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	<title>ISA RC47 - Social Classes and Social Movements &#187; Forex Trading</title>
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	<description>RC47 is the Research Committee 47 on Social Classes and Social Movements within the International Sociological Association</description>
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		<title>Short Squeeze: Meaning, Overview, and FAQs</title>
		<link>http://www.isarc47.org/short-squeeze-meaning-overview-and-faqs/</link>
		<comments>http://www.isarc47.org/short-squeeze-meaning-overview-and-faqs/#comments</comments>
		<pubDate>Wed, 07 Feb 2024 09:15:42 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[But if you do decide to short, make sure you keep your position sizes modest and try to cut your losses early if the trade goes the wrong way. SmartAsset Advisors, LLC (&#8220;SmartAsset&#8221;), a wholly owned subsidiary of Financial Insight Technology, is registered with the U.S. The long squeezes were quickly met with buying, showing<br /><span class="excerpt_more"><a href="http://www.isarc47.org/short-squeeze-meaning-overview-and-faqs/">[continue reading...]</a></span>]]></description>
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" width="451px" alt="what is stock squeeze"/></p>
<p>
<p>But if you do decide to short, make sure you keep your position sizes modest and try to cut your losses early if the trade goes the wrong way. SmartAsset Advisors, LLC (&#8220;SmartAsset&#8221;), a wholly owned subsidiary of Financial Insight Technology, is registered with the U.S. The long squeezes were quickly met with buying, showing that it was panicked long holders taking profits and cutting losses who caused the declines, and not a fundamental shift in the value of the company. Here’s how a short squeeze works, how it happens and the risks of trading during a squeeze. It&#8217;s important to always do your homework, and remember it&#8217;s never wise to go all in. A stock that&#8217;s in a short squeeze may still have a long way to climb, and if you don&#8217;t think the fundamentals support higher prices, then perhaps you should look elsewhere.</p>
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<p>
<p>These retail investors began buying GameStop shares, collectively driving up the stock price. Saunders was angry that investors were betting against his company, so he started buying up as many shares as he could in an attempt to trigger a short squeeze. Saunders owned 99% of Piggy Wiggly&#8217;s stock by March 1923, which meant short-sellers would have had to buy from him to cover their positions. However, if the stock price increases a lot in a relatively short amount of time, they may cut their losses by buying shares at the higher price.</p>
</p>
<p><img 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TelZV9ba1KcyFSM6UoKEnapRzKJTstlNs1xc8xwGYhZnZBqm1enTRnZhDLKHNI04pSlKyHKEqBCkNrcuFGyBc2PFjnzlZrDyHW3qxPuJfAS6lc04Q4BawUCeMBlTa+7KOYQRmtVpU4y+qsz5dS+HgszTmYObBnBvfNbZffaF9yK8DgIxg+4wJafoxS+htRU7Mrb0ZLIdWCCi5DYIClJvt2i4uRTa7heq4dm2pOoaupb8u3NNqZeC0qaXcoN9m8AK9RB5YPRMb4sw1PInaPXpxlxk3QFOlxAIBAORV03GY2NtlzbfETOT03UHUvTjxcWhttlJIAshCQlI2cwAESid0yTdc1pCkjKpkA8YbtKiG0xJOtTLrSU8VDiki6huBiawThjEGKZ2ak8P0mYnnG2W1OBlFw2kvtpClHclNyBc7NsSmJ+CbG1AaqlWqMhLiXp7ytZLU204pvj5dqUqJG0gRqq4mjSc1lRwBOgJ1ut+FwlbEsqPosLg03gTAyzfhoVUXpZ67fFHySPnDyRA9We8kfeEYf3t/okf1RA43LQjpkZpSFOpZJQi2ZQIsL7rxrqz3kj7wh7Ig+A6sbGx1ex/+ZEbGDTJI4egWb2BoaRvE+ZH4Jy5LPaFnijYFfOHlGB6s95I+8ITvyLH5qv6xgUZrBF1Z7yR94QtWe8kfeEChRCJ1KyzwmWyUjf5QgQlXreKPvCFKfhLf50CG6JRF1Z7yR94QtWe8kfeEChRCJ3J0qoT8yiVk5Vbzy/FQixUbbTs9USj+CMWl9wjD0746vxZ5zEBlSrYpIIvuIvCmJdjTu/AN+Or5g5zE2RTnvIxd9Hp3szC95GLvo9O9mYr+ry/mG/uCFq8v5hv7ghZFYPeRi76PTvZmC+8jFuqEe96dvpQfkz5JitavL+Yb+4INq7Gpn4Bv5UfMHkmJEIpr3kYu+j072Zhe8jF30enezMV/V5fzDf3BC1eX8w39wRFkVg95GLvo9O9mYIzgnFo0l8Pzu1BHyZit6vL+Yb+4IKxLsWc+Ab+TPzB6IWRTfvIxd9Hp3szC95GLvo9O9mYr+ry/mG/uCFq8v5hv7ghZFYPeRi76PTvZmCS2CcWiYaJw/O2DiT8mecRW9Xl/MN/cEFlZdjWWfgG/lE/MHOIWRTasEYuzH+D07vP4swveRi76PTvZmIBUvL5j8A3vPzBGNXl/MN/cELIrB7yMXfR6d7MwveRi76PTvZmK/q8v5hv7ghavL+Yb+4IWRWSYwTi0vrIw/OkX82eaB+8jF30enezMQkywwX13Yb3+QOaBavL+Yb+4IWRWD3kYu+j072Zhe8jF30enezMV/V5fzDf3BC1eX8w39wQsisrWCcW6B8e9+d2hNvgz5QjRvAmMXVZUYdnSQLn4PcIj5KmyLcuZmpISiWfQVJ0IbU4rKqwGUnigqFrn0kA2hm6WXW2m9TlkBpGS6GUpK9tyVHeo+vmEZQBqteYuMM8frrF1Zl4KxBKDLL4fmpwuy4CluyykhlxW/IL7SBszEb7kDYDDVzBmMnVZ3aFPrUeVSCT1xXdXl/MN/cELV5fzDf3BEEgqWsy6mSrIxgjF2kP8Hp3xFfiz5JgfvIxd9Hp3szEJLy7GkPwDfiL+YPJMC1eX8w39wQss1YPeRi76PTvZmF7yMXfR6d7MxX9Xl/MN/cELV5fzDf3BEWRWAYIxdcfwend/mzBJjBOLTMOkYfnSCtRHwZ54rgl2Lj4Bvf5AgkzLsay98A38or5g54WRTfvIxd9Hp3szC95GLvo9O9mYr+ry/mG/uCFq8v5hv7ghZFYPeRi76PTvZmCP4JxaVi2Hp3xU/ij5Iit6vL+Yb+4ILMS8vpB8A34iPmDyRCyKbGBsXqISnDs8STYANHbGzuAsZsOKZfwzUG3EmykrZII9YMW7gRfwvTqoupzeFGZybpQXU5mfmiCxJSjICuI3lsXluZUJUq4BULC+0R/DrOJr3CLM4jflGUOViQp8+pKU3ALko0q23bsvHNZj3OxxwnJkANnNI1kWjv3weqCCuFT2xUqbXdszkSGhhdnJFzIEACdxmSQbe7BBNf95GLvo9O9mY2lcI14uzso/Jas6zIOTikzCw2S02QVEX3mwOz0RXdXl/MN/cESFHnZqkrmJmmvGWcMutsqbAF0qISoeogkH0R0rLuqz0fgjxnW3JRqVl5NtU42y80HpkJ4juYoJABO5N9l7Ap5TaGjnBxiVmRM+/qLSQh9zIqaTpCGmkOqFhuORxJFyAdu3ZDVrHeMGHW3msQTSVtIS2k3FglJJAtaxAud/Js3ARpM4zxNNJWl2rPWdaLLlt7gU0lpRJ35lIQlJO8gekxCKWqXBTimlUh2tTbtM1dlLqlBE3mV8GoJUAcuW/GSbZtxHKQDo3wa4qYlZapPy8s0H2g+hhb9ntGUOqSoptsuGV2233bNsRica4qTLrlfDT6mXF6VTawlaSvMlWeygeNmQg338UcwhxK46xaoNSsxXZqZZQ2tpCH1lzKlSViwJ22GkWQL2BN7bBBFA6s95I+8IWrPeSPvCBQoIi6s95I+8IWrPeSPvCBQoInTks9q7Iyjev5w9EC1Z7yR94QnPwdn1r/sgUSiLqz3kj7whas95I+8IFCiERdWe8kfeELVnvJH3hAoUERdWe8kfeELVnvJH3hAoUETkSz2rHij5TyhzQPVnvJH3hGB+DH9J/ZA4lEXVnvJH3hC1Z7yR94QKFEInTEs8EP8UbW/KHlJgWrPeSPvCMseI/8Aov8AiTAYlEXVnvJH3hC1Z7yR94QKFEIi6s95I+8IsMrh2dxDP4eocs9LsO1N9qRadfcs2hxxSUgqIBIFzvAMVmJabmZmSTSpyTmHGJhhIdadbUUrbWkpKVJI2gggEEQPUiuNI4EKxWEB1nE1HbQGBMuqWiZs23meSrc1xlJVLuDKm5IBI2AmH7nucMaNYoGE1Vei64uWLyFB10trdDzzKmLhGxYXLvcYjIQkEKOYRTJXhJ4Q5JttqTxzXmUMlJbSioOgIKQoJI42ywWsD8485jCeEbhBSVlOOa+CtsMqIqL21sBICTxt1kJH/lEY9JE0xbhmcwdiGaw7PzMvMOyoaVppcq0biHG0uIUMwChdC0mxAINwYUMKjUahV55+qVWefnJyacLr8w+4XHHVnepSjtJPOYUZBE3iQYTamFXOt7+onuhtq7fTWP3/AGYlESzfgttCZxknK4fncuYeT9WMH2Le1YP3dqhIUHMqhJKTOMAg2I4/swtWb6ax+/7MZws0CCS/y7f54/pg8vJodfQjXWLE3Pj7htPzea8HmJdk1EONzTCUuKQ4lNlblAHyecmInpZVjmvCjleMfXGIcKl28x+Osb/r+zGNWb6ax+/7MZQsl6B9xj/8SYy//T6f/wB4xFq4c35CiYTxazOzzLTlXmnUyrSgEqcc06CQkXJVxU3JtYE8lxFY9xw3o8Q4xLTzTpNAQCAVCw1yXudo5v8AoRU+Ebg/xXO8IFQq9al59OH5zEs5LsTDiHQ2gOTrwytkpKdpQo7Nl485jcGMVtOm5zoDQD23sF6HYG1hszBY1gp5nVCGi5t/DMmBr0Z7NVyR/e3+iR/VEDj1lKe4/plUkqNU5J6Zdlalq7bitaCCwpxKCkAKtpOKsHZypUDawJ5BwwcFtFwAJdqQmHkPF4Nuaw5mBBbChYJBtv547FDHYbFPLKLwSNRvEGLjcuNWwlfDtzVWEDjuVHl8xwrOjbYKbt2qYhI7guQRK+56CAqXStS3kOOpSQFZZobCbXNrRxbVm+msfv8AsxcfTNN5B6j4tC0McKmGpVW78/8A41Xt84lau/Isfmq/rGBQ7dl29Ez8dY3K8vyvzYHqzfTWP3/ZiIUIEKD6s301j9/2YWrN9NY/f9mEItZT8Jb/ADoEN0PJWXbEy38dY8b6/swHVm+msfv+zCEQYUS9BoCa1XabRTUGWjUJlmXC8qyUhagnMAQL746ji7gLw5Q8K1mv0vFU087R1BC25hgJSs5kgkFIvl42w+jdaxiliMfQw1RtKobu0seMLqYLY+L2hQqYig2Wskm4GgJMA3NhuXGBvHrjeY+Xc/PV/SY3Es3cfHWN/wBf2Y3fl2y+58dY8dXl85+rF2Fy01hQfVm+msfv+zC1ZvprH7/swhECC/7Gf0w/qmNtWb6ax+/7MF1dvVCNdY+VHl+SfqwCJnCg+rN9NY/f9mFqzfTWP3/ZhCIEFY3OfozG2rN9NY/f9mCMy7dnPjrHiHy/ZhCJpCg+rN9NY/f9mFqzfTWP3/ZhCIEFlfwln9In+sI21ZvprH7/ALMElpdsTLXx1j5RPl84+rCETVXjH1mMQdUs3mPx1jefL9mFqzfTWP3/AGYQiBCg+rN9NY/f9mFq7fTWP3/ZhCLSZ+XX6/7IHDuYl2y+v44xv+v7MH8EsSw0lQqDDakOpQqV+ES8pJFydqCEi1tp5xYHbEhpKwc8M1TOUlXJyYblm1tILqwgLdcS2hJPKpSiAkekwduYYkC25KErm2nF3dISpoptZJSlSb33m59FgLXjeYe0ja5RiebZky6XUS+dxSUk7ASSnjG2y5htq7fTWP3/AGYaaLHKanv6cPX006ysNkliZJNyQkn7wgMPGpdvQPjXWNoT5flD6sC1ZvprH7/sxC2oEKD6s301j9/2YWrN9NY/f9mEItJf5Q/mL/qmBw7Yl2w4fjrHiK8vyT9WB6s301j9/wBmCIEKD6s301j9/wBmFqzfTWP3/ZhCIA3j1iCTP4S9+kV/TG4lm7j46xv+v7MEmZdszDp1xgcdXl8/5sIRNIUH1ZvprH7/ALMLVm+msfv+zCEQILMfKD81H9URtqzfTWP3/ZiewrhReLMUSNDZm2Ql8pU+sZhomEIzOuElNgEoSo/ZGurUbRYajzAAk9gWqvXp4ak6tVMNaCSeAFypadU7hHgwlqUAWZ/GLqZ6Y2WV4PZUQyk/VW6FL3bm0HcYokWbHleRi7FE5WG5phqVumXkmbKAZlWkhDKAAmwshKb23m55Yr5YaSCozrFgLnx/ZivgqTmU89QQ5xzHtO7uEN7lS2VQfSocpWEVKhzu6iYt15WgNneGytCy6G9KW1ZPKtsgsm069pmmWluLU1sShJJPGTuAj2RN4TdXhMcGtSTVqXJO0bDVCRMTzxRSn5iYmpZb2rtltPxg6Vw6UKVYNruACCKxhjghpuAZup4mepcxS6m0ziKYpkvOOOhbcoss0+n3SoXKjMTS1ZjtIRzRtFdq6Mg2C8sususqCXmltlSQsBaSklJFwdvIRtBhFl4MiYLS9EVFAcynKVAXIvuvYjZHr+pYFwlwjY8MtVJSfqFIZen5eXalNZcl2kSRYpcgp9MukvIZOrTGZbdzcpvYXiDxVhrANMwROcG1QokmkUin4lxXLzMjWn32ZOY0yZSVCFZRrCFKlWwFOfMc2C5vDlhYQkry2htbisraSo77ARvLgiYSCNoMd29z3Sa05RapLSNMxNLS1bqUpJjE+HGwp6nqaupbTpWBZkh1C1cdF9GNpAIi0McDNCrVSoj9dlnMTKxjOOO1LGzM64xLSK1TzkulLTSEhpbikthRSu5KnU2AAJMmqGugpK8uQo9M4t4MeBrDbVSxExgitLZodJQl2l1FyoSCZqfmJxDUoQpd3jdtE1nCSlJKBlCYsc57nLgmotPxnP1WmTr0q2zWZilTMpMTTrdM1NkoSy6/dLRWqaTlSlSXFqQRcJuFRHLNCBwK8hwo9MSfB3waeFsQYKpcqaO8xPUfCrlVFVedXMzE043rZLa/gwgJl5jKkDxlAlVgAOe8MuCsLYakcPvUzDj2FKpO65rdJm5x991Mu24lMu+sODMhbg0lxYJOUFIAIjJtQOMKVy5z8HZ9a/7IFDtyXb1dka6xvX5fo+rA9Wb6ax+/7MbYRAhQfVm+msfv+zC1ZvprH7/swhECFB9Wb6ax+/7MLVm+msfv+zCEQIUH1ZvprH7/ALMLVm+msfv+zCEWg/Bj+k/sgcOxLt6sfjrHyn1+b82B6s301j9/2YQiBCg+rN9NY/f9mFqzfTWP3/ZhCLDHiP8A6L/iTAYeMS7YQ/8AHGPk/r+Un6sC1ZvprH7/ALMIRAhQfVm+msfv+zC1ZvprH7/swhECJKq/glP/AEPdDTVm+msfv+zFkptEp9aquGaVUKw3LS8/NsybzjaCpbSFqSkuWVlSQL8qhEGyKqQo7NQ+AWlVVCpiYxUGAiQbmkyednWphalughtJULpyIbUDY7XMp2pMPl+54w6jFKaJ7+guRVKaUzyUN5G3A88jMrjW0ZQ224OW0w36ziXAIuFwonsdYek8KYrn6BT6gZ1iV0WV0gBQK2kLUhViRmQVFBtypMKMgZuigYmZUAssovYJaRf7Ss/2xDRMyJIfUi/iNtHqRf8AtjVVWqroo6opAnnik3C1aQepXG/thvB5pRcSw6RtU0E+vKSn+wRl5lCJKWfA4zinAo89stv6TEtOUAHs+vBZNOUAHsWJQ5dOvmYWB9uz+2CXC9SXfaPgz9ijb9hECZ2MTCj5KR++mCy6VOIl0ITdWnIAG83yw+1PX+Cb5+tE1V4x9cYjKvGPrjEbFmvRHuMf/iTGX/6fT/8AvGI6hw4TrkhwOPTiEhSpfF+lSDuJRMTywOtMcv8AcaBSK/jJ4oWUeAUJzBBIBM7Ljk/OHqvHWeEiUYxZg9zg/k3GzVputTtRZaeCg0ptlyfzXUN2/dy2MeV2tPP6Ttwyk9QBknuF10dkNzuczUueQBxJouAA7TZcNoHugJqVUXJluck5iVZbckBKzC1Z3ABlRt8U3IINrDby2vR8UcIlRxrM06TqFNblzLziVqOkU4pRuE2Obmi2cA+D8NYpxNPmt0vW5aXkZCblm3HFDKpUy0lQJSQTsKk32fZFIxzTpOkcKlcpVPa0UtJ159hlFycqEzBAFztOwR6JtWmMUaAHSAknv/Vc+9bCurTZpyx15Q78QF0PEjDlVdxthyTfbEy/PoalJVToQkm6DxUkgDcSftJjibzTjDzjDostpakKHMoGx/aI7FP3/wBNtY//ADCV/wDsRV8bYRqcjKzFUm6GqUaU4261MFrJpCtKlLBta+3aCRyG3LFvFOPPaw3AlYYF7XbA2e+Olki3Czp8X3Ko7vyLH5qv6xgUFd+RY9Sv6xgUYLJKFChQRFlPwlv86BDkgsp+Et/nQakSS6jU5WRbYceU86lGjbSVKVt22A27rxIE2Cxc4MBcdApeUnl0Or4fxGlvWDI6q/obkEhoIXv5Ad3otHVuEThWwdO4DmaXQGVmbxAhOmZtZcuQoFRdJvcggpSkbNpNgDtA5hOi0DgWoWLq3QlNVN+sJkHzNNLBMiqR0lw2r0oNlAchtFZ4fsO0ukY5crWG5NqXoOINNPUtKLi7QeWgkpO1O1NrHmjkYqlhsXiqRdMiYO4lsGPOe4r0uzNr43C4PGtoZcs5XSAXDMCCRwkdHv4rmo8YeuN5j5dz89X9Jgkg5Itzba6jKvTEuCc7bL4ZWrZsssoWBtt80/2xMvzuB9M5fDNavnV/vtvnP/dY6y84q9Cid17A/wBGa1+u2/8ACwtewP8ARmtfrtv/AAsEUFBf9jP6Yf1TExr2B/ozWv123/hYLruCNVP8Ga1bSj/fbe/Kf+6wCKuwondewP8ARmtfrtv/AAsLXsD/AEZrX67b/wALBFBQVjc5+jMTGvYH+jNa/Xbf+FgjM7gizlsM1rxD/vtv/CwRV6FE7r2B/ozWv123/hYWvYH+jNa/Xbf+FgigoLK/hLP6RP8AWETGvYH+jNa/Xbf+FgktO4I1hq2Ga0DpE2/123zj/usAir6vGPrMYieM9gfMf4M1ref99tf4WMa7gf6M1r9dt/4WCKCgzMpMzDTz7LC1ty6Qt1YHFQCQASeS5IEWNScDSqQqpYbrrBdlw/LpTWWVld/Fv8WGQHfc7bW2bQYDM1fBMwoEYTqrKQhKMjVZbSk5RsJ+K7Tv2nniYjVa8+f/AE/Hd9fJRs+uUk5iYYlFJmVXbKJqy0FBABUEC/PsuRewvYXhg44484p11xS1rJUpSiSVHnJO8xPzE7gjTLvhmtE3/LbfN/4WB69gf6M1r9dt/wCFgTKljA3fJ4/X4WUFCid17A/0ZrX67b/wsLXsD/Rmtfrtv/CxCzUQ1+DzHqR/WEBixNTuCNA/bDNZtZN/9dt+UP8AusC17A/0ZrX67b/wsEUFCid17A/0ZrX67b/wsLXsD/Rmtfrtv/CwRQ0v8ofzF/1TA4sLE7gjObYZrV8qv99t+Sf+6wPXsD/Ritfrtv8AwsEUFCid17A/0ZrX67b/AMLC17A/0ZrX67b/AMLBFBDePWIJM/hL36RX9MXLC9Cw7iyfVKUzClYS2wjTTU07XW0MSrIO1x1eq2SkftOwXMXDhh4J8NcFzshO+DatV6dU0H441Vm20tzIJzslJliQRbYTYmxuAQRFOptDDUsQ3Cud03TA7L/XFcyttnA0MbT2dUqgVXzlbe8CTfQGLgEyRpK4zCid17A/0ZrX67b/AMLC17A/0ZrX67b/AMLFxdNQUdApwmcH8HdQxHtZnMVjwPIruQrU0BCppaedKjka++IiaLLYVr9YkqHS8J1p2bqEw3LMI8ONC61qCRc6rsFzv5IneEav4LfrqKC1SqnO0/DrCaXIuS9WbbbU0gklYTq6tqlKUoqvtvfYLAUMV/Hqsw40953YNB3ujtAcFx9of5vEUsCNPff/AGtNh/3PjWxa1wXOIUTuvYH+jNa/Xbf+Fha9gf6M1r9dt/4WL67ChnJmYdCQ6+4sJ2jMom0GamZhaXyt9xR0W8qPlpP9MSevYH+jNa/Xbf8AhYPSp3Cgnp0mlPy8m7TH2UiamNaUiYPybiShDdrKy7CDy/YCKvofmEHMh1aTYi4J3HbGukctbOq1su/k5o6DR6vweyDMkxPMSM6vRMtzDqqcbCzi1OHaL3yhtsEXvnUo7gIbO1XAUlKMobpEnNPpaU4eK4QpSpdrKlSs1wQ8l0btgPLsgipCHnmkqQ26tKVeMAbA+uCyzrocbb0isgVmCb7AeeLxiOscG08xOs0WmNyhfU4JZernMwCtjKSRlB2JfO47FAbNweu1HgqmZVuTp1PQw8lrMXVoIJUmXWkgki9yoNq2Hxyd6bWlQubLmH3CS48tV7Xuom9t0LWZjIW9O5lUSSMxsSd8DhRClbFxw3utW05jt3nnhOOOOqK3VqWo7yo3MawoIiufg7PrX/ZAoK5+Ds+tf9kCgiUKFCgiUKFCgiUKFCgiIPwY/pP7IHBB+DH9J/ZA4IlChQoIjMeI/wDov+JMBgzHiP8A6L/iTAYIlChQoIlElVfwSn/oe6I2JKq/glP/AEPdBFG/YOqF1dUKFBEoUKFBEbQN9MZ6l+zEzT2WhNT2aaauhlRsArZlQRfd6IGzT8JuKQk4lnwpRAsKQDtP/wA6JWQlcKldVcbxHOq+LOlV6TbKkqAuPhvrejfGNWmSN3iOI61SqYukNQ77j+I/pVbcYa1Zj42zsCx8/wAonyfTDh9lk0tlGuNXQq+5Xzs31fqw7ckMJas1/CafsFKH/ZA9H8tB1yeEzJlBxLPWDbav+yRfYpX8t9aJdSNtNeI9VBxdO1na/A/8qhW2GxLPfHGdqkDcv0nyfRDuktNtuNPGZaUGXws2C/JUebnAh0uQwk3KIScTT93lZ/8AskbhcDZpufNBJFrCDKHWffLUCp4oCf8AVIFrK2/juaDqTnAxFzxHZxR2LpkGA7X4H9nwqGnJRtqbeb1tkBK1WFl7r7OTmgOgb6Yz1L9mJudksJrdS4rE0+CttBP+qQb7Lee9EA1HCP0nqH6oH9/GbWGBMeI9Vm3F0yBZ33H/AJV1ng1dFOwPg5Us60lyex2mWddbulS2wZZQQTa5F07js2x2eqrDfClhthDpBW5XFLTc2UAmoW5OQk8scm4Pafh9WCMFKRV5txljHYdbWZEJKnTq6QlQ0hypuRxtvqjrNXcpSuFvDDSqi6mb0ddWhssFSVAa8FHNfZbNusb29OzzO1QRmn4X/Jy6XszVpuxGHIn/AJkzYi+Uxu/2XJfcnNTUximfp8rONqU5J01LQurKlZnGADtG7bFK4RqSF8LeLkqm2EraxDMP7lE5Q66u27lAEXr3MEtQG8TVISFdm1hUjT0uLdkNHoka2xx9jiiT6B1wbENBwy/wpY3mHZxTzpTPvKbclNjKgp67iVZjmUkbQLC+zaL7OxgqJrbYdT4tHzC5GLxrcLsiviQDAqD7JmSxvEduqimwwjhmxIp11lWd9gBBBzX0ItbZvvaJ3hpWJnD1JYWppgTjrTIG0ISVMryjlsL23xzvDdXoK8SDEE3iifmpienU53HqblzAJ+coOEgbUC4H2R09up4N4UZ+gUWRnJxS5ZxucIdkgG3G20JSQDnuFHTJts2bdsXsbVazlq3E5ond0vwhdD2ewjsTh8Jgby1lSnOV2uWiAYIBuZjs7V5vmZHQss6SaaBGZJ2K2KzbRuhvoG+mM9S/Zj1HwhUbDbuAqtVZqoZm1MksPppSbizjZzAXSVG5VsJtxtlrWjzuJbCb50RxFN3VsGWiJSQfWHoo4HFHGsc8ACDGo6j+KubRo0cE5gBfLmzem8byOF9NVCaBvpjPUv2YWgb6Yz1L9mJTUMI7vfPUP1OP7+HE3QcOSOXWsQ1FGbYD4JBF+UbH9/oi/kOlvEeq5PPKWkO+4/8AKoiVYbEy3abZPG5lezFx4EGUJ4XMJKEy0sipI4ozXPFVziIKVkMJaw3bE8/e/LSB/fRbuBiUwy3wrYVXJ1+efeFRRkbXTA2lRyq3q0pt1GNddhFJxtod44dqrYzFU3YaoAHe677D+B/pXo33TcpLTvBFhKVm1pQhUrTQFnNxD4Nfsqw3+rmvy2jhfDDTKjWcNcHEwywC54BezNthS+MueesE2Tth5wg49qWJGJWgV/Hc+/KSYStloUpBSlOj0aBcOA7ElQ9GYx3LANfomFODvC9cmXpibk6bJU9ZSltKFqzTs2AMhUdpJTsvs2HbyeaFCrsyhQAAe4F0AHUlpt8l3MDiWZsYHEhj3UplrrA1GNnTUAkwNV4jMqG3Mjky0lQO0KSsEfuxl9hvTufG2fHVyL5z9WOjcL2CKBhLHL9OqWJ5ovTEtKzt2qeXQQ6yhYupToObbtG2x5TFNfkcI6dy+JqgOOr/AHQOc/y0empEV6batMjK4Ai40NwqNeqMNVdRqB2ZpIMNcRIMG4EKI0DfTGepfswtA30xnqX7MSmo4R+k9Q/VA/v4Wo4R+k9Q/VA/v42ZD1eI9Vr53T4O+4/8qi9A30xnqX7MF0DeqEa2z8qNtl+Sfqw/1HCP0nqH6oH9/Eixh/Cq6cmYXieeyLd4qfBWVRsCL/KkWiMpGseI9VkzEMeYAd9x/wCVVrQN9MZ6l+zC0DfTGepfsxcW2MIsNpaYqKilItd2iNuLUeUlSnCY2y4X/KKP/wDn2fbjX0uA+8PVWgaO8v8A/rf+VUzQN9MZ6l+zBGWG7OWm2TxDyK9mLDV6dhFaWJrw5MsZwpBDNGSlJI23sHQBsI3c0MmZDCVnLYnn/EP+6B/fRsa0uE28R6qtUxFOm7LDvuP/ACqH0DfTGepfswtA30xnqX7MSmo4R+k9Q/VA/v4Wo4R+k9Q/VA/v4nIerxHqsOd0+DvuP/KovQN9MZ6l+zBJZhsTDVptk/CJ5Fc4+rEgKfhIkAYmqBJNgBRxt/8ArxIydGwZKvSszO4onV3mChUqmm5HgUkbVfCkIBJtt27Ds5YkUyeHiPVYPx1Jm508Mj/yqClKWqfmSwzPSiTxlFTrhbQkAXJKlAAbPtPJcxuhUrKJQqSnGy6tlTbxeazJBPkApNtnzt+02tEhMpw1MNtSzuLKiWZbMGW/A6QlFzc7ntpJ5Tt2DmEA1HCP0nqH6oH9/E5I0jxHqsecMeemHRwyP8+j2W3dai9A10xnqX7MLQN9MZ6l+zEpqOEfpPUP1QP7+FqOEfpPUP1QP7+Mch6vEeq287p8Hfcf+VR8ww3p1/G2d/Mrm/Ngegb6Yz1L9mJiZkMI6dd8Tz+/8kDm/TQPUcI/Seofqgf38Mh6vEeqc7p8Hfcf+VRegb6Yz1L9mFoG+mM9S/ZiU1HCP0nqH6oH9/C1HCP0nqH6oH9/DIerxHqnO6fB33H/AJUwaYb0D41tncnkV5Q+rAtA30xnqX7MTLUjhLQPj3zVCxCb/wCqBs436aBajhH6T1D9UD+/hkPV4j1Uc7p8Hfcf+VRegb6Yz1L9mFoG+mM9S/ZiU1HCP0nqH6oH9/C1HCP0nqH6oH9/DIerxHqp53T4O+4/8qj2GG85+Ns+IrkX5J+rA9A30xnqX7MTDEjhHOf4TVDxVf7oHkn+Wh5QaFhOpIrTb1dXpGJRK6ap8IlQ6+QriqClKFswQPGGxRJtaMm0nOMCPELXVx9KkwvIdAj7LhqQN4HHwuq3oG+mM9S/ZhaBvpjPUv2Y6BTsHYEmEhFRrqZNaZZlalCeZWlT621FSE7b5UnRkk23LSLm1xTeEcGSM9N056pPF6XZUWs002gPrCmMhFwLBaHHFC55N+yNpwjwMxI8VSG3cManJhrp/t3dum+6FwVJSxWpifnppT9EpDPhipSiFrS3Mhg/AoWLWN3VoTtB8YxPSfCHI4rfRhPGb7bclUGHpKZnM61FqZVMuPMTNsuwNrdIUAblClbYlcU4ewVhPg/doGGqsJioYncE+mYdmW0JMsw/kbazGwKVFTiidlyyDtForNQwVgFNGqs9IYzbnZ6WlhMpbbukJUGyVAhSATmcskAHi3F9ptHH/c4x9SrVfAIMNMiRlkZhxMzxsGk7l5s4jZ+13vxlZjxLg2mQ10tLejntYHO4gZtQxtjlCpVcw/N4eq85Q6o801NyLymXU2XsUDvHF3HeDzEQx0DfTGepfsxeamFcIGCk1xtsO17CzSJeoFCbLmqcNjUwoAcZTZIbUrflLZO4mKE22464lppClrWoJSlIuVE7gI2YWuarCKlnts7t49hFx1Feu2finYikRWtUYcrhukbx1OEOHUb3lXzA0s5hnDtZ4RBONsuspNIpTvHB1t9B0i0cXe2yVH0FaIpb7DZc/C2RxU8i/JH1YtvCdehvU7g7ZeQpvDTJRNhsgpVUHLKmTcGyspCWweZuKbMfKD8xH9URrwX8UOxJ+3cf2j3fH3u1xWjZP+Ya/Hn/AKtx/YPcHeJf1FxWdA30xnqX7MLQN9MZ6l+zAYUXl10bQN9MZ6l+zBWGGwh/42yfguZXlJ+rDSDMeI/+i/4kwChLQN9MZ6l+zC0DfTGepfswGFBSjaBvpjPUv2YJLsNh5Nptk7eZXsw1gst8uj1wRZ0DfTGepfswtA30xnqX7MBhQRG0DfTGepfswtA30xnqX7MBhQRO3GG9XZGts718i/R9WBaBvpjPUv2Yw5+Ds+tf9kCgiNoG+mM9S/ZhaBvpjPUv2YDCgiNoG+mM9S/ZhaBvpjPUv2YDCgiNoG+mM9S/ZhaBvpjPUv2YDCgidBhvVj8bZ+U5l835sD0DfTGepfsxqPwY/pP7IHBEbQN9MZ6l+zC0DfTGepfswGFBE7YYbCH/AI2yfg+ZXlJ9EC0DfTGepfswmPEf/Rf8SYDBEbQN9MZ6l+zC0DfTGepfswGFBEbQN9MZ6l+zFkp1Ekq3VsNUecqzcszUJpmTccQgqU0hxSUlyysqSBfyhFViSqmyUp/6HuiCi6fhzgJpVekVVEYxGVtsKVLNsAvrUC8FJQL5SSW0ZQSCq7hA4m2RV7nSkJxX4AGNyqTMrpTPCXTo23A86i6uNbRlLbbgIN7Pt8+3hwUobiYWZXOeaMYPFFO46w5LYRxXP4dlJ8zjUmWrOlISoFbSFlCgCQFoKihQ8pJhRAk3NzywoyCJ5IMtmcYOst8VYUdiuTbzeiCyDoZROoD7StalVtKuFbBmSq+76sNZY5G3nuZGQetWz+jNGJbxnf0S/wCiMYDnGepYwHEyiqabMoga03scUNyuUJ9Hog5YQopYTMtlTksjKLK2mwVYbOW37Yab5Am3ivDb60nuhTKlNvpykpU2hsAg7QQkRhEmO1YxJhEnGmw+W9bb+DAb3K5Bbm57xow03p2/jTfjjkVz+qAElRKlG5JuTG8v8u3+eP6Y2NEABZgQITiaZbIZJmW/k7blcij6IdUSVYVNtrVMtlSH2cuxXKrbyQzebW621l25W1qPoAUoxN8H+H6vinEknQKFKGan5uYaDLIUAVlN1EAn0JMTSc1pl2glVsQ4NoOM6eq6PTtawVwUUB6faDc/TcYonxLPBbZUgtS7qCQU5gFBIsbWix4I4QpjhB4ZsNzcxIyso5KSddshpxatIXEzazcqSLWvb7I5zwt1ORquOpqbp00l9lLFKl1KTewcRLJStO3mKSIlOAD/APF+i/8Ahav/APZmo5uPosdg31HNh3Ju7pmVe9ls7q+GLzrWa+OBcB+BUjwG1KTwlPYmrhaQ+zT8P02bcazqQFAOy61XVbYDt28nojrz+A2MQUmoz0jNuGbxjNSVUSttCUONonkOoMqle8pKinaSBv2RxKmSzeFsCVur1laZRGKsMokKcpS7mZfaEsSgAXKSASdtgYjcHcLGIsKVeWm6lWapMyMvIy6GpcPlSErQAWuIo5VBO0WPITzxYw9Ec+FfNA0J4gQY8RfwXN2jnxuBxmEotn+K1zdPsjK6N2gjfCm+FbANOwLiKlyNOCJZKJxLL0ulRWhL2xRyqF9m0dX2RCcHs+ZRqanZCfLT8nRZwpcbzJU2tCJbjA25CN4hcLnConHk0xMNJmkzrM0qYefdCUlS8oSLBPNYdUR3BgyqeNWpjC06d6kT6EhRtbNoEpJPNf8Aoi7j+TqVHOpgQY00XT9jzUpNotrk5m5ru1jcT12lStZ4QsV4qo8tg2vVNLGlbyuvNoJVNKSsi7mwXF0jdvKSdsc4TJ2aTMJmmj8KWwLKJzAA831hF9x/gjEWCa/h7wuyyDVGHHJbQOhwqTrLqTcDcbq3HbFUakXHVOBAARL1BS13NrJJaT/SoRXpU6NBrmUmgAE+MkeUR1aLXXxeJxVZtSs8uLmtde+om3bM+J1JRZOkS0o9rc6+EOo2olwkmy+Qk8gG+1r8nphy2ptsLSJlCkuCykuNZwr0kKBF/TvhBlpyXeeuoO6TiC4ykWJUPXuP2GGsaZzaquaocbtHn6reZkZB1TM6mYQ0tC8jiW2MqSD4qrCwB3g+oc8W3gGpkuOEeg1Rp8PaCostDMjLYruCR6bbPtirSam9MG3kFbTgyrSDY84IPIQQDHSMHsNUPgpxNWczNOmpluVNIXpkpeKm5kZ1NG+fNa9yNtvREVMxpFomPkCQPxVPaGIaMOaMXecg7XW8hfsVDqwXN1Z9BmkKWHlNNgg7gohI3RsueW0XAxU0fAJbbY2KsUoKiDu5yT9sNFfABTzrud91OYDaSnNtzE89j+2Gp3H1RuswZStrXOcc08L8Yg/gF0r3UclKp4RUvMLS1/q+nJcCrm6zIy6ri19hBv8AbHHX2W9O58ab8dXIrnPoj0DwoKl8Qz3+lpinMVPDs6qTpCZGaWttbsxKyDCXLpTYgWVdJBvs5tkUzA9AwrirHrWGZ/DchophidmSGFzbbicjK3WrKLykkGwvs5xs3xS2ZVDcBTz6taAeotEEdoXW2vU5DF13v0ku7Qbz5rl2hb6U31K7oWhb6U31K7o6lw0UDDWAsev4eoGDJBdP1eWcZdmHptRUpbDa18YPAGylH1bLxUpUibaD8twcys00rYlyXZn1pJG8X00XaFdmIpNrM0cAR3qcThKmErOoVNWkg9yrrEmJh5uXamWytxQSNit5+yLDMpYWVaJ9tLbZS02myvESLJ5OYbfSYn2abOUyWcc/0ay7T6h8IpTU78E3baM2msCeWx2AW54YJqkmpqycIUlRKwAErmiTsPM/EF4eZCt06DqNOSNfqPVRTcqXVZWnUKNrmwOwcpOzYIyWJNTRWxUmnVoVlcCUqyi+4hVtu4xIrq9OcqEnR14SpGhmVpLqkuzV1cYpsCH7WBSd/Lc80R9HxFSy/q68I0ZCZlOS4cm9it6d7/Ps+2IAkStD6zgQ7dPp6rUy8nMMmVm3wEFWdK0AlTarb7GwIPKLj9kaM0OkAOf66f8AEP8AsY9uJI1qng2OEqT2k3/fRu1WadZd8KUkWQT8pNf30SCRoVZc1jrubP11FQ3gKj/lt/8AmY9uDM4ZpryS6KxMJZStKFvGSORBVuuQvZuPUYmXZ6nygdan8JU5iZby5WFCbuoHabnT8Ww9BO2BO4hknbg4TpCUFWbRpcmwgG1rgae17Rl0m+8Voy0qg/hsEcb9Wl7236fJQk81L0GaQikVIKdbWH2KgkONOEWsLJFwmxvtuTu3RGy7aFTTSjNoUS4kkkKuTmHoiw1itU4IlHFYQo6rtqSLuTeyyieR8eVDGXrtMMw0Bg6jD4RO3STmzaP5eNrXFwEqnVpNpVDlCiFMt5j8ab3nkV3RjQt9Kb6ld0ShrtMzH+BtG3n8ZOf38Lw7TPobRu0nP8RBYKL0LfSm+pXdC0TXSm+pXdEp4dpn0No3aTn+Ih1KTLU+hTktgehlCTlKlzMygX5hmmRf7IEgXKyYx1Q5WCT1KFmGm9Ov402NvMrm9UD0LfSm+pXdFofQourKcEUBfqnXyTs5hNRF+HaZ9DaN2k5/iIgODtCsn0n0/faR2iFF6FvpTfUruhaFvpTfUruiU8O0z6G0btJz/EQvDtM+htG7Sc/xEStaYNNN6B8ay3uTyK8oeiBaFvpTfUruiZarlM0D5951G2BOzSTm3jD+XgXh2mfQ2jdpOf4iJRRehb6U31K7oWhb6U31K7olPDtM+htG7Sc/xEdh4IcDcF+KLzWNJOnFsy6HVM0t6bvKqddS0yl5xTqhnWtYAbAuLEqIAsaOPx9LZ1E16oJA3AST9da5W2dsYfYeEdi8QHEDc0SSdwA69BJAmBMkLhzDTekNppvxFcivJPogehb6U31K7oveNKZTcJVrRSeGaNPUmcQ4/TZ4KnAJhkFSdo0/FWkgpWnkUD6IrHh2mfQ2jdpOf4iLNGsyvTFSncH68eI3K9hsTSxlFteiZa76uNxGhBuDY3UXom+lt9Su6JPDeHnsTV+n0GTnGkuz0whkKOYBAJ2qJIsABc/ZGfDtM+htG7Sc/wARF2wbVaRQ8K17Hr+F6SxMMpFIpSW3Jq7ky+k6Um7xISlgObRbapO0RqxlZ1GiSz3jYdpsO6bnqlVtp4l+FwznUvfMNb/c4hre4EyeABKrXCHWqbiLFczM0daGKVKBuRprJCrolWUhDd9h2kDMfSoxXphpvWHbzTY+EVyK5/VEgK7TLj+BtG3+cnP7+CTFdpgmHQcHUY8dW3STnP8Ap420aTaFNtJugACsYXDMwlFmHp6NAAnW3E7zxKlOC9FeRjKUOGUMz00UOIcklKyibYUkpdZsoAKKkEgDfexG0R1WZ4K6VwcSI4R9CUyNImpuak3ZoLQ66tSWxJsLbUn5Rt4uZxYfJK9EcTTX6chQWnB1GCkm4IcnLg/ziLFXOGPEmJqFKYbr8jJz9PknNKy0/MTi7KsQCVF+6rAm1ybXjk7QwGJxOIa+i8Bhs8Xktv46mNIkm9o87tnY2Px2Np1cLVa2kRlqiDmc2+hFibkN0yyT0rAUyYUqafcmZmfS688suOLVmKlqJuSTbeSbwphpvSC8y2OKjkV5I9ESHh2mfQ2jdpOf4iCP1ymBe3B1GPFT+MnPJH8vHaECwXqgABAUPoW+lN9Su6FoW+lN9Su6JTw7TPobRu0nP8RC8O0z6G0btJz/ABEEUXoW+lN9Su6CsNNhD/xlv5LmV5SfRD/w7TPobRu0nP8AEQ8oGIKTKVZ+dmsPyjcquQel1sMJWsErFgv4VayCCRtBG7Z6ZCKvlpkb5xofYruhaJq9tba6ld0dNo3CXhGircbdw2zOBuadIVqbeV9kvuKTe+VSVJQsAHfffuENa3j/AAPVKAzT6bhBdJmW1aReRLT6FuBzODmshVhYptt4qzzAEoXPA00dom2j9iu6CS7TYeTaZbO3mV3Rb8R4xw9XabUmm6U2xMuqWthSZZKMyluS6ibgkpADb2wk2CwkG0UyW+XR64KUtC30pvqV3QtC30pvqV3QKFEIi6FvpTfUruhaFvpTfUrugUKCJ0403q7PxpvevkV6PRAtC30pvqV3QnPwdn1r/sgUSURdC30pvqV3QtC30pvqV3QKFEIi6FvpTfUruhaFvpTfUrugUKCIuhb6U31K7oWhb6U31K7oFCgichpvVj8Zb+U5lc3qgehb6U31K7owPwY/pP7IHEoi6FvpTfUruhaFvpTfUrugUKIROmGm8j/xlv5PmV5SfRAtC30pvqV3RljxH/0X/EmAxKIuhb6U31K7oWhb6U31K7oFCiERdC30pvqV3RZaZS6PVKxhmnVqqatITk0zLTTrWxbTS1JCnAVgJAAJ2k7N9oqsSVV/BKf+h7oFF0LDvBxwfVWf1aYxW9mEq08lnWpZnTOEzYW0HFXCT8Aza4Oxy58ZIiwq4EuDEYpNMRwhtrpIks6p4VCVGic0ridKfKQptLCwgAKGsAFRym/CSAdhAP2QsqfJHVGJB4orBjyiUjDmLahRaFUddkZZTYbd0qHSFKaQpbZWjirKFqUgqFgSi9hCiAAAFgLQoyRPn2EIl2GROS9iC6raraSbeTyAftMaS0ui7nxyX+SXyq5vzYFNbHEo8ltA/dEKW3u/ol/0RDNFi3ROpBiWUtTEzPSwaXZVyVbCnaPm8ouPthu62HnVvLnJfMtRUdqt5/8ALDeFANAMplgyjaujpkv1q9mN2JdAfb+OS/jjlVz/AJsNoJL/AC7f54/pjJZKUlZVBZcUZxiwl3gPGO0kej0mOk8AEnMUCfnuFOQfl5l/CE7TyiVUSG3jMqda4ythFt4ABvu2b45pK/8AZ6ttyt1TVvWkn+wRfuDh52X4EuFGYYcKHG5jD60KTvSRMvWIirM5mnQkA9hMHyXL2hmdh3sYYJLR4uAVZrZp9Rqr0/LvMNpdmmSQlSsuxsWO0bzm/YYjWZ1dKqzk5J1QtPNKebQW3VIKQvMDYhOzxj1wKmozUtdk7RNNqvzAZQf64iOnts5MEH8av+kxvyg9E6Lr4Y8hRbk1B17LfgvRXurMRYSr0nhRrDlWpc23LB7Ohl3Yi7EsAbI5CQfXHn9hlEzMtIM1LJbQc2UKXYAbTvHMIfYp8Wnf+Gb/APsMREN3alnHRcFZ0QPo3q/ZYfaYq4TCtweGZQaSYESev/dZYp5dXrO+J7z4vJSWyla1LM5L3USd6vZi98DLKU4onbTLKr0p4cUq2fCNbdojnsX7gX/+KJ7/APKX/wD7jUWnwGlWtlj/ADTI6/kV2zhdwyvF3CNwXUNueblVPSc4sLWkq+TmnXDsHOEW38sP6vgqnYFwhP4ZqNQk356fqmjbmUsKGl0spLWRfKTsK0jbsv6rxNTac3uiOBNNr3Znhb/5z8cMoky8nhFnaXNrzGWqQdRpXDZtSQwSASbW4ir+q8cuq11TEVG54Ac8xa55V2/d+qpYKsKeJoSJinQOu7kXA+MjsjrVWmqaqQn105yYYzsTTrKiFE3IITzRGBkEX1hrrPdE3ixialcQzD7rK0NvTj7zKyCEuJ0quMk8o2bxEOqWWXJgbE6C5IJ5ja3/AFzRYY4arTiaYoV304gAnwmy2l2Rp0fGGt/Oe6OhV2Tl2eDnD8rMTjKEJfmG89zdfw5Fki207f8AoRW+DqiqrGJGswTopVt59WZOYKKW1EJtz8t+cCGGPK+vEGLdcSHGpdKHH0MqdKkosFbRyC+QHYOWOph2htBxP2+iPEEnugDv6lxKwGLx9NjdKH8R3bBa1vfJPY0jeCma52izc06rSEAEnMp2wCQbDcjZyCAvzFKYICiASLgh8LSR9iecRAJIbklbOM8sJvzJTtP7SOqDyqmlSwcebS5qiyrIrcsKGwHltcftii5okuPH687LviqGCzRAtoPrVdpqNRk1e5poL+lvmxnPpCtm1QlGR5PNbk5IacDk9S6njxtt2bSJpiSqSGrourKZZ69zl5Lk7TyCHdNoTlb9zphmRp7S33HMbz6mEIO3OqWl0pSftNttoe4C4Pq9gnG0hU67TVyCplNVKlukWKtFPIAzXKQboAy3BuOWOdhQxuHq31e8AcdTEKfaOualB4Au2k0k8JAHmT3prwhTVAa4MuDRdSdTUpPJUgCHFoSonRJO0AL2WG63i8u6OncArmD6bhKXZqUm2+mYZeQlDWVSb5nbFDrhJQeMlQIscyRfYdnIcQUioYi4KuBymzSm0mcqVUlFKWkBYKphoXXbjEW5Ty35bxFs4HxNhPGIoVHmkVAiVcm0Jbf0WiUUOgFIUdh4m+20WvtGzLCYDnWENITDnvFjBMPPD64Ls7V2s6ni3VzEtp03GYMAsF5PXP4r0jjibwn712WaLmZKUPreefBHEK3sqVHaScuUmxUOS+yPIU028tuWosvPS4VNOpQoaReXM5sTtSN1rHl2GM4wxJi2YxG4zi1zTuySshklLJYQCkbEhBA2gg3BuTtgmBqKxW5xlUqvI7TlLqE3rCwhpLTWUgoUNt9u4gDZv5r+AwQYBTBLpM3Mm99VytqY+pTD6tQBpaIiI0tEfMcVZqnwcz7OLWWpWoU6YflnkhTDUyAtF33SQUqAJ2XOy+435L84eo83JAmYcaaLbhaVcqulYSlRG7mUk/bHVPCgqnDYiYkGHlyk2+6hDimyA4pvSk5D84Am2yLPjvClFnqlVMO0CmstTqBMPuMtpykqU00ACsBSuUcU+TyXBjdXHIVKjp6IdHcSY+Su4KnT2hhMIwAiq9jiRuLmNpSBpBObTdB0XEpF+qP6RYn5WYal0aR4OkAZLj5yk3vtsLG+2JdoUoomEUiqy0wHJZOkD7Kg6g3BVkum2/lBvYcgvFhw5we0OvYcma9jHFRpjdInhSCliQ4qCJd1YBAykkrSLqIuSTcnfELV+DnFGE5WXxQ1LtzFKmZZcxLTTSw6hxCC0lzME3yjM6BtsN+3ZGp9ai1/JgwfCdbD9LqlhKOIxNJ9ZglrHEEAaEQZNusQbDthRbkvLsNCYnKkw0ld8gspS185Atu9JsPXGrbMpMoUuTqLLmjF1pUFJUBz2sbj+iIWacmJ4uz7pRsUlGUbMoINgBzAJMDk5pclMomEJCstwUncoEWI6jGfJmJ3rIYpxNtFYHJaRmGW2ptxC9EpRSUOKTvtceKeaMS9Lo2sNWzXzp/2hXP+ZDdqYp81sYfW05s4j4CQeeyr2P22hzLNATLdnmVKQtJWhKwVJGYd8awYsrfKU33tPYPRZSzIsjIwxIBI5XUF1RPpKk/0WEbWl/NUv+aj2YaHefXGIggFbwSLA/JPLS/mqX/NR7MaupDoSDMyyUpFkoQkpSPUAm0NYUIAQlxtKfIabRPoWZlmwcTs43OPRFdflENvuNmbYGRak2JVssbeTEy+bPqI54iq22G6xOpAsC8pY9SjmH9MbGEZlVxImkDwPz/2QNXR0yX61ezC1dHTJfrV7MbU+QnKrPS9Mp0suYmpp1LLLSBdS1qNgkDnJgLja2nFNOIKVoJSpJFiCN4MbJExvXOzNzZJvwTpqXRoHxrcvtCeVXlD6sB1dHTJfrV7MJr8HmPUj+sIDGSyRtXR0yX61ezHQqsqZ4OsN4foslUJZmsTbrWIp69yWjt1RpQtyIu4QeVwbN0V3g7w7LYhxGgVRejpVNZcqVSc2bJZlOdaRf5yrBAHOsRG4or8zijENQxBNpCXZ59TuRIsltO5KAOQJSAkDkAEc+sBicQKJu1tz1k2aPme5q42JaMfjW4U3YwZnjiTIY09XvOI4hp3q24NrMhXW5zBWLahJiVqzy5iSnllQ8Gzqr/CCw2NLvlWnmyqFimKjWsO1DDtVmaLWSzLTko4WnW1KJsRzEAgg7wQSCLEQwl/lD+Yv+qYvsnm4UaA3SVIW5iyhyyW5ApF1VKSbBJZVyl1pO1G8qQCn5qYh45i/lR/pu97+k/F2fF974isazf3TWOJbai73xuadA8cGnR+4Wfbpk0USySQBNsEnkBV7MXbhDlmKBIUPAMvUGiuky2t1EHMBr8wErWnd8xGiRz3SqMYDwU83WqXiLEzJYoTEk9XXHQQrOxLrUgItfYVvIS3Y2PGvFOrFUm65Vpysz7hXMz8w5MvKO8rWoqP7TE524rEgNMtZc/3GQPAZpHWFlyjNoY9rabpZRBJjTOZaBPFoD5GozNJ3IQl0XHxyX386vZgkzLoMw6dclx8IrlVz/mw1G8esQSZ/CXv0iv6YvrsrbV0dMl+tXswtXR0yX61ezAAUncoH7YzBEbV0dMl+tXswSYl0aT8Ml/FRyq8keiGsEmSA4Lm10oA+6IIttXR0yX61ezC1dHTJfrV7MWKn8GWOqjJJqgw7MykgsEpnJ8plGFAczjxSk/YTFmwTgXBUpiKWlca4yoc/rB0Xg6n6WZUSoeMqYzsstZd5VpVAbTZW4wXAJC5vq6OmS/Wr2YMxLoyP/G2D8Fzq8pPoiW4QWcFS+MKlL8Hr84/QGnckm7Nm63AAApV7DilWYpuActr7Yg2PEf/AEX/ABJiQZQ2S1dHTJfrV7MLV0dMl+tXswGFBEbV0dMl+tXswSXl0B5J1yXO3nV7MNYLLfLo9cSEWdXR0yX61ezC1dHTJfrV7MBhRCI2ro6ZL9avZhaujpkv1q9mAwoInbkujV2RrcvvXyq9H1YFq6OmS/Wr2Yw5+Ds+tf8AZAolEbV0dMl+tXswtXR0yX61ezAYUQiNq6OmS/Wr2YWro6ZL9avZgMKCI2ro6ZL9avZhaujpkv1q9mAwoInzEguZaDLD7TjinNiU5iTxfzYL73antGi3b+IvZ+7BsLTDMrVJZ+YcS22l1d1KNgPgyI9M4V4X+BCWlabM4rpjk07Q6axKykg0hrQmZuUPPXStOlC0rW8oOEEOJQlJKSTBxgSi8wHDlUAuWSAPqOezCGHaooXDVweUIc9mPS73Cv7niQqNGqWFsCTMo5IVmSnZgzc/rBXKNLWp1pIU8UKUv4K2ZAAAUkk+MSNcKfubpgKer+EqvUp5a1KcnFTxQp8kbFLRrJAsb3SDxgAMydpjHN1IvNLWH6khDwU0QVN2HEX5QPkwI4dqYsS1a+7iOezHq6k8M/uY6bKTLTPBpOBxzV1leuB3Pong5b4R9WjuUoF032XBCgbQxpfDRwFUXGkxXKdhZ4UaakUszEg8GXnH3tKha7rW6UtoVlN8qbFJyFFuMGY8FMLzB726r5k9m57ML3t1XzJ7Nz2Y9PUvhT9zBKSj7U/gKozT7uRoupmkoC2sidIoBT6tE4tYUQUk5ARYmxBNVMb+5W97LE7S6Q54XUteklFTE0FJBfSAT8OWyAyVqCQu5WEgmxNmbqULyyMPVJXit39SF+zE/I4WFWqNBp1RnDKSr0y1KTT6GlLVLNrKQXSDlGUA32qEek3PdBcBdaXLuYswGJlVMmluSQl1Mp0zJy2Q+QtGYgjZfOkISEW4xUOWUDGWEcP4vp9dcYZmJCUq7c6W39GrWZVK0nR6JRUi+UEbVKFzvNrxIJOoU6FN2+AnCXghmsvcJsiLJJfkkhOskoRmUUAqy2JW2lOYgkhw24sDc4D8INYnTRP9JMsuTcYOWdDaciXw8+2c3GtkKWErG3NZ5GyOzyPulOBiWdkF+8Rpt5iUalHZ5OrqeQ2CrO222FIAuFEh3SBYUq9uKL12icN3BZTqjUqq9SlNuztLZpyGWZeUcbTo2clznI2qWdIVAXJaRfxlWwlyda884uweuh4hmaZRXXqpJNpZWzNIa8YLaQspOUkZklRQbHekwo6RjbGmFsRYtq1do7rMnJz00p9plam0KSCBclKOKCTc2BNr7ydpUbmtBFysZXIJ5yTVOv8AwD2xxQ+VHIbeTGJZcndyzD3yS/xo5vzYaLUVrUtW9RJMFlt7v6Jf9EYNEABAIEJZ5PzD3bD2YWeT8w92w9mAwolSjZ5PzD3bD2YIwuT07dmHvHH40c/5sNYJL/Lt/nj+mJRSMjNSZdYlNXfF5grJ0wttFh831xfJ1+n4R4KW6bISanBjOXlpucU6+M7apZ5WXR7Nxz7dnNHNpM2n2D/LJ/pi9Y5lzMYU4PpcKyg06YBUfmpDoufsAJjbh6TXirIvAI7cwXE2kYxOGpzDS8k9eVj3DzAKrKFSKJZmUSw6FLl1FYLw2qXmUPm+SlEROeSt+DvdsPZgyZgPTqX0pKUl1CUjmSBlA6obFlwhZShRSg2KgNgjQT/EJ7F2GjKBPDzJKsOKFSmWn3YePxZH40eYZ+rETMLkksS7Wgd8UuH4Ub1H83mAh1XZlM3LU58JKRoclj9VtpP9kRs2RpQB81CB+6Ig6gfWi2VHCpVc5uhc4/8AkUs8n5h7th7MWbAOJqdherTdSdkHnkrkH2cusJBucqhYlP1LfbFTjVfiK9RiSJELZQquoVBUbqF7Ikaq3XOGzgNqbDCmVzUrPLbC1Zgg6eYG0C2b7CI8+Tc3KyvCC7MsZ1OIU48VJdATmKQi248gA+2O74FaQ9wpcBLpJuxITBTbcc0zNA36hHmguuOV2szS1DMlxbYO78YALfYkxysODVdUqOO93m+oq2NY2ljuRaOiKVIeDAAPA3XQMfS0vUZigtS7TobcpwKLEAIATexNrbLWvy74rkz4FRKy78u2+ovOLVMHTpJW2LC6eLs2qOw7d2/kn67JVCdk8LmXS+pC6SlKy2FKN9CVHYNp2AxTqzO1Kg+D2n6WqUILxXLzTKdIpBKPGzC4zA8mwfZFwNa4Nbxn5Lp7XwrqmMrPdo1rI7w35wQO+N6u/BQhCMQ6SXbeMu3JzSHHSriaVTRIHijbZIjnc+7IJmqk6GXvgpduXQdKN5yA24vMFxfcKVGYlsCvPqdbCF15CULLSEhSFSptsta+23PfZHL6o6oOmVUsLWhalPLAsFOnfYDkG4fbzx1HMNClTYdwJ73QPKNV5LZ8VcXiKgOpY3TczMSe/NEblhxyS1VhOrvb1q+VHLYeT6IBnk/MPdsPZhPkaGXA8gn95UBim3Rdxui9d8Aq2k+5unVsvOypFRrZS7n2t/FZbjXAB2b9kc94QuFeXxRwcU3Ac5UktSlPmU3mQ26p15TbkyAVA7NylDl5du2KfgfhRxTQ8HvYJp0+wmQccnXFsKYSVWebZSpWbfty2HNaKLWZlTs45L5QlLDryBYnjXdWq59PGIjnYXZ/JvdVqwemXDqmR8is6721MTUA0cykO9kH5j1XfcPVXA01g7g+kF4nk3XsPzE7MuJfUWFoKptnR+PYK9AF9l43nMU4GYxXNYrfxKlOrMiRUylhxebM29lWFBJBTdRG+ORYXoNTxLJM0ukt5nlMvKUu9ktJDzJK1HkAAJ+zZAcTUiewvPO0SpMF5xwMJQUZsr6QhXGQq203Kdm8HZvvF/BtrYWmHUgSG1HOHaTJHYstpHDYqrUpvIDqlBrCJvDQYcOvdvXR8R8GFSx9o8RUlucmEzDy8mVq7gaAShNwdwzIWRtOxQiD4O6LR5OYxC0mqP3RSp6Wf0kspKWyAkLubbSm24XMdl4NA4vDtCqT2VKWWVIm2XCUWF1qIUfm5SATuNgdscdwzU5ScxPjV2TLy5fU6w8w2t0LZAWu5ypAGw7OXdbfGnYOMfXxpovjox279foLpe3+zmYbZzcbRaRy4zTIi4aTlGs5iZmW6QTcCCoVQo9Km5GepdemUuSi3H3XX23FNrUsZVE3FkcXZcca5O3cBYcAPYR8LyMnJYhmHahpV51utL0SgooAy8XMDYBO242A7N45M9NzUxcPTDiwTfKVbOrcIUq6WZhtzOUjMMxB+bfbFmqBUHWqGz6pwdZtQ6AzEnjOv0N2i7xjBmg4XwZP0Wp1FaV16uqqgeaaUtAID6S2TbYoBQ3X3emIDAuLKDR5x1NSrZqFHMu23UZJKXGhMyqX2SWlHdYlPMf6I5pMVGYZ1VyXeBSlTjyUrSFpzaVwAlKgQdhO8csayhpswhLTpdlXVZ9M/fO1kJBHwaU5hY8xOzkvGFXD06jSyLECfL66ljg678NUfVmS57nWka2jXSPFehcD1/gUw3OVNblDTPKrDrsxIOCRQpEs27JzCNDxzeyVFKri+7njj+KsBUrBteqOHKziD43THiw9omVKSSLbQbC42iIWQmKlR6eifbRnlNdQptZAKFqSFhVri6SRzgGxGyO2ztVwTwu4M4RcaP4N1StU+muVATQm3FJU4udZSlQRsAsgAbQbxRqNdgqza0ktLWtOmuYNb/7GY710qVSntCmcOGgPNRzhBMAGmXHulgHfay4n4Pwn9IXv5qrug8hK4Zl5xh2XxI8laVpsdVVym3NuitwWV/CWf0if6wjprkq2NTGFXM6KhiJ9W0FK0SRzC28bhe46oG7M4aKiJauFpsHYDJFarekkbT1RU1eMfWYxGGRvBZZnRE2VvZewm4lTc5iF0HehxuQNxzggWBH9EOpWQwlO59WxE8so25NUXntz2tu9RMUaNkLW2oLbWpChuUk2IgWDcsm1ntEAq/PUjDIWpbldmU85MmsD+iI+r0jDD611FNed0aUtNrtKquFBATe1txy7+c+mIJmfnBVWs82+pOlQCC4SCLi8P0qQhxxp5GZpwFtadxt6PSDYj0iNZljlZpHnDSx31rCdUGWw3K1qRmZTEswh9p9C2lJllgpWDcEG2zbaLLjSmYSxXIN8JNPqjjImXEy1ZbbllZWp8gnSBITxUOpGYfWDgG60Umn0eclqtKvNtqelw6CHkC4t6RvT9sPeD3E8lQKg7IV5jWaDWZcyVSZ5Q2ocV5G+y21ZVpP1SOWNOLa7K3E0bubNuItI7d46wN0rzm1MLWo1hi6TTylMafG0zmbwMwC3+oC8EoLVPwpoH7YhetZN/iqvKHogXg/Cf0he/mqu6FibDc7hOrVGiTpC9Fo1svJ8SYZUQpt1B5UqSQoevnjTB2HF4rxHJ0QTAlmXlFczMKGyXYQCp10+hKEqP2RvOIpijy89GJnq1VznlAYbneb+HGaeqJnwV2mJDDuEMAIpzlcebm8YhucWrV1hSaey4oNpItucdSpXqaTFM8H4T+kL381V3RtjvEbOKcTzdUk2NXkElMvIMbfgZVsBDSNu3YkC/pJiAjVg2OZTz1B0nHMeond3CB3KvsujUp0OVriKlQ5nDgTED/taA3riVYWKdhTObYievkVvlVeSfREvg93g8olbZqVXrlZKWClxl6nDQzEu6lQKXEFSSCRbcbeuKXL/ACh/MX/VMDsdvojfWptrUzTdoeCuYmgzFUnUXzDhBgwfFd/4TeEngyxDgeTw9hmsTjMxOrLlSWqSU3dOl0xbyi4AU+S7YEi532sBx3wfhP6QvfzVXdEfS6HWq29q9Fo89UHT8yVl1vK6kgmLtKcB+L0MInMSzVMw8ysXDc3M6abItf8ABJYOPj/zIEVNn4GlsyjyNIkgkmTqSfqFz9ibFw+wsMcLhiSC4uJcZJJO8gDSwFtAFWRT8J3H8IXt/RVd0WzA/BK5wmV2ZpWFag47qqVzE9NvtFmUkWATmefeXZDSBY7SdtrC52R0HE/ub8HcGHB5KcIGNK3iKvvTQl1ppVIkkyqZcPIStszUw7nLQWFHKAgkkEHKY5lN8KL1L1iQwZg+hYeYcVleWllc7MP5VEpLi5lS03B2jKhNuSNprHEUicMb7iQY7d0jhBjrXaDQxwz+E/ULvmCJaexbS8WszjeHMX0HDkiZBibpWDpa87OONlDGSaLCFJbQQXXHFEcVr64McOnuDTB1HQs13hToUu+g2XKyi1Tzo5/wdK2wRzFYio13GmLcTtpYxBiSo1BlvxGX5hSmkfmovlT9giF3CwjXhMG3CFxadY0AGg6rSTJJ7tyzq1uVgRYLpjA4BKMyhbK8QYjm8oJNQGoyqVco0TOdxY/+amDK4Q5SmO5sMVClYeXo0pD1MooS+BYbn3At0H0hYjlsFmPlB+Yj+qIuwN60KyVeZpWIJ5VUr2N6nUpxfjTE4l150/8AmXcwzNOwkd+IXv5qruiChRKKd8H4T+kL381V3RMYVomCJ+YqjFQrK9G3Ty4y45MIlQXM6R89PGIG3KN+6KVBmPEf/Rf8SYIuo4awjwRVSipNdrvg2qNhrOE1dlbSyVLuBdI2kJTexIGbeLbWzeDODSVlHhVK69rDUst5Kkz7SEvJMu04240lSLqBUtYCd6sttljHMYySTvJNtkQi6nNYK4KRR5mcksWIXMlt/QsuVNhKkrBVo77OMCUtpOxPyhV4qbw0Yw1gKbp0uuRDiZ9DOaY0NYaeAWJV15Z0eQKyJKWklQuMxUOSObQWVJD6bEjeNnqiZULOeT8w92w9mFnk/MPdsPZgMKIUo2eT8w92w9mFnk/MPdsPZgMKCJ24uT1dn4B7ev8AGj0fVgWeT8w92w9mMOfg7PrX/ZAolEbPJ+Ye7YezCzyfmHu2HswGFEIjZ5PzD3bD2YWeT8w92w9mAwoIjZ5PzD3bD2YWeT8w92w9mAwoInYXJ6sfgHvlPOjm/NgeeT8w/wBsPZjQfgx/Sf2QOJRHzyfmH+2Hsws8n5h/th7MAhXHPEInjC5TI/Zl75Pb8KPKT9WBZ5PzD/bD2Y1YtkmNv4r/AIkwK454lEfPJ+Yf7YezCzyfmH+2HswC454VxzxCI+eT8w/2w9mLJTpvD0pVsNTFbkFvyDU0yudbccKkLlgpOkTlSAonLfcr0WiqXHPElVATK08DaS13QN0XXJWvcAIl5cqpkqlxEulHwsg8oh4pXx12vnAUEAjlCr7coEEVXfc5KxVr6KOUUbVS0uVMq8VqOldUCnbZLgbWwgqvYlpw/OBPD9GsmwSdvojASojMEm3PGOVFPY7msNzmLJ+YwhLhmkqLQYSEFCcwaQHFJSdqUlwLUAdwIGzdCiAhRkLIp8VWggAeAaQq2y5anLn07JiDS1VoBLt6DSB8Es7GZw32f+IitXHPBZYi7u38Uv8AojLM7j5D0VbmtPifvO9VNeFqD9H6P2U5/iIz4WoP0fo/ZTn+Iiv3HPCuOeGZ3HyHonNafF33neqn/C1B+j9H7Kc/xEEYqtBLzY8AUcccbQ1Oc/8A4iK5cc8by5Gnb2/PH9MMzuPkPROa0+J+871VhYq9BE02fAFIHwg2hqcuNv8A4iLxjKqUuWw7hxbtIkFpFOfDSHGnylpK3spCcroIBAVcEqPMeSOWNSpVPSzDylNiYW3ZSRchKyLKA9RvF94XpuUanhh2WYWjwG6qS0hIyugqU5dKQOKBnAteLNDO1lR5NoA0Gsg8OAJ7lxsdh6T8bh6bZJlzj0nWAGWdeLgO/hKrgrFCDdxQKQONf5Kc32/8RDhnEFDemWkroNJTnXZwpamxmKjYm2ntFXXZLTadl1XXv+z+yNAbEEHaN0UzLh+g9F2qmCpGAZ+871VwqVRobchTwqhUhRIcBSWZvikBG74f0853CGs7VqBrbwFApBCVkAlqbvs9UxEdPvySppMyJlblkpeS0UnLdSQct+Tbv2bbRFrWVrUtRuVEk+swbUc4z+A9Fqp4RnX95289qn/C1B+j9H7Kc/xELwtQfo/R+ynP8RFfuOeFcc8Z5nfQHotvNafE/ed6r11hqbp9FkOCzhDnJFLFEodKQmfm5dp3SyYmJyZbbLSdKSrjX8a5G+/NwUT9FdefmE0KnJbnZkraUtmaSpxFzZZGn2XzerfHdmmBM+5ppbBvlXTqIlRG8J8LTVz1R5waWlydbcTZKS4m3oTcWHVHF2c5woufP2nDQbnE8OLj5LLaeHp1trVQZmKQ1cLcm3rV1keFhqi0VxinSEuES7wlGwpLykBKkOE8VSyd4PzrWPqjGMKjIT+HsNOTEpIzRmXFNpL4mXEoUQ2Cbh0K3nbcndzxy1c2nVHZPLtXMJezX3ZUrTb9/wDZHTMNjCtVwjSJOsV8yTkmtxwNpbKi5eZa2X5OTn37o6IY4QAdCTu3i+7qXbpVaTqNUVSbsps1dMCqMo1kxnJncJ3KRlKlS5Hg8eKKbT9DKVpptKUtP5EuaLNnsXM5Nyq3GsL7idsc+mqpQhNOJGH6Qq6ri7U5c32j/aPTEzjrENK11rDeEXHEUcpZemEuNBKnZtIUkuX37U5ebduimqmWEssPoyqmAAlQULhOXYDzG4t1RfxVZxLGtMwI0GuvBePwWzhQNRzgRmcT7ztLa36iVNTtWoCX9Cmg0hQZAbvopveBttZ/de8A8LUH6P0fspz/ABEQBNzcnfCuOeNAc4CJ8h6LpDCUwIk/ed6q4USsUFD8w74CpKdHKuL4rU3c2ts2vnfDWerNAXOzCxQKQQp5ZupqbueMd9n7XiJokzT5aZeXUm3HGFSzqMjbwaUpRAygKKVAbfqndEnUPehJvPtTFIqapgKCkparDLiLEkqClBjikbNgvzG0ZhziNfIei0HDUm1CelJ/qd67l1/3MuI8M03FVQnqjh6RMimWSh9LDDi1KvmyjJMOrQrjWNrchO3dDfh/xFQjXJdUrRqYWH3Zh5hL0u6HGW9ICgJ0TiQjftA5hzRyKaq2Fpt8vrw9UEEgJCWqm0hKQBYAAS1hsHfAtcwmo/8AYNVP/wDt2/8ADRabjAzDmi0XO+3GdIVB2xOVxrcXUqGG/Zl28Ae9mk8dAuoytYFS4MEJo0zIIZauxPSC25tKFBTwCAkh0XFyCcyjy7hsiPkp+m4YwAjEsvQqc07U5h6nKypfyqZdZCtxdUduUcvqsdsF4OazgXwK/TqqxMSUoubaStL82XlLJWkpsUNJsAQDEFiXGeGanRpPDclh6YFPlHEPNtytTQCpRbygquwo3t6eXcIrYEiiypUJuSQLCZtfTh6Lse0TBtGrhKLAcopszdJ0Q0vZHvG/RBI6829V3wtQfo/R+ynP8RC8LUH6P0fspz/ERJ0vCczXLeBeC7Gc/cXBlnVOi3rTKGJpPBDivJpX+CDF0o3e2ecn25ZPW5LpHLGGZ30B6LDm1Ibz953qqn4WoP0fo/ZTn+IgjFWoJDn+oKQOIfxU56P+8RYnODliXF6hTJSR5LTONqag9Wjv+yMt4Jwk1pNYrtEZsg3/AIVIe2X/AJGTXDM7j5D0Tm1LifvO9VCyOIaXIy6pqUotIacamG1pIam9hyr2/L+sc23bHVeAufw1iSjY3waikSLdTxBT2JeXYl0PjWzrTaygIW9YWCVHYpP27BFGaw3wUtN6KoY8ZaQpQUtErNTUxtFwNhkUAnaeXljoHAgzwJUvhRw25hnFuLpqsrm8jLZkGm5ZSsqrBayoLy7L7E3uB64obUzPwjzPujNoNWnMN3ELp7DpU8NtCm6CcxiMzvtDLx61x+aepUtnUrDlGKEvLYuETZOZO8FImLj7Y1k6jQXHUOeAqMEpcbBIanL7Vcnxj0RYKrUeBuk1tydpNPx89MtzC3A6qpSctZec3KShpZG2D0fGHA4XWxU+CarPtqnWlPPnFBLy8xUScqZZCdnIBbedu61zlHFoPZuHoudVwjGOLelY/E71VSVVqDmNsP0fefxU5/iIx4VoX0eo/ZTn+Ii3rxjwXN2epfAtJvpU6tptDuIJh11Vtyi3bZs27iL8sNkcKOEpe2pcEmH2SDcKW1LzB/8ArS64zzu+gPRRzVn9X3neqq/hnDwNjQaKD+jnP8RDmVfkJ5QTI4Rp8wTsAalZ5f8AQ+YsyeHGosBSabTjTAoW+IN06XIHoKJEEdcBm+G/F08laZjF+PcqwQpLeLFNAg8lkMAQzO+gPRRzVnX953qssYRxHNzIekuCp91OYKStNJqNiN976a0WB7AOJw6tbnB5JsoUtRSuZQ8wFC528eYTHP6tiin1KZccqaMSzizvU/iHSE7PrMGH83NYYU+XfAVQ+EShzi1NsDjJB6P6Y1VHGRfyHorGGwrcxF/vP/MF0fB3BzVahiWSk1UzCcktTu29SDjlkgkgNomlKVsB+aRz8sV2YwDhaRfeaqmMODKnhsqCUOO1Z5agDyBnOOsiJHgLmaErhVoKZSkzzLpceyrcqCHEj4FzekMpv1iHU5weVDF0rO4hmMG1SXknnnip6bn25CXZcsVIWhx9rKQogXKTtvuim7GOo1+Td7pAvAsTPVvjxtvV7C7Gbj3YgCpDqbGODS5wLgS8OIl18sNJGsS6IBUlKUzg3xhhhqhzWL6DU6hQGHHJZySo9TOaQQc62E6ZxouLSpRUkBRskkWsNjiv0rgc4I5StSs2iqvzdVmHqOyGKZkUZVspL6uPOHiqORAUMp2LFiCYjOD7FeCeDQoVXMUonJGSmUzaKXITAqi0u3F1NuGXabaUbAFSXTflBgOM+GDgu4RsRz2I6rwfvJRLtJbk/CFYUvKm6lEJlmW0JUVKKlG7m9W28c+oMXSxOUtHN7kxckyCBETc3MSLm914jA+zW0tobaZs+m1rcI7M4k1SBM5r5i0NEguO7USZhV2UrXApMTCZWm8GdWqbyzZDesuoWo/moUv0biYshwzhFr4ao8CFPobCtmlxBiOalEo2g3KC4hxWzZxUnYdm2xDB7F0pTqe6zJKfw03N6JiaTRnNTLSV3WhKi3a+wbb38bljnFYRQKbUXpao0GrqfBzFxVYbOkB3KB1baDzxewG1eelzcpaRpIbccRHd2SOK+q+1P7P3+y7KVXlhWa4DMWOqdB5noOBII0MEgSWuES0hdONb4BsNzK0Gh4frT+VVk0qn1F+XHFP46emUn0bGSPXD2n+6MwZRmJ2SoPA9g6QbmWVNJmfAzb8xtttVnToyBvCctrgX2XjjbM5hLSEChVS+VX+92/JP/douMrirgSw/hdclTuDyqV+uVWRW1NztXqKG26U6okWlENtkOKCbEOuAWKtiBlublSo6jBaC4k7o8TNo+gvKOosrNLXWHf5Lq2APdFyNXW7S8WY/n8K06UlTNOTMiwWlzCmgSiXaYl0BBK1FAyqypKUm6kjYYLGnukqZO1VpWEHa2xKyrIS09OTTqnXnFaPO442FZAculASLgFQIJyiOI65hL8g1X9bt/wCGha5hL8g1X9bt/wCGjeKlUVM+bQQBDQB4C56zMbouuW/YuEqkl4cZmZc4zPadItAsZuDaOq4p90F745mmPS5n5FqkuOzEtJtvuqZL6lrKFuEqzO5AWkjNyJVuzmKbi/FGHq5TJWTaS4ZuVmnC49MNKUtSNE0gXUFC5JbJ9GznivImsIqWlJodVSCoAk1dvZt3/g0WuUwrgWsTSkyU5UipDlnlF1KmQpSrJSFFtO0nYLRXx21hg6RdWJg8Gzw4CBwvqvQ+y37P6m38XTo7MDQ9lhnqgWh1uk7M4C5MAxqYCpWam+ca7Bz2oWam+ca7Bz2osNapOEaawJyUkalPS4dUw6tFQQ1onQTxSksqtcbQb7Yhtcwl+Qar+t2/8NEYeuzE0xUYTHXqOo2W/a+ycTsTFuweKAzDeDLXA6OaRYg8e4wQQm+am+ca7Bz2oJMGmhwfCNniI3sOeSPrQTXMJfkGq/rdv/DQR+bwnpNtBqvip/3u35I/7tG+Dx+S5iZ5qb5xrsHPahZqb5xrsHPahxrmEvyDVf1u3/hoWuYS/INV/W7f+GiO9E3zU3zjXYOe1BWPBpbf+FbFmuRhzbxk/WjfXMJfkGq/rdv/AA0S+FZvAwmqmqqSDzMuqnlLImXTM2d0ibkFCEWOXxbg2O2/NN+PyRQF6d5bXYOe1CvTvLa7Bz2ovlHnuB6Sdp6Z+QE6lpiWEypwOgOvJWdKSQnipXc/NVZIRy5kw6XUOBdmVMi5TEL02YpnGkqU80yWgcwQq6dNpDlShSsoCDdSbgl3ouc3p3ltdg57UElzTdMn4RsbeRhz2ovtYqPA1paI5h6nsluVfUqdROtPIVMtqTYJWEhYGQ8a4Ks23YNyobFR4O10qmLwWZjWEuqRM602G3lbXSVEBSk5baK1rcotsMIPH5KFV81N8trsHPahXpvnGuwc9qGFxzwrjniO/wCSlP8ANTfONdg57ULNTfONdg57UMLjnhXHPDvRSjngwSzBDrZJK7jQLsN314FmpvnGuwc9qGrhGrs7eVf9kCuOeEHj8vRE/wA1N8412DntQs1N8412DntQwuOeFcc8O9E/vTfONdg57ULNTfONdg57UMLjnhXHPE96J/mpvltdg57UK9N8412DntQwuOeFcc8R3/JFJ3puqk6Vu+k3aBy2786B3pvnGuwc9qGgI1Y/pP7IHEwePyRdR4FJOjzuJJ1t5lh8JkVKAVLkgHOnylER7PY4Jvc5uVee0mI6Y1Jh9KpPMW1JW3kXmQbEKFlFvjGxJSbAgx85pOfnqc4XqfOzEq4pOUqZdU2SOYlJGyHnvnxL9Iqp/PXfajh43ZNTFVzVa+AYtHDsIXnMfsSri8U6uHiDFiDuBG4jjPcF9BqXwOe57E2H5vHdOXKIC0OtvS7TalK0d0qTkJJGZQ2c6CDvBhjOcDnAvJtPtSeMaJUHnmTq61hlpDKtM0LqIJJIbLhsQAbbLnZHgxnEuIyh++IambN3HxxzYcyfrQL3z4l+kVU/nrvtRU/cFX+YPP1VE+zFQiA9o+/+Livo3L+5z4FZaXbrbuMafPyCU6VWVuXbQpBVl2nOFDL86w23GW52RAzvAzwN0eXo1carMrWZCbqOqTTaEMMhCAglRK77DcC24G9iU+NHgL3z4l+kVU/nrvtQvfPiW1vfFVP5677UDsCpuqfP1Wb/AGZcfdcB943txdp1GV9ApngO4DpeZcS/wgUplLakEtiXZWpSFC+ZFiRYgpsCcw23A2RQcH4bwNKYylfCExKqYaq2hK22gwGWgAEzAdvsF7KsNthvjx3758S/SKqfz132o+j3uG6S5Xvc2Yhqj+BpCr1OXm5h2TqE4wzNPzLoaaOhSFoWoHZYKUCAVA2VtEcbbtB2w8Lzp7pBIbGmp1uepbMP7H18VUy06ob947xxeo2i0DgGdrpl3ZrQU9hLZbcE0WlOJvMlIGYWBSnQXuU2UtYtt2RfvW4IKVhicbWunuzMszOjRMTZc1xxahoMiUgAJsprPmAJ0aubZ6OrWCMUSuDJiqSHB5h5VYfUhQkVYflVGXWDL6RCXENqui+shKihR2gm4ESpwI/UcYMNsYCo0pRZgyLiFDD8qCxlzmaaeC29oVozlWhVwVo2W2q8ifaenlJjjv4R9DjBXXd7AYrJJxFPfcNPV/V1W79y+R3DVKy0pjJLUrLtso1Jo5W0hIvmVtsIUdm/9o9SKVRPdJPSFGpkpISyaJIqDMqylpsE57nKkAXMKPrOwsQMVs2hWH2mgq7hcE7Z9BmFe7MWgCeNl5i1t/y/3RBZeafJcuv8UvkHNDSx5od6uqVmHmFEKKWb3G7jICv7Y6y3wYzbkLW5jy/3RC1uY8v90QEgjeIwCDsBBiFCPrcx5f7oh3R5h1yqyaHClSVPtggpBBGYQKVotZniEyVJnZgncGpda79QixUDg7x69VZJxvBVdKA82rMae8E2zDbcptaJGqxeeiVe61wWiSw/QsSUmpzC5lEnLz80HQgIQyhnSKKbC9wU/bf0bahwl1iTqOKKlPyUwpyXennnEFKcuYZUJG8bNqVcnJHealT55eD5akGVW1NIoGprD6kspQ9q+UoUpZACsxAtyG97Wjhk1wVYiblGUVOuYTp6m0XXrWJZIkcZZPybiyd43RfxJbSY+kzQuPlYeRXGwIOJrUMVU1bSA7S4S4nrBAt46qjuTz61lSVZU7AAbGw9do1E3MX8f90Rcv8AR1h6XF6lww4NZIvdEvr00r/6csUn73LAFYd4NJYAvcJc1Nm+0SWH3j+15bcc+IC7ZdmMlVh6afBb4/4tHIPJED1uY8v90RbH5bgoayhVWxbMkNpsUU+WZBFhbaXlkdUDEzwTs/7jxdNkbs9UlmQfWBLqP7Ym6iVV9bmPL/dELW5jy/3RFwaxXwbSZBluCJubIFr1GvTawTbeQyWvXsjdXCXSmSk0vghwLJ5SSNJKzc2d+z5eYXut33gkngtMK4jqSnpNVSqDzknTWTkbUslKUhSyAB+cYZybz2stbb2N7WG223+yLDSuE/Ei5WaXLS2HqeQyNGmUw/It73LHe0Sdh5TG7XCjwhqcU4nFM40UNOKGrobYtZBN7NpTGiqQBA3LTTzOxRqE3JaPDT5wqLKU3ElQVlkKRUJpR5JeTW6epKTFwpPB/wAKs/KMNyHB3iUuNNrKFrpLqELUXWlAAqSBsymK7M8ImP5wWmsa15wWtZVRet/WjpvuYJaXxRj9+UxRU5pTBlgkPLmBnRfMbJU5dIKilKbnni1Spiq8NJjX5FY4vEvwtB1Rgk9Eaxq4RfdeLqtL4I+FXXtLW6ZT6WsKGfwjV5CUIvfkcdBiOXweTsrfwlwg4GlCm10iuszCt19gYC7xbvdF0ek0vGEm3Sw082h+bZTNJCSp9tCkhClKSAFbDv8ATHG2WX33EMMNLccWbJQhJJJ5gBGdelyNQsBnT5BYYPEnFUBWcMszPcSNe5XD3tYcaB1rhUodxyS8lOu9XwAB64Oxh/AZStczwovJCG1ODR4fXZwj5qSt1JJJsN3rsBeKkymSlNDMTAROlaXM8tdaNGdycygBfbxrJO4C522hu7MTL6Gm33nHEsoyNhRJCU77Dm2xq01W+XOs23X6fUbxKvzVQ4JKekCVquOH1OM6GYLUtJS2lvfMQVFwpSdgyjkvcm8YfxJwPSrrgl8AYpnVhSrKnMSMoSTflS1KA/vRQ5MSuso10vBm/G0QBV6LXsN8Sj6cK6dy66t46vxbfOfrQLidVLabWTG9T7vCDhVkjwVwR0FATuM9UJ6aJ9eV1sdQEBPChNosJXBODJcAW4tH0p/+stcQWXCvl1bs2/ahZcK+XVuzb9qMVnAVoZ4X8Uy0ioyspQ5dxT4UksUWTbCbWO5LX7b7LbID/pl4UkyqlS+OKpK5nAk6q4GNmXd8GBYbBEHlwrql9JVvlfNt8353ojGXC2qnj1a2lH4tvyT9aMWWlRrruR6hwi4/qxJqmNq7OE79PUHV361emIN2bmH1lx9zSKO9SwFE/aYkMuFfLq3Zt+1Cy4V8urdm37UZSslHJmXkiyVAepIEFZm5ghy7nzDyCHmXCvl1bs2/agrKcLWcsuq+IfxbftQRRWtzHl/uiOge5+mXl8NOD0qWCDUQDxR5tcU/LhXy6t2bftRfuAVOHv8ATJhEyiqiXvCIy6RCAm+Re+xJintE/wCTrf2u+RV7Zf8Az1D+9v8A7Bc9qE8oVCbQ4kqCZl2xSQNmc+gwSUmk6JkqS4AuaQLgpO0Aej0xLVKVwzPTz7jK6ip8PuocQlDKVKIWbEJzC9wbbOaC0XD8lWzKytFpeI557WlXblpMOEEZBtCSbRZLYAVN9aahFter/dVhM/PS0wHGZhTbrS7pWjYpKgd4I3GDoq6nihqoJzoLxddebQNYUD4wzHYefaN/LHQf9FlIaTrGL65K4Tb2kmozbS5hVuaVYLjwJ5LoSNu+I0yfAbTZ9CXKzi6vMJTx9BKs09ClehSy6sp9aEn1ROeyksvY/XeqgGpl9KVSEwJlbjxZbl0o+HV5JyAG9/qk2OzmvIUHCOOsUOKbw9hqpz4b+UcZlCWm/StwjIgelREXB7hFwnS0obwNg2RoOUbJxMoifm1HnLs2teRXpQhHoiJrGOHcTsplcV1/E1VlUvaZQdU2pYv4wSoqNgeYggEDZvuzShpvF4ssz+B2aLMLbxXj/D1PdB2y0m94SfT6CJYKbSfQpxMTUlXuCeRlVLYotdxPPSrLSAZ6ZRTpQ2GUq0LIW6sXCfxyd8VHwVheffS1THqu/NPzOgakksJU8oEcUi3FVfdsN78m2DVOg07C6mlz71SlZpzMky4LJebFh46Qri35jt2boyNJ72lw3b9y1jEMpVA0kSd288V1TgZx3UKlwn0SmytGodKlHlOpU1I09KVWDKyPhXM7u8D58U5jGlSnMQTJr7k5VpuamtCmYmZpbi0pzZQnKb5huNvRsixe5+xNQ/8ASDRaRL0912cfde+OvsI0gToVnICFEAbDtAub77RT1zdGptYdqErM1JLq1OlDhZaJGYqSSNpsRt27wRcRU5Oly5ZUuC1s2nUunXfG/cdDvWez8fiKG0318NLKjGtLTMXBdrG46EGZEgggkLWsYZptPqBkpVydebmcobXpmgnNnsU3yHcrnhnSqbTm552YfanNHTbuPJccbUlRSbBGxA3q9MWjD0lQpqTTKsVZ2ZBeS9kWlKFsKCr3AJ232A+uHGNMOtUCky87UEzLUtXJt6YQptxouOFNt7ebOlHG2KIso5rE2McE7TdXr8wmHG03Bjed0HLI01uLFfcKnsng9k7Pb7UvY3I1wIYC17TUjosBBdmbnAdOYnkyWu6bSq1IIn8VzMxRKPRaxU52pPazoZSzz3ESonKlLZOUJuSSDYC+yJDB89hWYqkixiqiTVXZkC4tqVcnUsKmuIcjC3Ut3CAuxsBci6QU3uJGR4U3aPgxGCcOreo0upbi5yekJRtqenwo3CHpgKzlCdwQkpFt4MVBPvdSoLS9VAoG4IQ3e/XF44N1Vr2e58JBM6RO6JECBu3zp4bD+0NZlcPxn8VjgWvaQOk0uLyJj3g5xcHGYdBuBBlMY4wcxhUW3apICnsyLSpeUkKcyxLS0o3tuhCA3e996lEqJuSSYo9RLsnOuy7bxUhKroUUi5SdoO7mIi+vJoGIW3akFzaZmWas82lCAt4WtpLXt64r87K4anHUuqdqaSEJQbNtm9tl/G5rRbwFRuTIBlLbEcD6HUHf2rnbf2VzN7X0TnpvGam+IzN0gjc5p6Lmz0SLSIJrWtzHl/uiFrcx5f7oiScbwq2tSC5VTlNvk2/ah5SKLQKzMmXlnKohKElbry22whpA3qUc26LtSq2k0veYAXAwmDr46u3C4dpc9xgAbz9b9BqUxo0jPVeYUkPpYl2E6SYmFpGRpHOfTzDlidOLpJitNtstlmmSGlUy1kBLr+UgLX6Sq3qtAJ+rYYMi1Q5JVTblGFErU2hHxhd/HVcg+ockRswnC2sO3XVb51fi2+f86KBw5xwL8QCAZAbwBtJ/qI8BbWV6tu2W+yzm4fZDg+o1zXVKmocWkODG/wDxNcASf+o4AnohoSouInZKacRPjTyU5xJpogbRe+YfWB2iNK5JTVHmghEwH5Z9Idln0pFnWzuPr5xzxjLhXy6t2bftRNUucwxUJNOGZp6eDbroVLvvIQNXUd9rHcebdyxsrtOGfzimLfaHVxHWPMW1AVXZldm2sONj4twDxJovJ0cTJpuO5jzoTZj+lYOeVVdbmPL/AHRBH5p8OCy/mo+aPJESk9IYfps27Iziau28yopUktt+1tEDfThbOLuVbxU/i2/JH1outcHtDmmQV5mtRqYeo6jWaWuaSCCIIIsQRuI3qL1uY8v90QtbmPL/AHREhlwr5dW7Nv2oWXCvl1bs2/aiZK1qP1uY8v8AdEFYmnyh+69zXkjykw7y4V8urdm37UTWE2sCuTNUTV3loYNPIYVOBabOlaQSNFfjAbRfZe9wYkIqrrcx5f7oha3MeX+6I6TJyXBQiksT88iWeU1LolptDEw/mS9onSHQDYqUtaE7AMqMyb7IDIt8ED0tOCZSiXeVLTIlyt2ZUEulhjRHYNtnC/67bdloiUXPNbmPL/dEEl5p8vJBXy+SI6JJ0jgqnKfLMmoSwqQZaS8htx8Nqy59K4FrAGawz22AZUpAVmjm8uBrCct7enfuiUS1uY8v90QtbmPL/dEBseaFY80Loja3MeX+6IWtzHl/uiA2PNCseaF0Tpyaf1dk595X80eiB63MeX+6Iw4Dq7OzlX/ZArHmhdEbW5jy/wB0QtbmPL/dEBseaFY80Loja3MeX+6IWtzHl/uiA2PNCseaF0RtbmPL/dELW5jy/wB0QGx5oVjzQuinsLrE1VJZmaCHG1OqzJUkWPwZI/bHpXC/BjwM11inVGp1ul0ymSNOYeqrq3El9+bduhTJSopDJQ6U5bAhTSVrJNo8ptOOss6RpakKS5sUkkEcXnjbwjUL312Y2fyiu+IMkQi9RzHBXwF0eoUZR4T6dXJd+sSkrOtMU9DCUSi1q0zynC4VIShKQDxRtWCCU2MZa4JOBafZ1t/hVoFMfKl6STbk23EN2AKUoWXlZs17XKilJuSqw2+W/CVR6bMdorvheEqj02Y7RXfEQeKleu6JwQe5zTLPqqfC7TX3VaDKDJtsaMaUFzxVq0l0JKbDjArSoZrWhjSuDbgAlMavUir4ypdQoj8kh5NQQUMIlXFOozISApS3VBsqSLp8bjFCk7YtPuTMNYRxLwfU04wTKoDyZ+83MJBUHEuuaO5O/aALc0d0e4LeBAywc8MU+XdQhgLbTLNurzaK7liOKeOeQ2GXluCfOV9vilVfSynokj3gNO1e1pex4dRpVH1jL2tdam50ZgDEg7p+rLzBSuB3gImZWYfqXC9R5VwZWm2VS7JLbikJUVkpUdIhskpOXxyDlINgT1j3PfBrTcLsYsY4S5F+RmFqShzwbLhJ+HDKQCHzturMSeKEJUq+y0elV8EHBDoJlhnENGdmtIVS6lMspQtAQq9yTZJKso4xB2HZYgw1c4J+CrKAJ6iJUyX8zyEMKW9x2w3xSQBxVKJIJ2JOzNsjX/iTU5D95q2j2NpOgDEH/wCp3bOvd2rz2rg39zLW3ZUSmNZaiJlZtTM/pUBestcUpcZz7k24pPGOdRISEJNqxwcYqmcJYmlqIzj6r0ugeElszDchUnZZhtspSkPFTKwkpJCCrIQSlOw7jHq6d4K+CulVKmyzM3Q6q1MTCxNON6JtKGgi9r8hvexNgTYc8UrC2EsDzeI3Jep0uRRLuTqWl5pdCEtILabLK91gTc+gGNVT2iovaWVqUjgSDw6utWaPsKazDUpYi0T7hFr7iZ+zvjcmUtjLg6Tqs617o/Gc006+W3pebrM6wppBdeCVqGdKiEoLJUE7bNHcXUiK9Rce0ljCVYmK5w+4vma4Ezjsm21XZsJZQltJlmwAoB1xalDMoXSnjpKeKVDr0rgLgfmagpSadItU3WGGkqccaS9lU66FKKSkcUIDZOzZm22sTCo3BxwVrw/MzNclKQifTLzCmAy+yQpaUgt5kWve5KbDfa+3kr/vfBacgP8Ax9Frd7Fubc1juEZDv/7t2/gvnVwpV+u4kxUqp4irM9VJwy7aDMTkwt5wpF7DMsk2G3ZCi2e6ekZOn8JKGJGUZl2zTWFZGkBIvmXtsIUerwVZmIw7KtNuUESBwXjdp4I7OxlTCOdmLDE8YVZOI8ESaGFJwNPTJcaDhMxX3rDjKTb4NCPJv9tofTWO6EzOutyfBpQysMJ48xNz75JLSSLgzGXltsAjoeKcKcGEjVKngmZnJGUm6c0iXdnNI4XXnA646VrQbJSbLSLA2sm+8xQ18HdPYxczS53GVOC5lMukIaQtS1JUhCQU7LXNtl4sUqja9QNZv06wYv3/AO6qimRspu0T7jr9kZrHugjj3FMm+GKvyBKKbhXBkkUm1xh2WeWnadmZ9Kz+28aTPDfwozNw3igSQItan0+Vk7DmGhaSYksecG2HMPz7LDOK2ZVTmkU4ZzMouKzb0hCdgG4+kRWPetQ/p5SOyd7ozgkrW6nkid4B7nAEeRWJrhL4SJ4ATfCFiZwAWCfC8wE9QWB+yJ3g58M1+vM1avVeoTVJpsywZ0vzi1JyrUUi91X323XiD961D+nlI7J3ui90PDlHoHB7U1TOK5MpxCppMtMJbcLYLLwvfZcbTbqi1hGA1MzhIaCeq2k9RMDvXJ2xVczDClSMOqOawRr0j0iOsNzEHdCoGKcW1SvPpZmZrM1JLWzLKb4g0AslAsN9gnedpvtiPqU1MpMu2Jl4ZWEXGkO8pHpiXRhCjzDwZax1SStZsBone6DVHDlAmJtTreO6SEEAJBad2ADZ83mjQ4udc6kro0mNpAU2CABHyj5FVbW5rpL3aK74Qmpq/wCEvdorviwe9ah/Tykdk73QvetQ/p5SOyd7oxgrZIUG9NTIKPjL3yaPxh8kemB61NdJe7RXfFjewtQyUfw7pI+DR+Ld8keiNPetQ/p5SOyd7oQUlV/WprpL3aK74WtTXSXu0V3xYPetQ/p5SOyd7oXvWof08pHZO90IKSEGlvTIkHHjMO8YpbHHPOonl9AhwiamktTKhNOgplnT455Ukf2xNS+GqO1SJRsY1pZCluuX0btiLgC2z6pjC8N0fUZ1RxtSkjQ5b6N3lWkc0VntcTKilPKh31ZUTWprpL3aK74kaLivEOHX3Jmj1V6XceRo1m4VmTe9rKuN4iQRhOirWlCMd0kqUQlIDTu0826HRwhh2nuOImsd0lc5LvJAaDa1skA8YKUnftsLD07YtsztOZpiN61VuSeOSqAOncRM93BNZqvYoxM/I1DENVmVSbTxlkv5AEpvxlAJTbMQLHq3RDOVJ1LSWJV11OjWpQmM60urSdgB4xAFuQc5uTE+jDdFeng+rHNGSVrKsrbDiUi/IAE2A9AhuMLUO3/x5SOzd7ol7nOMkyeJ1UUqDabQ0AADQAQB9T2dSgNamukvdorvha1NdJe7RXfFg961D+nlI7J3uhe9ah/Tykdk73RhBW+QoATU1cfGXu0V3xs/NTIfcGsveOr8Yec+mLAxhKguvJQvhCozQJ2qU0/YdSSf2Q9ewNhovOE8KWHRdajYszWzaf5KEFJCp+tTXSXu0V3wtamukvdorvi2+8bDX8aeHexmv7qF7xsNfxp4d7Ga/uoiCkqsiamjJK+MPbHU7dIfJV6Y11qZ1QnWXvlR+MV5J9MW1OB8N6q4kcKWHraRBJ0M1YbFDzXpjBwRhoSpvwp4dA0o4xamrXsdnyUQ0GSoB1VO1qa6S92iu+FrU10l7tFd8dWpnudqzVKX4fbxZSZWkflKeYmZSUPqeebShXJuJ3iGcpwWcHMvOFrEPD1hxplF8xpklMzilehJKUI+3MRCVkua61NdJe7RXfDmn+Ep6YMnJa1MTDiSG2Wita1G43JG0x1h2k8ClJCG8N1ei1B1PjTeIJmcczm/JLy7TaUj0Fa4wiv1JiVmJGg8MuGcPyjzakuM0ORfkMyTvCltMhax+cowuUsqcngzx8yhD1abboLS9oXWZ9Els58jig4fsSYv3AjR8F0jhZwo29wizFZqqqgkIYpUi4qUQcir5331NlVhfxGyCbbbRQF4Iw444t5zhWw8txw5lrU1NlSjzk6K5MXvgHwfh+U4ZMITEvj+jVJxFTRllJZuYDj10qGVJU2Eg2J3kRS2kDzKsSfsu+RV3ZhAx1A/1t/9gqfN4+oVFqk05h3AdPMwh5xKZisTDtQsQs8YNKKWb+gtqHrjFS4TMbYtEjLVfF88xmcsiXllatKKBWBYtM5UJ9eW3PzwfEWAcLNVZ7Jwl0JjSfCKQ43NEhStp3Nc8Nk4Iw2HJO3Cjh/i2IGhmuNxzu+C+yLVI2afrRU8U08oWzBkqluTU4HFhcy8FBRBu4q9+uNdamukvdorvjpD/BHLzsq9iAcINBbkNijMOtTLbalEC4SpTYCjc7hcxGSOD8KyU21NPcJGF5pDRzFl5qcyL9Bytg2+2LLqTmEZrA/UqszEMqg5DJGoHHh2ql6zN2vrD1ufOrvibpi8Py9O8I1etVB+bK1JbkJW6bAblOOqNgCeRIJ37ouNTw5Iz6HhO8JWGmmBLKSy1Lycw00ykuNE2SlvdfKOU7RFf942Gv41MO9jNf3UQ1zWPIAzAWv6T6rN1N9Sk0uJaTe3DtjeN4g8Cq7MTcxrTj0rNzDSkHMEh1V0j0EGE3XJ/QIk5l5b8sl8PlJNlk7iA544BG8XtsBtsi0KwRhsTRV/pSw6NtiNFNc1rfJRqzgDDr7yJdrhTw4VuLCEgtzQFybDaW7D7Y1XC3mHQQLqf9z8pl7haw/MNVFxKjNTCRJuFalBvV3ClWe2VXMRYHcRe+zbBnBrjTHaatOMzDFMo9Hn3W5ys1ec1aSlbnMUKcVtWseNo0BSzm2J2x0LAHBZgjgwrXvsqHC1Qq1UMO1FDNRRSkKfk5Np1l5IvMjY4sq2WQCkBCrqvYRzWn0ei2epX+lagOSEzNGbbk1NzYbD5I220fFKkgIJBudnMI5pc/FZqmGdEhtyDFi6YBjcZB0uDcFVcMRS2g9zxIAaO/pGPA3GqiKVWqrhatLqlCrBMzTXg5LTSBmSVIcGVYSsWIO+yhuO0QwqFZq9WnHahVKrOTc0+orceffUtayeUkm8W8YJwo62+WuE7D7DrroQGFtzIQ2gqBB0hb5N20em8Be4OqVLrUh/hJw2jISCoqfy7DYkK0diPSNkWeTAOcxMRNpXdOJa1uUmGzMXhU7WJjz7n3zC1iY8+598xaPedhg7BwsYVJ/OmP7uCqwFR0t6YcJGHlti11NiYWE35yls2+2Mi0hYCvSJgFVmRqU5Izbc2y8orbuQFKJB2biOURLzMs3UX5arS0w41KTb6W5lCFm8utR27PJN7iHiMF0C5vwk0DxT+Lmeb9HE9L03AtOl1OIxdS1OLbDbzLJfUh4epbYseUG+wxzdotq0QK9FpLtDEacImesQDB6iV7j2Rq4PHOdszaVZjKJIc3PmAD/iacuUAgBtQOc0OaZBLmtjmSqZVJqvzFJlH3jonVpUtThCUIB2qUb7ABBazXW5eVFAocy8ZVtWZ6ZKiFzK+e+/IOQfbF1r8jhmfTMNU/H1FpSp1ZXPJfRMKdWryCUNkBI5gdsVv3jYa/jTw72M1/dRuwjKuMYytiREAQ08eJ6+A3a66czbuJwOwK2I2fsWoHl7nB1VumQkxTpn4SI5R32j0R0AS+pCamrj4y9v84rvgkzNTImHQJl35RX4w8/ri1DA2Grj/wB6mHexmv7qN5jA+Gi+6TwpYdBK1Gxamtm39FHUgrw8qna1NdJe7RXfC1ua6S92iu+Lb7xsNfxp4d7Ga/uoXvGw1/Gnh3sZr+6hBSU2lXnMUUtMmh1xNXkGyWiFkGaaA8U860gbL7xEBMTM0l2xmHgcqbgrV5I9MWyXwdQJR9uZluFjDzbrSgtC0tTdwRuPyUSdZwXh6uTTtUk8d0RoNMocnnQ0+WdIrZdICMwvy3FvTFBs4KpkP+m42/pJ3dh3cDbeAvW1SPaXCHED/m6Len/8tNo9/rfTHv73MGfVryed61NdJe7RXfC1qa6S92iu+Lb7xsNfxp4d7Ga/uoXvGw1/Gnh3sZr+6i/BXkpVS1qa6S92iu+CsTUyUP3mHdjXnD5SfTFo942Gv408O9jNf3UT+HeCWizxnFTeOJZbBlCWHJWVfAW6VJsCXEC4A2m28biI11a1PDtz1XBo4kgK7gdnYzalXkMDRdUfwa0uPgAVzPWprpL3aK74WtTXSXu0V3x2zD3ADhWpUvWaljZxibSpptTKQlAUok5spUk/NtYb7g772A2OAPCTtDZnnOEyTZmXEFw6cBpvLkChvFxlCrm53W8W4JilWZXYKlJwLTvBkKMfgMVsvEOwmNpup1G6tcCCJEiQb6EFcX1qa6S92iu+CS81Ml5IMy7v84e+O01rgFwPTqjT2ZXhHbflpibcZfJKc6U7kBNk+NmICthtmGwcsRjDgfwnhhiQnafwjyLwf0aXNICtGdSFK4ikJFxxebcQbxtElU5C5TrU10l7tFd8LWprpL3aK74sHvWof08pHZO90L3rUP6eUjsne6JgpIVf1qa6S92iu+FrU10l7tFd8WD3rUP6eUjsne6F71qH9PKR2TvdCCkhQjk1M6uydZe3r/GK9HpgWtTXSXu0V3xZF4XoegZHv7pOwr/Fu+j0QP3rUP6eUjsne6EFJCr+tTXSXu0V3wtamukvdorviwe9ah/Tykdk73QvetQ/p5SOyd7oQUkKv61NdJe7RXfC1qa6S92iu+LB71qH9PKR2TvdC961D+nlI7J3uhBSQq/rU10l7tFd8LWprpL3aK74sHvWof08pHZO90L3rUP6eUjsne6EFJCgxNTOrE6y78p5w83riQwtTpnEmIqdQTUXmBPzLcvpQoqyZiBe19sSHvWoerEe/uk/Kead5vVD/C8jQ8N4hp1eGM6RMahMImNFldRnym9s2U29djG2iG8q3lPdkT2b1XxZq83fzf34OXti2tteK7NJ+4wxTUZZmbkMT1GYamG1uNqalM2YJKgRsXv4p2b93OIR9xfi8AkVqukJFyRTHLeLm8rmiclfdXOScpKyUvUqWlmRKlSyTOKUWSpQUrITLXTcgXtvsL7onqL7qGr4pnHmfDFMeccyoWlb+kDmcoHGSqXAO1pvab+KOaPQ1amx6OZ7jTy3/nTE23XMa9a8RgsH7XY9zMPRbWNUgWHNYJDZdBJECQY1t1qqSnuUeESluqostjnEsvZQbShtt5tptSlA3uHAkDbtOzfGyfcvcJrqVOynCTiubZTez0tp3W1WNjlUl0g7bjZzHmMd2mK7w6Tq3lTdCmXXGZxwLdcl1FzTtNZtJm1fN4iQEL5bBKTstDNrEPDakNy3vWq9PRLZptu8i9KpSpKHDdJEuNpCnLAbyo23xTGO9ny0OJpzvtWjrvlXabsT9oTTlby2Xd08JpaLcpw/DRcTX7mHhQbZXMu8IGMm2W0qWtxbMylKUpFySS5YAAXjeb9y5woSKlCc4RsWMpQsNqcWHwgEryDjaW21Wzq546+jEnC09r9Ym6TOSqqW2qamHJ9LrCjoStCraRgZ1JLy05dpBWE8oENq5j7hSWy81iGjVFhptbb0wqZlnWkoUt1KELcUWBa620pClb8gHJaMxjPZ3M09DLvtWnu6Pz8E/cX7SCxwaK2f7PTwkdU9Ob2sAe0rlKfct8KTjWml+EPF0w3nU3nYTMODMlRSdqXT85JH2RtQOAXGk5iSm0+mcIdVfqEvMo+KzRcLcw4mxyupLouLpIIJ2jZHY28V8MRYS5TKFOzku4uZlb06VceaKi+UPJOjl8pzONkHntHPMNcIuJqljVjCuHaIh+edmDLywXNFtsOqbstBS43a9gUkW27rGHPvZlrXcqWDhArHjE24xp18FkPZz9p9ao3m7apDYzzUwrdILoOcgWDozcBrNra9wU8OrL7NIqOMaVMPzYCcrsm1meLii2VEpeFs620i4tYtjLlurNCyHBZws13Cs6qSxvJOSUtLTKnXNWAfbSM6luJu/mKkl9wjYbaROyyWwm5VnEnDgmo0+Rq0hTFzr82xNywVWZfOHC6tDTxVo9xcC0g34xBABIIit4YxhwiYhwjVK9h+iSBpclLzb860ag22ptDbSA8oJLQsdGUXKeRW0jNtq08Z7NGmM5pzbRleLa7uyOHWrlX2b/aUahdQbVNMca+DkE+7pUjUHt3QvH/CzhadwhipNJn8QTVZdMq29rMyVFdiVAJ4ylGwtz8sKD8MuJvfVjHwjqWq5JRpnJpM97FRvew54UUcU/DVKzn4P/SPu66btb+K6OGw208HRbh9siMS21QS09Ia3aS09xhW/hRm6O1wy4nlnZie0zz67hLCChJDBOw5rnqifrEjQqFKoxi4Jp6eW2htIOQNthoNrSbXBUOKCRm5VeuOc8PalJ4YsUFKiDre8H+TTFq4U6tKuYHk6dLzUut0TR0qEuJUtI1dJ2gG4F8u/wBEV9mQ0MqHczzgeqqVBUrbApYUPMOqUp/tLXkjTSQobhQqtJq/gSrTc3OI16TMwnQSqbHMQTsWsFO07Bt2csUbS4d/KFU/mjX95Fkx1JOTOGcIPMNqWpFLbSsDbYFKbH9hiivSz8vl07SkZr2uLXjJhcW5iNfVdfaVJoxORryIawRbcxvUpbS4d/KFU/mjX95F2rBpbmA8Gt6zUC2t6cDOSXQVrOmFwoZrDbusTHMUIUskJSTYFRsNwG0mOk1iWXL4Cwg6naiTeqRzHZch4JH7SIu4Uyyrb7P/APpq89tCkRXwzc5nOeH8t/Uq+tjD0kXUmq1Fbxu2SmTbKGudWfPlVsuNhI2n0Qwdfw6tZUKjVLbh8Ta3dpEKslS1FRJJO0mNYqF8nQLqDDlogVHdtvRTWlw7+UKp/NGv7yEHcO3/AO0Kp/NGv7yIWEN8M3UnIO+N3l6Kdedw9dH+sKp8mj/ZGvJH1400uHfyhVP5o1/eREv72/0SP6ogcM3UnIO+M+XoprS4d/KFU/mjX95D6UpdJmmNa8JT7TN7ZnGGEk+lKNJmUPUIrLbanXEtI8ZagkesxZXG1OvlmVQpaWkZEBIJ4iBa/qsLxqfVIgNC1VKbmC1Q+XopRbtBDEuhM5UQhtGRI1ZvcD+fym5+2MTKKGqjzb66tOMpSpsWWw0FubSQlCc91HZfmAG0wzWyww2y2dHOLfZJQGlqAaWo7ArYMyhzDZcjadoiIxBUlzbqZdcwqYU1bO6pVwSEgBKfqpAt18logZZuLrCjQqPJe17g0b7X6gI7b7utPXKjhtLTkrJTtXaYeCNIlyVYWtSkjbxgoEAqucvqve14a6XDv5Qqn80a/vIhYUbzUnctzcLk0efL0U9LO4e1hu1Qqm/llGvbgelw7+UKp/NGv7yIqU/CW/zoEN0Rm6llyDvjd5eimtLh38oVT+aNf3kLS4d/KFU/mjX95DSj0CuYhf1ag0edqLo3plWFukevKDaLIxwWViWVmxZXKFhdm2Yqqc8FPW27BLsBx6+zcUCIzjgnIO+N3l6KGDuHbj/WFU/mjX95G77uHQ85eoVQcdX+yNc5+vEqWeCakOFtU/iLEbifnMMt06XUfQpekcIvzoQfVB3eEtukOPNYLwRh2iEqUNadlfCM3428OzWkCD6UJTDPwCcg7+YfL0QaJhCcxGR4CpWJp5B3utUtBaT6VOFeRI9KiBE5M8HuEKCCMY8J0lTX7AiUkm2qpMepWqrW2g+hTgij1vGGK8SH/X+JKlUByJmJla0j1JJsPsERHohmPBTyB+N3l6LpdGqfAxSi81NU7E+I3/GaMwpqSllFO0BTTSi4b7fxqY2meFNpLWfDrbOG20uBKE0mjMNuJ4vnnHFvE7N+eObS6sj7a+ZYP7YI8jRsuNn5kxl6gRGIiYIR1JznTnI8PRT1Xr8riCbM/XcS4gqMyre9NtIdX1qcJhnpcO/lGqfzRr+8iNbZYbCHZtZsqxDaPGKb777huMCdbLLq2ib5VEX54kVATACxFIkxnd5einJVzDulKteqasiFLsqTaI2D8/ntBFuYdzqWJ6pJDjIXYSjVhcC/z+eISWFpeac5mwgfaof2Aw9p1MnKuUMSDQdeUypKWweMohROwerl3Rjnl9h1fitbqeQlzqhAHZ28EXS4d/KFU/mjX95Fn4MsVUDB3CBQcUIXU5xVNnEvhgsNthzYRbMFkjfvHNFRr1DmKDMtS0ypsqW2FkIdQvKbkEHKTY7Nx2i4iVw3iZ2QekqfS6fKSi3HEomJoIzvPBRsRmVfILE7E2jKrTZUpvp1xAIIIvPZqPwW3CuqCpSrYZ5d0gQZEWOuh8gVeeE3AuHsNV6irqeJakzI1uiSdUTNCnJcQ0Xms+iNl3Khu+28VJtnCM/VaRTKbUKwlby22lOvS7RCypzYcoUMo27tvribxYqZmuCajAuqc0c0yoZ17kiVXuv/AERFYXws8/iFM+04lqUpM/KNl54k2K3VBAKUi5JIA2Cw5bRjs7OaTKLgHHed5jvgWHqVv9p6TMHiTXFVzQ5ocBaATbhJkkQL9QlRdQmqI4xJByqVYt6C6Eas2QnjKBsC5sOzkho25h0rSPCFUNyBtlGv7yLRjSm0D3m0ybw5T5hDYm1pC3VFS8ujBVy2CSoZhyi/2RSaZIa4srLoSG1AWsbk5VqFuS3E/bG19XM51tLeC1cxqUmU5e4Zw1wFrZ4IBtqJg7p3ruGNUUFAxFTkyzDWoU5s5WJNnM0F5TcHYSTlTvt6DHH3RQmSEuz1VSVJCx8Ua3EXB+UjrlQk1z2P8XyyXWGtNKU5CVvuBDYNk7yfs64v1E4OOB2s0OoYOw+7JzNcWhapurPTCH5lTaJJx4iXZBCGUpU2UEjMpQXtNrAadqYhuAr1XZCWhziY0AFyTfyEk8NVt2XSdtLZezmGoQ91Jg1EklxaNR1cdFwnDkhwXzAnatizGtWk0SDjRbpstTkqmp8G+ZLbly21YJ2rXe2YWBiLxNPYGncQVCaoEvV6VTnX1KlpJYbmTLt8iC6VJK7c5AiDdRTpyaUy3nlVFQCColwLJ3X5j+yCTVEdbabfDgutovKHkgNoVb18Yj7IFnJ1DVJmbdQ03W85PCywpUnVmck1xkX3T8vl3rsvAtQqdirA2M6HIvVR5MxNUtLgRKo0oF3/ABEpKrm1+TZzGOeYwwvTcGVVNNnatPu6RsPsuNSrdlIzFNzddwbpMdR9ypjmU4OaLi/F06pgNSU1TPliQklWnA3JUd55urfHNeGjEVGxNiiWnqHONTDCZTKotZ8qFF1xWUFe02ChtN/SbxYoBhpVXECcwi/9LZsvO0jXG03UmPdlJM2sOi0g5oid0TpFlFs1uSSw9lxBXLAJ/EN+UP5SBeG6apKWnqzV32Q6l0suyram1KTsF06Tm2bOSIBr8HmPUj+sIDGsEDQBd3m5+M+XorEt/C05MqUieqEppXRlQJRvRNgnnLhUAPSSbft2UKTS5la26nUyWXC2XmZZlbaiOQLDmVQt6d0VuCszT7ACELu2FpcLauMhShuJSdh+3niS4G0KeQd8Z8vRXIO4eUG5lmcqSUvtlQTqzfF3gjx+cGH1CGEHWKu1Up9xt1culNPcmG1JyunNckN5txyb/m5tl7RByT0hPyKFONiUeXMOJBb2S7SDxjxdqwAVbLX2bLRlVLmW3jlSJiXQ+lgzDF1NKUd1lW5RuvYxqbV5MzAOuvgrpwxxFDKarxMXBANiDrG+IPUSFfmxwPFM7Uqs+y4sNhkMpU+kImAkm9xtUVWJvaw2JtsJMLVBwVvNzCZSrSzTqmJgSamWnwhLpyaPTZsx4pz2KRZQKSQLERzecUFzj6xuU6s/tMBi/wA9BYG8m3wXmqewXMqcpzqr2ZreEf7773XVKivgtepbkvQhLvTXg1C9KpTyFtPol3FOq4xyqzOBpITblV6I5pMzLwmXgF7nFcg54bDePWIJM/hL36RX9Maa1fljOUDsELoYDAnAgt5Rz5+IyVnWn/L/AGCFrT/l/sEChRoXQRdaf8v9giRkK7OUioImmilaMiUutKAyuIKRmSR6QTETBZj5QfmI/qiMKjG1WFjxIKsYTF18BXZicM4tewggjcQpnEElqpbqdLeLtNnLqZUUi6FfObVs3g39Y2xDa0/5f7BEpQKsxLB2k1QZ6bO2DotctK5HE+kf0Q8qWG0U2hza3WgqZlZtvK+lRKXZdxJyqA3WJEUWYk4UihXMmQAeIJi/WCQD3Hfb1WJ2K3blJ21dlgNaGudUZf8Ahva0uIbr0HgOdTnSHMJloLq+JmYJsFXJ+qIvtKmqnTNWYqU+5MVSbCBLy61ZkyjZUlOZQ5FWOzmtEHTmJfC8oitVJpDs+8kmSlVi+QedWP6B/wBCEE1MTDs1NvPLU8tGZSydpOZO28YVqf7yJYPcE34ngP6Rv46aSrWzcW72Ja3EVCTiamU5AYFNliHOGnKOBOQEHkwc8Zi2LHNYqanK3UJSr3fpcy+pKbgKUwRxUuI9NhtHKIh67J1ClTaGJl8PtltJlnwkFLjXzSk83o5Iid+0xP0apyk7KDDtbcyyy1Xlpg75ZZ/4DyiMuQ/d4D6A6IADgOq2YdYGo3jrAnSdqj2te/D7TcBWc5zqVQnQuJcabyfsOJ6Lj7jjeGOcRCadz6v3B3QeWnZrMhjSnR5ivIALZiN9ufYIxU6bNUmdckZxGVxs7xuUORQPKDApb5dHrjoseKjQ5pkFePxGHq4Sq6hXaWvaSCDYgixB7Etaf8v9gha0/wCX+wQKFErSi60/5f7BC1p/y/2CBQoInTky/q7PH5V8g9EC1p/y/wBghOfg7PrX/ZAolEXWn/L/AGCFrT/l/sEChRCIutP+X+wQtaf8v9ggUKCIutP+X+wQtaf8v9ggUKCJyJl/Vjx/xnMOaB60/wCX+wRgfgx/Sf2QOJRF1p/y/wBgiWw9iiYoEyuaQyHVnKU7QnKUm4O6ISFGurTbWYab7gq3gMdX2biG4rCuyvboYB1EaGRoV7n4Eqnw0cM2H38ZU7hCfkZtzWhMoRKNLW4lsJClqUACtRCUJ3E2Skbhs6AeCv3QDEsGGuEWqOo0DaUpapIWSy6i5bBHzeIkLRuulNxujyfwLe6gqvA9hbwBR8Ph5xovurmNbKCsOqAKcuUi1iOfdeOhD/2iGOUSxk28OJbZISnI3NhAASAEgWb2AADYNkeVrbNxXKO5NpyyYuNO8rXV9sPajlHBrhEmIpYeI3asldlf4NOHJS5jE7+Pp9p5saF2Y8CpQ5lUStRvYbAWySeQk+UYZV7gs4Y8RSAkK1j2oPSz7ipnV/BYSStpy5cKEkEWVbaRa1rbI5Sr/wBopj1ZVpKAFhZJUlc4FJN73uC3bcoj1WHILDH/ALQrGYDmXCzCS6pS1FMwgG6ikmxDVxcpSrZyi+/bGk7LxjtWnxHqsf8AGntcwgsqQR/8WH/Kuzy3Bxw3yamGmOEaak9ZemJdphVMbYStbqwt4ZTZNlLAzenZHPcE8BmKpvF0zL0bGrqJ2TqOVguS4U2pxbSStWVSsu0KIIsbjZt3RVp7/wBoHi+pTUvOz2FGXX5RQUyszSQUkbtzW37Y777m6pynCDwfVzhlnqyih6rPuLmJYJEyGkJYbGaxtsUDbaLbIh2z8Y27mncNRx7VDfbT2ya4inUAB1/h0BPHRsaF2s6oFa4EuG6cmJBiu8KbDk0iZlZqW0rTBdS8lxeiXmCrkhWbbc3vYXNxEJQOAvhIfw7Un6Hwmy6Ke2xMNzjCJVtCkJ0SA5ZF/GLeQFSdtlWJ2x32cnKbUJmVlZ3hMLrrYdn2lKpiSpsy1lKNwM2YF2wTvubW3QTwKmmzrtFk8YzqlzRblX0y1KugF8NpsojYDYtZiNoCgSdpjE4LE5rg+K3j2z9rmECnUAb/AGYfXd9mF8teHnBfvEx0KLr+uFck1MFzR5N5ULWufJhR0X3d+F1YQ4dBRzO60BRpRwLyZfGU5stcwo9ZgWubhmB2sBVnYrGY0nE7QM1nXcbCXHXS3gqLw7vtSHCxiR4yrDsw5O5k6QE6NIQmyrXtcm9vzfTFNqE6245MNrZSXDZ03KjcGXaFyb84MTNcxaxMVaacfwPTphWkKdI4HlKUBsBJzbdkCGLZWZfdfd4P6TmLJBs29bYgJHzuYCLbWck1tIGQ0RPh81UwLOTwjGO97o+QI/FPcXyjk/g7Dlak2WJmTkZBuWmFpc+ScJAykZr7wRFTaVL6gluZbZbbdWpbSrLVlUmwUCAdxCh90R0Om1pE1we1R9vCEkEszbSBJpS7o1i4JUQTfZcnYd8TtJp+Gp3BFOnzhWmMVOrazLy7Lod0RWl1sAb+KCcpJJ5IUWubTe/c35SB+K7G1MuIxWFpts6s0fea1/zFO2tzCpHB9h6TqFVnHZtKHGJalTU2nRLUklSWyQlQVtAIvyf2w1xZi6dxDOuzEzLoabmJ1WjYS4sobQkpuEi9gCoA7ANoMdwl6Th/C0lPlui0yWm26OpT4Sv5T4ushKQTfKTmG6OJzOKJYTbMu5gGlksBKTdD2xR4yvneUT1R0qgFLDhreJnwEfMrydCi+rj+Wq/A0id0ucCOEy0d3eqep5vMfize/nV3xjTN9Fb61d8WVWJpLMf/AHfUrf5D3fGPfNJfxfUr7j3fHOhdxVvTN9Fb61d8ZDzd/wAGb61d8WROJJRaghHB7SipRsAEPbT1xKJn6YhktTOCKO3NE3Gx1SEjmVYnadu7ds+zEkN1UF0KlPPIBR8Wb+TRyq8kemB6ZvorfWrvi/IdYnnWpen4IosxMuIQltlLb4K1ZRxQSQL+u0NmqvT0usS6MBUpycVMKbca0Dqm0JBtmzhZCuU7Baw3m8ZCHXmy1urNByi54fWgtrooigSLSW01OflkyzDpUiXfWhxQukEqKRfjEbEjbYFW0i0FM2AhKWJdDJCChxSVru5fffjbvRu2RPu4mp6wlmXwJS0MtkhtIS6dhP52+LDR8M4prUoalLcFMlL09JsqfnguTlU7L/KvLSgmw3AkxpJGsrVybnuzOM9W7647t4AVDaeDaUPhlHwTTrm88gJ54rAebAtqrfWrvjt7zWCaTKuCuP4ecU204lbdHkpmeJClZSAsqbaO/eFkbYgKjwgcGMiA1hXgRl5pQTZU1XZl1wqVzpZYyJSN2xSl+vkiWRJhXBIYAev8PRczlkuzky3JydOL8w6QltloLWtZO4BINyfVFs/0XYwlmkP16lSOHmnAFJVWpxMkpQIuCG1q0hFuZBifTw7YolpVcjR8KUiiy7iShbdJlVyWcEWIUprKpX2kxVncVSz7q5h7ANLW64brWpL5Uo85JVcxnBUKVk6LwXUXRu17F81WZ3MbSVBkVhrd86amVIt/5WlQw9+2FqeoKoHBlSG1J2Jcqsw7UVespORq/rbIjSVxNJaw3fg/pQ43kPd8CGJpL+L6k/ce74nKN5SVtXeFHG+I5YU+p1x9Mgm+SnyqjKyaL7wGGcrY+7FZ0zfRW+tXfFk980l/F9SvuPd8L3zSX8X1K+493xMAJJKg5B2mmbbFSZdRLX45lhmcGzZYKWBvtvMS76sBaZy66/fOr/Zmec/y0GGJpK4/931K3+Q93xu/iaR07luD6lWzq+Y9zn0wgKEzzYB85X/5qz/fQs2AfOV/+as/30OPfNJfxfUr7j3fC980l/F9SvuPd8ICJvmwD5yv/wA1Z/volX04ACQV+GTrawsHV2TlzJ2fjdm2+2GXvmkv4vqV9x7vgxxTKKlbKwDSzZxIF0vbAEm3zt0YuZJ1UEElAnPeG28GVrrwU2hKCNVZ2G20fLc8ZSeD+bBCnK+l1DZNxKMnPlHL8PsNgfXaNl4plXFlxeAKUpSjckoeuT1wSTxNJmaaQOD+lDOrJ4j3ztnP6YgthvWFFwJQn3MANMIlgK6CoIcUoSzNzsJAPw3MqNZR/A7JdUxM4ibUWlJJRLsglJ3j5fdDidxPJmadCuD+knIrIPg3hsTsHL6I1ZxNJWc/939J8Q/Me9qMqdgCgEi+9BC8BuShRmr/AMEvPfVWdyrA/jucCHNAGBjWpTIuvhSHQvbKsi2Xb5483NGkvi2Tl1lf+jukLBSUkFD1jzcvIbH7IdMY2kpd3X0YDpmtEbQWnrFVxtvm5QOuNbwcpaN6zpuyPBOkroFBlcM4k4PXJqZTPvSkgX30h1lCFFTTKhbKlZSRlO64vfbaLhjRnCtO4P6ZiGRpjkkqclpOZmFyss2FLWmoPhCsmcJuCCDtAtbluI5HSsYz/gMSVOwcwG3nphoy0vrFl5mk7MoO2+0RY+ECrYvw+aRQ8b4KYYeRTZR1uQmHXCuXbW84oIW2FXbN+OEqAPGvbbGTKrKVSixpggvMcQWOb5SCsdo0zjuVL9MtADfGWox5+9lhDwDP0eeo1WlKZKYkmpRtmYVMlMqFIlGA00HFqCHFAJy7dtrkHaN8SlCwxgDAuHJjGE/L+GJUFiYbExKi+VedKU5CtQNwvbcj1xWneHzEYwunBMhgmh02iZAl+TkJZ1hM4sG4dmClWZ5YO0ZyQNlgLRba3VG08EBqLtClX0uMSCzKKSvRjMRxQAb2TyeqMdn0qj6zzXAAIfbX7JubC/ZpxK6O0sYP3U00vfpPoweE1WAjWCDG+bToua4vxXhHFladq06/XQpxtDeRqWaCAlKUiwBe5wCfSPtif4Kse4LwbjNiqSjFZmS7ITEgWn0Msou5LLaCswcVtGY2Ftt7XF4pnvmkv4vqV9x7vgkviyUlphqYTwe0klpaVgZHt4N/KicXTGMY9tW+YEHv1VTZjxsx1LkRDWRA7FZuEPg9wng3FVYoqXsQTLNNmFNJfTJtjSAKQi4u6LnMsD7DHYqnLYQxQ4jDtb119un4AVW2GRLtoAWJZCQ9nSsFTgTcFB4u3ebbIxfuhZLGVLxRRMR4dZl9ZZySZYZddaC3J5pZKgSCLjZcG+3bsipu8LbL+MqIij4VZSzPUSSw/OuOtKClS7gSh1sWJsi1vT6Y5DmYvEYbLUEPaImdTlaZsBvJCuU30sNtmhVZ7p5WQB9kvc1g7w1pixUThU4NHBJjvRLrBlhOUnTZ5doLzZ3suUB0g8t7kfbFAzYB85X/AOas/wB9HqHFmDaXR2eEqiowk1ISBrkozJLCVTKZuzi8mZtKs4yqXY2N7G9tm3zjVqrLUipzNMdwLRXlyzhbK2g8UKI5jeL2BxDMUw1W/ag+LWqlU2bWwGIxDXDoiplnS+Rh0N9N8QdxKYtKwFoX7Lr9rJv8WZ8ofy0CzYB85X/5qz/fQ+axNI6F+/B/StydmR7yh6YD75pL+L6lfce74uwFrTfNgHzlf/mrP99CzYB85X/5qz/fQ4980l/F9SvuPd8L3zSX8X1K+493wgIiyFRwRKpWyjw0tBzLs5Jsmxynd8NsicknMCt1KXXLrr6czjTyE6oyU8ihe720esRBMYmkgs/+76k+Ir5j3kn60SjWN6YzJofbwPSxMtN6NKNG/cK3A3vawH7RGuoydFsp1CyQot2c4OJ1x1b7VdZefeC9K1KsIabSfGGjDv27COa0Yep+Cm2n5lpdemJWXcDS5hqVa0dz4u94EXtsuBGnvmkv4vqV9x7vjZvFMo04l1HB/SQtJBB0b2wg3542QFrTUKwFcWcr/wDNWf76CTCsBaw7dyv+Or/ZWef9ND9WMKZNF1U3wbUnTPOJUHm0OpCNvG4gNj6hbbBJ2rSgcnJmUwJR5mWl39GXQl1BOYmxyFWax57EX2X3RNkURmwD5yv/AM1Z/voWbAPnK/8AzVn++hx75pL+L6lfce74Xvmkv4vqV9x7viICJvmwD5yv/wA1Z/voI+cBZxdyv+Kn/ZWfJH8tBPfNJfxfUr7j3fBH8TSWk/8Aw/pPip+Y95I9MICLNLq+CKW4tTSaw6h0BLiHpCXcCk8217ZE17/sFJlRTWqHUdTSpJS24ltVrEkAArIsDawvbad0QHvmkv4vqV9x7vhe+aS/i+pX3Hu+KGK2ZhsYQ6qLgg2JGnYvV7C9tNs+ztN1HA1BkLXNhzGPEO1AzAkSbkAwTcgrE9UMF1KacnZ2axC686bqUZVj+jTbPVD3DLfB/MTlRROuTCZYSF2VToLRLulQFfJLVuSSRfeRthn75pL+L6lfce74KxiaSyP/APu/pQ+C8h7bxk/Wi81jWANbYBeZr1quJqOrVnFznEkkmSSbkk7yVN0Cn8GRblmsRvyN9VSp1yWmZgEv6UgJ23tdABJy227LW2uKjT+CKnYeYSysTlTKFOaXWHUh1JZui6ATkVnFiDuzW5DFX980l/F9SvuPd8L3zSX8X1K+493xMLUr9M/6Iqm5TpTWlTKWFrSlhcytOUKvZoLy5ilN0WUTxspNk3tEBwgUjAFJZkvemgmZacRLzSXHXMyl6NZWvIo8UXyWH1ogPfNJD/8Ax/SvuPd8T1Nr8hiJx1U5hWnmqJSNXS8hzI6gDxAq4IVvtcm+6Oc5vMHF4/0zr/SePYd/DXSV7Cg7/FNBuFqf84wQw/zWgQKZ/wDkaLUzq8fw9QwHnumb6K31q74Wmb6K31q74sqsSSiVFKuD2lAg2IKHth64x75pL+L6lfce746MBeQILTBCremb6K31q74Wmb6K31q74snvmkv4vqV9x7vhe+aS/i+pX3Hu+EKFALeb0DJ1ZvevlV6PTAtM30VvrV3xaV4mktAyP9H1J3r+Y96PrQL3zSX8X1K+493whFW9M30VvrV3wtM30VvrV3xZPfNJfxfUr7j3fC980l/F9SvuPd8IRVvTN9Fb61d8LTN9Fb61d8WT3zSX8X1K+493wvfNJfxfUr7j3fCEVb0zfRW+tXfC0zfRW+tXfFk980l/F9SvuPd8L3zSX8X1K+493whFGUaUbq0y1IFCGg64rjcY2sgndm9EdMp3uc8YVeapsjS5Jc3MVRhMyy0w2VqQ2ttTqC5ZfweZtClpzWukXiqUvGkjTnm5z/R3S16Nw8VIeSTdJG+5tvjpdF91ri7D0quUpWCqe0FyjUgpxSVKcMs2oKQ0VFPGQLAWVeyeKLAkGHTHRUjrVelvc449mHpJtWGavLon5tqSYfmaa6yyp5xzRoSVqUEglWzfyRhz3OOPUrQGsL1mYQ64WmnWaU+pDqgSCEm+3ceo80WSre68x1XJiVmqrhtuZckp1mosFa1HJMshQacHF3pC1Acljbkjene7Bx3SWBK03C0rLMBKkJbbTlSlKkhKgAEbAUgA+j1mMempEb1EU73LvCfONTC2sH1loJQ2FaenOtEhTiUggKUCbEgm24XJ2Aw2p3uZ8eVSpvUeXo0yibalhNpbfl1NF5kupaC28yxnSVrSLjZtuSBti0yfuyuEZhtwNUJkBAQ6nNxiFoXdKwSi4UCpRChtuTDFXuucbrxEnFzmF5dystsiXbnVkqdaQBlsglHFOUZbixts3Q6aiyrjXuc8fPodcawtV1JZb0qz4Oc8Ui4tx9pI2gDaobrxh73OvCBLhCn8H19sOLU2gqpD4zKFyQON6D1Rbad7sjH9IlxKUzDEpKsocadQhpGUIU2lKWimyNmQIQE23ZRaN6j7svG1VoooM9gWkuSoRoyShwrWjTB7Iq90lOdI2Zdwy7tkR050SyhJz3KXCRKuSTTdCfnFVAqDAlGtN4qwhWbK5xLKNrqsNh5BeO0+5q4Yqnwc4fe4EpHgrar87V6opsPmqqpzpdyIGjzBtRSpJRcELBB3RyiS91/j2nrdclsOoC3ZkTZWtxSyl7R6MLSVJOU6O6NlrJUobiY6zwJcEs7wqYDn+GsY/YwXJ0mcezU1um6yy18EgLcCVuobSFBeU3Taw2m27CpGX+Lp36rJpv0V2A8JdanGkvz/ALmOiql3phunpbm8V6Rpxx51bLSNGWCCM7S8myycylJtmUSSncP2K5ahOcJ1K9zjLO0yWQ7MKnmcUreQgMKWwpVgwRewUBsuUoSfFSkhtMcE3CFUqS8877pKuVBqUD7+VWGc7jaQAtakqW/xPHuBcH4PijiCwmvcq4lw/KOYeY4dVSEtUAzeXRhVKUOuTKUy4IAe2LypCSrYQCrbtVFc8no4/wDtotonUfgvFvuquF13hr4U/fo9QEUdXg2XlNWRNGYHEKjmzlCN+bdaFC91XwRL4E+FP3luYgTWFeDZebMymV1cccrGXJnXuy778sKLbMuUZNNy1OmelquP6RzzivvGCyy13c46vkl8p5oxq6OlsdavZgsuwgFz42x8kvlVzfmxmsV0jg2ojuJcFVWkNzegW9OJIcIKrZUX/shw1i2gzM7hHC1CM283IvhRefQEFRdLK9wOzxVc8VzB2K6hhaizIkp6SbSubTx1NqWbllzZtFh4qdtrxF0p6UpWKKZOoWh3V3ZVQb0igVcVAtfJGYqZcM+m0XcTPZYgeIutr6fK7WwmJqO6FJjco/qzPDibX6LhF+JhdD4canN0vEumlF5VOUuUZvzBaZhJPrsY48y66uZQpTqySsEkqO3bF34WMSyuLsQtTbCUS2glGpdSVOKVcoK9uxPpit4fwxWsRTyJXD8i/UnkqBKJRh10jby5UG32xNZ+Z5INv0AVak0BjQRDhIP3nEfNRKnHMx+EVv8AKMY0jnnFfeMXVXBTVpJd8TYjw5h5F+Nr9QzPJG/5BlK3b+jKIkpOg8ElLSqaFZrOKlsWCtFLCnSil8oClhx1SRsvdCN4HLGkvhZkhokqo06WEo23OvuOF9aSptGbioB2BSuW+8j7DFmoOBsXYjYM9SqFPzcqhxKHHGkXtfaTtIFgN5JCRcXO2LAcfSmHlTLeFsLYYk5xeUJn1tGpOoFuNlVNJWkHkuhKbbbclqvWcS4lxE6p6vYnnKgpRvaYmnFpHoSk7Ej0AARpMgy7VVc3KiQf9ur9R3KyzuC5OktBnEuOqJSGEqS6iTl3BUp5WzZmMsktggDcpxIud22Grdb4P6SorbksRYhcy2yz06mSl1c90NZnCLczqTtipOMpun4drxE8p5h6I00KfPtdZ7oh0uN1kGtZZoVsf4UK+0oow1IUjDUuTsbpMklKxybX3c752fykVup1mr1uZM5WKrOTz6t7ky+pxXWokw30KfPtdZ7oWhT59rrPdGMIS46laVBxwUpagtW0BJN+dd/7IgNI55xX3jFhqrKU0do60yNK/lsSr5oJ5vrCILV0dLY61ezG+norWjWg8PxKHpHPOK+8YWkc84r7xgmro6Wx1q9mFq6OlsdavZjYoWZRxzWW/hFeNzmAhxy3yiusw6lWECYbOtseNzq9mBCXRb8LY61ezBEPSOecV94wtI55xX3jBNXR0tjrV7MLV0dLY61ezBEMOOXHwit/OY3fWvTucdXjq5TzmNhLouPjbG/nV7MbPy6C+58bY8dXKrnP1YIgaRzzivvGFpHPOK+8YJq6OlsdavZhaujpbHWr2YIh6RzzivvGC516oTnV8qOU+SYxq6OlsdavZgugRqpGtsfKjlV5J+rAIm2kc84r7xjKXnUKC0urBBuDmOwxvq6OlsdavZhaujpbHWr2YItFPOrUVKdWSTcnNvMbsOOWc+EV4h5TC1dHS2OtXsxK4Yw1N4mrUvQKbPU9EzPK0TapmZEuyknlW44AlCRykmMXODGlzjACAEmAobSOecV94xecKcE2IcQ4anMcVerSGG8MyiFFNTqrykJm3QbBmVbSC5MOFWw5ElKduYi0NseYWwPhgyVJw1j1rEdTaDnhaZlpdbdPQu4yIlnFDO8BxsyyhIOzKDtMVxL7qtVam59EzLyh+Cl3XXS2lJVmUlItxQSSTa20k74rl78TSDqDss7yLx1AxBO4kdcFbg1tN8VL99vL8FL4dxZiHCdPFVwzXJmm1Bl90Jfl3MrqEONhCrHem4JFxY8xgUqzWa1PzZaROT8ytyWW6Uhbq1KJ2qVvJJPKYdVLEcrVKVMUmToWHqYwUBzPLS69MSlQO11QKiN+yGTE/VKVU3kUyvOSYfcbQ8JeYdb0gSdgVlAuNp2HnjJjctQvA6Rn8FNdlDlgzOXMtMCLiNAY4anwUZUZGp0qbVJ1OVmZR8AKLTyVIUAdoNjt2iL69rE5gOXZqvCdSmG0yrIapqXFuPKCS6pKVJQjYQNGLqN7237TFBfSuYdU6/UG3Fk7VLWtRP2lMD1dHS2OtXsxuh1iDCyZVotztczM0xAJO4ggmIkiOpEpzkiJxs1ZU4ZXbpBLLSHN2yxUCN9uSH9cn8NzDbbWHqTPShQslbszO6ZTibCwsEgCxudnPEZq6OlsdavZhaujpbHWr2YmJMrBtctpmkAL74BPcdR3KepGN69hlqclKO6wyqYUlemMu244ggoOxS0nZxd3ObwChVGeqWNKXPT0048+/U5dbi1Haol1Nzs2RGTEujTr+Nsb+dXN+bEhhWXQMUUY62xsqEtyq86n6sa6rQGOI4H5K1hcTVqVqNJ7iWtcIE2F9wXofhYxBUqbUeHJVLfVJuN12nMFxtXGKVrez7T4txs2WMeYNI4dpcV94x6Q4YW0qqPDrd9tN8R0s7c2zju79kec9XR0tjrV7MUdkGcIw/0s/wDRqoYgkbQxjZtyrvMNWWnHNXmOOrcjl+sIFpHPOK+8YdNS6NA+NbY2hPKryh9WA6ujpbHWr2Y6ahD0jnnFfeMLSOecV94wTV0dLY61ezC1dHS2OtXswRKXWvSHjq8RfKfJMD0jnnFfeMOGJdAWfjbHiK5VeSfqwPV0dLY61ezBEPSOecV94wtI55xX3jBNXR0tjrV7MLV0dLY61ezBEMOOXHwit/OYK+66mbcWlxQUlxRBBOw3jGrouPjbG/nV7MEmJdBmHTrbHyiuVXP+bC6Iq6oZlt/X2dNMvupcM2XF6VNvGFr5VAjnF77b74w7JqWh+ZkJovS7K0oGkWlt05tx0eYki+wlNwNnPDfV0dLY61ezGQwkEETjAI2g3V7MEQ1F5CihanEqSbEEkEGN5ha9IOOrxEcp8kQ7XMGYQ8J6Yl5p55SVmZdW6p5Ntlgq20EchB3Dmgk7TpR1156n1BnQN6JKG31EPKCkgbEgWVY83oNhyLoozSOecV94wtI55xX3jB3pFcu6th95tpxs5VIWFpUk8xBTsjTV0dLY61ezC6Iekc84r7xgrDjmR/jq+S5/rJjGro6Wx1q9mDMS6Ah/42x8lzq8pP1YBE10jnnFfeMLSOecV94wTV0dLY61ezC1dHS2OtXswRD0jnnFfeMGk3nm5ltaHVpUk3BCjcGNdXR0tjrV7MEl2EB5J1tjfzq9mETYqWuLSHNsVOv/AMLZJU6wrLV5Vu8w0kW1pA/GJt84co5YrRW4DYrX1mHMqp2SmG5qUqDTbzSgpCklVwfuxc6XIyNZrMvV2GWFPKUWqlJZDZCljKHEgi9rkE80cqpV/dbTN6d46j8PYfs8Dbgvd4LAD26rUwx2TFy0VDuqNJg1Y3vaL1ALuaDU1DyqrhmSTVsQU+nTDhDLz6Q6VLKQGxtXcjaOKDFrqWEpOsKl5igIlpeXSw67MuyDz0y0bOBKEoDpzle3aNg5eQxWJCYm8M1gzUrMSWsSxcayvNlxFlJKFApKbHYSIfjGVaEwpzT0YsKZDGpGQQZUICs4szkyg5uNe17nfG+syvUeH0XWjj27vCFw8DW2fhqLsNj2EvzGYaJERHSkECQQ4C5B1TubwHNy0nPrXVB/q4TLiFhPEmG20hV0kqvc7rAGx2G0AGEm0LfkzWW3JptctLqzZ222XXlJAuo+NlGe43bN5gcziusPUnwcuZpQbfDqFLTJIS4EKWFlCVBF0ozE8UWG20NmcR1Vmdfn9cpzrszMay8HpcOIWvKtNilSCMtnFbPTfeBAMxcdJw+o6u1ZPxGxc45Om6DrN4nNp0t3RueB0U1JYTp7CKjKVCouoedVKyUsuYlXULbfdcJNkcvEbO29rKPLsiEoUlTvfCun1ucaDTJdQnSPqbZddRcJSpY2pQojxtmzlG+N5rFFZm5lqacqMihTD6JhpDTOjQ2pCcqAlKUAAAbh6SeWGlJqT9GfcfYcpcxpkZHETcsJhChe/irQRe43jbGTadfK7M6569D1WWuti9nGtS5GnDWEzI1EyJGYzrGunHRS9WoLAfenZxDdBk2tE0Ay8ucQ86sFQU0bklOSxN1G3pvYGXweVBoSqXqqlt151pt0LbWEthaSokK+flSm6gBs9MMRi2t2mkuT1MdTNlKilyTQtLKkpyAtAt2bITsGW2wDmjV7FVWeLTipmlB5ptbZfRJpS84FNlslawjMo5VEXJ9MYBmLAADh893WJ16ytpxGxnOLnMcZPAN3390hukQAANdbEOpLBS6jNSyZCruPSc01pETOgUgBWlU2EkKUALlJIudoHPsjdjBrUtU5aTqVbbWpb74LTQXZTDC1BxzPuSkhtdjtOzdDam4xrdKYalpebpTjTAaDSH5NLobU2VFC05kGyuOrjb9piPXVagtYcVUpfMJZyUzWVctrzZ7nLtJzq2+mJyYokguEbuO/q7FhznY7WMc2kS+2aZjUTHSvadeN5TuoYfVI0d6aFSC35ZbKpmXCVfA6VJKE59yiBa/Nf0GIDSOecV94xYn6jWcTS0vSVTUipQWB8G0G1PFKLBTigkFagm4BV/bG/wDo3xZkYd8H8SaCjLq41nspsrIcvGsQb23RZpCoG/xDdcrGuwzqg5qCGxv/ANzugHdMkACyrWkc84r7xhaRzzivvGLAzgTEEw6hiXaYddcUEIQhwqUpR3AAC5J5ozM4AxHJvrlpyXaYebOVbbqyhSTzEEXEbbqooNhxzI/8Ir5LnPlJgWkc84r7xiyyuBMQupfDLDTpKUoOjWVWJWkC9hsudg5yQIUvwc4qm1PIlJDTql0KceS3mUW0pNlKUAnigEi5O68Loq1pHPOK+8YWkc84r7xidGCK2TYasSNpAe3fshe8mtHcZXn+W/8ASEFFBaRzzivvGPUHAZ7rmm8BvBq5gWe4NW6+mqvLmX5nXzLLUgpbAQSlBVsKbghQ3xwWb4N8WU8pE/TjLFdsoeCkZtgOy6duwg/aIkpDA0/WZ6kSC0F5BeRLzDcqpSnkoNrrSAhWYAXOwE7N0YPYHiHIDF16klv/AGjGGZRhUrL8ArKGFKK9F4bWUgnLe3we6yUi26w3bTfec/8AaPYeqE9L1Ge4CWn35Vxt1pbtaUvItCytJTds5SFEnZa+43GyOIv8A2EZRTq5jEOIFXspmWTR3kvbTxGllTYSFruoJIzJu0vabgCHkeB/C0zhuaqPvhq8xUJZt9TiJanKUwyQp0NFxdrBNm2SraPwlNvEVfVyNM3g+J9VIeUD3SXDgfdBcI3v/OHvAp1BiR1YTGm+TKjmzZU78263JCjmc/T5umP6tOtBtzKFWzA7D6oUbmtDAGjQITNyrB4W4PvolUf1j/lhxI1DAkxMatLYNqjrzqFJQ0ifzLWbbkpCbk+qJ+Xc4LqO021Q6FT6tPnYZuvVsuNA7LFMswhtI/8AOtYjPv5xKUOylHxnRKGwpty6KO43IgjKd6mkBR2c5O+NobU3D5KvziiBJd5H0Us7gCQp9KSnEuB5jDDLzrTrSq7Wm5JTqci7rS24A6occWyoNwR9rV8cANKKZupzlaqk4jJaWopKUDKAB8YfCbbt4bVuigvUeTmHlzMxianOvOG63FzwUpR5ySm5jTwDTvpDS/56PZiBSeBCl+MovIdOlt6ujfCJwVSTi3KfwQJeWTdLtVqSp5f2hSUtHs43qvDE1iGWZo1QZrqKYhQCKdK1IS0mkX3BhpCW+XminyWFGajMplJGs0555dyEonAdg2kni7ABcknYALmHUtRKJIvMLaxFRZx11vKpLszZDCybXGwZiBy7tvLaMhQdrC0Px9FpygyeF/Ph3/NGS/gBCFLmcKVGUQWi8znnSNMM1gEWRtub7d2w7YmZev4LZp7crL4aqbMu+0CtpFTIC+MTxuLt3A/YOaKm/R5R5zM9ienOKSAgFU+DZIFgNqdwAsBE1735fRMJbr1IsllAuqooTe6QeUDniHsqGzR8lqqYmgADVd84+voQnvhXAP0UqP6xHsQvCmAfopUf1iPYhj73m/y9Rf1m13Qve+3+XqL+s2u6NXIVeHyWPP8ADfGPNSC6pgO6c2FageIn/eAHzR9WNfCmAfopUf1iPYhkugsryFNeo9tGg8aoIT80chAjHveb/L1F/WbXdA0KvD5KTjsMDdw80+8KYB+ilR/WI9iF4UwD9FKj+sR7EMfe83+XqL+s2u6NV0ansWE5iSkslQJSNbCri5F9id1wYjkKvD5LOniqNUwwgpzW6zgISchLrwpUSBpXR/rAcqgPJ+rER4W4PvolUf1j/ljar0unTTjCk4ipRbbayNnXALpCjyZee5+2GHgGnfSGl/z0ezG1lN4bcKy/FUSYnS2/dZPfC3B99Eqj+sf8sLwtwffRKo/rH/LDLwDTvpDS/wCej2YXgGnfSGl/z0ezGWR/BY86pcfIqSlatwf6w3bCVRvm/KP+WBCrcH30SqP6x/yw3laDTzMtBOIaXcqA/DR7MCFBp1v/AIipf89HsxOR/BOdUePkU98LcH30SqP6x/ywvC3B99Eqj+sf8sMvANO+kNL/AJ6PZheAad9IaX/PR7MRkfwTnVLj5FPk1bg+zD+CVR3/AJR/yxu/VuD7Tu/wSqPjq/3j6T9WGcrQKKqYQJzE0g2zfjKbmUrUPUCBfriTfw1gfTuZsaC+dV7Brn/PieTfwTnVHj5FNPC3B99Eqj+sf8sLwtwffRKo/rH/ACw497WBvpr+617cL3tYG+mv7rXtw5N/D5KOdUeJ8Cm/hbg++iVR/WP+WDeFeD7VD/BKo/Kj/eI8k/Vjb3tYG+mv7rXtwYYYwRqZV79Bl0oG5m98p5NJDk38E53R4+RTHwtwffRKo/rH/LC8K8H30SqP6x/yw8bwvgMPpbmcbKbTnAcORolIvtNs+/0RbcZvcCdQo1Nwzglliky0gpTsxU5p5ExUai8RbM4vOlDbYHitITYbyVHbGl/Kte1jWTO+0Dt/SfBZjEUSCS7yPotMIn3O0pQXsVY2kqxNzbT5ZlMNyM2pL00QAdI9MFOVlrbbihSzY2A3xT01fg8Wt5TeEKihJSSE+Er2F918u2Nve1gb6a/ute3BGcNYH+EtjUeIb3DXtwp4aox7nkkzxiBG4D8dTvMAQdjaJAGncUz8LcH30SqP6x/ywvC3B99Eqj+sf8sOPe1gb6a/ute3C97WBvpr+617cbuTfw+Sw51R4nwK0l6zwdoWpLmFKklLiCgkVAGwPoywU1ng+dqQcGFKgrM+CFeEN/G3+LGvvawN9Nf3WvbgsrhnA6pplKcai5cSBcNWvcfXiBSfMx8lHOqIvPkfRM1Vbg+zH+CVR3/lH/LGPC3B99Eqj+sf8sOThrA2Y/w15fJa9uMe9rA301/da9uJ5N/D5KedUePkU38LcH30SqP6x/ywvC3B99Eqj+sf8sOPe1gb6a/ute3C97WBvpr+617cOTfw+Sc6o8T4FDmKtwf6Zd8J1G9/yj/lgkhiLAVNn5aos4RqBclHkPpBqOwlCgoX4vogkzhrA4fWFY1F78iWvbgRw1gYgj367/qte3EOpOcCCFnTxtOm4PY4yLix9F17hE4RODKrUzFlQdlppdVxXNSs9OyCFFAS61MPpISsixsAFX9NuS5414W4PvolUf1j/liRqNHwRUJ16bVjQgOOKUlJ0RygqJt4/OTDb3tYG+mv7rXtxXwmDOFpCm0W7uAAHcAAtmLxuHr4uriWn33ZjAMTAHDfE961aqvB/oH/AOCVRtlT/vH6w+rAfC3B99Eqj+sf8sPWsN4H0L4GNBbKknY15Q+vAve1gb6a/ute3Fnk38PktHOqPHyKb+FuD76JVH9Y/wCWF4W4PvolUf1j/lhx72sDfTX91r24XvawN9Nf3Wvbhyb+HyTnVHifArRircH2kP8ABKo+Iv8A3iPJP1YF4W4PvolUf1j/AJYey+GcEKcIRjQXyK3hkbMp/lIcUjAmFq2mqGQxJPvGlywmFaGTbdDtwohKbObTdITu3qSOWJFJ7rALCpj8PRYXvdAEbjvIA3cSorwtwffRKo/rH/LC8LcH30SqP6x/yxdKZwJUeoTMvKuYpnZczLTb6CunghCFJWTnGe4ILak2AN7gjZDQcEdBFQnZRzEVVSzT9IqZfTSw4G0ILacxShwkguOhCQASSDzRtGDrkTA8lz/8R7MzFgqXEHR2+w3cR2+IVXFW4Prj+CVR3/lH/LG8xVeD7WHb4SqN86v94+n82LFL8ElKdrjVBXW6kmYUV6RxEghxprKspBUoObMxSsgGxshV90a484NMMYKWp2dxPUZoqm3pc6vIt5bpNwUku8ZJBBB5iDyiMXYaq1peRYdi20tu7Pr12YZlSXuEgQbjtiN3frvCrfhbg++iVR/WP+WF4W4PvolUf1j/AJYZ6DBH5Trn8xZ/vYWgwR+U65/MWf72K8rrp54W4PvolUf1j/lgj9W4P8+3CdR8VP8AvH6o+rEfoMEflOufzFn+9gj7GCc+2p1zxU7pFnyR/KwlFJHE2BHGnW5nCE9MKdyfDO1DM6nKLAJWU3AsALbrAbNghLnuDR5Lz8rhioNpQUhDD1Tu4q++xDeU2PPY7d2+InQYI/Kdc/mLP97C0GCPynXP5iz/AHsJRSU5M4Jp8yuTn8EVaWfaNltOz2VST6QURhmq8H+R+2Eqj8nt/wBY/WT9WGiHMHoZcl/CdaUh3KFZ6ewojLusou3TzbOSJ3CkpwXTtYqTU/MzsvT3JVIZ11WVxCytIVkLdwpQNiM2y17g2vCUhRHhbg++iVR/WP8AlheFuD76JVH9Y/5YtsgxwPs/AV6Xk21y0wll8MzExpbFbuY2zFKwhIbBy2KlG4ISDePNH4JvCkyqVxGDJakkyiZrSA6wCm4dyJvYi98pFiVeTtSigvC3B99Eqj+sf8sFl6rwfaZNsJ1Hf+Uf8sYx1TsJU+dlVYedKmZlpxwpYfDiAA+4lCgVXUMyEpOU7QLX3xXZfVNMiwf386e6EpCsCKxgBtaVowpUQpJBB8I7j92J9HCjQm1JdOG5tx5GxLrkyhSxstvyX/8A6Rzz4nzP9ae6F8T5n+tPdFbEYWhi25a7A7tHHVdjZG39qbAqcps2u6mSQTlNiRoSNDG6QYVonMQ4En5p2cmMJz5deUVry1AAXO/Zl2QHwtwffRKo/rH/ACxXfifM/wBae6F8T5n+tPdG9gDGhrdAuZXrVMTVdWqmXOJJPEkyT4qzuVbg+1dn+CVR3r/3iPR9WBeFuD76JVH9Y/5YgV6poGdj9rrttT6PRA/ifM/1p7oylaoVi8LcH30SqP6x/wAsLwtwffRKo/rH/LFd+J8z/WnuhfE+Z/rT3QlIVi8LcH30SqP6x/ywvC3B99Eqj+sf8sV34nzP9ae6F8T5n+tPdCUhWLwtwffRKo/rH/LC8LcH30SqP6x/yxXfifM/1p7oXxPmf6090JSFdqDiDg6kZ1madwxUWkIcVdWv3tdBG4J9Md1w37qXgtoS5SozOAX6hUaZIS1PkVvzOdppDSC2VpSps6NRaUoGwUFKVnIBSI8sDVNWPy9tJzp5vVA/ifM/1p7oxcA6xU6L1TM+6p4LlTFNmqVwSUWkuUypS1RQuSYbbWvQrUsNZwzmShSiCRc7UiwA4sKT91DwOScs1K/6FaM+hlZUhbyGlO2PIViXGax2i4sDbimwEeVvifM/1p7oXxPmf6090Y8m1SSSvX9P92Jwa09h1qQ4G6Ewk6JS9A0hrMlt0LSFhLPGAWEHkIKQQQdsMpT3W/BvTcVpxTSuDOXkVau2w5KSz4baeWh1Lodcys5lqC05gScwO3Na6T5SY1TI/bT/ACfOnyk+iBfE+Z/rT3Q5NqSV6yp3utOCunSz0u3wPUl0zCENOuO5SpxsICVtrysjMFkZl7sxPJYEFq/uoeAWoUBpiV4HZOWqoKlOKTJSgZBLoUSlYZCiS3mTYosCq9rgR5I+J8z/AFp7oXxPmf6090OTbqoXrxv3ZmCVLl11Lg6lJ/wfMrmacHlg6oVKzFKbtE2KxnJBBzZdoAykXBrwb4w4RlJ4WOD/AARTnsPU2rCZUmo1FtoKcRkWW3FqycS5TuSBtO7cPJHxPmf6090e3Pcpe6Q4FOCPgansH8IGKavIT1XmH1JZapz822hpTTaQsBCCgK2K5b7Bs3RhUmm2aYup943XSqYx7oSkUiWkapgTCc++7LrdenpuvywenUrSkOPLO5fFS2lKiFZEgi6s2yBluCjhwpOHJ3BMlwXYep4nRNIl1y2IG2n21zjYQskFRDpUhtaEgpFm7pB4uaJSq+6u9yXUaTUKSOEKvhqbmC+wHsNzKxKizKQ2gtttqyBDASBmBAUeMbCHdV92N7l+sVek1ab4Rqrmpbsu6MuFZtKnC0VWJUBvsoAXBA42wkpyV5frHkVlELwvw88HWK+DDHfvZxjIolKgZJmY0aHUuDIrMAbpJHzTCi5+7Q4WsEcNHDIMZ8H9QmJylmkysqXH5VyXUHUFZUMrgB+cNtrQotUy5zAXarFwAMBcMzBpOwq0ik7+QA/+n9MZlibufol/0QlTOc5lMMk8+U98Gklh51TSWJcFTahdXFAvzkmwHpjMBHuHcmdzzw8l5RCEsTtRLiJN1ak3ZUhTiso22SSCN4GY7PXa0FROMU9aVMSsu5Ny75IdIDjJCd1kqHG27bnZu2Q1dm1vureeabW44orWpQJKlE3JJvvvGcAarTL32Fhx393Dt8ll6dW6wzKpaabbZCwChsBa8xuStW9R3DmAGwDbccuTp29vzx/TB5NpydfDDMsxcgklVwlIG8k32CJdiSpbLrd2S+pKhc20aT6tpNur7I1ueAYKmWU+iFXlkgqPNeLG8nIpLZ+Y22nqSBGFIppJBpEtY/Xdv/XgylqmnXHW5RpKScxG3KkHdtJ/pjQ9wcsSTUIDQm0Ib4zN1SVkFIYEoxMuEZnDmISg8iQQduzafXbkho5iAqsGaZKtjlvnUT1mIDSbhbObkWc4Dx9E9d3p/MR/VEaQ3fxHVE6NLDoYQGkWQ1dCfFHMdp9JgfvlrXTne0X3xlybllyNI6uPh+qeoQXFpbTvUQB9sRNVmRM1B5xCrtpVo2/zEjKn9gv9sOFYkrCgUqnXSCLEaRffDHTp6Oz1HvjNlPKZKyhrG5WGZ6o/EpOE6FjbyK/rGBXPPDl19OhZ+Ls7lch8r1wPTJ6Mz1HvjasUK554VzzwXTJ6Mz1HvhaZPRmeo98EWZQnWW9vzoCCbb4dSjydZb+Ls7+Y98BD6ejM9R74Ih3PPCueeC6ZPRmeo98LTJ6Mz1HvgiGCbjbyxu+Tp3dvz1f0mMh5Nx8WZ38x743feTp3Pi7Pjq5Dzn0wRN7nnhXPPEnQ6TWMS1WWoWHqE5UqjOLDcvKyrC3XXVHkSlO0w4xPQKpgyvzWHK9IySJ+QWETDTbyXkoXYEoKm1FNxexAOwgg7RGHKMz8nIzRMb449inKYzRZMGaPV5ilzFbYps05T5RxDT80lpRaaWvxUqXawJtsBMW3g+x/SsAU2fqTWC6dV8RLdSimz9T+Hl6cMpzOJliMjju7Kpd0puTlvYwLGvC1izHUjTqJUdSkqJSGg1IUinS+rSUuANqw2k2U4TclxeZZvviq6ZOqE6sz8qOQ+SfTGgUjiaRZiRE7gTpwJtPWNN1xrszCk6aR7/T8N6VUqlRrdSmqxVpxyanZ11T8w+4eM44o3Uo+kkw1ueeC6ZPRmeo98LTJ6Mz1HviyGhogaLWSSZKFc88FYJs5t+YYWmT0ZnqPfBGXk2c+Ls+IeQ98SoTa554VzzwXTJ6Mz1HvhaZPRmeo98EQrnngsqTrLO38Yn+kQtMnozPUe+CSzydZa+Ls/KJ5Dzj0wRN1E5jt5TGLnngyn05j8WZ3nkPfGNMnozPUe+CIVzzwrnngumT0ZnqPfC0yejM9R74IlMk6de3l/sgVzzw5mXk6dfxdnfzHm9cD0yejM9R74IhXPPCueeC6ZPRmeo98LTJ6Mz1Hvgiy0Tq8xt5Ef1hAbnnh008nQPnV2dgTyHyh6YFpk9GZ6j3wRCueeFc88F0yejM9R74WmT0ZnqPfBEpcnSH8xf8AVMaIccbvkcUnMLGxtcQeXeTpD8WZ8RXIfJPpgemT0ZnqPfBCJ1WNZmcwVrDmZIsDnNwOb9p64K/UqjMvGYfnn1uqSlBWpwklKQAATzAAdQgemT0ZnqPfC0yejM9R74mTxWGRpMwsJmJgKKg+4Co8YhR2+vrPXB5+enHyZV+adcZZecW22pZKUlVgSB6QlI+wQEPpuPizO/mPfBJl5Osu/F2flFch5/XCetTkbIMJtCgumT0ZnqPfC0yejM9R74hZIUFmPlB+Yj+qIWmT0ZnqPfBJh5OkHxdnxUch8kemCJtCgumT0ZnqPfC0yejM9R74IhQZjxH/ANF/xJjGmT0ZnqPfBWHk5H/i7PyXMfKT6YBE1hQXTJ6Mz1HvhaZPRmeo98EQoLLfLo9cLTJ6Mz1Hvgks8nTo+Ls7+Y98ETaFBdMnozPUe+Fpk9GZ6j3wRChQXTJ6Mz1HvhaZPRmeo98ESc/B2fWv+yBQ6ceTq7PxdnevkPo9MC0yejM9R74IhQoLpk9GZ6j3wtMnozPUe+CIUKC6ZPRmeo98LTJ6Mz1HvgiFCgumT0ZnqPfC0yejM9R74IsD8GP6T+yBw5DydWPxdn5TmPN64Hpk9GZ6j3wRChQXTJ6Mz1HvhaZPRmeo98EWWPEf/Rf8SYDDph5OR/4uz8nzHyk+mBaZPRmeo98EQoUF0yejM9R74WmT0ZnqPfBEKJOpIW5LU5DaFKUWtgSLk7oY6ZPRmeo98WORrqKDUcP1hUgl0SDqJooadUytwJKTkzi+VJttsLxBRVvV5i9tXduSBbId53f0HqjUNuFOcNqKRe5CTbZv/pHXHbmfdLrcQy9UsNT706lhLTswzVtHdZSvSOoGiOjWVKSpJFykBQvxyYZN+6Ak5fCUxhWUwSWEvtzKQ4ioAJzPKmFHMkNDMkmZOZN+MGWLniRjJ4IuOQoQ2QoyRPmqVM6JT77LiMhQQ0W1hbqVbbp4pFrbbnnG+HOkn1Jm5STk5mWkXip0S3GULhNk3NuMQCdvpNgIE/SsQTTypiZlph11Zupa1hSj6yTG0vRKuC5eQc2tLG9PN64yzDctYp5rvufIafiLHVMdSneiPdmYLLUqoTT6JdqUdzOG1yggD0k8gEE8B1n8nu9Y74f0mjVNpUw67JqSQ1lTmUkXuRe23mvGDjAsszIFk4appk2tDKykwtSvlHlIPH23ASm3FG7fcn0bo2ak5vSI+KveMPmGM+Dah0RX3k98bNU2oaVHxVXjD5ye+K4aZWjKd4QjJzdz8Ve+4YZ1pmeysSSZJ0ICQ8r4I3Usk2ufQLW9Zh+qm1C5+KK+8nvhhVaPVXZxRbklrSlKEhQKbGyRfl54yY3pXW6iC0OPcovUpzoj3ZmMiSnL/gj3ZmHHgOs/k93rHfC8B1j8nu9Y7432WUFCekpwlu0o98mj8WfJED1Kc6I92Zh49Q6wSi0g58mgb0+SPTGngOs/k93rHfCyQm2pTnRHuzMLUpzoj3ZmHPgOs/k93rHfC8B1n8nu9Y74WSChuSU5omRqj2wKv8GfKMC1Kc6I92Zh65Q6wWmRqDlwFX2jyvXA/AdZ/J7vWO+FkTbUpzoj3ZmFqU50R7szDnwHWfye71jvheA6z+T3esd8LJBQ5WSnBMtkyjwF/NmBCSnLfgj3ZmHstRKwJhsmQcsDzp74EKHWbf8AZ7vWO+FkhN9SnOiPdmYWpTnRHuzMOfAdZ/J7vWO+JvBvB1W8Y16XognaXRm3OM9PVaeblpZhseMpSlG6rDclIKjuAMYvqMpNL3mAFIaXGAq4JKcuPij3ZmL7NcCuJ6dgt7H2KZyRw/LTKS7SZGeWoT9VBVsUxLpBWG7EnSrCUbNhNxENjDClLplZ1DBtQn61JMtpS5PPyyZdLzwJzKaQVFQb3ZSqyjtuBuiLqNPxHPTa3pxmamFps0lbrmchCeKlIJO4JAAHIAI0uNSsGOpOyjUyLxwgxHXIPZNxsAawkOEntt+qcYfxJjTCjFTl8NVGo01NZldSnjLZm1PS+YKLZUBcJJAuARfcdkQ2ozg2CTeH/wAsw58B1n8nu9Y74ymg1pakoRTnlKUQkAWJJO4b43BjGkuAudetay5xABNgmupTnRHuzMF1Oc1QjVHr6Ufiz5Jgz2Ha9LuqYfpUw04g2UhYCVJPpBNxG3gOsaoRqDl9KDvHkn0xnosQZEhMtSnOiPdmYWpTnRHuzMOfAdZ/J7vWO+F4DrP5Pd6x3xFlMFNtSnOiPdmYKzJzg0l5R7xD+LME8B1n8nu9Y74IzRKwA5eQc8Q8o74WSEy1Kc6I92ZhalOdEe7Mw58B1n8nu9Y74XgOs/k93rHfCyQU21Kc6I92ZgstJzgmGiZR4AOJ/FnnEE8B1n8nu9Y74JLUOsCYaJkHLBxPKOcemFkTMyU5mPxR7efxZjGpTnRHuzMOTQ6xmPxB3eeVPfGRQK4UFwU14pBsVbLA+u8JCGya6lOdEe7MwtSnOiPdmYc+A6z+T3esd8LwHWfye71p74WSChTElOF9ZEo9v82eaB6lOdEe7Mw8mKHWC8siQctfnHN6408B1n8nu9Y74myJtqU50R7szC1Kc6I92Zhz4DrP5Pd6x3wvAdZ/J7vWO+IskFaNSU5q741R7aEfiz5QgOpTnRHuzMPmqJWNA+DIOXITbanyh6YF4DrP5Pd6x3wskJtqU50R7szC1Kc6I92Zhz4DrP5Pd6x3wvAdZ/J7vWO+FkgoTElOBw3lHvEV+LPkmB6lOdEe7Mw9YodYzm8g54iuUeSfTA/AdZ/J7vWO+JsibalOdEe7MwtSnOiPdmYc+A6z+T3esd8LwHWfye71jviLJBTcSU5cfFHt/mzG8xJzhmHSJR4grV+LPPBRQ6xcfEHd/OnvjeYolYMw6RIO2K1W2jn9cLJBTPUpzoj3ZmFqU50R7szDnwHWfye71jvheA6z+T3esd8LJBTbUpzoj3ZmCzEnOFYtKPHio/FnyRBPAdZ/J7vWO+CP0OsFYtIOeKnlHkj0wsiZalOdEe7MwtSnOiPdmYc+A6z+T3esd8LwHWfye71jvhZIKbalOdEe7MwZiTnAh+8q9tb2cQ+UmN/AdZ/J7vWO+CsUSsBD95Bza3s2jyk+mJEJBTHUpzoj3ZmFqU50R7szDnwHWfye71jvheA6z+T3esd8RZIKbalOdEe7MwWXk5wPJJlHh/8ALME8B1n8nu9Y74JL0SsB5JMg7b1jvhZIKZalOdEe7MwtSnOiPdmYc+A6z+T3esd8LwHWfye71jvhZIKbalOdEe7MwtSnOiPdmYc+A6z+T3esd8LwHWfye71jvhZIKG5JTmrsjVHthX+LPogWpTnRHuzMPXKHWNXZGoOXBXyp9HpgfgOs/k93rHfE2RNtSnOiPdmYWpTnRHuzMOfAdZ/J7vWO+F4DrP5Pd6x3xFkgptqU50R7szC1Kc6I92Zhz4DrP5Pd6x3wvAdZ/J7vWO+FkgptqU50R7szC1Kc6I92Zhz4DrP5Pd6x3wvAdZ/J7vWO+FkgoQkpzViNUevpPNnmgepTnRHuzMPRQ6xq5GoOX0l945vXA/AdZ/J7vWO+FkTbUpzoj3ZmFqU50R7szDnwHWfye71jvheA6z+T3esd8LJBWjEnOBD95V4XbsOIfKTAdSnOiPdmYfM0SsBD95Bza3YbR5SfTAvAdZ/J7vWO+FkhNtSnOiPdmYWpTnRHuzMOfAdZ/J7vWO+F4DrP5Pd6x3wskFNtSnOiPdmYscphSuYlnKJRqZIrL86dA2pwZGwrKFHMo7BZIKj6AYhfAdZ/J7vWO+JpMnieQepM5R5eYbnGkWaU2ElWYgC1jcG9yLWN72gepFNyvATjybkhUUy8u1KoB1lx4uN6ooKdSpLqSjMkpLKgdh8ZHlCBs8B+OXMPuYjcakWJZAeshyYs4otqfTYAA7VGVmLXP4o3tdN9ZLEHDUkzE7I1CvK061KfdSc4UpKeNmJuNidpHqJ3CGq8X8KztPcpa63U1SjqFtrZLiMpSu+Yei+ZW7yleUq+N0VLhQ+8BVj8nudae+FGSKz4SwO/iiiTNc8ISkq1KzK2Fo1JDiylDOlWoDMCTawAAtc3UpAF4nZPglmnQtJq0u28yhQm0KpqTobpJQeKoldzYWA2ELuRlGaRpvBIaVPNt++mpNPM5pht2TJYyLBCcySCSFZSNo2j0xonB1fflS/L43qaTT2fggVqGULbUSbpUCVcdScx2lJsTbZFFm0cPUu19rbjvMcOK84z2s2S8mKlhF8rt5jhxVfPBvNIUmXcqcprQlnXHJdFPCil9DLboYCiUpKil1O24sUqFibA1fEcmaDXJ2joVLvolXcqHTLISVpIBSSnblNiLi+w7Isdew/whyDc06zWKlPyb0y+XhLzDoCnFnIsqaBtdd7EC9xsOyKnUDWqrPP1KoNzD8zMuF111TZutR3nYLRbp1G1ASwyu1hsZh8azPh3hw6vx4d6ba0rzMv2CO6CMTSi+2NDL+OPxCOf1RpqM70N7szG7EjOh9smUesFj5h542XVlaKmlZj8DL7/ADCO6Ma0rzMv2CO6NlSM7mPxN7f5sxK0PBldrswhpmUWw2oou88kpSApWUEeVt2bIguDRJK018RSwzDUrODQN5TGRYqNTcU1IU5t9aE51BEsg2TznZu2xapXg2xI/SxUVimsuKdLSZZbSc4UFEEKITZO6+8xfML4LkMLSlWbR8PNhkJU8d9lIBKRsHFuLjlibCVahlym5qLlhbfxlRxsRtQ25HSQJ4giV8/2l7ZVTUy4EANBFyNQRPh5rhcxRsQNrSlVDVsZSu+pixSALkG20bYjHnX5d1TL8oy24g2UhUukEH0giPQFQ/7Jpv8A4I/1UQ4rVLp889PJnafLvobkUrTpGgrKoKWQRcc4vGf71ykZm2k+Tg38Vtpe27m5TWo2M6HgQN/avPAVNqaL4kWy2N69VTlH22tA9aV5mX7BHdHohtttVInEKQkpM02CkjYfk+SKxiDANGq1AYmJOWZkpxS1lT7bW9KdIogpBAJNt5jYzajHGHNi8cd0q3hfbSjUflxFMtGaJBndMmw8pXI3JpehZ+Bl9yvxCPK9UC1pXmZfsEd0SNbw5VqLNJps5KqLzSbq0YKhxuMNtuYiI/UZ3ob3ZmOkDIkL27mlji12oWNaV5mX7BHdC1pXmZfsEd0Z1Gd6G92ZhajO9De7MxN1CJKzSjMtjQy+/wAwjugQmlW+Rl+wR3QaVkZ0TLZMo8BfyDAhITtvwN7szC6LGtK8zL9gjuha0rzMv2CO6M6jO9De7MwtRnehvdmYXRITS7j4GX3+YR3Ru/NKD7g0Mv46vxCOc+iNRIztx8Te3+bMbPyM6X3CJR7x1fMPOYXRD1pXmZfsEd0PqDNr8O0yzMv+Gy/4hHnE+iGaafPLUECTeuogDiGLBTsH12RrdOW/K7ETrBOW5/GpA5OU7ogVWse0OMSsKtNz6Ly0SAD8k44U5laeETECCywcs4RtZQT4qd+yK1rS9UJ0Mv8AKj8QjyT6IvXCjhGuP4/rc0JXKJibUpCVZgSQNo3bDxFG3NFKmKXUJZtyWclHc7b+VVkEi4BvGdStTqVnim6bn5qtsyhUo7Ow/KNjoM/9QmutK8zL9gjuha0rzMv2CO6M6jO9De7MwtRnehvdmYxurixrSvMy/YI7oKzNKIc+Bl/EP4hHo9ED1Gd6G92ZgjMjOgOXlHvEPzDC6IWtK8zL9gjuha0rzMv2CO6M6jO9De7MwtRnehvdmYXRY1pXmZfsEd0FlppRmGhoZf5RP4hHOPRA9RnehvdmYJLSM6JhomUeA0ifmHnELohqmlZj8DL7z+IR3RNSk0r3pVD4GX2TTO5lO3Yd+yIZUjO5j8Te3n8WYnZOnzXvMqbhlX8wnZZKRkO0ELJ5PQOuK+IMNb/c35hVMZ7jf7m/+wUBrSvMy/YI7oWtL8zL9gjujOozvQ3uzMLUZ3ob3ZmLF1bW8xNKD6/gZff5hHN6oHrSvMy/YI7oLMSM6X1kSj2/yDzQPUZ3ob3ZmF0WNaV5mX7BHdC1pXmZfsEd0Z1Gd6G92ZhajO9De7MwuiK1NK0D50MvsCfxCPKHogOtK8zL9gjugzUjOhh8GUeuQm3EPlCBajO9De7MwuoWNaV5mX7BHdC1pXmZfsEd0Z1Gd6G92ZhajO9De7MwupW7E0vOfgZfxFfiEeSfRA9aV5mX7BHdBWJGdDhvKPeIr8WfJMD1Gd6G92ZhdFjWleZl+wR3QtaV5mX7BHdGdRnehvdmYWozvQ3uzMLokJpVx8DL7/MI7o3mZpQmHRoZfx1fiEc/qjQSM7cfE3t/mzBJiRnTMOkSjxBWr5h54XUIWtK8zL9gjuha0rzMv2CO6M6jO9De7MwtRnehvdmYXUrGtK8zL9gjugj80sOfIy/io/EI8keiNNRnehvdmYI/IzpWLSjx4qPmHyRC6IWtK8zL9gjuha0rzMv2CO6M6jO9De7MwtRnehvdmYXRY1pXmZfsEd0GYmlFD/wMv8l5hHlJ9EC1Gd6G92ZgrElOBD95R7a3s4h8pMBKhB1pXmZfsEd0LWleZl+wR3RnUZ3ob3ZmFqM70N7szC6lY1pXmZfsEd0Fl5pReSNDL7/MI7oHqM70N7szBJeRnQ8kmUeAv5BhdELWleZl+wR3QtaV5mX7BHdGdRnehvdmYWozvQ3uzMLosa0rzMv2CO6FrSvMy/YI7ozqM70N7szC1Gd6G92ZhdERyaXq7PwMvvX+IR6PRAtaV5mX7BHdBnJGd1dkao9sK/xZ9EC1Gd6G92ZhdFjWleZl+wR3QtaV5mX7BHdGdRnehvdmYWozvQ3uzMLosa0rzMv2CO6FrSvMy/YI7ozqM70N7szC1Gd6G92ZhdFjWleZl+wR3QtaV5mX7BHdGdRnehvdmYWozvQ3uzMLotxNK1YnQy/ynmEc3qgetK8zL9gjugokZ3ViNUevpPIPNA9RnehvdmYXRY1pXmZfsEd0LWleZl+wR3RnUZ3ob3ZmFqM70N7szC6IrE0oof8AgZfY35hHlJ9EB1pXmZfsEd0GYkpwIfvKPbW7DiHykwLUZ3ob3ZmF0WNaV5mX7BHdC1pXmZfsEd0Z1Gd6G92ZhajO9De7MwuixrSvMy/YI7oscjiWbw3UsN12UZZ0tLmWZ9vKgNqUptSVZc6RmCTa1t0V3UZ3ob3ZmJ9GG6tWlUqTl2NCHW1pLz90NIyozqKlW2WSlR5TYbjEHrQK5YX4eXMK0F2iSWFm3A685MFxU6oDSKcDtykI2jOLEX2oOT0xyYAAAc0dCkuAzHs+1OOssSI1Gov0p9KpnaiZaUlOQ2BAzKUEoJIzEHkBI59v2xiI3IlYc0KFCjJF6heLrlWU+0wtSCypvMeKL5r8vJDRmmzkvJzTS9F8MylF8x2WRY8kQzvCzglUznTU3LBKrEyzm8kcgT6I0XwqYSfbcQ3Vgk5Sdsq8dltvzRHh6OFxwYA2mQLbuBkea+KM9mttNEGjAt16GR7pJ8lOCSmxK6NAQfja3cwXa11K2bfTEHXcL0uoSEtrdFQ46mVKFupaub5UgHMP/NDU8JeEigg4gcBLxUUiVdCSjMSPm79xgLnCHg9ckzLpr7qVhnI78A+Qpdk7dqecHrjoYbD4xlQGPtcCNx7LfouhhtjY/DVQ4B8zq1hjQ7yWmP8At1TKqcEGH3H5hNNqE1LhqXD4CilxJ2q2bQDbijlgdL4J6IxLOzs7OzMy4xMIQlIs2gglO8C53K5+SJVzhCwMqYddarBbQtsJyiVe4xuq9+LusR+2H9NxTheoyTrMhVytbrqXMmiVsIKSd5ChsRyjm3Ru5xjGMh5I93URwm/iu3TobcrUQyjWfNrPbkO6YdceLhvTVvBuGJWjS003RZYvHSIK1pzEgIcte/LsHVE08wxLTEg1LsoaQG2CEoSEgXdTfYIZzFWkGqO3LuOuktFZJbYW4OMlYHig28Yft5oaHGWHJ6alzKzcy6WEtpWEyD5PFcSfI5gY056lZ7XSSAXceNlxMdsXblNwfjKVSJdcyRraDoRGkFWGY31v9Gn/AO3Df/d5/wDzFz+sqBqrFOd146Z1vXEpSNIwtGUhOXbcbNsBFYoSWlSrtbZRaaW/dLTi9hJIGxNuXninmDGAHi08dGAHTrXDbg8QABkM9HQTo0A6daJUP+yab/4I/wBVEP6gpOtzyMwzLkAlI5SSV7BEeirYSXLy7U1XFOBhrRhBl3Ei1gNtk35OeHqcT4UDi1Iq6RnSEgCWc33P1fTGutidzGk3duO9wI+SiphcUAGtouJGb7J3uB4dSxKy007IzDCWFAuPocBVxdgyHdv5DGH5CcRSmZNSWwWy4b5990L9HpgU5jXCtHZU9NVa2dYABZWFHigXAIud0Qs7woYQmmQhFbU3cKBAlXr7UqA25ecj9sZ0Bi67g5jIEzMHhHyXQobA2xUIfUoFjCZu0ybRYantMNneE4xXQaXiHV2aiwpYbBAUhRSpsKcbBIO69r7wYpFT4IXGxNP0yqpU0xtCHkcbdcC4P2bQNxi2zWO8AOql3U4hWlI2kag7ts4gm1hzJUPtiSlOF/Bks5MofrCJ1qYCUguSTqVpsmwNym2z9o5Y9AKmIpNGVs9UH0X6XrHZ1X/mnBx+JsDdwk/M8IC4VV6FUqJMKYqEqpAC1IS5lOjcKTZWVW5Vjs2csMLDmj0/UKhwX1ynpccqbKVTDyn1ZpN1xCkFSlBNrFINym9uUHaY5fX8CYLcaL1KrbjKm0ELU3LOOIWoAcbJbMAST1HYIzobSp1LPBaVTxGwc45TA1BUGsSM3hoe4lc1lANZb2fOgIAtuiwy9FoCJtA9+MsQFdCmAerL/bEtSKfwayK0TM9iiYmnmnUrQgSTiW1JBBspJSSdlxa8X3VA0aHwK8rjKxwbZLS48GjN8tO0/gq5SMNVit3VISSi0Aol5YKW7pFynNuvbk3xZF8E1cbcSyudks60oUgBSiFBSgkbbbNpi4e/zAzVJZp0tVQjRFZ2SjqRtSsDcn6wgsxwh4LcmZd9FbJDSGkEGVeHiOBR+bzAxzn4rEl4DWEC+4nQ28V43EbX27Uq/wAHDlrb/ZJ0Nr9a5TX8L1bDU5qtSYFwEqK27qQL3sM1rXsL2iMmANO7s+er+kx213hBwJOTekma6oMlwqUjUnVZrthO7LY7or0+ngYm3VvTFTdRMLmXFuFmWfbSUlZsLAWFhYbABv3xaoV3uptNVpBgTY6r3uzMM/E4GjWr1GtqOaC5p6MHhvXMBsII3jbEzS6tUZus0tmZmlLQJ2XATYAWDqSBs5uTmiwTWG8A1JDCqDiKcacyWebNPfdSSANqSE32m/o3Q/w9grC1PrUpNVHGEq6lE0wWmVMOIWolwDjAA2I2Gx33G/aIPxVFkOcJO4RdZUKD8Thy8vFNhFy5wESNCJmeoSVjHUviabx7XmaaotSqZ1VlqyoRcoFzc7za42beSINWDpx9ClTVSYLi3AtRSlRJ2EbdgjrOIadSsRYrrHg2uyMu83NZBIPKKHkk2AFjsO/kMYTwbTYlUzczWpKWQq9i6lwbr7LhJF9h/Zzxz6+Nqio54bkkm0X48PwXc2Ps2nU2fRbSY6q0Mb0nF0GwEiCAAe13auPvYGqKbmWmpV4BObavIfVxuWGE3havSLYefpjuQ7lIAX/ReOzVHBUvSnQzPYspCFkXypWtZ+3Kk23wyFGo6VEDGMgOQkMTP9jcambTqjrHYfw9FtGDwFcZg2J0yvEeeafELiSklJKVJsRvBEEYAs5s/FmO0TeFcMTTYE/imizCXCd8tM5x9a4auN37d0V+Z4MsOrLi6bjaTRmSfgly8yrZ6Dox6N/p289ultWk/wB8Edxj5fgtFfYDmkChUBJ3Ehp8ZLY7XA9S5nYc0Kw5ovR4LQSEpxfTAVGw0jEwgdZb3waT4IXp+YRKSmNcPreWcqWy64lZPMElAJ6osjHYc/a/BUhsfFudkaAT1OYfk4rn9hzQSVA1lnZ+MT/WEdHd4CcRMpSV1ulXVuSFLJ5Sfm+j9og0rwC4lDiHl1mlpShaSTmWfnDmT6YyOMw7dXjxVj/DW14zc3fHYueyVDqNTTpZRlCklakJKnEpuoW4oud/GFueJ6UodYThmpU4MN7ZthajnTY2TcKCr+LZYN91jfki703gJ4QpNKvB9cpbYUS4m4Uq5IBzA5DYgJG3ktsiyU7gRxy5SJguYopumW8AtxKCQ2E3SUAZLG97bNmXZ6I5eL2nSaY5RpEjjx3xZXf8G7SxDGThnzmGpaNDukg21XC5zDVVkEKcmWmUhKSpVnkGwHqPpSf/ADJ54i7Dmjv83wCYmnJa72L5RaFtm3wO9JSk8iOYp6hzCK9N+5qxWxNqlmq/SHQi11BTgsSSLWy+gxtw+2MM8RUqCe/8VvxPsVtdhmjQcR2jyvfuXJZkDTr2cv8AZA7Dmjq0x7nrFyphwJqNP2LKTcrG4A8qfTDf/QBiwIS4ajTglRIBKl7bAk8nMDF8Y3DOu2oPELnH2W2yNcM/wXMQkqNki5hEWNiI9YNYUr/BtQKdhjg8mqPSZ1LAerddVK6SfmZldszaXFIVopdGwJSgAqIUpRNwBTcYpTww4Kr9arEpS0Y1wMwmbm6jJSwl/ClN06WXNM22lKFOtKcQQ4EhSkEhV7Axz6e1+UeCGjITEze5gEiLAnrkSJGsU8ZsytgKgoYgFtQjNBESOrj4Qd25cGaA1eY9SP6wgVhzQ8aYY0D411G5P4tflD0QLQMdNR2a+6O0uagWHNCsOaD6BjpqOzX3QtAx01HZr7ohFpLgaQ7PmL/qmB2HNDphlgLJ11B4qvxa/JPojTQMdNR2a+6JRAsOaFYc0H0DHTUdmvuhaBjpqOzX3RCIAAuNnLBJkDWXtn4xX9Mbhhi4+Oo3+bX3QSZYYMw6ddR8or8Wvn9UTCJpYc0Kw5oPoGOmo7NfdC0DHTUdmvuiEQLDmgkwBpBs+Yj+qI30DHTUdmvugj7LBc2zqBxUfMX5I9EIRNLDmhWHNB9Ax01HZr7oWgY6ajs190EQLDmgrAGR/Z+K/wCJMbaBjpqOzX3QVhlgIf8AjqPkvIX5SfREhEzsOaFYc0H0DHTUdmvuhaBjpqOzX3RCIFhzQSWA06NnLG+gY6ajs190El2WA8k66jf5tfdEhE0sOaFYc0H0DHTUdmvuhaBjpqOzX3RCIFhzQrDmg+gY6ajs190LQMdNR2a+6CLVwDV2dnKv+yBWHNDtbLGgZGuo2Ff4tfo9ED0DHTUdmvuiSiBYc0Kw5oPoGOmo7NfdC0DHTUdmvuiEQLDmhWHNB9Ax01HZr7oWgY6ajs190EQLDmhWHNB9Ax01HZr7oWgY6ajs190EWgA1Y/pP7IHYc0OwwxqxGuo+U82vm9UD0DHTUdmvuiUQLDmhWHNBtBL9Ob7NfdC0Mv05vs190RCLDAGR/wDRf8SYFYc0PGGWMj/x1B+D8hflJ9EB0Mv05vs190TCIGz0Qtnoj1j7krA2B8UUSURimk0edZerT7UxMTTDYUllLbRyhbiTa11WG4k2jvzXufuB2ZmEZZvDLSXihQZVS5O7SFEFV1qISoISraRtORVgTYHS6qGarINlfNDZ6InTVJ+iuUqp0uZVLzLDRLbiQDa4AIsdhBBIIOwgx9Fh7nvgamG/wrC8i4JmYQEuyEk9maS5ZtV02sVosRzm97RUaRwX8GUxiVVMqVGoK5dM0toJMg00FoTLoUghxaChsLVbcdmb1GIFZp0TKvEMrwmY6kTNqk8STDKp85ppaEoC3jbYVKtckXJBJ2Ekix2xWRYCwj6d0/gM4AdXmzPyWHjo5l8NOhEkk6AKAQrIGyVHIc+zeRlsDsjxH7pei0iiYqojVHpknItzFI0riJVhDSVL1h5OYhAAvZIH2RLKgebBCIXIIUKFG1YpQaW3u/ol/wBESHgOsfRapdg77MEYolXBcvhepD4Jf4h3m/NgihYUS3gOsfRapdg77MLwHWPotUuwd9mCKJgksSH27G3HH9MSXgOsfRapdg77MbsUOr6Zv+C9SHGG3QO8/wCbCyKObnp2XKky84+2CdoQ4QP2GHTGJcQS4KW6zOZSMpSp4qBHNYwVVDrFz/Bapb/MO+zGPAdY+i1S7B32YwdTY7UArKm91Iywx2WThOM6vf4dEo6OYsJT+1NjBG8ZPAWcprCzfYQtQhn4DrH0WqXYO+zC8B1j6LVLsHfZjScHhz9kI8ip77Wnta0nxiVITGMXhl0NMl0FTaTxlKULkD0iI+ZxRW5hBbE5oUlOUhhIbJHpKdp+2N3aHVyUfwXqR+DR+Id8kfVjTwHWPotUuwd9mJZhKDPdaEpvNL/SAb2AA+IAKilLWslS1FRO8k3MYiW8B1j6LVLsHfZheA6x9Fql2DvsxYUEk3K6JwTYHwjifDk1O4jlA7MMzKkMXfW2FIyg5dihtuSb2PNFulOC7gyE0lCqYSAsAOKmFlI4hN1JKtoCresDdtjj8ocX0yVbYp1KrUu2oqUpDaHkjNffYJ9EF8JY/wCiYg6n/ZjpUsVQYwtdMxG63WPr8Fya+ExNSpmY+BPXfq1XcKfgDBUmmdQlbDCH1qKGkuKyhWayVCxskWubAAWI9IFdxRhqm0aXD8jUkTWZRACGVJKAMvjEqI25tmzkjmPhLH/RMQdT/sxkVLHl/hKdW3U8qHEPKSfWCmKuKdQrteWjpEHc2NI1ie+ZVvADFYIgZpbIPvO433xfsU1O0im1FwPTMuEPD8c0AFE855FfbFXnsF1Fg3kFpnEHkTxVj0ZTv+yJ1itYicUht7BMzc7CsMPpHVaNTXMQlJyYGmwojYS0+QPsyx5+lTxlGzRbhIj5yvS1dp4bFD/M0i48bB3jMH/uB6oVIel35dejmGVtK8laSD+2EzLvzKw3LsuOrPzUJKj+yLc7VMXTCC3M4TmHmz8xyRcUkbLcqeSCyldxlIsGWlMJPstk3szJutn7SkC8XuUxGX3BPb+i5OIbTcJwhvwfaO9uafAJpS8GaBYmMQqLaRtEs0saRR+sfmD9voibfnKLQs15ORk7klSNCl95RvzLuf6BEO5UMYLPwWGp6XB2DRSroI9IJSSD6bxFTFFrK5h1asM1NZLiiVFl032nb4sVeZ1sQZxD7cB9eq537vY92fFv5Q/CJaz5yfI9adVrG1SqTRk5RxctLFOVSUmxUPUNiR6AIiaGSa9TCT/tsv8A/cTDjwHWPotUuwd9mHtDo1UbrdNcdwvUUoROsKUSy6AAHE3JOXZHSw9GnQhtMQFvrANoFlNoAAMACB3D6nej8KRKeEfEBSSCJ0kEfmpiGcrFXdpAkHarOLlUvpUllT6igEJNiEk2EWnhJpNSmMfV19igT0y25OEpdbacKVDKNoISRFf8CVfVre9ipX0gNtA75J2+LG+uGuquJ4n5qvsd1Sls+g0EjoNB3fZFigU7ElWpqdGzMlbRFi24AoW+3d/ZE4xjiVUpImqYtAA4xacvc+o7v2xDeA6x9Fql2DvswvAdY+i1S7B32YpVMJRqGSLq/Te+l/pkjs9NFPPY3piQDLyEwsjelxYAP2jd1RFP4uq04l1ttaJZGQ7GRY8m87z/AGQ28B1j6LVLsHfZgjNDrADn8F6kOIfxDu392MWYOiy8T2o+pUqiKjifrhoo1dRqDoyuT8yscxeUR/TGjEzMysw3NSz7jTzSgtDiFEKSobiDvBiR8B1j6LVLsHfZheA6x9Fql2DvsxZDWiwWLRkMtsun4H4dzLSbdHxi2t1LaVJbnWxdQGQpAWkC6iSblV47KxVKbiB+Wn6PNtTsu6Gsq2jm/G22jeNvPHkvwHWPotUuwd9mCylGrLUy0pGGam2S4i5DLo+cN/FijVwDHuzMMFe52X7d43BUuQxTeVaIgkw63XBnvE9a9bhkoqi2pVa5dKl5Totg+SOwjdymHsrUqlLtPy6VMuILjjzhUkgkZ1bBblunm5Y8ky01jqQe0slKYiaUm6QUqmNg6os0nivhMaw9MqSuuJfbeQlOZLhcUgkk2um5FySTHOxOys4GYA6D6su039oOBpnO6g9pLvskbyOsC3YvQq6zNSsm0HpFrRaC6VaxuSEIFzxeYD9sRk3jGkIn3mnqtRkuurSV/wCsUgJN17Novz3+yPLUxIYkmlFc1Qqy8ojKS4l9VxzbU7oB4BqwFhhSo2/QO+zGQ2BQud5nj6rRU/aRiAQKVMwI1cN3/YvVC+EvDTE4+0qsUZDgWoqC6im17tHZxfqj96I2q8L+EJZlhs1ml3N1fBLLytuYcYpRs38/NHm5+iVjTLthipHbvDDvswPwHWPotUuwd9mMm7AwoIJvHb6lU3/tE2kQQwASZ19IXrDhOxRTqJQ5TFEtNNzslW2VOU1xtASzMONrRpEaRGYZk5yCCb7tm0Ry+guzmD+DfHXCPVZRcqjFtPew3RUuC2tOzDzaplaL+MhtlKwVWtmWkAg7qdg3HvCxgGnzVHwzL1ZmmTrgemJCYkjNSq3BsDhZebU3nsAM2W9hvhnjnFPCbwk1NmrY2l65VH5VhMtLB1lxLcuync202lAQ2geSkARpw+yKtGKJy5JEm8kAggZYgTvMnfa9vPbY2z+98UMc9sVA3KInrvJJnXgNw0F6Y1+DzHqR/WEBibbolX0Lw97FSFwnZoHdvGH1YF4DrH0WqXYO+zHolwFEwolvAdY+i1S7B32YXgOsfRapdg77MEUbL/KH8xf9UwOJlqiVcLN8L1IcVX4h3yT9WNPAdY+i1S7B32YlFEwolvAdY+i1S7B32YXgOsfRapdg77MQiiRvHrEEmfwl79Ir+mJIUOsXH8Fqlv8AMO+zBJih1jWHf4L1I8dW3QO7dv5sEULCiW8B1j6LVLsHfZheA6x9Fql2DvswRRMFmPlB+Yj+qIkfAdY+i1S7B32YI/RKuV7ML1I8VP4h3yR9WCKFhRLeA6x9Fql2DvswvAdY+i1S7B32YIomDMeI/wDov+JMSHgOsfRapdg77MFZodXyPfwXqQ+D8w7t4yfqxIRQkKJbwHWPotUuwd9mF4DrH0WqXYO+zEIomCy3y6PXEj4DrH0WqXYO+zBJeh1gPJ/gvUht36B32YIoWFEt4DrH0WqXYO+zC8B1j6LVLsHfZgiiYUS3gOsfRapdg77MLwHWPotUuwd9mCKOc/B2fWv+yBRNLolX0LQ969S3r2aB3ZtH1YH4DrH0WqXYO+zBFEwolvAdY+i1S7B32YXgOsfRapdg77MEUTCiW8B1j6LVLsHfZheA6x9Fql2DvswRRMKJbwHWPotUuwd9mF4DrH0WqXYO+zBFGj8GP6T+yBxNeBKvq9vevUvlN2gd5vzYH4DrH0WqXYO+zBF0vgFw5hnELypfEkjJusl54BT4Qm6gwVIRnUDlBWEi/pjv8xwQe5/lnksrephU7k0VnWFoUs6xZvMlNk3U00lS1cVIdSdtzbyBJtYtpzampCj1qXQo5iltDyQTz7Ex6p4EMN8HmJJFI4RK2im6NMkkreqCWFgKSsuEpWCVnMltB3ZQ4VHxY8NtnZ2KpV3V21Ja82EutYcCvrWH/axsLYWy8Fs+vhKmdrSxzmClBIJdmJd2gX4I8twQcB6Gptqq1ymSzzjbjkuuXlGXUhTZUotBIVxkqS2UhalIOcpskpspTpHAPwFs1869jugqpKJoBegp7VyyRmOVeYnYLpuUC60kWsQoyMlgjglmRTKnM4skWJFxKXZpoVNBdUVEgoyWztJQbC5ClK8a2U3Spzgu4K5h0mk8LNMQyqYGXTrbzIZW0lxFwXE3yhWjURtz3BQkJKhxm0MVqT5u9VD/ANvWxHAmlhK4kQRkwu+LtzNJEAeMnemktwWYTwyyqmU/hfkJZlCnFrTTGE6uXA2lRUkJeSpWfxUnICdGq4TZOaXneD3CxqbTEnw7NoYm3BoiCXENoKVqupZdRuCALZQcy0i1tsaucEnBNPU6WdpXDFR5eYbHxxU28jKolKMujRmCthDt7ZrZmxzqiP8A9FHBsEtPnhrouieICQGPhUXKUjOjS8Xaok2JslJJ28WI5tidzj9535lk79v+y7HmdWQDpTwcX3xl3H61UovAGDphy8tw4rk5ZtSszkypDjikhCDdKEPgG6isJ23NjmCLDNyx6bqTFYnpD37rdaZnVy6Xi++U5EAJDvFCuKoAWy3O7ZHSDwP8Gy3Xpk8M9Dl5ITK2Gk52nn7BTgClJS6kFJCEnMPOJ2A3A5S1T6czPzLTlUl8hmFIDnGy5UgDODbaDyWuYPwmLc0w8g9Rcd467LdhP+IjYOAcHYrZtWq0aAsw06ET0Wzq4HpWtYLpjtKwm1M0lBx7OKl36U+5OPtVG4RNBha2lBJsqxWgpLZAOxO0FVo437piRokvOzSKPOmoy0m5LMS0068JhaUlAU4hLltqQ4pzds/pjsa8G8Ezc3SQvFbK5V+ivOzrjdQbzNzoZccbOUi9iUhOj8bNlBIKwI5R7ovD+H5N2fpGA3nKpJMvSq2VMuiaUbtpLnGQAFAKKhcARd2dQxQxdIucYzA7/DXRUtoftv8AZ/a2ErYCjgKofWY6k0uFKGuecwqHKJlvuyNBpBmfOUKJD3vYg/INS/mjnswo+jL5WrFgngyruOpB6oUyfl2UMzCpYpdS8pSlJa0hy5EKBOXcnxjtsDYkSUhwN4rmfCSZaekHnpGWeWppDriispaS4EpITYKUF2QCRmKVAbjDun4nfl5JpuXpVLaQq7pQ3LZU51t5FKsDvKTlPo2bok2uEHECCvRmXQXFBxZShQKlJtlJN9pGUW9QjknaZBjJ5rjHalUf9H/yC5jiahTuFq9OYfn5ht2YklpQtbKyUKuhKgUkgEiyhyRGZleWrri94jxDJzjzblaosm4JhVnX2WQHxlSEpIUTtsABY7LADZFbqlOmJJAnZVuXm6e4fgppEuMp9Chbiq5wYuUMSKoBcInTr+uCt4fG8rAqNyk6TcHv49WvDeojMry1dcEYUrTt8ZXjjl9MZ1pXmJfsUxuxNK07fwMv44/Ep54tq8gKUrMeOrfzxjMry1dcPJZE9PzGgkqeh9wnYluXCj+wRKmXpVGaQqtoamZxRuZOXShIaHJpF2IufJG3njU+q1hy6ngNfrrNloq4hlI5dXcBr+g6zAVezK8pXXCClX8dXXHQJCpU4yjS2sL0ZKVpzWXLZyL/AFlG5hnXK8zJiXLeHKJkWshxIkkjMnmvvHrG2KTce57+TDL9oVBu0Kz35BR/8gqe+pV2+Mr5JHL9UQPMry1dcWWapTdTKJvD6pBTS0JJln1tIeZ2bjmsFDmIP2CIqckqrILS3OUpLZX4l5cEK9RAsfsi62tTfab8N6u0sVSqnKDDuBsR3KPzK8tXXCzK8tXXE43h+uLbS45IScvnHETMaJlS/UFEGAT1LrFOa081TmA0DYuIQ24gH0lJIH2wFak4wHCe1S3F0HuyNeCeEhR7ql6FnjK3K5frGBZleWrrh07NL0LPwMvuV+JT5RgWtK8zL9imNqsIWZXlq64WZXlq64LrSvMy/Ypha0rzMv2KYIlKKVrLfGV43PAgpflK64dSs0ozLY0Mvv8AMpgQmleZl+xTBELMry1dcLMry1dcF1pXmZfsUwtaV5mX7FMEQ0qVccZW/njeYUrTucZXjq5fSY2TNKuPgZff5lPdG780rTufAy/jq/Ep5zBE2zK8tXXCzK8pXXBdaV5mX7FMLWleZl+xTBELMryj1wXMrUzxlfKjl+qYWtK8zL9imC6yrVCdDL/Kj8SnyTAImuZXlq64WZXlq64LrSvMy/Ypha0rzMv2KYIhZleWrrgrClWc4yvEPLC1pXmZfsUwVmaVZz4GX8Q/iUwRNcyvLV1wsyvLV1wXWleZl+xTC1pXmZfsUwRCzK8tXXBZVStZZ4yvlE8vpELWleZl+xTBZaaVrLXwMv8AKJ/Ep5xBE2UpeY8dW88sYzK8pXXBlTSsx+Bl95/EpjGtK8zL9imCIWZXlq64WZXlq64LrSvMy/Ypha0rzMv2KYIsTKladfGVv5/RA8yvLV1w5mJpenX8DL7/ADKeaB60rzMv2KYIhZleWrrhZleWrrgutK8zL9imJ3DmEsT4sadeoVLkn0srDa87su0cxGwAOKST9ka6lWnRbnqOAHE2C018RSwrDUruDWjeSAPEqDaUrQTBzKvZHL9YQHMry1dcWTFGF8T4Fnn6JiuiN0+d0DT4aWhtV21q2G6SRyEb9hBEQGtK8zL9imJp1GVmCpTcC06EXB70oV6WKpitQcHMdcEEEEcQRYoWZXlq64WZXlq64LrSvMy/Ypha0rzMv2KYzW5Yl1K0h46vEXy/VMDzK8tXXDliaVpD8DL+Ir8SnyTA9aV5mX7FMEQsyvLV1wsyvLV1wXWleZl+xTC1pXmZfsUwRCCl3HHVv54JMqVrL3GV8orl9MZE0q4+Al9/mUwSZmlCYdGhl/HV+JTzwRNsyvLV1wsyvLV1wXWleZl+xTC1pXmZfsUwRCzK8tXXBZhStIOMrxUcv1RC1pXmZfsUwSYmlaQfAy/io/Ep8kQRNsyvLV1wsyvLV1wXWleZl+xTC1pXmZfsUwRCzK8tXXBmFKyP8ZXyXP8AWTGNaV5mX7FMGYmlZH/gZf5PzKfKTAImmZXlq64WZXlq64LrSvMy/Ypha0rzMv2KYIhZleWrrgsspWnRxldcLWleZl+xTBJeZUXkjQy+/wAymCJtmV5auuFmV5auuC60rzMv2KYWtK8zL9imCIWZXlq64WZXlq64LrSvMy/Ypha0rzMv2KYIk4pWrs8ZW9fL6oFmV5auuHTkyrV2ToZfev8AEp9EC1pXmZfsUwRCzK8tXXCzK8tXXBdaV5mX7FMLWleZl+xTBELMry1dcLMry1dcF1pXmZfsUwtaV5mX7FMEQsyvLV1wsyvLV1wXWleZl+xTC1pXmZfsUwRYCl6seMr5Tn9EDzK8tXXDkTStWPwMv8p5lPNA9aV5mX7FMEQsyvLV1ws6/KPXBdaV5mX7FMLWleZl+xTBFlhSsj/GPyXP9ZMBzr8o9cO2JpWR/wCBl/k/NJ8pMB1pXmZfsUwRCzr8o9cLOvyj1wXWleZl+xTC1pXmZfsUwRCzr8o9cSk+h99imssIcccW1ZKUAkqOzYAIYa0rzMv2KYs9JxEzh6rYcrM3TUTbMg8ibUy2vQLdy2OTSJBUlJ5QPTEFFWVy0823pXGH0oABzFJAsb22+mx6oT0tOy4Cphh5oElIK0lO0bxt9Y6461X/AHQi8SYeYw9UsKocQy4H1Pa3Zbrt21XWA3lKc7KCEgAAKdA8fiw/CpwzP8JtNp1OdoSJAU8gBSZku50pz5SQUjjfCKClcoSjYMu3GTwQrm+ZXlq64UYhRkivEolnVWbz8iDo07DNtAjZyjNB0JZubT8gbA3tONbrfnRQLnng0sTdzb+KX/RFE7PpE6ny9Fyzs9xPv+X6qw1+SVNtsiXm5BZSok2nWdn70Mae1WqW4pclOSaA4MriDOsKQ4OZSSqyh6xENc88K554tU6NNlPk4kdf+ysNw7xT5JxBHWP1VrFFodVSXXZyXo8yd6ETDTsuo84+EzI9W2FK4Yo8k4l6erstOkLGRmTmGk5ubMtahb7AYqlzzwSXJ07e354/piBRAsHGOEj5xPmtXNK4GUViBwj8T0vOeCsM5NVlxlUjTnJKnyR3sS8+0M/pWrPdZ9ez0CIjwNOedkv56z7UMlE5jt5Yxc88bGMp0xDQt9Kg6iIYQO437Tmuesq6yDTbUky25PyCVJQAQZ1rYfvQyr8kqbQwJebkXClRJtOs7P3oq9zzxkE33xXZhKbKnKCZ+upaWYN7KnKBw8P1Ui9R5tRR8LJbG0D8NZ8kfWh5IP4opbZZp9abYbN+Iios5fWBnsD6ohnybt/okf1RArnniy9tN4hwkfXUt76LqrctTKRwLZ/FSL1MqMw4p6YmpV1xW1S1z7KifWSuHdIRVaPMF1lyQcacGR9hc6yUPI5UqGb/APpEHc88K554ObTc3KRZH0X1GGm4iOEH1VirOHbaOapK2VyKhsUuaa+CUTfRlWaxI5+URF+Bpzzsl/PWfagkjVXac22gtpflnkkPsL8VwBR6iOQ7xDg0ql1Nw+BKhkdWeLKTdkK9SV+Kr7bGK3Lc36NYGNzurr4Rx0320Xeo7JOPos/d1QGoAA6m73iQIlhJGcO+EdMExDhDiz8DTnnZL+es+1C8DTnnZL+es+1AJuSnZB4y89LOsOjelxJSfXt5IBc88WmuY4S247VyKtDE0HmnV6LhYgtIIPWCbKTlaNOCYbJdkt/TWfagQo05b5WS/nrPtQKnMPzM8yzLtLcWpVglIuTEmGqbh8FUyW56pJGxkcZlhX1z89Q5hsHLfdGqrXZT6IBLjuH1YdZ+av4HZWJxjTWe9rKTdXuBgdQvLnHc1sneYEkYZwfWFpaemDKSku94kw/NNpaPpCrm/wBkSAwdRkjK9jOQzjfowlafsJcF+qK3Oz03UXzMzj63XDyqO4cw5h6BALnnjFrKjrvdHUI+ZBny7Fy8bh3vrHmtYhm7otk9ZkuAngDbSTqrO/hKmqbL1OxRIHJa7c2620o/m5VqB/ZDVeD6/MPOrk5REygLUStl5C0gXO8g7IgwTcbeWNpgDTu7Pnq/pMQ6nWH+m/xE/ItV/ZRwuGDm7Sa+rOha5tMj/wDm8HwCmWsE4mmNsvTS6m18yHEFPXeGbtCqDCy2+qUbWN6VzjII+wqhmxMTEsrPLPuNKBvdCik3+yJNOLMRJQGzVXlpHI5Zf9IMYg4hmoa7xb+b8F0XjY+Iux1Wj3NrT3zQjwKbeBpzzsl/PWfagvgeb1Up0slfSg/hrPkn60GRiCWfVar0OUmhfxmhoHOtGw/aI3VLYafYzs1WblWi6CpDsvpFJNjsBSQD9tt0ZDEZDFRhHZ0h5CfEBY/ubnDc2CxdN39Lv4Th253Bnc17j1Jj4GnPOyX89Z9qF4FnPOyX89Z9qHgdwlKpAEtUp9fKVupYR1AKP7Y1VX5dHElcO0xtF9y0LcURzElX9FogYgu9ym7tJA/XyUnY9OiP8xjaQPBrXvI7wMng8pr4GnBtLsl/PmfagsvRpxWkCXJNXEO6dZP/ABQVWJnkm8pSKVKnnblcx/fKrRu1ivEKgsCqvIAQSAiybdQieUrHSmO93o0/NY8z2bTMVMW4/wBtGR4urMP/AIrAwdiNQCk08EHaCHm/ajV3CVfYbU69JobQkXUpb7YA9ZKobKxBXVEqNZnrn/vC++NmsRV5pYcFXm1Eci3lKSfWDsMYzifhb4n0WXJ7HNuUqjryNPfHKDwnvWngac87Jfz1n2oJLUebEw0S7JfKJ/21nnH1ocGYotYbGuWps4N7rTd2HfzkDak+kXHogjGFaqt1p+nqlp9pK0krln0qy7b7QSCDs5RE88os/wBboHrMDuOh+fUE/wAObRxPS2cRiG6/w2kuH9zJztjQyMvAkXTBVGnMx+Fkt5/21n2ox4GnPOyX89Z9qNJql1OTWUzVPmmTf57Sk/0iG6W3VKCEoUVE2AAueqLDX03iW3HauRWwmMw7+TqjK7gWkHwJTvwNOedkv56z7ULwNOedkv56z7UOJbDFXfaEw+0iTYO3SzTgaFucBW0/YI2Ehh6WuZ2uuTFh4kmydp/OXYfsMaDjKEkNlxHC/wAhbvXUZ7ObVyipXDaTTcGpFORxAe4Fw/tBQZijTheWQ7Jb+ms+1A/A0552S/nrPtQ/dXhBtxekZrDy77fhWkDd+aY1Nbo0vYSGGJY23qm3lvE/YCkCI5yXHo0neQ+ZnyWz9yMpia+PojqAqOP/AItLfFwTMUOfWcrZlnFbbJbm2lKPoACrk+gRfcNS9H4MJqSnsT6srEE642EMONB7wNLqIKphxFjd/LcoRvTcKO2wimKxM+0hQpdPk6c4u+d2WSoOeoKUSUj1RFzExMzj7k3NvuPvOqK3HHFFSlKJ2kk7STGmtRqYxvJ1BlYdRMk/gB1XnfaQeHtrZVCuxuGp4jOwznytLQdMoBcZI1zS0TYXbM2PHuMJ7HmKa3iifdWtU24nRBR8RlKgltH2JA9Zud5irwZr8HmPUj+sIDFqlSZQptpUxDWgADqC14XDUsHRZh6AhjAABwAEAJQoUKNi3okv8ofzF/1TA4JL/KH8xf8AVMDiUShQoUQiQ3j1iCTP4S9+kV/TAxvHrEEmfwl79Ir+mCIcKFCgiUFmPlB+Yj+qIFBZj5QfmI/qiCIUKFCgiUGY8R/9F/xJgMGY8R/9F/xJiQiDChQohEoLLfLo9cCgst8uj1wCIUKFCgiUKFCgiK5+Ds+tf9kCgrn4Oz61/wBkCgiUKFCgiUKFCgiUKFCgiIPwY/pP7IHBB+DH9J/ZA4IlChQoIntIZRMTYl3L5HShCrcxcSDHuKue5X4C6I+GPezVX0IlWZh59VacbS3pF5bqs2qydh5cxNgEkXUnx3wcUqUqtbcbnEqUlloOpAVbjBaSLx9EHV8LE845SKNiuh1R6Qc0c214NQUyqkoWprOQtW1a20hFgSCpOfIbA44f2k2XsyrUw+Npue7okQ0HWeJH0FQ9p/2S+2vtfg8Htb2ex1LD0JqhwfWq0i4tNO/8Om8WmBmIkuAEkwuV0X3Nnud8QVGZlKZQKsZZhh50TjtZcQ0VIWsJurIQlCkIC81ybK8UgEhU73OnuZJqT081Sq606022uYDFQdeZbK8tgHcoCvGAvs235jHSZyqcKJxTWcLHFVBcMgwlRfepaUtuLWlabOEq+DQA2oLWo8TcoA3AbURzhlcXU6fNTFAk1yol2pllikh3Oh1PwYISAFAoIItcWNja4Bs/449n9BQdv/6bYt/3ryT/APh2/ankdUO2aLRDHAc7xEw6L3w0kHMNG2MTEwufN+569y4JVU3OU3EDKEJSVZJ512ylBRCeKN5CTbl3ggEWiUPuVOA55FeU5Ra7MpojYdlmhOOtZm9AheUrUm17k7DtHNFxS17ot2VlZJRw2gVA5UyzkukJOdovcbi5U3QFqOYjakg7SkHn+EeF/hQqGLEUpqtUlnw5V2ZIvCWQvKs5GwrRg5wndyC+2J/x37Oj3sM++n8No6vj6wrVP/hm/a7ig92D21QdGsYys4Ae9uw4IkMeBEk7tClLe5h4BXcSOYdmcK1dhbLzjTjhrijYbdEbZRfPY3F+KVNjaVWGKF7l3gIxFKVJcvh+pS65GVccumuLd+ETfcMguixSQrlOcWGUFVrrmL+FijUhmsz05S3XlS7c+2lqjZwhtb60LJc3JUnRIWoAbApNyCBGvCljjH+BqEJqTxnQKq3OFcm6mVpmiU38EHQg5jvCHUqIHi6QC97gQfbr2c15B0f2M36fbWLf+Gv9r9dzKNDa1EvfIbGKxJEsu8/6EQQREkDcCTK+d7qQhxSU7gSBCjDpJcUTymFGhe0gixWwVKWGx376e6DS6pW7lg58kv545vVF4eVLPrmVu3KpptLatiTsHOcov9lol0UhLaUTL0yw04qTLKGXFJQspO75tgNn/rG99A0ozEXWo1CHBsXOi5XmlOZ376e6FmlOZ376e6L8prwfMSzb0sptySSUBJy7iOTi7uXlgLSmGm5dsNn4s6XU2KQLn/y98bBhKhEhZE1GmC26o+aU5nfvp7o3YVKaduwd2qFuOOf1RdVFhTZaU1cGZ1n5vjfd3+n9kblxlSpize2acQtV8u8Eb+Lt3eiHM6ijM/4fNUVSpTMdju/y090StLw+ifY12YdMrK3sHFrTdXpAsNnpJAi1tIaqU+40UEGcQGVni7E8pPF2xJ1qdbS8JFhpLcuwzq/Fyi4tbLuOwc3PcxVrUK5qNo04k3J4D9VWq1arqgpUxG8ngPUnTsK59Nt4TY4kvNVGZUPGWkIQgeq4uYzL0ul1IFFKm3lTCU5jLv5UKX+YRcKPoNjFqZck2FyaghStVSUJy5U7CLG10m37Y1lxLMiWDAIVLPF5AOUbTzbN8bf3fWaOi6/X9fKFbou5MjO2Rvvf/fujq3KkTAl0LShxDyVJbQCCoAjYOS0CzSnM7t+unujqGIkszTbNSS0oJnFpfd4wNnhvvcXvs335Ih3lMPCbSpvZNqQpV8vzefi7f2Qo0H1mZvHtGq3Yqi/DVSwCRqDpIIkGN0jdu0VHzSnM799PdCzSnM799PdF7ceZcXML0RvMNBpW1O4f+WMJdZDrbpaJLbGrjanxfu7v+rxt5nUVfM/4fNUl1Urombh3cr56fK9UDzSnM798d0X1DrDKJHKyfiiFpSbp+ceTi7P2wJCmG25ZtLWyWdLqfF3kk+T6fTDmdRMz/h81W5PEipdsS800mflwDZmbIWE+lJtmT9hghrmH75kYTlMx2i8w6R1ZosBMuW3Gy1scmNYPi+Ne/k/9c0ZfWy+mbSts2mykq8Xk5+Lt/ZFZ2yA4zEdhI+RErt0vaPadJgpkteBpnZTqEDgDUa4gdQICgPfO6+tMvKMtSDSzZSJRCUZhzFViojdywypVKNYdKJdK0oRYuOrcSEo9ey5PoFzFxbfbVMuu5Dd5kMm5TewHKcu2J1T6aXRpeVTKnWZhrICFAFKdno5rDaOU7YwqYN2FaKdBoBcf9yeMBcjau2NobQe0V3lzzYSZDRqYGgHUIEwufTlPwrTVKYmqjPPvp3pYS3lHoJO4+iI5a6Db4NqoX5bvN7vuRdGNWl1SZcBOp5gAjLfbvtxdn7Y2aXTm2pdvQu/APl7YWwNt93F2Hbv2+qNzdnVR7zpP1wWinnZeCT1n6HkqlISuHp5wMa7NSrqhxC9kUhSuYkAEX9UN6lKCQnXZebYebXnURdabKFztBttEXJaZJ0ONNJKEuTImAleU7fSQnf6f2RN5BX5KekHGSt5XHZOZKlKAO1JNrn9nJyCMKuGq4fpky3f1dfr4roYdoxQNEMip9m+v9JHE/ZI32IMgjlGaU5nfvp7oWaU5nfvp7ovkwUrcfccYUNOyGT4u4f8Al/ZGG3mm3GnA2fgmCwPFvb7u70RZ5nUVLM/4fNUTNKczuz66e6C5pXVTsdtpR88eSfRF1ZcYZMoUtfggUE+Lyjk4uz9sJvQIlGWw18jM6YeLvsd3F9MOZ1EzO+HzVFzSnM799PdCzSnM7t+unui8rWw4240WuK5MCYI4u/Z9Xfs/9IkqVJSs6udnJxkaospW9mKQFlO5JOXbybrftjXVoOosL3LXVrGiwvc364d6plMw8xNynhGemFycpmsHFqF1DlIFt24fbsvGihhVsOJlnqm8QkhSjo0JPPbYT1xdKnVfCjy8supLOg0CWwoEAcpNxy7NgtbcNkNpcy7biFqsksypl02Kb29HF/6541U8BiHjNUMdQ3d+9YsFU9KprwBsPxPb5BUZS6LmOVuet6Xm/Yh5KSFHqaXWpFycRNNtqdQ26pCg6Ei6gCEixtcjZttvi1MqlGBKBBPxQKy8VPKLbLp2ftglP1Vl6VLac2rzBmLbE7733DmJjY/AVQ0lpuOtW6dXpNFRvR38Y9Vz7NKczv3090EllSuss5Q7cuJtxxzj0R0GtS0vKzU3KBmzb74mU+Lym/k/ZDYutOuTBLf4Upsqvl+aeXi7f2RlSw7qzBUbobpXp1cPVdSe27SRrwVRYr09Jn4rVKg0ASBlmbf2QX31Va3/AGtOA8qgtAV94Jv+2LQ46yp19zRm7zOgO1O4f+XdCQ8ylxl3RG7LGgG1O77u6MHbKa4y5jSewK/S29tegzk6WIqNbwFRwHgCqO/NNzLhdmXZh1Z3qW6Cf2iJmTww27J6/UJnU2SjOnO4kqKeci3FHrNzcWBiz0aWbmJynyrbRIlisi2Xcd9uLs/63Q9rdR1+abZbQlDMvMBwZVJS2pYvxrEW5TY80aqmGrmoKFKBaSeA3QuHiK+Ir18g11cZk301m5vc8FRainCjMwpDD1SmCDtWC2hJ2clxe3rAhgpdFzcRuesd13m/Yi7zKJVaphCgkJefD5sUq2j/AMu0xl52QdRNpWw4tU1lzHMgCyRyjLc/sjeNn1ALnzW+m5zNBPaZVVphw94Sky3TJ+pEvo+JLUAJg5h8FdFl2Vu4tjt2G8dwxZiDDtK4KMU4XGFaRJVFGoy82mnyyUtyMwt0KEuHFZluOBtpZWsqPGNhuMc/bqTMrNmekGnGpgsBpLhWkqbUNykkJFrcnKOeBCfXpErUp5XwZQoFYOY854u07Tvudp2xzsZsB+MqU3udZhBiTqHA8Y3cJ64EHhbY2Kdr4ihVqGBSc10Am5a8OEiQIgEaTcXgQaI0qV0Exsd2BN+Onyh6IFmlOZ376e6L7KrZYYZSlo/FfFtl5TycXZ+2BoUw2220lk2bmDMAcXft+rv2/wDpHV5nUXdDn/D5qjZpTmd++nuhZpTmd2/XT3ReFllbLzOi2PPh83y79n1fRGzy2XjNlTR+NhIV4vIOXi7f2Q5nUU5n/D5qkMKlM5sHfFV89Pkn0RpmlOZ376e6L+l5lbzrimTd2WLB8XdY/V3eiBsuNMuMOBo/AMlkeLuP/l3Q5nUTM7h5qiZpTmd2fXT3Qs0pzO/fT3RemVss6plZPxTNk8XlHJxdn7Y0RoUtNtaLY3MGYHi7/u79v/pDmdRMz/h81SAqUuNjv3090EmVSmsu7Hdrivnjn9UXZamXEPNlrY+8HlXy7SLfV9EbTi2H3Z9WhPx0jNfKdx2X4u39kOZ1EzO4eaoeaU5nfvp7oWaU5nfvp7ovinmluLcLJu4wGD4u77v/AFzxqhxpDjC0tkaBgsJtluAebi7P+tsOZ1EzO4eaouaU5nfvp7oI+qU0m0O+Ij56fJHoi6sKaYTKpS2bSpUU+Lyjk4uz9sbLUwQ2nQ2DbwfHi7/u/wDXNDmdRMzvh81RM0pzO/fT3Qs0pzO/fT3ReVllbcy2po2mXQ6rxd4IPk+j0Rs84y9reZk/G0pSu+U7ufi7f2Q5nUTM74fNUTNKczv3090FYVK5H9jvyW3jp8pPoi7KcZLrroaN3GNXPi+L93d/1eNmHm21NKDR+AlyyPF3Ejdxdm70w5nUTM74fNULNKczuz66e6FmlOZ376e6LwyWWBKJQ1YSilqTYJ+dzcXZ+2MoU0htDYQSETGsC+Xxr38nf6f2Q5nUTM/4fNUbNKczv3090EllSmmRYO7T5ae6Lo5oHG32yz+EPB5Xi7x/5YLpm1vTKy0fjSUoV4vILbeL3Q5nUTM/4fNULNKczv3090LNKczv3090XsutFxTmiN1S+rm+Xd93d6P2wmnWWnGHEtG7DJZTbLuPNxdkOZ1EzO4eaomaU5ndn1090LNKczv3090XlpTLSZRIaPxRSlJtl5b7uLs3+mMJLKW0tJasBMax83f93f6f2Q5nUTM/4fNUtapXQM7Hd67ccej0QPNKczv3090XyYW09KOMqb2PvF03ynbs38X0eiNXlsvKm1qZN5tKUqvl5By8Xb+yHM6iZn/D5qi5pTmd++nuhZpTmd++nui+F9ouqd0RuqX1f5vi/d3f9XjDDjLC5ZxLRvLNltPi7jzcXZ+2HM6iZncPNUTNKczv3090LNKczv3090XlhTDCZVKWT8UUpSbZeXfbi98ajQ6INFo2EzrHzd/3d/8A1aHM6iZn/D5qkZpTmd++nuhZpTmd++nui8uqZcRMoLJtMuJcVfKdotv4vohPraeVNrU2q82gIVfKd3Pxdv7IczqJmf8AD5qlBUpq2522k8tPN6oHmlOZ376e6L/p2sukLRuWtXPi7rfm7tv/AKwNp1ppyWWlo/Fmi0nxdx5uL3xPM6iZnfD5qiZpTmd++nuiy8GlBo2Ksf0DDlTRMKlKjPNS7wQ6EkoUdtiBcRJsFhhEslLR+LLUtNsvLvtxdn7Yn8Bzuo4yoD0s0AtussPjMEkZlOAHZYch54q4zB1+bVOTMOymO2LKrjaeJxOFqUcLao5pDTMQ4iAZ3QV27/QtwW4Prs03IU6sS6GFolnpszxUkBTYctZSCBclAFvTcpuLzsjhHDU5S56cZqlfalpZLEyoKn05S4tIUoqAa8ZB2EpzG6Tyi0dlp1EcrUpLTiZqXM04pxbErqgWpRTdN0qKhY8hOzYdlzsh1O4Rqsi7Jy83NSt5qZUyvLK5gdmZKht25gDvyi/KdpHxF+G2higKtQFxIHSLpnx48N06Wv5/Z/s5+2bYeGGz8Fth9INN2txVQCRdzg3LvjUWF4kgZuHPYHpstNOIXN1RDzq1y2Y1htJVmcUkFd2gcl0KKiL7SALm9nMzhrDLMtMzaa1i5ZliyLGYUM+d8t3SdCcwBGbMLg32HYY7U1hdc2yh4VRsqWguFBp+ZSQkBS0GyjxuNZI+coEbIDT8MTs9UGpdubl2kTZKUuLlUhYShnTDMnPf51rE7CSRGsbPxhyjILkaEXkjtV87P/bk/pP23U6NzGKqCwudWncDp/tx9vCtDNMmpt2vYnzNKQh1lFRSonM9o7H4PbaySSLp5QSLEtneCrCdONcm0TVY0tK0b4KH0klJQFBZKWidllGyQTZO7aL9snMJVlh2UZklNPInXFMpUqU0YSU7VHaSSAb77G4OyIjDlJqFRxTM0jWZZtE7U9RLpbSTnShI8S4O3ZYnZyX2bNNXCYyiCXiO8f0mNO3xUUdlft3dL6e3X73RzqpoCAfszoHjSYMblyul4Iw7NUpU0mbxEwvXESqZQzyELXnCVXF2wCQHTcbvGuRtimcOWGZfA/BkjFtNmp5c8/PolyiafS81lXmBWOIkkkISeT07o9iP8E1ZbrrFIXVpdTbkqZkTOoqKUuZ8qUjbY32EG97X2br+ZfduSE3QMETWHJiZbmNTqkkdIhvIFZkFW655FWixsrD1quPotqNGQvE77cNFa2S39tmFxzMZi9uPdQYeUqAYmq4mmLEQWgHsN14fJJJJ5YUYhR9uXWXVFYnXLpKKdUw3o2UpK1PLVnIG0IB2CAIrdRdWsqxI4ToVLzawuw+r69u6KOqdmHC445idRW+gIdzB8lSfJPF2iDy87MZ1q99CiRLraBtMbEW8XxN3oi3TxbqdxrxuT4qs7Dh7i8tbJ/pXRPCs7UqWxNeGXQthKm3crq05bAkE7N9t49Z54i0VKpOpbU1iFais2yCYXmSOcjm64q9HxBM0mZZc98hdZaGXREPgBP1eJsP/APTdDuoTtBmVIep2LJmSUhwuJaLD5bQo3uU2TxTGiltGthnFjgS3dE26vSy6b8LRxlIVpaKgs4ERMaOBNtLEEzNxMmJlysVFslK668FBeTKXnL28r1QRip1J1aslfds2pIKtO5Y3O8eiKkahMJKgnG6yC5pdqJravyvE3+mHMjOszUzlq2OH1MrWlTiENTCi6QdgN0gfad0WTtR4vfwK5jqDGiYHh+qvUlU36dKzVUfrhfQApqXKnVlLq/qg77erl5IhjXZ95y68RLBWnSFWmWBc/N2Df6IrldxDMVeacWMQhmXKdEllKX7ZOY8Tb9sR4nZhK0uJxSoKS3oUkJmLhHk+Ju9EaqOMrBxqv953kBoPreStVLClsucGyerTq+t8q4prU8S2DiFxOcEm77nE/O5owmtzxCCcQOjMqxBfXxRzn0RT0Tj7ZaKMUqToAUtWTMcQHeBxNkYTNOoS2hOJyEtLK0AJfslR3kcTYYsfvCqtnNxwb4Lp9Lr70zKu02crRUcidEsOrzBNvG2bSkbD6gYiJqqzso8+w/W5lLrKgkpD6+Mfq88U41CaZcbW1ipSSMj3iv7V2HGIybT64mJuuUStS60VCtuyj7mQuLl2XlJcIHKCBcc193PyRSGOr4eqXNEtdrG48e/euq2jRxuFFOoWtqM92RZzdcs7iDJBNiDEiBMwisVBxwtS9bdcIF0hLziis8w2bT6IPMzdblMiahUpuVC0Z0rcU6gfm7RtMVlzEglZcy1IxE4lxzY/NvIeLroGwJAyEISOa5Pp5IFT8UVCVmw/OYoVOtFvQrae1hQLfMLo2W5I2naeLu5otwm5/AfWi5VLDZ6gFTK1vHLJ7bHyue+yszlSqSW2FnEK8jiSc2sLIRY7lcx9EAFbniEn3wO8ZWUjTuXTt3n0RETU5SEtyztLxlOSOjSoNtKamFJbBO0JITe3XDFurTDJSlOMGlJbWXEBUs+QFc4Bb2GNjdrPduI7irFTAspGCWnsAP4gjsIBVk8Nz1iffA7sVltp13I8oeiMmtTw0lsQOqKNwS+5df5vPFdNZCkKbcrsitKnNMRq80AV+VsSNsbKrIdLqTiOUbEwQXVCWml5yN1wpJvE/vOp1+BWvmjOLfu/XzVvo0zVZ+pIZZrrriGyHFqEwu2UbSATy2hVjErs1PLTKVwNMJBKcjqwCRvvYeMd9v2xGSMzNzEs4mmVd6YemwlqYnJhDqAUeQ0nL6N9yfVsiPaw9WFTipI40lkTjDISWdK+VoQfmbEHbuuneL7dxtSO1xy3KVDGUW17z1bh/usamzn0Ry9VgAIMSBJaNXBszGlwDA1OsSia1OkoviFxOcEnM+5xLeVzQhW54hJOIXRmVlIL7nFHOfREZU8JYroTEvNvVollq6GnJdTzgbJ+bZKbpv6hEDrEwyENe+VSNCvSITkmBkX5QGTYYt09rGsJpunvVegaGKZnoFjh1CVcfDU9ttiB0kLCbB9dyPKHog7eIZ6TnVPqry3AyvxdMs6QcoTzxR9aeVdCsTkpW4HVApf2r8rxN/pjeam33HppK8Tkh9w6UFMxx7HZfibYzfjnvaWu0KsMpGm4PYACNDC6HXJ+oMTLk7LV90yrw0iFpfXlUoi+Uenm3cvpiONfnnFgrr/jJzE6VaQk+SbcsQ1KxRLtsKkqzV9aaWkoKwh/MUHeg3TtHNtBENJl+l6UOSGN5psJb0aQ6w+SlPkApTu+yKtDaWIojkqgNtDcyO7eurjsHhsUedYcsBddzSILXb4mAWk3EGQLEcbI3Wn3VNhWI3Wc97lTzhCLDYFW3X+2N01OoqZuMRKsXcpOtKAAseMfRFLTMKb0OTGFtXuGrNzPEvvtxNkFaeCZVCPfhkQ3MaRJDczxVEG5Ayb4tDaj98+a5Iw7RqG+Cu1OmKnUJgy8rXXnlJVxil9dgjy/V1QWr4qdWoy1NrKm2ZcBIUHV5njfbY8ouOseqKlMVorlU0Wh11eVxZdeeU2/pph1Vrk2TsGwWHo2nfDKflaxKB01CuOoTM20pUl8hdt1yE2P2xV59Uq1Q+qYj3RPmevhw7VFLZleqDieTGVtrNMDtOknyHarQqtTuZQ98SzlTmBD7llHyR6Y2arM8s2GInEhTeckvuWH1T6Ypap2YWVqXilRLiNGskTHGTzHibRBGJx9KitOKFZmmC0g5X7pRs2DibvRFz94VU5uODfBW1NanVaP+ELgz77vucT87mhIrk8Mi/D7oJVaxeXxR5R9EU5E4+3otHilSdBfRWTMcS++3E2XjAmnQhDacTkJbXpEDLMWSvyhxN8P3hVTm44N8F0+fqVQq8hLz0hVXQtAUhxCHFJzlPjKTzjl9RiGNWqbLxSquv5kKTYB5wFdz831RXKJiFdMfXrFdTMMvL0jgKH8wX5YOTf69hh7O1Wmz8+qalMZzTRmVpLzLrD6kqIIsN2wejbaKVDH1sKTSIOXUEX1vEDgu5isPhdoUGYhrmiqAA9pETAgOaSYMgDMJBm4EFSi6zPZ1j3xOGwzA6dyyjzD0xgVmeKkp98TnGTmJ07lknyT6YrblYmi4sqxg04VJ0aiuWfJUjyT8Hu9EEarBW63pMXMywQjRB1qUmCtLfkp4m7qi1+9KkTfwK4xw1MCbfd/VXqnVKckKQ7VJqsrC3/gWw86ohtW/aNu3ZzckQhrk8QFHELt1Lykady4G7MfRDCYlpufkEVOnYlTJ0ikp0LDz2mSpTh32ARcrUbnrgT+FcRsSCZ6VxGzOSzatYSZR111STvz5AnMPSbbOWKdHauR7nvdDnH5aCePVxKrnDc2bylcNbmI1GkgZR1EiCJ11EhSr1bnwty+IHSUqy2067keUPRGFVqdTpP4QuHJa1n3OP8Am88VGamni682rExyuOBxaSl+yl7OMeJv9MaLnH3NLpMUKVp7aW6Zg57br8TbF/8AeFVbebjg3wVwdq82oONLr61oyEn4dZSrnT6T6IagypUlOvy4um5JKrJPknZvh/gvgj4XuEdldSwdTapUpV0GVVPKQ6xKrNvki+8Etk/Vzco5xEJizCfCPwfTrMnjKQrdDfLWWXE4w+0Ft/yainKpOzekkRWG2adSryIe0vG6RPhMreMNWpNzhsNO/KYT9sy5aJ1xkBVs1yeJt+ds74GFSxAJnWRdWUgk7B5R2borMvUZ5thWStOp0AGispwaO6tttmy/ogKahOoSlCa06Eoc0qQC5YL8obN+3fG/nr+CxipxHh+qtilyyUrInGVFKstgTdXpGzdCUqWTpAJ1hWS1rE8f83ZtipqqE6tK0LrTpS4sOLBLllLHzjs2mMqqU+vTZ628dYsHbqc49t19m2HPX8EipxHh+qtzZltIoCeYOVsquCbHZuGzfGgVLEpGvMAKTmJJNk+g7N8Vhqpz6nVqVW3iVsqaUSpzaix4u7d6IGipVBCm1orjyVNI0aCFOXSnyRs3Q56/gkVOI8P1VrSqWVo7zrCc973J4n52zZeFnlrJOuM8ZeW224HlHZuiqIqM82Gg3W3Uhi5aAU4Ml99tmyMCfnUpShNZdCUOaVIBc2L8obN/phz1/BIqcR4fqrZnlhc66wcqgkWJ43pGzdG75l23Xk66wotnZYnj7fm7NsVE1CdWFoXWnSl1wOLBLllK5zs2mN5uoTzkxNZ606dOoh26nDnAOwHZttDnr+CRU4jw/VWnNK5iNfl9icwN1WJ8kbN8JKpZSkDXmBmTmJJVZJ5js3xVDU6gVKWa49mWjRKOZzajyTs3eiMJqU+hTa0Vt4KaQW0EKc4qeYbNghz1/BIqcR4fqrWlcsoNnXWE573uTxPztmyNlqlxlJnGRchNrnYPKOzdFSRUZ5sNButvJDBJaspwZL77bNkbvz86ClArLoSkpdAu5YLyjjbt/phz1/BIqcR4fqrQVS4CjrjJsrKACbq9I2boSlSoz5Z5hWQC2Unj38nZtipmoTyg4lVadIdXpFgqc4y/KOzafTGV1Gfc02krbqtYADt1OHOBuvs2w56/gkVOI8P1VsJlsxGvy5ARmvdVifJ3b42a1ZV/jzCQWyokk8XaNh2b4qRqdQKis1x7MpvRE5nLlHk7t3ogkvUZ5IWtNbeCmWC22Qpy6E5k7Bs2CHPX8EipxHh+qsyVy6sl5xlOckG5PEt5WzZCzS1gddY2ry2ubgeVu3RU0VCdbDQbrTqdASpqxcGQneRs2RkVGeCUpFbeAS5pkjM5sX5W7f6Yc9fwSKnEeH6q1lcsAoicZOVVgATdQ5xs3Rsky+dQE6wrJa1ieP6E7NsVFU/OqS4hVZdKXVhxwEuWUobidm0wVqpT7j6yutvK04AdupzjgDYDs2w56/gkVOI8P1VoUqWCinXmCAgquCbE+Tu3wkmWJQNflxmBJuVcU8x2b4qaqlPqWpxVbeKlt6JRKnLlHk7t3ojKKnUGy2UVx5JZSUN2U4MiTvA2bBDnr+CRU4jw/VWoKliEEzrCc5N7k8S3KrZshZ5awOuMjj5bEm4Hlbt0VRFRnmw0EVp1OgJLVlOcQnfbZs3xgT86EhArToSHNNa7ls/lbt/phz1/BIqcR4fqre6qXQyFa4yrKpQASTdW7aNm6NFKlklYE6wrIBaxPH9Cdm2Kw9UJ1yVShdadUl5xS3AVOELULWJ2bTA1VGfWXlLrbxMwAHSVOccDkOzbDnr+CRU4jw/VWwqlQSNfl7ZM17mxPk7t8IGWJQDOsDOLkkqsg8ytmwxVPCdQKis1x7MW9ETmc2o8ndu9EYRUp9tTS0Vt5KmUlDZCnLoTzDZsEOev4JFTiPD9Va0rllBu86ynPvBJ4n52zZCKpYAHXGbleW1ze3lbt0VRFQnmktJbrTqQwSpsAuDITvI2bIxr87lCfDLtg5pgLueP5W7f6Yc9fwSKnEeH6q2FcsAsicZVlIAAJ43pGzdCUqWBWBPMKyAEZSTnvyJ2bYqaqhOqS6lVadIeUFuAlzjqHKdm0xlypT7pdLlbeUXwEu3U4c4G4HZthz1/BIqcR4fqrdeW0VteYt417m17eLu3xqlUsooBnmE5xcklVknmOzfFYFTqGhK/Dj2b5LNmcvkt4u7d6IEmpT6C2pFbeSWUlDZCnOIk7wNmwQ56/gkVOI8P1VrSuWUEHXWRnNiCTxPSdkOKfUU0yelanLTsvppWZQ62FXIBSoEKIt4twIrWHVvz1dpFMdrL4ZcnmWgELcSUhxxKVZTbYSCdse18T+5r4GMN1g0dVMxM+yhlmorcFaeASVvKQpdgk3KQnMbXVtvawJF3C0a+0GOyRAsZ614/2m9uMH7I16NDGBxfUDi3I0H3S0GZe3e4QuJs+6G4QGA+4xV6cFJTl+DYIKgSBcc4jA90TwgtE6KuU34IBSChg7Tt8X0i56zHaFe5/wCApMqibdpuLlSdQXleUisLcKnAlpYFhvIzm5JFtGq1zsjL/AH7npyVmJ1uXxm8hzI2/epOAqSW3FpvykZUA33ALT6QNB9jKLdaFPw/Rc7/APIZhvnxJ/7R2fzeKrPBbwgY5x38UTiGSYdUtwpdQyMiA00XNoKkC4sd6gBe9463T8C8J9elV1iSxdIP05RUWqjqxLTiMi85TdYzABsJKiUDjp2WFzA4I4LuDWXQ7TadL1yTKpZUw2ZqqOWKdGoKzKcaBQ3xCmxsobcyREtTqVwbPo1WYn8XiYkJdDbgl3HHWW0LQFJQhzRhJSRkFhYXIBAANq7vYVj+mG0gD2/lXoR/xI7Op0xT/wA1nY0B0UqbrmelPKzwF9/WgYapPCRiiSZnpTFjbCJmZekmUKlVLJeZcIsTnAFwlRAVlPFIGZQyijYYxBjadxe5R5WrNMTD9VRItPsMpccbVZCSsthaVW417kpuL2Owx0DwdwX0+XdmF1TGctLJUtWZmYXlcupZBISnaVqSbA7Sq99xMJjglwGycU1CTbrsw/JFp9LIeLbjgcYSRfOjYTtuN4ttEP8AATSC0NpHx+WVb6X/ABM7Fove7EtxWUzE0qYiTlF+UAsXNmSk5QeEhus06hU3GKpxmsUtU3T5tqmLQy/YqtKm7mVBKSVklVkpWbpPLwn3Vc5imVos9hzElTRPPS0/LKW+EEFzi3SeNxvFUN8dxZwrguXojk2yjEicnwKGmallbeYDZcUhF0C/EzANlPz0jZmjmnupcA4bpXAYzjGnmomdmquwyrWJsPDx3ASTlGbxP2xqPsS3A/5kNpy0ZrC9uHR/FWaP/ELsTbVQbJDa+aueSbmYwDO7QuIqkxGsA/gvGMKFCjQuqlBpbe7+iX/RFhdquGKO6hinUCVqbjQTnmplbmRarbcrYVsF+UnqhzJ4iwhPqW3WMHNy5KFEzFPeUkpTy/Bk2Vs+sI0cs73gwx3T4fR6ll0G2qSD2AgdsEukcA0+Kp8KLwxRcI1R5SKA2qaCU5i244pt0WFzZJO3bfcfsg0phCQnFhDVHcG66lOrAHrjU7H0Ge+Y7RBXpML7JbSxtIV8OGuYd4cI7+HXMRvVB37BEnSaHUZ+bYSlhTaFLSNI4CBv5OUn0CL/ACtHwhR8zmrJce2JC2nVOLHPa9gn1gmA1LFVNp7OjkqYGX3UhoOGYWt4jZuJPEFubbyXjRz51Y5aDdd59FZrey9bZ+HOJrjOW3IzBreqXG5ng0dhlRppWGaQNSnpZ2dnOMHGJdAcWg/XWSEo/NFzz2ga8JYbmXELZm6lJIc3ocaQ5ojfnCuMP2xDy+KDJtliXpUslIVfeu+/nzbY3GMpkDbT5Y7+VffGLsNiwZY/z/CI+favDYrHbTxHRygN3ABgjsi4HeTxJU29wXOKa09NqzU4gi4yWSvm2pUQeq8VOrUSeosyWJxoiyrXsRt5iDuMTErj+oSaipiSlwFCxTddj+9FolMU0vGNPElVKe2l1CVJUQtSlt3N84F+OgeTsI5DGHKYzCHPW6Td/ELn0v3lQdncOUYNRbOBvNrOjfABjdZczf3t/okf1RA4u85h6mU8sN1GnAlxIQ0+265on7C10E/0HaOUQ5ewdTZNpExUqcmQZVuXNTKmwdl9x23tyWi8cbQsc2vmvXYTZNTG0mVaNWmQ8SP4jQbCTYmZG8bouqfRqQ7VpgoCtG02Mzi+Ycw5yeQQ6rmHhTWUTco8p1k2S4FABTauS9uQ88TLuLaNh0KksI01ClXOeedUorJIA+D23Ru8bYdvJy7SOP2pxDlPxRTxOyz6S2HlurLrIP1r5lJvY2JO64jS5+Jc7lWjo8N5HZGvesWOotrcxdTBBsamYWduLd2UGAZ1En4Yp7vyLH5qv6xgUXh6g0dvK07TSMg4vwytoO0H7YcUvDeHXX9LMSCUtNcY6SYUEk8gPPu3RtfjqLW55XcZ7E7Wc6HNaBxzCyrFJw1M1FvWHnhLtEXRdJUpz1AcnpNhFkpOE5Jp8JZlXZx+10505in05E3HWTE+9UaDLklunKnFKIJUt5xtKbclgbkW9QFhEJXsT0t+XMg40mWlhtVLSrq0hZ51m91n84xzzWr4owLA/W6571cxWxcTspmfDU2CPtvcB3wTY8AACPi3lxN1qTokw3LyryJuqlWRCGznRLm2xS1blKG8JTcC23mhjTKainIKysuTDhzOOk7SYr8hWJKVnLyVHaSFnKFLcWpQHXaDe/KZ/J8v1r74zqYCqG5KZsdev9Avme0RjcXVLnEuO8yL33XsOG/jJXRKRVlOpMjOKStKgQS7tC0+Se/9otEfiXCEmprWm2y9Lbion4Rk+kjeOY7ueKajGkyhQUKdL3BuDmWLfvRdKJjtypSofblGA+1sfbur1XtexSf/AEPJfn1sHXwcVm+S4FfZm0KL+eYRtxd4kXHxdo3+Jm65/VqA9Tzp2CXWOU8qfX3xGTHy7n56v6THT6otM/LF+jUphM03dTsoVKKXkbyW9uwjlTt2C45ooDs/TNaeU9RG1XcVYIfWgDb9sdnAYh9en07kePeu7svGPxbYqCCNZjzAnuIsouFFhpUvIVV3Rs4XmVgjxmnVqA9cTEvhqjTTgbap91KNgA+pR6k3Mb6mKpUjDzBXsMF7PY3aFLl6AGXiTlH/AJR4qjQX/Yz+mH9Ux1QcGtEQ1Z+ReQ9a+UurHJs2ckJrAeHZVCnJqVGibOkOZ5RFxz84ioNr4bdPgurS9iNo1mCq19Ms4h4I8te6VWcO0uTpdKcrdXcSyy4kDOUZ186W0J5VqtfaQALXIB2uGK/JzmcsYUm3WVgpUVTYGdPLsKMv/WyGeLcUU+cnmJWUpqHJeQBS2FuKylRtmVlBtckdQA5IY+/KYFrU6WAHJdffGvm1Ss3lHCSb6kRwFl5LaWLxtLEGlhpa2mS1sOiwPvGDJLtTJgTAEBbpwRVKk4XqEyHZdSrZX3UNOMk/NWFEX9abg/siVa4Kq2hG2p0xTy0bWUPnMm9uUgJPXEUjG040vSNSLDahuKVLBH25oLL44n0rU6JVrOlJWFFaySfTc7f/AEja5uPNmuaPrf8AQXFxB2jXdmpkM6g0HzLxbqAEJnUcFYgppGmlQoK8VQNgr1E7D9kRExJzUpbWZdbd92Yb4v1I4V9CnV6jSmwldwpaCpaFA7wptRsfXv2w8cdoWLpGYlZGQlBMoGdpDS3AHLbSnKTdJI8UjZewttjUMXiqD8uIZ0fiCyo1NpUiDiaYLN7mkGBvLmzmAG8wREmbLl8Flfwln9In+sItyaLQVJChTlWIv8sqN2qJRUuoKKaSoKBT8MrffZF/ndIale/b7F7XeAWsF/6gqhLSczOvlmVaK1XJNtwHOTyCLFL4JUVtodnC84s20TCL3PIApVgb+i8XJqk4coUkkKlChx3jqbStRWs32G5Owf8AW+Gk9iCSYlXtDTGZJCkFCnUOrU9lIsUhZNxf0WjnOx1Su7+DYfP66lff7KYrA0SRSbUeBcl0MafETG89LsG+IqcszUX5eiS7gFOpSAlwNLulyYI41lDxsoATf0G2+JijznghxCWEBLKSLoTst6R6YpcvidMkgy8lTGUshRKcyllVtu/b6uqC+/N+1vBst67r9qIq4CvUGQEZR9T2lfLMZRxmJqOLxmBJnQAzradDw3WA0XQa1hGj4lBn5dhlE0pJJyAoS8Ryg7LK379h9ER2EuDWlPYiZNfkZ1VOkkLnpxlSijSstJK1N5thGewTcEHjbNsQdN4Q3adN6F+ntKlibKCVKum4G0C9j6o6xwQ16TxXiVzDspMMmbqlOmpamy7biyp2a0ZUy0GybcdScu750c7FDGbOpuucoG4m3fuXOoYDbeDcGYNvKMmwLhI6jrbgYjs0VPx7jTFGPamZmozTUrTZcZKfS5QFuTp7CdiGWGhxUJA2X3naSSTEpwZYyermTgixvMOVHCmI1pk0NPrKjSpxwhLE7Lne2pDhRmSmwWjMlQOyzGdqNNnkTUxMYeYW8QoFcvMqaSlVjcqRa97+qI/gjw5O4n4RaDTZJskNzjc3Mu3ypl5Zkh195Z+alDaFqJ9EZUwx+EeHgNDBI0sQJkdY4r0uzKu0i8nHUnMdYdIWdx7Rx0XPKnS5miT9Vo05l1iQmFSruU3Gdt0pVY81wYjon8X1dnEGKcS16XvoqlUZicbvvyuTCli/2KEQEemplxY0v1i63OgOMaJQoUKM1CJL/KH8xf8AVMDgkv8AKH8xf9UwOJRKFChRCJDePWIJM/hL36RX9MDG8esQSZ/CXv0iv6YIhwoUKCJQWY+UH5iP6ogUFmPlB+Yj+qIIhQoUKCJQZjxH/wBF/wASYDBmPEf/AEX/ABJiQiDChQohEoLLfLo9cCgst8uj1wCIUKFCgiUKFCgiK5+Ds+tf9kCgrn4Oz61/2QKCJQoUKCJQoUKCJQoUKCIg/Bj+k/sgcEH4Mf0n9kDgiPITr9Nn5aoyxSHpR5t9vMLjOhQULjlFwI9T8EvuseFrHOPpGhYkcokzJuszDi0CmpSSW2VrRtvcWUI8oxMYTxVVcF1xnENFLQm2EONp0qM6bLQUK2epRizQxmIwoIoPLZXF2t7N7I28Wu2nhmVS2QMwBImJjhMDRfV2RpuJKvKyIp01Rn5l5thTjHg/ZKMvBKlOrOl2NhK9uy5IOy3GjKsP4sbr0nhxt3D6Jh6nGcdWqQIQzYozouF7ru8tiTfZYgn5yse6Z4VNDMNipSwSWhmSGlAKAIABGbaACYmcFe6F4S6/iWWp0/UmS26lwqKEKCtiLjbm50p6hGNXa+0aLHVHVzABK89iP2fex+FovrVNn04aCTA3C53r3lVPfdQEmaqsvTWW3kSy3lJp5zEvOKQUHj2K07SQT86DVyk8IVAbnphuk0VdNlPgVvBhKSpGweJn3AKBtc7Fc9xHI2sAcM9YoNJqlKqMvUG6uluY0AfylrO2lbal5lWuQXLH+TV6I0fwjw/M09EjMzMtqU4oLbbXUGyh4pNrpSVXVlUu2wbCoeuOWPbDEzPKu8P1XC/w37ExP7rtr7n69i7EaFwjTUup2m0qgzaDMzDCg40lknROFBWAte0W2+pWy8VKgV3E85iSfpDzNPSJ2aKJkFkPcZuWQVJQgL498qgOQ3FjFMcwXw+LmHcs608ll8sB/XiErcSt1BCcxB2KYc5BbL6o5sjFeNm61MNOTDDM41OlgL0qELS8hCEquoqBTuHGNgdu3fD/ABjid9V3h+qxdsL2HotOfZoAPFmtxpfjC9ayVAxVMtzBmJqjsuSs260m1KcUg5HAhLmbOMt1BJ9CRe5tHiL3X/CziuqMUjg/eRT2aNNyjdTcZZlglQfRMPJBSq5IFki49fPHW6m3jSRoKaw1iScmVPSzDzjCZNdxpUu50Zs5CiG2ivZsLfGOUWzUXh54IKTNMU3EdSrr1UWyyqQARLaqZcgqcyLGdeZYUtwG1xYDbfYMf8XVKjSyrUcQd0D1VjB7N9jNnV24zC4AMewgg5RIM2I6WvZovH8KMrASogchhRfX1JGEhPkXEhNEHlDC+6DS1PqF3P8AV838kv8AEL5vVC1KtDYJSe2fya4NLSVazOfFJ75Jf4tfNBECXYrEm8mYlZWdadQbpUllYI/ZEq5iDFzzejeam3AbeOw4d3o3RF6nW+iT/ZrhalW+iT/ZrjW+lTqGXAFXMLtDFYP/AJeoW9hTh6axE8nIpicSPqy6x/ZDZqRqKphC1yM2TnFyWF8/qjOpVvok/wBmuCMSVa07fxSe8cfi188ZNa1vuhYYjF4jFnNXeXdpJ+abKp9QzH/V81v8wvuheD6h+T5rsF90GVJVvMfik/v82uMalW+iT/ZrjJVkHwfUPyfN9gvugjMrVZd1L7EpOtuIN0qSysEHqjbUq30Sf7NcZ1Ot9En+zXAwbFZNcWkObYhWqRxhXaexolU6qJcWhClKl87SVnLvKcuw3ttHNuiuVaZr1ZmlTM7KThJJKU6Fdk/s2n0nbA35Ktgo+KT/AMmj8WvyRA9SrfRJ/s1xXp4ShReXsbBKAtBc5jQ0u1IABd2ka+tze6F4PqH5PmuwX3RjwfUPyfNdgvug2pVvok/2a4WpVvok/wBmuLChX/D00qdo8q1PUXTPy6dCdIHGlgXslROwEWFtu63NFdxFW61OzWgkZGYZlWBo2w3LrsedQ2cp/ZEO7I1rQsfE57xVfi1+UYFqVb6JP9muKVPA02VTUN+A4Lot2piqbSKdV4nXpkgf2t+zO+Nd0AwsLYrDgIclp9QO8Fpw/wBkD8H1D8nzXYL7oLqVb6JP9muFqVb6JP8AZri4ABoqD3uqGXklKUp9Q1lv/V83v8wvugIp9Qt/2fNdgvuh3KSVa1lv4pPeN5tcCElW+iT/AGa4lYIPg+ofk+b7BfdBZdiryjwflpScbcTexDC/tG7dGdSrfRJ/s1wtSrfRJ/s1xBAIgrJrnMIc0wQrPS6/OuONInaXMy7qSCmYaYcAzX2Ei2z1jqibnG5VnPPVGgSLjl7l4yhWtZ9CUnKo+kjnvHPkyVbuPik/2a42fkq1p3SJSe8dX4tfOY579m03OzMJb2LVVwuDxDuUq0+lxacs/wBwAuOzLO8k3UtUMR4smJ4zNP8ACcg0gZGmpdDjaUoG4WSAP2WgUziTHc0nI7UKxYixCEOIzevKBf7Yi9SrfRJ/s1wtSrfRJ/s1xaGGotAAaLdSipQpVXZnME6aCwGgHUNy3lvD8m6p+URUWXFeMpCHAVevZtiQmqriyekss0J9wBYRtYXuyn0b/TEZqVb6JP8AZrgupVvVCdUn76Ufi1+SY2GlTccxaJV2ji8Rh2ltJ5aDwJCa+D6h+T5rsF90Y8H1D8nzfYL7oNqVb6JP9muFqVb6JP8AZrjNVkHwfUPyfN9gvugrMhPgOXkJrxD+IX3RnUq30Sf7NcFZkq3Zz4pPeIfxa4Imng+ofk+b7BfdDiQRWKbOMz0rJTaXWVhSToF90a6lW+iT/ZrhalW+iT/ZriCA4QVk1xYQ5uoV9m069MJnqZTpvQTqdNkEus6Fz8Yg7NnGuRfkItujVt7wQ82/OU+ZccXsYaDSic17ZlC2xI+y8UdDGIG7htmoovvypcEbsStdcm2lOS1QUS4jaULPKI5w2eD0HO6Pn4r2WD9tMTgME3C0WCWiASSYG7tgWE30kkgzI1St1+dfcWinzSCo7VFhZUf2bIh32KxMkKflZ1wjdmZX3RsqSreY/FJ/efxa4xqVb6JP9muLzKTKYhoXnMZtXG48/wCYqEjhoPAW8kLwfUPyfNdgvujHg+ofk+b7BfdBtSrfRJ/s1wtSrfRJ/s1xsXOWJmn1DTr/ANXzW8fiF83qjMo1WqfNsT8jLz7EzLOJeZdbacSttaTdKkkC4IIBBgszJVvTr+KT2/za+aBalW+iT/ZrgYNipFl2dnhK4MccpM9wx8HOKmMQLVmmq1hZ5phM9u478q80UB3YolbakhRNym+2IXF/CrRZSiz2DuBvCFSw7R6myGKnUKhMaxVai3vUytxCUttMEgEtoTxrDMpQ2RzLUq10Se7Nca+Dqt0Cc7JfdHOZsrDMcCJgaNzEtHdMW3DQbgFYOKqOEWnjAnx+vmsNS8xoHxoHdoT8w+UPRAdWmOju9me6HrVOq+rzHxCc3J/FL8oeiA+Dqt0Cc7JfdHSsqyBq0x0d3sz3QtWmOju9me6D+Dqt0Cc7JfdC8HVboE52S+6FkWjEvMBZJl3fEV8w+SfRA9WmOju9me6HcvTqtpD8QnPEV+KX5J9ED8HVboE52S+6FkQNWmOju9me6Fq0x0d3sz3QfwdVugTnZL7oXg6rdAnOyX3QsiCJaYuPi7u/zZ7o3mZaYMy6RLu/KK+Yef1RuKdV7j4hOb/NL7oJM06ray78QnPlFfil8/qhZE01aY6O72Z7oWrTHR3ezPdB/B1W6BOdkvuheDqt0Cc7JfdCyIGrTHR3ezPdBH5eYLmyXd8VHzD5I9Eb+Dqt0Cc7JfdBZinVbSD4hOeIj8UvyR6IWRM9WmOju9me6Fq0x0d3sz3QfwdVugTnZL7oXg6rdAnOyX3QsiBq0x0d3sz3QZiXmAh+8u78l5B8pPojPg6rdAnOyX3QZinVbI/8QnPkvNL8pPogIRMtWmOju9me6Fq0x0d3sz3QfwdVugTnZL7oXg6rdAnOyX3QsiBq0x0d3sz3QWXl5gPJJl3d/kHujbwdVugTnZL7oJLU6radHxCc3+aX3QsiaatMdHd7M90LVpjo7vZnug/g6rdAnOyX3QvB1W6BOdkvuhZEDVpjo7vZnuhatMdHd7M90H8HVboE52S+6F4Oq3QJzsl90LItVy8xq7I1d3YV/MPo9EC1aY6O72Z7oeOU2rauz8QnN6/xS/R6IF4Oq3QJzsl90LIgatMdHd7M90LVpjo7vZnug/g6rdAnOyX3QvB1W6BOdkvuhZEDVpjo7vZnuhatMdHd7M90H8HVboE52S+6F4Oq3QJzsl90LIgatMdHd7M90LVpjo7vZnug/g6rdAnOyX3QvB1W6BOdkvuhZFoJeY1YjV3flPIPN6oHq0x0d3sz3Q7FOq+rH4hOfKeaXzeqB+Dqt0Cc7JfdCyIGrTHR3ezPdHR/c9cHdG4SuFekYOxSzOCmzqH1O6BRaXdDSlJsq2zaBHP/AAdVugTnZL7osXB/ivG3BpiqUxjhiSWKjJBxLRmZVbrdlpKTdOy+wnljdhnUmVmOq3aCJ7N65W3cPjMVsvEUNnuy13McGOmIcWkNM7oMXXrCZ9zPwB02YqCJui4lbk5R2Zl3JpVWIQpTIKghJU2BnUU7r2sRxieLD6g+574A6Iw7iyWp+J2zKTzklLlNQ0gfFlgLTdABBCFbRcek7bceT7sPh+fUX3qVQlOS6S40o0JRKVFYuQc2y5N9nLHd+CLh4r9b4LpjF+OPBTE7KzbyRLsyyJa6U5cpCVk7TnVt9Jjp7W27sLZlDla9IvaTlhrATftIEL83+0Oyfb3Y2BFXGYh7g5zWENrvdOabQWb9CdBwVnpWAODWcaqJodbrgMm85Lr/ANcIbbVoWytC1KSDZvi2CiNlr8kNpDCXBw/KradnMYtuNaAPttzSyyHFZShKXVIShZBcTu3FXJviZmOFnDsslbjkxLqb0egU4iSStKmisICdg4yTY2AuLIJ3Wu1RwvYWEnNrKZcaFDQmGU09JCk2QAAcoSsJzAb/AJpsNkeSHtj7JmCNn1P/AKm/nXz2m72jeDArRYDpOtcAz0YvPAQSLqOcoXBkG0oqFSxshDSULbTrSnQCtBKEpCQeMpO4AX2kchjNO4FuC5ypYg1t2vpTIFp9Zs4VBpTKFXV8GeNcnijbsOzYYkzwvYfKTpGkXeSVhvUEqU4TmAGwZSVDMQbkWve24uKLwlMNTlcnF1eWaaU4zNBSkAZm1MpykA7zxSLDbs3RkPbP2QaCX4Cp/wDU3iB8fYprVPaLk3kGs2w1c43zM06HaN+o4KLk8C4TmK4cKzLmKJZtCihAcq+9GjJbIbybLpCgQdqbpB8awBJ8F2BcUU2otqFfbFPYeWgPVFLiQ5bMqwy7AcyTflN+bbMSvCtLzVWXJqlpRLjbqiXsrRG0ZkrCrbcwbBJB2cTl2AdN4SZar0CbmpdqTpq35BV0KQ2hy13UBBFgdmS4BHzhGJ9svZBtzgXj/wDWzfp9tRUre0TW5iajbME53EAkm+mjo03R1yvmg8AHVgchMKHT9LqemXanTR4x26FXdCjp23L9zN0Cbad7zquuLzgzgo4Qcb0XwzhWWce0s2uQ0alhrOnRZ1LClEAosFJNtxTt3xQoeS9arMm0GJOsT7DSUqQG2ppxCQlRBULA2sSASOUgXiD1KUev0qsYZrE1Qav8FOSagh1KHAtO1IUCFDYQUqBB9MMNO951XXGHXXX3C6+6txarXWtRUo2Fhcn0RpEoiad7zquuJrBtDn8WYhYoclVESky82+6ytzMQpbTS3QgZRsJyWubAbydkQMbIccaVnacUhViLpJBsRY7R6CR9sEU/jfDdSwTiacw3OzusOSxSQ+jYl1KkhQWkXJAINxexta4B2CC073nVdcKZmZmcfXMzky7MPOG63HXCtaja21RuTA4Iiad7zquuH9Bp8/iCtyFDlHXdLPzDcukpQVlOZQBVlG0gC5PoERkEl5mYlHkzEpMOsPIN0ONLKFpPoI2iCK7Y94McZcH9Jp9WxM5kFQm5iTlkJXnu2wlspcCgSMqgvYN9k33ERSdO951XXBZipVKbYalpuozb7LISlpt19a0NgCwCUk2AA2C24Q2gERNO951XXC07/nV9cDhQRX7E3BpXcP4Hp2NnK6xOyE24000hrMC0HGEPXIVY2u4Uiw2lCjsGW9F073nVdcbLnZ1yXEm5OzCpdKgsMqdUUBQGUHLe17bL82yAxARE073nVdcLTvedV1wOFEor9gfgpx5jnDlQxXhZOlFLmUsaPPkW5ZpTjikE7LIGjvy3dTaIPGuDsU8HtZGH8UNty89oUvKabmUO5EkkAKKCQDxTsPJY7iDENJ1KpU9xD1PqM3KuN5si2H1tqRmtmsUkEXsL232HNDqv4nxDiqaZncSViaqT8uwmWacmHMykNJJKUD0AqJ9ZJ5Yi8omGne86rrhad7zquuBwolFM4VpE1ifEUhh9qpplFz7wZQ84FKSlRBI2JBJuRb1nbYbYfY9wpWcC14UeqTomHXWG5nTIPFWVXC7bTfK4labm18t7AERWkLW0sONLUhaTcKSbEH0ERtMTMzNuB2bmXn3AlKAt1wrUEpACU3O2wAAA5AABBEtO951XXC073nVdcDhQRE073nVdcdSqPAJwhIy+An2ajTnmhMsPOTLUsZgBKQpbbSnCspzLCQogHbxkoNwOUxLNYuxWwmaQ1ierATrRYmQZ106VshIKVXVtBCUj1ADdsiDKKMTMvKSFB5ViLjbGdO951XXA4USiJp3vOq64vfBpwZ1vhIZn10eutS70rMS8qqXUFFx7TIeUnKbhO1TGQAqG1YvYAmKBB5WenpJRVJTsxLqJuSy6pBOwj5pHISPtPPEGdyLVbky2tTbjigtBKVDNuI3iMad7zquuBwolETTvedV1xdeD3g5xDj6Un5yhVHJOyLzbUrLgXL75Q44AV3AaFmiEqVsKylOzaRRoMxOTkqlxErNvspeCQ4lt1SQsJOZOYA7bEAi+4i8QepFN4uwtW8GzMhLVabYccqMkifRoHSsJQtS02USBxroO642iILTvedV1wScqNRqKkrqNQmptSM2UvvKcKbkqNsxNrkknnJJhvEoiad7zquuH1Bknq5XKdRPCCZU1CbZlA84FKS2XFhIUQkEmxO4RGxlKlIUFoUUqSQQQbEEbiIIrbwh4KruAajJSlXnxNLqEoibS8g8U32FINySU7ASQNtwLgXNV073nVdcZmJubmygzc08+WkBtBdcUvIgbki52AXOwbNsCgERNO951XXGNYe86rrjSFBF1xXueuEl2k0+oYempaqNVhhh3RszCWykrlmplLSgsjjgLOzlyAgnMmOWzrc5T52YkH3kl2WdWystuBaCpJINlDYoXGwjYYwip1NpLiGqlNoS6lKHEpfWAtKbZQQDtAypsDuyi24Q2iBO9ETTvedV1wtO951XXA4USiunBvgOp8IU1Py0hiBiQckG2nFh0LJW044G1qBGyyQq5BIJuAN5IrNVlKlRqpOUeoBbU1ITDkq+2VAlDjailQuCQbEEbCRDeVnJyRdD8lNvyzgIIWy6pCgQbg3SQdhAI9IgJJJJJJJ2kmCImne86rrhad7zquuBwoIr3wc8GVe4SpSquUOdUJyQXLsy8to7iYddQ8tKS4VBLQtLqAUbjMpI2b4icY4RxXg2babxKWg9N5nEqamkPhYvtVmQSNt+f12iBl56elEONSk7MMIey6VLTqkBeU3TmANjY7Rfcdsbz1VqlTy+EqpOTmQqUnWJhbuUqN1EZibEnaefliLyiDp3vOq64Wne86rrgcKJROJZTr8w0wubDKXFpQXF5ilAJtmNgTYb9gJ9EW/hJ4Pa7wdzEmip1ZE8JwvNpdauAksrCQkgm98hbVtAsFgbSDakQaZnZ2cDaZycmHw0CGw66peQElRCbnZckk25STEItdO951XXC073nVdcDhRKImne86rrjt0p7m+suykvMNY0WjXlsMLZFMd0rSXJdD5Doz2SU5kKULmyAVnanJHDYkhifEwcS8MSVcOItkXr7uZNklIsc1xxSR6iRuiCCdEVk4T+D+e4M6vK0iYrWvLmJcuqWlhTOVaXVtrACicyczZKV7MySDYXtFN073nVdcbzc9PT7iXp+dmJpxCEtpW+6pxQQNgSCokgDkG4QCJCImne86rri08HmD6jjurTVNkK8xT5iUldaQXgs6T4VtsgFIsLaXMSbbEkC5IEVKCMTMzKr0srMOsrtbM2soO++8ekA/YIIpHEdLqGGq/UMPzjjmmp8yuXWTYE5TsNgSBcWNgTv3mI7TvedV1xh552YdW/MOrddcUVrWtRUpaibkknaSTtJMaQRE073nVdcSOG6bNYjxDTMPNTmgXU5xmTS6oEhBcWEhRHLa94io2QtbS0uNrUhaCFJUk2II3EEbjBF0mpcDmLZfD1TxJLVBD9MpjWty4W81pX5e6w47kbcWEAaIkcY5gDY3BEc407/AJ1XXDgVisCTNOFXnhKEFJlxMr0RBOYjJfLYkAnZvF4ZxARE073nVdcLTvedV1wOFEoiad7zquuFp3vOq64HCgiJp3vOq64WnmDsStalHckHaTzQOECQQQSCNoIgi69iX3OXCfh+UmZphyVn6bIyq56dmkTIaal8pczBWci6ghtKiBtGkQN5Ecl073nVdcOPDNY1dyU8Lz+geuXGtZcyLvvzJvY/bDOIE70RNO951XXC073nVdcDhRKK9YA4PK1jySnX6XXGpcy6i08woKzrRolupI3JOZbSUAX3qubBJMUlTr6VFKnFXGw7Y2lp2dk1ZpOcmJdW3a06pB2gpO4jkUoeokbiYDBETWH/ADquuFrD/nVdcDhQRWLAuFK1j/FEnhWkPhExNhxWkcvkbShClqUq3JxbesiDY2oOJMIzctQ8SXan5dshxsOheTcAkkbLgC1uS1orKHXGs2jcWjMMqsqiLjfY23i4HUImMSVys4jVLVev1WbqM68lYcmJp5TjigCABdRvYAAARF5RROne86rrjGne86rrjSFEoiad7zquuFA4UEX/2Q==" width="455px" alt="what is stock squeeze"/></p>
<p>
<p>A short squeeze is an unusual condition that triggers rapidly rising prices in a stock or other tradable security. It occurs when a&nbsp;security has a significant amount of short sellers, meaning lots of investors are betting on its price falling. The short squeeze begins when the price jumps higher unexpectedly and gains momentum as a significant measure of the short sellers decide to cut losses and exit their positions.</p>
</p>
<p>
<h2>The Basics of Short Selling</h2>
</p>
<p>
<p>Another more recent example of a short squeeze was the January 2021 GameStop short squeeze. GameStop, a retail gaming company, was affected by a decrease in mall foot traffic, the pandemic, and competition. However, a Bloomberg reporter, Brandon Kochkodin, described a bull case for the potential of GameStop and predicted <a href="https://forexbroker-listing.com/aafx-trading/">alvexo bad reviews</a> a turnaround for the company in a few years. As recently as September 2020, GameStop traded for less than $2 a share (split-adjusted). It slowly gathered momentum through the end of the year and started 2021 at more than $4 per share. Many investors thought the company was going broke and invested accordingly.</p>
</p>
<p><img 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" width="450px" alt="what is stock squeeze"/></p>
<p>
<p>The short squeeze in GameStop stock showcased the power of social media-driven retail investor communities and their ability to challenge traditional market dynamics. Short squeezes are not random events; they are triggered by specific market conditions and indicators. Understanding these causes and indicators is essential for identifying potential short squeeze opportunities or risks. Let’s explore the factors that contribute to the occurrence of a short squeeze and the technical indicators that can provide insights into this market phenomenon. Another important metric to look at when trying to identify stocks where a short squeeze may occur is the short-interest ratio. It weighs the amount of short interest against the stock&#8217;s average daily trading volume.</p>
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<p>
<p>If the short seller’s prediction is wrong, and the stock’s value increases, it forces them to buy the stock back at a higher price from which it was sold, and pay for the difference. In simpler terms, just remember that short selling is a way for short sellers to make a quick profit by borrowing a stock or security to sell and then buying it back to possibly profit and return the stock. However, short squeezes happen when a company’s share price goes up instead, and short sellers are forced to cut their losses and buy back stocks at a loss to themselves. Short sales have an expiration date, so if the stock price goes up, short sellers have to pay the difference when repurchasing the stock. Short squeezes can present benefits and risks depending on your investment projections as an investor.</p>
</p>
<p>
<p>Short selling happens when many investors believe a stock is overvalued, and therefore will eventually decline in price. When they are correct, they can pocket the difference between the price they originally borrowed the stock at and the resale price. This article will explain what a short squeeze is, examples of short squeezes in today’s market, why they occur, and their advantages and disadvantages. It can be an instance of unexpected good news regarding the stock, such as a very favorable earnings report that far exceeds the expectations of market analysts. It can also be that technical traders begin buying the security as they see indications that it is oversold and, therefore, possibly ripe for a reversal to the upside.</p>
</p>
<p>
<p>The GME stock originally began as a meme stock, or a stock that gained cult status on social media, but it quickly blew up far beyond what anyone predicted. Retail  investors bought stock and call options, and as the price increased, more short sellers from hedge funds were driven out. They don&#8217;t send bankrupt short sellers to prison anymore, but the obligation to buy the shares back is very real. Ultimately, investors or buyers who have long positions in stocks can benefit from the effects of a short squeeze and an instant rise in a stock’s price.</p>
</p>
<p>
<h2>Great Depression Credit Squeeze</h2>
</p>
<p>
<p>In a liquidity crisis, a business or financial institution doesn&#8217;t have sufficient liquid assets, such as cash, to meet its near-term obligations. A financing squeeze is when would-be borrowers find it difficult to obtain capital because lenders fear making loans. This often leads to a&nbsp;liquidity crisis&nbsp;if there  is little cash on hand and not enough operating cash flow. Individuals can also face a financing squeeze if they need to borrow and are unable to.</p>
</p>
<p>
<ol>
<li>Past performance is not a guarantee of future results and the opinions presented herein should not be viewed as an indicator of future performance.</li>
<li>As a result, short-sellers sold other positions to raise the cash they needed to buy Northern Pacific shares and cover their positions.</li>
<li>Short selling involves borrowing shares from a broker and then selling them on the open market, with the intention of repurchasing the shares at a lower price in the future to return them to the lender.</li>
</ol>
<p>
<p>The term &#8220;squeeze&#8221; is used to describe a variety of financial and business situations, typically involving some sort of market pressure. In business, it can be a period when borrowing is difficult or when profits decline due to increasing costs or decreasing revenues. In the investment world, the term can describe situations in which short sellers purchase stock to cover losses or when investors sell long positions to take capital gains off the table.</p>
</p>
<p>
<p>Investors who short a stock are betting the stock will go down in value. To capitalize on that, they borrow shares from a broker, then sell them at the current price. When the stock price falls, they buy the shares at the lower price, return them to the broker and pocket the difference. The investing information provided on this page is for educational purposes only. NerdWallet, Inc. does not offer advisory or brokerage services, nor does it recommend or advise investors to buy or sell particular stocks, securities or other investments. A&nbsp;liquidity squeeze&nbsp;occurs when a financial event sparks concerns among financial institutions, such as banks, regarding the short-term availability of money.</p>
</p>
<p>
<h2>Betting on a Short Squeeze</h2>
</p>
<p>
<p>You assume full responsibility for any trading decisions you make based upon the market data provided, and Public is not liable for any loss caused directly or indirectly by your use of such information. Market data is provided solely for informational and/or educational purposes only. It is not intended as a recommendation and does not represent a solicitation or an offer to buy or sell any particular security. The relative strength index (RSI) measures the extent of price changes to determine overbought or oversold conditions in the stock market.</p>
</p>
<p>
<p>As previous short sellers enter buy orders to close out their positions, it adds fuel to the buying fire, attracting more buyers and pushing the stock’s price even higher. A short squeeze <a href="https://broker-review.org/kraken/">kraken trading review</a> typically unfolds after a stock’s been declining in price for some time. The decline in price attracts more and more short sellers looking to profit from the fall in price.</p>
</p>
<p>
<p>It is important to note that participating in short squeezes can be highly volatile and unpredictable. Therefore, it is crucial to remain vigilant, adapt to changing market conditions, and be prepared to adjust strategies as needed. Thorough research, continuous monitoring of market data, and disciplined execution are key elements for successful participation in short squeezes. In 2008, Porsche, a German automobile manufacturer, quietly acquired a significant stake in Volkswagen.</p>
</p>
<p>
<p>Some events that may encourage short sellers to open positions can include a product announcement, a positive news story, or an increase in the stock’s performance that attracts buyers. A stock&#8217;s float is measured by its number of shares actually available for trading, as some securities are held in treasury or by insiders. Stocks with limited float <a href="https://forex-reviews.org/dowmarkets/">dowmarkets</a> make for natural squeezes from the long or short side. In these types of stocks, fewer participants control the shares and thus the share price. Compare that to a highly liquid stock with millions of shareholders, and millions more that are actively interested in buying the stock, and any long squeezes that do occur tend to be less severe.</p>
</p>
<p>
<h2>To Wrap Up: Short Squeeze Copied Copy To Clipboard</h2>
</p>
<p>
<p>T-bills are subject to price change and availability &#8211; yield is subject to change. Investments in T-bills involve a variety of risks, including credit risk, interest rate risk, and liquidity risk. As a general rule, the price of a T-bills moves inversely to changes in interest rates. Although T-bills are considered safer than many other financial instruments, you could lose all or a part of your investment. All investments involve the risk of loss and the past performance of a security or a financial product does not guarantee future results or returns.</p>
</p>
<p>
<p>A short squeeze occurs when a surge in buying activity forces short sellers to panic and cover their positions by buying back the shares they borrowed. This rush to buy drives the stock price even higher, leading to a self-reinforcing cycle that can result in significant losses for short sellers and substantial gains for those on the other side of the trade. If the stock price starts to rise instead of fall, short sellers face potential losses as they must eventually buy back the borrowed shares at a higher price. When short sellers enter into the second phase to purchase ABC stock back, this makes them buyers. Therefore, if buyers are purchasing ABC stock and short sellers (who turn into buyers in the second phase) are buying back ABC stock, the share price of ABC stock will continue to increase. The result of this will not only cause ABC’s share price to increase, but it will also cause other short sellers to get nervous that ABC’s stock is continuously increasing instead of decreasing.</p></p>
<div data-counters='1' data-style='square' data-size='regular' data-url='http://www.isarc47.org/short-squeeze-meaning-overview-and-faqs/' data-title='Short Squeeze: Meaning, Overview, and FAQs' class='linksalpha_container linksalpha_app_3'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div><div data-position='' data-url='http://www.isarc47.org/short-squeeze-meaning-overview-and-faqs/' data-title='Short Squeeze: Meaning, Overview, and FAQs' class='linksalpha_container linksalpha_app_7'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div>]]></content:encoded>
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		<title>GMT versus UTC</title>
		<link>http://www.isarc47.org/gmt-versus-utc/</link>
		<comments>http://www.isarc47.org/gmt-versus-utc/#comments</comments>
		<pubDate>Wed, 18 Oct 2023 13:25:00 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=15982</guid>
		<description><![CDATA[Especially, it was vital to have a standardised time zone for communication and military coordinations. Did you know that GMT is the only time zone that has a special watch calculating GMT time? Surprisingly, GMT watches aren’t made with the usual 24-hour scale but it’s accompanied by several benefits. In fact, even the United Kingdom<br /><span class="excerpt_more"><a href="http://www.isarc47.org/gmt-versus-utc/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>Especially, it was vital to have a standardised time zone for communication and military coordinations. Did you know that GMT is the only time zone that has a special watch calculating GMT time? Surprisingly, GMT watches aren’t made with the usual 24-hour scale but it’s accompanied by several benefits.</p>
<ol>
<li>In fact, even the United Kingdom is observing Daylight Saving Time during the summer months.</li>
<li>There were no national or international conventions which set how time should be measured.</li>
<li>The term “mean” indicates the average time the clocks need to pass through the solar day.</li>
<li>The advancement of telecommunication technologies influenced the creation of an even more precise system of time identification.</li>
<li>Therefore, GMT is more of a clock time and not an astronomical time that varies during the year.</li>
</ol>
<p>The clock was changed to GMT and from this time the counting of 24 hours started from midnight. The clock hasn’t been adapted to British Summer  Time and today the clock still shows the GMT. Therefore, you can choose one, two, or three additional time zones on your watch. It’s a perfect way to observe time together at various time zones without calculating time or using online time converters. The clock originally indicated astronomical time, in which the counting of the 24 hours of each day starts at noon. The clock was changed in the 20th century to indicate Greenwich Mean Time, in which the counting of the 24 hours of each day starts at midnight.</p>
<h2>The Difference Between GMT and UTC</h2>
<p>This is a modification of the 180° meridian running north to south through the Pacific Ocean. Greenwich Mean Time (GMT) is the time measured on the Earth&#8217;s zero degree line of longitude, or meridian. The first was that the USA had already chosen Greenwich as the basis for its own national time zone system.</p>
<h2>Discover gifts from the home of time</h2>
<p>Since GMT is not a standard time that has an offset from UTC, converting it to other time zones can be a little bit more complicated. Mostly, people calculate time based on the Coordinated Universal Time (UTC) which is considered a worldwide standard. GMT is no longer used within the community of scientists but sometimes people still want to find out how GMT works and how to convert it to other time zones. This 24-hour time standard is kept using highly precise atomic clocks combined with the Earth&#8217;s rotation. Zulu time denotes the Coordinated Universal Time in the 24-hours standard which is used in the military forces and aviation in particular.</p>
<p>In terms of the distribution of accurate time into everyday life, it is one of the most important clocks ever made. By the mid-1850s, almost all public clocks in Britain were set to Greenwich Mean Time and it finally became Britain’s legal <a href="https://g-markets.net/helpful-articles/how-to-find-overbought-or-oversold-stocks-easy/">how to find overbought stocks</a> standard time in 1880. This meant they could calculate their longitude from the Greenwich meridian (longitude 0° by convention). However, some of the countries that use GMT switch to different time zones during their DST period.</p>
<h2>Victorinox FieldForce GMT Quartz Blue Dial Watch 241896</h2>
<p>Each time zone had an offset of a number of hours ahead of GMT or behind GMT, as we’ve explained before. Besides, considering the growing differences between time of day and clocks, the need for a new system of timekeeping will be needed in the future 10. Nevertheless, UTC still remains to be the most common universal standard of time for all countries. Initially, the Shepherd gate clock showed astronomical time according to which the counting of the 24 hours of a day starts at noon.</p>
<p>With most people owning mobile phones, GMT watches are not strictly necessary. That could be said of wristwatches in general, though, and yet people still love them. The appeal of a GMT watch is both in its functionality and in the style and design.</p>
<p>Eventually, GMT became the unified standard for the economic interactions between countries around the world. The advancement of the technologies of the wireless telegraph indicated that all countries require precise time standard. As a result, in 1911, the International Congress on Astronomical Ephemerides agreed to use GMT for the universal offset of the clocks for other nations. The implementation of Greenwich Mean Time (GMT) was the first step to determine the time zone of other countries in regard to GMT+0. Therefore, the difference in time for other countries is indicated either by adding or subtracting hours from GMT time.</p>
<p>It&nbsp;continues to show Greenwich Mean Time and is not adjusted for British Summer Time. The history of GMT started with the decision of the International Meridian Conference in 1884 to establish the prime meridian which would denote the international standard of time. Considering that Great Britain was a developed marine nation, it used Greenwich Meridian to position own ships. Subsequently, Greenwich meridian was determined as zero degrees longitude, thus, the international standard time2. From that point, every nation used GMT to calculate the time in relation to this standard.</p>
<p>These two solutions would help pave the way for GMT to become the worldwide time standard a century later. The Shepherd gate clock is considered as the first GMT watch ever that showed the public Greenwich Mean Time. The clock is connected to the Shepherd master clock and was installed at the Royal Observatory Greenwich in 1852. Since it’s masted from far away, the Shepherd gate clock is also called the “slave” clock.</p>
<p>The meridian line is marked by the cross-hairs in the Airy Transit Circle eyepiece. GMT  was also crucial to the other great solution to the ‘longitude problem’, represented by John Harrison’s famous timekeepers. Greenwich Mean Time is the yearly average (or ‘mean’) of the time each day when the Sun crosses the Prime Meridian at the Royal Observatory Greenwich. During Daylight Saving Time the correct time zone is British Summer Time (BST). For example, the United Kingdom is not on GMT all year, it uses British Summer Time (BST), which is one hour ahead of GMT, during the summer months. Coordinated Universal Time (UTC) came to replace GMT with the more accurate and scientific measurements of time1.</p>
<p>In other words, the country that invented GMT is not in GMT time all year round. During summer, the UK is in the BST (British Standard Time) time zone. In the winter months, local time in the UK is the same as GMT, but in March, local time is moved forward one hour to British Summer Time (BST) until the end of October. West of the Greenwich Meridian, local time is behind GMT (e.g. local time in New York is GMT -5 hours in winter and GMT -4 hours in summer).</p>
<p>Consequently, the differences in the terminology of GMT and UTC still create confusion in international cooperation. Even though UTC was introduced as a more accurate time standard, the occurrence of the leap seconds demonstrated that even this system has minor flaws for the universal time synchronisation. One of the most common proposition is to abandon leap seconds adjustments because it would go out sync with civil time very slowly 9. The daily rotation of the Earth is irregular (see ΔT) and has a slowing trend; therefore atomic clocks constitute a much more stable timebase. On 1 January 1972, GMT as the international civil time standard was superseded by Coordinated Universal Time (UTC), maintained by an ensemble of atomic clocks around the world.</p>
<h2>How do you read a GMT watch?</h2>
<p>Generally, if you are in a country east of the Greenwich Meridian, your local time is ahead of GMT (e.g. local time in China is GMT +8 hours). But each day measured by a clock has the same length, equal to the average (mean) length of a solar day. It’s a way of standardising and regularising time so we can all know exactly what time it is for our (or anyone’s) location.</p>
<h2>BBC News Services</h2>
<p>The primary reason why UTC was considered to be a more accurate system was the fact that it used the rotation of Earth and atomic clocks for measurements. Moreover, to maintain the consistent time system, UTC does not observe Daylight <a href="https://g-markets.net/">https://g-markets.net/</a> Saving Time (unlike GMT). If you know the principles of converting UTC to different time zones, then you can convert GMT as well very easily. There is no time difference between Coordinated Universal Time and Greenwich Mean Time.</p>
<p>The second was that in the late 19th century, 72% of the world&#8217;s commerce depended on sea-charts which used Greenwich as the Prime Meridian. However, the 1850s and 1860s saw the expansion of the railway and communications networks. This meant there was no standard timings for when the day would begin and end, or what length an hour might be. As well as Greenwich Mean Time for example, there was also Bristol Mean Time (10 minutes behind GMT) Cardiff Mean Time (13 minutes behind GMT).</p>
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		<title>TOP 10 Highest Currencies in the World by Value 2024 List Forex Sentiment Board</title>
		<link>http://www.isarc47.org/top-10-highest-currencies-in-the-world-by-value/</link>
		<comments>http://www.isarc47.org/top-10-highest-currencies-in-the-world-by-value/#comments</comments>
		<pubDate>Mon, 04 Sep 2023 07:40:50 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=17959</guid>
		<description><![CDATA[It affects the exchange rate of the currency, giving it the highest monetary value. As one of the world’s leading oil producers, Bahrain is also able to maintain one of the most valuable currencies. What’s a little strange is that Bahrain also accepts the Saudi riyal as legal tender. The current exchange rate between the<br /><span class="excerpt_more"><a href="http://www.isarc47.org/top-10-highest-currencies-in-the-world-by-value/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>It affects the exchange rate of the currency, giving it the highest monetary value. As one of the world’s leading oil producers, Bahrain is also able to maintain one of the most valuable currencies. What’s a little strange is that Bahrain also accepts the Saudi riyal as legal tender. The current exchange rate between the two currencies is 9.95 riyal to one dinar. Canada’s national currency is the Canadian dollar (CAD), and 1 CAD pegs to 0.75 USD.</p>
<ol>
<li>Kuwait’s national currency is the Kuwaiti Dinar (KWD), and 1 KWD equals 3.29 USD.</li>
<li>The euro to dollar rate keeps changing because the euro uses a flexible exchange rate.</li>
<li>The Association serves collectors, the general public, and academic communities with an interest in numismatics.</li>
</ol>
<p>The euro to dollar rate keeps changing because the euro uses a flexible exchange rate. Out of 180 monetary classifications  of banknotes used in 195 countries, the more historical, well-established currencies are not at the top. Let’s take a brief look at their various currency codes, its value compared to the USD, and some reasons for its significance as a global currency. Due to the historical circumstances, low inflation rate, demand for UK&#8217;s export, and a high purchasing power, the GBP  can be considered one of the strong world currencies. The world&#8217;s second most valuable currency is the Bahraini Dinar, with a conversion rate of $2.66 per one Dinar.</p>
<h2>Follow List Wire!</h2>
<p>The country provides licenses for hundreds of banks, hedge funds, and insurance companies. All of this makes it rank 8th in the list of countries with the highest GDP per capita. Besides, Kuwait is a tax-free country with a very low unemployment <a href="https://www.topforexnews.org/brokers/fibo-group-launched-metatrader-5-web-and-mobile/">fibo group launched metatrader 5 web and mobile apps</a> rate. And now, we&#8217;ll get a closer look at top 10 currencies and find out what makes them so highly valued. And if you want to see the flip side, compare this list to the top 10 of the weakest world currencies to see the significant differences.</p>
<h2>Conversion rate: 1 KYD = 1.20 USD.</h2>
<p>The high monetary value doesn’t make the currency strong in the economic context. If you are interested in forex investing, you should better consider the list of stable <a href="https://www.topforexnews.org/brokers/go-markets-jobs-employment-2021/">https://www.topforexnews.org/brokers/go-markets-jobs-employment-2021/</a> and strong currencies. The PCGS3000® reflects the opinions of PCGS’s coin price experts with respect to indexes developed by PCGS for specific coin categories.</p>
<h2>Conversion rate: 1 CHF = 1.15 USD.</h2>
<p>Kuwait is located on the Persian Gulf between Saudi Arabia and Iraq, and the country earns much of its wealth as a leading global exporter of oil. The Kuwaiti dinar was introduced in the 1960s and was initially pegged to the British pound before being re-pegged to an undisclosed basket of currencies. The Kuwaiti dinar is the strongest currency in the world, with 1 dinar buying 3.26 dollars (or, put another way, $1 equals 0.31 Kuwaiti dinar).</p>
<p>While it was worth less than the US Dollar upon its introduction in 2000, it soon became more valuable and reached as high as $1.60 during the United States’ economic crisis in 2008. The Swiss Franc is the national currency of both Switzerland and Lichtenstein. Switzerland’s strict monetary policy has helped increase the currency’s value throughout the European debt crisis and the US Dollar’s more liberal policies. Keep in mind, this list of the top ten most valuable currencies in the world keeps changing every year because of economic fluctuations and changes in government leaders and monetary policies. Kuwait is a classic example of a country that successfully reorganized its money.</p>
<p>The Cayman Islands Dollar is the only Caribbean currency on the list of the highest ones. The reason is that this autonomous British territory is one of the world’s best tax havens and one of the five largest offshore financial centers. British colonies like Falkland Islands, Gibraltar, Saint Helena, etc., issue their own banknotes valued <a href="https://www.day-trading.info/is-trading-legal-understanding-day-trading-as-a/">https://www.day-trading.info/is-trading-legal-understanding-day-trading-as-a/</a> as 1 per 1. But due to reserves coming to an end, the Omani government decided to diversify the income resources by developing gas production, metallurgy, and tourism. Bahrain is a Persian Gulf island state with a population of just over 1 million people. As with Kuwait, its largest source of income is the global gas and petroleum export.</p>
<h2>Most Valuable Coins &#8211; Rarest &#038; Highest Value US Coins Ever</h2>
<p>Kuwait’s national currency is the Kuwaiti Dinar (KWD), and 1 KWD equals 3.29 USD. Issued in 1961, after Kuwait’s independence forced Britain to withdraw its political control of the Middle East, the Kuwaiti Dinar is the most valuable currency today. Owing to the US economic leadership, it gained the title of the primary “World Reserve Currency.” It has the highest demand and is involved in more than 85% of daily forex trades. It is the second most traded currency on the forex market after the US Dollar.</p>
<p>We’ve found the 10 strongest currencies in the world, based on their relative value against the U.S. dollar. The note has become so valuable that the government had to issue notes worth 1/4 and 1/2 a rial. All prices listed are in U.S. dollars and include any auction fees and commissions that the auction house charged to the buyer of the coin.</p>
<p>Instead, you will trade better if you understand how&nbsp;international trade&nbsp;affects currency rates, as well as what other factors affect&nbsp;currency exchange rates. The United Kingdom’s national currency is the British Pound Sterling (GBP), and 1 GBP pegs to 1.26 USD. When it comes to the&nbsp;history of money, the British pound sterling may be the most resilient.</p>
<p>The euro is the official currency of 20 out of the 27 countries that form the European Union. Euro coins and bank notes entered circulation in 2002, and the currency is free-floating. The Swiss franc is tied for eighth among the strongest currencies in the world, with 1 franc buying 1.08 dollars (or $1 equals 0.92 Swiss franc). When the dollar strengthens against the British pound, American travelers can get more pounds for their dollars and are essentially able to score cheaper vacations in London.</p>
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		<title>What is Whipsaw in Trading and How Does it Work?</title>
		<link>http://www.isarc47.org/what-is-whipsaw-in-trading-and-how-does-it-work/</link>
		<comments>http://www.isarc47.org/what-is-whipsaw-in-trading-and-how-does-it-work/#comments</comments>
		<pubDate>Wed, 30 Aug 2023 13:38:23 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=15750</guid>
		<description><![CDATA[A whipsaw is a trading term that refers to an unexpected rise or fall in the price of an asset against an ongoing trend. Swing traders can use volume indicators to evaluate whether a potential trade candidate may be heading toward whipsaw movement. When a stock moves sharply in one direction, and then sharply in<br /><span class="excerpt_more"><a href="http://www.isarc47.org/what-is-whipsaw-in-trading-and-how-does-it-work/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>A whipsaw is a trading term that refers to an unexpected rise or fall in the price of an asset against an ongoing trend. Swing traders can use volume indicators to evaluate whether a potential trade candidate may be heading toward whipsaw movement. When a stock moves sharply in one direction, and then sharply in another it is whipsawing. To identify the whipsaw effect, watch out for a sudden change in an asset’s price against the prevailing trend. This is hard to identify before it has happened, but there are some things that you can do.</p>
<ol>
<li>You can use technical indicators like the exponential moving average and slope deviation to help you determine whether or not an asset is overbought.</li>
<li>As AEI Senior Fellow Adam White recently explained, one byproduct of a strong Chevron Doctrine is regulatory uncertainty.</li>
<li>Discover the range of markets and learn how they work &#8211; with IG Academy&#8217;s online course.</li>
<li>Or, you could also look at other fundamental metrics like the price-to-earnings ratio when analysing stocks and companies.</li>
<li>Priya decides to combine the RSI with another momentum indicator like MACD to confirm trading signals.</li>
<li>For instance, if a stock is trading at INR 350 and indicators suggest it is overbought.</li>
</ol>
<p>On the return stroke, the burden of lifting the weight of the saw was shared equally by the two sawyers, thereby reducing fatigue and backache. Whipsaw describes the movement of a security when, at a particular time, the security&#8217;s price is moving  in one direction but then quickly pivots to move in&nbsp;the opposite direction. Priya decides to combine the RSI with another momentum indicator like MACD to confirm trading signals. Determined to avoid such painful situations in the future, he revisits his trading strategy. Reactivity is what makes traders and investors bearish or bullish at precisely the wrong moments, Dr. Reid added. Stocks that are trending up but have an RSI in overbought territory could keep trending up, but they could also be due for a whipsaw to get back into normal territory.</p>
<p>Today, the word is commonly used when discussing financial crises or losses as well as ideological changes (as in government policy) that might &#8220;cut.&#8221; Certain technical indicators are useful in identifying a whipsawing market. Envelopes, momentum indicators, parabolic SAR, and the vortex indicator are some good examples. <a href="https://traderoom.info/the-pivot-point/">the pivot point</a> When trading in a volatile market, keep in mind to establish a stop-loss limit. If the whipsaw pattern recurs, a stop-loss may not help you prevent losses, but it will limit  them to a great extent. For example, you could combine technical indicators like moving averages, MACD, or RSI to validate your trading decisions.</p>
<h2>British Dictionary definitions for whipsaw</h2>
<p>If their expected holding period in a stock can be as long as ten years, or even forever, short-term drops that are corrected in a few days, weeks, or months simply don’t matter. Many analysts seek models that explain patterns in the markets so that an investor can select the right asset classes. In each case,&nbsp;Chevron&nbsp;mandated that courts defer to the agency’s decision, even though this means endorsing the idea that the same statutory language meant the opposite of what it meant a few years ago. Unsurprisingly, after a change in administration the new FCC&nbsp;is poised to change&nbsp;its mind yet again later this year.</p>
<p>Those who have a long-term, buy and hold approach to investing can&nbsp;often ride out the volatility of the market and emerge with positive gains. Alternatively, if you had a short position on the FTSE 100, you’d experience whipsaw if the index’s price suddenly started to rise. Again, this would need to happen shortly after you open the position for it to be considered a whipsaw rather than a standard reversal, and you’d lose profits or incur a loss if the price kept rising. Being whipsawed is more common among day traders and other short-term investors than for those with a long-term purchase-and-hold approach to investing. Long-term traders are generally able to ride market volatility and end up on the other side with desirable gains. The first involves&nbsp;an upward movement in a share price, which is then followed by a drastic downward move&nbsp;causing the share&#8217;s price to fall relative to its original position.</p>
<p>Trend followers can be whipsawed out of a position if they buy when the stock is overheated. Seasoned trend followers using technical indicators like RSI to determine whether its time to buy or sell positions. You should consider <a href="https://traderoom.info/">https://traderoom.info/</a> whether you understand how CFDs work, and whether you can afford to take the high risk of losing your money. CFDs are complex financial instruments and come with a high risk of losing money rapidly due to leverage.</p>
<h2>Use stop loss</h2>
<p>Investors will say that the trader is&nbsp;‘whipsawed’ when his or her security’s price suddenly moves in the opposite direction of a trade that he or she has just placed. Swing traders use momentum indicators to ride momentum over a period of a few weeks. Whipsaw can hurt swing traders when they enter into a position at a bad time and the stock immediately whipsaws against them. Trend traders buy stocks that have been going up and short stocks that have been going down. At times, too many traders pile into these stocks and they get “overheated”. Overbought stocks are ones that have too much buying demand and have traded above their fair value.</p>
<h2>How Can Traders Profit from Whipsaws?</h2>
<p>For example, a stock may whipsaw during an earnings announcement or other market moving event. This can execute stop-loss orders that close out positions, even as the stock subsequently rebounds. To weather the volatility, experts recommend that investors stick to a long-term strategy that plays to their strengths and follow that strategy regardless of whipsaw movements. In terms of investment, another expert recommended investing in more stable sectors such as healthcare and avoiding more volatile sectors such as real estate. Most experts were expecting significant volatility in the short term, and one recommended assuming a defensive position. However, they did also state that a long-term portfolio based on the stock would win out.</p>
<h2>Margin Required for Commodity Trading Explained!</h2>
<p>As a whipsaw example, let’s suppose that you’ve just opened a long position on the FTSE 100 because the price has been rising consistently. It continues to rise after you open, but all of a sudden the index begins to fall. Since you’ve gone long on the expectation that its price will rise, this will mean that you either lose a proportion of your profits, or you could incur a loss outright. The value of shares and ETFs bought through an IG stock trading account can fall as well as rise, which could mean getting back less than you originally put in. Please ensure you fully understand the risks and take care to manage your exposure.</p>
<h2>Stock Broker: Meaning, Purpose, Types, &#038; More</h2>
<p>Do thorough market research and analysis, then develop a detailed business plan to trade in new markets or stocks. In order to avoid whipsawing in stock markets, new traders can take a few steps, as mentioned below. By incorporating volatility filters into your trading strategy, you can avoid trading during highly unpredictable market conditions. The term whipsaw is used in situations when the market is volatile, the trader misreads the signs, and the stock he or she purchases moves in an opposite-to-expected direction.</p>
<p>The second type occurs when a share price drops in value for a short time&nbsp;and then suddenly surges upward to&nbsp;a positive gain&nbsp;relative to the stock&#8217;s original position. Whipsaw in trading describes a sharp increase or decrease in an asset’s price, which goes against the prevailing trend. Whipsaw is different to other reversals because it is characterised by a sudden change in an asset’s momentum shortly after a trader has opened their position.</p>
<p>A good way to practise avoiding whipsaw is by using a demo trading account – a risk-free environment that you can use to trade new markets and test new strategies. Since you’ll be trading with virtual funds, no real money is ever at stake when trading on a demo. To avoid whipsaw in trading, research the market you want to trade, carry out analysis, and create a trading plan. Here, we’ll tell you what whipsaw in trading is and how it works, as well as how to avoid it. These indicators are useful in understanding whether a stock is overbought or oversold. Whipsaw refers to a loss that a trader incurs when a security suddenly and unexpectedly drops soon after it is purchased.</p>
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		<title>What is Direct Market Access DMA? DMA Explained</title>
		<link>http://www.isarc47.org/what-is-direct-market-access-dma-dma-explained/</link>
		<comments>http://www.isarc47.org/what-is-direct-market-access-dma-dma-explained/#comments</comments>
		<pubDate>Mon, 22 May 2023 13:10:38 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=17363</guid>
		<description><![CDATA[Using direct market access means that prices are gathered from a wide selection of global banks, stock or currency and liquidity prices, giving you greater access to more competitive pricing. You can even set your own price with limit orders which are available across the entire market. Direct market access can facilitate trading for any<br /><span class="excerpt_more"><a href="http://www.isarc47.org/what-is-direct-market-access-dma-dma-explained/">[continue reading...]</a></span>]]></description>
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" width="453px" alt="what is direct market access"/></p>
<p>
<p>Using direct market access means that prices are gathered from a wide selection of global banks, stock or currency and liquidity prices, giving you greater access to more competitive pricing. You can even set your own price with limit orders which are available across the entire market. Direct market access can facilitate trading for any stock exchange and any security that trades on the stock exchange. Therefore, investors can trade in equities, fixed income securities, financial derivatives, or any other financial instrument. Following the Flash Crash, it has become difficult for a trading participant to get a true form of direct market access in a sponsored access arrangement with a broker. Also, we can say that, if you are a trader who operates with high volume levels, then you might need to operate with direct market access brokers who offer CFDs so your big orders don’t move the market.</p>
</p>
<p>
<p>So you might guess that, from a cost-benefit perspective, high-frequency traders are the ones who can potentially profit from this ultra-low latency. CFD trading may not be suitable for everyone and can result in losses that exceed your deposits, so please ensure that you fully understand <a href="https://www.day-trading.info/">https://www.day-trading.info/</a> the risks involved. Deal without a middleman and get better pricing, higher liquidity, faster execution and more control over trades. Some market making brokers only charge commissions for every transaction when trading forex, and others charge their fees on the same spread.</p>
</p>
<p><img 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" width="457px" alt="what is direct market access"/></p>
<p>
<p>With DMA, all orders are visible to the entire market, which enables market participants to effectively gauge market liquidity – as the order book of an exchange will show the total number of buyers and sellers. With DMA, a trader is able to interact with stock or currency exchanges, via a broker. At IG, you can access DMA by trading CFDs on shares, as well as through our Forex Direct offering.</p>
</p>
<p>
<p>In the broad market, various entities can own and operate direct market access platforms. Sell-side investment banks are also known for having direct market access. Sell-side investment banks have trading groups that execute trades with direct market access.</p>
</p>
<p>
<h2>What is direct market access (DMA) in trading?</h2>
</p>
<p>
<p>Buy-side firms may use the technology infrastructure provided by sell-side firms (i.e., investment banks) to get direct market access. Many sell-side firms now provide services for direct market access to their clients. The technology and infrastructure required to develop a direct market access trading platform can be expensive to build and maintain. Companies that offer direct market access sometimes combine this service with access to advanced trading strategies such as algorithmic trading. Thus, there are agreements between direct market access platform owners and sponsored firms that outline the services offered and the stipulations of the agreement.</p>
</p>
<p><img 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width="452px" alt="what is direct market access"/></p>
<p>
<p>You will have no right to complain to the Financial Ombudsman Services or to seek compensation from the Financial Services Compensation Scheme. All investments can fall as well as rise in value so you could lose some or all of your investment. Next, you would place an order and – if you were trading with leverage – your broker would carry out a check to see if you had enough margin to open the position. If you weren’t trading with leverage, you would need to have the full amount of money required to open the position in your account.</p>
</p>
<p>
<p>Rather than relying on market-making firms and broker-dealers to execute trades, some buy-side firms use direct market access to place trades themselves. It requires a sophisticated technology infrastructure to enable access to electronic facilities and order books of financial market exchanges that facilitate daily securities transactions. It is often used by buy-side-firms to execute trades themselves rather than relying on market-making-firms or broker-dealers. Foreign exchange direct market access (FX DMA) refers to electronic facilities that match foreign exchange orders from individual investors, buy-side or sell-side firms with each other. Intermediary brokerage firms are known to have direct market access for completing trade orders.</p>
</p>
<p>
<h2>Direct market access (DMA) definition</h2>
</p>
<p>
<p>For example, traders gain access to advanced trading strategies – such as algorithmic trading – which is more suitable for experienced traders. The common service for retail traders to get access to forex markets is given by what is called a broker’s dealing desk. The broker’s dealing desk is in charge of optimizing the best route for the retail traders’ orders to reach the institutional banks.</p>
</p>
<p>
<ol>
<li>CFD trading on shares and forex enables you to go long or short on prices without taking ownership of the underlying assets.</li>
<li>CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.</li>
<li>DMA is heavily regulated, which can be a good thing because it ensures that trades are carried out in a responsible way.</li>
</ol>
<p>
<p>Some forex direct market access brokers could let you trade this type of derivative directly with banking institutions. Let us assume that a trader or a firm wants to trade stocks via direct market access. First of all, a platform will be needed via a broker for availing the facility of direct access to the market.</p>
</p>
<p>
<h2>How can the sell-side provide ULL DMA?</h2>
</p>
<p>
<p>Therefore, any accounts claiming to represent IG International on Line are unauthorized and should be considered as fake. Please ensure you understand how this product works and whether you can afford to take the high risk of losing money. Direct market access is recommended for advanced traders only, as there may be difficulties.</p>
</p>
<p>
<p>Let us find out the working of forex direct market access as well as the stock direct market access where you could access the order book from  several exchanges without “a smart router”. This smart router might optimize the best route for your Tesla stock buy order. Afterwards, the trader will place the order and the broker will do a quick check to find out the margin for opening the position in the market.</p>
</p>
<p>
<p>Before we talk about foreign exchange direct market access, let us explain to you the forex indirect market access. One of the main advantages of direct market access is the low latency it offers compared to the router layer that some brokers have. Some technology vendors try to optimize this feature calling their service as ultra-low latency direct market access, implying they offer an improvement in their latency, compared to only a low latency (LL) one. All forms of investments carry risks and trading CFDs may not be suitable for everyone. CFDs are leveraged instruments and can result in losses that exceed deposits, so please ensure that you fully understand, and are aware of, the risks and costs involved.</p>
</p>
<p>
<h2>Foreign exchange direct market access</h2>
</p>
<p>
<p>You would search the DMA platform for the best price available to either buy or sell the underlying market. When you place a DMA trade with a CFD, we take the position in the underlying market and you’d receive a CFD with us. This is a derivative that enables you to speculate on the market price, but without having to own the asset in question.</p>
</p>
<p>
<p>Individual investors typically do not have direct market access to the exchanges. While trade execution is  usually immediately enacted, the transaction is fulfilled by an intermediary brokerage firm. While brokerage firms can work on a market-making quote basis, it has become more common since the 1990s for brokerage platforms to use direct market access for completing the trade.</p>
</p>
<p>
<p>Essentially, direct market access enables investors to interact with stock or currency exchanges directly, without the need for brokers. Having this control means investors can bypass any cluster of over-the-counter-orders and have flexibility and freedom to choose the price they want to deal at. Direct market access provides a direct connection to the financial market exchanges to make the completion of a financial market transaction final. Exchanges <a href="https://www.topforexnews.org/">https://www.topforexnews.org/</a> where stocks, commodities, derivatives and other financial instruments are traded include, the New York Stock Exchange (NYSE), the NASDAQ and the London Stock Exchange (LSE). Direct market access (DMA) refers to a method of electronic trading where investors can execute trades by directly interacting with an electronic order book. An order book is a list of orders that records the orders that buyers and sellers place in the stock exchange.</p>
</p>
<p>
<p>The costs of using and trading with direct market access goes beyond the technology requirements, the price of direct access trading systems are usually higher than those you will pay to work with an online broker. The commission you pay can also be double of what you would pay with a traditional broker. Direct market access gives you greater visibility and therefore greater control of the market. All orders are visible to the entire <a href="https://www.forexbox.info/">https://www.forexbox.info/</a> market, which gives traders the opportunity to effectively gauge market liquidity. DMA enables you to interact with stock or currency exchanges directly – bypassing any aggregation of over-the-counter orders – so you can choose the price you want to deal at. Contract for Difference (CFD) is a type of contract which enables the investor to trade in the direction of the currency pairs instead of trading with the spot quotes.</p></p>
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		<title>1 USD to RUB US Dollars to Russian Rubles Exchange Rate</title>
		<link>http://www.isarc47.org/1-usd-to-rub-us-dollars-to-russian-rubles-exchange/</link>
		<comments>http://www.isarc47.org/1-usd-to-rub-us-dollars-to-russian-rubles-exchange/#comments</comments>
		<pubDate>Thu, 11 May 2023 08:52:45 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=12011</guid>
		<description><![CDATA[That&#8217;s forced the Kremlin to move away from what it calls &#8220;toxic currencies&#8221; – and the yuan quickly emerged as one of the main beneficiaries, with its share of Russian import settlements rising from 4% to 23% last year, per Reuters. However, the nft stocks Kremlin did so on the assumption that other global currencies,<br /><span class="excerpt_more"><a href="http://www.isarc47.org/1-usd-to-rub-us-dollars-to-russian-rubles-exchange/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>That&#8217;s forced the Kremlin to move away from what it calls &#8220;toxic currencies&#8221; – and the yuan quickly emerged as one of the main beneficiaries, with its share of Russian import settlements rising from 4% to 23% last year, per Reuters. However, the <a href="https://trading-market.org/nft-stocks-nft-technologies-inc-nft-ne-profile/">nft stocks</a> Kremlin did so on the assumption that other global currencies, primarily the euro, but also the Japanese yen and the British pound, would remain available to it. The value of the digital ruble is identical to the value of a regular ruble.</p>
<p>The amount you tip taxi drivers and bartenders is totally up to you, it is also ok not to tip if you are not satisfied with the services provided. So if you’re asked what you’re doing, just say на чай (na chai), to the tea. U2 have always wanted to push the boundaries on their way to being the biggest band in the world. But, as they reminded on this night, they do it with a passion, integrity and authenticity that is keeping with the spirit of so much of great rock and roll. Like Patti Smith, Bob Dylan, The Who and Bruce Springsteen, U2 believe music can change the world. They believed it as kids and 40 years later they still think all you need is &#8220;three chords and the truth.&#8221; That is the passion that keeps them going and one of the most successful rock bands of all time.</p>
<ul>
<li>In general, American, and some Canadian, authors tend to use &#8220;ruble&#8221; while other English-speaking authors use &#8220;rouble&#8221;.</li>
<li>On 30 October 2013, a special banknote in honour of the 2014 Winter Olympics held in Sochi was issued.</li>
<li>Notes are issued in denominations ranging from 5 to 5,000 rubles.</li>
<li>Nevertheless, we highly recommend checking your bank&#8217;s policies regarding exchange rates and fees (if any) for withdrawing money in another currency in a different country.</li>
<li>In July, the International Monetary Fund raised its forecast for Russia’s economic growth in 2023 to 1.5 percent, from 0.7 percent.</li>
</ul>
<p>The Belarusian rubel replaced the Russian ruble as the country’s official currency in 1992. However, the Russian ruble was reintroduced as the Belarusian currency when Russia and Belarus signed an agreement to establish a “ruble zone”; nevertheless, in 1994 the Belarusian rubel once more became the country’s sole currency. A lot of banks don&#8217;t have Russian rubles in stock, since it&#8217;s quite a volatile currency to have.</p>
<p>Still, the change underlines Moscow’s efforts to chart a path through the maze of economic barriers constructed by the U.S. and its allies over the more than six months since the invasion began. Kremlin officials have called on Russian businesses and individuals to divest themselves of “toxic” currencies issued by governments that have acted to thwart President Vladimir Putin’s efforts to expand Russian territory by force. Before traveling to Russia it is handy to know a few things about the country including national currency and money in general. For starters, the official currency of Russia is the Russian Rubles. Plus debit cards are accepted in most places, including shops, hotels, and restaurants.</p>
<p>These were followed by 50,000-ruble notes in 1993, 100,000 rubles in 1995 and, finally, 500,000 rubles in 1997 (dated 1995). A large portion of the assets of the Russian central bank held overseas were frozen, as were the assets of many wealthy Russian businesspeople. U.S. banks were effectively barred from doing business with Russian businesses, with some exceptions for energy payments, which had the result of cutting Russian firms off from the dollar-based transactions that represent a large share of global commerce.</p>
<p>In that case, the best money to take is dollars or euros, since they are widely accepted at currency exchange places all around the country. When exchanging, try to stay away from the airport, since exchange rates there are worse than in the city, and you’ll end up losing a good chunk of your money. The Russian Ruble (RUB), among the oldest currencies still in circulation, is heavily influenced by global oil prices, considering Russia&#8217;s <a href="https://forexbitcoin.info/how-to-buy-safe-moon-how-to-buy-safemoon-safemoon/">how to buy safe moon</a> key role as an exporter of oil and natural gas. The Ruble has witnessed multiple transformations since its inception in the 13th century, with the latest changes occurring due to the fall of the Soviet Union in 1992 and the redenomination in 1998. Geopolitical events, particularly Russia&#8217;s conflicts with Ukraine and the sanctions imposed from various nations, have played substantial roles in devaluing the Ruble&#8217;s exchange rate.</p>
<h2>US Dollar to Russian Ruble stats</h2>
<p>Ongoing political tensions have hurt the Russian economy, as the country has repeatedly faced sanctions from the international community. The value of the ruble along with many Russian companies plummeted after Russia began its invasion of Ukraine in February 2022. As the Russia-Ukraine conflict has raged, the ruble settled into a trading range of  around 70 to 80 RUB per USD; however, it remains volatile. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. On Thursday, in a move to bolster the ruble, Russia’s central bank said it would halt its purchases of foreign currency for the remainder of the year.</p>
<ul>
<li>The exchange rate went up to 80 rubles per 1 US dollar in 2016, but it has been dropping during the last months.</li>
<li>The coins depict the double-headed eagle without a crown, sceptre and globus cruciger above the legend &#8220;Банк России&#8221; (&#8220;Bank of Russia&#8221;).</li>
<li>A multitone combined watermark is located on the unprinted area in the upper part of the banknote.</li>
</ul>
<p>Numbers ending in 5–9, 0, or 11–14 are followed by genitive plural рублей rubley, копеек kopeyek. Both the spellings ruble and rouble are used in English, depending on the author&#8217;s native dialect. The earliest use recorded in English is the now completely obsolete robble. The form rouble is preferred by the Oxford <a href="https://day-trading.info/bonds/page/10/">trade bonds online</a> English Dictionary and probably derives from the transliteration into French used among the Tsarist aristocracy. It may have been retained in English to avoid confusion with &#8220;rubble&#8221;. In general, American, and some Canadian, authors tend to use &#8220;ruble&#8221; while other English-speaking authors use &#8220;rouble&#8221;.</p>
<h2>Notes</h2>
<p>In American English there is a tendency for older sources to use rouble and more recent ones to use ruble. However, usage is not consistent and major publications are known to use both (though usually preferring one or the other). According to one version, the word &#8220;ruble&#8221; is derived from the Russian verb рубить (rubit), &#8220;to cut, to chop, to hack&#8221;, as a ruble was considered a cutout piece of a silver grivna. In the end, Mankoff said, Russia’s options are starkly limited if it remains cut off from most global markets, and economic conditions are likely to get worse. Russia is more than twice as large as the contiguous 48 U.S. states and is blessed with enormous natural resources.</p>
<h2>How does the Bank of Russia influence the ruble?</h2>
<p>Since the monetary reform of 1534, one Russian accounting ruble became equivalent to 100 silver Novgorod denga coins or smaller 200 Muscovite denga coins or even smaller 400 polushka coins. Exactly the former coin with a rider on it soon became colloquially known as kopek and was the higher coin until the beginning of the 18th century. Ruble coins as such  did not exist till Peter the Great, when in 1704 he reformed the old monetary system and ordered mintage of a 28&nbsp;g (0.90&nbsp;ozt) silver ruble coin equivalent to 100 new copper kopek coins. Apart from one ruble and one kopek coins other smaller and greater coins existed as well.</p>
<h2>RUB</h2>
<p>China and India, both major consumers of Russian energy, have both increased their purchases in the months since the invasion, settling transactions in their national currencies rather than in dollars, as is common on global markets. According to experts, the change was more symbolic than practical, because a broad slate of sanctions imposed on Russia over its expanded invasion of Ukraine have made it almost impossible for Russian businesses to make dollar-based transactions. The change comes just a few weeks after the Moscow Exchange reduced the acceptable percentage of U.S. dollars in collateral from 50% of total value to 25%. In February 2022, many commentators suggested Russia could evade international sanctions using cryptocurrency. Though a CBDC is much different from a private cryptocurrency, a digital ruble could limit Russia&#8217;s dependence on using foreign currencies, such as the U.S. dollar. Using a currency conversion calculator is a smart way to estimate what you’ll get once you’re ready to exchange funds.</p>
<p>Foriegn merchants may also impose additional fees if you ask them to convert a price into USD at checkout. Live tracking and notifications + flexible delivery and payment options. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods.</p>
<p>In recent years, the currency&#8217;s exchange rate has generally tracked global commodity prices, especially oil prices, because Russia&#8217;s economy heavily depends on exports of oil, natural gas, and other natural resources. The ruble collapsed in the second half of 2014, losing about half its value versus the U.S. dollar as global oil prices plunged. Economic and financial sanctions imposed by the U.S. and European Union on Russia in July 2014 over its invasion and annexation of Crimea also helped weaken it. One notable event was the annexation of Crimea&nbsp;by Russia in 2014, which triggered international sanctions and condemnation from the United States, the European Union, and other countries.</p>
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		<title>What Is an IPO? How an Initial Public Offering Works</title>
		<link>http://www.isarc47.org/what-is-an-ipo-how-an-initial-public-offering/</link>
		<comments>http://www.isarc47.org/what-is-an-ipo-how-an-initial-public-offering/#comments</comments>
		<pubDate>Wed, 21 Dec 2022 15:34:45 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=18095</guid>
		<description><![CDATA[As with any type of investing, putting your money into an IPO carries risks—and there are arguably more risks with IPOs than buying the shares of established public companies. That’s because there’s less data available for private companies, so investors are making decisions with more unknown variables. Many people think of IPOs as big money-making<br /><span class="excerpt_more"><a href="http://www.isarc47.org/what-is-an-ipo-how-an-initial-public-offering/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>As with any type of investing, putting your money into an IPO carries risks—and there are arguably more risks with IPOs than buying the shares of established public companies. That’s because there’s less data available for private companies, so investors are making decisions with more unknown variables. Many people think of IPOs as big money-making opportunities—high-profile companies grab headlines with huge share price gains when they go public. But while they’re undeniably trendy, you need to understand that IPOs are very risky investments, delivering inconsistent returns over the longer term. Additionally, the  underwriter will need to set a POP that is high enough to ensure the company raises a satisfactory amount of money through the equity issue. Lastly, the POP must be low enough to attract the attention of investors and motivate them to buy shares of the new offering.</p>
<p>Neither Schwab nor the products and services it offers may be registered in any other jurisdiction. Its banking subsidiary, Charles Schwab Bank, SSB (member FDIC and an Equal Housing Lender), provides deposit and lending services and products. Access to Electronic Services may be limited or unavailable during periods of peak demand, market volatility, systems upgrade, maintenance, or for other reasons.</p>
<ol>
<li>How much demand there is for the type of shares being offered is carefully considered as is the valuation of similar companies already listed and the excitement the private company’s growth prospects can generate.</li>
<li>If your company grants you RSUs or PSUs, you will experience two taxable events.</li>
<li>You should also consider qualitative factors when judging a public offering price.</li>
<li>This process is sometimes referred to as &#8220;going public.&#8221; After a private company becomes a public company, it is owned by the shareholders who purchase its stock.</li>
<li>Investors will watch news headlines but the main source for information should be the prospectus, which is available as soon as the company files its S-1 Registration.</li>
</ol>
<p>For example, if the company has sold 25,000 IPO stock shares for $500,000, you would divide the $500,000 paid-in capital amount by the 25,000 shares to arrive at a $20-per-share book value. When companies are considering going public, they typically hire an investment bank to advise them and guide them through the lengthy and costly process. IPOs tend to garner a lot of media attention, some of which is deliberately cultivated by the company going public.</p>
<p>But even if you had bought in when Lyft went public, you still wouldn’t have recouped your investment. For a number of reasons, the chances of the average investor getting IPO shares before they begin trading is remote. That doesn&#8217;t mean however that there&#8217;s no opportunity to profit from them, if you understand how they work and what is available.  Flipping&nbsp;is the practice of reselling an IPO stock in the first few days to earn a quick profit.</p>
<h2>Managing Your Equity Compensation in a Down Market</h2>
<p>Over the long term, an IPO&#8217;s price will settle into a steady value, which can be followed by traditional stock price metrics like moving averages. Investors who like the IPO opportunity but may not want to take the individual stock risk may look into managed funds focused on IPO universes. But also look out for so-called hot IPOs that could be more hype than anything else. One of the key advantages is that the <a href="https://www.day-trading.info/publicly-traded-esports-companies-enthusiast/">https://www.day-trading.info/publicly-traded-esports-companies-enthusiast/</a> company gets access to investment from the entire investing public to raise capital. This facilitates easier acquisition deals (share conversions) and increases the company’s exposure, prestige, and public image, which can help the company’s sales and profits. Typically, this stage of growth will occur when a company has reached a private valuation of approximately $1 billion, also known as unicorn status.</p>
<p>This fee can range from an average of 4.1% to&nbsp;7.0% of gross IPO proceeds. An IPO valuation depends heavily on the <a href="https://www.topforexnews.org/news/nordea-bank-abp-stock-price/">https://www.topforexnews.org/news/nordea-bank-abp-stock-price/</a> company&#8217;s future growth projections. The primary motive behind an IPO is to raise capital to fund further growth.</p>
<p>Investment banks discourage the practice by not giving allocations to clients that have flipped shares in the past. Buying shares immediately after the IPO can be risky, because the price can be volatile. In the first few days after trading opens, according to the SEC, the investment bank may support the price by purchasing shares.</p>
<p>First, the public offering price must accurately reflect the current and potential near-term worth of the underlying company. The underwriter will need to undertake a thorough review of the company&#8217;s financial <a href="https://www.currency-trading.org/cryptocurrencies/binance-coin-price-bnb-price-index-chart-and-info/">binance coin price bnb price index chart and info</a> statements, which includes the balance sheet, income statement, and cash flow statement. Investors and analysts sometimes use the POP price as a benchmark against which a stock&#8217;s current price can be compared.</p>
<h2>Investing in an IPO</h2>
<p>This excess supply can put severe downward pressure on the stock price. Underwriters and interested investors look at this value on a per-share basis. Other methods that may be used for setting the price include equity value, enterprise value, comparable firm adjustments, and more. The underwriters do factor in demand but they also typically discount the price to ensure success on the IPO day. The term&nbsp;initial public offering (IPO)&nbsp;has been a buzzword on Wall Street and among investors for decades. The Dutch are credited with conducting the first modern IPO by offering shares of the Dutch East India Company to the general public.</p>
<h2>Understanding a Public Offering Price (POP)</h2>
<p>Look for the amount under the “paid-in capital” heading, which is the money the company has received from the sale of IPO stock. Bankers use the indications of interest and response to the roadshows to arrive at a final price for the offering. The legal team files a request with the SEC for an effective date of the registration, and the board of directors then approves the offering price.</p>
<h2>How to Research Public Offering Prices</h2>
<p>When a company goes IPO, it needs to list an initial value for its new shares. In large part, the value of the company is established by the company&#8217;s fundamentals and growth prospects. Because IPOs may be from relatively newer companies, they may not yet have a proven track record of profitability.</p>
<p>An IPO is a big step for a company as it provides the company with access to raising a lot of money. The increased transparency and share listing credibility can also be a factor in helping it obtain better terms when seeking borrowed funds as well. Perhaps the biggest cost is the hiring of an investment bank to underwrite the IPO.</p>
<p>By using the balance sheet information contained in the prospectus, prospective investors can calculate an accurate share value to help determine whether the market has correctly priced an IPO. The final offering price is determined by the investment bankers based on their assessment of what the market is willing to pay for the shares of the company. That’s why a private company that plans to go public hires an underwriter, usually an investment bank, to consult on the IPO and help it set an initial price for the offering. Underwriters help management prepare for an IPO, creating key documents for investors and scheduling meetings with potential investors, called roadshows. The price may increase if this allocation is bought by the underwriters and decrease if not.</p>
<p>If a company&#8217;s share price rises significantly above its initial public offering price, the company is considered to be performing well. However, if the share price later dips below its initial public offering price, this is considered a sign that investors have lost confidence in the company&#8217;s ability to create value. An initial public offering (IPO) is the process by which a privately-owned enterprise is transformed into a public company whose shares are traded on a stock exchange.</p>
<p>Conversely, a company might be a good investment but not at an inflated IPO price. “At the end of the day, you could buy the very best business in the world, but if you overpay for it by 10 times, it’s going to be really hard to get your capital back out of it,” Chancey says. As an example, let’s say the balance sheet reports $500,000 as the amount of paid-in capital. Locate the number of shares the company has sold in the stockholders&#8217; equity section. Divide the paid-in capital by the number of shares sold to get the value of one share of stock.</p>
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		<title>How to Use Moving Averages to Find the Trend</title>
		<link>http://www.isarc47.org/how-to-use-moving-averages-to-find-the-trend/</link>
		<comments>http://www.isarc47.org/how-to-use-moving-averages-to-find-the-trend/#comments</comments>
		<pubDate>Tue, 08 Nov 2022 15:45:46 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=18062</guid>
		<description><![CDATA[You can also practise trading first in our risk-free demo account, which gives you $20,000 to help hone your strategy. Just as long as lines are in order (faster MA over slower MA in an uptrend, slower MA over faster MA in a&#160;downtrend), then you can tell whether the pair is in an uptrend or<br /><span class="excerpt_more"><a href="http://www.isarc47.org/how-to-use-moving-averages-to-find-the-trend/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>You can also practise trading first in our risk-free demo account, which gives you $20,000 to help hone your strategy. Just as long as lines are in order (faster MA over slower MA in an uptrend, slower MA over faster MA in a&nbsp;downtrend), then you can tell whether the pair is in an uptrend or in a downtrend. The simplest way is to just plot a single moving average on the chart. As you can see, the moving average looks like a squiggly line overlayed on top of the price (represented by Japanese candlesticks).</p>
<p>There are different ways to use MAs in forex trading, but most commonly these methods focus on trying to find the current or upcoming trends of a forex market. The EMA was developed to correct this problem as it will give more weight to the most recent prices. This makes the EMA more sensitive to the current trends in the market and is useful when determining trend direction. Once you have an account (or demo) and know which currency pair you want to trade, it’s time for you to decide whether to ‘buy’ or ‘sell’. Longer period moving averages are smoother than shorter period moving averages. This gives them a clearer signal of whether the pair is trending up or down depending on the order of the moving averages.</p>
<ol>
<li>Forex is the world’s most traded market, and our platform has more than 80 global currency pairs to trade.</li>
<li>A steeper angle of the moving averages – and greater separation between them, causing the ribbon to fan out or widen – indicates a strong trend.</li>
<li>This means that your first step is to find the right currency pair to suit your trading style and goals.</li>
</ol>
<p>Many traders use more than one Moving Average at a time as this gives a more holistic view of the market. Moving averages are often used to determine market entries as well as support and resistance <a href="https://www.day-trading.info/oil-future-markets-wti-crude-oil-e-daily-commodity/">Oil future markets</a> levels. Traders that are long, should view a Death Cross as a time to consider closing the trade while those in short trades should view the Golden Cross as a signal to close out the trade.</p>
<p>The moving average ribbon can be  used to create a basic forex trading strategy based on a slow transition of trend change. It can be  utilized with a trend change in <a href="https://www.forex-world.net/blog/acciones-google-goog-stock-price-and-chart-nasdaq/">https://www.forex-world.net/blog/acciones-google-goog-stock-price-and-chart-nasdaq/</a> either direction (up or down). We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools.</p>
<p>We&#8217;re also a community of traders that support each other on our daily trading journey. In technical analysis, the moving average is an indicator used to represent the average closing price of the market over a specified time. Traders often make use of moving averages as it can be a good indication of current market momentum.</p>
<p>Moving Average plays an important role in sending exit and entry signals to traders. The two most common types are a simple moving average and an exponential moving average. Moving average envelopes are percentage-based envelopes set above and below a moving average. The type of moving average that is set as the basis for the envelopes does not matter, so forex traders can use either a simple, exponential or weighted MA.</p>
<h2>How much does trading cost?</h2>
<p>Additionally, a nine-period EMA is plotted as an overlay on the histogram. The histogram shows positive or negative readings in relation to a zero line. While most often used in forex trading as a momentum indicator, the MACD can also be used to indicate market direction and trend. The creation of the moving average ribbon was founded on the belief that more is better when it comes to plotting moving averages on a chart. The ribbon is formed by a series of eight to 15 exponential moving averages (EMAs), varying from very short-term to long-term averages, all plotted on the same chart. The resulting ribbon of averages is intended to provide an indication of both the trend direction and strength of the trend.</p>
<p>The moving average (MA) indicator is one of the most used technical indicators for forex traders. It’s a formula used to calculate the averages of a market’s movements over a longer time period (usually weeks or months rather than days) to identify trends, which is vital for a good forex trading strategy. The Guppy multiple moving average (GMMA) is composed of two separate sets of exponential moving averages (EMAs).</p>
<h2>Top Moving Average trading indicators</h2>
<p>When you are comfortable with your trade’s amount of profit or loss and want to close the position, simply open it in the ‘positions’ tab of the platform and click ‘close’. Guaranteed stops, on the other hand, do protect against slippage and will always be closed out at exactly the price you specified. Also, forex is traded in lots, which are batches of currency used to standardise forex trades. A standard lot size is 100,000 units, while a micro lot is 1000 units.</p>
<h2>We and our partners process data to provide:</h2>
<p>When price action tends to stay above the moving average, it signals that price is in a general&nbsp;UPTREND. One sweet way to use moving averages is to help you determine the trend. By looking at the slope of the moving average, you can better determine the trend direction. Price zigs and zags so <a href="https://www.topforexnews.org/books/how-to-use-the-amazon-trade/">https://www.topforexnews.org/books/how-to-use-the-amazon-trade/</a> a moving average helps smooth out the random price movements and help you “see” the underlying trend. The reason for using a moving average instead of just looking at the price is due to the fact in the real world, aside from Santa Clause not being real…..trends do not move in straight lines.</p>
<h2>Understanding Moving Average in Forex: A Beginner’s Guide</h2>
<p>Like every technical indicator, a moving average (MA) indicator is used to help us forecast future prices. A moving average is simply a way to smooth out price fluctuations to help you distinguish between typical market “noise” and the actual trend direction. Leveraged trading in foreign currency or off-exchange products on margin carries significant risk and may not be suitable for all investors. We advise you to carefully consider whether trading is appropriate for you based on your personal circumstances. It is not a solicitation or a recommendation to trade derivatives contracts or securities and should not be construed or interpreted as financial advice. Any examples given are provided for illustrative purposes only and no representation is being made that any person will, or is likely to, achieve profits or losses similar to those examples.</p>
<p>They do NOT predict price direction; instead, they define the current direction with a lag. IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority. Discover the range of markets you can trade on &#8211; and learn how they work &#8211; with IG Academy&#8217;s online course.</p>
<p>For instance, when using EMAs, a ribbon strategy can give a good idea of the strength and potential longevity of a trend. While one or two of the MA lines for the shorter periods may first pick up a trend, the longer-term lines can confirm or call it into question. You can customise your own ribbon by choosing how many MA lines you want and whether they should be SMAs or EMAs.</p>
<div data-counters='1' data-style='square' data-size='regular' data-url='http://www.isarc47.org/how-to-use-moving-averages-to-find-the-trend/' data-title='How to Use Moving Averages to Find the Trend' class='linksalpha_container linksalpha_app_3'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div><div data-position='' data-url='http://www.isarc47.org/how-to-use-moving-averages-to-find-the-trend/' data-title='How to Use Moving Averages to Find the Trend' class='linksalpha_container linksalpha_app_7'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div>]]></content:encoded>
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		<title>What is a Closed Position &amp; How Does it Work?</title>
		<link>http://www.isarc47.org/what-is-a-closed-position-how-does-it-work/</link>
		<comments>http://www.isarc47.org/what-is-a-closed-position-how-does-it-work/#comments</comments>
		<pubDate>Wed, 03 Aug 2022 16:07:44 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=18076</guid>
		<description><![CDATA[Regulators like the SEC in the US have rules and regulations that investors must follow when closing a position. An example of this is if there were clear signs https://www.forexbox.info/xtrade-a-complete-brokerage-firm-review/ of a recession or a market crash. There are many reasons to close a position, but it ultimately comes down to your personal circumstances and<br /><span class="excerpt_more"><a href="http://www.isarc47.org/what-is-a-closed-position-how-does-it-work/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>Regulators like the SEC in the US have rules and regulations that investors must follow when closing a position. An example of this is if there were clear signs <a href="https://www.forexbox.info/xtrade-a-complete-brokerage-firm-review/">https://www.forexbox.info/xtrade-a-complete-brokerage-firm-review/</a> of a recession or a market crash. There are many reasons to close a position, but it ultimately comes down to your personal circumstances  and goals.</p>
<ol>
<li>With this knowledge, you can make informed decisions about when to enter and exit trades.</li>
<li>And finally, if you are closing a short position, you may have to pay what&#8217;s called a short squeeze.</li>
<li>This is because the trade is live and can still make profits or incur losses.</li>
<li>For instance, features like “take profit orders” and stop-loss will automatically close your position if a market’s price rises or drops to a set level.</li>
<li>If a company&#8217;s fundamentals have changed and you are no longer confident in the stock, you may also want to close your position.</li>
</ol>
<p>Conversely, loss-cutting or stop-loss strategies are defensive measures, guiding traders to sell their losers, set a loss threshold and prevent deeper financial setbacks. This strategy requires acknowledging a misstep or market downturn with insight and emotional discipline. Closing <a href="https://www.day-trading.info/use-curl-to-interact-with-an-api/">https://www.day-trading.info/use-curl-to-interact-with-an-api/</a> a position can either result in a gain or loss, which directly impacts the overall portfolio performance. It also affects the portfolio&#8217;s diversification and risk profile. For instance, closing a risky position can reduce the portfolio&#8217;s exposure to market volatility.</p>
<p>On the other hand, the reason for opening positions can vary. Some investors may buy a stock and hold it for years, while others may open and close positions multiple times a day. When you close a position, the transaction is processed and settled.</p>
<h2>Close Position: FAQs</h2>
<p>For instance, investors might quickly exit a pharmaceutical stock facing unexpected regulatory challenges. In trading, exiting a position is as varied and crucial as the strategies themselves. Different exit strategies cater to specific scenarios and goals, forming a key part of any trader’s playbook.</p>
<h2>Understanding Close Positions</h2>
<p>Brokers play a crucial role in the process of closing a position. They provide a platform for executing trades, offer advice based on market analysis, and ensure smooth transactions. If you close a short position, it means you are selling first and buying the investment back at a later time, hopefully at a lower price so you can pocket the difference.</p>
<h2>Factors Influencing the Decision to Close a Position</h2>
<p>Hesitate too long, and the music might fade, leaving you holding an empty instrument. Unlike a fixed stop-loss, this tool adapts, maintaining a preset distance below (or above) the market price. It’s like having a flexible safety net, securing profits while still leaving room for potential growth. Imagine a stock climbing steadily; a trailing stop allows the trader to ride the wave while protecting against sudden downturns. A fundamental tool in a trader’s toolkit is the stop-loss order. It’s like a financial guardrail, automatically stepping in to prevent deep losses.</p>
<p>That is the question that echoes across the perilous seas of finance. A financial professional will be in touch to help you shortly. Someone on our team will connect you with a financial professional in our network holding the correct designation and expertise. Our mission is to empower readers with the most factual and reliable financial information possible to help them make informed decisions for their individual needs.</p>
<p>It represents a divestment, at which point you realize your gains or losses from the investment. To close a position at the correct level, it is important to set trading goals before entering a trade or opening a position. Goals could be target prices, expected return percentages, or anticipated loss. A position can be closed once these expectations are fulfilled. Sometimes, an investor who intends to nullify tax liability on capital gains may close their position on a losing security to realize a loss. This can be triggered when there is insufficient equity in your account to support the trade’s margin requirements.</p>
<p>Holding onto one asset for too long can throw your portfolio’s harmony out of tune, amplifying risk and jeopardizing the rhythm of your overall strategy. Closing a position isn’t just a technical chore; it’s a strategic maneuver, a pivotal moment that can reshape your financial voyage. It’s like stepping off the plank of a trade, securing gains, weathering losses, or charting a new course. For the seasoned investor, it’s an art form – a delicate dance between securing hard-won riches, minimizing storm damage, and pirouetting with the market’s changing tide. Consider whether closing the position aligns with your long-term objectives and if it will help achieve your desired risk level.</p>
<p>These realized gains transform from virtual numbers into potent fuel for expansion, opening doors to diversification and fertile new ventures. Think of it as a springboard, propelling the investor from a tech-heavy melody to a diverse symphony of emerging markets and steady bonds. Deciding the right time to exit a position is nuanced, shaped by various market factors and signals. Traders balance these elements, reflecting on market dynamics and personal strategy. Closing a position is a vital aspect of successful investing. By  following these necessary steps, you can ensure that you are making well-informed decisions that align with your financial goals and strategies.</p>
<p>It’s important to note that closing a position is the opposite action of opening a position. When a trader opens a position, they are initiating a trade by buying or selling a financial instrument. However, when they close the position, they are exiting the trade by either selling or buying back the financial instrument they previously acquired. For traders, mastering the art of closing positions isn’t optional, it’s the secret sauce. It’s where analytical horsepower meets street smarts, all while waltzing with the ever-changing market rhythm.</p>
<p>With this decisive maneuver, they not only locked in a substantial gain but also steered clear of the treacherous waters churned up by economic anxieties. Before making the decision to close a position, it is essential to evaluate the current market conditions. Analyze the trends, indicators, and news that may affect the security&#8217;s <a href="https://www.currency-trading.org/strategies/strategies-for-successful-day-trading/">strategies for successful day trading</a> price. Assess the market&#8217;s overall direction and take note of any significant events that could impact your investment. If you&#8217;re new to trading, it&#8217;s important to understand the difference between an open and closed position. With this knowledge, you can make informed decisions about when to enter and exit trades.</p>
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		<title>Bitit Review Is Bitit Scam or Legit?</title>
		<link>http://www.isarc47.org/bitit-review-is-bitit-scam-or-legit/</link>
		<comments>http://www.isarc47.org/bitit-review-is-bitit-scam-or-legit/#comments</comments>
		<pubDate>Fri, 24 Dec 2021 13:38:48 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=15334</guid>
		<description><![CDATA[While crypto exchanges such as Binance are often targeted towards traders, Bitit is very clearly targeting itself towards crypto novices. The service aims to make it easy for anyone to buy cryptocurrencies using a credit card or various other payment methods. Bitit.io is a solid website that offers a variety of payment options to people<br /><span class="excerpt_more"><a href="http://www.isarc47.org/bitit-review-is-bitit-scam-or-legit/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>While crypto exchanges such as Binance are often targeted towards traders, Bitit is very clearly targeting itself towards crypto novices. The service aims to make it easy for anyone to buy cryptocurrencies using a credit card or various other payment methods. Bitit.io is a solid website that offers a variety of payment options to people that want to get their hands on cryptocurrency without any complications from a standard trading platform.</p>
<ol>
<li>Users can offer funding across a wide range of currencies &#038; assets, at the rate and duration of their choice.</li>
<li>Bitit is not like the other exchange platforms like Bitstamp or Coinbase which are commonly regarded as the typical exchanges.</li>
<li>If you’re a non-US advanced trader or looking to trade large sums, then Bitfinex is definitely an option.</li>
<li>On the other hand, if you’re an experienced cryptocurrency trader, Bitfinex likely offers everything you’ll need and more.</li>
<li>However, in all the hullabaloo, some exchanges have left a positive mark on the crypto space.</li>
</ol>
<p>Sarah ran away from a corporate job so she could travel the world. After doing that, she found herself a much-loved new career as a freelance blockchain technology writer. She’s authored and ghostwritten more than 250 pieces on blockchain and cryptocurrencies.</p>
<h2>That was surprisingly fast and easy</h2>
<p>More recently, it was revealed that Bitfinex lost access to $850 million worth of their customer funds, due to one of their payment processors – Crypto Capital – having funds seized by Poland, Portugal and the USA. This situation persisted for weeks, leading to client complaints and all kinds of distortions in Bitfinex’s pricing. Normal service was eventually restored—although US dollars and US customers are no longer accepted by Bitfinex as a result of these banking headaches. But as you know, running a crypto exchange is not an easy business to be in. Moreover, being centralized in nature, these&nbsp;exchanges are prone to numerous attacks and hacks.</p>
<p>User and customers wants to know about the standards of the exchange before they begin to use the exchange. So I am going to provide a review of Bitit exchange which will be helpful for the users to know about this exchange. You can then select your payment method from the drop-down list, enter your amount and wallet address before submitting payment. Now that we’ve talked about their verification levels, what features do they have waiting for us? One of the interesting things that we noticed is that you will be able to add several BTC/crypto wallets with the ability to name each one and personalize it. This is great since some people will have multiple BTC wallets and have the ability to label each wallet will make it easier for you to withdraw or deposit from the correct one without any problems at all.</p>
<p>Its average TrustPilot score shows that it’s doing a relatively good job in maintaining user satisfaction (most exchanges receive a “poor” rating). Bitfinex also supports Tether (USDT), the quasi-fiat token unofficially pegged to the US dollar’s price. Bitfinex offers the trading of derivatives contracts, which give traders the ability to speculate on the price of an asset, without buying or selling it  outright.</p>
<p>The high cryptocurrency liquidity combined with advanced features such as margin funding, leverage, and multiple order types makes it a great trading platform. Bitit operates legally in more than 50 countries around the world including the UK, US, and most of the EU (given that it’s a French company). Additionally, Bitit support operates in several languages and is able to quickly verify IDs and passports from virtually anywhere. BitIt is working to expand the availability of the gift cards, so merchants can contact the team to begin offering this service.</p>
<p>I have bought cyrpto from many different merchants, and this so far has been the best experience. I was verified within minutes and had my purchase completed successfully and in my wallet only seconds after completing the transaction. What&#8217;s even better is that I was able to purchase my altcoin of choice rather than have to buy BTC first and then pay an exchange fee.</p>
<h2>I see a potential in this exchange, but slow verification process</h2>
<p>2FA has become one of the things that we need to make sure exists since it’s really important to have this installed in your online financial accounts. Compared to other websites wherein you just need to click a few buttons to have it turned on, here you need to download the Google Authenticator App and follow the steps instructed here. They refused this statement as well.They replied to me saying that they cannot locate my address on google maps. It is not my problem that they fail to locate my address on google maps.</p>
<p>In the near future, they plan on adding other coins like LTC, XMR, and XRP. The exchange is open for international registrations with numerous deposit options that support 7 fiat currencies. Bitit offers simple, fast, and secure cryptocurrency purchases. Bitit crypto exchange with its several <a href="https://forex-reviews.org/bitit/">bitit review</a> facilities is gaining the trust of the customers. The customers are provided with fair payment methods and with the easy process of purchase. Although it has some disadvantages like high fees and a limited supply of assets, it is still getting a good response from the customers.</p>
<h2>Verification with Bitit.io</h2>
<p>They have taken their security game to another level since the hack and have also repaid the customers who lost their money, but you should not take chances. Always store your coins in a hardware wallet or keep it under self-custody. Bitfinex is a multi-coin exchange and has many advanced features that a newbie might not require when starting cryptocurrency trading. Bitit does not explicitly prohibit US-investors from trading on its exchange. In any event, all US-investors should still do their own independent analysis of any problems arising from their residency or citizenship.</p>
<p>On the checkout page, users are able to choose from BTC, ETH, BCH, ETC, LTC, NEO, XRP, and XMR making it one of the largest exchanges today offering more than just a couple of  choice for you to choose from. Bitit is connected to live markets and offers real-time pricing for buying customers, but selling cryptocurrencies is not available and so liquidity is less of an issue. Fees here at Bitit.io are completely dependent on what payment method you decide to go with. Compared to a lot of exchange websites today, they are definitely part of the few ones that are high on the fees but provide a lot of payment alternatives to make it easier for you to purchase crypto on their website. Bitit provides their customers with exceptional customer support via a variety of methods.</p>
<p>The email support is available for customers who cannot fully understand the conditions and terms of the exchange. Creating a Bitit account is simple and can be done by clicking on the Sign Up button at the top right corner of the company’s homepage. You’ll need to give your first and last name, a valid email address and then pick a safe password.</p>
<h2>its bitit all the way..</h2>
<p>In addition to writing and researching, she also runs her own websites –&nbsp;find out more at sarahrothrie.com. Therefore, simply providing recommendations for some alternative hot storage wallets more suitable for beginners, such as Jaxx&nbsp;or MyEtherWallet, would be one easy way for Bitit to make itself more welcoming to newbies. It may take a few days for the verification process to complete.</p>
<p>But we’ve come across one big sticking point in the logic of the Bitit business model. To this end, Bitit aims to make itself as easy to use as possible. According to the company blog, it’s targeting as many local currencies and languages as possible to widen the net for potential new adopters of crypto.</p>
<h2>Margin Trading on Bitfinex</h2>
<p>Labeled Verified, they’re about genuine experiences.Learn more about other kinds of reviews. I am able to deposit money which I have done, however I am not able to sell my bitcoin and convert it into withdrawable money. Have been trying to purchase bitcoin for hours now, no actually a few days and after going through so many steps and so much aggravation nothing seemed to work.</p>
<p>They offer a Bitit gift card paired in Euros which can be redeemed for Bitcoin, but on the downside, fees can get as high as 11.9% for cash vouchers. Bitit is very fair and transparent with their pricing and considering that all of the cryptocurrencies supported on their platform can be purchased with fiat currency, the fees are quite reasonable. The fees imposed on Bitit users varies depending on the payment method being used. See the applicable fees for the various payment methods below. After saving a wallet, return to the Buy screen to initiate a purchase.</p>
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