38626...0.2..0.79.79.1......0....2j1..gws-wiz.......0i71.YDqqWB7sbec&#038;ved=0ahUKEwiM_-XHmZLoAhXhkosKHfzyD00Q4dUDCAo&#038;uact=5">kalendarz ekonomiczny</a> jako krótkoterminowa strategia tradingowa. Pierwsze dwie strategie możemy zaliczy do &#8220;Forex day trading strategie&#8221;. Łatwa strategia Forex polega na prostocie, dla osób początkujących powinien być to jeden z warunków do wdrożenia danej strategii.</p>
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<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="Strategie Forex dla początkujących traderów"/></p>
<p>Admiral Markets UK Ltd jest podmiotem zarejestrowanym w Anglii i Walii w rejestrze handlowym Companies House &#8211; numer w rejestrze . Admiral Markets UK Ltd jest podmiotem uprawnionym i nadzorowanym przez Financial Conduct Authority &#8211; numer <a href="https://dowmarkets.com/pl/education/forex/szkolenia-forex/">Szkolenia Forex</a> w rejestrze . Siedziba firmy Admiral Markets UK Ltd: 16 St. Clare Street, Londyn EC3N 1LQ, Wielka Brytania. Admiral Markets Cyprus Ltd jest firmą zarejestrowaną na Cyprze, wpisaną do rejestru spółek pod numerem rejestru handlowego .</p>
<p>Kiedy czujesz się już komfortowo to wiedza przyjdzie łatwiej. Oto nasze darmowe porady, które pomogą Ci w tradingu. Możesz zawsze do nich wrócić wnaszej sekcji Artykuły i Poradniki. Dodatkowo na naszej stronie znajdziesz dużo materiałów edukacyjnych.</p>
<p>Kiedy pojawia się formacja, która znana jest jako wskaźnik Forex, ponieważ wskazuje, że istnieje potencjał do uzyskania zyskownej transakcji. Jakie są najprostsze strategie Forex dla początkujących? Są natomiast wskazówki dla takich strategii i systemów &#8211; nigdy nie miej na wykresie kilku wskaźników jednocześnie, nie zmieniaj swojej strategii co kilka minut. Im bardziej Twoja strategia jest skomplikowana, tym mniejsza szansa, że zadziała!</p>
<h2 id="toc-0">Jak Rozpocząć Handel Na Rynku Forex</h2>
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<p>Powinien skupić się na zarządzaniu kapitałem oraz handlu tylko z trendem. Trend wcześniej czy później wynagrodzi danego tradera a gra Forex stanie się satysfakcjonująca.</p>
<p>Dobre strategie Forex &#8211; każdy ich szuka. W tym artykule znajdziesz dobre i darmowe strategie Forex. Nasza druga strategia będzie opierać się na średnich kroczących . Simple Moving Average to średnia ruchoma prosta, która wygładza szereg czasowy. W skrócie, pokazuje historyczną cenę z X okresów.</p>
<p>Opanowanie pozwoli Ci podejmować więcej dobrych transakcji. Forex dla początkujących może wprowadzać pewien zamęt &#8211; każdy uważa, że liczy się tylko odpowiednia strategia tradingowa. Jednak doświadczenie <a href="https://dowmarkets.com/pl/education/inwestycje/inwestowanie-w-zloto/">https://dowmarkets.com/pl/education/inwestycje/inwestowanie-w-zloto/</a> traderzy Forex wiedzą, że psychologia odgrywa kluczową rolę w tradingu. Forex podstawy podkreślają to na każdym kroku. W naszym poradniku, jak grać na Forex, też nie moglibyśmy pominąć tego aspektu.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="Strategie Forex dla początkujących traderów"/></p>
<h2 id="toc-1">Zasady Jak Wykorzystać Strategię Ichimoku Kinko Hyo W Inwestycjach</h2>
<p>Nie ma limitu ile możesz się nauczyć i ile możesz zaryzykować.Forex nauka nie ma granic. Niewyobrażalna ilość informacji jest dostępna w Internecie za darmo: Szkolenia online z tematyki inwestycyjnej Wszystko jest w Internecie, wystarczy poszukać. Chcesz wiedzieć, jak masz się uczyć jeżeli jesteś początkującym traderem?</p>
<h2 id="toc-2">Kontaktinformasjon</h2>
<p>Jak czytać wykresy Forex Spread </p>
<p>Analitycy Admiral Markets na bieżąco publikują raporty, komentarze i analizy dotyczące rynku Forex oraz innych rynków instrumentów finansowych. Jeśli nie wiesz, jak analizować Forex,sprawdź nasze publikacje w sekcji Puls Rynku. Jest to jedna z ważniejszych wskazówek na rynku walutowym, niestety niektóre osoby często o tym zapominają. Dosyć łatwo jest zapomnieć o swoim planie tradingowym.</p>
<p>Admiral Markets Cyprus Ltd jest autoryzowany i regulowany przez Cypryjską Komisję Papierów Wartościowych i Giełd z numerem licencji 201/13. Siedziba firmy Admiral Markets Cyprus Ltd: Dramas 2, 1st floor, 1077, Nikozja, Cypr Kontrakty CFD są złożonymi instrumentami i wiążą się z dużym ryzykiem szybkiej utraty środków pieniężnych z powodu dźwigni finansowej. Proszę włączyć obsługę plików cookies w przeglądarce</p>
<p>Nie zapominaj o ryzyku związanym ze złożoności instrumentów finansowych, jakimi są kontrakty CFD. Przyjrzyjmy się poniższym wykresom. Zakup waluty z oczekiwaniem wzrostu jej ceny i zysku wynikającej z różnicy między ceną zakupu a ceną sprzedaży. Źródło: MT5 EUR USD, I poł.</p>
]]></content:encoded>
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		<title>Forex</title>
		<link>http://www.platinumpolish.co.uk/forex/</link>
		<comments>http://www.platinumpolish.co.uk/forex/#comments</comments>
		<pubDate>Fri, 08 May 2020 17:15:11 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex]]></category>

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" width="256px" alt="kurs dolara forex"/></p> <p> #toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center; </p><p class="toctitle">Content</p> Kursy Walut Euro PowyżEj 4,4 Zł Ceny ZłOta ZnóW Mogą Wzrosnąć Nawet Do 2080 Notowania Walut ZłOty Pozostanie Stabilny W KróTkim Okresie Dyskusje Nt Usd Czym Jest Pips W Handlu Forex? <p> </p><p>Darmowa pierwsza pożyczka do 500 zł do 30 dni Darmowa pierwsza pożyczka do 1000 zł do 30 dni Darmowa pierwsza pożyczka do 5000 zł do 50 dni</p>  <p> </p><p>Dzisiaj Stany Zjednoczone produkują 3 razy więcej ropy niż Iran. Zaspakajają w pełni swoje potrzeby i nadal mogą zwiększać produkcję.</p>  <p> </p><p>Nie martw się: ten artykuł poszerzy Twoją wiedzę na temat pipsów! Czym jest pips w handlu Forex? Pips jest skrótem oznaczającym „punkt w procentach” i reprezentuje najmniejszą jednostkę zmiany wartości pary walutowej. W przypadku większości walut, zwłaszcza głównych, pips oznacza czwarte miejsce po przecinku w kursie wymiany [...]</p>]]></description>
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5HgV98l1RsKhCA8e3nQIJ/s110uzMPQfi6VMs4S9k+AMrlUe1sZQxLMU1xc9k5ZvFo3K0LZUysjN0FsEYSuLKcgAv2vIwPyc6YgQydaEfqiNK1sz8j4LNK/0XS9dzLaNPbTuFdMUxJuuerQcLR14cPUjevdH6xHhqZZwlfQk1Y97IKIqIa48EPl4i4I52jmpP7m0WAnL7mFMrQzctW855dvR08ZDtKnGDXBxHLAiSQBeg5mq17hxoX6aPmqmE7Qq4Kv3lE5XmevzTOvWY/utjF4Wti8PTxdOmS0NhxAsCywn/qGyec8lVeVPdZZUsct7cjsxrpl4y62keNrONO9+UXsX49w++MGz85rraZTErnZfluXVO2xOx2XtvO1ytttXcSbB7Ovho6uROheHi7VGvqAL6xZNB16NA6vW1FHXb7fHpL48T48Hx9euvo/QTp+KJzjX1bvf0cHVoroYjG4RlR9TCUSx7s1y8ODZ1ygMbG4BMkAwIN1ymsIgTb99V8xXAz2qfF7h4/yxZ/uVz1nzcLsMRlm7jG0sgtvyx7oWPGPWjaDYgIsg/sEJXSUnItYOPczEvMAasGIcXTky0aEBGjfIRf8AZVGw7+381rly8IyUs0K7tG4nBEEGsa8RmI0baFo9DjJ/5VwMT3bqRp7kje+ov6L0H4dNTD4v47LLGB0nae7eY8SAYUks7MfG83rS4sYp+iPK/k20Ods1OvnTEeKEIPwemtBOTD2MUfnrZzbl491aAwdCTbnEktFaCFYLQgBUPwYoOtZMNzRUojoGLtU1rW3b4QtYqKZGaMmyE+ZAMKEIRWjnAhwSx16HyPxpEkXrDxj6SBuVs2LWyLwuPiHU313OothkmAbmJtPXc9Vo3Pm7KWyWRQ6smReFHdLOAaDYIM51tTc1xI+XoHuIRt1+D2xoRrw17kwse4JG6LeHLSsWmNdqcOgLboMoiEbA5A8eKEfHo1fF+WsXGYVltkSLpzcLQIY2THCvCKXo2L4mz0A+v14/t1uWrdtv3fGJlbdf4u2utY9axrQrWjHw7i8NdWUJ6uiiiiLxfCuqrsS34aRcXYZ1BsnS13TJazGChfsVai+FdVVY7GWdEuxbaVQlOF0yW7zJC9HB7a6gzsYVXaJzcdnwSAsPgxCo8ptOFqjtKZd50HoR8FIL9lRSq4oq4Niw8qI/GbT+bw9p9em3RVwbnlRH+ng+/VjmyiHeqxNgmISq3rSt8jZ/8G4hflN3xtUdpWMxaMHg5hcUW1C/jNHyXDwdQSsoGLuBYXnLMYL2cm7/AJvR2n16q+7YmczLzLxsiRlSoti2XDIkgFunYKk3zoB1jbkWhaCYACNAyce+s6OzqHVHNdAdfxPI9Fs4bC/EOdmdDWiXHWBppvJIA6mTABIt7C3rWS45guAt7nOjXzbYI17P6lQzLyfylu95MwVvIgHz+Nfu8HLYjLQTRzpaNaNaOsDr3NaNyo3dOQBIiIHO5LxtuW/eUKTF1FPMI1AdsrQQZAOja1rIFaFr8HaaF/k8OnjlFfFs21ayspZaMVN2iZ7DCJKNtADsTk2bnb6F6yaCDQ60emtFYe9rNBJ0t+by4Rpv9l0qOD7NqUrVjmdYSA3KQCZdGYZHcLQQ7dxPygOYZlX1ZloXE3iA5eJmuhVDk540YzQtEOxWMiNuf2/TXsUdZoGQnJ+eIyTE0X3PiLggmzOIuXMi4GJGzwLYe3aklZMI0EHrRxjak3Nz1dWZa+WjywoqKi2NxFcu3MsWQk37tkFbmSfECTaHXjr48eBHsDQNHoVCcwbmg7tzfy9ymiL4i5CbibmJMzLFoEKnEeNlGmWPA6Nfg6w7f7ddLsqjVr4tlV5lrAXkQ4gBt7yIMxF9ysGMxeEp4Y4PCt1Il8mX6/TEAEmQBFmskSCTpzUJfuTdtSt9lmoS9LYhZM7iWZzNsABIojUO+vOF000DIsaNa98G/oXVzSVs28h/CD70478KJo0NUaF9QetRta764LcmLclZEB2Ui5kWTsCmCOubkIRC0cfsLxqrLSd3Zlhd6crr+zKDIQ9v223no6XeRIQHQwAN02dIOtC9C9hoar18nr62S52PYSCBVZMgCMzTAFmtAzNMzYHKbTlXKgtsdFuZ1WwLMK44bIS0lIth5Ktj3DcMxFIQh3FxrUnimj3zvsR/XGB1UTs+TaZqSWVlmTFrwja4IK4ZyWvZiwCPZhfQ+sGj6i3b5qcf0ezqwsh7auaVjZPOCdOtlNZinRLc2MyRtI+JQjRFNOTX1axg6wiO3OemtnZSRcfd0tmcyWgFyTgcIt+5QzDgMwAOzrHua+Pf4/cH7FbpxlPB03YNxk0wYI17wtc10nlBsf8AjaRBcVTK435pteWXtoXO3Da8taLTmkq2fNDpCBAV7NYPDoX6uozmvYFvQmVeEhbtnsWZbCS2mInYCGjY80xRtB/UWDAgye2hdTmQi53puIH02NGvnW50eH2Pr1tPrak5Vk4i3z8JG70ZAHHzIPWIWPQv0681VaXMADrwefWNua6GDxdXCVabpOVrg6NjoDbmW2PMLRtK2rafW60dtbcgliOghAL5ojfGta9H/p1sP7Rtvp6KGu24j5XoRzVG/wBWiqbyyvK5bMy9t205+177W8gWI4gjltaOLwJlg3NohYFr3NzjpTel8XjfmWeYY5iNc22SNQSNAzctkJdmA7A1WhZ9C+oX1+OtFV+KbJdmvBO/I9LLfZ+H8R3/AHcDJmDc0g2c4MaQJvqNLcyLKXOoK3s5r273ImIiu8m0HozTjls3RiGZlUY4LGyQv0wg84f216EY+sqI5EwMWrOK6bUdwjJfem2f7HbA428lJc9B9fc3P8OugIi1HcAzbxEEdpHMWeGzatm8YEYAI9xCF1D7Gy0fxtxTF/huHAzi5GDBg6D0aHBCMWm2Rgvj+k/2VV1KoQH5vqvc6QbabWWzR7Xotw9fDBsMyAUxac2duZziN3NL55CALAKTP7St/C4oUfevC/E7+So7NFR/Nu1oBraI3g7SiVmbzESQKm7QetuTpEPXf/P9lSF/FXB3xQ+HTA/lf83o7NHv0gzXi7gRaODg84hARycVt0dHh64fPwdXr17lbLiTHF6+y840TdSe48qrAu7AwrlgMJERpAUrigpjYIwdjGgaD8mvk82NCP8AM8G+vlbWjaMPZkXhEQADCb7ZbjHbGWYi1r+PWsnKv2PsVBbxy2u+YjpdpB3NsTSVxgmWrg711rjEDGAfIPRx+bIvZ49X1n+JT7KWzrhsW0gwlzz+Ms+5yc+2Tr0DQsnVo6zf/P8AH+Va6qsyntFFFEQrgqprLfmC6ulGEBLutndL7QZpgDR6HaLq2F8K6rTL92MBbs2kwFr8Kn+4taN/gqD1EqlTRbNwzLnQw+DlwfjZpx7DtP1lMkTL3c+C1yf+YP31at4T0XHRSJN1PtcAM3oHZusR5se+uvbHv63L/s6CviCnPJ0+wBJNUucEIJsDj1oQtHt//wBrKabjSFVreGYm8SZIH3CxACbFRyUzIj7Ht6Qm7gty5dguYI1CJo2QUxjnPoQhCBr2i11HMvnUvjH43NKWXcjJ3c15PJnmzkQwmGDAawNRkQsnVr2AAblffF4zunNyLt7B6AkfaBn1xyCtQ9mh8chAMR/X2fOjfYqyZZ2zW7hdEwFflNHxLR2C6wsyvql0aW35XXUxJGEwraI+eoAXTsJOVv3EO8CFj0070fyVubg9kH76oLFZ02q3zCLk8uKn0XMto7nubpCHRsedr6vXr2e39Zo5fN79WciVYbPwXG10e3rHXMWXdiAzdyxb5mQ9+PbNue5byf3m3mhJCd0MBFmZCANB9zBC47QNGvDHQvHAmjwcldPA4fD1adStiZDBDQb2c4EtJgE5RlMwCdIBXJGsBTrMXukMvbBuNlC3EG4UmYmA/mSAZocig2pBrGM74g1+KjWtfxr99fBv1n3OrqRTlY0ul/bE4t/ebx9djpYkA/nE6zjHx+rBiBH9ypFbGX2XmXsJG2tbCGODJxIrPIEcm2x5A6wHQ4dOjr33RyesWv8A+KngnkU1CgAJlkAI06EIRs9CEexUVsRhWYT4fDsMkiXE/NE/SBaZ0k2A3lTlvJKjMC+xO2eEXak6tfSb7f0A7dfv1V2emVbzNW57EcN4yYj45oV7G3AHBANclDOEIMdl5z4iEaAGv3Fkq4IB6LBs7WO5wBwXJvuRG5266zkXQ1yEQTvnCvxom/1G51B6w4TGVez8T3+HEOAdB8Wlp16EquRr9b/2917z7aL2i7PnvsNfv0stt/5N/khOr8ad7+gH6UT6SpJz0epHwsD9kNKrbeixiv5UBR467/KH9LJWm2MpGXlzTK3b9FoPH6+lIfHvQmvX8aAa/MfXpkJ/hrSTvRuDDHX+VAPv1g8ciXNxBO+gC9G33+o3OrpoJ6PEifhWFadz0Q1LsuVoy+vNA1upHp7qOWrLOOgW/wAGbk+M/BsO3X9JVHZnSTxdz3/D9BymuWe2noQvYesOgGzXv+s2FdB2rIs+99sPpsCPCT00duuqGzYNHpz2joobwK0TJ7QIvQtG/sJN1r1/YH/l1hxWS5jnz/KV6b8MfzD8v5Wn/wA1abvLLK6CwmHPOf5MXJx/mBo/9yk9uTL3oFlgu1rg4PU4g0cf66pOKSZrUny+1x3/AG0UqteRZgt9gPpdqDc4NaPbXWwCA0mN+q86Dwpa8mXPfDD8trXBwO+PEHsI+mpBmvKGc2hgAtqTq0qlYrfcIa7Nt48Hr/Oeh7m/UxfyTPvliPLYPlfpo7NFR3OCRZnsrm47jBrJKROhG0B13lEG5UEiBb1RsTcrWu7My8LWYTToNsBOaOuMDBk3GB0ZcmwWMC1rHs0bhtZ1j9jWOneTF7XLmDZorium28YOQI7dBU2wwXwDJoSvf/q/21uyGZNmxrR89dSBtjGSwoJ6tDE60t3a9noQTQjg68e/wb/x04tW5I26YzpSNE8SJLk7RfO2xGy9oAixk3F4YY+cQuizp5RRRRF4vhXVXWJFRZz3Ss8XHnWu6pLWtyBC/Yq0V8K6qqxmLx0a7CBmDh5LpktAkIB7naIqrpixVXTFlFu6dhmxMp3tvwsZEikblloq3muImqMV+PPgAWvg9ACzr/uVEO5xuC1bSy/vKxrsZRQl5OSsnHP3i2YkIcRqDGOA6EYeBHUbmjlx4Ku64oaT2LDy6+/GzT1LXtP1Fc83FlU+/jPmt2UnuaQeYKBzxtaAYdMjYjBt2KMNGjbIOBqf3wHP2a66jK9Wp2Y/B09Wk1NTciGkeAEu6AOWfs+lhqlUsxTsrSNRqIM2P+4AtA0JImwVrZG2qkVqurkue24drO3TLOZmTbKbIx2CyY9QH+4BAEY+/guo3nJbkRe+ZuWuVHMm7VgQz+5ZtcccjI+wag2LQe3BoWjW6ONf+BVq29FSi0P9E49X5Xd+pa9p9SqnyzbS1+3M9zsVLuRMZ6ZBB25jsQayQzDnWg/m/lTpbk/6vYVj7OBoF+IzWptIFz8zhlH3AzOH9KxYyucTVdVcIzHQCwGwHQCAOgA2ReOTebUPbco3yxzFYXCR2yO0RG3k1am2e0Ro2gJEAUHQtGvX16D69Gjq/OVZeX1iWvatnx9sMYqJW2hULjArM2HrWMHV+x7lSHoSY/ph9/lMv3NaMHDynNXPwger8oO/Ute3X7lY62OrYml3dQixmwgkkReAJi8E3uZJtGACOaylbfg+dRPkSF/GHoNUdgemC4OD/oeB/ZUUsmIeX51Fa516jyh2LXsD+5TDoOY/px7/AJLX9xWqScoh3qrEylMBDQ/NXnwbiFo6TffG1D266JKGi+koT4NxH4UT5KDsD17Ax0ghq5Ge4Do8oO+MbXt1+5Xkkyd8/hfhQ4RyOierZdgf3KnV54ufPkqX2cmaIqL3PgvC/wCQClVtxUX0b/JuIX4679QD9LXTLmUhrR8JD/5bL7lLLbj3eEd/KRx+FO/Vsv0pf0dUFmni5c/ZRcGJPn7LN5FRfTEPrteM9fwAD2FMhRUXtUfBuF/sAClL1k8RMQ6F3Q7R1jr0GXYfUpqJk7WVPwkceh6tl9yjhwt4vXn4Kbn6lo2lBQ/QLbyRBfGfjao7ddURm7DR6O6oyqiwxrDAcsHWsSGqMEF5is5v9mtFXpakPL97zcmE4+8G39S17dfuVVeZFqOjd09ku/JIvFrGzuTQbQDc0AR7n0lYca4gzm+oDfcgfqvRfhpwbjHz/pVj920nuHmArsFBQepOuGgvQ+TI+5Sq2IOD6BY+R4Xg9Nqj2101FDy+1Tyzr3DDX2LX9xSe2IeXXb7EiJ16fcJv7Fr7a/oK2RZh4uXNefmdFm8gofvih/JELwPuBqj2EUhzaiYsFmc4aQEQsw5SJ0LbBGhYfHwb9O38NL98UP5cfebd+pa+wj6CkObMe+a2Yg726XQUDl4rcWlqhDrx8GgC+p9P3KOJAAJ9VLTMqWzuX9pXChw2lmC1pePRv3IkOjoQciMEIQpaELw2iNCBo0Y7nx+CpDDw0dBsAxMUzG1aA4BI9Cq3vDKicnGUywhrjS1VK3ECdA5cEcrNGrQMCOUG/wBoBa9Hm+sp3lHZMll7aA7YlJ0kuZu6dGwcrxXivHAi9fKvV4Vr5ccVcvvY/wBdQsqntFFFEXi+FdVXY7uRQe7Bgt9b1HfU+0LQ6QP2KtVXBVJ2rmHl5bkndkVceY8DDvh3Q+1tXMmABMdejRjoWvXUGIuJVX6aSpZPPpfQw+CDn8ZtPl4e0pLmJZDTNG3egLitGRQkZxvI5+ylUN3sY+H5t21OjfCZHh3/AKRaF60LWivJ7OHJs4WGwzftdflNov8AHoO0+vTP+GbJfQj/AI0Wp/rrX79ZGVXUXNqUrOFwRPv+/BUAHJUo9vvPOEsufyrfZdz05eMkp1GwV3QrIfRxiHWsHO32hezYmBr1kHwL0ax8ehFwMoktmxFpWpCWg5RHwJmsay1vAeYA1WgdfCEzfygQF5t827XB5Qdk35oCNaNp9evnMZv5O85iNnm5ay9nIDIvy814NgvrOOtmvjGVwGNpNbeTEwSQBMTbcgCwLjFoApkjf0Uw57L6EfA1z+3h/wDutCDfTOLVziu0DL8oO/5wB2661P4Zslxo6zOi1Pr9Otfv1pQ2cWUAG7kbjNu1gL547Jo6bao3Nuvf460g4ZTYbc1LWpxKvpnnUV8FDI8ofp4d/qD1v8+lv+THX+oIqLSucWUCzRpB5t2mRA3u0Wvppr1KNgff46315y5L+szotTR/261+/QuGUcPP18VJECFsQD6RW1d8toG/Gb75YDt10STuVwkoXRZi0eNE3OeA3+oPSGBzbyf2Lwa857aGvpN9uInWvbr9+iSzbyjI/iyAzntpYUOia19PNdzqD+/U5gXE5R5+6oQd2+nupgh1JbnwIL+2ApVbLuS6Nx+Bhvw138vD+lrrURm9k2TrP4bLa/11r9+ltt5t5PjjUDXnRbSPGne50617dfv1XMMvyjbf/KZY29FIHbuVRMRWizFo33WtCngOzpkh3JakaLMNxo+WAqIO828o+lYoiM57aMhG31r6da7nV/XpijOHJvUn/jfbK9Gj+fWv36kuAA4R58z1UgWiPRbFqvpbvfb8loueTlJ8vD266VT8M5kL+tK6D268Q4hQyowIwfg2a9uMevX9ikn8LWWaLL5uyzatrn/x4CRcAAEWjbrXo16+r6vlpQa97OI/hCY5/Wt1aD4vVruAC+sWBCNHHVn5XuILR57XG6zUalSg7NTMGCNtHAtIvzBIVuifS2tPJaBuP9PDSq3H0tjAsNVoGX1JOF+H26gwrzy+C2Ghl3RNroO3QMY0d8Y9hh5v0NfsYG+39HSqHvK0EQbYRO6FtVkVaEDdJ6ebgX1ev0/1ej/L+kXUtIym3Ln7qmW0K0Xj6W74YfRaBuB18vD7CKQZpyU13obPG0ShGSTjduZb8K9ijn4Os0enWsHNXKVjLQ43ec9rOiowfLMVc4D09Hv7laWZeZWWNwWvhFQmakE+fmlInYtWcy3Wc3lEG5gjl36qSMosFAEp1eVxZpxbCYxh4grt63uNuKKG3jFmS9jtmBa0EXr5B9Ys6Ntybmj+/UgynkrvlrUbuL7aLBLpKYa14tcWu2QgmOgiA8Y0cnoL8NfKZzXg4RlNyruMluZ29MjhpIuLVCBttoMBOdY4kWjDmqEHRtCfk5F+xT2xr3t3MGBRdNsvEuow53QAGw+ImwOsC1o9zlRjRZlI6KKKIk9xyDphByD1mVCHQGyyDWtqQ6ELwRj8Yx9Yv4uBG/j/AG1UlhyS7in4lu/sSKbmmYfCdnGzqGdYLBIk5OXZnPyj39oTqPOIRhr9Zoq89Hz0aPnoioC9HhWOYMpBPMro7G3Ia38JlhLIgDulJkh4bNA8Bg8/ubmxR4dz83JhUtetXIMvIq4mmXdvvppx0as7McduDQQ4UHxQjRr6sa1r/uVZ+j56z0fPRFz9Zsod0W3I1xY8ON1KTUumQwJbbwaDNEEPiNyhZsPFdfxaD+cWRaEaEeGvncLyWZ5owVtOMnIFxAInTp6RFGGwxbt0sQbM+tCNGC+Uxxr5dzZjroXR89Gj56IqDxmlpy1aXMO0bdXIu5XBiAJLSeIGYGB9n1jbFG3adWPjXrQjZo+pWFkyeL7G1451YcMEk0aVLJjVbjoaDDGc+zOhZ/MbTcWgBu0JwbOr/wBHz0aPnoi5ywn5UuZ8XBFyyhn9st5OSGeWRb7sK22wbrGP0NmTj0bTgXr3EI0I2jwrqRPkme9I2x7ZcTuOCyiEaAOABevxTgRbXQtwhejDXs/Dv+nyY1eOj56NHz0RU7ZaWbm9X1vCy5atYdMaCcEUsKsJmz85toduci9Y1r1r19T4EYoWj0KSuXcuHMIME+ywhW0WydP8WrwEGY+sCAcoz4bPc3FkQNaPTWfq/Nkq/EI5K82KNeuiKlIlzMPcvrYuJOVkB0pJPCN5Bv0MsIxg0HRt0IxRtEIXoDx+rXS/L+QMUthw7nLeJaimGz4k0AdvnRzM6OuwcIMvcQBaxo6sm/14ODgq/NHz0aPnoi5xjpyRkL8NHmsCGwh47pLmUim1XqNGz2nKRaOAiELQhHtm22BB7Ot485KDy/tCXaZewLW4ZzWNyzdW462OoaCflGghGo/THiRC8d9CNHKvlR0AtHLVL53XDmPFPo1FgQ9zO1tgkem6LagWA6+dAQEB1kw4NCzr5B7/AIKIl9kvjPpKzIh/lrGCazMMc8ttII6SNnaN/abcmGjYL7NfWb46RwtxTsldsq3mMtYVo2iUSXMpVFqSCBm82tB9HrNCxoARHnFkRtB7lOGly91CPoV49tCFMhycCJNigSEYth84Ok5NpzrsEBXyaOTWStm/L/z0HduMXlpl4p3FczBjg8k47kGg5OsJv7dC9wPKjRs/OY8foURfSTmJOOyaj79jckxv7nKzaKJDt4lGCxEx5ErXs+PFA99ejj4MKbWQ3i5G5rhtwmU44eCt9DQEK+eR6PKQyDXtCIIr0N0aOTHf/KvjRWna1390Fjdg4q9sr4pvEOG3Jg/jZHabEmG05Vr2n9SNz3+MlRODvDux3QcV3Llfa8crmpMV4NCc6NiRGhGtCOdIHr4yIQte/wAGsejaEIs52dmGUvczkWQIpZ3ATDePg1tIbHFBmh1j52dfL57QgY160emRA/QISryTaNq8uC+9yL1Jx5NfMg8vF9SqpiLxz+jbnUwvDL9q4iH0k0bMn0SLVzYBCLQTnQ9utY8UI0L5d9HWVeSeCiKOy9i2fPakzVtRkhgRyN2vnLVC9R0aOs+v1aPsVvREFDwTbBlExjVk3wIQmIWwUBHtFr1kXpR6S17/APb+emlFERRRRRFnWFFFERRRRRFlh8VYooooizrCiiiIrOiiiLCs6KKIsKzoooiwXRo+eiiiLzQP2MKNA/Ywoooi90fPXmgfsYUUURGgfsYV7RRREUUUURFFFFEX/9k=" width="256px" alt="kurs dolara forex"/></p>
<p>
<style>#toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center;</style>
<div id="toc">
<p class="toctitle">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Kursy Walut  Euro PowyżEj 4,4 Zł</a></li>
<li><a href="#toc-1">Ceny ZłOta ZnóW Mogą Wzrosnąć  Nawet Do 2080</a></li>
<li><a href="#toc-2">Notowania Walut  ZłOty Pozostanie Stabilny W KróTkim Okresie</a></li>
<li><a href="#toc-3">Dyskusje Nt  Usd</a></li>
<li><a href="#toc-4">Czym Jest Pips W Handlu Forex?</a></li>
</ul>
</div>
<p>
<p>Darmowa pierwsza pożyczka do 500 zł do 30 dni Darmowa pierwsza pożyczka do 1000 zł do 30 dni Darmowa pierwsza pożyczka do 5000 zł do 50 dni</p>
</p>
<p>
<p>Dzisiaj Stany Zjednoczone produkują 3 razy więcej ropy niż Iran. Zaspakajają w pełni swoje potrzeby i nadal mogą zwiększać produkcję.</p>
</p>
<p>
<p>Nie martw się: ten artykuł poszerzy Twoją wiedzę na temat pipsów! Czym jest pips w handlu Forex? Pips jest skrótem oznaczającym „punkt w procentach” i reprezentuje najmniejszą jednostkę zmiany wartości pary walutowej. W przypadku większości walut, zwłaszcza głównych, pips oznacza czwarte miejsce po przecinku w kursie wymiany dwóch walut. To miejsce dziesiętne może się jednak różnić w przypadku niektórych par walutowych.</p>
</p>
<p>
<p>Wartość pipsa jest ważna, ponieważ pomaga w zarządzaniu ryzykiem. Na przykład nie da się obliczyć idealnego rozmiaru pozycji, nie rozumiejąc wartości pipsa. Nie rozumiejąc pojęcia wartości pipsa, trudno jest inwestorowi mierzyć ryzyko i zarządzać nim. Załóżmy, że masz rachunek handlowy denominowany w euro i chciałbyś obrócić 1 standardowego lota EUR/USD po kursie 1,20. W przypadku EUR/USD 1 pips odpowiada 0,0001.</p>
</p>
<p>
<h2 id="toc-0">Kursy Walut  Euro PowyżEj 4,4 Zł</h2>
</p>
<p>
<p>Nie jest za to konieczne posiadanie konta walutowego. Większość platform przeliczy automatycznie złotówki po korzystnym forexowym kursie (ale warto to sprawdzić przed przelaniem pieniędzy na wybraną platformę!). Znane platformy Forex legalnie działające w Polsce to m.in.: Właściwie wszystkie platformy Forex umożliwiają również handel na kontraktach CFD, czyli akcjach, giełdach, towarach i jeszcze wielu innych instrumentach. Od strony technicznej.</p>
</p>
<p>
<p>Zanim dojdziemy do omawiania pipsów w kontraktach CFD, porozmawiajmy najpierw o kilku ważnych sprawach. Czym jest kontrakt CFD? CFD jest to kontrakt, który pozwala traderowi handlować i wykorzystywać zmiany cen aktywów bazowych bez ich faktycznego posiadania.</p>
</p>
<p>
<p>Jaka byłaby wartość pipsa dla standardowego lota w tym przypadku? Zastosujemy powyższy wzór, ale wynik pomnożymy przez 100.</p>
</p>
<p>
<p>Mogliśmy w końcu użyć tej waluty podczas naszej podróży. Jednak co wpływa na kursy walut i jak są one określane? Kursy walutsą określane zawsze za pomocą par walutowych. Znaczy <a href="https://www.google.pl/search?biw=1280&#038;bih=654&#038;ei=HBHVXYqBIfKrrgTpur7AAw&#038;q=forex&#038;oq=forex&#038;gs_l=psy-ab.3..0j0i67l2j0i131j0i67j0l5.164473.166639..167253...0.0..0.217.551.4j0j1......0....1..gws-wiz.2mxGZi-AYvY&#038;ved=0ahUKEwiK_-aixvjlAhXylYsKHWmdDzg4ChDh1QMICg&#038;uact=5">forex</a> to tyle, ze cenę jednej waluty możemy określić tylko w kwocie innej waluty. Dla przykładu korzystając z kantoru widzimy zawsze ceny innych walut w połączeniu ze złotówką.</p>
</p>
<p>
<p>Proces ten można stosować do innych walut, takich jak EUR lub nawet dolar australijski. Wartość pipsa w przypadku innych par walutowych Być może masz rachunek denominowany w USD, ale handlujesz parą walutową, która nie obejmuje dolara amerykańskiego.</p>
</p>
<p>
<p>Za każdym razem, gdy handlujesz parą walutową z dolarem kanadyjskim jako drugą z walut w parze, wartość pipsa pozostaje stała. W takim przypadku standardowy lot ma wartość pipsa równą 10 CAD; minilot ma wartość pipsa równą 1 CAD; a mikrolot ma wartość pipsa równą 0,1 CAD.</p>
</p>
<p>
<p>Dużo mniejsze ryzyko inwestycyjne. Możliwość <a href="https://pl.investing.com/economic-calendar/">kalendarz ekonomiczny</a> wypłaty środków w każdym momencie.</p>
</p>
<p>
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<p>
<h2 id="toc-1">Ceny ZłOta ZnóW Mogą Wzrosnąć  Nawet Do 2080</h2>
</p>
<p>
<p>Obrót produktami opartymi na dźwigni finansowej, takimi jak CFD, niesie za sobą ryzyko straty i może nie być odpowiedni dla wszystkich inwestorów. 83% rachunków inwestorów detalicznych traci pieniądze, kiedy handluje kontraktami <a href="https://levyoto.com/easy-markets/">kurs dolara forex</a> CFD z tym dostawcą. Obrót takimi produktami jest ryzykowny i może skutkować utratą zainwestowanego kapitału. Prosimy o kliknięcie tutaj, aby przeczytać pełne Ostrzeżenie o Ryzyku. Wszystkie metody płatności</p>
</p>
<p>
<p>środa, 16 Wrzesień, :00 czwartek, 17 Wrzesień, :00</p>
</p>
<p>
<h2 id="toc-2">Notowania Walut  ZłOty Pozostanie Stabilny W KróTkim Okresie</h2>
</p>
<p>
<p>Wiem, że po przyjrzeniu się temu przykładowi docenisz dokładność, jaką zapewniają pipety. Pipety zapewniają <a href="http://artmandjs.com/deflacja-to-za-malo-zeby-rpp-sciela-stopy/">kurs dolara forex</a> inwestorowi większą dokładność niż pipsy. W poprzednim przykładzie strata wynosiła 7 pipsów.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="kurs dolara forex"/></p>
<p>
<p>Widząc kurs dolara załóżmy na poziomie 3,80 zł widzimy wartość pary walutowej USD/PLN. W tym zestawieniu wyróżniamy walutę bazową oraz kwotowaną . Tak zapisana para walutowa zawsze określa wartość 1 jednostki waluty bazowej wyrażonej w walucie kwotowanej. Weźmy inny przykład bez złotówki. Kurs EUR/USD, czyli wartość jednego Euro w dolarach, który w ostatnim czasie waha się w granicach 1,10 USD.</p>
</p>
<p>
<p>Obecnie polscy brokerzy mogą legalnie oferować dźwignię 1:30 na najważniejszych parach walutowych oraz 1:20 na pozostałych walutach, złocie oraz głównych indeksach (giełdach). Pozostałe instrumenty finansowe obowiązują jeszcze mniejsze dźwignie. Profesjonalni <a href="https://www.google.pl/search?ei=oLtoXoyvLeGlrgT85b_oBA&#038;q=kalendarz+ekonomiczny&#038;oq=kalendarz+ekonomiczny&#038;gs_l=psy-ab.3..0l7.38332.38332..38626...0.2..0.79.79.1......0....2j1..gws-wiz.......0i71.YDqqWB7sbec&#038;ved=0ahUKEwiM_-XHmZLoAhXhkosKHfzyD00Q4dUDCAo&#038;uact=5">kalendarz ekonomiczny</a> traderzy mogą w Polsce korzystać z dźwigni nawet o współczynniku 1:500. Kolejnym instrumentem niedostępnym w kantorze, a funkcjonującym na Forexie, jest gra na spadek danego instrumentu. Jest to tak zwana gra na krótko, albo shortowanie.</p>
</p>
<p>
<p>Wielkość w lotachJednostki waluty bazowejWolumenWartość pipsa w USD1 standardowy lot ,01 pips=10 $1 minilot ,11 pips=1 $1 mikrolot1,0000,011 pips=0,1 $1 nanolot1000,0011 pips=0,01 <a href="http://hadsons.pk/wykres-ripple/">http://hadsons.pk/wykres-ripple/</a> USD Obliczanie wartości pipsa i wielkości pozycji — z przykładami Jak już opisaliśmy, wartość pipsa pokazuje, w jakim stopniu ruch pipsa przyczynia się do zysku lub straty.</p>
</p>
<p>
<h2 id="toc-4">Czym Jest Pips W Handlu Forex?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="kurs dolara forex"/></p>
<p>
<p>Użytkowanie serwisu oznacza zgodę na wykorzystywanie plików cookie. Więcej informacji tutaj Znaki towarowe banków są własnością ich właścicieli, a na stronach Serwisu zostały umieszczone jedynie w celach informacyjnych 4,1329 4,1368 4, ,08% 4,1385 4, :59:29 CZK/PLN 0,9089 0,9092 0, ,14% 0,9105 0, :59:59 USD/CZK</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.platinumpolish.co.uk/forex/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Wiley Trading Ser</title>
		<link>http://www.platinumpolish.co.uk/wiley-trading-ser/</link>
		<comments>http://www.platinumpolish.co.uk/wiley-trading-ser/#comments</comments>
		<pubDate>Wed, 29 Apr 2020 09:02:32 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex]]></category>

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" width="254px" alt="Review The Daily trading Coach"/></p> <p> </p><p>Deliveries to destinations outside Australia are made by DHL courier, and cannot be made to post office boxes. Charges for international delivery destinations are available below. For international deliveries we will hold your order until we can send you all your items at once. If you have not received any information after contact with Star Track, please contact us to confirm that the address for delivery logged with us are correct. We will then contact you with the appropriate action.</p>  <p> Books By Brett N Steenbarger </p> <p> </p><p>My one gripe with the book is the Wiley Trading internal book template. They https://forex-trend.net/ make all their books look the same and I really don’t like the design.</p>  <p> </p><p>It is positive reinforcement instead of &#8220;yelling at you&#8221; reinforcement. Find all the books, read about the author, and more. Please be aware that [...]</p>]]></description>
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" width="254px" alt="Review The Daily trading Coach"/></p>
<p>
<p>Deliveries to destinations outside Australia are made by DHL courier, and cannot be made to post office boxes. Charges for international delivery destinations are available below. For international deliveries we will hold your order until we can send you all your items at once. If you have not received any information after contact with Star Track, please contact us to confirm that the address for delivery logged with us are correct. We will then contact you with the appropriate action.</p>
</p>
<p>
<h2>Books By Brett N  Steenbarger</h2>
</p>
<p>
<p>My one gripe with the book is the Wiley Trading internal book template. They <a href="https://forex-trend.net/">https://forex-trend.net/</a> make all their books look the same and I really don’t like the design.</p>
</p>
<p>
<p>It is positive reinforcement instead of &#8220;yelling at you&#8221; reinforcement. Find all the books, read about the author, and more. Please be aware that the delivery time frame may vary according to the area of delivery &#8211; the approximate delivery time is usually between 1-2 business days. Delivery  with Standard Australia Post usually happens within 2-10 business days from time of dispatch. Please be aware that the delivery time frame may vary according to the area of delivery and due to various reasons, the delivery may take longer than the original estimated timeframe.</p>
</p>
<p>
<p>With the review of this book, we’re cheating just a little bit. That’s because this book isn’t about day trading, but is about the practice of swing trading. Well, day trading involves the practice of buying and selling stocks over a single day, while swing trading involves buying and selling stocks over a few days or even a few weeks. Readers can think of it as the halfway point between day trading and long term stock investments.</p>
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<p>
<p>Dr. Steenbarger has answered numerous emails from me about how we can get better. Dr. Steenbarger has taken personal phone calls from <a href="https://www.youtube.com/results?search_query=Review The Daily trading Coach">Review The Daily trading Coach</a> Steve and me about how we can train better. I left this one on goodreads longer than I read it, as it is one I come back to often.</p>
</p>
<p>
<p>They excell at all they do, which allows you to soar to new heights you may of never imagined. His training is top notch and with the trading tools he provides, I know that I will be living the life <a href="https://forex-trend.net/the-daily-trading-coach-101-lessons-for-becoming-your-own-trading-psychologist/">Review The Daily trading Coach</a> I can Imagine within the next 6 months. Few more months left of training then on my way to trading. Prime members enjoy free &#038; fast delivery, exclusive access to movies, TV shows, games, and more.</p>
</p>
<p>
<p>This is my attempt to put into practice his Lessons. A sobering appraisal of the &#8216;edge&#8217; a daytrader needs to generate consistent income. Set new goals for yourself and be rewarded beyond measure when you achieve them. Read an educational book that is outside your comfort zone. Develop new relationships with people who can mentor you, or better yet, with people who can be mentored BY YOU.</p>
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<p>
<p>He’s the author of several books, but this one is probably his crowning achievement and well worth reading. The entire purpose behind the creation of this book is to help the reader become their trading coach. This isn’t supposed to be a book that teaches the reader how to day trade, but it’s designed to be a tool that helps people who are already day-trading become better traders. The lessons in this book help the reader device their strategies for success.</p>
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<p>
<p>The training at DTC takes a very similar approach to the training that I received in my former trade. There is deep look at the markets and what they really are and how they move. Which, in my opinion, is what lacks with most of those who enter this industry. In fact I just got off the phone with Coach Jovan after he and I were discussing today&#8217;s movements.</p>
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<p>
<h2>Session Timeout</h2>
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<p>
<p>This is a great primer for readers interested in swing trading. It provides all the information a person needs for day trading.</p>
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<p>
<ul>
<li>The ES was in a rising trading range, I had expected a move up to 1084, then a pull back, didn&#8217;t happen.</li>
<li>And it is all done in the context of trading, so it hits home.</li>
<li>The difficulty today was that I had a bias, rather than accept what I was seeing.</li>
<li>It took a while to recognize that bias was keeping me from acting on signals.</li>
<li>While a generic psychology book may prove useful too, having the author directly relate it to trading helps me interpret it.</li>
</ul>
<p>
<p>For enquiries regarding the delivery of your order, contact Star Track Customer Service on and quote the above consignment number. If you have not received any information after contact with Australia Post, please contact us to confirm that the details for delivery logged with us are correct.</p>
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<p>
<h2>Twitter Trader</h2>
</p>
<p>
<p>Great job and we look forward to helping make 2020 a fantastic year for you. I spent a lot of time looking for the right,genuine group of people to learn from and I am very Happy with the choice I made to join &#8220;the Forextradingcoach&#8221; group. Thanks for your comments and I&#8217;m really pleased you have found the course and strategy so beneficial.</p>
</p>
<p>
<p>Written in a practical and engaging style, The Daily Trading Coach highlights specific actions that readers can take to meaningfully improve their trading performance. The Daily Trading Coach is not only a guide to self-mentoring; it&#8217;s also a motivational resource that will allow traders to start each day with concrete goals and a positive perspective. This is without doubts the best trading book I have ever read. I am writing this review 8 years after I bought and read this book for the first time.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="Review The Daily trading Coach"/></p>
<p>
<p>Not everyone wants to spend their entire day trading stocks. Some people simply want to know how to trade stocks on a part-time basis—may be to make a little bit of cash on the side.</p>
</p>
<p>
<p>Brett was able to improve on things a little bit in places, but Wiley really needs to come up with something new for their layouts. Dr Brett is great <a href="https://en.wikipedia.org/wiki/Review The Daily trading Coach">Review The Daily trading Coach</a> and any book he puts out can only help us in trading however good we might already be. His daily blog is a part of my early morning routine.</p>
</p>
<p>
<p>I have had the opportunity to read some of Dr. Steenbarger’s book. If you like books and love to build cool products, we may be looking for you. This book is one of, if not the best trading book I have come across in my few years of research. Sadly, it tries to cover a lot and, therefore, there is no concise point to extract from the book. Prime members enjoy FREE Delivery and exclusive access to music, movies, TV shows, original audio series, and Kindle books.</p>
</p>
<p>
<h2>Monday, August 17, 2020</h2>
</p>
<p>
<p>The Forex Trading Coach Ltd is a forex education company that provides online forex trading courses, and mentorship. Typically, positive ratings can&#8217;t be supported by live trading. I have been very intensively involved with trading <a href="https://www.google.com/search?q=Review The Daily trading Coach">Review The Daily trading Coach</a> in the last 5 years, but I could not achieve any success at all. I trade mainly in 30 minutes and one hour charts and will now also try 4 hour charts. Sep 15, No Rating I bought the system from Andrew in early May of this year.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>What Is Omisego? 2019 Beginner&#8217;S Guide On Omg Cryptocurrency</title>
		<link>http://www.platinumpolish.co.uk/what-is-omisego-2019-beginner-s-guide-on-omg/</link>
		<comments>http://www.platinumpolish.co.uk/what-is-omisego-2019-beginner-s-guide-on-omg/#comments</comments>
		<pubDate>Mon, 20 Apr 2020 11:34:38 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex]]></category>

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" width="257px" alt="omg wallet"/></p> <p> </p><p>OmiseGo users must buy OMG cryptocurrency to pay for work completed by the blockchain. The idea is that trading between e-wallets can take place at a high volume on the OmiseGo blockchain, with the final transactions being ultimately settled on Ethereum. E-wallet providers https://en.wikipedia.org/wiki/Foreign_exchange_market can also create new assets backed by ether, or they can create contracts that lock ether on Ethereum, pending certain conditions on the OmiseGo blockchain. If contracts execute, these funds can then be again unlocked and returned to their original owners.</p>  <p> Iota Price Prediction 2020 </p> Can you mine OmiseGo? <p>This is a hard cap, which means there will not be any more token minted in the future. You may be wondering how does OmiseGO mining work? In reality, there is no OMG mining.</p> <p> </p><p>Not only are exchanges a common target for hackers, but these wallets also don’t usually allow [...]</p>]]></description>
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" width="257px" alt="omg wallet"/></p>
<p>
<p>OmiseGo users must buy OMG cryptocurrency to pay for work completed by the blockchain. The idea is that trading between e-wallets can take place at a high volume on the OmiseGo blockchain, with the final transactions being ultimately settled on Ethereum. E-wallet providers <a href="https://en.wikipedia.org/wiki/Foreign_exchange_market">https://en.wikipedia.org/wiki/Foreign_exchange_market</a> can also create new assets backed by ether, or they can create contracts that lock ether on Ethereum, pending certain conditions on the OmiseGo blockchain. If contracts execute, these funds can then be again unlocked and returned to their original owners.</p>
</p>
<p>
<h2>Iota Price Prediction 2020</h2>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>Can you mine OmiseGo?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>This is a hard cap, which means there will not be any more token minted in the future. You may be wondering how does OmiseGO mining work? In reality, there is no OMG mining.</p>
</div>
</div>
</div>
<p>
<p>Not only are exchanges a common target for hackers, but these wallets also don’t usually allow you to retain control of your private keys. Allexchanges accept bitcoin for a deposit, so bitcoin can be used as the source of funds in order to purchase MIOTA. Because the process of converting cryptocurrency back to fiat currency can take days, IOTA <a href="https://tokenexus.com/omg/">omg wallet</a> can also quickly be exchanged back to bitcoin, which may prove to be less volatile than other cryptocurrencies. The exchanges recommended by the Iotawebsiteare Binance, Bitfinex, Coinone, OKEx, and Exrates. Each of those recommended exchanges also trade bitcoin so the process of first acquiring bitcoin and using that for deposit will work.</p>
</p>
<p>
<p>According to the development team at IOTA, their network is lighter and faster than bitcoin’s blockchain network. IOTA price might be stable in the upcoming days as the crypto world might take a bullish turn. Omise, the team behind OmiseGO , aims to create a blockchain-based electronic payments platform that accepts all kinds of fiat and cryptocurrencies.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How much is OMG worth?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>OMG Network PriceOMG Network Price$6.1524h Low / 24h High$6.09 / $6.797d Low / 7d High$2.71 / $6.40Market Cap Rank#29All-Time High$25.62 -76.0% Jan 13, 2018 (over 2 years)6 more rows</p>
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</div>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="omg wallet"/></p>
<p>
<p>While we are independent, we may receive compensation from our partners for featured placement of their products or services. Finder.com provides guides and information on a range of products and services. Because our content is not financial advice, we suggest talking with a professional before you make any decision.</p>
</p>
<p>
<p>They worry that the mining system is unsustainable because once all the bitcoins are created, miners will have to rely on transaction fees to keep themselves financially operational. Critics say that a reliance <a href="https://tokenexus.com/omg/">omg wallet</a> on miner fees instead of a block reward will make mining very unaffordable, which will lead to a contraction of miners, a centralization of the network, and possibly a complete collapse of the network.</p>
</p>
<p>
<h2>Learn More About Where You Can Buy The Omg Token, How It Works And What You Need To Know Before Buying</h2>
</p>
<p>
<p>A. OmiseGo is crypto as well as a decentralized exchange and asset-backed blockchain gateway based on Ethereum. OmiseGO already has well-formed partnerships with many big names in the industry and will continue to grow and popularize. <a href="https://www.investopedia.com/articles/forex/08/forex-trading-courses.asp">omg wallet</a> With the Plasma network coming up, OMG’s value is expected to rise across the board. A crypto world which can process a million transactions a second would certainly be one poised for mass adoption, and OMG will be leading the charge.</p>
</p>
<p>
<ul>
<li>Soon they find Bitcoin much promising crypto coin and the best alternative to traditional currencies.</li>
<li>It became possible when they explored it by making transactions digitally.</li>
<li>When Bitcoin was initially introduced, there were not many people who were aware of its use.</li>
</ul>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What will ethereum be worth in 2020?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Our first bearish prediction comes from WalletInvestor.com, a crypto portal that believes Ether will most likely fall back to around the $200 mark either by the end of 2020 (or by mid-2021).</p>
</div>
</div>
</div>
<p>
<p>The network is an early-stage version of the final product, and includes More Viable Plasma for ETH transfers, Minimal Viable Plasma for ERC-20 token transfers, and is running on Ethereum’s Rinkeby testnet. <a href="https://www.forbes.com/investing/#b75ba7810bab">omg wallet</a> OmiseGo is leading Plasma development on Ethereum, and their implementation is the first to launch on the smart contracts platforms. Look no other than here, for a safe cold wallet securing your holdings.</p>
</p>
<p>
<p>This year, it launched a suite of offerings for professional investors. One of them, Coinbase Custody, received regulatory approval last week from the New York Department of Financial Services. Bitcoin&#8217;s value has dropped drastically this year, but the value of cryptocurrency exchange Coinbase is skyrocketing in the opposite direction. The Coinbase cryptocurrency exchange application seen on the screen of an iPhone. The content provided herein is for general informational purposes only and is not investment advice or advice of any kind.</p>
</p>
<p>
<p>Skew is a prominent cryptocurrency and blockchain analytics firm that regularly releases crypto price updates. The firm has built a reputation for doling out predictions that are fairly accurate and <a href="https://tokenexus.com/omg/">https://tokenexus.com/omg/</a> are based on meticulous research data. In regard to Ether, the team over at Skew predicts that the premier altcoin will most likely scale up to a respectable price point of $4,80 by the end of 2020.</p>
</p>
<p>
<p>Another option is to withdraw cash from a bank account and insert it into a cryptocurrency automated teller machine. The ATM will produce a receipt with an alphanumeric key to anonline wallet. In 2010 Laszlo Hanyecz, a software programmer from Jacksonville, Florida paid for two Papa John’s pizzas with 10,000 bitcoins.</p>
</p>
<p>
<h2>Enterprise Plasma Evolves Around Your Business Needs  So Whether You Want A Tightly</h2>
</p>
<p>
<p>Bitcoin and other cryptocurrencies have lost more than 65 percent of their value since, as retail interest wanes. But Coinbase has plowed money back into a master plan to cater to institutional investors.</p>
</p>
<p>
<p>Not all payments have to take place within the OmiseGo decentralized exchange, as OmiseGo is interoperable with the Ethereum blockchain and the Lightning Network, a payments technology built on top of Bitcoin . The OmiseGo blockchain also includes a built-in trading engine where e-wallet providers can publish orders and be matched with other parties seeking to trade various assets. The vision of <a href="https://tokenexus.com/">https://tokenexus.com/</a> Omise is to integrate many electronic wallets using the OmiseGo blockchain. Twenty percent of the OMG cryptocurrency supply was then reserved for future network costs, while 9.9% was set aside to compensate the founding team. The idea is that digital payments today mostly occur within single payment platforms like Venmo or Alipay, meaning money can’t move easily from one platform to the other.</p>
</p>
<p>
<p>The OMG token is the fuel for the Plasma network, which is expected to help boost crypto transactions. Using a Proof-Of-Stake model, people who own OMG tokens will stand to make gains by securing the Plasma network. OMG technology is based onEthereum network’s decentralized blockchain technology, designed using the Plasma architecture,which allows rapid speeds, and good security and true financial-industry grade solutions.</p></p>
]]></content:encoded>
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		<title>Co To Jest Kalendarz Ekonomiczny Forex?</title>
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		<pubDate>Mon, 16 Mar 2020 08:42:14 +0000</pubDate>
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" width="258px" alt="kalendarz forex"/></p> <p> WskaźNiki Zaufania I Nastroju KonsumentóW </p> <p> </p><p>Powiadomienia na stronie Powiadomienia w aplikacji mobilnej WczorajDzisiajJutroW tym tygodniuNastępny tydzień Wybrzeże Kości Słoniowej</p>  <p> WięCej Od: Liteforex (Europe) Ltd </p> <p> </p><p>Kalendarz dni wolnych w UK Podstawowe wiadomości o UK Logowanie Włącz nawigację</p>  <p> </p><p>Ta kategoria obejmuje tylko pliki cookie, które zapewniają podstawowe funkcje i zabezpieczenia https://lexatrade.com/pl/calendar/ strony. Te pliki cookie nie przechowują żadnych danych osobowych.</p>  <p> </p><p>Fora dla traderów, blogi, humor, największy portal Forex i wiele innych są dostępne dla wszystkich bez wyjątku. Kalendarz ekonomiczny Forex — najnowsze i najważniejsze wydarzenia ekonomiczne, liczby i fakty, które mogą wpłynąć na rynek papierów wartościowych. Od poprawnej interpretacji kalendarz forex danych publikowanych w kalendarzu w trybie online zależy zysk każdego tradera. Właśnie dlatego kalendarz jest jednym z najważniejszych instrumentów dla tych, którzy są zainteresowani zarabianiem pieniędzy na rynku Forex. InstaForex jest dumny z bycia sponsorem</p>  <p> </p><p>Rynek [...]</p>]]></description>
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mencOK3D8CfACHDVSs1a6brfp9AfUiTo3+XCkHhSzyrp7CLcvGrMaaWC/NS6Uicdb+HlEY/E4RgY/nFe2Baa2qL204C4/MK7V1auqlHkmLIWWAhtWIx5l0xEdMRcySrA1G+yNp5dUu+ulS79pzrqSB2DfxMgo58UZBSPbb7GMmaqfZCvK1W1zs7REuyrZB+8qVl9h1OclRwNyD4YUke5EbCtXWS4JdCm01NurMNgDs5n/VSPfhz5kKiw6NqPZ9cx8RvpE0sd5fAbJ/UR3SP3xF6nKHHhjEG4m8W5jlqsope1sOKAQ6/jl66H0XxwqNp1qnjvsB1IUsZa7wASrAyfXiGR1PZ/jGCOoPWPsNqL9mXTHUlpVSNNl5OfeScVKkqSypzPIK0DLbuTjk8nnmMn6rfYkvKhsrmKbThcsgwhR/yLZROIAyASzgqV4cpKukV2JK27JV1larBmBrmsS7x0SeYA/Mtso3vOhCR1JOIfr+tOetOcl6fTmn5hx8KAQplXaoWk7SgpxncD4GGSh6Q6iXm8N1KmJVgqwVzKCjA9EnmOXonXtZSYiNte6YJ+8ZSX3NyTZfWDjceEwOjW3fV9OhqnyLxYWfxqGxsfPx+UaL0/+yfTKapucq8sqdeB3bnhlKfZPSLzkrLtazZATtSflJKXZSMuOqShI9PX5cw+yW3uXO+bAyas02B9lVta2pu4Frm1/iUjBS2Pl1PzjQNG08tKyKeJqoOScjLN/mVhCR6epiPXVr/TKWDJWTTUvqHdE1MI2pHqlHU/PEV+zSL71KnRO1N+ZcDhJC3ycAfoR0A9gBElJyMWaf0cuy596nco6cn4UqzpZp4aPenFT66ddqPSUqptjU8TK/wfGPpwkH9COqvc49jEJYoF/wCpk8mbrExMKbJ7q3s8DyQjoB9ItKxdBpKnlE1Osl17GS47z9PKHa69VNPdNGVSUkpmp1Jvuqal1AobV5LWOAR5CLhJ7NQZcCLPOv3DTzOpVInNrI00/wCXpcP/ANjry3eaQ2fonRKAx95VgtpDQ3LfmFDCR48ngQ03x9oCz7Ll3abZLDU5MoBSuccGGUY/2jqo/wAPeKO1F11u6/5xcql8uMJUQ3LsZSw39PxH1OYjVHsmoVZ4TlXcWsk52/lHsP6xOQnuiN6KTYGs4/gLlg0Vz3fMVN5c47r/AFR1x33eeotSVNPTkw+VcB1zokHwQnokfL5QtotjScg0qo1d4ZSNy1uq4HuTCqr1617Alg09tenCO5LNY3k/q/2j3iu6lXLr1Km22WApqUScJaQMNg56/rPvHDPVKTo4JeccT3y+qnWQw2HcWZDG/T/tSW5tVpKnhVJsuXD7xygzRTwD+hOOfc8e8NVr6c3Jes+ahWFOrLp3ErOSfc/0iwdOdD22VNzU+3vcOCVKGSfSLq7C3LHorlVqjrEpKy6e+o8ewA8VHwAjPKpXpqpOs42bwGigp2vth3gSAzOWLefBRyytL6Rb0ol19ptPZoypSsAJHXOT0iJaia2JlVqtfT0B+aPcdnE8hJ8m/P8AePyz4Ri+dU7m1RnDb9sMuSVI3AK28Ld54KyP/tHHnEu040iZp6ETM03vdPKlKHJMQBcSVCzL4VMb09QOKIcwy/q78KNWDpVPVWcFZr6lvvuK3qUs57xPJ56n1i9pGlUm2acqZmVtS7LQytajgCDKhN0SzaUqeqLqGW0DCU/mWfJI8f6RUk5O3brLXRTaWhyWpbKsEj8KefP8y8RxT09Ap0Ixo7rALgpFJq+3k8IcIHBfM7gOA95eiUXNeVd1Fqn+F7MZWiT3YccPBUPNWOg8h4xd+j+iMjbjCJmZZDs2sArdUOSf6CHrSfR6l2rIMtsyyd+MrUoZKj4kmHXVrVWl6Z000ulqQ7WXkYSlIz2OehP6vIfOMP2g2oma/H+Wlsmbhx7yvW2xewsns5BbAlWXiHV3197+QRGqeqFI0xpRpdMUh6tPJ2obA3djnxI8/IfWKFoNCqdx1NVwXC4t6YeVvAWc7c+HvHUCgVS5aku4bhWt6YeUVgLOcEnrz4xYc3M0u0qM9V6k4lpiWRk56k+CR7wxLy7ZMdFDziHU/YLaKdTmSTMR13lNF1XFSNO7fdqs+pAcCCGWycFav7ecZemahVL4rrtwVhal9osltB6JT6CFt6XhU9UbkXNuqUmny6tjLQOE4B4/v84WSzLVPlC6UZUnuoSBypR6CNKoNGEhD6SKLxHa93cmIsYTji8m0Nvr3/hOlu21O3LV5S1aQ2S/NkB1YH+m3nkx9EdF9NpGzrflKfKy6UBpA8OSfEmKV+yro29TJMXRW5fdUKhhw7h/po8EiNH6k3PL6eWJNVBtSUzj6RLSiPFTihjgekXSXhiG3E5YvtRWXVabwQ+wMh+VU2oVZGoWpjdDk1FdLt8hBIOUre8T8ukWhRKM2zIobA2gAeEV3pLaipaVTOTad8zMLLryyOVKUck5i55eXS00EAdBD8IG2I71VYzhfCNyaavb9sVHKritYyrx/wDiGEZx6hxvBHzENStOlzCfiLUuhqa28iXnRvx6dojvD5iLiFCYm2fiKbPtOtnoQQpJ+Y4hkqtmSzh7acpex0dJhjKFj1C08/xiNovxJp8a3RRzCJ3Py9c2+qwOp/D7aGkOLhCEUDey9+QF+bLKrm373tBaXjJz0kASS5LqLzH/ACR/VPjE4tvXBMygM3BIpfZGAZhgjcg+ZT4n2wYUiUrsm42mSqqJxjOFNzqe+Bg9HE4JOcdcwzVqn0WoDfc9qOSzoykTsqklQ91tYXj3BHnGhNrsCeb+rhh3/k3IqBl63M052Fzi22ocMvMi4+hVg0saa3PPt3DKSlHmKikFAmHJZsTKQRyApQ3Dp5+EKa7ptZ1xslNSoMq4vHDzbYQ5n94c/XMVGizWnUGZtyvNvozkElJUMZ4K0Y+hTmHOl3VqDaG1t9Kp2TT17U9qgD0WMlP/AKse0H8nLTOcpFF+Dsjz0KvFO2wBAEYZcRmPfmqf+1TTnNDKbTJ61yZluruuMoVMpyZdSQCMAfiyD49MeMZMVQdSdTpxM3PLm3G93ddfB2pB6hKf7R9NH7305vqWbpt/UGXAbVuQJtoOtoV/uSrqk+ohPOaKWpOs/F2dUm0IIyhO4Ot+25PI+cPycnLSz7VMObwy6p8xf05qam69MxoX+WBrjxJzHll68liWy/s/y8gpt+otF11OO+4M49h0ETOv17T3S2UJrE42ZoDKJVnCnVnw48PnFda0faOq1Ddm6BQ0ClLbdXLqdIBfOCQdo6J5HhzGZZudum7ZpboVMJDqiVvOqKnFZ8yen84vbXiCOgk4fIZearkvS5mpn5qoRDY8TmrV1S+0rcFfLtLpKzTJJeUiWllZcWn9a+P6CKilKTXrkWDPFbbKlZ2Dy9T4xJ6DYLMrtdmklaxhRKsk58yfOBXJftvWghcnIpTOzyf/ABtn9m3+8rp8usJfAhyzfmJ9/wCOW9WWWZCgAQZJnnvS6n29Q7bkfjKg43LtNjvOOEAfKIXdGq78wVUizmVNpV3TMFP7RXX8I/KPU889BEaefu7UefS4+44WCrCAEkNpH6U+PvFwae6KtS+yZm2SVYBUpQyoxTqxtaXgwZPIcd/9veaRNzktTM45xP8A27h4quLP0srFzTQmqslxXaEKKVHOfc+MaNsrTGnUdlA+GSFY67eBEso1tydNZShpoJwMdP8AvMVvqnrtJWup227Q2TlUHcXMJwttlR8Ej86h9AeOekUSLGdFdicVUo8/O16N0cPloAFK741HtfTSQV8WUvzykZYk2zhavIqP5U+v0ig5qZvfWWspm6y843IpV+yYQSG0D9I/mTyYFamn1bvCpffdyOuvuPK7RXaqKlE+aiesaFtazpSkso2MpBAx0GYYzdouOdqkrQWlksccbe7cP9v5TFYem8hRJdoCXSkp9Ik113hRLDpvbTS0Lmin9jLg8k+Z8h6w039qZS7MYVIyC2pio4OU5BQz6qx4+kQew9Nbk1PqorlzqeMs6veELzudHr5J9IiavWZajQDFjO98An9kNh6ltrNCYmLiFqSd/wDb1O7ik9Fod361V9M9PuOtUxKuCngFP+1A8B5mNY6b6Y0y3ZBiVlJJCEoGMBOCfeHKxrAkaJKtMMSyUJQkDASMQ0ax6yU/TqQXRaI4l6tOJ2kpwrsM/wA1enhGCVivzm0cyIbNNw4eK9hbNbLytGgNkpBlssz73e9V2rurtL00kF0ekOIdrTg2AJ73Yep/V5Dw6mM9UGgVW6aoq4ricW888srCVnOM/wBYLty3qpctSVcFwLW664orAWSrbk5zz4mLcpVJalWQCEpSkZ54AjpgQIdNh4GZvOp+wWqU+nMk29+8oiTkpOkSKpqZWhplhBUtazgJA8zGYdYdS53UKuKoFGcW3SZRZHBxu9T6n+AiS686uKqswqyLUeJaBxMOo5ClDqfYH6mK8t+iok2huG5Z5Uo8knzJi97NUQw/1syOseyOHem5uMZp/wAtC7I7R+35SujUluXaQhCQEgDrFqaD6avaj3e3VJlpRpNMX+zBHDrg6n2iDyFFnrjq0palGQozE6oB1SR/pN8ZPvH0F0O0ykbNt6Up8rLhPZoG445Ji/S0LEblUXbSttkoP+Hy5zPa/CsWzreZpcm0yhsJCEgfKKP1Mrbmo2qDdFlVFylW+dmEnhb/AIn5RcOrd5p07sKcqLB/z8wky8ogdSs8ZH1io9HrTfl5QTs9uXMzKu2eUrqVHkx3uN3CGPNZMw4WmIfJWpa1JRJyzSQnAAiUIBAwCMesJ6fKdiynAA+cK8EcCOkCwXKTdRG29QtMa84lVtXUulTy+jfalvJ8ileM+2YsCVrl4U5sL/ydYl/Ag9m6R8uP5xmm5Ps8Ip6syb09IK6gTLe9B8sKHh/3MNUjI60ae7FW/WJyYlGzuDTLvbskeRZVnHyAMZBPbAsb1obC08Wacsx6L0JG2fp1Tbik5gOvoIgvye3Na1/xRbNRUGKvIPU14+D7RAz6LTx9YW/cErNNfEUeqJcbPQFQUn/kIzXTPtP1mUe+AvO0W3GOAsoBSoHxJQsY+WRFhUPUjSevPJ+5bp+559YBALrksc+R34SfYGIOFIVuiOvIRj4XIPLNp87BUXaD4bQ5tt56VxD9wAeAP9zes3mptUrTS6720zSiHMYEwxwr6p5ht+7KtLDfT6uHwn/wzqN3/wBROFA++YkUhWLmaQlctOSNYaA6rAacI9FJ7p+cHO3Db0yoMXDTHqY/0C3WyE59HUcY98CLBKfEOoyFmVODcaX7Prm0nuFlh9W+DErEc6JTIhY7gDi9Mncw7zUNnESj3Fbt9bCh1cQgPIPruSAr6iEktb8upXxdq15yTdSc4ac3D545HzBixRb8vNt9vSqmh1s/hyQ6n5KEMtVtLeQ/N0sKUnlMzLqO5PspPeEaLRviRITADIcfBf8Alfp63b6rNqhsZtLRXEth9KBvbmfQX/4BZtv37NVo3HU5ms1i2wZ2aWp12elFHeVHnJTyP4RTV6aBzll0moXDT5xibp1NYXMOpUgtvpbSMnu4wSB5HmNzfA1JkAylQTNJTxsm05P/ADGD9cwzXFRaTXKXM0m7Lcc+EnWFy7zjGXEqQoYUMo7w6nnEatT9tXBgEQXB3jTl+CoSBXIks7DMAttx0Hnu8yvkDdmo9duF5VLoLbsrKqJR3OHXB6kdPYQdZukdTrT6H59lwoJB2Y7o9/OPoo39ifRJpJmrHS5KOHCsKfMykH/1HePrCCqfZ7uq2miaXTJaosI5HwpG/HnsPe+mYqdSqc3UYhfFcrBN7W4ofR09haw78rnldZ/s7TGRpDaSpgbgOuOkTd40u35NyeqMwzKS7KTvcdWEpH9zx0EJ9QrvpemEmt25W3Zaa2kNSakbH3FY8EnkD9R4jL90XdeWsdaCVlbFOZXhphvIaQPPH5lcDvHyiFcbaqJlJKPUrzEd2CGNXH7cSpHqXrXWrrnnbXsJbrNO4QqYRlLkx5knqlPp4x5p7pQVOIqFTSXXl8lZHT0AiUaf6WytMZbWtnJxlSlckn3MWtLSUhRpNUw+ttllpO5S1EAACEAF2ZXDVdo4UvD+Rpgs3Qn+Z3j+EmolvStMaTtSEhI5z4RB9RdXpenpVQrWcLsyruLmG+cHyQPE+sMWoGqs7cD5tm00PBl5XZ5bHff5/gn/AKYmGj+hbnxDVbr7QdmzyEnlLYPgM+PrFa2g2llqLBNzdx0G8/gK77AfC+ar0UT1UFoetj7zPdoN+eSZNKtGKlck+3XbqZUrevtEMK5A8dys9T6Rri0rLlqXLtobZCQAPDEK7ZtSXp7KEoZSkJA8IhWtettPsGRdoFvPpdqzidq3Ec9hnjA81/yjBKhU53aGa62ZOg3AL1pSKPClYbZSSZYD3coetGtFP08p66JQ3EO1d0FClJ73Yeg81+nhGdbft2qXTU/v2vKW666orSlZ3Yz458T6wC2rcqlyVL78rilLcWrclKjnbn38YuGi0VmVYACQAOBEvAgQqXDwMN3nU/YLR6fT2SbMu0vKNRkSzCUpQBtGOkVTr1q+zbkkq1Lee31B8FD60nlAx+Aevn5fOJVrJqpJ6d0NctKOpNUmUfsx1LQPG7Hn5CMqUuVna7UF1urFTjrp3JCjnAPP1i0bN0UzrxOTA6g0HE/hInptzT8tA7R1PAfnglFvUZ0qM9OZXMvK3KUYla3GadKKmHEZKcJQkDlavAQKUlUtpScBOB18AIm2iWnkzqbeTdRmGVGk0xwbAR3XF+frGlsYXmwUVUp2FQJExT2tw71c/wBlTRx+TY/xZXWN0/PkOd4f6afACNnUSnCVZSEgBKevHpEdsm22aZIsstshAQkAY9o91hvVnT2w5yoIWBOzKTLSiAeStQxke0S0NohMuVgc3NRJ+OYjzcuKpjU+vf8AtN1PaokmvtKTb5CCBylb2eT/AN9Ita1aKiTlUJSNuEiKq0dthyXlhPTqSuZmll55Z6lSuT/GL4kWQhCRjECCCesdSueO4XwN0CUJTswkgYjwjngn6QashR48I8CVeUdAXMrdm7PK0lCXG3kH8q09f6RGKvp1TJhBQ/Rw3xjtGO6ofMf2h4lLhmW+O1PXzh1l7n8HUJV7Qi7mrplqjHljeC8jzVLVvRKlT7S0JdafPgibZB+W4f2EVVc/2bWi248xSpmWWkklUqrtEEeYT1+UbJE/SJ3l9oA+ZTAFUKmTSd0vMbc+AUCPoYZiwoUxlFaCrfTdvqtIEde/vuy9FgWStXUqzHCq0bpmEoSvAZS4UHHqhRKYltE+0Dedugyd/wBpmcYQjAfYR2S1H1ydh+W2NaVSwZSf3fEyEpNZG3cpACgPLPWILWNHJDctUoH5fukBpwdq2P6j6xEzFBlIw6tx6++atzdu6VVxhqkuCf3aH+ptj6Ks7c1u0rrz2Pjn6BNE4BcBYIPqpJKDFoU2v1UtNzNPrEnWZRYyhTuEKV7OoyD8xFWXL9nKWfUtxNFZmQ5yXJM9k4n3Txu+hiu5rSi5rNnVTFqXTUKRMIGdjiltZx4Ep7vyIipz+wjHguhNF+LcjyyHO67v8MoVYH6KYwk7njEP6h1m8lqhVWpE5k1emOyi/FTiNyfk4j+ZgCqBKzbJmKRUUuI6gFQWnPlkc5jOdP1Z1dtING5LbbrEsgDfMyydq1I8SS33c480iJfbX2gNPbhnAzUEzFuVDIAdfQWQv07Vvj/ngRXRSqxRHF0lGcw8De30sfDDbvVQrvwwbPQy6PLtjN/cyz7eFrPHNWJULWWD20xTASno6x1+RTzDaqTqDCf8lUu0IxhqaRvH/LIV/OJBRrubqUsmYpVck6mwR+NLiV8fvt8H5iHRU/TJ9GKjIKR4B0JK0/8ANHI+YETkpt1VZLq1CAHt4jI+J1H0WH1j4Ny2IukIjobuGZH2dzxeCxT9q/7O9z6x3pSroTKqTJyEj8K+zLK7RTqgsqBBwCBg+UVrR9KaXagTKO09bLiBja4jaR8jH0bVbkk8ntJCeIChkAKC0/wiP16x5eoM9jVqLLz7XPIQF4/qItMjtjRqif8AUwOO54t66eqzCv7C7WS8MQy4xIbdMNiOQAd/xWGapPUa15BU/UHUMMtjjzV6AeJiiLrvi5NSKv8AcdDYWiW3dxhPQD/e4fGLs1z0Mv8AuTVOp0ygUyaYoTTqRKuuA7EIKQVBIPXBJic6Y/ZxatSXQFyg7QkKccUO8s+ZivbTbdSdPDoEs8PeMsjcDxI+i0T4Y/CW0OHVqsDdwBAIsc+AOY7zqd2WZrzR7Q+Xo6W5+fbL84sArdWP4DyEaUt+2mpRpsJaCQAPCHml2izT0JSGwMeMVLrtrrT7KlHratiZD1TWCh59vnsieNqfNXr4Ricaam65NZkuc5enZGQuBLyzbAcgEXrfrjIWNKPW7bswlyqr7jjqOewJ42p/V/L3jO1t25UbkqX33W9zjizuCVHO33PifWAWzbFQuKp/fNa3KWtRUhKjnaDz8z5mLloVEalGkpQkd3yEWWBLwaXC6OGbuOp+w7lfZCQZJssNV5Q6K3KthGwAAcCEuoN9UzT6gO1GbUgzCkkS7JPK1eZ/SPGHe4a9S7To79ZqjwbZYTnGe8tXglPrGMdQr3q+qNyuuLcKZNte0JB7oSOiR6D+cSdCo76zHxPyht17+5Oz058q3CzN50H3KbajU6rqDcD1cqzq3ELWVDd+Y+f/AOoldOkA0hKUpxiE1HpSJZlKEIwkYzjwhzn5xNLlC6BucV3G045Ko1qHCbDaIcMWA0XDKwWy8N0eMe8koTdOqFyVeWtGj5VMTagHVJ/8aPGN+aGaYSVnW/KSDDG0oQnecck4ikfssaOOy6DdlcYK56eVv73VCT0EbToFLTLMoSE9BEnLQsIuVi+1lddVZohp6jcgnamyiWkAbRGXdWblXqXqo3Q5RxTlJoJ2d05St3PX+f8ACLz1qvxrTywp2oNqInZlBl5VKfxFahjI9eYonR+3FtSwn5w7pqaWXnSRyVH+kOxTicIY81V4QwMMQ+AVtWjS2pSVaAAGE4iZsAbR4w30yXDbSRt6ecOXZjAIChiOlui5XZlDUkYzjoILCuOpjgDnrn3j0r28KQMj1hd0SlCZhQI5OIPbmSMK3eOOYb+0OcAQYMZ5yTnrmCsuewTuifWk/ixCxmqFHUnI8YYkrVjJV1gxLqsAgjHrBEIwbKWS1feTx26vnzDkxX0LGH0JV7HEQZt5fUkj3EGszRSBhYhsghOBynW6jTo/aMpB8cjH8YRz9o0mpoKVJQ4k9AtIUIjjVQcSRgmFjFXcbOQtQ9jBXsnmRXwzdhsmes6OUqdSrs2VsKPRcsvBHyORFa3FoI7MpdZmZKTn0KztU82EOfXH9YvSWuB3gKWFj9XMOLVblnk7Xmxg9cc/wg3EOGFwuO9WCQ2rqcgR0cQnx/Oo5rFlY0GmbdmjO0dyq2/NNq3Iel3S4yvnjOCD9TBv+NtcrZnEKU/Sa5Ktj9q0poNuOAdTuBSd2OM8j0jZzklRZ8ElttKlc9MGI1W9JbZrCi+qWQh4/nQNpP06xGTFHkZnVlj3fjRXCW+IjJqzatBEQcSLnn2h/Us/0z7R1uNPpYuyhVO35gYCi8gutknqA4gA+XJHjFp23flFuKT+NodZlqlL9CW1gqQcdDjkH3EN9z6BzEwyoSDqHx/8t5IUkjyP/wDIqa4NAZiTWXm6JN05YO8u09wowR0wEnjHXoIrU9sXBj3MMg+IseakGw9may39PEMJ3AkOHJ1nepWhFfc9XRtnJVpR8lAH+I5hsm7Epb4U5IPOMKPQHCk/3igqfUtV7ZdU1K3amooSnBlqyx3xjycT3s/WJLQtdajT3gzetq1CnNo5+Nk1GaZPuE94D6xSKnsA5vWDD46jmMxzTUTZiflbukYoeODT/wDLrE+QKgP2mdRappxKG3qPu+Mm07S+2OcH8qP1c9fARla3LIrFfqBrdcQtbi1bkpVkhGefr6xuapUXR3VmcM9JVxmannV9p3H8rCiM8suYUn6CGeqaE1OSQXKJMSs2gdEKw2vHl5GICXpk3SIZhth3J1IzNvDVXGk1GnycJsCZvDi/zY24c/fGyoyj20mSbSgNDAh1n5qnUGnO1OffSywynctSziJPXaFVLbacerdPdlGmEFbjjiO4lI8cxjHXPWaduupG36C6sSbSiEJB/Eem9X9IfptNmKvMdEBYDU8FYI03CgwulBxA6Wzue5MutGqVR1Brn3RTFrakWVEJSk/hB8Tj8x/hmGWgUZEkyhAQM+0EW3b3w7fauJJcV3io9SfOJhKSaUJScdY2KTk4UjBECCLAKLloD4zzHjdo+ncEFoIl2i4rupSMk+giT6K6fzWpl4t1OaYV91SKxsSRwtQ8YiTkjPXPW5a0aQlRceUO3UkfgTmN56F6XSdoUKVkmGAkpQNxI5J45iRl4WI3Kpm29fEuz5GAc9/4Vl2PbEvS5JphlkJCEgRYcoyhpvIxgDrCCmSYbQkBMR/WS9mrA0/qFWDgRMuoLEskdStQ8Pb+0SlwxtysdziOAG9Z/wBY7pc1H1UaociVO0qhEBWD3VOeJ+uT7YizrOpbcrKto7PBAGARFTaQW0/2aqtPZMzOOF55SuuScxoGkyvZoCdg6QzAaT1zqU7MOA6jdAnSWaTtG1OD04g/coDlWePKPEDaMbSDHEEpzuHPgY6lyLgoE5UDj0jxSsnjp7R4SpOeOIB+LoU/ODQUiB24O0j+MGIWF85glDitwKgYHvSckJ5hS5ro7j8qiBHqVEeXHPWCUNkD9msgdcEwYVEDkA+0BGjm3QFZUTiDQpJPdxCVDqNpxx5Zg1PAB6CCQSgEk5SqBJWtJzniEwWEjjIx1g3tMAKPPkIQWgpYdZKUzCh+LMGomlAjas+0IkrSsZPGPCB908hX1hpzDuSw+6c26i6gjqfnCyXrbrahhxQ+cMAJJxugXbLSPMQ3mE6MJUxl7iX+cJV55haKnIzYCXmwfMEZEQJL6uvPyMKETq0EEqPAgw9K6PeCpNULRtOuJPxUgwtRGMgYMQmuaB0edCl0uffllZ3JQcFHt0zD03VVAjn2IMOMtX32/wDzcevMKDlISlVqEgbwIpHncciqJun7OtZC/ivueVnnGsKaelx2bqVDoQRzkehiGroupdruEUu5KtJbF5MtU2fipdXXjvYUPkqNdNXCCAHEpOfI4g5yapNSb7GcYbcSrgpcQFDEMx5SXmf9VgKtUrt/Osb0U5DbEb3j7G45ALEeq916hXPphX7RftOXmKjPShZZmpCaOzdwclpwZA46AmMEN6U1G2ppblxyU0zMqJUovNFOT7mPtVWtHLDrwKmpP4VajnMs4UjPt0iC3J9m1ybYW3J1CUn2gDtYnmuPbOCI4oNGlpYl0DK/mrZSttKHgEMs6PO9jewJsCQbuG4cF8pWqc0wNiE84hLWZ1NKke0QCp5ZKGkgclRjdN5fZKlg878dZczIgBSviacrLeev4RkD6CM+2H9mq4Ln1Lm5mfkJn7lpUypuWW62R220/ix/WFmUexwBzViqe00nKyDpmXeDwsQcz4J4+y5o4/LNC560xvnJs9plQ6A8gRtK3qQmWaQgIxgCEVo2AKPKNMIYCEoSEgY8onMrTewQBgRIQ4eAWWAT04+ciuivNyV5LshCeE9Iyjrrc7moepUvaci4V0yiqJd2nIU5nn/voIv/AFmvyX04sadrHapTNLQWpYZ53kdRGZdKKNNPKXWqhkzE852zhV1yecGERjiIhpMAYGmKfJW7ZtDRLSrSUJ2gAekWBKsdmAMZBhmoTTaGwlaQQE54ESRsIwNqtpHnHSwABcrjiN0IcAccQBQQOU8QcOBkEHHlHhQnneMHzMLskXRChuxtAPnBKgUkjb/GFS0YRlJwfTxgkpI69YFkLp6TkcEQJtSfGAgkHnvCPNyAMecKuueyUbhwM4jgFJOVKBz0grAx3FDECG7IyATBI9Eox5jiPNuT1xnygIWQOYEOTuEBJuuAIOQevXMD3kYBST6x4Ed4Hd1844ZST15giEq6GlwEYHyzAwo7c8HzggY44PHnAto8FHPlCSEYNkfu4znnyjzcSc7f4wUN6AcDrxHu7AwqEFqcBsjS4jGM8wMOAjGflBCVIHEBSU5yfrCCwJYfbRKdw3c+Me71ADCv6wmKlrWMHpAu0I6jEJwJwRTvSlM04g9focwY3UnQcdoR78Qg7Qc8+EBzkcnPlCgEC8Hcn+XrS08qX09YcGLkcQRl0keR5iHZOMJ49Y5LziejnHkYOyI4TorEl7iZc4daBB64PWDdtBmxhcswCfNAEV0moOoOOQPQwrZqygeVk+/EHZJPcpq7atLfBVKuKbP6TkQ1TVpTyMlh1Dgz06GG9murRjDhHqDDg3db6UY7QKwPzQM0V1i37QE7UtQNUUWa02tUjRFDt0eAWPPHqImVnWc3JSrbZZISkDp1iyE2RbkpV5+sNyvbTdSmXJuYeWO8pajn6CF6ZRls4Q0ABCWQrEudqU9Ei4gGt0CZZOiobAKVrT4dYXIk3EJ7r5J8lDOYXhvoB1EeKTzkCHrBNXKby1MhJKQTj/aY4TMw2nLgCh5EYMLSQSfOPOPHBg0STNTjL/BCkkGDDzzvHPmI5SGgrIQEk+QjgjiFDvSTZOCjxlOIGHCc8DIjo6AmULKUgZ43ce0D3KHjkeEdHQEF6tfGT1gaSRg5HPlHR0BJKGCsnkgxwURknwjo6AiQ0qQrrzAjtBCckGOjoIpWhXgC/A5jt/mB846OhKMLxOFZykfWO29Du5946OgJa4gpIOI834HHBMdHQkowVyVA8ZGI9UAMDzjo6DASkFROMA588x5nI5TkePEdHQdkLoBAJ4wI4rSBtV8o6OgIl4pXBwoiAqeWngK4jo6Agk6l88g/IwWojPB/jHR0BBF5IJweseFXBJ5zHR0BKC8O0kQBW0Z9DHR0GEaCpSQepjzOekdHQpJK/9k=" width="258px" alt="kalendarz forex"/></p>
<p>
<h2>WskaźNiki Zaufania I Nastroju KonsumentóW</h2>
</p>
<p>
<p>Powiadomienia na stronie Powiadomienia w aplikacji mobilnej WczorajDzisiajJutroW tym tygodniuNastępny tydzień Wybrzeże Kości Słoniowej</p>
</p>
<p>
<h2>WięCej Od: Liteforex (Europe) Ltd</h2>
</p>
<p>
<p>Kalendarz dni wolnych w UK Podstawowe wiadomości o UK Logowanie Włącz nawigację</p>
</p>
<p>
<p>Ta kategoria obejmuje tylko pliki cookie, które zapewniają podstawowe funkcje i zabezpieczenia <a href="https://lexatrade.com/pl/calendar/">https://lexatrade.com/pl/calendar/</a> strony. Te pliki cookie nie przechowują żadnych danych osobowych.</p>
</p>
<p>
<p>Fora dla traderów, blogi, humor, największy portal Forex i wiele innych są dostępne dla wszystkich bez wyjątku. Kalendarz ekonomiczny Forex — najnowsze i najważniejsze wydarzenia ekonomiczne, liczby i fakty, które mogą wpłynąć na rynek papierów wartościowych. Od poprawnej interpretacji <a href="https://lexatrade.com/pl/calendar/">kalendarz forex</a> danych publikowanych w kalendarzu w trybie online zależy zysk każdego tradera. Właśnie dlatego kalendarz jest jednym z najważniejszych instrumentów dla tych, którzy są zainteresowani zarabianiem pieniędzy na rynku Forex. InstaForex jest dumny z bycia sponsorem</p>
</p>
<p>
<p>Rynek walutowy to jeden z najbardziej dynamicznych rynków finansowych, na jakich mamy okazję handlować. Dlatego też bardzo ważne jest ciągłe trzymanie <a href="https://lexatrade.com/pl/">https://lexatrade.com/pl/</a> ręki na pulsie w obszarze najnowszych danych ekonomicznych. Brak wiedzy dotyczącej zbliżających się wydarzeń może wprowadzić nas w konsternację.</p>
</p>
<p>
<h2>Grupa Beagleboyz AtakująCa GiełDy Kryptowalut Ponownie DziałA</h2>
</p>
<p>
<ul>
<li>Jeśli opublikowane dane różnią się od prognozy, można spodziewać się podwyższonej zmienności na danej walucie.</li>
<li>Wybierz swoją lokalizację w celu ustawienia strefy czasowej.</li>
<li>Większa rozbieżność między prognozą a odczytem może powodować wyższą zmienność.</li>
<li>Aktualny: Rezultat odczytu wydarzenia.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="kalendarz forex"/></p>
<p>
<p>Siła nabywcza meksykańskiego peso jest pomniejszona o inflację. Rezerwy mogą <a href="https://pl.wikipedia.org/wiki/Rynek_finansowy">kalendarz forex</a> być środkiem zapobiegawczym dla krajów podatnych na kryzys finansowy.</p>
</p>
<p>
<p>Pokaż poprzedni tydzień Pokaż cały tydzień Pokaż następny tydzień 2012 © Alior Bank S.A. Korzystanie z serwisu odbywa się na zasadach określonych w Regulaminie Korzystania z Portalu Internetowego Alior Bank S.A. Aby porównać wybierz przynajmniej dwa fundusze Strona wykorzystuje pliki cookies. Korzystanie z witryny bez zmiany ustawień przeglądarki oznacza, że będą one umieszczane na Twoim urządzeniu.</p>
</p>
<p>
<p>10 kluczowych zasad wyboru brokera na Forex Brokerzy polscy i zagraniczni, kluczowe różnice Społecznościowa spekulacja najlepszą drogą nauki giełdy walutowej Jak wygrać Konkurs Forex? Strategia zarządzania ryzykiem na Forex</p>
</p>
<p>
<p>WAŻNA INFORMACJA DLA KLIENTÓW KORZYSTAJĄCYCH Z USŁUG NA RYNKU FOREX ZA POŚREDNICTWEM PLATFORMY NOBLE MARKETS Czas Kraj Znaczenie Raport Okres Aktualna Prognoza Korekta Poprzednia Poniedziałek, 24 sierpień :00 Polska Podaż pieniądza M3 lipiec 18,1% r/r Wtorek, 25 sierpień :00 Niemcy PKB s.a. Środa, 26 sierpień :45 Francja Indeks zaufania <a href="https://www.google.com/search?rlz=1C5CHFA_enUA910UA910&#038;hl=pl&#038;gl=PL&#038;ei=obAzX8H1BeuGwPAP4Ji4gAY&#038;q=trading&#038;oq=trading&#038;gs_lcp=CgZwc3ktYWIQAzIECAAQQzICCAAyAggAMgQIABBDMgIIADICCAAyAggAMgIIADICCAAyAgguOgQIABBHUNtSWJ94YMR6aABwA3gAgAH5AYgBkAmSAQUxLjQuMpgBAKABAaoBB2d3cy13aXrAAQE&#038;sclient=psy-ab&#038;ved=0ahUKEwiBypjPp5XrAhVrAxAIHWAMDmAQ4dUDCAw&#038;uact=5">kalendarz forex</a> gospodarstw domowych sierpień 94 14:30 USA Zamówienia na dobra bez środków trans. lipiec 3,6% m/m 14:30 USA Zamówienia na dobra trwałego użytku &#8211; wst. lipiec 7,6% m/m 16:30 USA Zmiana zapasów destylatów tydzień 16:30 USA Zmiana zapasów benzyny tydzień 16:30 USA Zmiana zapasów ropy tydzień Czwartek, 27 sierpień :45 Szwajcaria PKB s.a.</p>
</p>
<p>
<p>Statystycznie tylko 11-25% traderów uzyskuje dochód z handlu Forex i kontraktami CFD. Pozostałych 75-89% klientów traci swoje inwestycje. Inwestuj w kapitał, który ujawnia takie ryzyko.</p>
</p>
<p>
<p>Dowiedz się, jak możesz zmienić te ustawienia i uzyskaj dodatkowe informacje <a href="https://pl.wikipedia.org/wiki/Broker_ubezpieczeniowy">https://pl.wikipedia.org/wiki/Broker_ubezpieczeniowy</a> o wykorzystaniu plików cookies. Zaloguj się przez sieci społecznościowe:</p>
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<p>
<p>Wszystkie kryptowaluty Brokerzy kryptowalut Wiadomości Aktualności <a href="https://lexatrade.com/pl/calendar/">kalendarz forex</a> rynkowe Więcej w aktualnościach Wybrane przez redaktorów</p>
</p>
<p>
<p>Więcej w narzędziach Narzędzia dla webmasterów Zaloguj się / Zarejestruj się za darmo, aby zapisać swoją strefę czasową i ustawienia kalendarza. Utwórz powiadomienie Aby skorzystać z tej funkcji, upewnij się, że jesteś zalogowany do swojego konta</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Co To Jest Kalendarz Ekonomiczny Forex?</title>
		<link>http://www.platinumpolish.co.uk/co-to-jest-kalendarz-ekonomiczny-forex/</link>
		<comments>http://www.platinumpolish.co.uk/co-to-jest-kalendarz-ekonomiczny-forex/#comments</comments>
		<pubDate>Fri, 13 Mar 2020 07:20:42 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex]]></category>

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" width="258px" alt="kalendarz forex"/></p> <p> WskaźNiki Zaufania I Nastroju KonsumentóW </p> <p> </p><p>Powiadomienia na stronie Powiadomienia w aplikacji mobilnej WczorajDzisiajJutroW tym tygodniuNastępny tydzień Wybrzeże Kości Słoniowej</p>  <p> WięCej Od: Liteforex (Europe) Ltd </p> <p> </p><p>Kalendarz dni wolnych w UK Podstawowe wiadomości o UK Logowanie Włącz nawigację</p>  <p> </p><p>Ta kategoria obejmuje tylko pliki cookie, które zapewniają podstawowe funkcje i zabezpieczenia https://lexatrade.com/pl/calendar/ strony. Te pliki cookie nie przechowują żadnych danych osobowych.</p>  <p> </p><p>Fora dla traderów, blogi, humor, największy portal Forex i wiele innych są dostępne dla wszystkich bez wyjątku. Kalendarz ekonomiczny Forex — najnowsze i najważniejsze wydarzenia ekonomiczne, liczby i fakty, które mogą wpłynąć na rynek papierów wartościowych. Od poprawnej interpretacji kalendarz forex danych publikowanych w kalendarzu w trybie online zależy zysk każdego tradera. Właśnie dlatego kalendarz jest jednym z najważniejszych instrumentów dla tych, którzy są zainteresowani zarabianiem pieniędzy na rynku Forex. InstaForex jest dumny z bycia sponsorem</p>  <p> </p><p>Rynek [...]</p>]]></description>
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" width="258px" alt="kalendarz forex"/></p>
<p>
<h2>WskaźNiki Zaufania I Nastroju KonsumentóW</h2>
</p>
<p>
<p>Powiadomienia na stronie Powiadomienia w aplikacji mobilnej WczorajDzisiajJutroW tym tygodniuNastępny tydzień Wybrzeże Kości Słoniowej</p>
</p>
<p>
<h2>WięCej Od: Liteforex (Europe) Ltd</h2>
</p>
<p>
<p>Kalendarz dni wolnych w UK Podstawowe wiadomości o UK Logowanie Włącz nawigację</p>
</p>
<p>
<p>Ta kategoria obejmuje tylko pliki cookie, które zapewniają podstawowe funkcje i zabezpieczenia <a href="https://lexatrade.com/pl/calendar/">https://lexatrade.com/pl/calendar/</a> strony. Te pliki cookie nie przechowują żadnych danych osobowych.</p>
</p>
<p>
<p>Fora dla traderów, blogi, humor, największy portal Forex i wiele innych są dostępne dla wszystkich bez wyjątku. Kalendarz ekonomiczny Forex — najnowsze i najważniejsze wydarzenia ekonomiczne, liczby i fakty, które mogą wpłynąć na rynek papierów wartościowych. Od poprawnej interpretacji <a href="https://lexatrade.com/pl/calendar/">kalendarz forex</a> danych publikowanych w kalendarzu w trybie online zależy zysk każdego tradera. Właśnie dlatego kalendarz jest jednym z najważniejszych instrumentów dla tych, którzy są zainteresowani zarabianiem pieniędzy na rynku Forex. InstaForex jest dumny z bycia sponsorem</p>
</p>
<p>
<p>Rynek walutowy to jeden z najbardziej dynamicznych rynków finansowych, na jakich mamy okazję handlować. Dlatego też bardzo ważne jest ciągłe trzymanie <a href="https://lexatrade.com/pl/">https://lexatrade.com/pl/</a> ręki na pulsie w obszarze najnowszych danych ekonomicznych. Brak wiedzy dotyczącej zbliżających się wydarzeń może wprowadzić nas w konsternację.</p>
</p>
<p>
<h2>Grupa Beagleboyz AtakująCa GiełDy Kryptowalut Ponownie DziałA</h2>
</p>
<p>
<ul>
<li>Jeśli opublikowane dane różnią się od prognozy, można spodziewać się podwyższonej zmienności na danej walucie.</li>
<li>Wybierz swoją lokalizację w celu ustawienia strefy czasowej.</li>
<li>Większa rozbieżność między prognozą a odczytem może powodować wyższą zmienność.</li>
<li>Aktualny: Rezultat odczytu wydarzenia.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="kalendarz forex"/></p>
<p>
<p>Siła nabywcza meksykańskiego peso jest pomniejszona o inflację. Rezerwy mogą <a href="https://pl.wikipedia.org/wiki/Rynek_finansowy">kalendarz forex</a> być środkiem zapobiegawczym dla krajów podatnych na kryzys finansowy.</p>
</p>
<p>
<p>Pokaż poprzedni tydzień Pokaż cały tydzień Pokaż następny tydzień 2012 © Alior Bank S.A. Korzystanie z serwisu odbywa się na zasadach określonych w Regulaminie Korzystania z Portalu Internetowego Alior Bank S.A. Aby porównać wybierz przynajmniej dwa fundusze Strona wykorzystuje pliki cookies. Korzystanie z witryny bez zmiany ustawień przeglądarki oznacza, że będą one umieszczane na Twoim urządzeniu.</p>
</p>
<p>
<p>10 kluczowych zasad wyboru brokera na Forex Brokerzy polscy i zagraniczni, kluczowe różnice Społecznościowa spekulacja najlepszą drogą nauki giełdy walutowej Jak wygrać Konkurs Forex? Strategia zarządzania ryzykiem na Forex</p>
</p>
<p>
<p>WAŻNA INFORMACJA DLA KLIENTÓW KORZYSTAJĄCYCH Z USŁUG NA RYNKU FOREX ZA POŚREDNICTWEM PLATFORMY NOBLE MARKETS Czas Kraj Znaczenie Raport Okres Aktualna Prognoza Korekta Poprzednia Poniedziałek, 24 sierpień :00 Polska Podaż pieniądza M3 lipiec 18,1% r/r Wtorek, 25 sierpień :00 Niemcy PKB s.a. Środa, 26 sierpień :45 Francja Indeks zaufania <a href="https://www.google.com/search?rlz=1C5CHFA_enUA910UA910&#038;hl=pl&#038;gl=PL&#038;ei=obAzX8H1BeuGwPAP4Ji4gAY&#038;q=trading&#038;oq=trading&#038;gs_lcp=CgZwc3ktYWIQAzIECAAQQzICCAAyAggAMgQIABBDMgIIADICCAAyAggAMgIIADICCAAyAgguOgQIABBHUNtSWJ94YMR6aABwA3gAgAH5AYgBkAmSAQUxLjQuMpgBAKABAaoBB2d3cy13aXrAAQE&#038;sclient=psy-ab&#038;ved=0ahUKEwiBypjPp5XrAhVrAxAIHWAMDmAQ4dUDCAw&#038;uact=5">kalendarz forex</a> gospodarstw domowych sierpień 94 14:30 USA Zamówienia na dobra bez środków trans. lipiec 3,6% m/m 14:30 USA Zamówienia na dobra trwałego użytku &#8211; wst. lipiec 7,6% m/m 16:30 USA Zmiana zapasów destylatów tydzień 16:30 USA Zmiana zapasów benzyny tydzień 16:30 USA Zmiana zapasów ropy tydzień Czwartek, 27 sierpień :45 Szwajcaria PKB s.a.</p>
</p>
<p>
<p>Statystycznie tylko 11-25% traderów uzyskuje dochód z handlu Forex i kontraktami CFD. Pozostałych 75-89% klientów traci swoje inwestycje. Inwestuj w kapitał, który ujawnia takie ryzyko.</p>
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<p>
<p>Dowiedz się, jak możesz zmienić te ustawienia i uzyskaj dodatkowe informacje <a href="https://pl.wikipedia.org/wiki/Broker_ubezpieczeniowy">https://pl.wikipedia.org/wiki/Broker_ubezpieczeniowy</a> o wykorzystaniu plików cookies. Zaloguj się przez sieci społecznościowe:</p>
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<p>Wszystkie kryptowaluty Brokerzy kryptowalut Wiadomości Aktualności <a href="https://lexatrade.com/pl/calendar/">kalendarz forex</a> rynkowe Więcej w aktualnościach Wybrane przez redaktorów</p>
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<p>
<p>Więcej w narzędziach Narzędzia dla webmasterów Zaloguj się / Zarejestruj się za darmo, aby zapisać swoją strefę czasową i ustawienia kalendarza. Utwórz powiadomienie Aby skorzystać z tej funkcji, upewnij się, że jesteś zalogowany do swojego konta</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.platinumpolish.co.uk/co-to-jest-kalendarz-ekonomiczny-forex/feed/</wfw:commentRss>
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		<title>Npbfx Opinie TraderóW</title>
		<link>http://www.platinumpolish.co.uk/npbfx-opinie-traderow/</link>
		<comments>http://www.platinumpolish.co.uk/npbfx-opinie-traderow/#comments</comments>
		<pubDate>Fri, 06 Mar 2020 08:22:06 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex]]></category>

		<guid isPermaLink="false">http://www.platinumpolish.co.uk/?p=15896</guid>
		<description><![CDATA[#toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center; <p class="toctitle">Content</p> Kredyt Bez Bik Firm GdańSk Dla Youtube Wniosek Z PrzegląDu: Czy Zulutrade Legit I Nie Oszustwo? PrzegląD Metod WpłAt I WypłAt Dlaczego Inwestorzy Forex Zawodzą? <p>«symbol pierwiastka chemicznego kobalt» «centralne ogrzewanie» 1.«zaimek używany w pytaniach lub innych wypowiedzeniach o postaci pytania, np.</p> Kredyt Bez Bik Firm GdańSk Dla Youtube <p>Douglas i matematyk H. Cobb przetworzyli statystyki ekonomiczne dotyczące amerykańskiego przemysłu w latach 1899–1922, biorąc pod uwagę wzrost kapitału trwałego, ilość przepracowanego czasu i wielkość produkcji. Wielkość produkcji w tym czasie wzrosła o 140%, przy wzroście o ¼ ze względu na wzrost kapitału trwałego i капитала ze względu na wzrost godzin pracy.</p> <p>Łatwo jest dostrzec możliwości neutralnych opcji, tak jakby pośrednio między dwoma podejściami. Wśród neoklasycznych narzędzi analitycznych główne miejsce Co to jest NPBFX należy na przykład do takiego dwuskładnikowego modelu wyodrębnionego z NTP, jak funkcja produkcji. Pod koniec lat [...]</p>]]></description>
				<content:encoded><![CDATA[<style>#toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center;</style>
<div id="toc">
<p class="toctitle">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Kredyt Bez Bik Firm GdańSk Dla Youtube</a></li>
<li><a href="#toc-1">Wniosek Z PrzegląDu: Czy Zulutrade Legit I Nie Oszustwo?</a></li>
<li><a href="#toc-2">PrzegląD Metod WpłAt I WypłAt</a></li>
<li><a href="#toc-4">Dlaczego Inwestorzy Forex Zawodzą?</a></li>
</ul>
</div>
<p>«symbol pierwiastka chemicznego kobalt» «centralne ogrzewanie» 1.«zaimek używany w pytaniach lub innych wypowiedzeniach o postaci pytania, np.</p>
<h2 id="toc-0">Kredyt Bez Bik Firm GdańSk Dla Youtube</h2>
<p>Douglas i matematyk H. Cobb przetworzyli statystyki ekonomiczne dotyczące amerykańskiego przemysłu w latach 1899–1922, biorąc pod uwagę wzrost kapitału trwałego, ilość przepracowanego czasu i wielkość produkcji. Wielkość produkcji w tym czasie wzrosła o 140%, przy wzroście o ¼ ze względu na wzrost kapitału trwałego i капитала ze względu na wzrost godzin pracy.</p>
<p>Łatwo jest dostrzec możliwości neutralnych opcji, tak jakby pośrednio między dwoma podejściami. Wśród neoklasycznych narzędzi analitycznych główne miejsce <a href="https://pl.wikipedia.org/wiki/Co to jest NPBFX">Co to jest NPBFX</a> należy na przykład do takiego dwuskładnikowego modelu wyodrębnionego z NTP, jak funkcja produkcji. Pod koniec lat dwudziestych Amerykański ekonomista P.</p>
<h2 id="toc-1">Wniosek Z PrzegląDu: Czy Zulutrade Legit I Nie Oszustwo?</h2>
<p>Wzrost wykorzystywanych zasobów jest ważnym czynnikiem wzrostu PKB. Jednak większość jego wzrostu osiągnięto dzięki postępowi naukowemu i technologicznemu, który pozwala <a href="https://pl.investmentsanalysis.info/">https://pl.investmentsanalysis.info/</a> wytwarzać nowe rodzaje towarów, poprawiać jakość tradycyjnych towarów i lepiej wykorzystywać wykorzystywane zasoby. Wielkość udziału tego czynnika we wzroście PNB (w%)</p>
<h2 id="toc-2">PrzegląD Metod WpłAt I WypłAt</h2>
<p>Na przykład, chociaż port w Ostendzie obsługuje zaledwie połowę ładowności Gdańska, jego ruch pasażerski jest kilkukrotnie większy. Dzieje się tak głównie dzięki jego usługom promowym do Wielkiej Brytanii.</p>
<p>Doprowadziło to do tego, że część kosztów, które można by wydać na postęp naukowy i techniczny, została wykorzystana do ochrony przyrody, dlatego też czynniki legislacyjne i instytucjonalne w modelu E. Denisona są oznaczone znakiem minus.</p>
<p>Jednocześnie koszty produkcji stanowią dochód podmiotów gospodarczych, które uczestniczyły ze swoimi zasobami w produkcji. Z tych pozycji wartość dodana netto odpowiada sumie dochodu pierwotnego. Dochód pierwotny -są to dochody uzyskane w wyniku udziału <a href="https://pl.investmentsanalysis.info/co-to-jest-npbfx/">Co to jest NPBFX</a> pracowników w produkcji i własności aktywów wykorzystywanych w produkcji. Są wypłacane z wartości dodanej wytworzonej podczas procesu produkcyjnego. Dochody pierwotne są również uważane za podatki nakładane przez państwo na produkcję i import.</p>
<ul>
<li>Dlatego po prostu stawiają za każdym razem „kupuj” lub „sprzedawaj”, co kończy się takimi samymi konsekwencjami, jak w przypadku osoby pozbawionej cierpliwości.</li>
<li>Mamy nadzieję, że odpowiedzieliśmy na stare pytanie &#8211; dlaczego inwestorzy na rynku Forex zawodzą?</li>
<li>Kiedy otworzysz konto, zanim będziesz gotowy do handlu, zasadniczo grasz.</li>
<li>Zamiast po prostu brakować cierpliwości, by czekać na właściwy handel, nie mają kompasu ani świadomości tego, czym jest właściwy handel.</li>
<li>Ale zamiast cierpliwości brakuje im wiedzy.</li>
</ul>
<p>która forma jest właściwa Sprawiedliwość &#8211; czym jest? lub Sprawiedliwość &#8211; co to jest? Dziękuje za odpowiedź i Pozdrawiam.</p>
<p>1.«zaimek wprowadzający pytanie lub pytanie zależne dotyczące celu czynności lub celu posiadania czegoś, np. Po co tu przyszedłeś? , Ciekaw jestem, po co on to przyniósł.» 2.«zaimek wprowadzający pytanie retoryczne, które wyraża zwykle bezcelowość lub bezsensowność danej czynności, np.</p>
<p>Zgodność Wymaga systemu iOS 10.0 lub nowszego. Zgodność z urządzeniami: iPhone, iPad oraz iPod touch. Po włączeniu Chmury rodzinnej z aplikacji tej będzie mogło korzystać do sześciu członków rodziny.</p>
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" width="252px" alt="Co to jest NPBFX"/></p>
<p>Tempo wzrostu rzeczywistego PNB zależy z jednej strony od stopy wzrostu zagregowanego popytu, az drugiej strony <a href="https://www.google.pl/search?q=Co to jest NPBFX">Co to jest NPBFX</a> od wzrostu potencjalnego PNB. POTENCJALNY PRODUKT NARODOWY BRUTTO (potencjalny produkt narodowy brutto</p>
<p>Istnieją jednak korzyści, których nie można zmierzyć bezpośrednio. Inwestycje w urządzenia portowe dokonane w ciągu tysiąca lat rozwoju Gdańska świadczą o tej propozycji. Każdy złoty zainwestowany w infrastrukturę portu wygeneruje jeszcze więcej &#8211; dla całego otoczenia portu.</p>
<p>Ważną rolę odgrywają inwestycje w rozważany model wzrostu gospodarczego: z jednej strony przyczyniają się do wzrostu dochodu narodowego, az drugiej zwiększają zdolności produkcyjne. Z kolei wzrost <a href="https://pl.investmentsanalysis.info/co-to-jest-npbfx/">Co to jest NPBFX</a> dochodów przyczynia się do wzrostu zatrudnienia. Model Harroda-Domara opiera się na dobrze znanym keynesowskim warunku równowagi makroekonomicznej: rzeczywista inwestycja oznacza oszczędności.</p>
<p>Gdy zagregowane zapotrzebowanie jest niższe niż potencjalny PNB, jak w punktach Wi lub niewystarczająco wykorzystane. I wreszcie, kiedy zagregowany popyt dokładnie odpowiada potencjalnemu PNB, poziom zagregowanego popytu zostaje osiągnięty, zapewniając pełne zatrudnienie. W praktyce trudno jest zmierzyć poziom i stopę wzrostu potencjalnego PNB.</p>
<p>Wzrost PKB jest determinowany przez inwestycje, ich udział w PKB i nadwyżkę całości inwestycji nad kwotą kapitału zużytego w procesie produkcji. Okresy wzrostu gospodarczego można zastąpić spadkiem produkcji, zatrudnienia, spadkiem PKB na mieszkańca i, odpowiednio, poziomem życia. Jeśli jednak weźmiemy pod uwagę rozwój w długim okresie, oczywiste jest, że podstawą do poprawy poziomu życia ludności jest wzrost produkcji towarów i usług, tj. PKB jako całość i na mieszkańca.</p>
<p>wiedzieć, co w trawie piszczy Wielki <a href="https://www.youtube.com/results?search_query=Co to jest NPBFX">Co to jest NPBFX</a> słownik ortograficzny PWN</p>
<h2 id="toc-4">Dlaczego Inwestorzy Forex Zawodzą?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="251px" alt="Co to jest NPBFX"/></p>
<p>z czego się śmiejecie? z siebie samych się śmiejecie! amerykańska spółka akcyjna, największy w świecie producent dżinsów i ubrań dżinsowych, Przeglądaj słowniki Przeglądaj Słownik języka polskiego</p>
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	</channel>
</rss>
