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	<title>Forex Trading &#8211; Silvaventus d.o.o</title>
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	<link>https://www.silvaventus.com</link>
	<description>Strokovnjaki za nov in star les.</description>
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		<title>Creating a Pre-Trade Checklist for Swing Trading or Day Trading</title>
		<link>https://www.silvaventus.com/creating-a-pre-trade-checklist-for-swing-trading/</link>
					<comments>https://www.silvaventus.com/creating-a-pre-trade-checklist-for-swing-trading/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 08 Jun 2022 13:57:37 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[Binary options are not promoted or sold to retail EEA traders. CFDs are leveraged products and as such loses may be more than the initial invested capital. Trading in CFDs carry a high level of risk thus may not be [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Binary options are not promoted or sold to retail EEA traders. CFDs are leveraged products and as such loses may be more than the initial invested capital. Trading in CFDs carry a high level of risk thus may not be appropriate for all investors.</p>
<p>If the decrease in percent of orders being filled results from an influx of canceled orders, the perceived liquidity might not be resultant of natural investors . Routing to venues with high order hit ratios ensures that quotes are being matched with natural investors. However, spoofing can skew perceptions of liquidity and make routing for best execution challenging, making ongoing review and tweaks of routing strategy vital. Consider how accounting for volatility in these metrics could improve trade performance and more soundly ensure best execution. Events such as earnings and dividends are important to keep in mind when deploying strategies.</p>
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mqKcxXjJON68Or2oQvL72EnNaiVIUo9KB1HOAAM5PpV6W+fsgfXfyqVXJzwe0iyY/F7iDGh3RPxG2Wx1BWE9K8B5XYdRUn4QDkAZ2yKh5eQMdheVKxcZ2Q/aFreEHLbZtM6dt/FbizKQVygl+3WJ1hxKwMnpW7nHUTgkJwQMEq9KkexxVvuoluo0+huBbtkNqYT04QNvM4A7bBOcikRxR4j/ALvLy6yl9KIsPpbS091EEgbpAPc58zt3rM0dFlyGowfdCCEgDPknOwwNgPpWPzc17zucVu9L0hrhSdeBZot/iJueptQPy3tkGMHClIwnbBGcZwPTsTWyVw0sM1kpiKeZST4gAUVFOPmSe9YukrNIlrR1NKCSskKAGNqdC3WuREbUktNuAgA5Sc48xVFJlud0Wti06CNtEJJWLS1z0xCLMS4KeZU51JS6rqAyMYIPf8cUjeInKXw247CENQx0xLgw4VGdFcDDnSVfEkqwQrYfxgcY9TmnletzLiA0gDxCCEg+X0+Va6Gi4W6YUlQKwe6j8JB8qchz5IXWCouVo8GSwt7ph9feyT4RN6al3bRnEW+RpyIvVFadW04w47jIC1KAVudtuwrmbr3QWq+GWqJmjtZWp2Bc4KsLQsbLT/FWgjZSTjYiu10++Xdt1pESWotyyEupcGUoV8/l+FMhzU8uUbjVoqQiJCYb1FZ2VvWmWAeohKSpTJPcoXvjJ2OD9dLg6oZSA9YfUNDdijg8rk/4gIG9HV6VSSy7DfciyWy28ystrQe6VAkEH6EVVhIeWlsHBNXxHos4LJ291Qn1rx23q6lsLYcez9hSRj1yCf2VZUR29aUCuE9QnZ0Srp4fvY/9I/6NZXGtzqsUUDuJST/cKrXaOX08P3sn+LIP6K9cSrjD1FbY0OyykTXy6HfDj5WoI6VAnbyqraD59+hWg/2isc9mhPA4bEb93ATUEnPair0mK/Df8CWy40sAEpUnB37bUVaBwCzbvaot5C3DS2bwEYPgT0gqSU4AcPyHkfl5+XpVxizydSXSNbPES1Lcw0gOk9KgBt0/dt01oUKUCMKKSNwR3FLTRt/twvsCTeVBLsVYKH1EAOHGAFn1/leeN/WlpVrQqs78JSo0oEuAkbg7VrZcRbJKh99PrqrSDGpIDt4sgPvbRw42Nio/z01L8RXUtl9CkLTsQR50LqSyVFC+okjHocU4WguKdx0827YLlLdkaeuCFNSYSilQClbeKkLBSTjIIOyhsc4BCMkQwMqQCQSR+FYJQUKxjYUAkLhFp3dRaNhMRjqHSs4TrWsFYSpSQ62Ad1dIOSkdj5jzHnSSdWoOHJH3CtbpnVtz0+8fAe62FFKlMrHUhakkFJKTse3ntW0enRb0+5JisBp9fxEBKUNrPdRCRgI/2o29MdqejlB4KjvbRQh3YZp4uXO4S7ZeNQXOAnMmDZ1yEApylwodaUG+42JGSN89OKZhaUpyFBWRsR86XHDe/TtMypEy2OIE1cYqT1kFCG0qCgSD9oqIAAyNs0uUWwrrLa8JP8T2I0HUlwRa+pNvTKW/GbznMV4h1k/MeGtG/ng0mi9FlRJCS9/CHVeJ0nq6h0/PtjBV5/dT8RtJqn6BiccJMNDEqzddvagDLjcxll1sIkqB38NCXFtEYA/NI9FUwUhlAmqWxH6SFK6cZ3H41XAAK23Oe0EJ1NIT03bhHdNMzOlbTLnvDIcBJSodRyg9knJBz/KVvjvtOCut18PdWQ7Re574tc+S0qQkrKmUtrHQJASSQCkKIV5joIOR2Q2npk+FDf6YzhhBpCnSBsEr6h1DyOCkd618qc1IiCG86lPS54jDoSMoWdsFX9aoY2z6VwGk1IwO5CeHm+0TYrDrKFcbXOhomzWFvyIzSTuhJAS8CPhwfiHzIzvk1HyKyVqdCgcqIzjzG+9L7TFx07qZuBojiXPk20QiY9svjQ61wkOHPgPNk4cj9Z6gQQpBUo7jYJi+W9uHMuENi4ty2osp1liQ2QUvIQsgLBHkQMjGdsUpwREeFaaiSIxQ62sfndiBj59/wrHuE+Q6lPiJPwj17VSG684gIU6QruN9s/0zV2XbpDakvOK6gpGcJ8jSNqeDiOi0qpBLo6ie/rW6iRCoB9OAds5rSuoHigkZGe1KeG/0MNoZihRCACs/zUP4AXIeSdywLg94D7UmOnokMqC0q7HqByKc6x220S+MlvkSp8dnT2pLuxKMleS2yxIWFOdZG/5sOKSoZBBSRsRTb3SDOkfwlMdSgkEqITsMU63LBpmNxJ1W3w+uEJ+Q6lS7pBTFb63XFtp6nI+BjIWlPV65RtjJNKbym5jzaz+Y60P2Xj3r20vpZSmNenRGDRyj3QpSqMQfMFgsn76bpKE+lO3zc6hgan5k9f3O2RyzGantW5CFDCsxIzMZRV8+plX6KaNS8dzVmwU0BVjuqFpTntXg4HlXkLClYryVAbA98UpJJpXC4NhViQ6ACaqpaQNzWvkOAEmkuK6BatKafuMuPboiQp+W6lhtPqpZCU/pIqXcO+R9E6bftkV9CkWqOm3sFhJHUpAAKiT553z86i9w4loi66tlxU22swFrloCxkFbaSpGforpNOnfLkXLapkLPWtXUs9Z3NUOqkuIb6LS6JEBbyt/omRJ1DdgjrIQpXUcnOTn5+tSj0FBjEj3hCU9DY6ceo2G1Re4QTokFSn3iC91HKMdx9f21JzQYckradaWOgKT0dJ337bn5ZrI54JdS9K0xgDLKfDSTbMVppDniFxKQMAeZPfFLmItlwJQokJ9DnNJe02txtlTjDjmVJQCRjGfOlHGZLTghoUMrVk779WBt+G9VgBHCmzEdFtWY0N1ISSkfMkCsG82lpLKnWG+rwtxk98dx863LFokOtBW5Ix27/hVq4wJEaOprdI6SonH8+1LLeFXtmHmUHJu22FmU41KWVIJCht8QOfhP4/trfS47mFPMurVhGSEk5APft9+MfLvWOuOwiYmWsZSk5cHfpxSncbiLY8ZgoClJ2UMEKHpnyxuak4biOLTOqtD2ilyD58eG9u0DxsduNqjpYjalii6LbQn4fHUohzp8hkjqIHYk1H20w5UqWkxI7rxQCopbQVEDGMnHlkip0+1G006kaI1WUEBK5tvdV3HUehaN/wDirNRG4SuFq5zknIJYR+kitvBMfwwf1WL03SGahrkeC920OI59OL6fJJRMCc3AkBUJ8dDiASWz5BeawYjYdmMsuJ2U4lKh9TvUj35Di9DXhlIyVsTQnHmSpeBTDy7BcbLLgOzoqmUrUjcnuoHJ/ZTmPkCUGxSyWMJ8jIzmMjOzHkLCevQkAn0uuiWOlHPD0G+jPYSP1Un9Cuhu+sqHcQnB/dGtnp13GjX0k74e/VSb0hJDd18RxaUhtlaE5IHnn9tJYD7fvWt8bO87SMFo5qJV1qsuaidKvNtB/uaKpqBp+bc3pMZBcQpCE9SdxkAZoqTG7a0C1isVwjgYwnoAtMnvXsYPcZxVvOK9jvTwFqUl7oPiE9ZXU266vqXGcHQlwndtPor+T2+lLPWOlGdTsG52JTYlKAKkpwA4O/fsdt//ABpkk/az6Us9C6+k6ZkIgzup+3q2KRupsZzlPmR/J/Culq7a1aopQ54MllTS0n4kEYKUjyPzJzWDOtqwknpAwASR5E9h+FPXf9NWXWEMXq0raL7iUrQ4j4vFACukH5ZIPqKbSdbpEGUqBNQUPNqKN+xUd1L+YA7HtXEpIhbS2lAYzWyhY9ycIWSQFVnT7aMF5tH5tQyk/LOM1pFtLadSkEgBY2++uObYtNyN3BbaBcEvBtmcvw1qQQl5ROFHOwXv+Cu3rnuN/Y7oLVPQ8oZShQQ52Uekn4sA7ZI2B9DWr1GEi3MeGU5L24GN9q2ekY0GdaHnblHMhbKlhtRWQpAAyB6EfKhuQGN9pStJwZtadthoOAJ59An9trMq9ac0qGZC02VjTz64sVjZtEp2ZLcc6yPtDpjNpwfXtuQY+X9MOLe3oi4QQlx9R8Rs7gdRHY5A+7b0qUGlolvtPBqFNtD4Ydg3bwH09aiVR329wCCAE9a8jOd+rbzqMWrcNTroygjqZUpxCgnpynxR+HcVHsO5ao+DmtycYyt9a/onk1LabZYL5FtcWOExNU6IflKDYC0Ny1uLdR0gdggtIAxuN+9NVo7QsO/rvKb3d/dnrbbH5zcYjd5aG+sIKtyn17H5lO5Dmq1Ixc43CG/NJWsKhPWySlxP+jB15C09fzPxJHooZ7U3Nsiz43E9yywW2xcXJbkJsyDlpxbylIwsqI6UqQsoPlgnt3pYZfJTzn0eEmXELjMNlTqnVLSEqSrthJ2x5+Z39KwTcvGUetKgCkg75rIuMoNltkKKgEpOT3Pw/wDdWEUpU2XT8KRtt610tXGvLVfSHGsOISSFYwpXnt51nxpi3o6kOqwkbDO9YLc6RISlCkBSQCPr8vrQ050jpJylWwHoabIKktO4WrL8crX4iRgftrbt3RTNsSxFQkPp3PUO9XIsNp1PSN8pGAQfKsaZG8IjHkNvlQeUoDlbCBcbhd2kwy6226r4UguBtB9TlRwPvIqZvJBw0c4L8Wzr7iSwmI5btJTdRwkIcCkCB4aiuV4gJSQUJWAlOftZJHwhUJkFLUFknGXHTn7h/wCFdJ+JGoILvIVaeILaW1XORpRGmPHI6HfCfdix3Gz8IOA2h1PfG22dzSoxZTcxptLnzfr/ADdTXy5aluLpXKukt6a+VHfxHVlav0qNYzTUh9bbbbSlqdJ6QgFRIHmAPLv+FYC3wEF3KQsJxkD5fpp4OItis1g0VbbrZLazBlhxkB9hPQsBSFFQyN9zU2SYROa314VpoPhqTW8TLzg8NZjNDnDmyCTwO18JtXLRcW3ZjYt0lXgBQCi0c7KAzt6jNa91baIbDgUnq63AQCSTjpwP016dvUmU7JkzJrzrrzeAFOKUc5B8z27048niFb9baYtvDuz6UYiXKWIsJuW46gJC0hA6iA2FYVj1/GuSSPZ2WV1jKZj+W7EjLmWdxJA2t7E/JNa0C66hnxNiCc/QE/srXvvZJpcaz0DdtA3KGi6LiLE1pxTQacKiOlHxZyB5nYUgH8KQpxKTgK9MVwSteNzeiVjzwZeMzJgcHNdfI+SUHDpeNTLcz9mI6fl3SP20uJ07xEBtJBQTk5pAaKxGuz63O3uSnB6nKkbfqpUR5BdStSsE586p87l9rUaS72APinQ4bWaNJYXNmyEsIbV1JUpWPpmpMaU4maSsKGWHbmHD4aE9TZBSlQHmfuP41FjTE63W62xWtQqV7tOV0JbCsYQO6yfT9FLzR9u5e9f3I6KtN21fHvDuQ0qIsqSHFOJbQEoUj84SpQHSkE/cCaz8+P5jvav5BbbFyfKYACPmVODSHFXTki1BwzULIXkAqGVZOwP9kaXsuW7b1x754LJEoBK/LCsDpI7/ACrlQq8X3QOundNwtUKu0SE+2rx21EJWnP2Vo/iq7gj1FdPNB6mdv/D62LkNhSCw2R1nIzjzqryYPIIo8FT4ZDk8tHI4K1GseOF/0030wmEl0LCQyGi4pW+xGP6Yos3Gq+XaGX7/AGZyOCMlwMOJQkZ7lRGAPqaa3ihB4hJv6bTBlxorb6ioyELKsJUNgc4J28thSD4VxOcdu4ymrgiMu0RvHcU/JSwpt9Pw+Gy2EYW2ofHlfUoEHGAU7kTDJHe4cfVOyQxROaWsu/Tt8VKuPd48rwVB9HRIy4nowd8ef9N6rJuSYC/D6SgqWOlxH8bG+4+maS2hLTPjQ1uXZCmkqPUhnB6ULPfw8gHGT2xtvjY1stSQjOs8rxFFp5r40HJyFDuc/MZ/GojHFj+E9LG1zS0qOHPpbRrXgIVF0rcst6jT0HqBKEqKmV49R+dz8iK50yHp+kXW5VsnnMlPQsFA7JAx3zXQzmQ1My5wFu0KZH65L0JJac6QFnDySrbvnYY9d65y6knsTUxwwpRU31FYKcYzj+atrpTzJFtPS1jdRMeG1+Sw7ZfZLSCQRzXH1W/h8WbyzaFWh2FGdS51hx49QWQskq2Bxnf0rHvetI96kwlfkxsBpzOHVFQ3xvtj0pGZx2NGSCDncVbCBgduAWMxsqTDgyMaHhs53P8AVxHNpQR9UKatj0BMNtCVlYHQogDqG+xz+utC2QHAfQj9deM4qgIG48u1LDQOi7PmS5LGRyGwwUPcFv7VJ8KGVBwBQcO2fUCitD1kDAJx3opBjJVU/Da87rV6vWc14TlRCQCSewAzV33WUP8ASr4/5M1ICkoBGK9JJO1AjS//ADN8/wDJmqraeaAW4ytCT2KkkZPpvSwQuJTaN1tcNJzRhPjQXFDxWCvcefUgnsr5dj2NO5Niac4gW5EqNJT+cbUluSndbZJHUjHkcdx5bfKo+BQO5rb2DUty09L95hOqKFDDjRV8K/n8j8/2Vx3KA6kqrpZZdokrjTgfDx1jByCnq6UJHkMkH8e29J242hfT1pB+10EhPdZ3IH0pzbRfrdqmCfeCFYKVgKPxNrA8/ofxpNXe0yLYvwS54rR+FpzYZ2y44Rnbz70gpaQ9nfYt1zCpyVlOCkAjqOT9a2UjWBYclNWthHgyAMdaOkg9IB2Br1crQJCfGipKQcdKVdwkdvxFJt1hbKsLGKbdE1xsqyx9XycSD8PAdvXkdeeDynVg8W4cmLAsixKhxkvodkEqLgWQ2tsDpBGThZwc7eecVs4nDq1a/kXK6QNWuLjKkqbDohYJBIWoEFQOx2x60yzTS3VdLba1q74SMmn24AOuM2G4RVhXUqdnB7ghCRUXIaYWbo1kNZnOjaM+PCaA7eHbuSeTz1JFfJNdH1E+xYFaUTJcQu3XE3GA72Ac6ehaT6Zwkg/I+tbW+31y9rZ1ZAdMe6NeGqYlBAUh5s5S6k9yDgEjyI+mUZPYkNzHnvCUE+KohRG32jVGbnKZcQ4lQC0/xsbq+vrUppsWFdMcHNDgs+8PrnvKuqGUBtZGUg5DZOdhnfHofpVuApt1t1h1QBShxwA/JBP6wKs+MqRIStwoZQ8oZWU/CCO4x2Ox/TV63xwy+6Hl+GpLLpDa0kFX5tRA+/b8a6V2QENK8xEOJdQkpx15KfmKHXFMyMq26a8oXJaBkeCvpRt1EHAx5Z7d6ohJkL+LI3yaQQpTDwKWyjXpTCMojKW4B3zt5eVY0m+z3zgsoQPkmshrdxEeNAckOOqDbaGxupZOAAO5JJAwKpL8SJJcg3GOtl9lZbdZcbKFtqHdJSdwc+R3rnVKdfqszSUb90V3i2V9txTspfgxUsoBU68ogIRuRjJwMjNSy1fxutOqOWtvhKkrjSLbDU46gLAbZXGdQtIUjCQhRUpTQSBjIxk4yYycO4EmVqu1Iisrbd98ZKCpPT0kLBByfmBT4c0Ok4nDzWGrLw3cI7v7unY78NlpPRlDhTIluEY7JdbYAIx1F1foQHYwS4UmZTQ5Wg4RWWyXLStwlXC0wZbrcpxKFvMIUofmk7AkEjc5+8008u+3Cbb4sSTcJTyG05U04+tSQcnGATjYU7vBN3Oi7m5nvLcP/wC0imI8X4RjzAogdvmkvsQvTPGLRheGdG/D+z5kb91cbqc2t1da7XfdXlrTW94eSo0TXen5MuS1HZauLK3HXVhCEJChklR2AHrSXUvfOa8F0ggH7NSn+00heRTw/iInQk1uBH1FKUuvbforXF5hmRdI833GK4oe7TUEJ6yB8WCfIbZpmrrC4ZNR51hjouqbqJpitv8AUFshwrUGznq+JPT327030yV47vij4T0pTt3wAB+yr9kOZkXIBzcI3l59RqtZjOgb+rhP1i4nhfE0SKLbJA5zjKOHPsk07joPSzdBLBjQd2t9+THt3vFyCID7jxjx1ZaaaSjqcOM4SMjJ8qrZkqcSsBOSV4xW51Y68zf4aWXCkuIdCh6jqbyKxIKfdJ3WlIO4X04xVfPIXDn0Vp4SdJlYEeRIbJJv6pe2zSD9yultEyP72nwR1suIJR4Z2IxkHzzkEVITR+htJ8PXka2t2n0xrvGT1MPFxY8NXSQSnKjg7ncb/TNarhi9Zr5p+3LucJoS4rSGPeACC50j61sNeXqJbIxhAhbQAUPiJUo42GT+ms5LPK9+wL1LGxY2M3kBR61R/CNU3C4ltCX5bxWpSRg/LPzro1y7tTVcI7dHuiSXmWkgjuSAkfjXNqXco4ub91mqQWm3upSVHAUkHfJ9PKui/AjjXomToluc4tqPGaiFwrccCWkpxvk+WD5mlZcTnNbY4CMR9F+zk9gnZXpW0XlCRJaDj6QMqIz9PwrY2nT8GAyqMyXUoSchHWSn8DnFJzRPEHTGs7Oq9aMvMO9MEqP8Gc6vs7EfWldbbjCu0RuZEd+A7EHYpUNiFfMEb1BEe3gpeQZW8E8LDnwcLK0NqWn7RJVkDFJC8hjrUlTYDToKDml/dX46YimG+lXUMk9xmm11bI8JJSnAKgcfLamJAGnhPYhLm8rQ2HhnbUaOL1zgsXB9TzhYDzYUENoUopI6httmuY3OxouPorjGlhiLFZculrZnv+6M+C0654rrfWlvJCMhpOQO5ye5NdYYMxyzwbU8+4hcG5x/dFrUsgx3CjqGN9wr4s59K5i+0Vn29/jlbbXEfS7Is+no8SYUnPS6qRIdA/sHUH/jVf6ET+I47hUXiZrRphBHRwr7qLJNUzig7DNeSc1r15mg96KKKEIooooQlVwz1oeHPETTWv028Tzp26xboIpd8Px/BcSvo68Hpz04zg4z2rpZbfbcT7hdI0E8t0ZpMl9DPX+61R6epWM/5T371yurP08P/lDa/wDfrH/WJpSSF3a54Oe+RyczNIRGuGDerP3VMSnypV49xMbwS2MY8Bzrz4nyxjzzXM/nV5/5POHpXTenH+FTelBp+e7OS8i9md4/W30dJSWG+nHfOT9KkJ7br/NjhH/vC6/9KPTf+xptlsu/MNq2PdLfFmNI0c6tLb7KXEpV75GGQFDv33oASlAmO1IkL6I7DjqsFWEJKjgdztVPE+VdXeYTm45Z+UW5694JcK+DjWptX32TcV6lvHUzEQzMmlxa0eN4a1ueF42A0AlCQOkKB6q0PKrwB4HcpnLhD5y+Z/Tibtebo01LsFrdYTILDbyeqKlpleEKkupHiBS9m0HOUkKNKtcpc12I+o7KhF3/ACZPjsEDDrkdaWlg9t8YOaV1u1jHuzJizSj86kNLBVg4PcZ/bU7P35e1Xe8KtWpuWSzydHyFeA9FFxS9IEcnBJStkNOHp/iEJBzjqHepHtaG5dGeRTjRxG5frRCGmNZ6d1DqWGyuKgKtklVs8J2O2CCpkIWwT4YOEKUoJ+HpFJKBwuQl6t7tqUHkK6mXU5bIOekDbH3dqTL9qnXfxHLXbZktLZwtTDCnAk/MpBxUuvZ+csLHNfrSXqTiCp9rQGimGhc223S0Z8peSiOFggpR0pK1kEEAJAIKsh99f+1b4X8K72vhzy3cBLDcNL2M+6onOOpgRn+k4Pu7LTZ/N7bLUcq79PmeWilH32SaFo5yrYhxGCmxXQYI3BDae9N37QWY+zzn8VUMvrQDd289KiM/wZmulnJzxc5aebXig1xo0rw/a0JxZ0rCfYvEBjw+m4RJCejxS4hKRICVBPxqSFp2Scgg1ALmk4U6i42+0h1dwr0q4hNy1HqVmIhxf2GEe6tKcdV8kNhayBvhJHeuHlBAIopt9S6ugav4dxdGafkOT7m8iI23FaQsrWWwnqAyMbYNNHqrTl40/cjFu1okW9b2XGUOoKepGcZAPlmusPEnjRy2+zNi23gnwj4Vw9WcQH4jUu63CYtLbiQpJ6XJL/StfUrHUlhGEhJzlOR1WeE3PNwY5v7+zwI5juDFktb+oVJjWi5x1B9r3lWQhAUtAcjOE7IWlRBKsHpzuxG0RDaDwq7SdNjwJPw0biWuJce555PfsFzltvCm23jTVqMe8PolTnmAOtILaVPKQk52zgVquJ+hJOhLyww/dG5apkN10FDZR09KCnHc57Zp3eOvB/UvLRzOtcIJN+m3CzM3Bm42mQ6rAkW909TPUkbdaSlaVY2KkEgDsETzFuh2/wBnOd/yc/8ArVUVrpY5g1xsG1M8Xa5jZXiDDxtLi8uLyaeODueLt18kXx9FP7hASPYu6gOf9S72P/5RyuVdvQjwwokDauqnCPP7y7qHb/Uu9/8A9o7XJZDi8ABZxjtVgQpLXbU9fLPxmtXL3x00zxavWllaht9lcdU7GR0hYC2lI8RpStgtPVkZ+m1LPmL5kNP80nNvpnidpjRrmnYQlWe29Dy0KkzFNSc+O8UDHXhaWwMqwhpG/kNV7P5DVy5xeF1unMNyIrl1dStl9IcbWPdXu6TsadD2gdug2v2iyYduhMRWES9NkNMNJbQMtsE4SkAUAUkucXGypMe1MXbl8ZeGUa4uhv8AyJlPtKxuFIlN5wfXpKjt6VzQ4p8QpGvdb3TUb76lMrdLEFKv4kVB6Wh8jgZPzJJ710q9qNw34hcW+YbhBoLhfY3rnfrlZbm20EpPhxmy82HH3l9kNpSclR+Q7kA63Xd74K+zW4Tjg7oSNZ9X8bdSxUSbrcpkFt9MP4Th5xCvsNpJX4LGcnPWrIJ6ltds5So4nTvEbOp4UG+EeoUQdIzmHFDLklzf/k0j9lNTHt94kw/fY1smux0pyXW4y1IAHf4gMV0I5I+AGgpWgNY84vNDKXc9LWyXJmR481oONT3kHMiQ62NnR4p8NDf2VLCgQRgVlXf2zDNuv5gaK5b7KnSLDhbaYlT/AAZTrA2Bw22WmiR/FwsD1Pem4gWuc8d1qPEOtHPwMLTCOcZrmn4kj9q+65vmTmvKnCRgiulXNJwZ4Jc23LVN5zuW3TJsN8socf1NamW0sF1tpPVJLrSPg8ZtJDniJx1oyTk4rmcl5ZSCoDftinw+1kVcUrA2Has6wug3WEwdlLuEZQHoAo5/WK1q3DiqxprsOWxNYIDkdxLqMjI6knIyPqKQ+3Cgm5WGRhaO4P7J49eISzfYbhH2GpCh8vibH7awThLTV1D2XFOdJB7BI2pFz+I19u8xuVcvdl9CVoHS104Cykq2B/kit5bb+zdbUnw+rxUHDjYHwpV/XE+hqpkge0Cwr7wu1mBpUWHIfzRd+nWx9inp4f6tfgLSGHutlKcqSD2NXtUy7tqWNJntur6FOBhsZOSo/Om4sd0ftjan2ADlGN/U7U79gnQJbtvtDIyiCyHHT5F9SQpaj9MgD6GqaePy3F7Qt5i5BkYGEpt3+GuoNTLRbI8d5lnI8RZ2Tv6kipY8EuDrXDqDaGr9NFzauLTrSozjf8HShWPhA/jZ3zmmSj8dNP6SdnIurCZPgqyyEDCiRtj5/wDea2rfPdeHWYsK28PvfDDIVGIjqKkn6DOaVI3JlbQHCnYhw8Nxke8B3zU7eHGndK6Edkp03pyJakzFBTwjNBAJz8uw89vWlbKYTarmbjCTm33JYRISkk+C+dgv6K2B9D9ahJw956NaXG6ojav4O3duMpXS5Kh295a0A7glIT86l5ofV7OtrSp1qNKREloIKZMdbLgHoUqAIO/6Kq8qB8P61MeWZA8+E2O/UfulFLxHbWouEr6gOjO30pFakZkSJDrr4wEpV0p8gKXjcVb6yt8hRSyDgf12O9JLVJLaPGKiQ4pQON9u+KgdeSlQO5pYDU+ySdHZvcpDTFoeTIdChjqQkHPSew2zk+WK47cwOv2eKPGbVuuY3+VrncVqj/7igBtv+4QmpVc5/M3qLT1quPAbT8RMdi5tNyZk7rIc8FectIx5KI3JPbYVBEryOw7+lbHRMN0LPOf1P7Lz/wAVakJ5PwcZ4YTfxVFE9qpQTmir1ZBFFFFCEUUUUIV2s/TxxqG1/wC/WP8ArE1rxnzrNs8hqHd4Mx/PhsSWnFkDJCQoE7fQUtJC6Y+26/zY4R/7wuv/AEo9Ij2K+/MbrEf+prw/55GpLe0z5quD/M/ceHz/AAnulwmJ0/FnNTjMgrjdCnVMlHT1/a2QrOKTfs1+Yzhhyy8YdQ6z4rXKZDtly045bmFxYapK1PqksLAKUbgdLatzXEpMnzPvOP8AMtxbfecUpw65vuST3/h71dEPaa2y7a45LOCnEDRa1StKW9MF+YmOCpDaH7elMd5QGwSkpWjJ7KdA2ya5rcbNUWnXHGXXutbA445bNQanul1hKcbLalMPy3HWypJ3B6VjIPapYclPtA7Fwg0RJ4Acwml3NV8NJ/WhjDKZDlvQ4olxpTK9nWFKV14BCkHqI6uoAdQoQNpBGQd/nXW3lG0xqbTfsneLknULbrbF7suq7na23EkdMNVu8MFOf4qnGnVA+fVmknMu3sVtOvHXsGNKu8ts+8NWNmPeVoW5jPR4LoSyPotQRWfe/ae8EuIfLhxc4dXi0StJzbxarrp7RlkiW0raat67ahmMlxbf5ttReU7kD4Up6ANhkpJQrPszYszW3I5x64c6IdQ3q6Wi5sxkod6HC7KtZbiqJG6QVtrSFfyT6VzCejP259yJMbdYeZcUy+04jpWy6k4KFA4OxH6KdjlN5oNZcqXE5rXmmWBPt8tv3O8Wpx0obnxc5xkZ6VpPxJXg4ORuCQZ2ah4s+yK5j5C+I3FK3TdI6nmEvXGMYlxjPPO53UswQtl1RwT1g9Rzk4JIriE0Hsf9Kaimc0k7UdrQtVntOnJablIA+DLy0JaaPzKklQH/AN2fSnI0HeLRaPbOajFzdZQZ8+ZDiqWdg+q2oKRn1OCB8zilRw49oxyacDdZW3hhwV0TL05wzjpkSbre0W1xUi4SfCKWQltRLywTglx0hWwASBnMC+ZrjDbtd81OrOOvCO8zY7D96Yutnm+Gph9pbTbXQ4EndKgtvI+lCF0U5uOYXku4ScdL5p3jhyiy9R6neRGluX022E8m5NKZSG3UOOOpWpKQnwtwMFsjyFNTYud72dLF5gytOclV0bujEht2EuLZ4HjJfSoKQUdL2eoKAIxWfY+eLky5sNFWjTHPDoI2vU1rjhoX6LEkLZcVsFKbdi5kM9Z+ItlJQDnftWwsHG32UvKrL/d7wUstx1rrBhJ9x6Y015cdZBwoOzUoba9OpAKxkbGuUCutO07h1UYudfm90RzLcbNJcUtHaTvVqi6ds7VukM3EMpeeWmQ87lJbWodOHQBk5znamtvj7XGKYbjal+4NWaL4C/eskuFzq7BI2xg0muOfFWfxr4qah4oXKw2uzPX6UqT7hbI4ZZYT2SNgOteBlSzupRKj3wLvCucqGxeAT/VEtefl8f8APTGQwNHmdwqHWMUNb+OiH5rBTT7iRfC6Z8M4irf7GzVMFawpUe3X1sqGcEi6u5xmuRKTiupnLFzq8o+g+ViPy+8en7lKW5JuiLtbm7S9IYeafnOvIT1o2IKVIOxq4OMnsaAN+FSwf/YM3/8A3T7TYBKuoyXNBd1pRH9nhb1DnB4VXJT7YQq9OtpbOesn3V4nbtjB9adH2iOD7R0+vvemcf8AumK93Hjjyg6K5zeF/FfgZZ5tj4cabbU7eEsWx9KxKKJCStLSyVKyFtDI/ZSA5uOM2i+NPOOrjTody4OaXS9ZnfHlQlsOdMZtlLvwKGcgoVj1oJA6p6ON0p2sFldiuJXHDhloHjdpzhdq+XH0/qHXNkkM2G/rQj4XUvBPuvUsEJKlLStAV8KlJwQT0g8ZOa3l+4rcAuO9xj8UrnN1Cm/rfnQtTSCtQvCMjKlKVnDqQpIWjJ6TjGUlJLle0r5leGXM3rDRN64SXaW6jTcCVHlmbHVDcbdcdQpHQFkE7JzkedOPw35t9B8V+AUjgNzxWu7TH4TeLDqmAwmTLCglQbWrHxJfbST8ZSUuJyF7k9aXFu08p7AnEGoRMP6t1be5PoB3UhOAuteGFv8AZkW2+6x4cOa801ppqUi+2CMy08tSm7ita1qQtSUnp60PHJB6d6jj/j0/ZlA/5x57I8/yLbf79TWcsPOhI5OuIWotGS2Fa34YXx8qkx/BLL32egSWW3ThKlIwlbS9jgb7Al9ZUv2LOvZJ1vcXJunJLxEiTaERrxGCVkZKPCYQtobnGGldOexoZ+kJeoAty5Aeu4/usmP7SPlH0Zwr1Nonhly06o0ratWxJ0XpiwIbEORKXH8JSlYewogLbCsZISU5HauXCdtv21OfnB50uBOquDsfll5X+GES2aKiykyXbnNgJbWSlQVmMheXEKWr7TyyFlOU4GSagwO5IJOfWnAoRC9qVtiraj5VVRNeaCgKh9aybXcn7bLS4yshKyEuDyUnPnWMe1W1d6SRYopTDsIITy2p5DkdIznqANPnwckWy32u636Qw3JTFWC6yvfqSUDf575qNWkbuJERtKvtNYbI/bTn6E1evT02VEfQHYNwZU08j022IqjzcclpAW303MbQclXp+zou17Xfjpq3SGVv9CyYwUnpz2I3xUmtGwhILCW7NHawEJWhBVhSOw22HfG1NNwe09EhWx24s3MutLcDrbYPxYBwQRUnNDwbbPLUos4yn4iFb4G4qknmN7QttgSUNxTl6Z0haWYbMxduYaXgfClsDBwPKt25EaZkh9pPh5BSekYBPYZrBg3BphlpTbSwlQCQO5IFZ0t+M5HU4pWwOMY8/Oq+Qknldlkc42TwrrdwDTLqcAlKEpKs7dhn9Ofwpu9W3VT8pmAwrKCSo48/n9KUt3ucS2WVZRjKz1fWkG0y+rqu8zZTvV0gHOB5AD0H7aSGiuV2FoBsLmNzpXFE3mCvzKBtBYiRj6EhhCv/AI6YupC87eg75pPjG7qK4htUHV8Fm6QHEE7pQPd3EH+UlxlWfkRUeq9DxQBAyvRePaoSc2Un/Ef3RRRRT6gIooooQiiiihCu5zVVZG2P0UuOBF709prjRojUOq3mmbLbb/Ckz3HW/EQmOh5JWVJweodIORg12H0xzRclmtNS2vSWnL/pibdr1MZgwYyLIoF591YShAJZAGSoDc4rO69r02iva2LGdKCLJB6V8ipEEDZhy6lw9884Ne+nBINd/uK+qeAHBKwxtTcTIOn7LbZkwQGX3LUhwKfKFLCMIbJz0oUfuNc//aH8duXDilw10zaeDN6s065xL0ZMpEO2qjKDHgLSCSW05HUU7Zqt0bxhLq87I24jgxxovuwP5U7NhiJpJeLUBghDbYcd7kZSgefzPyqwta1klWMmvbnU4oqWSVHvkd689AxsT69vKtp1UKl570dJr34eN89u9V8M46lEp8sEedCByqhzDSWlIBAOQfMf02q3gVUpPTn8ar077ggeW1COqEo6s4r02pxhWU4/GqAAEdRPz27VXCiM4Pzz5ChCuu9D6gpCQlajgj1Ne5lrutsWkTrdKjFSQoB5pSCQexGRuKXXLzqzRug+NmjtYcQrd79p213Rp+c14IdwgZAX0H7fQSF48+nzroDzq8x3L9xi0hp/T2g7zB1LcETS+7LaiKSmPF8JYLZWtKTlS1NnpHbw98VS5+qzYeZFjNgL2Pu3Do34/wD6pmLityr9qlzIYaXMSGvCB/lnyqZnKo1wztFjTbp1miTZ8kdb776QVKPYDfyHpUUNSNptVxfYiIIaSfgIG2K3ehNYSrQ+h2NKUHkLx0BWCd9hTuoNkyYfYNBaHw+cfAyy3IAdYoWnk5tOD0C33CLrvTNrbi2mSrwZC2G/gDhOxONh3NRtuVkRCfjR2XS4X1lO6cY3H19amhpnWEfixwc1RoeeemSmMX4wc+14qD1A/fiolxvBXqS1tTSUBl9fUMemNvrmkabPI6Msf1aofijGZHqMb8YUx4N/FOdZtE2vTenmJbrIcc+FSlLGc53p9tORtLav0HPt0i1xVH3ZSg4lpPUkgZzmmI1ZqqI7alQosptWB2Cxn8Kz+Dd/kNqmsPz+hoxnEpSVHc9PaoMoklO/d3Wp0h+LBEWOaLo/smQ1K2xGukx6K4ClD/QlQHmg4rZyOIWpJrDLvvbKiyrqcR4CAer4h1bDtg/jSw5fOCb3Mjxsj8KW9SIsabiuZKXOMcyOhDSFOEBHUnqJ6cdxjOaVvOxyy6b5WdZaY0npnUNwvH5Usxny5MxCEHxfHcRhKUj4U4QNiSe+9Wf8QxW5TMB5/NIsD3fHovPZWudknPaKc1xIPcE+ij/dblKvMtU6Y4lbigB1BISMDtsKwi3V5/wygOpSEjt0g75+lWCSDhQxtncEGrQUOAmZZJJ3mSQ248knujp9Kpj5igkjsapkkZ3+tdKSvR7CvKth3FCkqxnBx9P6eleClWcDuPKkoVc5qhGa9+7v4yW1j6jFUU2sbFSQfTqFdooW50a1Nm6hh2iCseLcHkR0JKsArUQEjP1IH304MZUmMtTLyFpeaUUrStJCkkHG4Pam70e4mNqqzzFqKUNXCOoq7dnE7ippX/hhY+IEFFxZ6IV4A2koGzgx2WPP696YmjsAlWWBMWWCm84c8RXbA4yzMUtLIcSrrGQAkeWPvNSj0Nxl0/hIZnpWCklxA7nGwqKk7R+otEL/AMn7P/BQrHvCfjaIHmVfxc/PFb2LK/g7YsVtcTIUM/CknPzG3Y1QZuM1p3Ut9peUXNDbU1dOcYrG+k/nkNtoJ/PLdynHn9/lWdI4o229OYhrJjp2yNus/wDf6/OoqaX4V8Ub9FE2MpcZpZ6gh49AcHn9+P1inP0fw71ba1mRKdS+hIGFlKkoBxny8xVBK9m6mm1omQvcLcE8abg9eShUk/A3uB1Z+g+ucU4uguGF519MQy0DFtDCkGRJUg7jOelHkpXftsMjPob3BLgZe9Rtsag1eFw7UhIUy2E9LkoHzHfpRjz7nORjvUpbZabfaoTUC2w24sdlIS202kJSkfQVc6fpTpqkmFN7D1WS1rxG3CDsfENv7nsP7rmt7YXgXEa4SaB4gaWgFDekpy7G+hsf6Xko6kLV5nDrOM+rtcjykglJ2x3FfRvzm6Dc4i8tGvdOx4plS0Wl2fEaA+Jb0f8AOoSPmSgJ++uAdx0/bL06pxt9MWUtIUlz/QnhjYn0JrXw45LPy+y88keXHe48lIM7UVsLnZJ9qWUTGSANutO6D9DWBjGc0lzS00UlUooopKEUUUUIXsZG4NOzyl/55/hQAf8AXjaR/wA6RTS07PKWD/jnuFB/9cbT/wBqRUbUf+Tl/wArv2KVH+sfFdFPa7gf4gGk/wDhgz/2KVUUvZ/8oNq5i9U3DWOvPG/cZph9tt+M2Sg3KUrCgx1jdLYT8S+n4sKSBjqyJWe1535f9Jf8MGf+xSq2vsmZ1pe5arnFgJSidF1ZME0A/GpSo8Yoc/2pQEpHzQfTfyzC1GfTPB3nYxpxcW36WeSrR8bZcyn9KW91rzV8kvLVfzwnTZICJMBaYs+LYdPtutQlJ2KXlkJClAYyElah2IB2pK8xnKbwO5peDbvGDl2t9pTqARnZ9rl2dpMdm7dCVdcR1rCQl0kYBUEqSsAKOCawtf8AFD2Z2mNb32wa/wCGtvb1JDuD7d0ErSshbipPWetSldJ68qyeoEhQIIODSp0Pzy8jXCrTbVs0EqfpyxyZLj7bcTTUtqOp/CQtSfgwVfCjOPQZqAyHMxBFlaZDP5tgku5a4dx8D268e9OEsfbJXNr3KO/sn9BaN1lP4it600fZr0YbcDwRc4DcjwVEvA4CwenOBnHpUwb1w25POXq9XTW+tIWhbDdtQyFvx3Lo0wjw0BCUJbjMqGEIHSCShIJKiSfKo6+yxuVsvXETjZeLOkpgXCcxJigp6cMrfkqR8Pl8JG3lUVfaLXm43jm21mifLceRA90hxkqUSGmUx0EISPIdSlH6qJ86ucjByNZ8ST4xmdGza0kAm+g4+pTLXthxw/aDypi+zP4ccM9ccINWXjU2hdO314atltsSJ1tZkKDPhMkJSpaSQncnHbenKtXGrkU4FcRXOCNpbsVsvsieY059qzl1luW4vPhPyegjPUoDYlKPsnpxgI/2R/8AnfNQ/wDCl/8A7PHrmRxsfdd44a3ecWtTh1LcCpZV8RPvK98+tJj0f+N61nY00rwxtUAe9Cvogy+TAxwAsrsvxG5eOU3RGoZnMTxD0Pp+0pscJfvzjsYCCSpael5cZIKXH+r4EkJJJXjCj0kYnDjiPyic41lu2kdOWCzX1q3N4k22fZxGkMtK+FLreQCE77KQcpOM9O2Uz7TVxaOUG+hCykO3G1NrA/jI94SrB9dwD91RC9kcpR5g9SgKICtKPkgdv8tR6pcXTn5ehS6pLM8yREhvPAAr+/qn3yBs4iAFFIibwBt3BXn803wfnRm7np86otjsNExtLqZMCQtC0pcB2UU9RbVkYJQfKpH+1E0RoPh7oXQc7Rmi7HYXpd4kNPuW23tRlOpDAICihIyAd8Gk5zRf/Sh8Nf8AdtPf9eqlt7YA44a8PD6XuSf+bitGcyfL1LS3yOPtxku60TXUhNR/ktkLexTy8vfBHg1rblR0Y/q/h5pt5V60k2LhcXIDKJPS40Q474/T1JX0kkLzkEZzWJw45nuRyRq6LwN0K1ZITjzwt8NB0+WYEx4/CG0uKRhZUQAFLACjjBORm7oaY7b/AGbTcxh1bTjHCiY4laDhSSIDuCD5EVyo0XBkXbifpi9WJt1SY17t7i1t7eGUvoxg+tVOm6M3WnZj8qV4DJHbQHGgR3o3/RS3l1BzBypp+0H4Kae4G3DT/GThnFbs1uv8xVouttjfCwJPhqcbdbR2b60ocCkpwnKQQAVHKv5I+Tnh+rRzXMPxgtMO6y700u5WqDOQlUKBC+0JC0qGFrWn4wVfClPSQMkmlR7V+O5K5erEwyApf7sYpOB/6FMwKXXFSBdNZcgT0XhO04tUzQtschxoySFOwkNMLeYSBvkx0uI6BuclPnTI1PKl0XGh8wtMkhY53faD6/64CccTK4b+a5HuWpu/NZyE6vujvC6/XHT86KtZjB2Xp1wW7q7BKXi0EpT5BzZOMEKxvSq4hcCOCuguXfWA0foHTyE2/S1zdgThCadkJHgOLQoPlPWrGRhRJOAN64w+6zH3ev3dXW4spCUgk57BOO/oK7LQrRqGw8hTtm1Yh9F3icOJLcpD4IcQr3JZShWd+oJKQfmKXrujM0N2N+FmdTngFpdd89RVfP4rvttYSfRNB7N/XnLzK4d6P0bGk6fPFYIuLrqEWwi4FsOOrV1SC3jHhY26+21Pzx64kcp2ib/Ag8f5GlGr4/BLsH8r2gzHTG61AdKw0vCesL2yN8nzrmZ7MI9PN1p4nYfky6ff/BHKcj2vbbn+LJol1TSwhWmVAEggHEt3O/8ATuKmZ2gxTeKW45keA9pfYNEGzwPdwq+Octxd4Helg8iPJtpjj3qO+8VtfMKkaHtN2ejwLcjLbdyfB6/iIwoMoStGQMFRONgCDNDUPMpyMcFL25wsn3PTFqfiOe7SYdv085IjxlZ6el1bLKkBQx8QyVDHxAeer9m5LjXHk10/b9OymmrjEk3eNIWCCWpapTy2yrG+Q24yfpiuPOq7HqbTWpbpYdYwpcO9wZTjU9mXnxkvBR6+onuc5OcnPfO9TYdOd4s1bKgzJnNZAdrWtNevPv6X079aTZkGJE1zG2Sup/NdyR8IuOPC9/i5y+W20Qr+zBVcoi7OUohXthKSot9CfgDhAIQoBPxfCv1Sz/smdA6H1i9xUTrPR9nvqoH5F93FygNSPAKjN6ujrB6c9Cc/7UZ7VJf2b1m1JpvlRtx1mzIisy5024Qm5QKSmEogpVhW4SopWoeRBz2pm/ZQyIknWXHiTCKTGen2pbBScgtl24FOPljFVv43Jh0rUtP80vEBAa6+aLul+6k55bTJHJX6uqkJdeGnJ3y7Xq7az1rG0PY7tqeUuUy5dm2E+AgJCEtRWSPzaEhGSUjJUpRJ7AcP3HD1K6VYIOxHmKkf7QW83a/c22u03Wc7IRbXo0CIhaiQwwiO2UoQD9lOVKOB5qUe5qN7qOncVufCmkyYWGMmWZ0jpA08m644A+qh5UokeQBVWralKVupROPU1eYYefylI+HuVHyFeGWi84lseZrYlPS2WW0lI8/nWrijLuSoZdSsl4x3GCz2ZUFg+fUDmp/cHZp1XY4VwhtlQkR21gA9spyR+O33Vz+LJUroUcZ866H8i1tVL4bI8UhUmLIcbbChuUJVkfoIrsjDtLqT0DqdSkjwr4I/upktLvykCMrHU2vcKGex+6lZxa4Ect+jYsS16ftLtr1VJR15tUjw0pQd+t9pfU2Ek9sJCj5KG5rUan412fhNZI9xkXBtu53bxIdkhjH5x5KcrfUD/oaDgbj4llI9ajmzxTvtzvb02/TnHpctZdfkOK+Jaj5kn+mMVg/E2qyYrDBjttxHX0H91ufD+lSzubkSOLWNPbqf/pSK05paxKdZhfll0pQQD4jgGe24CRtT3aF4WaXirblsIVKbJ6w0+nxGirPfChv9/lUbOGWropmxnh4Q+IdSnBlX3VNOBc40TTSbq4pAZDPXlIx5V5bgZeWJnGaQ8c9Ve+JcvIhiZHCTTuKW5mahgWWEZF1ktsoaTk9OxwPRPn9BWytF3t16t7V0tc1qVFfHU262oKSr7xUfrpDv+sbhFkSVustXJ5TEHxPsFeDg/IY86ZSwcXuOPAnUmr7hqTSxlaP09c2Ykplv+oq8TpAU255LUVDuAkkgEAnNeneHtbzZ2+Zlt/LPDT3+J9yzLvComhPkSAyjktuhV1Q998fFT2daaeaW06hK0LSUqSRkEHyr55eZDQLHDjjJrPRUWIuLGsl7lxYjW5KY/iFTP3eGpGPkRXe/h5xQ0ZxQsab5pG8NSW04TIZzh6K5jPQ6juk+mdiNxkYNcqPauaJgad5j7ffbelKTq7TrMuQhI7yWXFsqV97aWvvBr0TTph5go8FY6aKSJxikBDh1BUII10UAGJACmyMEGvbll05LSVu28ArBPUyooIz9Nq177RacUkj7Oxq/CkqaUCoZTkbeoq/MLZeJBaiE9wViv6Jt6yVxp7jST2StIV+kYrEc0StOzdwQT80/99bx+YjIWlspycYzmrS5C8gjtiknTcY9B91wSOSde0jcW8eGpp76K6f10UohKWO5IzRTZ0vHPqu+Y5IOnI5e9S2PQfHnh9q7U0z3W1WTUluuE+R0FYZZafQtZwkEnCQTtTdtkIHiKG6dkgeZ9a8EKKs4O+9ZeeMTxuid0cCPqpLTRBXRH2jfNPwN47cH9PaY4YazF2uUDUjU99j3N5npYEWQgqytIH2nEjHzqPXJrzU6g5X9aSJhtq7tpe9htN6tyV4c6Un4H2Sdg6nJwDsoZBIyCI8tpClp8QfBn4sd63DaosVtLaXkLUrdzHrjYD6dqpsTw9h4enHTDbozfX38+5PPne9/mdCuuV15gPZxccFs6n19J0W/dENjK9QWRTU1KUnZtThRlYG+E9Shvt3poebXnR5VneDcvgzwi0bZNUCSwqNDDdnEe12jqBHjsgpQQ6nujwwBncq2web10ShbiSySoFOMDyrBS2726F1VYvgzDxpmSedI5rDbWlx2iunv4Tjs1zgQGgfJTY9mzzDcJOA0vXD/ABT1QLOm8NwhDIiuveIWy71f1NJxjqHf1piecLX2lOKHMXq/XOirkZ9lub7K4sjw1I6wlhCT8KgCN0kbimf93d7JaXk/Kj3aURjwl479qvIdGx4dRk1NpO94DT6UP6pp0rjGIyOAuiPs6uazgXwN4O3rS/E7Wf5IuUq/uzWWfc3nepkstJCsoSR3QRj5VBTibeLbqDihqnUNqkeNBuV7mS4znSQVtLfWpJwd9wR86TXu0npwGV/hR7rK/wDN1/hXcTR4MPMmzYyd0tWD049Fx0znsaw9l0z56ub7l+4wcuFy0Jw+10LpepE6A81HEF9oFDboUs9S0AbAZ71HL2dXGjhvwM4xXrVXE3UItFsl6edgtP8Au7j3U8p9lYThsE9kK/CosGLI82F/hVCzIB+JlQqHj+GsXG02TTGl2yQkk9+a6fROHJc6QSkchTX428deGHETn70JxZ0fqBdw0zbHrMZMtEV0FHgOqLvwFIUcDB2FL72mHGLQfGXQOjrdw8uMu5SLXc35MpBgPNdDSmQlKsrSM5IxtUVOV/S9tvWq5Um5PobWwlCG0r/lbk/oFTHNs0papTNslxW5niIwTjYfWqvI0/FwsnHe27gbtbZ62O/C1Gm6HNqOKZzwH39it9oLme4I3XkrTwNjasdXrBfD2VYl29MB/wCGWuI42EFfR0j4lAZzio+aK0bC0bDtbrbPgojTI773Skk4S4kqUfM7A1IezcGNAqU5fdP2aOzKfHSpSRjP4Vjag4fBDGCypLZGDjtUGCODCErccmpHFxv1PWlf4Xh58TfzOqzuefjbwv418KrVpfQN/XcJ8XUTNwcaMN1r8ymPIbUcrSB9pxG3fektykc5cLgzZUcKOLrMsadiKUbTc47SnVw+tRKmXUD4lNZJKVJBKckEEEEJ6RoGI06pCY5HUc5A7UznETT8WE+/CQoFawFJB8vpUeDSMF2F/DXAllk2TyCe4+CafogjskroFI46chdouKtf20aFmagx46ZEDTaF3FbvfPV4IUle32lEH51qeK/OXwV1Py+aqE28yLXc73YJ8NqA9EdWtD7rTjbSFLSkoycoyQcDPeoS8O+GzeoYNsnMIUytySIbnUP4yjgfWl5zhcH5vD7gYuWYylq99jtOvdOAlJNR4PDGC/IY2R73OBFEnoB0FV0UDM0x8GM6U9gSok8u/F6dwE4y6Z4rwYapYsslfvEYKwX4rrSmn0A9gotuL6SdgrB8q6qXHni5E+J1ojzNbXOzzVMtqUzE1DptUl2MpQ36QppaUnYZKTjYb1xkI22ziroT0sZPdSu/0/8AGtlrHhnE1mZmRI5zXt4Baa460eqxcOS6FpaOilPyi85kvlm17eYM2Au7aB1BPL0yGwAl6MeohEhgEgZ6SAUHAKQBsQDU+5HM97PfiA6xrPVN50DMusZKVtv33TiV3BogbYLrKl5GB9kncVxmhp619P8AXd6vOxul5aT5HFOah4GxNWlGW17o5K5LTV8Vzx1pEea+P2KBC6J843tHtO6i0bN4UcvUiW43dWFQ7nfyyY6WoxHSpmMhQ6yVJJSVkJ6R9kEnKW99mxzBcJeAauIf+KnqY2b8ui0iCr3R14O+D734n9TSrGPGb74z1VDJuOMAkbjttV4tAJ+m4+tT4/BGBFpT9LjsNf8AqPUk+t+qbdmvdL5h+Sc/mu1xpbibzD6511oy5idZrtNQ9DkFtTfioDDaSelQBG6SNx5U0IiOvrDbacqUdhXthH5zpV5Gs6NITFeLZSkk9lHuPlWiw8CLFxo8dp9lgDR8uFHfI4uJWZCsaIbXiO4U6odxuB8hXiUwzHQpxRTgjYeeayHbl0JHWCFEbAjFaqQtTyytXc749Kn+WyMbWJoW48qyjC3k7Y3zn0qePIvfITehb7LvE1VugWWQJEm4+GVCM0UgLAA+04r4QhI3UojA86gchCi4AM1Kzkwu1oumponDHV6VO2G53QTfDS8tsiSI7jaV7HBwMdwflUPNDmYb3BW2kQMycxkUhoFTO5r+DatT3ex6p0JFROhytNIZhMOkk9LfxlKf61RCirbuok9zUHIOsL1YbO+NRRVyPyXKXFkjOHkFJxvnvgYrptp5ubO4Vac1VGkO+Jp6+/k6EDhSXoyXS1hedz8KcZ2+zSG4uconDS7cTdbXp4zlJudhN1NtjqDbRlgKQF53ODgEjbcV55kQNySTI2x1+oXqsOQMRjce/wBIc3/2Hm/k4fNMly9uXTiPerdp/TeOqQOtTz56PCQME9QPmAe1T+uln1ZadCi2vpguRITQLhQ6ouqCfngA/TFc2OTK/S7dq+wK8Jbr0ad4TnQCSG/skH5fzV1cvbCp+nZbLW5WwSMee1edalhRRTPEfp2KqtbzHxZMLDW2weQkrqWVJeY4fXKIyGYipDQfKMBSetoYSn7+5+RrG1Jpu13mLr3Sl2ix1MLDV0WXGg6gpSkKSlSDsd0ZJJ8/lSQTrCT+5qHabmpRVarmw+hRBJQhOQUn6ZyPvpcT5nvvEm6afajLQ3qCyJT4yzgEJ6kkIHme5re6LqePqmM2aL3Aj04qvqoMuLkYJDem3cQf8r2vv6FNzaeCmjtIa40zrLQ8qbpLUOoYC0TDBeV7s8QgKQFsLJQvc4AxtjbFRr9o1wwd1vw5jcZNR3h93VmloxsamIrAahONtyvzz4SSpQyXRt1YBTjfGamdpOE69ZNNWe4S3JNyt19cZ94cOVltlKlkZ74x0ppEcZrBA4k8B9QWqWUIkQXZ9tmFX2Ap7r+M/RSmz91XmPuiot47/skyObPJc3tVbb9x37eetdB8lwwCwodKt8bE1QApIIxjNY8Z5L6UOAY6gMgnsa2CUpUgbDtXouO4yMBXncopxCt9YUMHFW1OqZSetOR3GO/0r062tJyjyNVHVISMtgkdikbfWngLTdK7CCXB+fwo/Lt91FUjNdGQFYxRUhkYI5SbKRkNpL8tllZIS44lJI74Jrrq37I7loU2hStWcUiSlJ2ulvxuN/8ASPrmuQyCsLCkL6VA5B9Ke2yL51dRWmJetNu8a7nbZaOuNLgm7PMPIzjKFoylQ27g15VrOLmZTGfhMnya68A37uVZxOY0ne210O/ejeWb/ZbxSH/4pb/8Bqo9kfy0D/XdxS/trb/8BrmhfuJHMhpW4fkrVXEHiXZ5o3VFuF2nxngPL4HFA75HlWFH408cpb7cWLxa128+8oNttt3+YpS1E4CQA5kknyFUQ0TXSLGo3/4BPCWAceX9109/ekeWj/ZdxT/trb/8Bo/ekuWj/ZdxT/trb/8AAagB+R+enG9u48g9/wCo3nt+FJW6cSuP1ily7VfuKXES13KApTcqHNvE5l5lY/irQpwKSfkRSW6RrbuG6jf/AIj+6HTwM6x/uulf70ty1gf/ADv4qf21t/8AgFV/el+Wz/ZfxT/trb/8ArnpZXOc3UdqjX3Tz3Gy622YgrjzIRu77DqckZQ4jKVDIO4NabVGuOZvQ01m2621nxS09LkNCQ1HutxuMR1bRJSFpS6pJKcpUMjbII8qBpGuOdtGo8/5R/dK82Ef9P7ldJP3pjlsH+u7in/bW3/4DVf3pnlt8tXcU/7a2/8AwGubtr1pzO32yT9S2LWPFS42e0gm43CJcLi9GhgDqPiuoUUt7b/ERtvWkHGvjST/AOWHXH/6hl/3ylDRddPTUP5AjzoP+39106c9k5y3toJGreKSj/7Vt/8AgFJPUvsvuA1sQVQdTcR1n0duUFX6oQrnirjVxo8+MOuD/wDmGX/fK3+m7vzTa/jPzNG3bi1qWPGcDT71skXOa20sjIStTZUEnGDg74pbdH1uP2n5/H+QJPmwk0I/upD6h5PtJcPpi5umdS6xjutjCVKmx8nHriOKaTV911Vw+urEpGpLrObcc6F++LQpQGPIpSmm41o/x+0gppniA/xEsbknJaTeVzYxc9ekO4z92aTFtu1/vN5hxJc+5XNTzyGkMrdcfU4tR6QlKckkknAA3NWsGBkFu6eUSfIKZhalLiytEbi1t9L4U8uDPGoyoLJlFasbBCdyfuFP4ma7q214VGDCCn4TjBJpkOAHD/VNjhMsXHg5q+AtH2lydOzEH8VNVJK0WuJLYUkBxl1hZadYWkpUhSdlJUk4IIIIIxtg+lZuWMB52L1zHzWTMA3AmkhRpZ0DwyyelQI6yPlUPOOiTbuIb0OI94ngABYHb7q6FXptuLZ3G7dBlzpiW1FqPEYW88vAyelCAVHA9BXN7iC7eLpxFuyr7aZ9tlpfwuJOiuR32x3AU2sBScpIO486ewwdxd7lGynse7YDyns4LJ/KthtamR0qj3Rh5QT3+Fe/6Kkvzn2W26w5cb5b5YUlttyK8p1tQCkhLidxkH1qN3LtcWLT4MZEFyXJkPhEeO0grW6s7AJSNyc+Q71Lm4RNO8QNGXHQmr2JEZUtnwJkWQhTTrfUkFOQcKScFJH3GhrzHLv9Cuajjxz44gJ5IPHxXJxXCLh220XH7veEJSOpRL7QwPvbpttVq0wy+3bdL+9Ox461qVIkqSVOqV0ggdKQAkdO2dzk0/8Ax55ReJnDu/LjWKXKvdklq/Mue8lRSnP2VDPl602f+Nw4tuxFup0y4stjrACwSRWwxsiFzBI6QLy2fRs2J5YIia7gWE3UTKFJV5Ag1mTVFFwIP2VpSpP3isydpHUlgeXHvdkmQ1o2PitlIz9aw71lHuj2B1dJSfuOa00ErXQbmGxYVPLDJE/bIKPvV9G4yKqsgDFEchTQPmoZr30pOc+lWTRbQVGPWlrh8LqlZ881Uq6l+Ir7Q7fOrK1FT7g+de05OM+Xb5VBa7dx7052WW6/7w0lKx8Q86ohI8sn61bQKvtipTW3yuWqJSQ4FD76dLg7d39P66sF5iuFAYmtdZ+pA/npsP4wA9cU5/D+3F/Teo7q03l6zRo0xtX9biQlJP8Ad01msBxJPgp2lPLM6Nw9V1+4Kz2Ljyy2x54dQaviyonz/hKj/wDFS14qvM2bX0uX1DxJ+nkQYrOfifkOPFDbaR5kkgfIZPYU0fLtdkvcsCm1qGY2o3ELPoPHB/bTg6neRqfnQ05p94lUXTWinL6lGdjKekqYbUR/JR4uPmQfKvN8qTysdzh1AH9V6Dlnysh7yeLm/ZhSX4O8qVo4Ra3Yetr5kx48RsrWtPxOSik+Kv5AqKiB5Zx5VKNlA6ChQBBGMVj9GHicb9s+tZKFAYFecSSbpS891mc3MkzS10nUJrdWaOjInP8AQyAy+ckD5962paeXqDRd+COuTH96hP4/rQ0Tk/2JI+tLi4W9ia0S4jcVpo8P3bUtuKlYjrYkJCT28XpTv/YpNTPDjRgZxYP0SfYg2Cpo1N08Ia/ktDh8baR/r4JGquEewWDS+rgCPFvUkP77dcl1QP4Yx9K03FKxLY0JxcscYlCp1gduzCU5BDnhE5+vUP0Vhrf/AHScNtQW9oERtN3xaQU+biFg/oJNW+ZG6ajtzseXpa8woVwvenX4kZqWUFh9wfH4a0q7pUnqTnyz3r0USWN/w+4oqzZjESiFp9q3/wApbI0fuuEamENuLW08hY2Kkjuk+mP6d6zIrrboIRn4dskbZ7bVjy4rRvjsFtsw3XEOJfbUOnwpAKvzYydk5CUjJznavdrcSG1Ro8hTjTSiT1BOeo7ndJORnO9bHTc17y1jlg9QiYyZ4aOhKvLQSog16ZAZ6kj7P8Wvbg/jedWgsZ3rSiuyrbXpEgNjBaziigqdIAbbSr9tFOhwXUgu3nXUnUXMBxJ5dfZ4cFtZcMbjDiXOapm3vLlw0SUKYUJSyAlYwD1ITvXLYb11JtGlOBnMPyP8JeE+qOYnS2i51jS1OkJflR3H0LT7wjw1trdQU7O539BtvXkGvRMlMHmt3MDrcKvjae3xVjA7bddaWr0HxMf9oZy0cUtNcVtNWY624fW4Xez3eJFDRKi2+43jJJRksKQsAhCg4DjIrnjw7J/d/pkY3/LMLv8A7uip06x4g8tnJfy/ax4QcCeJCOIuvuIjC4V1vEMI8CJHKFtjKkEoT0ocd6EJUtXWsqUUjAqCWgpDEXXOnZMp5DTLN2huOOOKCUoSHkkqJPYADOa7pkHlNm8ppbGT7I6VwL+AJ6BD3WQT1Xa3mKi89buvWP8AG1S9JMaXFubTKF5DBd9+8V3rx1pJ6egtY375+dceeM171tqDiprO58SXYq9VOXiWxeVRUpSyqW0studATgdPUg4xXUbmZ0Pwj4/6/ia2sHPxb9CR49sbtyrbbL02WnVIddWXT0SkDqIdCe3ZA3rlpxo0vadD8VNUaTsOuW9ZQoM9SWr8hQULgVAKU7kKVklSlZPUckHeonhzCOLFteBuodGkH5k9VzJd5hXUbh07zKx+Q3g5I5XoFvlanUlImIne7+H7h1S+sjx1BOfE8Htv38s1AfnXuPMrK4nWaJzRxbfG1LGsLRgtwkxgj3BUh/pUTHJSVFwPdznYU/nFTj41pP2dHBSxcLeLKbXrGFdWm7lEs93DU9iP4c8qS6ltXWlHUWic7ZKflUGdYa71pxDuqL9rvVV1v9xbYTGRJuMtch1LSSpQbClkkJClrOM91H1p7SdMdizSTPa3lziDXtcnubSpH7mgWpx8m7Sl8gPMu6k7Iiys/wBr6gIhRNTg5SuIWh9Oci/MTpS+6ttMC9XqPITb7fIlttyJRMHpHhoUQV/FttneoNpUcYqxw4vLlmd/icD/ACgf0SHGwFdUSK6YezRla2t/KTxxuvDWM9I1dDlOu2NlDKXS7NEAFlIbVlK8rAGCMHNcy+qp48kvGizcLOUHjkxH1/b7Bqt5MqVZEKnNsy1SEwMNLYQo9SleIBjAO+1J1WITY+wi+Rx8x9kqIW7gp+pdy44cReSfjHL55dIwbU9aobj2nH5UBqI+ZQaJZUltvZKvHLSUqABUFqByK5dcH1JPF3RWM4/dHbR/zpuppao44WvnD5J39O8RuIEC28SeH0gzWhLuIjfl4NIUUktKUEuLW0VDYEh1sEdIcKTCXhhMZt/ErSNxnSEMMMX2A+666oJShKZCCVEnYAAZzSMGLy45Rto2eBddO3uKJBy0nuu4HGk87S+KTi+CEzSqNC+5sYTOEcyTJ38X7aScfZxvTCaR1tcVT7zJv8lKro9cJDs8oOEmSp1RdxjYDqzgDYZ2rG486Z0Hxk4jq15aedyFpFn3RmKLZAvbZYJb6vznwSkDKurf4fIVGmFxFg6TvWpdOw9RovUazXSZBbuiVhSJ7bTy0JkAgqBDgT17Ej4u52JzcTWSw/lijxfskfc9VuvDrmY8zt9dPd/dTu4f8S4WgtHcRuOVyCH4+kbW6zGbWcJdfCQ4pAPzUY6c9/jx8qi77Qldhvt00HzNaLc8Sx8RbHHDoUkBbUhDaXG1OY7LWy4EFPkYyvWllr7mh4OcGOC2kNF3Cy2biP8Al+Mt68WqJcY7rbTpUh9RkDCwSHFhIBxjwh6Ckhq3jPwW5nuVHWOlLRFsvDq76OebnWCxzZ7LYe8IF3DAAQlRcSZLXSBstSCe4ruM3Ia4OMR2l1X7unTr1UTJy2jOdlNfz/rhITlg17DXxp4Zwo5HiuX+IFAHfPXTm8zXHP8AcxzGcQ2HJK2/d37csDrIyDbIiv8A4qiHyvXq3WXmH4cXq+XNi3W+FqCK7JkyXQ2yy2FbqWpWwA9TUveOnLxwJ4z8V73xTlc1umLIu+CMREQ7FeQgsRWo+y/eE9WfBCu3c1KyIGRZLY33tc09ATzY61dJ/wDjD/O/EAC2ivkkbP48RL3pf38XILccQGy2VdSk5Poe1WtHcXLW7cgiRcGwlpI+ErGCB2BqFEe+zQ2A050DGyQTgVej3+eyv4XlJKv4wUd6tR4aeW+x3UtnjVjTtcCun+lo2guKsdUDUMWAoOghK1ITkDtsa5y8w+nbLpLiPd9O2GQ27EgTFtoKFAgD0GKu2ni/r7TsZ1FouimnEgFCtzkeeKbq+XN68S13KUtS5MhRceWpWSpZO5qx07TMnTd/mu9kjoqXxJruHq0bGwt9odTVLMth8VoAmsh8eEnPr51g2dfwdOe21bcseLgKxvWzxXGSJYh3BtJ3OXln+VV9PltVZ7SGJy2kZwAk/fXtKcjIqPFHTiPenC7hemgerttWSlI+VWUYFXhvU9jaSCUHAVmnw4MMod0BxQ8RIUBpdspOM4V7/FH6lGmOUMinJ4Y35+0yH7Y2r8zqCKq1vpPYgqQ4nb/btIpjNYX4sjW9aU7SS0Z0W7puC6Z8u8lR5c9TNIXhTGpl4wew62T+2nA09qdmT7QK828lJ8PhxHaBz5pkocP/AF1N1yyN+JwY4kW10g+6XpMhOfQoZV+tJrUaA1Ku4+0HbmxXA6LvpiTBHT2+CKw6P0tV5TqNjGePd+1r03UIQ+ORx7b/AOZrD/RT+CQpXV1d/nV3A2wPvpLwJlxZ/Nygcg1vo8rxEgdW+OxrzVkok4WJmx3RLM6hg71qb1GckNx1x3PDW2+kBX+2ygj+6rOV1YzVh1C3WXEJB6sZT6gjcH8QKmwymORrh2ITcdxu3hNnZbIi0ab4l6fax1Mynp4T5nqBWD/c0lONvDrTvFfQuh7peLWiXISgxGVlxSfDWtvp7g/yTThwnEnitqGyLH5q+2hqQR5ZSkIP49RpAau1KmxcsVxvqncStIyion0Ul3b+5cFelNc10fuo/Y/2Wsgc8zsl7udH/wDIwtP3C4f6x03cdMa+v9odQkybXMkMOhQ6gVIWcgg71p7S7GKj4EdaOpW6lL6urbv5CnF4jO/lbiLqLUaiCi8SXJnzy4oqP66beJHTBvDsZKldOepIPYAjtWz0nFd5bJnDqsPrW1mU9g7LdpT1d0/iKtGN1vpPUAnG9ZaE5R1CrC0uFXw9q1YaFSr0hotdj1Z9KK9J6gBminRVITcA+dVycY/ZVrrIqviH0rzxTVfCiDkYG2O1VBPcVY8U1UOmuFdHvWQnG2QMjzq4k9PasTxj8qr7woUUT1QSssdPYDGfSjONhWIJKge1V96PpXKQDysk7nJAqgIHnWMZKvSqe8K9K7S7ays586oVZxnfHasb3hXpR45rlItXlK7eeK8dRz8yRVsun0q5ElJjyWpKmkuhpaVlC/srAOcH5bUcrg68pbuabZtrce3yG1JmCK2896pKhkA/QVjIdehpXHjuqSjt3rDu+vp95u0u7vQ2G3Jf2koKsJHkBv2FaxeoX1q6yy38wNqimF7jyrtmdDGBtK2vgpOR5qGKvMQPFAQEdjmtGL+51BRYRt6k1tLZrc26Qh82eNI6DkpcUrB+u9KMbkkZcLv1FOVobhFfdXR50uFFU4iBEdmFkD43UNoK1dI+gJprb1PeuEs/aLKPhbSE4ATTu6S5vtUaO1JHv9r0fYi3HgyIJhqDnhOIebU2oqwrJOFHG9Mii8ONqWUstYWoqwRnGfIU/gM2uJyOPTuo+oTxPaGwK4AtIzk/PNX2nxjpWAR61jKvXV9qGwSfPBq0biCMCO0PoTV43JhZ+l32VRtK3jTwKAkHt5+daW6xww+VpB6V7j614Tc3kKylKQPTvXmZcHJaUhxKB09sUjJyopo67joutaWrItjnhq2Pf1pQtOgpBpItSFNEFIG3kazE3uQgABCKXh5scTdr0PZfIV+6Lzc1H1CauNElO9ayROVIfD6kgEDBq4i6uIT0+G2fuoizYmyOJ7rhaSAtkCc4FX0AkVqBeHQf6k3+Fexe3x/obf4VLGo4/qk7HLblAxvmtqm4P2mJEuUZQDseShaD6FO4/VSU/Lr5GPDb9auP6hkSIojFppICurI7106ljlrhZ59yGte1wIXYPl3nRl6V4pz7W4hdufs0O7tY36fFh+IB91MZywavE/nN4e3CY+CZ6rnG6/rDdCR/cAVGzg/zxa+4O8PtRaBtmmbLdGdQwE25yXMU8HmWUtqbSE9KgNkq2yPIUiuH/Mfqbh/xD03xGttmt78zTMoy2GHVuBt4lJSUrIVnBBPY1g87BfNvEfe16E3X8V+I6GQnc4Dt320fuvohcgNvLKukjPmKq1DaaJwCSPWuR/79JxpHbhLoj+zl/wB9ryfbScas/wDkl0R/Zy/75WId4VzrtrB9Qsp+LFbbXXttsedUW2lIPTkZ865DJ9tLxqHfhLoj/wB5L/vlUV7aLjUv/wCqbRH9nL/vld/3X1Cv0j6hI85q6aXVItXF7TlwcPSJkSTCBHY4ypI/uk1FLmz4jRtK6C4kcJI73TIuEsu9AP2EKHUT+CUfjUW9Qe104vaglW6W5wx0fHetclMllTS5O5HcHLnY4GaYLjhza624460uOtLzZrZbHLm000/FhKc8I9CQkK+JRJOEp7+lbDAwJ2sYyfgd/hQtaTH1vGihG7lwYBX/AKmuJafoStfJeW6QXVlbgbS1k+YSMD9VJS9MGPdI0gDAUOg/s/bWt/d7O2PuccnGMkqJ/XWFcdVSrkEBcdpBbWFpKSfIfM16Ec/EZEI4yeK7LEymSeQySckpbNDpaSe+R515UcdgKSSdZywhKfdWfhGO6t/015VrCWo/5Xa/E/z1I/i2NXU/RN+U5KlToBopJHVck94zX4n+eij+L4/qfojynLRUUUVklJRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIX//2Q==" width="308px" alt="trade checklist"/></p>
<p>For example, if you see a stock rising with limited volume, it could be a sign of a pump and dump. It could also signal that only a small number of people is pushing it higher. Get Mark Richards’s Software Architecture Patterns ebook to better understand how to design components—and how they should interact.</p>
<h2>Use a pre-trade forex checklist to make sure your trades align with your strategies.</h2>
<p>For instance if you were expecting a big move in gold futures which you expect to last for three months, which contract month would you choose? Thought needs to be taken in account concerning liquidity, contract rollover, slippage, these are all additional costs. Thanks for the precise checklist you have provided, and the detailed explanation for each of the 8 points. Enter all the trades based on 1% risk each trade ( which equal to 10% risk) .</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>Which trading strategy is the best?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ul>
<li>Trend trading.</li>
<li>Range trading.</li>
<li>Breakout trading.</li>
<li>Reversal trading.</li>
<li>Gap trading.</li>
<li>Pairs trading.</li>
<li>Arbitrage.</li>
<li>Momentum trading.</li>
</ul>
</div></div>
</div>
<p>Still, you should adopt the 1% rule instead due to the high volatility of the cryptocurrency market. This rule dictates that you shouldn’t risk more than 1% of your available capital in a single trade. If your thesis is wrong and your stop-loss is hit, you’ll only lose 1% of your trading account.</p>
<h2>Trading checklist #4 — Do you know what’s your entry trigger?</h2>
<p>A trading checklist like the one above is a tool you can use to make sure that you’re on the path to consistence trading. In other words, a trading plan will describe the “edge” you have that allows you to comfortable trade  your market. If you want to develop or polish your skills trading chart patterns, then visit the daily quiz.</p>
<p>If your reason for trading isn&#8217;t present, don&#8217;t trade. If your reason for trading—the setup—is present, then proceed to the next step. In this video, let’s learn how to build our trading checklist. Armed with “8 steps trading checklist” I feel more confident in trading. You need to state which markets you’ll be trading.</p>
<p>If you are new to trading it is usually recommended that you trade with the current market trend. Doing this will increase your chances of making a profit, another good thing is that you don&#8217;t need to have a specific opening price. Confirm quality and consistency of execution. This portion of analysis falls much closer within anticipated metrics of a buy-side broker-dealer’s trade performance reviews. Tracking risk measures and trading ratios with benchmarks in mind make outliers more evident. Anomalies could indicate an algorithm has become outdated and needs refinement or manual trades are being made with bias in mind and coaching could be valuable.</p>
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" width="300px" alt="trade checklist"/></p>
<p>And check out the quick summary version on this Twitter thread I wrote. 2) file an annual business personal property tax return. The Legal Guide will facilitate self-assessments of legal and technical readiness on cross-border paperless trade. Trading requires you to be in good physical shape and have the right mindset. Failure  to this and you might end up doing the wrong market analysis which is only followed by initiating a losing trade.</p>
<h2>Make sure you have set the right entry and exit levels.</h2>
<p>As straightforward as this seems, when the result is a discrepancy, identifying it is necessary to evaluating why the discrepancy occurred. When I was growing up, I wrote a diary into which I poured my feelings, captured my thoughts, and explored my dreams. As an investor, position or swing trader, I plan every trade and write down my thoughts before each trade begins. As a day trader, I still plan the trading day, but often do not have time to journal each trade. I add my thoughts after the trading day ends or between trades.</p>
<p>Slippage could have affected the former; poor liquidity could have made the volume lower than you have planned for. Most traders prefer GTC (good-till-canceled) orders but sometimes, expiring orders are appropriate. If your strategy calls for such an order, make sure you are setting the <a href="https://forex-trend.net/laughing-at-wall-street/">laughing at wall street</a> right expiry date and time. Setting hard stop-loss is the best option, but you can use a conditional exit based on something else than a currency rate — time, technical indicators, fundamental factors, etc. In any case, you need to know the unambiguous conditions for exit with loss.</p>
<h2>Your personal trade fair plan</h2>
<p>If you find yourself getting nervous about a winning trade or making too much money, then concentrate not on the bottom line but on improving your trading skills. Would you be making more money if you followed your trading signals? Understand why you&#8217;re ignoring the signals you receive. If you get stopped out of several stocks, walk away. This is usually a reliable sell signal, but not an automatic one. Price can diverge from indicators for months before the stock turns down, if it turns down at all.</p>
<p>Sole proprietorships or general partnerships require no legal entry formalities except compliance with State and local licensing and taxation requirements. Get all the latest news and trends about product experience direct to your inbox. Tips <a href="https://forex-world.net/brokers/online-forex-trading-cfd-spread-betting/">gkfx spread betting</a> on how to ensure your product data sheet contains everything its needs to stand out from your competitors and at&#8230; Thanking each visitor for his visit to the stand with a personalized e-mail is a small gesture that will say a lot about us.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How do I start trading for beginners?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Find a stockbroker. The first step will be to find an online stockbroker.</li>
<li>Open demat and trading account.</li>
<li>Login to your demat and trading account and add money.</li>
<li>View stock details and start trading.</li>
</ol>
</div></div>
</div>
<p>Am I ok with selling a naked call, or would I feel better if I sold a call spread instead? These are the questions we ask ourselves when selecting a strategy. Most traders clearly understand their account size, which helps them determine how much capital can be allocated to a particular trade. Likewise, you should decide what percentage of your available capital you’re willing to risk on a single trade. Regardless of your trading preferences, you need to identify a trade setup that aligns with your strategy before opening any long or short positions. If a trade setup hasn’t developed yet, there shouldn’t be a reason to trade.</p>
<p>This will help establish profit targets, establish trend direction, and avoid biasea base on opinion instead of price action. The best trades are when people need to flood out of their existing positions which pushes the price in our expected direction. If the price has been chopping around, no one probably cares about the RT or RB. After a nice trending move, or after a false breakout of some support or resistance, if that RB or RT forms, plenty of people will need to get out.</p>
<p>We always trade the most liquid underlyings so that we don’t have this problem. Open Interest, Volume, and the bid/ask spread are the key liquidity factors we focus on. Now that you have understood the basics of developing a comprehensive trading plan, it’s time to put your trading skills to the test. For instance, if a cryptocurrency moves toward your target, the take-profit order will be executed to close the position for the anticipated gains.</p>
<p>This is an opportunity to capture new followers and, more importantly, to get closer to our prospective customers. It is quite tempting to discover new local and international trade shows, but that does not mean you should attend them all. Knowing how to choose the right one is paramount if you do not want to see your profitability decrease. Learn about its track <a href="https://forexarena.net/">https://forexarena.net/</a> record, its renown in the sector, the profile of its attendees, its national and/or international reach, and its convening power. Choose the most important, the leader, the one that is attended by the best companies and your prospective customers. Put together a concise collection of the exhibitors you want to visit at the trade fair and their locations.</p>
<p>Consult it before you buy or sell a stock. Swing trading is an attempt to capture gains in an asset over a few days to several weeks. Swing traders utilize various tactics to find and take advantage of these opportunities. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts.</p>
<p>Volume is the number of contracts that trade hands that day. GammaGamma is the greek that gives us a better understanding of how delta will change when the underlying moves. See how to gauge demand and strength in Apple, Nasdaq and other stocks on the latest list of new buys by the best mutual funds. Apple launched several new products on Wednesday, among them iPhone 14, the iPhone 14 Pro, the iPhone 14 Plus, and the iPhone 14 Pro Max. During tricky market conditions, it can be helpful to follow professional investors who are focused on the long term.</p>
<p>No matter which market you trade—stocks, forex, or futures—each second the markets are open provides an opportunity to trade. Yet not every second provides a high-probability trade. Apply the test whether you&#8217;re a day trader, swing trader or investor. While often completed for separate goals, the analysis used for trading strategy refinements and trading compliance are not dissimilar. Some of the trade performance metrics, both sourced internally and from market-wide perspectives, can answer the fundamental questions of best execution analysis. Tastytrade content is provided solely by tastytrade, Inc. (“tastytrade”) and is for informational and educational purposes only.</p>
<p>There are several other things you should look at before you open a trade. For example, look at the time of day since it will determine whether a trade is worth it or not. Therefore, in all these, you should ensure that your trade has been confirmed by key technical levels. At times, a higher volume in a stock could be because of insider activity or the accumulation by a large investor.</p>
<p>For whatever reason you find yourself interested in making a trade-in, there are some boxes you will want to check off along the way. Before you trade in your current vehicle, you’ll want to follow our comprehensive trade-in checklist. We want you to get the highest value—so let’s get started. In Maryland, businesses must pay an annual tax based on the value of their business <a href="https://broker-review.org/td-ameritrade/">td ameritrade forex review</a> personal property (furniture, fixtures, tools, machinery, equipment, etc.). The Department of Assessments and Taxation administers the valuation process while the counties and towns collect the tax based on the location of the property. Trade shows have always been a very strategic marketing tool, even though nowadays they are not as competitive as in past years.</p>
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		<title>Forex or Stock Market? Which is better?</title>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 26 May 2022 12:51:07 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[He graduated from the University of Michigan Law School and can be found any given Saturday in the fall cheering on his Wolverines. A company determines how much of itself to offer in the form of stock. Together, these two [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>He graduated from the University of Michigan Law School and can be found any given Saturday  in the fall cheering on his Wolverines. A company determines how much of itself to offer in the form of stock. Together, these two decisions help determine the value of each share. For example, a company may choose to release 1,000 shares of stock worth 20% of the company. In that case, each share of stock would be worth 0.2% of the total firm. The company itself would keep the 80% of ownership that it did not sell.</p>
<p>There are many currency pairs to choose from, but new day traders should probably stick to the EUR/USD or GBP/USD. Those pairs offer more than enoughvolume and price movement to provide day trading income. Most forex brokers charge no commission, instead, they make their margin on the spread – which is the difference between the buy price and the selling price. When trading equities or a futures contract, or a major index like the S&#038;P 500, often traders must pay the spread along with a commission to a broker.</p>
<p>Since it’s the most traded market in the world, we are constantly being bombarded by forex advertisements. Trading in Rockfort Markets derivative products may not be suitable for everyone as derivative products are high risk. A Product Disclosure Statement can be obtained here and should be considered before trading with us. Trading in Rockfort Markets derivative products may not be suitable for everyone as derivative products may be considered as high risk. There are also plenty of other fees, many of which are handled differently, depending on the platform.</p>
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" width="308px" alt="forex or stock"/></p>
<p>This makes it harder to sell stocks whenever you want to, which, in turn, can lead to great losses. Forex has the advantage here, as well, as people always look to buy or sell foreign currencies, whether for use or trading purposes. Of course, markets with high trading volumes are by default more liquid.</p>
<h2>Flag Pattern in Forex Trading</h2>
<p>The foreign exchange market is the world&#8217;s largest financial market. Many traders are attracted to the forex market because of its high liquidity, around-the-clock trading and the amount of leverage that is afforded to participants. TradingView, founded in 2011 in Westerville, Ohio, has a significant user base, with eight million accounts generated in 2020 alone. It’s an online platform and mobile app that provides a suite of charting tools to help traders share their insights with the world. TradingView also enables them to trade on any market in real-time, whether stocks, forex, or cryptocurrency, from anywhere in the world. It demonstrates how easy it is for customers to exchange assets.</p>
<p>When you boil it down, forex movements are caused by interest rates and their anticipated movements. Stocks are dependent on revenue, balance sheet projections and the economies they operate in amongst other things. Find out more on how to transition from forex to stock trading. The table below shows different types of trading styles, including the pros and cons of each when trading forex and stocks. Whether you choose to trade forex or stocks depends greatly on your goals and preferred trading style.</p>
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" width="304px" alt="forex or stock"/></p>
<p>While fast purchasing and selling of stocks may be exhilarating and result in a quick profit, it also comes with significant hazards. It is quite simple to lose a large quantity of money in a short period of time. During a trading day, stock day <a href="https://forexarena.net/the-complete-turtletrader/">the complete turtletrader review</a> traders purchase and sell equities depending on price fluctuations. The aforementioned factors are some of the primary reasons why forex trading has risen drastically in recent years and why more traders are entering the market on a daily basis.</p>
<h2>How Finfluencers are Shaping the Future of Investing</h2>
<p>However, it&#8217;s important to make the right decisions at the right time. Now that you know the forex trading platforms for beginners, choosing a platform shouldn&#8217;t be a difficult decision to make. Once you have decided on a platform, it&#8217;s important to make sure to practice trading with some basic principles in mind. As forex trading is a highly complex activity, it&#8217;s important to find a platform that is tailored to your needs and budget. EToro is a popular forex trading platform that offers an intuitive user interface and a variety of features. One of the biggest and busiest trading communities is provided by eToro, with more than 17 million registered users.</p>
<p>Deciding whether to invest in the foreign exchange markets or stocks/stock indexes depends on the trader&#8217;s or investor&#8217;s risk tolerance and trading style. The low volatility of the forex market has both advantages and disadvantages. It reduces the possibility of huge profits by controlling investment-related risks. Given this, trading forex is easier to manage risk, but cryptocurrency markets have a higher potential for reward. It is always important to have a solid forex trading strategy in place before beginning any trade. The strategies offered by different platforms vary, so it is important to select the one that best suits your needs and trading style.</p>
<h2>Forex Signals</h2>
<p>As a result, crypto traders must deal with counterparty risks and hacker concerns. Forex trading can be a complex and risky business, but it can also be a very lucrative one. Trading forex can seem daunting for beginners, but with the help of the right forex trading platform, you can get started quickly and make some profitable trading decisions. The best platform will be based on your individual needs and interests, so make sure to read the reviews and research everything thoroughly before making a decision.</p>
<h2>Popular Guides</h2>
<p>With the right training, you have the chance to make a much higher return on your investment with forex as opposed to stocks. As I said, either can make you lots of money but stocks and forex both carry high risk when you trade. DrWealth, a financial education company that helps retail investors make objective and well-informed investment decisions. He enjoys studying the financial market, and  following the latest impact &#038; ESG investing development. Orex trading allows traders to actively take advantage of the fluctuation experienced by Fiat Currencies by buying them when their price drops and selling them when it increases.</p>
<p>Throughout this article, we’ll see what are the pros and cons of trading each market regarding different market characteristics. Sign up for all the latest updates from our Rockfort Academy including news, industry analysis and updates from trading central team. The decision is yours, and your preference is all that matters. Once you decide on that, and you do some thorough research, you will be able to move forward and make profits by exploiting the price changes in your asset of choice. When it comes to stocks, you need to research the firm whose shares you are buying, study its roadmap, its reputation, its officials&#8217; reputation, its partners — basically everything.</p>
<p>Because it is difficult to keep track of all cryptocurrencies, traders will have to limit the number of coins they follow. As a result, traders will continue to use predetermined wish lists. That all depends on your goals and preferences when it comes to trading forex.</p>
<p>An E-mini is an electronically traded futures contract that is a fraction of the value of a standard futures contract. In order to claim MTM status, the IRS expects <a href="https://forexarena.net/the-total-money-makeover-a-proven-plan-for-financial-fitness/">total money makeover review</a> trading to be the individual&#8217;s primary business. IRS Publication 550 covers the basic guidelines on how to properly qualify as a trader for tax purposes.</p>
<p>From experience, I can ascertain that the stock market is often more volatile than the forex market since currency pairs are usually quite stable when economic conditions are stable. In this post on forex vs stocks, I intend to shed some light by examining the differences that exist between forex trading and stock trading. Forex trading is riskier and harder to predict than stock trading. Equity investors use the company’s stock base to predict future prices, but other factors affect the value of a country’s currency. These large trading volumes can bring many advantages to traders. Buying in bulk means that traders can usually fulfill orders more easily and closer to the desired price.</p>
<p>Any research provided does not have regard to the specific investment objectives, financial situation and needs of any specific person who may receive it. It has not been prepared in accordance with legal requirements designed to promote the independence of investment research and as such is considered to be a marketing communication. Although we are not specifically constrained from dealing ahead of our recommendations we do not seek to take advantage of them before they are provided to our clients.</p>
<h2>Where next for NIO stock?</h2>
<p>Basically, you can split ownership of a company into smaller parts and sell them to a number of people who are willing to pay to become their new owners. They <a href="https://currency-trading.org/education/currency-trading-for-dummies/">currency trading for dummies</a> become the company&#8217;s shareholders, and they own a slice of the firm. The more shares you own, the greater the percentage of ownership of the firm itself.</p>
<p>Despite providing global liquidity, OTC trading is executed through a broker. Even though traders had direct access to the market, it was heavily regulated, making it easier for buyers and sellers to use <a href="https://forex-trend.net/">https://forex-trend.net/</a> brokers. The disadvantage is that the broker will keep a portion of the profits. Furthermore, the amount will vary depending on the organizations involved, the market state, and the trading combination.</p>
<p>IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority. The My Trading Skills Community is a social network, charting package and information hub for traders. Access to the Community is free for active students taking a paid for course or via a monthly subscription for those that are not. If you would like to trade in either market, you should consider doing research and learning strategies and decide which market is best for you. It is arguably much easier to keep track of eight main currencies compared to thousands of different stocks. Technical analysis is the use of past data with the objective of predicting future price movements.</p>
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