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	<title>Bitcoin Price &#8211; curedbleeds..com</title>
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		<title>How to make some action in a Solidity contract cost 1 Ether</title>
		<link>https://curedbleeds.com/how-to-make-some-action-in-a-solidity-contract/</link>
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		<dc:creator><![CDATA[khaled000082]]></dc:creator>
		<pubDate>Wed, 17 Aug 2022 10:28:43 +0000</pubDate>
				<category><![CDATA[Bitcoin Price]]></category>
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					<description><![CDATA[<p>Content Why people trust Paybis Currency Converter Popular conversions Because of the publicity surrounding their discovery, an NFT that is priced around 0.02 ETH to mint now sells for an estimate of 0.8 ETH. Deadfellaz is an NFT where their goal is to bring the community together through big events and competitions. Over 300 randomly &#8230; </p>
<p class="link-more"><a href="https://curedbleeds.com/how-to-make-some-action-in-a-solidity-contract/" class="more-link">Continue reading<span class="screen-reader-text"> "How to make some action in a Solidity contract cost 1 Ether"</span></a></p>
<p>The post <a rel="nofollow" href="https://curedbleeds.com/how-to-make-some-action-in-a-solidity-contract/">How to make some action in a Solidity contract cost 1 Ether</a> appeared first on <a rel="nofollow" href="https://curedbleeds.com">curedbleeds..com</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Why people trust Paybis</a></li>
<li><a href="#toc-1">Currency Converter</a></li>
<li><a href="#toc-4">Popular conversions</a></li>
</ul>
</div>
<p>Because of the publicity surrounding their discovery, an NFT that is priced around 0.02 ETH to mint now sells for an estimate of 0.8 ETH. Deadfellaz is an NFT where their goal is to bring the community together through big events and competitions. Over 300 randomly generated traits, as well as over 50 different outfits, are available in DeadFellaz. The base of these NFTs is divided into several categories. The Golf Vest, Pilot Jacket, and Pink Puffer are three of the most notable. DeadFellaz is selling at a floor price of 0.66 ETH, with a total market value of around 7,275.69 ETH and 9997 NFTs issued by 4985 unique owners. Deadfellaz NFT is the most recent to introduce their entry into the metaverse, announcing that they will be relocating to Decentraland and The Sandbox. Every holder has exclusive access to the most current advancements in the NFT technology sphere, as well as to the art, lifestyle, and community.<br />
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PGbQIzWzUOsVemUtVdTOjMPy4zATkKJCwCecca+fs/KY7WLEuneKosA1DcC5ZlRU4RyWUqwgD5A5H5a3PjzlstbQxIjh+KTVWEpGM5ICj/lpwvohiidTRNADBjPMlfOWwU1TU7QU1VK8l73jOp4Z+aQRua6yy9HQhlSH0pCyptJUOB64yNNDtIuVdXg63BtuBKcTPt0v1GH0qOW1tgSEFP8Axoz+3bjS7XJaci2K3PoUjqWuMyzICiMZStCF5/8AX0xXgUqcKbUrxsiWSE1imIWlOfxJwUL/AECxpTtEhpqxhPVfQvpQpobtstPLBru7rgfD+inA2uuVV47c23dRWCarTI0pZOPxKbSVf+tnSmeMTbKhUi9rYqMOVUPOumoqRNL0tTicdTafgCjhOOrR28HslxvY2k25KWDLtqXOoslHq2tiS4kJPz6en9dDbxsJLl37YoxwaorH/wDVZ0wXiJrDI3HPT4rhXo3qZWXmEsdjLH58cMcfqFg3hP8ADt4L6uxW0Jrsy7KhAX/Dachx15UgZ6c4A6Rkn1/LV3ixX/EVsxDvzca16/aNTjQJMlqKzOWxhJGUqISec9CTz2/PWsvKHEn+Obb1iXDYkJasypONh1IV0q8wc8g6OG6coQNtLokqwlLdHlqz/wCiVq9VwU9LSMjYzVzd4nPnpj3Jdo7ncbhd21M0xLg4NHXGRz965VCuVJT6UT6pUZLKSR0LmudShng5J0yfg9o1JptCufea5apUkotYrWUtySW1tpZKl9SDweD+uNKw2vqSAfxD8X19dM5a76rU8AG5VwMgByczN6c+pV0ND9zpUscPrVc2N3An6lfSXpUqBa9mJHQANc4hvAeJPJEHcfcSJvR4P5O6z9tt092ou4hB1AU4lgSChCwTyOpI0lKIbSoj8rqHXHdSjBGchWcf4advcahJt/wK0KitN9H3Kk0oKT7cpJ/dWkmY4hTAfV1o/kFK/wCR1LtA1nrzgwYbrj4od6G3SHZ0uc7XtPsNEznhEsLbi5bKvK5b9tyPVWaMUuguIUpSG0tFa+kAjJONW3aK/fCtuDd9IpdmbH11pyplX3aoTaE4IQ4PJWolP9J5Oq/4IpC5lpbj0JwZadpyFq/3lMuJP+A0avA7KZneGa0A2gAxm5EVR+aH3En/AA0ZtNPTm29u9m8QQB4cfyXLvSRc7nT7U1FNFUOazQ4Djjg3QDOBxQLh7a1mmeNDy6TbzyaTCqYqCXGYxRHYZLRPcDpHKsADRS2auGPXfGZvImlLK4cKkUqG+ofh+8N9Q/M9Kv21vd6Kb4uZs2VStnJdlR6bOSUoqMxDgmRQeO34VYHrrY+F3w5tbAW3Uv4pXF1y5rilff6zUlgjznvZIPISMnV+jp4aCmleXguk4AcdTrnySntFtDU7S1FMJI90QsDM59rHP3o2Z+epr9zqaGOkaCh+6EMvEwlH/QTeXWkqBpyuB79Qx++uaCreW/R2KyzNZcdkTVxVRkqytscEKP1Kjj/d11B33jiVs5eDJT1BVIkcY74QdctaG3KerMGLCdCHn5DaUHGQV84/Pk/roPdgDMzI5fdfQPohkkFpquzdjdeCfLd/kmo8EUuhptW/KVcNSjw4ksMtrcedS2AlTakqxk+gOtd4jrvs2TYtq7F7PS/45T6UQJAp5VIKUtp6UoV0jkkqzn3GqDsB4fHt5FV14XYaQqjSG0qQqOHUOE9QyR68jR6bsnxA7G0wV2yHbTuynM5Ko8elojvlHrgoAJP0PpqaCWZ9EIQCGdeKqXuG00e1jrk2Vr6oYIjcdxoJaMd7BB68kOtqvC+IMdncneaQzbls0rEpUaa5/McSOQp0n8I47d9e9qzpHjS8SVJuqlwXmdqtr3AqA46npbnzU8BSR8jj8hqx1HxabW7mUmRYe+u2s2NEdwmS3y40FA85HChjTJ7SnbBqyYUfaZNMbt9kYZbg8IQe+FDv1fXnRqz1VHQwOFPrKdMnkOZ8+S5rt7DtLcapk17jLIh7ONW+QPPzVb8WUZyTsFdaWjgpjtrP0DqDrmUgYH566g+JhH3zYa8ENEEmnlQIPstJz+2uXySSMkAfL20tXkESNx0+67D6Fz/wqoHSQf7QmfRGcq/2fF0RUIU45DdfeCUJKlK6JLbmAB8tOPR65Dou21Nr810NRYlHafcWrjADIJ76SfY3xPWztHti9Z1XtSXWpK5j0gJHlhopWoEA5+g9PTVhuOqeJzxLwxSKLbsSiWpLIPSl9CULb9luJJOOc4A9NF47oz1FlNGC5wydPEYSDethaybaKor64tgpnPPfeQAQDnTmThLpXqvAuGrXLc0+WEyqhMU7DaIPUsuPk5J9MJx+o02XhZojOyu1svcG9W1QpV0zY0aE04nDi0LIQ0kD3UTn6HVfgbBbM+HBtu/d+9wILz0VPnxaaCQlxaRwAg/E7zwPQa19incnxo7t0jcWbElWztRZU9uXRozqCldSkNqHSsp7Y4HyGprNY5Hk1lV3WNzr4/zUvpD9IVDV0osdnJe127vO4aNwAAOmmp5rI8flwCTctr2qnhMKE7LUkHglawkZ+nR+50qsdlTjrZIKh5gRnHBJ9NH3xrLM3fV2IhZzHpMbj0Ay4o40II0JCLRg1EHDr9bLOP8AZS2jj/1jpZrCZKp3muwbEFlBsxSxt4luT5uyU4O80Tz97fDTayUBbUeZImkH2Zip6T/npsUoxnJzpWN0VH/wo/D2x/U1Cqyifl92QNNQjudPdVj1enA/h+5XyGzDqmd3V5SFePujpibmUWrITj77SelRx3UhxQ/wX+w1qfBFcio+9zsJZSgVunvt9A7dSMOf5K1ePtB4TrtXtKQjAT9zlgn3KVIP+Z0IfCEoI3/tkg46vvXV8/8AR3dJ0p3LgPEhfTlsDK70dOD9S2J4+BJH0CJ/jqoLtCv+0b/j9SA82lpakjsqO4HBz8wsj8tFS5JrMHxA7O7gsKCGLtoUyhPL9FqU0iQyCffqCh+esbx4UVdQ2kiVhlHUqk1NpayBnCFgoP5fFzqp3BXGqvsPsnuSlwtotO6KUJagfwtBxURwk+g5B/PTBbB/xGSPk8fUYXHtonmu2PoKk8YXujz4ZBCcBwKLagkc+mkD8Rt3i8t/31Id82m2NDU8tOeCWh1EfVTvljT1XFXIlBt2fX5jgQxBiuSnFH0ShJV/lrlpVK3JfpVwXG8FJk3ZVFYWo/EWEL8xf5dRbH/Dobc5N1gYfP4Ji9FdtNRVTVoHABg83nU+5oK89tqPLv3dOhUkMrdXUqm2p4kZPT1Fbij+Q/fTR+LS1afH3b2yuKa2W4UmUxBfcHHT5bySnn5dX7aovget2H/H7j3Mq3lph21BKEKV2StSetRz6YSP31b98rxb3z8L1r7w0mL5KxUm5CUZ/BlxTQOf95KDqKlpXigdO4cwmfaa/sdtpT2yM4a1joz5yDHy0VwkMVT/AMPWnPuZbhHb5zoV6O/6RyB/uk5/PWi+0Cq7qbUta30OdKpc915SR6hDeB+6/wBtWCv3Gx/ajYveUdPRU1qtyoLBz0/fGcNgn2DzZ/M6Fvj7rDgvy1qf1hYjQnJCWz2yXAP3AA0Yu8m9RskbzaB8Dhc19G1A/wDWxtOfajc8n3NP3QCgSXBd9Sq7Kj/4siyXgoHGAhoto/cpGjpOkJ2t8AVeqkUlFVvR1UeORwta5DgZbH/YTn89LjFk9NPrDgc/nzkpijn+lTnWo/qgD89NH4iaMTbfh02UYHx1i4IL0hGO6I7XmKyPbJ1R2WhEtwaXfu6/f7Lofpoq3UdnZSNOC9wHuaPzJKZrw/2QjbrZq0LQQx5S6bSY6HUYxh1SApz/ANdR0IfHyPN2+txpBHW5XG0pT75Qof56aFISG0htPSOkY47DSm+O6cksWPTVY/mVVTxHyQpCR/3zqzc5DLHJIeJOfiVzPYGMR32mDf3d4/BpQr8S9tppO7tBS+gNNXBbjLClAYAcDXlj8wQk6pHhjra7Q3wt12Z1stTVOQHOcAh0dIB/4un9NHrx3UBSLfsy8ojJ82C991Uocd0BaBn6pOlIgVmY/c8asRHTEXHkffY+e7a0nzEj/tJ40v1I7Go3hxBB+K7xswTfNluzk1DmPYfNuQPsuguzTLtn757sWG5hDFUmxbqgoPAKJDIbeKf/AErRz9dD/wAZDypG5u1dNKQAZ/WSPdT7Q/y1bqxXG2N2dpd24igYF205+2Zikn4Uuuo+8R8n260OJ+pA1SPFqsub8bXRurIDzSun5mUn/l+2mS7v7SNsw/eDfkcH6LhXo9iNPfDE8YMbZv8AY5WWrr+9+Pi1m05/0KxZaz9FuAf5D9dE/wASFRVS9krukJx8dMdayTjHWOn/AD0MlEf+H/FSCP8A9XaiP/ynVw8YDpa2CuIBfT5iWW/rl1Ixq/dziFmP+2Pul/ZSLt7xFGeczfq1c2HY6I0WKoqyp4OKV8sLAH+J/TTObgtCmfZ5wqYEDqr0yNHCTwVF2cP8k6WeaplyJAaQcqbjrDp+ZdUR+xGmu3rp5/8ABz2LtNrlqqXLRm3QfUHrc7fUD9dAtk2A3Np6arufpvqC3Z6OM8XPPyBCL/iahfw7wvToSWsCPDgoUB/T0Fsf5aQmPTg3aFVnONjrMqH5Sz/dUXgf+7roz4pYZl7DXXGaQT5cVDuAPQOJ/wCWucEOek2rVIJH8xyTEWnJ9EeZ/wDnfvqjdu9OHHovfRQ5/wChHsj5TDPlgJkvAtj7huISeP4azn/sL0X/AADkHw1W+UnIEqoDvwf9Kc0s/hd3ooW0Em4U1qhVOq/xVtllDUFgOH4c8H65xps9nN1YFZptQgUPaup2bQqPFXLZdmMpjsLySpQ6RyCTk5+eitorI/UBSN9okH6j7pG9J9grv1hqLoWfhADvaa6N8UbgOO+NfvRznOqJsxupSN5bDp99UNpTUeWt1paFKyUOtOFC059Rkd9X3Vx8bo3ljxghc1Y8PG83gV89AOpr61Nabrei2wqpurGVM21uaKjHU5SpKRntnyzrlrtiYv8Ab62PvIJZ/icXqHyKhrqve7CpVm1yOnOXKe+kY/8ANnXJKgrkQKlTKiBgxpbJB9AtJScaB3UfiMK7r6I3dpbbhB1x82uCa3wUBxFQ3JpaiceUk5HoQpaTqw+CuyJr2yUC8LVuerwqrJnTkSGpctcmFILUlxACmVE9PA7pIxqq+DeUtje2+6Ig9UaVHeUr/hkkD9joteBl9lvaar2+wfgoV21uDg98CYtQ/ZWj9mkxbH4/iH1cuc+k6EN2oJdrvMaf/o1U3xqbS0lyy2N0GKVHh1qK61HqJj/hfbXx7DODjBPpoDbD7uVbZy6KZU4lVW/b1UeEerRFZKUEDHUB2BGc59cHTieMyU1G2HraF4BfdjtJPqCXB2/TSHqpVIY2klSZEkOVZ+qRlNtJzhpgof7n3OM/TGl2tYYqvtIzjTK6tsJILtsx6lccyMMnZgHXRwHw3TqDyXQTfZMNnYG8HoDy3I8mnLkNEq6gErKSAk+3r+euZi2y305/qBP7kf5a6KXgzJe8H0lh5RLybVZUonuSEJP+Wues1DYiw+hWSGldX181f+WNa3XL3Neeim9EjPVKSohac4mx8G4+yMNg+Hhe4uxtU3Aorria3S57+GRyiQw22klAHovk4+ehxYm51+ba1NM+0rgkQnWlYWwclhzn4kqQTj0wcadDwVTqfS9jJM+oyGmIqKrI89xw4QkHoGTn050tHim2vY213SkmnNdNMraFVCHj8KepX8xI9O/SR9dazwGKnZUxaaaojZNomXW/V+z1yAe3eJYHDOgxlvw4Jitvq/s34uEU+duNYNKnXjag81liUApKkkZ6ke6Sc8HsfrpirSqNEqFFYVQo7ceNGKov3ZpKUJjrRwpsoHCSkjHHy1y72ivuRtvuNRrsZeWhuM+lEkJ7KYWcLCh6jHP5a6CW9Pg2vuqhcKYFW9uNCFRgEnLYqTSQVpT7eYz0Lx6ltWjluqn11P2T3ElvAZ0+C476SNk4dlro2WkbiGUEjwPTPTolg8W8X7r4io7zrGUz6O02OocE9Dqf8SNASDOcdgUyiqJyisGRgjHCihI/P4TpsvHpQPu86zr1S2cNPOQ3Fp4OM9ac/ooaU2dFRTLzLKwUNNVBLnfPwlYI/bQGsHZ1DvP6rtexM7auwQOHKMj3sLh906G4zS3/ABmbJQgr4WLerEgA+4CB/npqk+ulev1onxl7KVJPLLtt1lpKvQkpaVpoR3I061gxFBj+H7lfKUOe2mz/ABH7JOvtBEurFp+VjIRNJJ/u9LedA/wkIWrf62OjGUqk5z7fd3c6Nf2hTi0G0G214K/vfV8kkIH+I0IvBtT3p+/dGeYGUQ2Zb6j8vJUkfusaTagE3FuOoX0zs6ez9HkrncNyX/8ASaS/6tH3RsfeGwUIK5lsSi2ATkkFht5s/wDa6/00Jdp6avcLwoX7YTA/0qHHVLhevSst+ajA/wDOtH8zq8eHh4XDv34iZLbZVAfq8GnlXopxDK21/t06pPhTXIs3em47DmvEMSTNiIZc7dbD3Unj5trUdM1e39H3GN7Og+YB+q43YCbrsrX0T+LHCQfEtPyAV9343KcT4S6dV1urZmXTS4Mc9QwrLjaVO8f7oV+o0kdxvPyI9PgtIPkUuGhLn+y44StRPzJUB+WmP8etxtpr1tWLDUhDFMiKmOMNjCElWEoGBxwlPH10t0cyq4tqnJWHJldqDbZAHJxhKRx8z+w0s3aUTVLgP6/rK7Z6MrabXYIap41eS4/QH3AE+9MQ++NoPATX67FyzV7z/wBGjY4Wtb7gbQPn/LB0bYu0kW2vBu1t0yzhynW2iQlI/wD2lKA//wB8DQw8R9Cbq1/eH7w3U8dbLE5urVBocj7vGRgFXp+JKu476cefT2plLep5A8t5ks9Pp0kYx+mm+SM01qhpubsuI92B9187VV3fXbRzXYng8Ef6s/QBLr4eqLRtztoIlr1n+Y3bNfanRun8SChxMhoj8lEaX3xrVpFW3ylQ2FKP8Lgx4uM5AUU9ah+4/POiP4NqvUbW3RvTbSpOKQtvqU2lz0Uw4UHH/AQf00uG8txO3VuhdVcW6HEv1OQGiBgeWlZSj/1UjSnV1BkoWxk88fBd02SsrafbOqqh7O5vj/8AoAR91gWdbT1YvS3aCtIP8UmRRgH+laknB/LThX5HRdnjr2ytttvrjWZbEusLT/cW6pTSPzwE6APhzoQq3iIt6M2PNRTSJC/UDy2P8OrGj5sUt67PGjvRdysOs0KJBt+Ov0QR0qWB+aVaObMR9lDPP0afngJM9Ndc6qr6Ol8Mn3kn7BNenJQDnPHr9NJ/4z2FVy+rYpjbiQKdT3ZqkqUASVSWkJx7nIOnBwAMfLOkv8Wccu772fHeIInR4jCR7H74gqx+moazHZe8Jd2FBN3a4cQ1x+Wvyyjd4jrFcvvZSqUttouS4EduoRwPxeY0Mn9s65pKacQ2XUqz0KCCU54JGR+Wui0y/K214u4G2HLlFqFjPy321K+EOolABQHzSopPy0km8lqube7i3JZ6WVtsiV5jRPYtk9TZ+mCf01TvlI6HckPAtB/JdE9Dm0JlFRbOYdvD5B32KZ3Y6GxvH4f4W38ef92qtsVGHUIclfKk+U8HUKGDn0Wj89YfilQp7xJbYMAY+KPj/wDKidArw07rr223Gpf3yQtNPnufcJQz8KW18JV/wq/xOj54kFJd8T21PKVJWY5BHqPPWQf21p62Z6JrP4SPmQoamwOsO180pHclimcD/kdn5lWGOpEj7QEqQc/ddvg2R7dUjI1ZfGstSdhqolKSeuZEB+nnJ1WLdQlf2gdzlQ/1NhQ+n5dT6s/93Vs8Z6c7CVc5x0yoh/8AbJ0wXn9i0f8Axj6Lk2xR/wCNwH/5h9QubqAQhIPsNOXvNHVJpPhkoTPwIduSnqUDwPhi9Q/xGk3CT1tpUDhSUnJ9Qe2NOlvQw+ndvwyWQjOY9QVNc6e/8iMgH8u+hmyQ3atzjyB/2lde9PUwNFSRjm4/LATGbw01Na2uuemqJw/TnRkfTP8AlrlEtKmDIjA/D1Ee/Y6663M0qbbFTjFGfNiOpIH/AJvOuRs7rMySFp6VeasEex6jofeMtLHeasehaXeiq4TyLT9Qmd8BCUC7LqW80kqZpjLgCsYyHFZwe4zxr7pz/iz8ZVu1EUy7LfsaxXKnLpbphtOLmvtsPKbUCScDOPQ613gNln/pLrsJZCky6OSUn/ZcB/8Ai0bvA0BE27u2g+WGzSb4rkfpHoDJUofsrR/Z2YQUD5mNBe3GCdcarnfpcYZNqXxPJ3XNafl/JFvZ/ayg7NWBSdvrbClRKY10l1Z+J1xRytZ+ZPOrxr4GM6+9ZI90ji95ySkdjQxoa0YAU1NTU1otlr622XaRNaAJ62Fj9Qdcm5NPUxbk+TkgxK6GD8POfLWcZ9OUY11YuS5ret2nOS7iq8WnRlApDsh0ISeOwyefy1zIuGpW/wD2Su2JFqcdUqRdbUmK2g5LjAD+Vp+Xxp740FurQ7GvDK7L6JnTRmcNYSHOjGcHHtEHXB4ZRs8GiWnd37zqSBgGmpcSodh1vBXB+edEjwCBTm1tz1R55K3Kle1bfOB7SVJ/y0BvCVu5aG3l03HUL7qaY0edT2GEBtpTqlqQoZGEAkcDR4s7xC7GbeUpy2dsrCuxyCqQ9LLUCkqKVvOrK1qBWoHJUTq9aq2GOgMTjq4j5Z/NCPSJs5da7aMzU8Jc1rWjIGmd0czhfHjkrYm2vQNvIMtoS61UA+6knlDLYOXFeyRknnjjSjbZWNM3Q3Mp1lw1uu0+TL6nloB6RHbBClccJyMj89Fu6dtd/PEXuBJuk2vKt6DJR5EZypEtJYj5PATyrJB5wMfPVjqtx7UeCu3pdMoFTTde6ddZESJEYAWvzCcJHQP9WgHn3OOdVoaGovFWBE04+yYm7R2/YDZ31UTNfUuaTujB3XO4kkaaDRHm+K3a9c2n3Bs63HEOG1qY7TJSEJ+FtxMcKCPYkDGfbXNBS+thvCv6e2fnp2dqrOGyWxd2Mbu3rB/tjuAmZWp7T0kAh95k4aQFYJwAB20lsGmSpzalRkthDYySt1CePoTk/lrTaBkbajsonAgafDCv+hZ8r6CeWpBGXNcCRxyCEz+1Ci/4JN1I/mELixp7rZH9KhHSsH9Rq2762nI3N8LNobhhpTtUo9Jh1B1aUlS1sLaT5oJ7+vV9RqseE6qWZcW2F57P1+5IsCZdanIcVpa/jcD0foKkD+rBz+2mX2tpVFVtwjaKdUY1SlWzAaoVWQ2PwkNAJyDg8p5HHpojStZVWkRfvA/AY/Nc82kqqjZ7bqS4NyAH7w5ZGmcddMrlwCOkdaknuQc9wef8/wBNOXtfcE3cLwyGRABeuLbWa3UIBSSXD92PmBIxzhTZUjA7gkeulj3Hs6o7X35VLYqMfykx33UMKdT8DzJJKFJP04+oOrj4Z93m9qb6Q3U1BVErYTDnoKsoQCQA5g4Bxnn5e+l+11At9UHSdcFdt2/tDdsNnS6jG84APYRrnTJHmm18RtDb3n8PgrtrYkOCOzXYiU/EpTfT1KSMeuCoY+RGue1QnOTX2pykgO9CArByCUep+ff99dJKFu7sBZ8aNYtN3ApKmpD6m4sVL/mpR5ij/JGBwnJwPlpfvEH4b6xZMqr3bt7Qo9Wt6roU5Ngqb63ILp5DrYHYc547e2r90gExM0JyOf2SB6Nr6bO39E3VhYXHLC7ug50cNevEeKIl5y0TLh8OO5cE+ZH+/fw6Q8nnAlxMBJUPdbeMZ5Pz00SFJPIPfjSdbHyKFuvsLTLBrF3xqPXbWrTMuG446jzGVRnvMaPSog4Iyk8eumom3bbdHhGZVbgp0dhCcqfXIQlH176NCqZUU0WDq0Y+efuuU3e0VFuu1RTbhPfOMA6+STT7Qapl+97ZpCVkpYpjj+AeMqcI7f8ADrC8DtHaptSu3cmoZZh0KnKaS4o4R/5RfPbISgA/lrR7x025/EjvnPc26jGsUqP5EJmc1kR2kBHxEqI7dRPYH11Yd9qtF2f2upfhJ2nlKqt93q4mNPcY+J1lpZHmurI5HAI7fh6j3wCMtlBLcbpkDug6nyXU9pNoafZrYaCz739okbq3mA47xB6HXGETfs/xJr22917mzmild7XZUKo1kclnqCUc+vY6pO6E1ja3xcQa6tAZh1CRDmLIHSChxBjuq+fIBP76aXZ3b2DtXtrb9gU9KQ1RoLcdRSPxuYytXzyonS0/aAW08yu1r5igIWyt2E4sHB9HEZ+WQrV++zdvI+oZwByPIaBI/o0aGXBtvlOBMxzD5kZHzCAXiUuo3jvVccxpZWzGlCAwSrPwtJCcD5ZydZPhhs9y6d87egSWwpqnuKqL46cgBsZH5FRH7aFcqa/KkrlTHS4+84VrWogKUpR5Jz6500Xggt2bTa9X9zKxGVHocCmOMie8QlJV1BSsZ7gBJ50rUjXVNUBjUlfQ20z2bM7KPjY4N3ItwctcAaK6bUlW6Xjm3Evtxsu0+wqUzbsFR+JIfUolzB7Due3vpuXenyuQfQDHp6aVjwDNsVq2r/3EaSpX9qrznvoeUMFbKFYb/Y6apQyDxp8ujh6x2Y4MDR8Br818eUDPwd48XElI/uXMY2g8X4uQn7vErEJyQtWOlJ8xhSFc9v8AWJQfy0qMx9cqS/JUcqeWpZOM5JOdO946dsa1c1OoN3WzSJUybBcXFfEVpTi/KVykkJGcZzpQ2trtyXgPKsO4D1dv/Fz3/wCbpGr45GyFjRpnPxX1psBcbfPao66aVok3GxuyQD3C7HyKOvgSozc/cqvXPLWOmm0onqJAwp1wE/T4UH8tEvwGRXKvSdydzJGVuXTes5aHO5W0zhKT1eoyo4+mqv4d6DX9lNptyb7v2iPUVtMDqjLlAIWtLbS/QnjlY4POit4EaP8AwvwvWc8try3amiRUXMjBUp19agf+z06bLRG6G0vc4YLnAfUrgnpMr47ntY90Tg5rBgEHI4BH7gge2NJ54mWxM8TG2ELo6upTJxjOcP5P+GmzrlbplvUmXWqxKTGhQmlPPurPCEpGSf00im42/O3d1+Iuzb8p1QfeoVBSlMlzyD1dSVKJ6U9znIxobWvDWNaTrkIhsDRVM1fJUQsLmtjk4DmWnA8yizDSZn2gc+Up09FJsBLaU54y5IzqjeP2xlM1Kg7hxI2G5CVU6atKeAtPLRJH5jnRpsa8dn7vuK496bdteptVWHSxHmVSXDXHD8VsFfShSuDjH76ytwYdE8SPh9cqFsO+azWIaahTXVjBS6gkgHvg8EHGdX7mf0hTtMY0a0Nz4hCNjq2bZHaCN9UC073eHPddga/Jc0B1pIUkKBPZQ9D6c/XH6aZBG4LW5u6+yU5LvnVCJHix5zYJUW3G3XQc47EhOefTnS6zCzGkfdlNqakMJDcltSh8Lgzn11btmLlpNqboUC6q395VApUkSHUx2y44cJWAAB81DuR66T6d5Y7cPDIX1NtFQRV9Iatgy+NkgaOu8wtwnBtKQzI+0DvMNudRjWNAaXg5wouqUAfYkZOrz4w2UvbB3FnHwFhY/J1OtVbU7amDeqPEbSX6sXL8TAtlaXGCnoWFkMkoVhQ5ODwcA51tPFpLgu7HXJBXKbaeXHbcQ2twJWvDiTwknJ05XOZs0Qc3huAa+AXyVsxBJR3uGOQYcJQSOY7wXPa4oSYqrdQhsAv0yO4QBjJLjnP58ac3dcIPix2ARgZEOqnHz8hP/LSn7hMUyBcds0+LVIstuFRqciQ8w51toX8S1JKvcBXOnhqVm2nuTu3Zm8Vv31T5TVjwJTbsWOtDnWl1GOrqByMcnQ/ZyVkE0hef3SPkulemDta2ioJmNJHfJ0OAN5uM9Peja80l2M4yMYcQUn8wRrkteFFdh1CrTCrpCa3MhlJ4UnoIIOP1H666rruWgpon8ffqsRFMW2FiWXkhotnsoKz25/bXKzcODHF5XK5TqlHlwm6nIeS+HcpcStwkdPucHvqneNGtaVb9DL3CpqXZIBDOWnE6Z96KnginIh73x4qyAJtPkMjPGSEhQH7aZHwptt0e6967f5SmLfciWn0AS+2hfHsO/wC+lJ2Aq0Gxt37Grsmc0pmapaJHQ4MtKUVtgL9ucH6fPjT22RYVPsncK+79RcsFyFeTsOWGAUo8hxppSFEqz8QVkHV6xztjo5YHnBOMfEFAvS/SyS36CriaSHMA4cxkK4Xhe9tWFS01y6qu1AheciP5rpPSFrOEg69m7xtxU2m04VZkvVhhT8D4xiShIBJbOcKOFA4HOOew0r3jlvS3a5ZFFtyi16HMku1ULejxX0uLIShQyUpJPcjjWDubX5Np7deHaRIW7GryLjpraGV8OKbWypDyT8ulXb6at0eaur9Wxy4+7KULnZW2yww3Z7u/I9zS06HAxg9U5WTjjBHvnU149Khx0oP11NbAJfJweKFm/X9mGKFElXhtXVb1prLpU4KfETJei8YCvLyFEEkD4c/PjOlyRu54W6PKS1b3hdvWoSuf5Rtd0qCvYlw4H5e2nmKAQPhHHbjX4AE+w+o1LGaUazxbx88fZTsr7lTRdjS1LmM6AnHwykzpe+laaX5O23gTugAn4XJMWNDQfmSoE6s7e53jVqYAt7wz2rREnsqp1wHp+ob6SdNMehQwek/LX5hPc4PzOrAqqZn7KnaPPJ+4VORtVOczTucfNKLVdqvHHuuXId4bwWvZFMdOH41ux1OPFB7p61ZPb16tEPZfwd7S7OS/7Ssw5Nw3Qv4nK3VnA/I6j3KMjCRn6/XR3GDwcHB1+kpHtzrJrnUPZ2TcNb0aMfzUUdHFG7fIyfFLpv5O2jp1wsyd1dmrirzQa6I1Wp9OclIx/cJaV1JI57jnQid3K8E8B3z4+yN2ypA7Nf2bmdX0+LTzhLfKglOT3PvqJQkdkjHyGqzPUhjtYcu65x9kWZdbvBGIaaqe1g5AnHwykeib8bLWy6iu7Z+Ei9n6yxzDWKAWQlwj4fjUfhBJ5Pp30SPB7Zm7LVRvrd3d6mmjVXcCczJZpJVzFZaQUo6uThWMaZoJT7DUDbfP8sDq78d/rqd1TDHC6GmiDQ7jrlUZpKutlbNWzOkLeGc6fElAzeuoNUyodV27AyL8pTqB0zaSw1IfYHPwuNLKV/PKSRz750EZd7eDaIopq+wt5QJPdTTttTR0n1A6VdP7408B6RxgDX4QnuTqu00jtJogT54+ytxXK60jd2mqnsb0BOB80jETfXYSgrQNqvCreFdqbRSpjpoRaysdlFTpOOfXRA2Xc8YV6XFXtxb3RTbXpMttLdKtSoNhxPTj+taD1tHHryCfTTTBTY/qHt319ANq5GD89WRVU8MZZTwgZ4kklVKiStrnh9XO55HDJP5lKjedxWhFqC07t+Eev+bnC6lRYLVRZcH94OMqSv8AVOdUibuf4OqS4DG2SvSoSgcphO29MJCh6YcPSP308qg2eSEn01MNq9En9NQsdR6b8Of82PsrTbld4m9nFVODemT+aSP/AKYvEduhEVZvhu2Dd2+pLg8tderraGCwnHKm2hxnOfxBWix4dPCTRtnqtKv68K89d1/VROJdZk89AwRhoHlI5PcnTCEY7AagABCldOR66syXE9mYKdgYw8ccT5lDvVzJL29Q4vf1KgaSFFWTkjGfloc72vMxrcD87auVfcFt3L8GKlpbzQ6SPMQhZHX3PAOdEgLSeygdfhIyc40OG6CN4ZHRWg57e9C4tcOBHJJI7uxsxSHS3T/BTfb0k8pSq2UYz/vFRxrXXOvxReKKG1tvbO1jm0m30hQTUJk5aUyn2fVsIR+EH5Dv3zp6ipvuFJ1B0FWQEk6Iw1sNK7fggAd1JJ+XBRVL62vAFXUOe3oSfzKqe1W2dubS2LSbDtZktwKWyGwT3cWfxLV7knVvIGNQFPuNQkYyNUJHulcXvOSdSpGMaxoa0aBVLcGnX9MpvnbcVylwKqzyE1SIX4zyf7qwgpWPqD+Wg7J/8PRWW4bGz6E9ku4mn/ix1fnjTHEjsocanCh2BH01PDU9kN3cafMZUT4e1PtEeRwk2ufwq+JXfSXGg7+70Upq10uhyTRbdiKbS8B/SVLT2xnkk/T1Da2pblJtK34Ns0KKI1PpjKI0dkEEIQkAAcfr+etoOkd8Aa+ioDue+vamskqQI3aNHADQLyGmZBqNT1PFV69UVVVtzzSbfi1yR5Z6KdIcS2iR7oKlApBI4GePfSxz907spUpSUeAuuOTWz0JdbMJTSiPZafT5403XwAkjp5+evwhJyFJSc/LWkM0TP2sYf55H0U5kqG92GVzB4JKbpp/jR8RFONkN2NRto7Rm/wAua85JS9McZPdACcjt7JH100e2G3MDafbWi7e0FReYocJMZtThx5ihySePUk+nrq6dKRkhI576+sJIxgfnqWprnzMEUbQ1g1wPuq0FN2TzI9xc46ZKU27r7/s3XJUOreCKu1WT1nMynMRZLD4z+IKBzz8wNa2BvVuElzyLA8ClcjKP4VzzFiIz65+EnvpwkpQgYSEpHy1+5RknKfnrI6ilY0DsAT5lWZKiveN01LsdM/zSi0a3fFvutufalxbgW9b9h2na04VEUlmV95dlOBCkjqKeCfi+WO/OvfemT4Smr3mS94Zdep1WB/mtvtzQ0+AAApBSkpKcAfhP102Xwj4E4HsBrHl06nTkBqbBjvoHYOtJUP0OsmqYatwE8Y3AMAN0+euV7Q1FZa3mahmc2Q8Xc0iyr8+z7pCkzodv1ardH+rbbp055KvQ/i4P6akzxA0OJQKpRPDF4XLqRWq/HXCbmv0gw4yCoFPWvJzgAk/lp52aZTI5T93gRWun8PQ0lOPpjWSCjOAUj6HXsMlvpnh8UGo6u+wAUtZc7zcGGKqq3OadMZJ+pS62DYdR208LtBsrda1Z15vwIgNSgwkh54ArKsBOQV9JPYHQmmXR4GEuk1fbm56M6jhbblAqDWD7EJBGnkKEHHUlJ6TkZHY++vhxlh3AcabVg5HUkHULn0tQ8yVMe8Sc6HH2XtLcbnbGCKgqHRjwJx9Uiy619n1WUDK6tRwlfWXjGns5Oc8qIPvr1dqvgAitpkL3OqTzbY5Z+9TVdY/ukdHOngep8GQgtvw2HEHuFtgg/rrWqsazXD1rtOjKVnOTBaJz7/h162O2Z1iPxH/+Vc/WXaQANNY4jxJP1KSyF4gfDHbz6XNlvD3c131JhWGH4tHcCSsHhXmu+hOPixrdbebV76+IPeOg7277UdFpW9abhft+2kqC3CvACVuDkD5n5DGNOZFgRILYYhRGY7Y/oabCE/oBr36BnPSCfpqwythpWubRRBpIxknJ92gQeqNZcXh9fO6THUk/Urx8tKuSo/mcamvtTKFHKmkE/NOpocDjTVbFkZ1IXtrW3BNn06kyZ1LpLtTlsNKWzDadS2p9Q7IClkJGfnrZa8nh1D8vz1hUi567p/aUbo7a3hOsyr7GwKXUae4A7Hm1RalhKsdJyhJByCDxrR1L7TTeqDbdOul7ZuhxKZVXHmos1c1xbbq2iAtIxjkZBwccaAHjvliZ4qr5+LrSw9HaGT2UmOjj9c6Cb1elyLdbtpYbMNqU7NQEkp+NaEoPAx/dH766lR2C3y08cnZDJAJ49Elz3Wpjmkj3zgHA4LphQN9/tCr0pcO4rY2KtcU2fHRJjuOyAPNQoZSR1PD01orl8fe/eyFcYoW/uxUOM5IHW09ClKbDifXoJ6kqx7Z0SoFz3da3hS2fjWvXF0yq1gU2nfeAhLhDawc8KB9MapH2nVqy3tj7TrMz/TpVFq6GpUsN9JUHGiFduwKtKNHPSVly9Qkp2hucZGfdzTTWW6qo7XHchNnfzgc9MA508UZdkPHJspvXOZt+LNl2/cDwT5dNqqA0p0kZHlr/AAq7/XR/bqEVchyKHh5zY6lI9QO3+WuEF/XVClvWPVrccMep0i34bMqU0elwzGnXB5pI/qCAgZ9s66hbab2VO6/D3Ym+E5aRPhSGaZWSnnzU+Z5DhI+RwofXXt/ssdrjbUw+wTgg8lDYat12qPU3e2eHimnHvr614x3EuNIWhWUqAIPuNepONLiI6jQoS+KXdqVspspcd/Ux+Kipw2Ut09MgdSVyFq6Ujp9TyT+WuUlV8aXiNrSJb87d24GJTrgLSYRabYSnPI6QnIHyz+en28cjbV/39s9sa4CWbhrqqhNAV/1LKSACPY5V+Y1yqr1Fdodxz6E+Ol2DMdjKB9ChZT/lroGytFTGnLpmAuOuozpnCUr5Uysl7hwBp711Z8PG9937l+F2Lf8AKqip1z2hNLdSPV8UhppSS4FD16mirHzGmupUxio02NUIywpmS0h5tQOQUqAIP6HXNL7MisrjXVuDtLVXelNTp4fbZWvhamypteB6kpUDp6/D5Upj23Eei1BRVMt+Q9SXge4DKylB/wCyE6Ub7TCiuL4m+ydQnG2EVdnE377HAHyI0+Y+aFPjR8WlweGdu22LftGHWH68t7K5b620NBrGcdPOTnjQOp/2sp8hluo7NKckkBKvu1T+Eq+SS2TrefawW7IfsiybpZaK2YVSfiun+6XUAp/dJ0M/s0dsLTrdTvDdS66ZHnotiO2zFbkMhaELWlTi1YPGelI/XTBRUVtZZvXqmPJGc688pZmnrH3IUsBxnHiiBJ+1ZTDjl6VsPVWOo9KXHqh0NlXOB1FrvxrUTftaJ62FCBswwh/jpU7WCpI55yA0D2z66tnj1qlIvfwk0C/aLSmYTcyrw38JZQFJQsODpJA/2RrmXolY7TartTesCLd1OmSQq14qq+01JppH94cdOY5LoVQftQdzrgdcaoewCKsWukuiDJkOloE4BV0oOM/P2OsipfaoXZb0hEK4fD45AlKSF+XKqLjCyknGQlbOcaqP2VNTDG4t7UoqITLo8Z4jPfy3iP8A/of10SPtB7Mo+7OyVO3otiCFzbXnvRJiko/mJj+YW15xzhK0hXPorVGaC1091FBLAA088nmFYi9fmt5rmSHDeOg8fyW68Pf2iM/ezd+k7azNs2abHqwdQiQ1PU+tpSEFeVAoA6cDGtx4vfG1dnhwv+l2bQ7GgVRmdT0VByRLlLbOFLUnpSEp9OjSmfZn0cVLxLszUpCv4bSJknqPoT0oB/8AaaIf2sFFkMbgWTca0/yJVJehgj+8291Y+uHDreS10Lb4yjDO4W/PVRMr6k2x1QXd7Ks8H7WRpSW2XNl3nHiOQzU+VEd+lPlk6yZv2rzUJoLc2LqLC1khAkVIthWO+Ms861X2e9mWjZmy15eIC5aHHnyo7zrMZT7KVlDbKElXQVA4JUrvr3+1CahVHb/bW44MFmOia/IWry0JST1MtqAOB6Z1H6vaH3T9Gsh9+easltybbv0i5+G8OA48cLCn/az1V1sKpmzkVDg4IfqyyP8A1UD/AA1n299pvuvcjLkijeHJdVZZV0uOQJMh1KVYBwSGyAedc7QABga6TfZZ1vydsdwoy0lw02oMyUozyQWFHGf+EaJ3e0W21UhqGw72CNMlULdXVlwqGwdpjPgFp532rVwUiW5Tq1sCYcpk4cZeqy2lpPp1JUxkaLfhN8cU7xI7gVKypu37VEMenqnMPR5inhhK0pKV5Skc9Yxj2OgZ9pTt7CuGj2d4grWiJcg1VlMKoOtIAJKkhTK14+i0598aw/sqqehq6NwriWnCoVIYYC/7pW4VcfkkaFzUVtqLO6uijw7HInQ5VyKaviuQopXZ1xw9ybjxBeKGvbEKkvo2Ouiv0eEhDkqsx1NtxG0qxn4viPGecjQVpn2sO2DsZTlW20uSK/1YDTLrLoI98np/w1uN471rd1+Au8LkrUsyZM511oLKQMNGchCUjHsk499cwaHBhyWap57i0uMwVusc5+MKT/kTrXZ210N0oTPMw5BxxOqsbRyVlkuLqIOBLcg6cwuolD+1I2Rq7yWJFnXiwtZIShuEh9asDJwlCyo/pqwPfaTeHhhJK413AgfhNEWD9O+ke+zrhxpninoTUtlLqG6dPdSlfxDqDYwcHj110Bl7pX1V7vuS27G2PpddYt2Z90ffelIayekKHBSc99UL/FbbNUNg7NxyP4v5FXtn6W5bQxPkhc1u5xzgADIHEkcyqDdv2kFApVsO3TQ9lL5lU8KDbU2oRRDiKUfw9Sz1EZx7aIPhw8Uj/iJ23r95xbVbos2hzhFciLlF1pSelKurr6R6KPp7a0PijtS/N0vCRXYVRsZdOuKO41LapEA+eVFt0ABPQPiylR4A0L/DBZV2bF+ErcCbuRSJFClVyQ87Cjyx5b56mUNIyk4IJIyPrqvKLe60vqom7rwdBnKsUNJWuvUdA8hwJA0GRkkDTU59yPniF8WFN2AehQ5G2903E5MZDqXafEP3UA/0+bgjq+WDpd6t9rBS2HFMw9lagl5pSkLRLqiUFKh6EBskfnpsNnG7yl2VZ8mtPxZMN6jMqmtyUKMhL/QCFZ/CQc+uuSPi+gCmeJbcKIhpLaBWHFISlIAAUlJ/z1e2YpKC6kwzxd4DOd46+5D9pDU2eUiOQHUjT3/PRM2ftVb9q9SYptt7M01yTMdQxHacqTilLWohKU5CAMkn20SBvx9oVU2wab4Z6ZBDgHSZK18fXqeGPz1zY2/fREv+3Ja3i0lqqxVFzP4AHkHq/QHXY/du4Nype69tbd2HdrNFZrFNkS3H1w0PkKbUMYB+Wf11Z2kjorE6MQ04dvZ458PFa7L01VtFI+N0+5ugkk8AACTyPRLle/jk8VeycqKzvFsFS47MghKJDEhxLSz6gOJK055HcjRL2Z+0f2d3HlMUO72JNnVaQsIQJf8AMirVnGA6Ox/3gNFe89nKluPs/Wtud0KvDuOVMjrEeY1EEdTbgBLS8ZIBCgBx764j1Omy6LU5dJnAiTAkOR3ACR8aFFJP7a2s9Db77E4Oi7N46fzVW7TVFmqAGSiRhOM9ce4fRf0JMz4chtp5mQ2408kLbWlQKVpPYg9jnWQ2oKBI99c9fs6N9a9fdCrmx101J9+RTIQnUSS4rqcQ3npLef8AZV0n6HTt7V3kb0tVE99JRNiPuwZqD3S+0soX+pGfz0q3Gifbap1NIckcD1CPUbhXUnrkXAEAjplXLU1+AnX7qotlNTU1NYsU18L7j5g4196+VDkHPbXh4LFxE8aLMpvxRbgpfB61VMrHzSW0FJ/TQUdALagc/hV2+h0ynjZt+ZcHjHuW3qG0XplUl0+Myj3dcZQMH9Rpe6rRJ1K++tzEBCoUlcN1OeQ4ArP5fD++u026VnqUQzruj6LnFax3rL3Y/eXWSew2do/DxGCQAZ1H4x/+4Osf7TK5qVSvDo9Q5Kx98rNVisxm8fESgla1D6J/x1c7UsKdfez+y0+nTo7DVAaplTfLmfibQzggemefXScfaXblQLy3goNgQawlqDbMTzZLyiS2JLys9ScfiISMYGuZWWlfPeXPdwDs58v5rpN9rohY6WGN3eDXAjxcdPkktlwn4D7kaWhbTzWQpCuCn3B/XXSXbqFLsn7PqkxKrHVEl12el+M2sfEoPygUEf8ACAdAvw3+C+6N4K7Dvq9afLoNiw1JkOzKh8EiqgHKlBKuUpUPU+mm2kzIniE3jotk2nHQnb/b8tuvOMpww88gYQhPoUjCRj5aJ7aXaOaFlDCQ5x+RXno5ssguBu04LYoRvOPgNQPNxwAE1NBQ83SILb/LiYzQWfdXSMnWc7yAAcHI1EAJbSEgAdIAA7DXy+pLbZcWoJSPiUScAD10oAEDCx7t5xf1yUhm51acvP7TCwqHHUSxbFPbStIOcKLTzqjj/wBIn9tJJ4pqALd8Q24NGA8sIrsh5HHYOlDg/L4tN54RBK3l8be5O8MlCPu9LTIRGV3HxKEdvH/A2T+Wg39oJYcqF4rpyUx/Kj3LEiyGXCOFL8soV9T1JSPz10e0yClr20h5Rj48fuk6vjdPSun6v+XBarwy3s3anic21vBTaY8e42G4UoJ4SHlpWw7n/iSk4+eumthPuUPeG+rSWAGJwi1uOkcfC4nynMf8SMn664y0uvSodEps0FbM60643MQ4OCErWCQPo40Qf9/XYL+NsTr72w3PgPJ+7XVSHKa8tJ+FRcaQ82CfkoKGgu2cG6+KoHkf696Z9j5e2ZUUh4vYSPNve/8AyQPNb3xE2Btvuft2/au6Bfj0Zx9Dn3xnKVxXUnCV55wME/rpaqQjZHw0bX3Nt/s9esq7qzeCultnzEvLQ4pvyx+EDpAGniejtS0FiQ2FoUMKSoAg/UHg60EPbSw6bPFVp1oUaNNBKhIbhoCwo9yCBpTknqjCaVj8MdxCOWiS10dQ2srIXPkaQRggA4ORvZGfgQlD8W9nzLa8BFLoU6OW5NNXSy+nv0L6z1furXL7XZT7QKCZHhXu1WeGDEdGeckPpH/xa4166bsWN23lo5OP0C59tXMau4OqH8X5J95ThfZfKe/6f6k22fgXb8kLHvhbZH76dbZiBSbisXcu37lpZqVKcuiqRnYvT1dTKlcgD686S37LlOd/6mr+7b0g/wDtG9PZ4YB1xb+BAx/a+oDH/FpR2veWXhpacHA+icdkN07P1e+MjLP95QUsuH4VPCxUq5d218yqTrmqUQw2aa+HXVtAqCglKVIBT8QGcn01dNzNvbH8ROztszPEeiTa1RSpcmPMjqKDHWrjklJACk44OmRctWgSJYqEijwnZIV1JdVHQVA++cZ1mTKbEqUdcSoRWn46x0lpxAUhQ9iDxjQIVVY+f1p8neHBEZH2X1RtHFTEAnLyXDPk3QADzBSQ1Z7bHbvZqP4Zdka/IuyTX5qg4+2Q6UJccBWVKQABwBrW/ab0hdP2P28jlGP4fUBHWfn91A/xSdOzRdvLJt2WqfQ7UpMCQru5GiJbV+o0pn2qEfq2PoD6RwzcKMn6suf8tErA+V94jnmdlzj/AF9VU2jraN1nFvt0ZbGzLsuIJJOAc4wNMaLljp/fsq1OuxN04yiryjFiKPPGcPD9caQIHOugP2VAxD3TPvGif917XSdqNbXIPL6rnuz/APzGLHVMdtzbtnX/AOE+Fb+4tJkVGhvh9uS0ylanEJS+vC09PIKcDkaF9vStgPDfatx21sG/V65cd1gMpacK3VNqwUoScgdIGT39SdMD4Tk9WxtDHGPNl5z/AOfXooM2zQI8xVQZo0JElXJeEdAWfzxnXHYpan1UQRvwwgZC7FWvtlHfKioqoC97ZHFuHADR2cHQ6eRCULfmyqjY32e9Tt2otqTOahxX5KT3S4uW0tQP07a5f26FA1I8/wD6Of8A8Brsn46UZ8LF9JOCPujJGfTD7euR+39vfxKkXdU5IcbRBt6RIZUBwtYdaQR+XXrpOyLmxW1zTycB9FzLaiokr7oah/F+XHzyUS/AVU5FO8VdmmOodMpyTFWPdC2Vf8v21062qRHpu9m6VDa5Lr1PqIB9StjpP7p1y38DagnxUWCccqnOH9WV/wDPXUTbwf8A3ldyT/8AwFN/7h0C23O7cIiOJH5pi2HaJLXWsdwDM/B7MIrXLDrs2kvM23UmYFQIy086z5qAfZSfUaAVU8O26e59wQ5W89/xJlDp8gPIpVNjlpp/H98HnvplAM6nT89KT4WSgB3BF7beam1B3qu6HH97dBcPInULGYisQYzcWK0G2mkhCEpGAAOw1xu+0Cp6Kd4qrtSgAfeUxJOAPVUdGf3GuzK1dPPz1x2+0XW+x4rq88pAwYEEoyO48hI/y04bHOPrzh/dP1CTdojv0w3v4ktcAlNRjkHBDqDn89dobvd8jf3aV0jLkmmzWln/ANCk864uRXAiU0+RkJcCsfnrs1drol7ybLVhQKQ9ElD81RUH/PVrb72YD4n7Ij6OgPWZ2HnHJ/scfsmAASlKVEcnGdcJvENTEU/fm/qZGAUlu4pwQE+xeURj9ddy65WYlDokutTXEtx4UZyQ6pRwEpQnqJJ9OBrhnU5TF+3NuLuTMfabbSuXUGS6vCluvyglpCR/Uelec/7J17sZvMkmkPDAHvQnaABzI2Hiiv8AZ2TZdI8U9Gh9CkqmxJsR9BPYBpSjn80a6R7HykR773Qt5tYU1FuBMlGDwnzmkqI/UHSNfZl7fvSb8uPeetx1Iplu052O1JcHwKku8rIUe5CM5/3tOJ4SVyrlavfcp8qKLmr7y4yldiw2SlJH+H5aD7XzxyXZjW8Q3XHkmnZCmdHYKyaQYad0DPMl4OnjgH3JhkZwBjX3r4TwBr70CVcDCmpqamsXqmvlWvrXyrXhWLjr9oMy9b/izr9TpbrkWU4zAmIebUQpKwykdQPofhGghV65Jr9qzZU6G4XpFYafdl5GOYyh5Z+fBVo//aWslrxPznVDHnUWEU/P4Vj/ABxoSxqEhfhjqNxkfF/bOJET/wDkDp1162OaKGnkPHDQkGsDjVTN5alG6z7W8Yty2nQ1XRQ9x69Yi6ayYUCgVlmMlcYDCAfhP9P56vO3m5HhC2huFiFuf4aLmtCt+YFtVG4WV1JxRSfx9ah6fIaYK373uu3/AAqbR1Oy50aJUKkmmUzzX2PMQEryggj6jV6vPbmLuHaxtPxC2fSa7DcPS1VKc0pJYPYK6T8bR+aSR7jGkWov0bqiSnnjLWgn2Tjn0Gh96d4tnJ2UEdfHI07+cNdqTjGeXDXTBytLclf2x8T1vwKXtzvvGhQiQH4NPebQuQ326FNq6Vp9uP00X9t9uLS2xtxm2bSpqIsZr4lqT+JxeBlSj6nXJfxc+FWp+Ge5IdwWzVXZtrVtwpp0vzOl+O4kdXlLI74H4ToxeDfxx3PbdVpe1m9tUlTaXUw21SaxIPW6yV4CApfdTZ7ZPYkg9te1GzTHwev0D98HrxUUW1NYYhaKruMac4GME9T18M8F0xxjAToe+IO829v9lLzvBx7yjTqPJW2rGfjKClP7kas0W4mTWzb8g9MgtfeY5CT0vNA4JBHqCe359tLL9pde7dv+Hz+zMeSgTbmq0eE236lCSVrVj2BSkfnoLbYhU1UcfUj5HVS129Twucen1Qx8DcKfs54Yrx3yqeBIr0lTsFBSMrQ0FITk+uXlL/7OtX9pZBk3Ft5tdu5Ga+7yXf8ARnlA4UjzWg82M/JSTo9ubF3LO8OO3O1Ft/dmWIP8Peq5cd6OpsYcXjH4j1KOsvxx7dxbp8Ldx02HGKnbeYZqUUJHOI/Ksf8AoysaK09we/aDt3Hu72Pdw+ilq6OkZs3GyMgzEvJ8AAMe8nJXKC1vKrdu1OjunqkuJfLfGStwo8wHPr8TZ/U66HbB3VJu3wV25XWHVLqNgVRpSvdCI74Uf/ZOY1zxsaoOQ6a/IbjJdMKbGkqHchsqSk9vmofrp1/s9Ko5Hq27Hh+rCP8ARSl6SwCQSBktED/g8s6Z9qqb1ihkDeLdUv7K1gorjBM7rr5Z1+WV0RpspqfDYmsr6kPtpcSR8xnWX0jOdDjYWvGtbc01mQf9JpKnKVIB7h1hRbOf00SNc3Yd5oKa62nNLUPgP7pI/L5Je/HqwHfCtfOXenoYjKSPc/eW+NcYmYkqQzIkstFTUVKVPK/uhRCR+5Guyf2giGl+FW8Q4opwYhT35P3hHGuNoVOaiAguCK8st5IwFKTgkfllOumbHEiicB/F9gkXaAZqRn+FOF9lwP8A7eqwr1Fuv4//AKrenq8Ln/4S/wA//wC41Af+vpGvstEE74V9f923Xf3db08nhYTilXus913fUD+izpS2vP8AxkeQ+idtkQBs7V+bP95RySka+uka/E6+tAlCF8qSOk59tJl9qS0lewlLcU8EdFwM9Kf7+WXf8NOceRjSU/amIbc2OoSnFBKxcTYQOnvlhzOT+midi/5lD/iCp3H/ANpJ5FctRCkqgqnpR0soWloqPqsgkD9Bp/8A7KoYpm6C8YUWIgP/AGXtIC4qUIrbDwdSw4PNQkjAV6dX7ftroB9lmhaLZ3UeIHSGowz8+h866NtQ7/hUp8vqlXZ9o/SUQHVN54Sv/wBR9D/85L/9+vRjwNB/wnIS3shQkJB/FJOfq+vRh1x+m/Ysz0C6ftD/AM2qf8bvqgf4zoKJ3hj3CZcbKgmmF3v26VoVn9Rrknt5XU/2Pu6kKd6ibbm+SPYqkRifrwnXZvfyiruHZa+KO00HFyqFNQlGfxK8pWBrhpRJMulyqlFcQGlGBIiOp9ASkZH6ga6HsmO1pZIuJDgfokG9Hsp2P6ghFDwWVCFS/E3YtQqMpiLGYnueY8+6ltCR5SgMlRA9tdTo127LWTf1bv8An7uW+3KuVuPGMddSYKUlof0hJJyc65AbE2ZSdxN5bTsitLktwKzU2Isgx3PLc6VEn4Vemug9a8Pfgh8Ptcag1+hVW4K9GQiW3ElremKAJ+A9IARyR66i2uZRCoZJVvIdjQAc/Mq5siy6VDZKW2s3t/RwHHGQfhkDVOi1cNLcnt0tE5ky3mPvTbQVy4znHUn3GtiFHo6s8e+lj2nkX9u3vDG3Ok21Kt206HT3KfTo0lstuSEqxg9J7dh8tM4gEICQnA9BpChk7UEgEDPPom+72w2mVsDngv3QXAHIa48sjpplfqgCOfrrkP8AaXYPidmJwMfwaCr8ylX/ACGuvJ7Z1yN+0ybD/iZLaOVqo8BIHuT14027InFw/wAp+yTr+P7J7wlORwoY99djalut4dqZQLJvS9tz6Q1ULVp7TzMeNOQ655i47aVAtoJJPI47a44gYykehI/fVxvPbe+tqJtGm3db6GWqtEYqlPedQl+NKYUkKSO2FEBWCk4ONOV6tFPdzG2Z+MZwNNeCBWi61FqL5IBqRgnoCCD8QcJvPE/4+X94LZlbUbI23VfutWJjzZi2ip+Sz6obbSCUg45OhlsZ4Bd5Nyp0ao3hS3bRtfrS7KfnqCJDiE84Q33H1PbRE8Lvjo2xsuW1RNwtpbct8Kwyqu0GmIZxyOXWwCcc9wdOFelj3DvumHVrV3nSzY0+P1Fql4K3lZ5w6nnt3B5Glm5V9Ts9Caakg3QTxJznxz4Jjs9upb9UiSvqg0DjodB4AanKF90VKmy4kTwq+GymoZp7SQ3WanHAUhpvhKyVj8Sjg5UTzpqNtrIpm3lm0y0qUhIZp7IQSP6l91K/M51qNrNpLK2oo/8ADbQpoaU8kKkSXPiefV/eUo6vjRzn5aRmse+QzzHLyne73OlfTstlsaW08Zzr7T3YwXO+w5BfXSNfupqamS8pqamprFimvlWvrXyrvrwrw6rlB9qM4ljf6CksJ/nUCOrrxzlLi+P30ELbqiJHhpvShLdB+43JRpqEY9FNvtqV+yf+1pi/tTKSXN7rNdAGJ1IDR+ZEgD/BWlaobSqfbe41A8zrDUeKSMhXxMTUJySOAcFX666xaiHWyAeXyKSK3IrJcc8j4hdFbKqSJvgb2wqcRQeVS59O8w5x0KRLIP6Z05aUoeaT1YUlxKcj05HtpCdlnlwfs7/vclwqInuKjA/0ETB0409dBdcfolPkOH4lxWlKPz6Brl1xaG3Kdo6n6ldLbvPsFHJ0c8fJh+6WL7Se34E7wyzp7yUB2k1SFIjrx+FRX0HH1CtcvqNCq1ybc118ILrFlGJMbdCfjYakPdBQF+3UQoD0IPvx03+02rSKd4cTTnHAFVStRGUJPqEBSz/3dc7KNfzFq7N3Ntm020y5cMOE8+Q0FPPPJkB0KyRkJQ0lPAIBJOQTroGzIf8Ao0boz3z8NMpAu5Z64S7QBvz5LqF4RL1c3Y2Dse/7tz/FaV5tOTJUvCnVNK+79SvfrABI99Jt48afvxf+/Vv7WVZ6mVFyZ1O2xApRKFhtxfT1Ok/1fDnJPYnTb+BS13aV4WLMiVNlSHJT79TSFjslUla0KH5BOh3bK1bifaV3HUjlUSxrf8hBIyEuBKEcf8T5Ol+ikbSXKpnY0YYHEfHARWqjNTRQxuccuwPugZRtgvtH6A2lukV6uRm0k9Lf9pG8DHHAKvYDW2qm0n2l1cpUqj1mvzpkCWwqPIjrq8dQcbUMKSrHJyM++mXsn/pf3oue86rSt26hbtGpdacp0GPHhsughCQDyoZ44/56K9hbbX/a9aVU7k3hqlxw1NlP3OREabR1Z4UFJwR9O2qke1c8p32wM890fmj1w2Op7cHRy1n4gAJZ386jOPZx88LhxMj1G3KhOpE1C2n47jkSQ11cBbaiMceykg/lpmPBju43/wCFlbddrKWoP8agfwWR0uHodcEZLSFqz6qU2k49z31WfFHt+3bXiD3ShKiIbjxZSqskoVgoakEFJAPfC1g/noJW1VX7cuWm3FFSpD9MnMTEKSTkKbc6xj6YP110h4judGdPab9QuatL6KobjgD9Dhdutpoq7bv+/wC0lqAQqpt1mMjt/LkNgqI+XWFDRZBzoIO1VxvdywL1hkqg3fQ3ITyweCroTIZ/Pp69GwdWSc8a4vECwGM/ukhdXup7Z0VX/wBxjT7wN0/MIE+OaCmoeFm/2iMlmC08njsUvtnXH52C0vaen1MJPWzXpUfPuFR2Vf4j99dhfG5LcheFzcF9sfEqnIb7Z/E82D+2uP4fV/0QJhlGAm5FO/rFSP8AIa6Rsg4+qn/H9kgX4AzYH8P3CaP7LJON5Lnd/uW8R+r7end8KKvNtq6pf/7RddSVj2/mYxpG/st5yGt769TlJyqZb7pT/wADqD/np6vC9GEG3bppxPxxrsqSVD2y7kfsdLO2AxeR/h+ybtlHD9XKlo47zP8Acf5I2p/ER8tfevhPfJ7ka+9Alovw8jAOk7+1Ch/ePDrDm9GTFr8Vf06krH+enF0oX2ncxcXw3IjgZTLrkRChj0CVkfuBonZv+YQ/4h9VSuX/ALSTyK5dXLBTHtW0qggcyqe8FJyfxIkuD/DGnn+zASW9vt2pCTkpTHSB9GHj/npIbqfUuxLMbx/qWpyQcd/9IUf89Oz9lvKRLtbdW308PPsRnkn5eW8j/HGn7aIOdZ5R4/8A6S1YiG3aIu4afZOL4Vm1N7G2ypQ/1zLr306nVHGi3oUeF1SBshbLKVZUww6yr6pdWD/lor65RT/sm+S6Rfv+a1Of43fUrUXTGM22atEHd6E+jt7oI1wJvZlUe76wwlZ+Cc+kkH/awRjX9Aslrz4zzCuA4hSf1GuB+71Laou6d10lpzzBFq0lsq9z5h0/bFEdrK3wCRNpARGxw6lWLwuzW6d4iNvpToHSivRM847qI11ip9JiyPFXcDk6Ow6XLYiOslbSVHh0pOM647bWVD+FbnWlUUOlDjFahqScZwfOT/zOux0577p4rKK40k+XVLReQTnv5b6T/nqpt638aF54fzR30evd2VWwHBMb/kAfsjQw0lA6UDAAwBjsNew41+A41Mn30o8FY4L8P4Drk99oPHErxfU1hacocg0pCs9hlZGusClYGPc41yp+0YaVTfFXQqi2QFOUynLOexUl1Yz+w40y7KHFw/yn7ILfBml06hJu6joeKOM8Zwc8+v767D7u7Cwd5fCnSrPbhtu1ynW9ElUZ4JypuS2wghA7cKx0kfPXICqFv+KSi0VFPnKx1JCT39hrsum8qtSlbIPRJ624dajNQZbWR0qC4aFJz8woA6ObX1T6NtPMzTB/IKtsrbjc5pqUcwT8AT9lxflw5EOW7EmNLZkMOKbebV3SoKIII9MEHjTV+AnxHVjbTcmBttcFVectG6HvupZeVlMaSsYQ4g/0gkBJ9NYX2he0A2132fuKnRPJpF5MipMhIwhEkHpfR8uQk/8AFpY40l6HJbmw3FNPMrDjS0nCkqHbB9O2mQNivtuBeNHj4FL3aS2ysIB9krvRaNekRrlqtkVFSluRUpnQHVHl2I56fVKgU/TGrs3nBz+mlf2q3e/6R9lLK368tRqVFIptfCcdRSClt/P0IQ5x89M3CfTJYD7aupDnxJPuDyDrjkkboJXwP4tOF06fcnijq4uDxr/iHH48Vkampqa8VVTU1NTWLFNfKu+vrWPMlx4LC5Up1DTTSSta1nASkDJJOsxnRYVzy+1EpQc3C2qqC0fC849EUf8AZDraj+2dJrelOdt7cTc23nWfu5Sue2Wkr6h8MlDie3y502H2gu+mz24ldsKHZ96wqvItyqOOVJcRC3EMtq6QfiCcKIKTwDpQd7Lqpd37wXfdloynX6XWKk89Gd8stl1tRScYPIzjGunWFj/VYopAR3TxH94YSbdd3tnOac6j6FdBLPjfdPs+bMihvoVNlRkpT/e8ycrH7admm4Yp0dB46WUD9E657+H3xcWpZ+xNs7Y1baC9brqFIbVlDNIU4wpfmqWgpWcjjq7/AC0U1eNHee4Yr8Wx/CDehkFtSGH5zqWW0LIwklJRyAccZGkqts1U+ulkwACTxIHPxKcWXmB1qp6LBywuPDOd4NHLyQy+0Uvy3rzvy19nFTgmDbqXa1cEhB+FhBRhDZ/2yAMYzyoe2lD2V22meIvfmn23TISmIFRm/eZaEYUmHAQc4Ue34QlPzIOM6P8ASfAN4hN3rqqF/wC9txQLVRWZKps1550SJHP9IQk9KQBwOpXGmo2MpHh/2cuBjaDaFn+JV+pNuGqVkKDjwKE/EXHP8EjjnTBJeaOyUQpoX70mMacMnjqg9NY6++zunER7NupOOAHVEi2LriLvurWZQA2xb9hUZmK90cIDpTkIz/sNo/VWlg8CtWXOG+2/NTT1O1CoL8p4/wBwB10p/IKa/TWZvb4mtg9mLU3H2msN+rG86m1LjS3nIjh65rgLa1F1WMkZVyOPbWt8KV/eG+geFVrby+d2aRSJlf8Avb1Xa+8Fp9CnF4GTj0SkD89AqahrYbXM9zCXSEAaHhx6cEVqa23TXaBsTsQx4ydM6YBOPHX5Jl/CLRzT9l6bU3wRIrUiRUncjnqcX/ySNGgkFGe+qNYle28odi21Eta4IsmhSG24dJkod60yMDgBXqTg6vWUkEg/LS/EwxMEZ0I4oreKr9I10tY0dyRzi09RnT4Bc4vtFLJi0veG2rrf6mYd40aRQ5j39Ieb5azjnv0fr8jpFqVAVJZqFIktFLzrBfj9Y5Uts8gf7ySsf8OukP2oF3WCvbql2s9X4gvGBU2KjCgJHU75RBSsnH4BjByePhx6650efcNx3C4bRpFQkqdWosNx4xdW2FKKsAhPoVKGfbXVdmnufQMMmmOumg4Lnd2a0Vbg3U+HiulXh6u2qX/4P7Mr1MZdnVqx6ow0pLaStZSw/wBBGB7srz/8+NOVEkByOh9QUjrQlWFJIxxnnXMvwjz/ABi7VWhVLOsHYNyc3VqgZ4n1oqitNKKcEYUoZHHfI04exzni1kV6VN36bsuNR1slTESkhRktO9QxlXUpJAGc86R7tbuxq5ZWPbuk6DIJTVS3M1FFDTPacszrjkcaH3jPvK/PHOhb/hXv0NJKiITSzj2Ehsk/sdcpnKUlPhnYruDl++HI4PviA2r/ADOnx8UnjX29m2fd209Jse6KuqfCkU12cqEqPFZcPAUFOAFYSR6DnHfSK1rcmlzfD9QdnYVpTWqjTa9IrMmolSfKf8xHQEpT34AAz8u2mrZyGogpg1zMAvBzpwxx4pcuzo5JiQ790j36Iz/ZhD/7ws0+1vS/X/ab0+/h08z+MblMqyOi7Hjj2BAOuXHhQ3fr2w+5b16U7b6o3OtymvQjDilSVp6+kheUoWcAp9vz11Ht3eKi0uwaDuZV7Fl2o9eVTaZm0+WkJkturKmwtQA+IHpSRwOFDQTbGme2uFWfYwBnI6FMex9SX0M1tYwmSTGB/hcHfQFG9Pca+9ebZBSkj1GvTSvnKsAL8yNJz9qI0+74e4ZS2S2i4I6lKHp/KdAz+ZGm7qtQjUmnSqpMUpLERpbzpSkqISkZOAOTwOw1zr8aHjIsfdbbetbTW5YdzvKkvtKj1aVFMVpDjTgV1BCwFkEAjOB+L8tGLFBNJWxyxtyGuBPxVC5yMbTPY44JBShX/S0wtoNr6kEkffmqson36ZmB/idNj9lCf5+5aSO8KJ/3ndKxuduHTr12+23sujWpMpzll09+LKkOKSpEtxxzrUtITyO3r30RfBpv5c3h+qVwqpW1NWvEV9uMz0Q1LQWilSsZAbV1Z6+3HbT7co5am1SRAd4k4GR1StQvbT17JXcAB16LpP4T3SraltK+Cip1BOPb/SFaMoUDoS03ca3LTkWVRk22uhpvcLcRDWkIdjSFIDhStI/3iD2wR89FhBJznGfkdcljHZjsjxboV027yPqqp1aW7rZSXN8s4+qiyCkj3zriJ4go1tx90N2kLmtioN3J1QEkHLqC4oOgcYGAocHBPpnXaS6rqt+zaFMuK6avFpVMgt+ZIlSF9KG05xk64peIyRYt3eIK+K9Z12QXqHOlO1BiWltwJcUoAlCR0kk54406bHtJqJCQcY4+9Jl/P4TQ3jn7IU0yUYVRjSkfjYkNun5EK6v8tdna7N6t59nblBBRVKTMiKX6HrZQ6B+2uP1Np9rqset1B2rNorUeow0woikFLkhhSXfMWnP90hGQeeddX9n70273Z2w2ruqbfVGp9XtZhhx+O5Mb8wKSyWlIIUpJGRg5wdXNt6d1TDE9gJLSeXkVPsRVx2+pkE5wHMcPi1w+uEzpcCRknv649NASJ4urLkeJSf4cJEB6POYQhEaoZ6mn5JbC1M4AyCBnk4HHfV3uLxBbI2tzX91bYhlJKilVRbUcY7YBOudO1jM/c77Qp+/bMhP1mhs3NImKqMdsmO3H8tQSSvtg50AttsFQyaScEBrCQeGqlq6sxOY2M5yQD5LpzbN1wrin1eloyidRJn3SS0fT4QpKx8lA5/LXN37UKN9337tGc0kFTtJYHI/uyVf56dGx6ixS93d0b4qE+NEt6IIkaTKddCW0vNN5Wc/IKA+ekH+0R3j2w3cve1KzttdbNXTTIL8eYtll1IbWHgpAypIzn4sY9tSbINklrmvDTu4cCcHoru19PFRN7Jh1IY7HMEtaSPdlKfMCkzH0qABS6ocfInXXN+Q1J228OtcccAbbl0wdWfeLj/I65QVq3maXCYmouij1J2R0qUxEdcW6nqAJKh0YGCcHnXUPw2bg7R7+7V2LtzCuOQLnsGJDqMmMmK4ktOMZSfiUAkg599Htt6d9TRM3Ae6ehQzYisZbrp2k+jSCPiCPut59oltCrcrYiTcVNY8yq2c4aqz0jKlNfhdSP+Ek/lrkVHjOSVhmKytZ6SUpSMnpA7/prvxS6pbm5FrOvQ3US6ZUmn4roI4I+JC0n2I51xY342fujw97s1K3ZsWQiE0+5Ip8xLZS2/FWo4wrn0OMa22OubeydSucNNW/kqG0lA+KYSEHPBw6FMj9mPuAzKfvPZOuSB91uCImZDjqIwXCkoeCf+HCvnjjnXQDZeo1F2y2qLXQU1OguuUySFDBIbUQ2o/7yOkg/PXEOyL2qe2F5UncCz6kEz6VO89lroVkoSQVIPuFJJTj89dSaV4/PDBDt+Nd9Rup1mt1KKyqfTYsB511DnTykgJwSO3Vn00O2ns8zq0VdOwuD+OBzRCxXWNlC+inPAgtP9eH2TYhQ41+kgDOhZaniJ24vXbiPulQpsr+APS0QlOyWFsLacK+j4kqHYH1GRonMvIeQlxshSVJ6knPcemlJzHRvMbxgjiEZDHdm2bHdOcHkSOK9cjU18lR9tTXmF5glfesKqpWqK4ERkSSW1DyVkAOZH4TnjnWbr5UnJ9NeLAcJTriomx9Mqa117wdy1zmni550WhMvNOLznq60cK7+o1lU676VGS0iy/BrLT5PLa10mMxg/NWM6aYoP8AdGp0H5aySWqfoZjjojEVZa4m/wDsWl3Xff8AQEfVL3HvfxOz0hu3dkaFRGMYSZ08Dp/4UjjXqqn+MWqo+OtWPR0n/wAk268pP5k86P6UqHy19YHsP01XMJJyXn+vcrIvzI/2FJE3/KXf7nFLi/4btxb3I/6Wd6KlOjL5XCpbf3VhQ9jjv+fOirt9s/YO2MIRrOoDEVzBCpKwVuufVZ5/TjV36ec4GpgjsNbMgjZqB8dVXrdoLhXR9jI/Ef8AC0BrfeGgA+9L/uvQLPrMiXH3M8O7dwwlqX/40psNqS4pHuogB1KsfXB9dC1qneE9lv7vF8J9Yf8ALHSom3VEnHYEqOnS6TjBGvzywn8KBqft6qMYjlcB71BBNawM1FGHu67xGfkfklHTHvreO47Sti0NsZVh2JbE5ue4qQwlhSlN56EoQnsMH/HOm2I6W+CeAfTJ199J9QNfikkDOoI490l7zklb3S6Nr2xxQxCOOMENAyeJySSdSUAN5KZt2zc39oby8Ojt5TS2G2agzTWZvUgdkkHJT+Y1pKZuFuJ5X3XabwsooqFDpbemNswkJH+6hII0zJPSCT6eutVVbntugsrfrddgwUtjqUp99CMD8znW0jpnDddKQ3opqGqoogAKJsknUl5z7gfugcm2/F9dKc1W9LXtds/0QYn3h1A+RV663do7E3rQa6zctf3puOsTm0nDTnSmKSfQtdj+XPz1vpfiW2Kp6uh7cmkFecYQ4Vn9gda5Xiz2DQtSBf0VRTwelpw//DqsBA07zn58yjbp79NGY6ajDGn+GEajzIJ+a8arVt9ocuREG1tq3FESpXQ8ipeUtac+qFpOD+etKbw3aB//AMXaeVdxidHz/wB3VuieJjYub0lvcmjJ6+yXXCg/mFYxq70u8LQroSaRcdLm9XYMSW1k/kDnUweT7Ep9xCHPMtI3+1W1unMiRvvPex8ggs5eu/aT0294caXT5SwUh96c0EpHHfoGca1cDZXeLc69KTdm+NZpkanUZ9MmJRqYslAcSQcqUe/4UnTJdaCSEqAx6Ac69UjKQdeOg3yO1eTjqtIto3UzSaCnjicQRvAEu144LnHHmAD4r8bASQhI4HA1668+tKcqPYa/Q82RkKz9NWEuc9Vi1MTDDkCA62mQpBDRdGUBWOMgemg5Ua5vzHcWxUtlrZrrLaj0Ox6klJWPQ9DieNGxTrWOVDn318lSFDuDj89alrjq0keSuUtUyDIkhZID/FnT3ghAI3du2FZHhbgnHqJkb/8AN14m8fEW4FxbW8P9Eoy3TgvSJ6AkH+8Q2BnHfRmuq+bMseKmZdtwwKU04cIMlwJKvoO50Par4tNg6UlZcvqJJ6P6Yza3D+w1XfIW918pHwTDRGSrw+ktbX9MCVw/3YVYsPY7cmu7iRN0t7LghyZ1MSv+HU6BnyY5V69Xr6/t7aYhAIBGeffQDd8bexLOMVeoLyMgJgr9/n9NYsrxzbHtHoberTqj26IWB+6hryOWmhGGuHxVm5WPai6va+ajeA0brQGENaOgH9ZRc3Gp8Cp2tNgVOzW7qhPYMimOJQsOoBzwhfCjkcA8HSs1y0PCI9IUbm8Llbp7wWoqSmgPIBV648pXSR+2iTTfHFsjPKS89Vo2V9ILkMkEf3vhzor2Lupt/ubDVOs+4YdRSj8TaVDzE/VJ51PHWv4Us2PIodNYJ7SwvvFvcQP3jlvzwQlNNneBmS0qIvYevxm1Dl3+ETUqTjt8QVka0itofs7lqKlUWtQ1ZyUldQQc4x6jT8BthQCg2gg+vRrxXSKe7y5AjKzz8TKT/jqwK+5M07c6+JQ8/q+896kcPJ4+7EjtEofgPsyUn+yu01Rueb/T5tPkSSo+g/m4T6+2iG1eu69ZpxtvYrYIWbGlfAqozIzcVLScfi6EgZ/POmgYpFPjueYxBjNrHZSWUgjWT5XGANQTyVlX+3mcQrkNws9AQ6ioQXDm9xdr/hAaD70FdvNnVbcbWVS3LjhN3rKrDypdViyQgtylq6QUgL+E9gRn1A0JKlbXhdiylCs+EGrR5WT1hNuAjqHfBQcfppx+g47D6a/Aj/ZA17E+amZ2dPIWDwVOSvgrp31FzgErnHOcluPAYyMJPKa94cqcFwaD4O58pLxyrzbXaWT+bmSP11szdVw0qny6JsR4XZVsVGpM+QZzlPahoaB7E9CeQPrpsChXYHA1+BChxjP1OvJDUzNLJJnEFW4bjaaV7ZYaBu8OGXOOvloD5cEOdhNualtlttCtqtThJqJW5KmLSfh85xXUoD8zrx3JbrhfUJO1lKvWkqQQW1+V94aHqAl4dKh9CNE5KCCeAM41Oj5Z1jWdm0BhxhDpq91VVPqqpgfvkkg5AyfJKBWKB4bfvS37l8HlVYkLJ6um3UlOT7dB6fzGvGlS/D3bzwcsrwg1R+YP9WhdtNjB9+pzONOIGgOyQPy1Ogg8DjUhqK0jBmdj3q3HVWdveNAM/wCN2Pz+aU24KDvXvwKfZ529YsOyWX0PS0OKSl11AVnpShPAP+empp8UQ4rUdGcNIDYz3OOB/hrK6Tka/cH21FHF2ZJzknjleXO7m4Rx08cTY4o87rW54niSSSSThTj1GpqEH21NSoNgr61NTU14vVNTU1NYsU1NTU1ixTU1NTWLFNTU1NYsU1+Htr91+d9YsWPMUpMdagFnpSSUoTlSgB2Hz0pm4O0WzV4bf3ruFRnK/IqtKTKW6qoPPoLb6Rkp8tzjpBPpx7abpSQQOO2qVu9Cjv7YXaypofzqTKUrjuQ3/wDLUU7GPicHDVF7FcKq3V8T6aQty5uccxkLlIh2Kmnfc0xk+cXAsPhZBA6cdOO2PXVksWLAuHcK3KXPgM/c5tSiRn2EDpStKlhJ/XOqskJwDq6bMRFTd27Pjg46qzGP6Kz/AJaT49XgY5r7IuhEVDLMCQQ1xzk/wk9U1G7NO8F+211ose9LQkRKo9CTUR/D4sp3oYKigKV5aj6j0GhtvJsZZNJ26h7z7EViW9REkKkdDzmUtkhIWMgKGFEAg476NdOWzVPHvW21sBaKbt+wy51IyAVyusfsrR+uO16VXbaqduOwmkxqjHcYcQhAAPWCM49/X8tO1xt1KyNrGNw4tBz4kL5D2e20u9DXNmmnc+JrsFriSCOB4k8lzi278U+7m38toG4Ha1TGyAuLNwpPTn+leMjjT17Tb4W1uzaSrioCFJfinpmwSoF1g+/zHqPkdc0rstiq2jdtRsx+K6qTDmmIEDPU4QrCOPnkf9rVw2gvm5dhN0mX6vGfihK0xatCXkdbSh7dsjuPlpao62SCTdlOW8PJd32y2Jtl/ojWW1rWz7u+3d0324BOR7+OOK6ds1GLOhJmxX21MOI60OZ4x7/l66UzxBXd4j9p4Ld1sbmUqXSKlNLEdqPAQFISoEpGVAg8D00bKBcUS39xU2i64lVFvKIqq0QqIKRISkGQwPqkpcA/3tCLx9OR6dYFsU6MhLbSqoelCRgAJaV6aN3BvZwmRueGQuKbBFs1+ho5o2va9264OaDjGTplL014o9+Kip0v7nOwz5alJT93bSFrxkIThPBPP6aMPhRvLfi/KzLuSqX+iVQKY4lNSZqKQrqSpBUSkpAxj30n3PRk/iA9fQ6araiUbP8ABVujdDai064zMCHEnB/1aUDB+qsaE2gS1lYyJzjr49Su0ekeitmz+zs1TS00bXHdaO43nnKvs/fLZLfm9a1YtU2zrNyQLanN05NegxfvMVDrh6QSts9SEhWcn076A/i32xs/ay+qVRrLpblPgyaaXlp85ayV+Zgn4ifTTd+EPbK3tuNhrTi0qlMxplTpseoVB1KAFvPuoCipZ7k8jvoAfaCxlN3rbEsfhcpzzePotP8Az0X2hip2h4gbjd0yeeDhcw9EVzrxeIaSSY9m4O7uTujIzwygHa7lOcs28Y8qIyuUmJEfjuqTlbZEpCFYP0WdNJ4R17fHY6vVu8qHTH2aHOkKlSX4qVrQx5SV5JIzgZP6aTqn1N2BBqMdsZE6OGFD6OoXn9UaZ/wntol7N7rU6QgOR1wnOpChlKsxnAePoAPy0FtID6pjDz0PxXU/SfHJBYameJxDt9js5PTGPiqf4mtkKLaCYO5+38puVaNxlLzXlElDC3B1JKcdkKBGPbOgzbVy3DZlSj3FbdQfgS0rKm3mVHHB7KHY59jp5tj7ci7p+Ca16FU2Uurk20mO2VDJDjQWlCh8wUg6RR1QiU6bQ5rXRKjyQoAj4kKSShafoe5+Y1l4oxRVTmx6anHuK09GW0sm09nNLX/iOjwDnXLXcMjwXQbafe6fuXtgzeMNQcr1vlKazBQOXkf1kJ9ykdQ+Y0caLWYNepkWr015LsWY0l5lY7KSf89c9PBVcz1F3kboZcUItfhPRnElWApaR1JJHqcZ/XTTeGirPxZe4G2r7q1CzbnfjROo9ob6Q+0MegHUoDRu3yGrpTIeLeK4rt/Yo9mr8+lg/ZvG83wB1wjpqa/E55zr91MEoqampqa9WKampqaxYpqamprFimpqamsWKampqaxYpqamprFimpqamsWKampqaxYpqamprFimpqamsWKampqaxYpqamprFimqtua2p2wbkbH9VKlD/wBmdWnVev74rNryCODTJP8A7tWtH6tIVmiOKmM/3m/ULkOlBGDomeHCOJW+VnNKGQKiHPzShR/yOh/SYhqdXiU3q6RKkIZyByOpQH+eiD4anlt752coY+KfjPuC2saT4B+I0+K+y7/Jm01TBxERPxaU1u2a5FQ8cu7Mp3Abp1uUmGPc9QSv9O+mcXnpOPXS37ZNtRvGdu2jqJXMoVIkHP8Asgo4/TTIkZGPca6Dccb7P8LfoF8P0erXf4j9Vzq8aVFVb++SqxFBZ/icCPL6kHGHklSSQff4U/toL3bdtevetLuG4pKZE51ltlx0JCeoISEgkD1wO+mw+0It7+VatzNoIwuRDdUPY9Kk/wDdVpP5MVyOxFkLKeiW0XEEHthZSQfnlOkSvjMc7wOB1X2F6P6mGtsNHUyDL2tLM88DiPgE5Ue8jWfDTY+7iUrXUNtqtGkScH4yw2vyHk59lNLyfprF+0EqLcim2ZCacBDjkqQPp0JA/wC8NePgngwb322vzbiuo82FMUkrbJ/pebKT+6QfrrV+Pp8N3HaFIYwEx4Dykp9QCtKR/wB3RqeoM1ra08RpnwOFyWyWcW30juhb7LXOcP8ATvfdKmcEnB4JPOmYu59VB+ztkMNpKXbiltRkj+/50tPH6DS7VtppirPsoSEoQUpwP90aZPeWMqN4Rtm7XWkF+tXHREhB9QpzrVj6Z15srGHXFpPI/RNPpwqR+rsTW8Hu/wDynWsumpo9o0WlIT0ph0+Oxj26W0jSi/aEw8TrNmqPJ+9tcf8AAR+x06EZHQylHsAP2x/lpR/tCYKXKDac4khTc59oe3xNpP8AkNT3U78D3f1xXMPRq/stpaQdSR/9SkzgUxdRkORg8GlNMrkfEM5CEdeP0Gmi8IJB2n3TIAA+5Kx88xnTpbZShErKHUoUgOQk8dshxjH+emQ8IB/+yzdFjHxKhq49f/wzuhdoGK6MeP5LtPpPcZtlqh/XcPzRu8EmD4XLBCuxp6//AHrmkRu+NHVuxWog5ZVW3mz7EKfUD/jp2/CPWWLf8H1pVictLbUGivPrJ9Albp/y0ndn2lMvePdd/lQZaoziJynHDgdbj/X08+vSToptGztKos/vOPwK556G5BQUtVWSHDd2Ng8XOOAt/wCHRltjxJ0Flk5bRVJCEAeiQlYH7Y002ys3/wC9NvbTmAC0oUh5Z9nAyUnS/eDC3nbj3hm3q+gpiUOM9KU4tOEpWskDPzxk6Lvgsnu3vuFvTuwlKjBrlypgwHPRxmOgpyPz1bsEZbQzyHhwHvI/JB/S/Utlv9NTg5dGwB3mAfzTYp19a/AcnX7r0LnampqamvVimpqamsWKampqaxYpqamprFimpqamsWKampqaxYpqamprFimpqamsWKampqaxYpqamprFimpqamsWKampqaxYprQXwOq0a6MZ/wDFsj/3atb/AFpLyHVa1aSO5p8gf+zVrV/BT0pxOw+I+q5WWHFbj7j0NlZSpIqDBOeR3Bxqz+GOM5K33tFodOUTi4c9wEtrP/PVbt9pTm4sB2OFeXGnxXHT/dT5iEn/AL2iD4SKDUJ++1KkQoq3maYJDz7gxhsdC0pz9SrSpE0mVrcfvL64vtQI7VVyuP8A0AP935piNoZjla8au8kpDeGqVSaXTVKxx1FCV9/fk/vpoBpWPC9UY9e8RviCrlPPmRjWoMNLvoVNM9Kx+R003rp8uQ/FDTya0fIL40odYiepP1S7+Oehmp7LqqLbYUulVBiT+HOEk9KvywrnXPQgdKUlRUEDAzzj1P766X+Lprzdg7nUf6WW1f8AtE65oDjIPoSP30m3cYmB8F9SehyV0tlew8GyHHvATT/Z/S3xetzwMnynqW26U4x8SXAkcfn++sLx4v8Am7vUOOlQKUUdrIB/Dl5Z1m/Z+Muu37cklCT0NUpKFH2KnwQP0SdV3xzvh7elDTZILNIjpz8ypZGNbF2LY3z+6pMiD/STIRyjz/8AQfmgVcbjUmu1BSFYQuQ4EkHsnqIGPy03u+dIS6vwyWklsJaXcMZ0tKTj/Uxkq/D8jn6aTJvLklPWoqK3Bkn1ydPZvHFD2+3hugLJKGpM54D0ymIn/wCeimygHrb39AfoUE9OpLKGihHU/LdCaVrhA578/TPOlg8fsTz9tKJJS2CpmsAZxyOppX/Ifppn2xhOD3GAdADxux0L2QkvKSFFmpRVJPqkkqGR+ut6wb1M/wAlzjYiXsdoqJw/7jR8dEit9JYIt2XHGPvFCiqV81JK0E/+r+2mO8CMNFXh35Q3RhuXGYbUrGcdYcT+fBOlsuZXn0C1pODxTnGOf9mQ7/kRq07N7z3XtUzXKfZtJEypVxppttfSpamOkkdSUJByfi9eONAKWUQVYlC+i9qLTNetmpaGADeJxqcDAeefgjdvrWabsPsVb3hztmrqmVNUVLMx4L+JtjJUvODkdaioDPodAiZW3TZtM2hsph6XMq0xEyrOMJK/vMggBthOPxIQnv3Gc/PW9o/h/wB/d3a//GKzRJ6FT1hT9Rqx8tISTyQk/ERg5AA0VapXvD74Mo4ipeVe25spHTFgs4cfU6ocJwDhtGfzx6aJsp62+1RLW6H4+KQ5rrs96OrNHROkbLM0l+G4IL+AJ8G8h1XjuXUk+FbYeFtlaSfvW5e4ihCQhlPW8kuJ6XFDHOEBWE+xJPppjvDLtGnZPZygWO8kGe2195qKxz1ynPicOR3xnH5aCnht2J3CvrcN7xN+IeOBX304oFGcHwUxhXIPT2SfYc+5OnCCTgc5400VYiooG0FOcgauI4E9B5LgU1ZU3mukutYSXvJ49FE/TX1r8AIOv3Q1SjxU1NTU1ixTU1NTWLFNTU1NYsU1NTU1ixTU1NTWLFNTU1NYsU1NTU1ixTU1NTWLFNTU1NYsU1NTU1ixTU1NTWLFNTU1NYsU1p7pSF0GrI94Lw/VtWtxrWXBg0ieCBzGcB+Y6DrwjKkhOJWnxC5btsuMTKjUoRS2/GhuySrHJLcpvH5dtFrwHTFL3aqyHF/FJpDijjjJDqP/AK/M6E82fSbeuO4YMtT7rMujLjRuevD7iWXcnGMcg/nq/wDgekCNvalLjnR59Kkp5OASC2cfsT+WlmIN9Zjx1/NfUV/ge/ZetMg4xtIPhhpR78EMBmNB3RlBgIffv6ph1WOVAFPTn9dM5nS3eEVT0e4t6aY+OhMe/wCYW0HjpSttCuB6Z0yR07XPJq3k+H0C+TqIYgbjx+qD/izGdg7pH/8ADo/94nXMrOer/eV/iddJPGZUPuGwtcHX8UlbDCU5/FlxPHz4Gub0Zl2Q6mOwhTjri+lKUjJJJ4GNJt4d+M0eC+nvQ20x2WaR2g7Q/ANGU6X2fdIUzQ7quFxopEiUxDbUf6ghJJ/PKj+2hp46G0o3mZ6UgdVHjkn3PUsf5aKqK5C8M1j7b7W0+Qt25r5rsVKgkYU2la0KeUR3wE5SD6dtDbxwxRJ3vpEbqwJVKit/TLzg/wCX66vVlHJT2yPeGN7h8Ur7LXuG7+kCpqojluHgHwDf5Jc6VH+8VWGyMkuSG0Y+qgNPTuslc3xabD0NCglMGn1Weffhjp/TSbWPTUf9KFEpUlIU3/HGWFJIzwHsYI05NajuVn7QC3I6lEs2/YsiU2k8gKdf6Dj2yONXNlG4Mzzya76FQ+nWcSy0MTeByfi4Jn05wc++gh4yov3rYmt4ySzIiup+vmAf56OKOU4I7aEnioj/AHrYy7EhGS1GS6OO3StJz/jrepG9C4eC5ts1N2F4pZOkjf8AcFzlrUxp62bcht/jitSfM/4niU/to9+A3yHNyq2y80hxX8HU42FJB+IOJ7frpZytRSEqUSE8AE8DTDeBySqLvU/EWooL9HkpwTg5BSf8v20r0Lv7Sw8l9Q7cU4Zs1WQtPBriP9WfurvAa8WfiYqF1Cjbp0qwrTpNwTqE2iBCKpbqGHAnPUok9RSe4I59tFzY3webXbLvLrpbkXNdMg9b9cqyvOfKz36AeEjPOsXwmBTFS3gpTzgKou4tTcS3n8CXehQGPTTCADPYa6PcK2aN7qaIhrBjQDHLmeJXxhSU0cjRNL3na6nVfKEdIOD3Oe+vTX5ge2v3QZElNTU1NYsU1NTU1ixTU1NTWLFNTU1NYsU1NTU1ixTU1NTWLFNTU1NYsXmH0EBQ7K7HOvoLBONcRNsvGL4hNqOlmg39NqEJByIVUP3prHsCr4h+R01m2H2rcR5bULdXbxcfIAXNoznmAH1JbXgn07HTNV7J19OfwwHjwQSC/Us3tZb5rohnX7oI7feMbw87lqSxb+5NOZlq7xZ+YroPsQvAz9DozR5bMpCXozrbrSxlK21dST+Y40vSwSwO3ZWlp8UWimjmG9G7KyNTX4DnX7qJSqampqaxYpqamprFimpqamsWKa1tfGaRO/8A5Z3/ALh1sSca11ccZTTZaXnUoC47g5IH9JHr9deHgpIs9o3HULkNVpL0yovPyFdTmehR9+nCR+ydF3wgPhrfWkNkH+dEloGB2/lE8/poTvUqoSXKpNjtF2PBdPnuJx0pyspHOeedFHwo1mh2/vJAq9x1WLT4LEST1PSHUtoBKMAZP1OlGAgTtJ4ZX2JtIGv2aqY4xk9lgAanOAmd8MGWt5d/YqnAsJu1p4JB/D1R0aZRSgPQ6WOn7xeGTaK47ruqg3LIqlUu2cmdUUQ0l/LqUBI6MAYGAPfVYuTxE737ytSKFsttvU4MNzLaqo6kpWEn1CzhCP3+XOm+4XCF8vaNOdBoNTkAD6r5Xs+xt2nYO2j7JmSS6TugAnjrqfcv3x5bl0OTR6XtxTqil6oplibOabUD5TaUnpCz2BJPb5aH3he2abDg3q3H6KbbNCQZTCpZ8tLq091kH+gHPfudWKh+HCytqon/AEpeJy+oCQwfvTkR17qDrg5+IqPU4rt8IGtDUJm5XjxuVq17QgzLO2SpDiRJlKb8p2pgf0pR2KfYZ49dR26zSXCb1yrG5G3mf61PQJsve2tHszZBs3YH9q92d9/AZPHd8PFWHw/MzfFH4j6x4k6xEkItG0QaZabLyOhLixnqeCT37E5Hy1++MOCJfiEsht1Iw+xEbV8/9JOm5syzbZ24tKDadswWKfSaUwllpAAAAAwVE+59TpYPEiu3K14h9vn51ywIsBpkLflBxKkN+U4VgEg8ZPHOt7/UNqwOz0YCA0dBn6oL6MmOorq6R4JPZykkAnXcOOAS32y1/wDb5CYQMdF1pA+n3r/5abxhYV9oCtQBwNukg/nL0odqVikNb7QK9KnNNU1NyqlrkqOEJZL/AFBZPoMEaeu2KHtrcm9MvfK2dwIdVlt2+KPIgxHm3UIaDpcDuUnI9eMemqWztTHAJmvOpBA96a/TFTVE0lC9rDhrAScHA1HPCNaTkfTjQ38Q0RUzZq8mEAZNGkr590oz/lq90irU6t05iq0iY1LhyUBxp5tXUlYPqDoVeIHdXby1bQr9qXPcbEapVSlSWI8QAqcWXEFKOB2ySO+rMxaIzvHAwubWWKaa4QtgYXODmnAGdARlczEKJWhSR2UCc9gM+uj14UZaGfEhDwgpEqNJSke2WOrQHisuS5KEMQ3ZQ6wry2kKKlDJ+Hj1I0adv6XuzTt0U7l7dbRVdxhhaxEiyIziWkIU0EEFRA9ye3rpUpNHh55HlqvrLa7cloZ6QvaC+NwBc5o1yMDU8/JND4bWXKVu5vtTX2nkKcu5qcjrQQlSHYyCCknuPTI0xCSCTjS83Hvbe23exVZ3X3Gs6BbtdhymkNwOsKMxJdbSBng9RClAe2NHagVNut0iDWWUFLc+M1JSk90pWgKAP66eahz6gCqxgO0+AC+OHU3qErqJ7gXM44II48iNCFstTU1NVl6pqamprFimpqamsWKampqaxYpqamprFimvz8tQnGsWdPjQGlSJklmO0gZU48sIQB8ySBrOK8JwsrI1+FQHfjQR3D8ZPh62zU4zcO4tPkSkEp+6U4/enioemEcA5+ele3N+1YYQXoO1e3angM9E2sOlsEe4aRk98dzjROls1dWnEcZx1Oipz3Cmpx33D6rob5yf7p/Uf89TXG+o/aJeJyZOelIvSLDS4rqDDEFry2x7JynOPrqaL/qjX/3fiqH6wUfU/BLbqHkYPIOvz4sKyg5T6eudfoII9j6g9xrqQcDqEkHQ4KhAUQSASnsSO2rpZO9m723bqXbK3ErlKCVf6lqUSycf7Cspxql6mopYYp24e0EeS9Er4zlhwnBsP7Tvfi20tR7vplGudhHC1uNmO+R/vI4J+o0w1hfalbS1xTUS+LVrluukgF5oJlM/UkfFj8s65cah5GNBJ9mbfVa7m75IjBea2H97I8V3HsvxW+Hy/FIRb+6tELixgMSX/u7meOClwDn89FWHPhTmRJhTGZDSuQ40sKSfzGv54VNg4IAJHqQOPpxqz27uZuNZ60O2rfFapa2zkfdpzqQPy6sftoHUbEtdrBL8QisO0bgcSs+C7+haVDKTkfI51+9tcYrR8fHigtNTSF3+Kyw30jy6pDaeyB6dQAV+ec/PRnt37V2+oTTTd07Y0eeU/jchynGFK/4TkaCzbJXGI90B3kfzRBl+pX+1kLpuCMa+tI/av2qmz88paueyLkpClHKlshqQ2j64KT7+mi3bXj38LVyJT0blx6ctWPgnx3GSCfTPSR++NC5rPXwe3Efhn6K/HcaWX2ZAmEIzoJ+ItW0zUWGvdhquxIRBDVRp6ZPltn1S4Wc4/MaudC3x2huZKVUHci3JgWMpDdRayf8AhJz+2rUJVNqrKg0/GlMujBCFJcSofTkHVF0RjOJmHHPiFdhrJIHCWkk3XjgQUiS4H2fERRek7vPJSs5Uyqa8CfqC3nX43fv2eFpKP3Fyo3W898KGGo0mUSR7DCRzn56dOTt1t/JdD0myKE8sHPW5TmTj/wBXWdCtG0qYoO023aTFWOymYbSCPpgDW7IbUw5EJPvH5IrLtTtPUN3JK12PN35pQKZ4gLMikNbOeDK7ayf+rdXRExkKHuFLBOtw5cXj03Lb/hlr7c2ttbTD8P3mZIEmShPulKfhB9Pz03qGsoGOPl6a9Meh1ZFZTwfsIGjzyf5IJOKusOaqoc73/wDlKZa3gKpNUrzN4+ILcCs7lVdsh0R5a/KhIX8m09x29u2mlotDpNv0tij0SlxoEGMnpajx2ghtA+SRxrP499foIA76gqK2eq/auz4ch7lrBTR0/sD80O98mrMkWDKhX7U6jTKM8tP3iVCKwpsAg5UUAkDPy0oxpH2fFLccNU3p+9FZBSlVQWpQ/wCFKM/rzp+H2G5LK2HkpcQvhSVJBBHsQdVZe022jkv765t/bpe/v/wxnP69OoGQ0UmtSwk+GPuEYpb9ebZGYbbUGNp1OM/ZJki6fs7Ldc89utTa64r4UMsolvn5YSANZLniG2utelVCH4ZfD/d8y46ywuI0+ujvNNJKgUhRWsk4BOcY06kaxrQiOebFtakMLHILcFpJz9enW3ajIZHS2hKE+yU4/wANWoXW6lcHxQZPHUj7BV668325sMdZWOcDpjJOnvKEvhOsG79tdjLeta/JKna02HZElKlZ8ourK/L+XTnGNV3fupWNR64mo35sDW7pZ8sJYqlLpqJpwP8Aq1BKgtPPoQQdMCEhIwBr8LaSclRz9dQOmbLKZJWAgnUaqrA6alANLIWOAwCOKTGF4gK9BIp+wngwuASHT0/ealBTT2sf7SsZ744+vtqyRlfaDXiklcXbqxmHOwAclvIHzzx64x8tNUEDsnX6EkDBIPtq4K6GPSCBo88u+qgmjqal29UTOcTzz9+KUOT4L9y9zq/T6t4jN9Zdz0+nvokoo9PhiNFUtKgrCh6j099NtBjMQo7UKKylplhtLbaU9ghIwB+QGvY+vrr5LqEEZHfjVeprpqsNEhGBwAAAHwXsNPHBksGpXrqa+A5z+H89YMu4KTT0qXUJ8aKlHcvPoQP3Oqw72gU5cBxK2OpofV3f/Zm2gVVzcy24YTnIXUWiePkkk6HNwePzws0BKsbktVJaTgop0R58/qE4/fVqOhqpv2cbj7iq76ynj9p4+KYTr1CoDuoD6nSPXT9qvtPC6kWpYtxVTjhcktxU5+fKj+2hLcX2rm4ksON2pttRICTkJcmPuvqHscDpGicOzVynGkePMhVJLzRx/vZXTvrHfPHv6ax51Up1NZL9RqEeK2BkrfdS2APqTrjTd3j28T92OLP/AEgmjsrOfKpUVtjHGPxEKV++g3ce4l/Xgtbl1XlWqqtXrKnurT+ac4Oi0GxVS/BlkA8tUPm2jib+yYT8l2jvXxZeHuwy4mv7pUYusg9TMR37y5n2w2CM/XS/X79qhtXR+qPYtoVy4nckJdeKYjX155x+WuXXlp4IHI78DB/LX19TnRun2NootZXF/wAghku0NVIe6A1N9fX2nG/VzNuRrUgUa1mV5CVNM/eHh8+pZwP00ud670btbiuuP3ruFXKt5v4mnpRDQ+QQMAD5apupo9S2qko/2MYHuQyStqKj9o4lfgA4VjJ98c6/cD21NTRHAGirE81+5Pvqanw+riAfbOpr3cPT5LbdK6t1vwr7OX611XTZ8Fcpwk/eY48h1J9wpONAXcr7OmmRG5FQ23vl5KkBS0QKmgK6sDhKXEjv9dGb/pncRLMWTDfadQeUqSR//fWZLva5q9GU3RkdKlpIQtZxgkYB/XXw7ZPSPeLW3sqCR+6OTtR88r6SuGxtDcHb9SxuvTQ/JcxqtZNz0aoSqTOprqZcNZQ62lOVcHHbufy1pnGn2XCzIZW0tPcLSQdM1XYtIVGnf2nu2O9d4mvKbWlwAM4WR0nPyA1Up86DJiKardvioLaT1LXHa85JHv8A7Ou2UfpXq6YNFxgEg01acfI/ZLdZ6LaKoB9RqCx3RwyPiEENTV3mosIqS45S5MDzCQCxJSsg/NAGqRXpdBpq+qBKeks5/raAI/LOdPlt9IVmuBDCSxx/iGnxGQke4ej680ILmNbIB/C4fQ4U1NYMStwZnShpawVnCQWVD98azA80pRQl1BUDggHJB02wXGlqhmGQO8iEo1FFVUhxPGW+YX1qEZ1M/I/pqe/rjk451ZJDtVUyeinpgEgfI41MfM/qdT89TWAHqswvny2yoKKASOQSORrcUu7rsoagqjXPVoRHbyJriAPyB1qdTWOiY72hn4LYOe32ThFKj+KPxE0IJTTd5LqQlPZK6gtxP6KyNXKlePnxTUjpA3HcmAekqGy5n8+nOl71NVH2yjk9uJp9wU7audnsvPxTZ077TjxLwlj70q2pyR6P03p/dC0/4atVP+1b3gZSDUrBtSRjuGy+gn8+s/4aSLU1Tfs9bpOMQVgXSrH/AFCn7gfa1XMg/wDjXaKlOA4x5FRdQfn3Qr5e2t3H+1rhkZkbNPfRurp/+Jsf4a506mojsvaz/wBP5lSNvNa399dJmvtabTP+v2gqyR6lFUaV/wDBrNb+1j2/487aq4AT26JjKtczNTA9tRnZS2Hgw/Erb9N1v8XyXTY/ayba5x/0XXJn2+8M68nftZbCR/q9prgJ/wBqayBrmdge2prz9U7Z/CfiVn6brf4vkukb32tdtn4ouz1SUBxhdWaSf+5rXyPtbmTn7psu6PbzawP/AIWtc7NTWzdlbWP+n8yvDeq0/v8AyT8z/taLtXxTdo6Q1z3fqLy+PoEJ/wAdVyp/as71yElNKsa1IvHdaXnSD/2x/hpKdTUrNmrYzhEPn+a0N2rT/wBQpqal9pd4n6h1eTULfp4OcCPTEnH/AG1K1Ual47vFNVVLC905UYK7pixWWsfQhGgJqatss1BH7MTfgoHV9U85MhRJq3iT38rnV/E93rpcCu4RUXGx+iSNUip3LclZWXKvcNTmqUckyJbi8/XJ51rdTVttLEwYa0D3BVzLK45c4lfPlI6uvpHUe5xydfqkhXca/dTUwaAMBaL9V8Xcn9dfnqTnvqDB7EfrqEhKilRAx3J7D89eHurxjcKamoCDwCDnjg51+44yMkYzkDjWskzIm7zzgeJwpooJqghsLC4noCfovzU151ZwUhsKmtOAqZD4CQD8B9T7fTvrW0WvMVpzy4qVI+IJAUcKOfb00Eq9qLVRsL3zNOOhymGi2PvVfOynjp3BzuG93fqttr7aZefV5bDS3Fd8IQVHV3t2ympEiVGfEQrhM+a6p95IT9B7n5DW+oEOmuzEQi+xAYdCvMc8oHgDgDGkGv8AS7bYi5lJC55HM4A+67zs9/6Y7tcYvWLlWMjaNS1gL3fYZ+KHkS2avJKHFMBppWMrcOAB74763CbNiMsOGRUC6vsAgdIxj5/PGrK46wiQlDi1OMhzBKeFKSDzj247ay5kKis1GJ1yEvQXVBx5plZDjaf7nUfX3Pz0hXT0m3qtDhTkRtxyGvxK7nYv/TvsXY8PqYn1MmM9893P+EYCxILNgsQ2WZFn+e6hAC3DKPxK9Tqa2zVOtBSSpL0hpJUopQUlRSnJwM+vGNTSp+mbw7vetSa/3z+acx6OtlQMfoyP/QF0gr239FqavOfhoC089QTzquz1rsZsPJp4djDgqSOUj6Y0RUpnTx1+UplHrnnXnKtuPJQfvaivqGCDyCPppEdSOcC6N26V8yxVjRgSDISlXZspsXunXnbmkx5cObIJL6oMtbfWfmntnRG2825sPbqkrhW5Q/vKlo6FPy/5rikj0KlemNXubtDbipS5kFlUV7HUOhWAo/TtrS1J1uiw5FLlnyVvNONIc78lJAOsjqKkARVMpLeWqukxykmEapOd36jQL2rdVasvayjOrjuKbRUEMFCnik/FjoI0M9krp20cvJ22Lq23jM1br6WnlrW4lR9+hZIGtza+5CNuL1NNrrOW6dUXfMJUQFN5Pp25zqh2Uw/f++wuanxPKjicuYtSBhKGskJT++ugPpomW6QgkDdyDk8UMmf3oy12u9ghHzxQQbXs3bkyoNIgsSZaSI4bZQhXb8QwM+ukJSmQpwvh10OE5UoKIJOm+8YEio168rVth17yYwpiVJBHwhSnMFRx37DWDcPgYv2FQYtatyTFqxktJeKEL6CkEex1b2TEkNE128cu1VuttcdS0SyFob4pZ25tYh+SRUVgLAI6jnRa2/t1m/rnt6zKbJcEqoupTLlqSOhhon4nD9P3zqu37tjXrapjMeqQVRqlCBbfYKc9Se4UD9NYO1W4bm3Nys1mbCekNtoLS204BUkkHGe47dxzpykvV2p4HeqSneA0ydMoFV7NWmd25PE0NPMBFXxF7eW1sjd0e1aNdq7hdcjl98CMloxgDgBRC1Zzz7HVDmQapTbZgXbVaRMh06pqcTFcdaI6wkjn3wcnnHprbXBVZ+8FVcrFuWFMaZbWp559xxx3k+pWSSTyPXWdWblnVKBFZu+rhxumMIhNQ0jHSlHZPT/eKjkn21fte2l+p4GCscHuHEkDJ+GEDj9HVqq3ERZA6g/mqxTm3aslS4DLjyUDKulJJGvMOslamvNSFp4KSQDn20fLRtR2n2ixPkQEMSJ6fNUjGChKuw/TSx7jU5MK85sRj4Ql0kYOj0XpBqgQJIgR4EqtcfRTSwQGaGodnxAViBBHUOR76/CofM686TKcXTGg4kHHGcasVChxp7iUuspWM850fi22gcBvxELnk2yssbi1sgOPBaDr+X6nX1o10Da6gVkJK6UodQ/Ela8f46utO8MVr1JhKyKg2T6odyP3Gr7NrKJwyQR7lQfs/VsOMhK/qaapzwh24ppa2azVErAylJKDk+34dZFF8JW2k8JjVa77ipsz+pK4zRR+R1BU7b2qk70pdjwaT9FLTbMXCr0jDf8AVhKbqac93wL7fuHyYe6FRLh+JIMVnKh/29a6f4F7fisqeO409tCQeTBQon6AK0Lf6UdmmHWZ2v8AccibdgL84ZEQ/wBTUoOppjInhUpNXRJNEuypqVGc6D98pwaSoDuQc6r93eH+iWsphg3iuS+6D1NoZSVJ+QAJ1YHpHsEhDY5SSeW45aP2DvcYLnxgAf3ggnqaLdE8PddqqfOeckxmlK+DrbHUU+hI9NWJPhfKQC5V5is+zaRn9tGG7U24gHeOv90oO6w1odu4HxCAWpo8P+HOPFBK5E1WPQlP+Q1q39l4kZKiWZCiOwUvB+uo5NraBns7x9ymbs3WvPIDzQayrOOn199TOc9CSR6fPRJl7dsRuPuqz8sk/wCetMLXmzrnplu0+MylctaWGVNpOeTyrn1GhFx2+paGHthE5w9wTHYfR/Neqn1d9QyPQnJyeHkqg0HHllDLZcP+x8R/Qa28GzrxqXMC1arIT3y3EcP+WulWz9l0OhUCLHkw4jz0NhLZkLit9bih3VnGrPeNHuKv2xKiWhKZgSnEBIeCAkAA/FgAe2uW3X08y0rtymoxrwLnfkFHFsU01jqZ0+QOYHH4rmvQNgt4LmaS/SLEqLjSv61o6Ej9dZ8Dw57nSq65b02mMwJbLfnOJeWo4b79Q6UnOmXpV137sxcUSiV2K+/GmrUpDykjoUfXB9e+iFF3lhi8o9KmUdlt+roDLDqUJOB0kqGceulqf05bQzv3Y42MBBIIaXcPM/ZOlJ6ObQGdpI9z/eB9Ako3B2Vh7e0ET5V3M1GoqUgpisM9KA2r+orUR8+Ak6HsWJFfbS4VKUQcK6VfsQMnn310Zg2/RaxPRHvCxIq4pfcepx+6JWPLPbqyO454OvS/dgdlbtiFqTarUGYB/LkQWhHW2T7hHSD27HW8G3+0FzgLpKkk89zAx4aAJ3sNr2JtJa2WhEp5ud3vkT9EhtwPWLUhSmbRth+BUwjyn23ZRW2pQ/qysjJPfsMZxqtXXcFFqFSVHpFBMBbLIjONh9Tq33B+JeAMAEemNNTL8BvVJRUrb3CfaW055jf3yEFhJzx+EjP6aXbezaPcjZW403HdFZhSn5jyvu8xpQ63j2J6CMjVSG4urJMSTlxxwLnZz7+Kf47zZ48Q2mNjGjkGgafyQku+4X5VNYjvQ24iGmfuyFNNdKnU55UonlR+esCym2hISHmFSCsEJQlWCMep1h16pvVNxCH5ipIa4QSonpyckfrr6pMpNOktEKIwM5ScEfno52W5T9m0YKUHVjZ7u2qe7LRgZRao7suBRkzXoiSw84UNyC58Qx3HTn19z7auany1bEJMijNIcnKLqJilZWtA4wAOw40PLalU0NM1ieoSW4z4AiOJWEuJ7n4gcauNJcg1KU3Jq7j8Klulzy/IQVBJxkJRnj20mVsXeOi+itm7mXxAF2WjgFvY5TCpTzUymqK6gEqYecTnCB6g+2vamt0o0mWJ6A1KyFMPrCiVpH9ITwPbnvxrCpa3666YMiotNsw2D5K3sD4E8hIx68ay5NWE6BCpRjguMqIQ4peAoE8Dk4A+eqDcb2Xcl0CNwlaMccgk5xjotcorJylakj0GdTWFPWYct2NIJDjZwoIAUPyIPOpr3ecdQrRuVMDx+a7DvyMJUknkd9aWTV2WF+X1BSlHtrNm0ivVE9MVtLLR7kck6kK2olMT5kwF149yrnQ6SKd7tW4aF8EskjY3GclYaRIlIADQRn11pLhseFW4jsWogupdB4wB06tT8oNJBbQAPT014OTW8dWNaHs3AsAyVM18jSHcko+5Xgtt645LlXbYEhfctrJ68D0yONaKx9orXtErgwoDUEtuFK0EYWSPU5505ZecdV8DWfkdDndDbSVcsYVCjFDFRTwoo4Ch7HWs3rIp+yLu70yrsEsb5MuGvVJL4pKLHXuZaU9shbf3Qx8g8fCrOP304exVap14WJBpp6PvMGOGXWj/AHRwPrpKPENTL6tyrU125aJKQxElZTKHxNpHbv6avG3G5NdsGpMz4KAvqQlS2yoYdQRxg/vps2duRgijMnAgj4FMLqBt4t76aPR7Dke8Jjd4dgaFedNU3Ih/dnmwotSGgApo49Md9Be1vBjQUzS9X5LlSaBBCChKc498AaMrHiasORQ4sy46oxTHZKy0WX1chXb/AB1cKDuFZNSityoNz0xxpZ6upMhHA/XT5DPE9u806JX9VukERifG7TwVTdsGxrHoXlPfd6dGSkISFnpGfTXOi/zS5O/lTfn9S6S3VSSr8SS0kg5SexBxxp6/Ere8GrWqKZbMyNJmv9bXmdQdS0gjClYHr7HOksnWK1RoPnKfckOEAdbmScj1GfTUVRMxxDQdU07M2aZ0RnqMjw8lZ7h33anVP7nRKNiAD0JU6o5Vjgcemgne9MVVLoVOPQlb461pQchPPvrYymVAeatBUerHJ4A+mvuFTHFOKzyp9YSnjPHrqenbk6qveJ29i5pGML1pFDU5FQptJKVcA6J+3dgyZLreWCrqOeRrKsazJE/yWkMZSDjtpotu9umKew0p5nKsDsNF44sarjNVKN8kc1r7M28EdhAcYSnKeNFGk282wylGO3fW5gUdplCUJawEjGdbhin9P8pA6lK7BIyf21MSBohheXHC07VIjox1pzntr2dolOeT/NihwfNI1dKXYdxVMp8qlupRx8bg6Rz9dWqHs9UFpCp1RjsJx/QCs/5agcQQp26BAmqWbRqklsPw0qDRPQASOkfUaxhaEJQS22h5tCOMoWrI/XTLR9oKEhP+mz5L59shIOs5O19lNgKXALnT/wCUcJ1VdTQPHeaPgrDauZh7rz8Uos7bKBUVBMmbUltpzlv70oA6+6ftla1LPmxaY0XAOFOgrV+p03qLAsdAyKHG/U6+XbEsVacKocXGfTOvYKeGDWNoHuXstTNMPxHk+9Kt/AIwwPISD7YH+WoKFEJHXH5SdNE5tzYrqcJpTLf+6sg/46wZO0FoSR1RlSGT3JS9n9MjVrtA3VUnA44paHrbp7mSY5547a0k+w6e+SUMgE+hGmVn7HpcJVT62pPsHWgr9xj/AA1XqhtBdEJBcZbjzkj/AMmvCvpg6k7VrisaXNOqVS5Nso6kuKajjqwojHvqo7d7bRU7hMSa0ryI0Jl14rXxyEnt89NZVLQqEMlNVpL8UnPK0HH66pldsGNObWEJ6VH1Bxn5aq10HrlM+BrsbwwrsdZu8dChnb923PuRVJtNpBl0uh058N/CrpcmAHjKv7vHbR7pDyaTS2o8lRVKcUPM+PJHsMeul33Ip24VCpLlPtWUumMtpPSuIgJVn36tD3w8XHuLRLirNOvqtTKgp51D8V19wrGM8p57HnXLNotlJI6Z04aN1vD+LHmitZM2en3oiBjl1TYXTZ1L3Mr1Jp9Xj5i0eQqa4Dx1ny1JSOP9468WrC2/pV8UdMGAkSsyJDBIyAlKUgj9CNb6hPLcmKloJy62nqI9flqq3LXBTtxaDUWkIDcVLzToJxlC8AkfTXPYKJzZRHywR8dVTts1VM10LCdQVl7s3/T7DrVMdmUqbNS5htIioSfLHvgkcaFu/F83jBs5jdXZu5Hm3KetLdRpb7AcDjSiB1FtfIweOBz1fLWy8VNoV7cSM7CsC5Uwq5CbSUxkyUpMhGM9AHofnzpftt9w1QKNcGz95O1FNeVSn2cym/LdUso6u/OelQSQfl89NNmtFPFvT05JkySRyI4JpsMLWxtnDslujmkcB7+Ko26Xi/3duWa3EoNy1GjxmWUNy2m2m2FB8fiwpIz3z30Fq5c1cu2nOqry5VRmqe8xMyU+twpRj8AyffnVrg2I5KmKqd0SFvyZBC1tj4Qo+515VyltMDy2mh0oHASMDXVLdYm08bXOGMa/fip7ttJE0Pp6AANcME4+iFBiKB6VJAI741GoIW4Qsasc+D0LKwnHyxrBQ2Ac4GTozuN5hJLXyNw1rivViE6mP93jTX2x3SArKQfmDrZtz61AiJakVFlTSfwtBRyf+WvSj0aZUeehTbY7q9/pq3QLRiNNLdS11lCQpRUofT10tXW4W6B24W7zueOC7RsXsntXXxCtbUGGI8M65HkVXIW4VSIZjzkSWmI+UJWEdQSPTtz3+usiXutHdjNMpgmO4wjBWgEF057nnvq7RrQbckIhr8h3zU9ioAJJHqdVup2tR0SXQ20krQDyE/DkH00ssqKCZ+TGuxz2Xai3QgRVYPmAFTl7lKUsqMV3JPvqa93qPD81WWAef7mpomGUP8HzSO6TareP9qH+lf0A+ZIjNYxlKfbWnnvKeOAj4jnj31m/xFuBTGl1iU2hQAC19h39dfbKI0loSoTiXUK/qScjQeZjKj8PPLOOYXC4nGE72PfyVYkU2pvp/lsgDXm1SlxB1SFZWPTVtVMLDfluM5z3OtNUVpOcZ0IqaRlO3MXEojDUuee9wWqkrCAAB6eg1jecCnGvV4OqGGW1KVn29NfbVMWfjWSOrnGhZhkJzIcIiJWAaKn3Xa9DuemSKXWaazLZeQpJbcQFdQPcD56TfcraCp2E8qZCHmU1LikRM92m8ZCT9Mn9tPiqEypw9CiCk+2tDclqUyvRnoUyM04hxOFpcSCFfn6ajEnqpPY6oza7o+mlDjwXLyqwIBcfqtZW8/Ijkhlgoy30kYyc+551QfvM5chTVPnKZQ4ojpSopA57caebdTwyRVwZsi2kpeR0LUYqvxDAJPQf8Py0iUiMKTdS4QYkJjhxSVean4kKB7Y/XTjstVPuLnAg93in2Tamip4WtmeBlGGzJTtNpK2Jk8OKSApJzk5Ppn8tay6KzJd85xbxKMYCfQas9kw6hIgPx6Mh2UzKbAW0hlJUSnkYURlPOO2rNH2LvC54vS5aEiOlSgQ64/j4ffHrp7iod128AlOfbCljeSZBjwKXCIZlUkKipSPKQo9asaKe2O2dRuSeh9DClISRgn20dbH8JfkONmrIQ21nqKEp/wATpl9vdlmghEO36OA0jAMlSMN8d+fXReKFserlzPaPagXJ/ZU/Dr1QssHauPRora32MnGfz0a7V29rtVQg02mLU2MZdXhtv9Tyfy0WqBtfblvlMqqAT5IwcuD+Wn6J7asMuvRogDUYDoSMABOANY+cM4FKAjLj3iqjRNoYUZKVV6oKdX38tgdKB+Z5OrlBpttUNHTAgsNkdvhyf1POtI/X5MhRU3jn0zrGXJcUrrcX29Dqs6bILlN2ODorQ9W46ckZPy9BrFVWlLPUhOAe3pqqz6/S6W2HqhPYaQQSApeCr6aoUneUu1FyHQKSJTbI6nXlujCR740Nq7tTUekr9enEorQ2WsuILoWHA5nQIwqqT7nfH1OsB+4qe0ook1SO1gc9S8aUu5fGFa8jrp0KbOqUpp7y34tPjlDiVA8gA4V+mrBR7h2+uynyqpIVVIrzDQlqYlH405GcEAk+mhUu0O8PwW6eJwj1Nsk4D+0v16NGfimFTeFAUCputR3QO6Ur5GqrXN6LKoTPmzKm4kAlKR05KyPX6aXJN0W1fNtyF05FUovSXW0yI6VtvB9P+rWhIBUrPzGNUCtquNukU9i5ZcudOYpzTTz8hPSoqSDkqGBg9ucajgvUtUcaBE3bJUsHtEu+SaWJ4i7XqLiyy1McaTwXGU9QT9fnqwUbe+zJqSlq4ENqSPiS6CkpPqDpM7Gky4lywo0aQpMqYfJRlYHnDGc9+ce+NEu5oN4U2I+aZTXKhM8r+UpgjpKyOQrIx39dVprvV0shaHBw8lb/AFXt07Ad0tPgfzTYU/cCkyko8isRXCsZSG3e41Y41xIISVhJzyCPbSL/AMYuymwYX8T2ymreeHW84wQpbPpnpSdRHiWr+34fRUKNcTcJkkNmVTlLBGBzn0GpqPaQvfuzMx4hCq3Y0Mbv00ufA/yTx1m67fpcIy6xIaaZUDwrCir3+H11RItT2vv6e7EgR3osnGQvo6Ovn0Hb8tLzP3mol10KFfs24YgiyIgw2XAC2rGFo6O4WDnIxof2PvbNu7dymUa2SyxCZcw2k5LziACSSRwPfOjjLpvOAZwQv9XGtpy+U64TVXPstLksrdpTrc1skktK+FYH0Ol/vHa5y25z9WapEkvISQY6E4PV76bi1bhWttsScZCRyT6YGrHUKVQrnjliowWngRgFSRn8j6aIThtbA6CXgRhKoa6N2QlQpN4Uu3rIZuGuJcjv9BZMYp+MuaXiiXNdN47pVes1QqZgu052JTonTwFFWerPudOvfPh/bLTjtBSJjasqEdzlQ98E6Csrbimw5LqH4K2Ftk9aTlKk6AQbI0Qp5WNPedwJ5K9RV4oX7wHmlAv6hXfUL5YqVPuGZEkUtQS2+gn4lA555516t2/Xf4uu6apOVNqriS2uW4ElfTjHT++membdUtwFTMYZ9M6r1SsPyEkpSOnnjGmehs9HQsa1jQXAYzzKsVN6qKhoaXYA4AJb36MqPlSwM/PVJrcLpW4DjAONMRctqlHUoMAJIwMJ0EbwpqozispwBoi9uipMAOSELapFBXgp451gU6jffpwbOEoHP11t6mpSupAVgE4GmD8Ie2th7it121bwopdltR/vceWw6UOoTnB+R0q7RXL9G0uW8SnnYu1wSzvudewuggwXYCrGz1kUC8rso1lzpjsQVN1UfzWwPgV0EpPPpkdvnosbi+EO7rOpEmqUOSK2iNkrQynpWEAZJKT7aIO33hqd2/3ZjVtups1W3W21PRlOp6JMd7PwpOOFDHro9zZKnpKojzqi4+elJT2T8znvrjlVd44qgYcCDxyuuXf0rsp7lCLJKDDuDLSNOPLokx2r2ipu7myVxfw1C4140ac6lClfCV/DlDRR8+wPudAi37fq1x3ZGtGPBfbqEiR9zWgoJ6FA4J/bXSa0LNFrXZXJTVNYjGstIcU4yjpC3UEjrIHc4OdUeJtHQrf3dq9+U+CX6hXW0LYaCfhikHCyPqQDqzT3SKGrkhce6Rlp+yow+kOrZXzMlcXNd3m5OcHpryQep/g3ozUJlFZul4zQgef5Uf4Or5amm2j0+QWUmRAQHP6hjU1Y/S8f/dCFnbqpzrM34BFmbMtm5ZMi25Ehl17o/ms9eCB3GP01lU2lMWnSDBpcdxSW8q6CsqP5E6x4tCtyovsXRTmGXHiMIkN9yO3599edfumVQ5UZLlMkSmpDgaWtoZ8v2Kh/9dtEWObCHVE+N7gHNHI8FzJwc8iKLOOYPVe1FuSLcK34n3V+M/G4UHUEZP11kuRl9YwhKh76zelgth1pIBUM5AwcarQm3HHuVuKqGHaYtH+uCsKQr2Ovd59O1om75JxkDrwXoHak7gwt25IhoSELbS2of7PfWI6qOElRdSARxjWTOcipX0uuJKM4yfTWPUKDEcjea0pRJGQQdaVcLnbx44W0MgbjeOFqXfLJ6msnJ9PfWIsIQ8TJQoJI5yONeEWsppVURGlICmyrp6j6HW/r8dEmIqQygrSscY9NBYzDJE6SHUt4gos4yRPDH8CqHdUWK8giErpd6Tgg8a50Xba9Oqe+VZtulp85SppGE8gEkZ/x0+e4FzJs21apXXmev+EtOPlH98JSSAf0Gl28Km2cq5a7Ud1bhjEP1aUt9kKHISVZ9fppt2Gjc+oknaO6QB71Q2mmbFSshdqdT7kYtqNo6bbtOYxCT1hIKlEc5wNFGPS2W1JhxYfW6o4SlKOok+mt/RKBNqjyYFMYAI/Er+lI9zomUO3KTabHnLIflkfG6oc5+Xy11B0gC56yLeOXKr2ttcnCJ1zhAA+IRAeB7dZH+GrZNrVPpjP3aMGkBHAShICQPbjVQvTdOj0lz7pIqsWMcfhccCD+p1TKbuBb9fcebp1fhTls8uhl3qLf19NUXzAnir8dHJjfDdEQZ1ZkzDkOEJ9gdaSuVaHSWQ5UqkzFSSPxr5V9NUC+N36Ja9PLUepMqmOEpbaQnzHVH2Sn30J6fO3Jv5D7ztPj00PKUESqgFLebR7hsfD+uly63X1XEcYy4pssuzhrm9tM7Dfmilc/iKsa20qQy+XVNnpKknIOh9Td7Lo3Sqr0eiVP+C0plvqXIUnqW4oHgNhOc5150XY2yqNE++3lV0zVvKJ82Y+lKHFEknpbTwPy1jLvxdvoVR9tLLjIbQOhM2QnpbOOxShPP640p1NwrZ3ATOw3oE70lqt9PkUceX9Xa/VYV2WNuleLD1PfuhdAoDygfvEvK5kpWecAfgHy/wBrW/sqwaTtvSpUWkL85+aEpkT6k6etYHbGTwNDW5Nx75p13eZdC6qKZT46pLspLbbUeS+QAhlvpORgkk578aDt77n1O8BMcuZppynPOpSiOypSFISe3StJ6gflqaGgdO3tGn48VPNU9h+HLqeg0CbWPRbEn1UM1esW89UirKS0lrzAffqwSD+erPMpu1VqwpU911tS20FSiQpCFgDP4vXSZ+GRFFVWayw2kGXTFlLRc5W51AEnn1CSdHWdIiMU6TIlBxqC22pbinXMpCOkhRwewwdXqW2tc07+pVKape4BzXYHPGmURosGp33TY1Rocmn0mD8K0fdwFFxB/qOOf11iyNr7bqa3olflLfeeQrpkMPKS4SBx8OekfppB9qr0FpTJZrQviJRps14RJUFzpZWx1HBAcOOntjHp20drAvlEs16oQXavKjUVpQbflLHxuqX0gHB/u86p+pS084DG5145+ymhrW1EZY52PDH3RUtvbbbD76utVOKtdQoDxQJkySAvy8jgHIGfTAGrDIvK3aTLVT1XDGiLkOFTDS3Dnpz6gjnA9NJze91uVSLUIU1SnGpLhV1lwhZUOxB9MKOR9NWDZeVQtyrEfgu1mqOXDb7imJsd+V1KKknAfaJ7JVgnVl9rlOHhwPVeR18T37jhx4dAmvqO49Jk1CJRod3MNHywWwlAIdPb+7z37a+hLrDjseLU63HXGkdWQYnHSP8Ae0kF/VqRa9tzaWqrSVEFaoiysea2T2IWOfQ/rrC2bf3RTS25UbcCvxo7h+PpllY6z7hRPPb9tV6q39kztC5TQ1WHiFrE8FQ2424u5mdRLhpdOQ0WFSW5LYS24lRB5yn1+WhXt1swNr6zMqtu19uTLeUpLa3kdXS0T2B9PbWJtpUr+cpNalXLdDtT6HUR2fMDYUzwVFRIGSSPTVqjVOOKcp+FFMiWo8LR1EHHdOB66tUbJTEHNdgqvUCMu7zd7I4Iv2vuZJpjzUO6WUsJc+ESkj+UT6A+2i3SblalNB2JJStB7KSrOkgo+9rqr7qW3tVpj0lpLqfur6kAZQpIJSR8iSM6MlNrFYoUVE22IK5IbUovQuvKnE+7eeOPbRKmvAid2NRx6pZuOzQkBnpCMdE0sKvIcbS28sEH599Y9yWZb94RyH2G0vJGEPoGHE/noO2fu/bVxxG3W6ihp5LhZcZdHSttwd0KHodEqn15bSuoEnI/pORpkgqWyjLSkuoppINHhCi8tv6zaDilyW/OiE4S8gZA/wB721UX4jb7PKELCuxBzxpq2ZsKrxVxZaUKDowUrAIOhXfm1S6eXKrbaFuMHJcjZ5QPdP76JxTZ1Q50e6Uuty2w0+0opZPHtpa91rZdjh1SUDjJ7ac2RERJSQMcHCh7Y450IN2bN+/U151pjBKTzq05283Ks0py7BSHN0qoVSus0ymRHpb7rmENNIKlKPyA0evDxeC9q91YLV20eRTmKk0aa4p9ktKb6jwo9XcZ40NaXS7koW5cA2463HqUeUl1jznQ2hRB5BJ9xp+Uij3pRGYm4FAhiS40PNHSF9KiOeleP3GuU7bV4ppmNeMtIOdV0qwbVR2K1zUE8QdHMSHEHBAI005ogqdCChwBJQQFJKTkEHtg/TXxJkx38EcKUcH31XqGmDRYDdEpkovxWB0NBxwrWgeicn0Gtg7Sp8lrz2JKW/JVkjPfOuEXKocXmKMZJXO2Rb8pbAcjkrLIuCFGoYclOo85kZbWf6Tjsflod7Y3ybn3Fr8l5lTEKmpbhxgvA61g5WofLJ1+7gOv2ZZMy5pTK6h92/mONJ/pz24+utDYtaoN+2gxeFtpSxMS50yWQrpUVDP4semAf00ThtFU2nM73YeBoOnNOFNbzJFuud3yEwK223lF0MhQVznq76mtPApdcehMuthhKVoBAL2CNTQz1mb/ALaEG2uBxhER5mTSqSmJQIkdstjDaCD0ge2vO2KvOrcVYrFGXEkR1dKkOAEK/wBoH2418x6y00x0SAskcc6zGqg3ISA276cgHnGuzMALmmN+ABjd5e5XMENILck81gXI3XHIqzQ3G0yUDqQFJ4V8jrZUp2XKpEd6qRUsyyP5iQfX5awKOxXI1Zmu1CU09AWkGOgJ+NHAyM/rrbLUW1ecvAbB441tAwvJqDkcsHw5rabIAjGCeqxa3CaFNccCMq7jOse2aw3VIS4zpSlbPwY9eNbmehuZTyWVdQKfTQ7S29RKwiUkkIWfiA7aG3Gd9JWMc32HDBVikiFTC5nBw1C97ro3S+t8I7fEk62dGniRRg04r4kDBH5a2ExKanBDicKCk9tUpqUqnynmlK6UoBKio4AGhkg9Rnc9gyHIhBmsiDH8WoH+JKtT3ZMPbagpDsu7HC29kZ8qKD/MP1Pb6aN+0O2YgUODQKY15TMZpCHllOAkY7fXVQsayFbp7uv3eI4MCjNfco7qhgdfVlxQPryDjHpppY0anWzTRGhthtCRn/ePufXXUtlKP1KgDyMOdqUpbQVBqqkR5yGrziQqZa8LyozYGRlasZUs/X8tU+5K9JmBfl8HCukA+voNe9YqrklxSvMwlXOB6aFu7l7x7VtiS/GkhE9whuMgKHWp3HHT76LVtWKeJ0zuACq2+gdWytgbxJwg9dM6HcyamJ5cXUISlh9pQPUnB9j3GlhpV+1ujbsIoNqOSOqqJMR9EcZUUE/iPOBj30wVq2vuneDUy57qagM1uYhceMUslopYUe7hBwo63G3Hh5ou30yZcglM1CsrJU+8tASWwRghAx20pG4CZhMB1PD3rqBpGsYIpgABx6HH5qw2naVFtqLGeqa2lTl5UoylpW6Se/J/y1rbj3VpTdYVbFukTZyVfERnymh7qIHp7aq+6VjVGa07VKVPfU6jCllLnSQB7aXrb29ajQNwnLUdZU1InPksuLeJDhVx8XqdUKqhcG77jlW4qqIEbrdOHgmoplKdm1F6dW5P3qStBKHlkFtsf/uweBrcNwKfHaQQlS3SDyBwB6Z+uqpEuB9hh+lyKWudMhOeWtMUgAk8nOcBPB0QIzzCYH3+jRGqhIQ2OuMtf4gP6eof1Y7HGNUaeF1S7djRKeobA3ecqVf9mC8Lbm02DMZTUWkffGI6iQHQOSEnH4vh7fPSRVepFqsuW5OKmp4JCWEuJ+JxPAxj0402tzbuVa5KNIh2DQW0z05jTvvjoZVDClYKUn+o4CueAQDjSt2ntFITu+LyvWdBdolNKl9aJKQ84oKISOjuQRznRe3VHZfgykAa8UFucRmxLFkkre7PbVXk3KYua4aw/T6ezLM2QPvRbLgTnpHV68H19hq07pM7kVlyMlMiq1K2oVXZcmREobQZMQI5b6k4K0dWCc+2iHuJ/Z2oQaDAhOMqotQnMMuj0DRcSCD7HV2vJi3oUDrS5hpASgtMYKggAfhPYaKMfrvhVBTMb+FkpQN4rrg7s11EVpx2jU2kshoU9KfJ6ingce3pxqt7HbiKs2VeFvVCew1RJHl5ClZdCs90kkk/pq7b9TNu7lkxaZa8SZGqiHUpQ+4sebz3BUngj9dEnY7wlWjBXGuC4KwmVNk9LjqVpDuAcHGc8fXGtaqsZDDu41PJRtp5X1Aew8OJ8OiD19XHQIa0rkVJC0ut+Yy22lSlryMgYA7+vOvLZ63GKbVYly2dcrirvqcz/wDApYV5CmycltwqI4wSMgHB07V/7EUSpwWGKXQYiYsR9K0S2XA2+hWPVWD1J7cfXWjp+07doJarc1pgOJDiEuBCShSFDAI4yFfPt8tD5bjK4MZjHXVXI6Jj3GRzs44IL3R4WapeE9yrVS9XGg8rzm4DbYCWlHno6s8jIPHz1rYDMuyZqbNfgvPTEhKWWkJ+J5alDpKR68c50XL6rFAciMqkzwhLDyXEqaX0rZcScpUk84ORjPsSPXVHre4FmVXc6sXJTVRhW4VDbSgoXno630hxafZXSMfQaIzwtmbuuOVGJQyXDRglbByiXbaUBEiHcdNeTKwuo0lxWZHSO3QQrHUlJP58a2k7dBl6iQqbApc6nNuqwhbgKEK4Iz1Y4V2yDoevV6gSYK1tyX3CnJAU7lKVew+WdD1rxD1y2rnuCzZ9OcqlDdfbejPNxy+GXOgBQx7Z17BAY2bjBoFHNVNY4bx46IouzZy7ghrZitvTGnjh1xZCijPxcjvphrWr71OpYSlfwn4hk8o+WdJxt/e9Yvq9FriqjNJZaUhzpQQoJzn8JPBONGO4J900OimvyvMgU2OkmKhz/WyV/wBJKe4Tn30Oqqd0k2hV2jqGdkX4yOvJX/dOxbiiVh2/dvZ6GaklSZDkZQ/lPjAJSsduojsfnq2bbeKC36tVodq3ORSqopIbdZeXjy3MfhJ/w1orO3CaufbqVcdTdYMhllSXkkgJWUAZGM+2fz1SLbatZT7u4dWgojKkoSrzQkFaW8fhPGSo8AEdteUbp6aXcjd5qpcaSnq2bzm68vfzTnwbphSMinzmnVJwcIcBOPfGrrb90tSEeTLOVKGAf+edc0L43qkeTKcbrC40pMluQyY7pQW2ysp6OD7Dto3bYb/CPOoFvXVPUmTVopejl1XxjCsDqOAO2PzB00RXAMI7TQJMrtnnRM3oDvEcQmZ3A2yZnhdetxrofCep5hGOl0e4+eghWaUiVHdYeZJUkFKkqHIP00xtr3Gy+ylDshLjaxlKhzx9daTcWwmao07XqE0gywCp5pA/1o9VfXGj0c+W5HBKz2uaddCuZHiA2zfiyV1SntqQ4lXUlaAQUn3BGt1sX4jKfUaSbQv6YiHOp6cMy3lYC0j0Pz0w+5FqsVmnupcYyrB+Ep7H20HNpvDJbku65183PATIiw1BEaGR8DjncqUPXHp/npS21oaeooTJPy4Y45TLbZ6KeB8NcCWkcuIPIotQJ8Ko0hqrRpQTCdWEoknKAr58+mtnUmpMSPGmIrLrzDQUtYbcHxjp449edCO7t2qTKr6LMWx5r705MGDTWcAJTkAqIHYAc9tXWz7bbdnrqFYqylRoPWtiOlWEEjIGfcca4Te7A2jDXuP4nEBSm2/ojcnDs7x4LaM7223VaOik3ZSKow7U0rjFJilaVkcZGB3+etRS4u2u3UOdMoheU2tRXMS66UBSQc9IGOCf8M68qRUaHWmK/ctauJUOq0nDHUp7DDLXTkHy8YJI7kajdnMbi2PTPuVTZkRUOK88pVlL5BIJJ+h/fUsc8kzDHMS0DRxTCyqigYXP0Rkt96nXFRIVcamLCJrKXkhEgdIB9Bz6dtTQ0Z2YhQWURKdWJseM0kBtpt8hKB7D5amq5bbAcb7kMMsJOe1+SZmQlDwJPb11iw3mI8jrbd+uOdZ4pMqXhTpDSPXk517mmwoQ6UIKjjknTc2mkY4SHkrhlYGmMc1lxqky/hCVJx29BrY1OOF0xSRzx+mqe43JZeK2kfDnjGrqyDKpiFAjKkDOi9LV+txvYRggIbUQiBzHjgq5a9YUXnKTLVjpPwknuNflzUsKQt5scYyCB661k6OunVFExvgpXz8xqxPvpnU0q6hzzobG71qmdDJ7TeCvSt7GZs8fA8VqbfndcUsLOFI45POhZfUerXne8Lba2HFtSJxEipPtEpUxFBOB1DlJWQofQauD9Yj0FcmfOWG4jScuEnuTjAA9SeB+er5tNZCaKibe9ajdFZrZDigscx44A6G/rjk/MnRXZ6hfc5wXjus1J6qK6VAt7HFp1dwVotm2KPYNus0qmMoQhhI6l4AKlY5OtFXq0ZCj8RIT654A1mXHW1PLVHbJCU5AA9dD24a3HgRnpEl5KW2h1KUTgD/6OB+eumTStjbgaAJRp4XzuzxJXzcNzN05hXSetxQwhI9/rqkRbWkV+p/2oq0NUqSznykLUnpZSf7oVxn/AB1uJVSoFOq1Piz23ZlTnNF1ASCUspwOcD159tVCgbjx4l316grjyy11jMtactqdCscgkYyCBgaU7nXtle2Inu6j3p+stqmgidK1vewD7s4XrUbmqdLuUQXY78dtHxNpdZ6Cr6D1HzGhxvFu6bepcmVCmMsVArCcrPACu/Vjk/TRE36qMZVquPI81hylRPvjL7f4OtJHwjPJBB1z7vO4ptzXlFoMqS9Led/0pcNaVqPKsNown04znQLce6o7KN2g1TQyaMUomezDjorzWbq8Q9ywjWLViSWW3HFAOOL6kdKfxnoHdOD3197ebeVOo3vAvC4UtPzYH+kLSgHC3R2xj8I+WmR25tZEXbujv1ZCqNLltFl5ptBK1AnBCj/SSNbuh2BbNieYp6WoxXSp0FbhUvp+WeT31NVTVU4EUOuVrTCFrjJOeHALYUWmpnRFvuBDK5P8x5LQ6utR9yf01r3WmKFXFfclFcTyGk4C8paUFDjjjPpjVhavC2G+umQXfLccADanBwQOQcjOOPfGvNyl0ir/AHxDLqVIbHQooHxpV7pOvaVj6N4LwvKiYVTHEcEje7ldXS9/3mqdIfbhM1RtMhps4CvVSSO2Oe2ju1Q6DWoDC3GZEBqagNhTqEgKz6JGCf21tra8M9uR7okXHJQJ8moSHHS7LeJWlRPJCSPbp/TROr1m06Q3T6f1MRo1GdTIaW6enzXAnJwPUcdvlqOtY64O7RrcAc1JRvbR5a453uXRL/UPDHKeS4qnXlUosfqDhjqUVNhWchQQeAfXONaS4dm91KpC/h0W+oiHGUlCesKcKh6ZA7aYK/r4p9oUWY8X46nW0BfQhechJGfh9P30BL48TduPR8/d2GZSVjC+yhgdwQQf3/LVihikewlsh05YyFFVSRsduuYMHnla2j+ERu0zCuncK45RkPPBqO21FSpK1kZKj1ngemr89c9l7eT4lHXHr9QKRxKZSAy2r0SXCrA/XVS2y8Vbly1qNQa71hthWUuOygsKSewwQOfro1Va57KqrSnHI0QJbAHwto6lZ7jAwDnjVSuae0/EPBT0AaY/wcfVbGl7g1NylNzE2hOWxJHUhUiWklQHYhQ6tamq3jX7sim310dymrcUU9DriXHUo7cAJGDkZHHrnXk9AfpC0SLblPtJIClRg2Cnn5EHGgX4itzbs29rsOoRm0TGX4QU80y2oPdCVYKlAn0IxlPfVuio5S4GQd1QVVRDE0lpGRzC13iJet+wKCiiQJKKjUPNS/IW6sdbhUoZRkYwkfp340Gdl7N21vi4lvNXxWKLJcZCn2+pK1+YSettalcqTwCM6uGwM9e726Uq5qnREVBymNFcODMSUtqeUrCT1HjOEr9D3/Sy7q7PUx25zcSLdXQ1qV5UlTGEeS4eUqJThJBUSMn20x7vYgAkj6JdeDVESswQOXNY10bX27baJrdK3EqXQ0FKbKWGfiHOSCVY9O41sNmdtbUrlsVBDNXfeqIaVIcbdA+8qQf+tUn0Bx3+WgTSbop6Ku9SrwqzvmUmUpKkAK/0pAzgfme/10b7Gp9yt0Vy4WaJJDc5ARmHUUBQZJUQhaMggYI1FVOLWe3ulexOZI4OEe8tdTrfrOz13TLjMdUmkyOlxKkjqyE+pI4Pz1t5rt7+I5b85yeml2/TnQgrQopU4QOUjHtqxQLPqjMeNV5lObp7Ehhf+jqk+Y4tecYUgH4cj11Uplx17bNgwEQ0Jp7jpdeASSjJ7g9tDIq6I1HZk5PVE46eVkWS0tZk6Lf/AMNp1iW3VKXRWVLQ9GUh5JK1knB+PBJGefQaCtv0y461GiOxLlrVXeeeWw2yiccgFRCUNJ56lcHq6jxgemNGSnXJB3AodSqtEbiMuRUhEmK/I6TjuHW8jt/sn20O9jLXuRqpTP7L16VERJmee6vpBb/EfiTkcHHtog2PdDnsIyqdQ49o1upHhyXhcO025lEpDNYtWxatUW21iRIM15D0hak89JbPKsHkpPpnXltRYG8O6VVh3yJ8KC7FefezNqASppClnILQ+JIBzx6Z0eNzL7uKwKXS5C66yqfUqg3Tyl5HUJaFd1KTxg/Pj8+2vd+zbEspluMaQ6qTUW1PvpZku4yrnp5UMAknsOMeutWyPkzHKwY6r00cbnb0bzpx8+RRnsXc2Tt9QER7kvCHWCw83GV91aWroWRyOpShx69tMbYO41OrlPYkxJIfjvjqadSoFJB/bXLTcahiyrLrN30SXUOlpbU1MGW4XG0OIXhPSpXKkEnkHVu8Km7d02xSI9SuubNDs8h5MNxRPnMA4LgHZIB+fpohSPNGAG+wgd1trLhIWsGJAM+a6E7m2GxNZcuGktYbVzKbQeB/tDHb56Xm/rHqNSoTsWnVKTGTyQGnFN9R98D10zW3F7wrmpzXlPNyGJKMp9QUnuk/PVavyzv4NPV5aFCDJBU2cZ6Veo0xsMdQzdeAR4pHO/TSHrzXMZNoVzbHdBm6W4y5Z63ELLuVKwtJHVk+umq2eDt20Gc27FeZSypLSA5kfCE+mfTJ1Yb026hS3lSxGSpfcHHbVZtSoVrbgVlbja5gkNZihSeG3R2z8tJW1ezc1duz0rRvDA+aKyVxqWNOclvBDio0RBu64qKh1xpZdDZSCVJcIbGMp9+CAfTV22Tq8a2aOabMkoS1OnlqMknCC70ZUB8uP10J/LuN+oVKpVhT3mzVl5xxs4WVZPA9tYt632/MpcNhVPTDapif5LTfCkkZyvq7knj00vXLZy5+rdiIs5PLqnykktN4IpaioEbCMknOhTT1BdUEx3yKkWUEghv4vh47amk0j+LS96cwiCxdEpDbA6EpU22ogD5kZOppb/Vu6j/on4BeHZuAHDbjDjlqfyXV1chxf4lYHy14yZGQkJQVKUcca3kqjMRmVLyVY7eudaRx9tj8LfxA+o51enidSndmOqDQzMkGWDKxfJkkKXIV5TQ1u7fqjK2fuxUOOBrTVJ9VQbDRJTnuPfX7TYhiLSUrOc9wdR0lU5lSGQt7p4lTSxCWH8Tis+5YLS2VLTnga0tLmNoiLYcWcj31ZqmlLkI9ShnHGfXQ+lPutSfIgo8yQ84lllA/qcVwPyHc/LUtVG41IjgGrtF7ROa6nd2p0C+rXsxV/bih+osL/gtruefzyiTNPCUn0KUI5+pH00YLlqyYbYio/GoY+Lv+2vGjU+JYtsNR1jkJ8x93HK3lcqUT+35DVKrNY+8yVvleQfiyfTXUbXSR22jbTjQ4yfPmlOsqXV1Rv/u8AvOdMUhCnln4jnucDQLuGpSNyLqi25TniqiRn+qY6hfwuKQc9PzGrJuXuFTKTHNHekPB+Y2pKQ1kkZGByOw576p+2t2WHbyYVto81FSmvKBdSUpS3wpZ6lH1OPqdB7vVSOAiZoOqbtn7YI43VT25I4BWi24VSVfVRvqoOrRS40VTEVpZ4CQCM479xqh2e6m79wak/UJrbEGC6ZMp1aFBnPVkIBz349c6tW79+fwK1E0CK5/p9RypYQRlIJJSkfr+2gDIu2pt0GRQFqdgUW32DUq3IaOXJslR/lIURz0k4GlOeZnaCCP93U+ZTzTslNM+Vwxv4aPADmmA3VMLcek06BblQS7CRJQxN6U9KijP4T7Z47jWTbey1swqi5VGaFCEopQPvQaHUSkeiu+BoL7N0q4qHtbPm08Mfxeqz1VGaV/G6lOAUdIJ7AH9tbhrem7LPaMq4L2jN09lJCUORkAKxzgAcnRSno+0PaS8+iGyPfDF2EPBp4lHRq34Vr050x/MmSHHVOpQ4tTiio/3SonA/LQ93IUiDDpMmteXGUXQHfPKujCiTjKfb1/LWg2D36pm4KKlPMlLsth9bLYShSUKa75SD3PHpq+1WKjcZaxPK0UDGS1gBxxWMEpB7fXW7SIXAtHDRRMYX5Mh0PE/kl/3A3RpdkWnVL4Q6ipRojjUUCED0NukDoCzg4B4/LQytTxbXlbkKNNrVGghqS0lS22ytL/T6qOVEZ/LV13f28otgus02lVNuRRJilSp1KdKyZRaHweaSeOnA59sDS/t7e3DuYHKnbLDdRqUyMJTcFspCYjBJAHUeAOdEGiKVpc/GnPooJRNE4GPnyT1bQbhUe/qA7XKVNVIccWlJynhlRGSkZHfBGfy1g+KG80WbtempmQhqambGLGVYJUF/GefdJAPyzoGeGm19zNiaTPXX6GiofxGUl3+GNSAQyoA/EV9gSMceuB7a1niPsDeje37lMkVCJDhOuKKaW06VOQm8/AtSAe5x+LGo46qla0wb2nMrJYapz21AbryC2jVh1fcx6PU3dwETBO+FpphOGT1DPxEAqwPUcarW4XhWTaEXyE3hSX61WmettUjzSllKTlXlfD3+atX3a7bmVtFZypMyryzK6g+PLOcK/Dygds576o3iIuSa29as6DVG5EqHFdNQUFc5XzjP6agtYaDI1jsjOitXBokax8zcHGo8ViWL4YKIs+c/P8AvbiVhTqosog5+fH/AC1cbo25TYMaBcVMn1FxunyEOuQlr6+oBQ/EcZx216eGCTKVTqlVaiyVLqctKmk4CghtKe5B7ZP66MV5UaNLpf3x5h0lj4yW19JV8iPUaEVcj2zOy7ICI0sET4B2bcZVRo27NHvP7tTaEZb1Tdyp+KjCXMj16lYAR8/roC7+o3VrG6FIYapUKnUyTGDP39Lvmx0NoVlXU4U5Cs/kfTRipb+1VAg1K6blTBStOfOPlgLfPZKOjsTxx0jQ2uTd6gVWkVBTdN/h1Okq+7eUXumU633H8pAHBB5Kvppmo5TLGJGt0KBVcbWZie7C8bXrAsllmZb0+MqfDz1usxVJakJ5Jb+InnJyFceuvmZ4gazuzWn7Op1IQ1UGmFNPFtKlrSMgqBSfhx2+Ijj0wedBCDVZdduV+iUeW2206tSUPuArT0/09vUnA+ujttlAsraTc64bNulMhqZcsCO0ipOqGS4pGVpSfQdhxq1ugA54oeyR7wHNHcBwtxZu3ch+DOhRoFKZlNslS3JTKH1FKRknIzznjk99etFdtwU6r0lqoMt16iBSZbAHQtBCQpCwAek9/bRWeplmbe7dLpdvvNlSwQVlzqWsE5OT7eukDuO8KlSd9LmqUAOSBLU7FHSSQ5htKU/X11BHTNfvAnOOqt1FUKQNcBxOE8G2F+Ue/wC0kKuENtVKC4W1SGwElWAOc9uUnt7jWuqlPg3kXY9IQZ0MNkB91ISlSwfTP00E6BWadaO1E6NJrXlV+opW+mItpSXEZQAAkHnPftqx7b31GqdjwrZjzno1R+JBdVlKuk5yR66Hi1xSSOdjQHRXo7lI6Jrd7Uqtb0bMzbcifxCiVMtrWlDjjTCukLQo5CDjv29NUqjeIe57Ft9FsCM82sZQ22hsBYzwOcdsaNVJr0rdG7U0RiOt+hW7DLbriOS44nAT9eyu2qnvnYdHo1RptVjwguCpSXOso5COrOCCOOOPnqcTtp3iKQaFVJYy9pnp3YPlp4odVK1t3NzfLvKatUVTD7cqMxLcUtxzoPA4wB+QGi3D3To1fRERXpyqfWYyQzJYluBoJCeMpKsdQOD21mv712YzT2GPJS0GkpbKkp6ugevGONU3xC2FAvNdjzYUVv7xVZgaZcQolamcJKwr2AGDz76JAteQHjAVV7HRRuliO87TIPNbveJuvXNtI5ItpbU+OiX1q6HQvLLRCilODg5VnI51S7apm51TnU25pS1U2NMKaayuThKUJSntgfLRVosuzYEyjbT2uBKR/MTO8hlKEMkhPxgg9+46jx31ZNw0UaHYT1KapsyovRHUvwDEYUh+OsKwVnq4Ix39xqk6ofHKIiMjqpvV2ztMwOHDT3hNX4ebXkWNbUCJJq6qg4B5pd7JyrnA+WmHmwYN10NcBzBcUOpCj3Sr5aQKxN/7itahUpEuRS5TC2gSyG3VPJQkkDqUOOo4PGmy2h3Sp160tis01TvlPKKC2oYLS0904/PTJSVLXYaAkS7W+eJxmfrlV2p0l6M69BmIIcaUUEe49Dqp1y2m3mypTPUDxjR13Lt9C2mrjiJGcBuQAO/sr/56HL0cSGinHfRqNwdxQAOLDjkgxV7GYWhxSWBnB+o0sG8yUW+t1l0BOcgfPvp559PQhRChxn4uNIv4z4r8Grxo8fqR94cCRjg851tLL2bC4q1TuM0gYOaWiS1KfkOPIjq6VqJHGppiLZ2lYmUCDJX5RU4yCcpHfU1ymXb6Fkjm44ErpkXo/e9gdvcQF04ou5JnLTAq7aW1A4Sodh9dWdLUCoJStLoJ9Ok6Dd/TYNlU+o3FOUlKITKnR6ZIHA/M4H56AGxfiIvtFVl/x1KqhT50lUgJUshcfqJwlPyxjjS5aaauuEB7Vu+W/EqvXQU0BBiO7lO1VKYuG2XAtOB2OdVqTcT8d4RmmT+IfFrDp16sVNjHmKfbIChnIIz/AMtfZEOoqU7Typ5ST8Q7EHVCrhqGzbkALXfw41UtIG7m9KQ4dRwW/arD8mKpTyvhQk6zNr6AKrXHbilthbMDKIwPbzFfiV9QONV6PDlhgsngKIAT6knRhoVMj2zbaI46UqSguLPus8nXRNl7NND/AG2ub3uAyla918eTT0x05rU3xUELYMLIUjHxDQmuaqtU+E68pQQG0k59+ONWq5KuHJDrhVlOedBbcyuh6GppIV5BWA6pIz0oyMnj5aYayUBpcFXtNOZ5GjGmULN7d0TZdkNVVlpiRXKzlthKielpJGSogdzg4x76UQXNdb15wPv/AJk2Q8vzA0pwhJV7AJ7Y00t60jb/AHnfFvx7wTHlN+cWUxUghlLZSlIWFYOVE541pba2Hs/aGTAnVapP1qtyet9BcSEoSgevr69I/PSjNcI+wcXjXgunR0TxK1kR7vFXW2rcrd5VJm6bgK1uFkKSxnKWQBgA+w+eqLfUahUK46hQ4xcqc64kNplMleWWlhXU0lIHGR086Ntr/c49nMR67FLlSqpccLDa1J8tJ4Cc/IDP56FNzbe1R+DcSbZqwYn03oq9LdIBcafa4U0c/iQU9vnoYyzulhBa7Bdqr8ly7xa4aN080SLytKbR9uKAxTpK2XIUMNvOMtla3VEg4IHJA0l24Ei6b1qjluUikzXHvMKA4phbaEpzgk5HGnO2P3ae3EtCmSbpUw3UorRZnMpWMeangnp/pJ+WrMaTQqxVXHaVCbQ2B/PSE5z8snkk/XRYPNM0NGpGAhjS6feJOAUEvC9tRJ21p/nVUrUpXU51NtdY599e28d4bivPri0y6XIkJvKG24zYaIGflzpgJS6bbFFcnPOtFltKilIT0qRxwVevHOlou1FyXY3In0ajzJEV+StEJ1KSoOjOM/IZ9dRRThj92TidVMyFr2932RoEBIdQq9zbkxaLddw1GTFcK0FlbpPnFQxhSu+PTTrbJeHaw7LjvOUcyIjs9gffXXXCVKT36Ug9kjQr2o8L1VplwO3pfK2jOeSPIhoT1hrBzkq9yMH5Zxps7anRGEsU9bUctKZKCT6kemdRGeKom3Bo36qCRj4Iu0b7X0WpnW5SKFDcnJSEw4zRL61EEpCQSCPqM6FDtWot52E/f9uMojTnFOFD5QOohpZQkH3GEj89H65KRS7gt2pUVLoiLktJT1EZCQrISfmM5/bSr3bRN1NvLe/sPAtmNKhxUuJZMeWlPnBRJBwRxnJ0TbT09OCQOKr09TLO4HOreXNVeVv/AGg/J/gd0QKgytxpKHHYzHUlXoRx651+tbNbJblsrnx6jVGHirrLb7im89P94eg0IberFFtO9o8a5qwHqlUCFzIzKQqLTwFcDzMnqP000NC/sS3R0VluY2hMtSi206cJcB9iewONB6mGSnk3oc6orDPHVgiUcFu7PsKh29TRHgiOhptASVNuggJHbk417V8y5NHkw6QpmV0IyUKV0dQ9cKGQdUIxv4qZDsOouN9S/wCSw2hSmzz+HKvhP5asNuIcp0Z9qe2ht4JDoS22pAKc8ZH4f20Na55eWORHDQ3ejOiAG9u0dWl0J+TQXFuojv8AnqjuJwtrOOop/vfLVDp3hlqq7UVWbur/AN0nPo6m4g6kKZaV6qIGSSk9tMdX6/Wq5uFS7ZiU+DGaCkiVNdUB5rftgDBOOM61u9N927QVJo8RbDqkDBJTlBUPhTx6j5HjTFa5pjFuA6AoBcaKCSUvk6JfKXtPt1ZcRurNXRJYnwiZKWm0rWXFgHoSsKAwCSDn5jVVv3cCm7sJTVKlJap1x0lAAUMALWn8JznAI1q7/qbt2V6GKHVX3FvtKRMQlGQjpJ6eBwMZA/TVf2w2OuW7N04Fpx4jM1t0Kff+8FSWkoTySvHPqNHm7hd+I7vJae97B2UDO6Tjy8UQrBre5W48ZpkkT2WEKSta14UtzsVYzzzzoeXLVa/tpfkmlzHmlPFSXWpKgF5SsZ6sY/LTEVnZrczaY/fIaaRBhNOHyWaUFFx5PbIUsHuBnA550Bt0Y0O/2o1cipWmXEbVEdKk4VlCuCr1B5OvGmPJ3hot6mKRsLXZy4dUS9t4G3F0suSKndYmVd5YWvzgpBBx2TnjGTjWdX7EhQr6p38LmqiJkMOR3VpPCUr+EnH9J9iNLNbM+u2zVmT90L2HQU+YCEKwexOmPsEX1uFV4k6bRmmmIzSuhaSQHG09wSo9wR9cajqIuzG8x3Fe0tYKgdi5uCmL29ibZ7SwRalLnxzIWkvF6S93HAypf66/LhdoEl59M6RFdirUcp8wuhKCOwynB5+ehFULHk3c1NqrlQfYlDKI7jasp6R/sj0zjvoMm/rxocmbS7pYkFMJRYS91YL5zhOBofFRirZvO1cEYkqzRYB0aeCtt67Y/wBn3n65Y9Vdjx5clY6FAKSUhXGRyPXQ1k7qXxRZ7yKlIkzXG23EIcbV0qayB2GMY4GRxxoy2TaF5VekiXdFVVGZc6logBeEoHfJH1GhZc/lbb348arSzUqfVEFlTacdSUnupJPqAeNXKdskcm645CGVYDWNljyzPFFHwk1aLJmXHfNcloVUHMYQUY8lGPxAe300RF3LcVSmvV2JVkoMpJ+7JU0TlBOBgZwQO+Mao9h0aG9S/wCI2fIiMoDQaZcU2Ql5sclt5I5Cx79iMH1157WS65ftyvPU5ppinUmWplySgqPUBwVoSeAOrWs7mMzIRwVmmZIyNkWdTz6rf1ZaZt5OQKUltQT0LKY34fPUkFzIH4efT56b7w3yIlDp7VDU4kSEOqdfT1ZIWoDGNUjbvaKy5dJbriIZbuSnOLEhKU/C46VZKlc/ECMc6t9OifdVOVumwmo0xgjzEoSU8I7j8x/hqCnuo7RpxgLa5Wl00DmNdqE38IxaxRlxpCOpC0FCsj39dBuo092j1GRTH0kKZcIHzT6ftq47YXizV6SxI83q81ASpJ9CNfe5tHUp6NW2U8OYZcPsfQnTpTzbwzyXLZo3NcWlDWdF83J450mPjUoinbktB1DPV95mhs5TnkAn/DTsvpSMHS5+LKjqcp1q1VpDIXHrDbalO/hSF5Tn69tR3Zzm0MpZx3T9FatAArot7gXAfNaCgWkE0eKPvi0/B+FLYwOTqa3VBqH3WkRWHR5ikI5UkEg8nsdTXy2ZInHeJ1K+oWloaAt54vrqMijw7PhOJVIqT4dkJSfiSynlOfzA1UdmLF8pDTriSDgYOPXWDT7dq1+XRJumtdSnZLxXyfwp9EjTD2TbLUFllCWuE4wBr6DsVqFDEGu1OpPmV873W4CT2PJWa17fQyElIzke2r/T6LFhtl1pltC19+lODrDoVOCAPg9PbVg6ShGCNMZYwuDyBkc0rNmkALQdCpQaW3NrDKXG8paPmHj21YLwqYjRfITgdWv20YgSh6WsYKj0pPy1WL0qIdlLQOyfTOvJSSFLAwIb3lVfu8Vw9RSrntqg1Ks0Kl0ZVWqyiW/LUVqCeogJySMeuMaz9xquhtDygvPlpJCfdQHA0DI1UrSqBPoC7yS1PlqVJYhhaFlCnfh6fxccY40q3CsEMu67mukWC39pB2iCu/FxWdUahCvvauvpQ4JjTMtMJ0JV1lY4WB2J76ONroqN+VSgzJqXW1oU2hIcPUFIQnJBPzOONBpPhxp9kyareu4NTlRY8SYpiJTyjoRLcbIKXAlBJX8s6um33iZty3TPjzoIgOtgJjPKbIQheRjjJ5wNCq+nExaQMgalMdPOYg7JwToNUyd1U+qV2ut0yhoYD1KiLddJwnPUB0pz6dzoS0x+p1HcQ2A++jzmGVrmLjEK8tvnOVg4OScfXREo91W9Mtur3dW66YsOpANF9KySlpIBIJSMjlWlUt692tp/EBBnKrP8StqtMvxfv6vwt+Zy2VK9QCO59+dWLfH2jQSdDnCr1bzECWjhgZ+qYmmbH7f0N2e7bsedS5Moq8+QmWtZWo8/gyU8nWvtW+anY1brVNrzbajAW30ONJwhbShlCuexURjHfV8nVul0qA3V51SjxmljqLilHC89scYVn5aXHcjd2XWLgrdvzrSnPWnPVGhfxdqOcxpaD1B3qA5Ayng+x1ZmijzngVThe/GHatKuW8163zWqK/U/uTtPgyFoTKSeVCPnC+n54J0TNmK1bNYtOPKtJxmVAjoEdCljBCgOyk54VnQP313gozu3SLbhzUVCtsJaYebbGVqfJwkYH97IPy0TNhbNibS7eUS2ZUR5246wlVVmMt8lHUkqOR6AZA/I6Gz0dO2QEnUlX46l74yxo5e5VfdjxF1q17hqFKt6sRlrhqbC0Iigl1JIKwFKOAU4xojbIbxUndSK0yzCEKpR09TjKj8KtJTuEURrirEmfMAkLnudLKgrzDk5HGO3Oj94J6A/TLfq1+S4y1uSHQxB8wk/ygnnHPudW5aWGNu80KoJ3veWJvojlQZnI+8oThjKFFQGFoIyn986Fe5111d66GoUqLDaYLQ6EuthXmAfPuDovQSzXEtpcwooZyp1HYZ9P20ML5bfvu4mYENmQ1SKWtCnprKAVOLT/Rz6D11Vkn7EN5glbUrQ6VxLcFo1P9dUtu6W2sO6KvQH6VTmYbbtViRahHz8BbccSnqbPp8RAOdXfcu3KtUKw3bttUCVIYjdLOGGv5TLZOPxdvnq6XLs1XbukqRQa85FpsCe0+hxDSQ4pSFBXT1n0yPbQ83S2h3Qk3NDj0WtVVD1TcIJalrSy2Tk5X26e2rDKqM9x49/JTGPdcZMjPMc19MVan2LXI1gTpH35D7SlpWtRywsd0p9xonUKBElQFsQ2kLVJSEqyvJSk/Xtqm2t4d6ValQYql1VeVXKsynLy3XPMaaUfQep0WaM09T6cqDDhsRkvK6iro/TQOqZHLMSzh4IrA9zIQevBDq8Niv4m2ot15cGUE8SGVZLY+nbQRl+FWkLq3mXHufWa15ik9cVYShlaPZSk88HTN1dyqVGaKbBWhPSP5zy+An5geuhBubd92beNuREz4lYXMSptTAaaacGQcKSpJ5/PvqzSU9TD3ojgFVqh0LxuzgErRVbajaHZthn+D0rzZFTyPvTq+tPUQD0lR4SfX8taTYi7Ldo26NfpjzsVl+REQY7uU4wHD1jP0AyRrVbUXVdNx0er2hVqOisQau0HYjziioNSUr6ChZwengk4+WrlF8M0Xbqlyrmm9M+ty2SHHUJwiM2e6W0+oHufc6P5DdSNUJjdv4bGABlGe8JVErtkzYX8QjuFhlUplTbgISUgnjSRXZaTVTcdu+mSYYeDig/GQtIPB4Kk9uRryu6u3LtzcbFJiXDJapV0NmC6U4V92WVYUU59wflrMqux103SXYlBrf3ZmmsoTMSOkOvjuhWQcc60mYd3JOAVpI4kloGS1ayn2Pbl2gKkQVRmlt4V0LAPX76rn8Rqu01zs27UKi5UKHLWJYR19R4+HCsduOdVWffV22O45EqdPlRm2Hlx2luoKQ50nGQfXRGta0nL/ttu97ggoqs9l9CYkJ6QWWwhQyoqKcE9hqy2Ds25f7JVLtGTjEAxINUZKXuJbVcRHFvtHyC2MtsI6x2yc40Fd3NuZl1w2b6tiO865HnKUtpsrPnBBGPh7DtrVb5bdTrMnUe9LGQIUNspE0IllPkLVk9Kl5GU/0jAPbRrtKmzYls06S5U3osqRHS442HSppK1DPCe3Y6xzTS4kj5qZjnXAuglHs/1ol3pe+lwO3Kozg4lDbQjph9PSfMzjJ0UJe2728NrieOhNRacyvGc9JwfhyPQD099ftr2RYFlbh+VeURf3aaS/EnJ/65aVdRQQeM4GPz0T/+kS3mLtoEGly47TDCVlQwEDAQrII9SeP01rVYcwOiyCFrSRyNyypIIVDpu1tz2lCqNsvVsvKfgFTKUoKcApIUQr1UkYGtx4X6Mm0L6qlsTylxooLaG1+vXkgj3551ukXci4mJtfqU5qA/TJv/AIsT5RK3c5B6gf6PhHPz1VhdESlbu27XulIRJW0h7p4BOex+nbS9LNLUxuDtCjMcTKeRjxwTY2bczVrya1U6hHDLEaE4XSs5JDZ4PSn37Z+ehvL8QV0PyJjsS2IxpbyQ4S2panEBR/rT3SedFm/KY/Kt6vwoMGM4ZUArQoABaUnCjgj6aXGubnUuBEj/AMOgRzJLao05wpJUQBhPHHYjU9DE0tO9xU9TLvvyBx4+5NFsFfrFUadajvfD5nUEZ5STjTOSWBcFtPwv+sW3ls+yhpDfDlJk/f1zllCPvakBCEjHw576fGynFLhpSVDqA9fXThbHncAXML/A1lQS1CQAIwhfJBIOfkcHQT8WVMRN2mmrCkpdZkR3GlKOAhXmDnP0J0fLxg/wi5JcdCCG3l+en/i5IH56EXiBhmqbWV+OhI8z7oXG+odQCknIOPXkaMSx9tGWdQgsL+yka/oUCxNqVJSmnCrx1eQlKcoJIPGeMfXU0G6B4gGJ9IjSa0/AYnFJQ82hrACkkp7fQDU185z7I1wldut0yfqu8QbT0PZN3na4CfG1bOQxGbKo6AQfQaJVEpKGugJbAxjWRSaUEx0gDkasMWF0dOB9dfQ4GNAvn98hcVlU9hTZwABjWY6hJbV8hnX2wyEgE6/S35shtv8AvLA/fXqjVjjhMGioynpUG+o/noS3LPJcku546SdFS5nUs0pSAcDpxoHXjUmYVLkvuO9CUg5ODwdVah26NSr9IwuIGEMFyhLnuvrabe/mKBDnbGgF4ltoYlTiqv6hy0U6pR2FtNtNHyy+6CC3gjuR1H68atsPduFDvtFvrabIqS1JbeWtI8sj1OTre3dFpV70xpNJlNzGvuaH109eEOt/EUFxPUASkqSex99LbpGF5zzXUqeIxwta3olz3m3AqtSsCyG1F9SYdIREnrcUfMRKR0hZWe/J5z7aE9m2TX9yqyaXSChCQS9KlLB6Eo4P5n/56LO6VqWHbsIGu1Zx1pyMsMQ4TqFOqfVyEFKck5PBV66Lm3tgUrazZJNSuV5S6s9SV1Ey8htLaAnIR0DnKRxk9z2zqvVyyRx7sHtHRSxwNkmb2nshEO0rJhMWg7S6OoyEtRkLBIJS86QkEYPodC3dXwz7u1maWKBblIioWlSEymZaQAhXukjXn4YdwN3dzKbWYzb8BNPgOstx5T/LwQokgKA9OM/nq37tb5XfYsCW/VrmkvuspC1Mw20stpA7gkfEQTqKkppqcEynJ5fyW9VOJcdie7zWDZGwczbmwv4HVH5terJcLzGJxDaAPxBtKuEDPGCNWzZ6kU6t7Z1qlVa3nIAcqslK25LodUVAY/EAB6caV20PETuHXnandkuQ42hqYp2P05KVoUpOUKJPPAOjgvfHbKnWu/fEivzY0x5huC7TluEttulwrSQ2BkFXUNSxtBe551cFGCCxreA+SCt9USi7R7gOXtTm2/vaeoAykecz1Y+AkHsR6EDOmc8Jl2rualIuWqSmZ9Wqjii7IPfHIDac8gY9NKnuXbF7bkXXSKHV46YsisMqkxmArLhjg8KOe2dFCtUO69iLHNNoFVdhyGWkuBbbnS5kpxxgH31DI0yuZKOOVv2bD2sI9kj5osb07S7cXpNfr8pmNGreXo6OloEHHJygEcjvkc6o9hXxRtt0OWo7UacinssuqbT5pQQ8odI+FQyBkccnVGvPcJ+46DY8i268l+4o0QS5PmJJfkyFEhxC0H4hk5AJGMYPbWwieHy57rr7NQu0BkdSHXorLnmKT8QUQSkcdu2vK6ZrGlzlNSQN0DOPyTjUCUhiwYCaa35bs0obCw5x8QyVA+vrrQVmcqbVHLTo0lMeKykKlraPxHqHb3znJzqyUCnCHRozDy2GvJY6MJRkttpACTn3AJ0ILoqNUs+95VYcjvOUSqMNocltZK2Hkg4KgOek5PpqmJGgxh/D+S2jj3nSbvHJPz+yXnxKXReNAqzNv2DWqhHdW/0oQ1IXgBKs5PPJJGmi2D3Eqm5200SQ4iQ7XUNGJIcexgKQcKJPp8vnpZdwLYrt2XMqTSaZVahMDv8AKWGFpQhJ7ZJAGM857aYHYSo03aK1oto1WpMVW4ZshSnotJQuS40tZz0ueXkJA9STj56syvhIaB7/ACUckb8udxOmOiL8am02jLcEhwOSfIC23CCcn1BzwdVy/N2bDs6nOz60lRYbUVuBlGehOQkqBAJKQc61G4N9XtIDkKmWZKkPR2lKV0ymmi1k+iVZJ+o0M7bmvzNqIlSqEBtNaj+el2FIWXghJcKi0rPIB78Y1WhLKmQsh0b4hSdgWYlmOXeB0W3mbvWXWIEmRadxw5UaaFpZdQ6nzAcdiCc8fTSe7o02J1yrilFUp1bqksuPPqHU5xyk54IJ1YfEZsBa/wDYqNuFbMJy2qq60X5UJt3+UlWMgo+udUTw82VQrpo8SqXxFk1uCp/yXkPHqDQJx1pzxx3OjtPF2bN/e4eCGVE7nSimdH7WucpnNgbKctXbdJfuny59W6ZA8pQwhSs4H6E6tlTqt8Wyt1qXVXKrT1KEZzI6y2hQ559O+hxtXs26zKuJin7grp1OYqX3WBC/E4gIQCT1HlIOe2Ma0+5tr7m2dV1uM3pO8lTZWhRfCkqxkjPuP350Kip6lsxdvDBRMvjMAAZq3+veqBv/AGRXrlrdLhWhCfmswT97DrQBKFK4KVepI7c6Ke30atWxRIz11Up6M/MZaD3UClTbjecZT2wTjWo8PSZ24tLrVdhzFQazTJCv5Yy6h5Q5XhPpnv7c99Ee5LlTJp4pFzrQ3JbUEpcbQrqHp0kA8A51JVuqXx7gHBV6VkBlMpzhyAHiTZReFtqH8Lacbir85hTaMrCurnt6c860GzV4RqYVWHccf7hVWFpeb+8EBK+pAxx7Y0w0K2LeYmuwlIkRY0n+U7GfcSpXmkYS83wSlJ476Du++zKWnolfYhLEiKw2lU1gEqkMpyP+0k4Hvr23VjC3sXjHRR1lLJFIamIZ0wR1Cz91IbFVtCVbcZLYlVVHkxm3FBRKurJUPX0P66H9v7ivPQY9FuGozojrMwQm4cNpXmJKO5UtXw844APrr6tdyHSG4tXV5rzxe8hllTZLgcOMFQVjAPv21pmLjr9016e3R4kdCaNUA42pfUlQdSeSE5x3z6aKuJcN0HghzpiHh/DPJHe/dshuRa8Fb8j7izFJfhlpSXHOsD/rMcAntge+hv4fbJXOverTr3hed/CkhiCl34RlQV1KP6DRG253aqdDRLg7lR2i2855TUiGj4G0nuVJ9R6ce+tdu3ddBth+NTrbrMR2e4956kNI+BxpeCfMKT3BHA0PY6pjeWP1BRBzaaQtmBwRxCtc2TbFcrRtRTHXNcQpcc9Y+BIwcj6HQA3VjSqTWloRIKjDlFRKFDIJ+LjGr7RrroNHpE67VS0/fV/yBNciqLnUTwEE/hbB99L/AFS7qlcNyPQ0qcdemul3Kmj8S8e/btqQQOlOAORUFTUtawHnnRdLbFuhdasqh1aC4txx9hiG75hz5gOM/wCGtlWdl9u5tUTUqnatPdkFZWVqaxk59QONUjY5LtQ2gtGMFpS5R3mmpqQk5QsK+IfPAUO2dG+ciMlyQ006VhCirJ74J0CiD4ScnXKPOe14AA4hDClSINM3tfo0GKxGYRT4brbbSQlOFZyQPy04VkvBKUKX2UONJHdMI0nxF0OqufD/ABGhBoc5yW3uRx8lD9dOVZD+W2CDwQD+2nCyOc5upXNtpY92QFYu70Mtv0+pAcK6o6j7nuNBXdRpLti1kLHCYTij+mmI3VhJftF6cOVRlod+nONAO8IZrNqVCD1FJkxHGwfYlJA/fTPHktJCVs4Op0XKSJtbVaqyai0B0SHHFjj/AGzqaudR/tdQJ8ijSY7bjkNxTRV0nnB47fLGppGlF47R2GaZPJdEhpbJ2bd6XXAXZeBFQGsDv9NZ7bXIHbGsKlSUvJBRxrZg5OT6ac8clzM6HC9Oro+HGca96a2HqiyCOOrWKTk5OthQQlU5sqPYEg68XreK+r3cCIRQFckdtLLvHUltVKk2+rhFRKivJwFBIyNMffpw2MH00v29Fom46WxU2ZSokymdTsd3GcYGe3qND64ZYUwWfcE7d8aZSV+KWwv4TDRWG2lss9ZP3hjIWjg8jHzxry8LtNvzdraWpw7UvD7lclOqXksy5KM9UYpH8oqIPB9vmffRCuu+K3VbJNKu+1FzUynEx2ZjbXU2pzIwpScjpH00VvCdthC28oLsUxY6Zr05b764xUW1fCnpAB9hpPnq4nARsOufkulOgkhBndwA4eKoFieHOvu3xTqjezVMqMuBKbEkx2Q2yB1ArOP6jwcdvp6aKG+loC5LfdpqGQI0x5EEFsj4YyfiWkj26kJT+erzcV00207zqKlMqV57LMhCVJzylf8AM6R3z0nOdBnxdS6vRtr6jPt6pKjIenN9LiiQpKHyhSgk+/Oq8NS6Eu13jnHktgDO9j3DDS3PmgfQqlfVi7tS5W31I+80aopEesQ2vgTFSCQ25gZxj6c+41Q/E1Lv92S/Gh02e4uo4aPltLKXEE5A4GCM6LWwbtM2Gtiddd6UuTKlXN0JioU6Ot9A5Us57jtyfbR1s3eSwdz6N5a2yxUIq/KbaktNJ6R/StBQfiHp6Y1eE0xd2rhoOChkazszCNN7j5JPrz2yrG2Xh7t+bCiuGr1Vxp19KvwshR5JB9Roj7UeH+0EWRQ76qtCTUKxUAqQ7InrLoKgfhW2g/CkjHHBPz1Z/ERXqNFbTQLhKVNP9JhpypZWv+lKMep9tafZy+L1rEKPtebCnPwGHA1AmyStltokE9Diu/z4OtoqiMsL26Hqt30m69oJ0GFubuokilsSNw6U9DFWozJfgOupzgNgqLaleiVYxj3xoXwNz7834oLlVlUlTa0OlRZjtKdTz6pUff6aulw7ab/bsJlW/Sm4FLo1OnKYfLagltS0cqJySpf0PHy0ymzGykPbKkwaU3VEOojIIKG20hS1k9zxyAc41u9xc1rIxoVC6dsEji4+5K1sF4cbqvDcGDetyU6TBplGUf5y0+W7IWOAkDjgY/bTsooaYcOQmMy0yXBkJbGXDx+Jaj3P6aFe/ficom0D0Gj0FhFWrLs4dcdPwpCBwUk9gr6ay9n/ABFwNx351v1qD/C66tsvsxgetK0YOSlY4UBqKeNmO9qTzULZJ5BvtGGoo1NiNAo485XUlEX+ap09ITkZ6ifbg5/LVEdqNNmqkw26YuVIgtNFxtQy0sOfgSkjOeOe3rrd3wuDc22dVh1ZpT5itBt1pKigrSVD4SU4OOPfVG2zmsuGQ5/DzT30LyWml5UAnCWyfYdIA59tBp3skka0cCEVoYX9i954g/17lZJVu1abSXreqc1NPg1FAQ191a6VNDtye5J7dxqn0+o29tqs27Y1N86Ww6pmdLTGC1KcIyAhX9bnf8Rxxq8Xtdy6ewzCjzERqjWVJUpaj1llATgKSnsM/LWli02TKt4Uqkx2WpAV56pC85Srqz1KIyffkn11JH2RlAByAsLpTDvOwM8kvm9NaqFCqEu56LXqzT6q+E+e5KR0qUU9hxkY+Wh9SL9uy49sKtftEqKpFVg1FtipsOfC2FLISlaR3GSUgg599GW7rUuLci5mLe3ApL1MoTCOtyRH/mCbz0hts9wSeSeDqubg7MwttKC5HsFvyqNLbRIkMKQR/PBIQpfPxfnnnRgsYW5i4hVXPkc7BONP6wlo3L3G3DveK5Qp81tMZtHktqQrKSAORjv3J5GqftNujdlgIctL+EOSG/O6W3AoBKv11bqZfVLp+4opIpsdl+IjyUg5OHjwSoKyAPp31Z/E5RaQzQoMuG+mLIiMFxotM9AC1DqJOO+T75x6auwBzR2Ug0cgj995M8L9WfRYu3+912UXclcW6fvKIFflMocfbw6W5XT0pwPYjII+hzxpi96Y9Tf28bQ7CfaqcUFISpJJdQoAgZ9PxHn5aSTZKhXVe1Wo9bekpbpNIqH3qTJeJKPMAPSgAd1Hn8gdPDcO5rW5FupYpUpxmsU5gPT4T6ElqVEbyFFtWcnAAP8A9HVK5udTOAjbnTXHmiVokNXEXSuw08M+SzNgthn6DRDW6NW36fIfbR/F6dJjBfkO9PLgUkg4ODkfvrZbj2zR9odua5um9IauerxQUModaDUZhazgHHJJGfXRpt+oiWzTrppikrjSGSljpSEh1KcYJGPYnvql+JmzmLv2hr0lbL70RPlypcFklBWpCgcAgH9tUPWXh26ddVZxujAdgEfA9Et20e4dy7kT3LprVntv0liOmnVKpNuLSyyor6m1BIB+IK9dFGdai3oMumvOuOeQrrjqUsn4T/kfpoTWNXqs1sxLtS2rVdt5+p1NIEVLqXHnY6lISjqP4klSir07DTDoadpUCNUAkyPu7aI8goHVkJAB/Q51pWwxtIfGMDorNume5vZynOFQY+3VKqbcSiVqAhD8cGQzKT8CnlDkA9OM4+edKs7Fl7M7n1mkVeEiVGkureSpxPLiFnJI9jz89dAXIDskx5MJ5BDSQpsOI5Tnn1+WgF4otsYVfTFvGK205IQ2eUnGenkjWU1R6sRvk4K8radtQ3MYw5uqENfve0l28qZIllthhvq+6q6etw+wUcZz9NUXZy3J92XHJuZynh9uW5/JK1/AkdsZPGQMa1e5c+m12czAoVEZgPFHkllCcNNpAGVfPk63FgbOXzSZjD9LuAxmFrT1hI6mSDyTz2PGj8LhJHvHml+QudUAbujeOEX9xYtu0mx6nQnVIfLNPfUsjpx145wcenH6aoe2lt0NihQapUwwt9KAtKjjj6nWVtqzNvivVG3rveE6LKpspDQUogqWMY57+mdUm1ttdw65c06kNxpEaDAlrhpaQpXQrp75Kj2x89aRSNO8wHUKeQOLmShuQdB5+KdDwxVaPW6FczUZ9IYaqTzSelQIJQ0g9Qx8zj8tG2E6l9hLoKXHFspAJz+edLHsdare2lUg02nQnqfGqCymSFSPMS6sjkqwT0qzjj6aPVhXDMlR3KfU4a25bLi2yOv8SAeFaC1jNyUnkUapCXsGeKG2+lVaoN+7ZVB18B112THWTxlJKeP203+3k9EiDEdDgUCkYI9dJd4h4DdVvS3G3Yn3hVJhOPthWQEOKc6SrjufhPfjRa8Om50kVOPaVaUlTDoxFkJGCFeqT89MVnkbGwZ5pN2jpZJsvZyTaXdH/iFpT46TnriOY4zzgkaXuUrrpfII6U4IB+WmSaQJFIUhQyFoUnHyxpbZBCozzOOElaT/ANr/AOWmuAjUJEdqUrd22nFfuSoPeSD1vE/h1NX+tU3rqslRSOVnU1Z3SphIEY7Qv2p0+cmBJadlsBI6pAQelKvmdGeBWafObbDU1pSlAYT1gkaBaJ8f765/A4inIqiApDoyCfY68l1OgxqkpYp62HRwQ2ogpV78a+fqH0p1kMTRWxtcAcF2Tr5aYK6XWbD01TIX05czTIGB8xxTAPTegdIPHYa3Npu+fNLmRgI50Amdy3YQTHf85cQ/CHVAFST8x6/XRd2mrEesdT8d8LQUqTkHPIPOurWTaCiv8PbUjuHEcwkO6WKqs8obUDungccVu75I450J9yVNos+quKX0j7qoKOOwPGdFe+OePYaDu6zyRZFRQE9R8sZTnuOsZGrdwy2J6nswDp489QhLVI9BjbWRGqtTkKWcogqIAWOc9Y/P/HRV2bgx2aFGW455ilt+YVk5yT89BTdG4TTbMpVrUyPLq06Y0p6OGUcRx6JOdGzY1+nTLQiJ+9eZIioLLjXB6Fp4UDg9850h0zQa0DHABdOuTi2hcQeJVE8UyWaIqlXpFSlbqXREfbX2W258I/QnVe3shxr8sKybWfjny51xwIT7qQOhISgqIyP7wSBntq4eLmkvVHbCa7FZC32QlSED3Sc5+XbS+bebvQ7+pD1iM055E2k0xuox5Bc+FU1j0HsSAo/lqOdxpqmVwbpoSPqsomCoo4d52oyAtD4sHn0bgQKchCkw49OZajJyAG055/yGNBKwzU37+oiKLUnI8mRMQEHGCkBQBOPXgk6eS/8Aw/Rd2Y1vSqpXExJDtPaSXBHKnFOEJV1EdQxxgaxLL8Mm3u35VHmQTU6pHdV/4xePQ58XB6MH4QPTvpjZJ27C0c0MkIjeCTwQq36pbtcvywGaq+wmOitR3HXnG8BRJyMk+50ylRRRaFdDVTiSG0dLBeebQjpbQnyzlYz/AFHpIz7aVPxU2fVqAx94p1YnyqU+A6x1ulXlPIV2ST2wcc62uzV+Vi9rVuddUqalJgQGqb8bocPnLTghKsc/Co6BS076ODcOpJRhk0dXUh/Bu7wVwveqXNAsmTKars5EabOdllmnLUnqKiTglI6jwAeCNL3bHiDvnb/cGmVOfd8mPSAsedGnOPOOSGyoJ6QOTnn103N3QrztKhsQbGoCK206wgNs+agOMFScdld/rnS/WF4T9x9wtyGrs3Qp8eFDgTEvORnnAVkA5SkAcDn10VhwGhhH/lD6gsOXjitn4hqXQbjuymVtKCHo/wDNZSMYJWkZ6s6qm1sqpSt9bZk0ZpXnOLLb6Un4Q0UFKs/Q/wCGnTubw+7e3dFQitU2UFhKQHmH/LXx9QR+2vGy9kNvNuJrc+i26iRIdAT95dV1ucc4GcY517I0tOStfW4izAGqIj1AgSmV/eWEgPNhDziCQVgE4GD/APXOqvUbLgttJNOL0ZSDlJcGUL/3gP0/LV4artEkMGO48EqQeUBJ+E+2viBIjuuSJSmUAAhLi1A4UjA554+WoZaSCcY0yefNUIayppwSc4+qVuutVuHdTj13lbUlfwxlkHym0D0BHIPA1gW9Kdptens0GU+ajU8IkSistoYb4/AD3UeedH+8pNq3DElQJFLafaHwqBBByPYkcaC8qlUijJXLpNvM9SnQykuvu5UBzyc4xpakaaV+6Hbw6pxpnm4sBLN09OSJNIhzqnCFMVMJepDzUhmThBUoFJCkkknJI9QO+tZ4iqiImzNbNVLUf7sllSX38JUj4s9/qBr4s+BVq26mrsxUMx0lSVnKw2tHthRGeeNZG6Frxb2tJdi3G00qBNAMhRWlKVdKgUoBznH66uCse2LQHKGy0jWVIaHA4+XzXNWw9pa7uBfEzcWRTpT9LVM/lR2VBtyaEpKl9KlDARwAT65OO2qf4ha9uDOuFUOrUf8AhcFxxSoSWFlTflD8ISr5DHfB+WujtPsai0CnJpSK4w05Hb8mHDigtoQgAjHWQSVHJ9tAfxW2DbCrHZkgtwUsOs9OCn+So4Dhz3USMq+Wjduu7qibdkb5eH80MuFnbDTO3H4zx8f5Lx2+21ptB2Hsqo0J5L0dyE7Kqjigrp8xaurqGATkY6cY9M61FQZbhTocy3pbziy2XVLAPTk5ynsNV/w0bhS7aplasmBeDjENKh8LrwW0WlfCelCgcHKgeD76PtD24sm1W49duO8ohaQ6ro88N/ET/sp/CPrnWPqnRyPZJqTnGimpI2vgY5ugACNWwlSDm3VLYUwy3KjxGknoA6lIUnsfpgat1SqC2bPrUhlKlLDSm1ZGOrJHODgHQ2223H28rU2TQLVrVOdTCSpwkOhHbtz6jjOPnq+1Jx+VbsxQlt9C+hJbShSc9SuBkjk8Z0D7V372mFemgaX6agkIE2vadibdtzLpfWhNQmOqckVF9ZClhZJ6QCQE98DGrrTbysqvsNxYVfhPLUjAbRISV5PGMZzoTby7d1a/Z0ejMXSzHhNKUyEvOhlPm5GCQR8RxkAZ1oJ3hMqdo24quuXDDfRGWlwuN4aX5fulzP4s+hxq5E+GdoaXd7yWs7ZqZ/daMJimzLQwYrHSVJdQAew6B3/PWLc9ATVqXNpaY6HB5a32wpAIwfxfvk6021tVRVbUjqXOcliMS03JXytxI9z64OR+Wt5ElTkXWGKpDU5DlRCy2tskqQok5JA9CBjUdVHut3CrNO/eOQucm49qXHQbiqzdIZfZStIQ4voJ6CheeQOcHV42q3TMqiOUN5pk1BiO90pYQQFKDSgk45OSToz31aFQrm6cmLbcdBXLcWotvKDeUD8Y5/2c6WS4bad263Ifku0/DbC19SQcgcn2Pz1et1e2WMQv4jgg9XSmln32cHcVY9uq/ctl3Bb63qY7NYS4JExtpslTCurC0JI7kjPIyPTW13Lk16260q64Ml+db1bSZbM1C1IERxasKSoD1B99bei7r2mGPKdTGaW+cgIwjqJ75I5/fXhfu6NLjUSLZEKlImRq6t1Sml/hjqCRlwYH1JHHOr5i72/GNSonFrYSA/Tl5q8bB3Rdt43LEokSpSJ8IOJkSVSj5gS2P6myeRzjtpp7SprdNL0qQtsPPSXVJB9EpUQR+ekg2I3EbsO5YdUpZlzI5ZLMtlEQoX0hXucAjA4011jVwVu4agpLskMPOInMIeTjyQsklJ9j8tDbiXtdq3oittGYxkoY+JK46lZG61Grsjyn6dU6f9xTFUslRcDpyUY9QD68c6J+1Ng3PXazRrrapb1PgMqSs+eUJWUgDBwk8jQQ8Xfm1TfLbahPJQpry3XOnGefOGTj8tPhYyXIkOHTEQHA20whKV5yMYH6aKWxgcGg9Alu+1MkLXbgGDkIw0cg0VCXD6YV+mlzrKkNTKm2k8okOg/9o6YumLxTDlP9XbS0XDJQmtVfqPSBKdyP+I6c6cYOFzfjxQCvO641NuioQlSEpLTgGMH+6D/nqaWTeu+ZTW6lxtNSCEIl9I+L2QkamrW8V7hMtF8Q1ReL1hWfSTMcqrrS5Ej+qM2COpQPyAJ1cNo5r1ybkXFb0yaX4cQpVAcz8Shg5Cv/AK99VraunWJa9uPf2dipMqS3h2S+rreWPfPoPkNbXZx6PD3IelJPSXgQfmedczp9hrZS24RVzQ8NaePIccjxC6FX7XVVXUkUI7Nrj7yfFGWrCEzJNLVABDyCnqI7Ea33hLnSW6ncdvSVlRp88lsn+44jqxrAvyOyilxagF+WtAVlQ7nJ41p/CZVQvcy7IvxZQ7DClH1PlrB/x0nejxrqS7yQD2d3Ix00xnxRjagMnsInPHeA9+uUyl8IHR5mPTQN3JWqo06VSo+B5rfSok4AGdHq9G1KiA45CcHS5bp0+cbWq76SUuNMKU30HBwNdZuDi2M5CQbIzfmaM41S/bp7pUPbuiVGJQJCatcFPhLkPLdUSmOnISSn3wVDjVs8F9ysv7bwa4hx+S/NXJkzXVKyHXVOElQHp9Ploe3zt5Y02oUu6aMZktcmIuJUgHVFtanWiClQPcZwePVOjZsPt9G2u2EpaYDLDMhhpQ5cLiSsqKsjPckEHSdUztkaHRO1br7gunujdGzckbo7u+OT4K9bmThNpvkSopdblNKSpspJUpsjuEjk4HJxz7aTy2tro9lbpQ7soFzuQ6eqSXJECRGUR5YJ7LHvnASecE+2rndO6jF33LUwKi997t6C4+k56XAtag3nAI/CMn89U3bia7dt/wAZkl1bLSZExxTq1KOG21EH24ITj66jpqd1dvVLncRwxyUsm7QMbA5oJaeWeKcWx64ZloUGe9/rMqaCieSnqIBGt3clvuT4702G+lp5lRC+sgBQx7nXPuXuPdu3VydFCuB2TFjuF37m48pSO/KQD25BPtzpvdn9zJu51stXLHQ62qYwUSWlo6kNPJUc8e2cj8tWw91GQDqNMFDaml7V5e3qT80IPEXZVw3fSn48iI9SU0hKj5jivhUCM5AHB6iAQfbVZ8Om1lXpfh/rrzicSZMwTEOK7npGc+/bTR3rSm7htyrU9ynoLj7HlPJz1qQoJICk/Ltxqv7R3BS4+2tLoCkRlz4aRTZ7asBfXkpSSO+Dwc6qSvlncWOdpxGnNWIy2JjJWN14HyKpu0e4NwVe6aPRKnLiTWwy8uQ4hwgx2m/w9RPYknt30bH9xrQpLzrdTq0db7o6uhpXCMfhST6k6DH/AEY0ii1GvSKhXEUwyH1JLzavL6UAfCnI9z399LvFtWvUHxD2hT2ajIqFIqVQHntFZWFI6TyM9++rbDM2DeGATqtJqeOd+pJaOnTinckbwQ0Fkea020pXQlt0ZcdUfRJH+etxGvGLNeS1EkxHHCoEsOucNn5KHOqlfVo2hHS06mmNLbVyAgZUhXuRoOQaOqyrgk1ekuyWWDgKjvPLU38+OcZGg891qad+5Lg8FfprVSVkHaQjHgmmk1ynswFviI396UnCkpTk9fr8XrrBmVulUqnN/wDjCS227y62pOcE+nxf5aDNP3ShVabHjxqg1TXHFhpDMklbKz6kEev/AD1pt1L1viDBky6EiFJdjAEPSvhQvBxwkDjHb8tW/XZZ2l0IBVVtqjhIEjvHqUVJVajQ6VNUzJUtlxxKup0J5JGVcjnQIvveKmN1d2gOVlanH0dCC2hSwjPfCR7DPOgLc/iXvkqk0CtU+PCW+rDzjZ6kf8OO3GtlR67b7NNZqFQfZW0HG1PuFJ81Kc8gE++dCKiKpc8dqMZxwRSlnp42uERyfFWe/ry3boF6uUiy75qD0OJS2J4ae63WghQyEpQTgfTGrx4ar0uO47NrLm5MJbzlPfUt2e6codW6rpbCUnlBHsONYm4V5bU2TQ6jdEu46a0J0VluClSut4sobwEdI55Ue+psduLG3pjW9a9KSin25TUNlLbo/mPuJVkqUoe+OAe2NHq6AR0oLW66DPihkUzXVOA7GMkjwWZdl8s2buDCpl40CU9AddW01LYSXU/ARwW+/Y5z89UXd/w1XFvw69c0HdGFCteU595hxVwXGulA/vkn8QT2Hvo1b12zSmLohNSGlKdS48/HKiVIB+HqPzOBxpa73qt32aZFDotVmSobrnmRvMWVJSTzgJ9D7ao258dLJu7269WLow1cIeTmMgaIK1Pb2l7fNy4a56TIkq8iApoqUH0kgdaiOU+v6DR8sqx9xbqEWpsTWIqIUQNL82M27kAYJV1cc+50A4IvqXdse4bpbIg0xzrbiuo6vPGQSntyo84/PTL0e+Jtd2xq9u2Y8ooddCXHgr/SEpcdUooKe4ICgPoNMUryHtc/pxQGjZH3mtaQOQ4Ib32mdQJ8KmU+60uzY09t/wAmn09hLS3SoYbW4n4lHPBHYe2nCvC7f4LsvFq1wiQ04wpvrS0MHzW05Un/ALWlT2ost2oX1GqFTgOg0lwGJHUnqKnArlxforGP150xm9tKmT9s6fTi+tv73IfluOf1J6v6sduAe2gFykimkDI9SBqjVIySNnavGmdB7lq6L/C95LOEtuUIjzgPU00v41LIP4s60ND2y3CqcVdn33e0oURtwFqO0tRW42k/Ccnj5c6oXh6um37Grdzu1qsvU+k0V1toOOKCkSFqR1cf7WCOBqybqbn1GU2i57HlSP4epDjr0hQPxYIShAz2GTzjUlPFLDoRp1Xr6mKqIIOvMeKYmi0KBR6dGpcBoNx4qA22kqyce5+uv1ijRDe0Gcho+ciM4lR6+Mc44/PWlsCsS5ti0us1pYQ67GSXHTzg6/Li3GoVs2/Wa7BJkvQ0eQVBROFkgED9dZJhzQBxW7Bu6jQIaXvEd/tfGltvkFqWnqdH4sLWArn56yrjsahT7rblyIMRa32CHAAhXw+ilAjv31SoG4SKz58qrUx5uGG0r83g4IXk/treVrdehtxGLqpbkeSlPmREIdcACiDkZ9iM851FDTvhzvjVS1M0cmCDphVK6/CfatcuiNV/4omI28UtIgss4K1ngKTjgdufmdC7evaynWhW6BOobbqIyoWHCt1RPm9ZSs/njRvi76W3VDDbqjvl1FTyMQmFdfXzgdOOew/x1d4X9jb5nIgqCJ3Qh1JWtIUGwpfUE59+Tzq8KiVpaRnAQ0U0MjXBv9FDLa+gW9Um6ZT6Slpx9YQXxjkAY0X9p4rL9UrFQ+8BRXKcbTlWQpKFFI/w1iW1txaW2bV03rT2/JQxT3HR1ukpbKUk8f3e41utkov3CxacV+WW1sJeKj8RPUOpXPrydRVU3bEK9Azs2lAXegP3H4wrQpHBFLoX3tWexypRP7ga6HWylaIcRSzjqYbUMexQNc2pq5V8eMyqv0d0rbo0VunBaQSB0oJUOPmddDtsp0qfasFM0I81gfdupJz1BPGjVmnBn7Ej90H7pM2ppnOpRUA6B5H0RXgqApRKSO/ppRrxq6GalWn1nIMh/j6L02TbCINETggdWVflrnnuDf0RDlRkuzEIbW86vrUcDlRJ/wAdOcDmtyT0SLHE6buMGSeiS3dGO5Udwa7NyT50tSs/kNTWxrMyDUqrLnNKUtLzqlBQQcHU1WdVR5PfHxTG3ZO6uAIp3/6Suhu3Gy1o2xaBjXEpydVj5rYlBRQ2rP4fhz6a9tqtpHqBcj1duWotBlppTsVLSuVqzwD+Wt83Vap91+8VCB92S6rrQ10Yx8wDr6iXhQ4xWJyHVr6OlspPCTr5wZ6QbrKHUk0g7wwS4Y+CfnbJQZ34Wag57pyvW9z/AB6QA3KWhUYZZZHJWffA18eGRLEG5q3VQkB52W15pPf4MjWPCrr1RWXqZHQp4JKEEjkH31odjKjU7cv+qW1cPwSKg4XmFcYdJOePnpv9GdRRmSTL8ynT3eCFbaQVMdGyHB7NvHz04p1Lna86CVemMjQYulDchh2C/HwHQpCSR1JV9cdho0+YKjbrEj8XWykn640L64A0Hg7+E5Bzxrqlawvbhc/tsvZSg4S8bSUG20tVe3qxGH8chzpUoFQJShrJ6UDPpjOrjSavHq1mu0yiMLDEB5REcjJRgHAP1xoHbkVmrU7eJEK2VTCLhQIs9bKFfykpPKuocAngfnq7bVv2VtzdlfiXNdiYsqrPR24rUubhKieAEpPPUeRxpIlpJXMLNABnXqF1ZlQwgVGricHHQpbLqpVWou/H8ZSlaI85gt1JlKDh1lwhJRx2I9/Q6KczbmXs5Jq1VpDkia9UqYf4e10ZWlLi0FaurthISR+eiTu1a9Jl3zSbgpoZf86G/FcSnnhJSrJ98Z9ffVkve35FV2tp9WjD+fAiOErPJKVHBTqtQ1EsMLogclgV+oEM8rJuAedQeR/8pNLS2R3Svqtv3PW7aqgDgX9zjFIT1rPZS1E/h7nGNO94bdvJ+3W3seBUGkNywS48FEJSFKV1H34GdVnaqrz66ZD86dlbKm0JCUAdKOjCefqNECRUapHHkNVHC2VFKuhSUq59CkjCh/jqeO5B+Jnt0VGtpHAGBnE8VoNzt16Xal6ppUCS/ImSYqnD90j+chHsSrtqq02TNoe5zNauGWzJt+5IiER3VRUNqbkAghK1D19tXGp0lUzrntx4Ul3pAIKfLdJ/7p1Va1TF1iKuMqE7HlM/ElpzGAr0I9M/TQmWqe2YykZxqOKvUlLCYWxg8t0nTKzd8ttbjuKnyJNPbTUm3QlTsZCvLcCccHGQDx89KJHtXeDam+LevSj7Y3HWaNTqgHExw2XlISeFdPSVEd/X2Gm6sXd+Tb7qbWvqOsoQA226pPmcegzzrdXu1SoLzdbtWrOqmkoQYraSoFROcEAcHB9xjRcXBhh7aPUcxzCH+rTRS+qTHHQ8irNWqhHq1FgS34qoyJjCZSkuNFDiDjlCgoA5Hbtqp1WjwnGFQ5MRspqDPmEKIUrpPoR6HQ1vbe26rcqqINfgQKvGkOBhpiLLzLjqz+PoJAUkdiCrRFtmRbtaVPRKraG34ikjKx/MRxkA+3wgkZ1RmPrUvs4B6+Ct0zPU4+8/ODy14pdLDgSpM+pUWrUlxtMGqOKhoKPj6Uq+E59jq4b77qWraVBYo0ZgSZ8lgLWnjCDnGD+Y1b6tuTYMe5RT6CFT5DSlJecyE/GnHY+p5OdVe8LRsO966zVK3bRkvIb6Sy2pWVjuOojj117R1kVA9zJBnPRW56aSrY2SHQjrok7qU2TfAkxYVIaKZDhKVIR1KbJ/Ccjt9NfLb1QtaXEj3WUOUwrSl10NkAj0yDz9Tpvre2Nt+kVZvy2JlOjoaLvkv9KAlIJIJX3OB76GG+kHbOr05ujQrzpyGoyyl4IQXF4OcgEcKPsdGYnNrgHluiCTU7qdxcX5d8lWPECNvrqsekt0BqFgxm0l1rGSArHfW18DEaCzKqUIuhTFPeKnVHshGPT9dA+TtLuC/QnKo3UxSqGwfLhJnNnqeRn4VAJ/CD359dEfaSv2ftLZsikRp8yrXBU5HmznI6sdIA4AB7jXtyA9W3G6nOgWlE/fq+1e3d0IJPPyTJ7jXNTazWFPRWpLwaSpmMpZPqfTPz0G7Zg1idvs1btww0LpqEr6pKSAguhIOPYkc9vbWjqm/FtS4kmG9OejSIwU4EP48wKKcZOOD2Gt5eq261bNm3NZ9aQ3KbZ87rQnIceGPhX7ZGR9CdCrdbXmUyzjnzRSurInR9nAdGjkjfUrLslyLLh1WlsBmNh51xaugLQAchKh656f30vO09Kjv721ePaiHG4ceA8+2yFFSSrzB05z3OCsZPvrS1DdK8b9m25Y1SaSy3ImCMVNuFXnLUcdR+Q7Y/2hpsdtdjYNhXTPrNuQFksxGmHFSHAtRXn4+fT6e310ZrsxxkMGSdEMp6hssgyeGqvdNtx+pVViSxSW48aGyFhwx0pU+knkk8d/fWl3PQ1UbdqFLqrjLX3oOBgpRjyUpSo5B9fposRqF59MRULlkJjBmKlDaWVnpCB2CvcnI47aDN71KlN1KBHFHenRnnHUfdmldC1tqSQST6DQSppXxuAYdXq/R1DZySdWs+GfAlJ1bNNhbVbsTYe7dNL1nV5YejS32iqO1ITwhxR9OBojTbgpm7r67Rs1qK7CjLSHXoaeppDKV9WRjjnGrBvjbu3zFqtu0KjVFMiQS4uK7IddEZSVdRJ6jgg+w1V7a3SolFs1tdt0JdOedUUTkR4qWDj36iPXvopJI6KEl+p4IfDFibu6BMbGpn3S24FLwQ0kpBTj+nH/ACI0Fd25dTuS9KXt7SoqW4bSVzZrqh8CycJSnjvjGeda2LvvVafCizG2aezFmrWzHTIdX1u9A+LKhwDpd793C3Pc3BrF2W1UUw5MtxIjsvYUEoCQAEH/AOu+tKGmdNI1ztAp6ytZTsLePkmLuBuHTvKpmUNssJ61gJPUse4SBnn540AN1oS6vTrkptGV5MiL0z0hCv8ArACXE5Hc9jqsQa5vSyxUqxUZyZZLC3Xx0EKdABzlXyGT+WvLau65t7zjTYNPcjtKSoTZzyionryCAPU8/lo4KcsHaHXCByVjakCAgguysrw5T3KiH6xUW4yplJhyGorwBDwW6QOpRzyUgnHtnTMbGPPx7wNMhL8yI4wuW8QOxxgc/qfy0sDtHVtnf8RNKeQ9S6kvyZbT4KEgcEnKeRznRs2y3BnrTKp9qW/1Knq8tEt89OBnA/IZOo6vvNJaNCpLf+GQx5wRoUXt/rzepO3Dlsw3GkSbpnoaUlawkJjI6es5PuQRqx2RfNDh2G5LfqCIztNiLLzIOE4SBjpHtjSk+JOqXdcNboEGt0dTFOhtJifeEu5QXw4pSiSOxVgY0RLWgIuGmrpM+X0s1CL91WSsoOFDHUD640M9RzFknUoqytzM9oGgwvLwmsy6tVrk3IccS1JqEh8hzOT8bh6Tj/d10YsKI3EoEBpsAFafMI9ye5/PSCeGSCKSh2xYz8SStNQMdp9GQopSvsr8hroXbiQ4/HaR0hISlKQnOOOONELHGTUSSEacB/Xklraucso4YOZ1K226lwi1dtavXV5AptJkSic+qUEgfqNcfEi4d4bwkUNl3pdZZdcjxVOdAeKeenjuSOfy10m8et1otXw9XG2lfSuelmmtgKx1eYr4v2Ctc8PCzT0zr+kV1yW249BjuKS0DlZUQBn6DONT7R3A2+kkkbxAJRTYiGGgt1ReJWhxb7OfD+aq7sKHSnFU2qPmDLjny3Y7g+JtQ9DxqabyrWrbFXqL9SqVuQnZL6gpxbjSSpRwBkn6DU1xwbaRH2muz5hdXh9NlC2NofRDOBngthuVvtTbVkSRUJKZazllmOkEc/In0/5aAc7d2u3M70tqMJrqyEoV8R541dvE9ZjtaojdyUFhRi0l9S3G+n4y0r+r6gn9NLbCrP3d5KnFjsMabdjdnbXVweuyASSZIOdQOnx6rmW095rqCb1On/DjwDpoT/46J2Nmbjm1ak/epqVJbiOhpUhPqSPXGt7cct+DMTeEOJ1GC4XWFA4KinnGfnoKeHHcGhxJM6kVV1/pqDYTH6FHpDwPqPpo9XJSHolDDr7ivLfbLiEFXtz20mbS0L9mb0ZKMbrHd8Y5HOvuOUxbO1jLzRhlVq49055/zTY7S3Gzd9iQ6kwQESGEPpTn8IWMkfkcjWku+moeVJjuZCH0FIIHI0LfBXe/3yhzrZW8M0qovQUpV6Nn40f4nR2u+CV4cKcH1xr6BimFbTRzfxNB+IXFaiJ1BWyQ82uI+aRq/Khc+2syfPao8eoqUpSkEpPWnnjpP0GhPtVZD2+F2VrdHcyEpym0CYwzCgOKUlKpCgVBxWDyEgcD304G59qsVeG6tTQ6kgkH30Adp7opu1151u2KzBdkUqpuhbzKeSgqyELAPsc6XqlzKB/e9k8+ie7fNJcoAG+0PnhWPcSB5NCeu2ioSzNt1JlNoCz0LaSCXUEZxhSR39MDRF2tvGlXXbdOi+cn+H1eGh2OhZyEhf40k+p76H1y21cd6kWvEginW9XFfdZs1T4W991WvpU2hCeUrKVd1ZGDoP3LudE8OlUh7U0qvQq5T6chP3R5gFT8bpVjpWoHGc4yMe+qNQxji19NrnpzCIw7zcx1Jx08Cj5UmXbFrnRTGfKjrc+7qQQceWVAhWfcatE6TPkxlpgfd3ZjScp61HocXj3GqrSr1pW6Now66iQhQa6WpA/qXnkjjsRka/TNcpZjU9bRQlxZEZYJ+JAOQCfU54+mlyqhERLRwTHC4Thrjo5a5y/9wKQp5y5KVBiMoUekIQskgdjnOvrcfeG6arb9Gi2jKTEeDvVMlIaB6sYPSM5OtpUK9JuGK/R5DCH22U/zAtv8IHz0ttW3rh0y9H9v48aNDW4VPxXTnpUvOOg5PrjjUcUVTNE51OSW+KyVlLG9pqGgHPI/VG2z7l3El1MS6lXG5UcqAcQthsEE8cHHGiTBrdx1dxaLndeaKiS1HSlCepKT+LIHJ5Glhh3zfDdMqdfg0hlx5xf3ZEcrH8haDguHHofTVcqvi93NtylLh3NTKXVo7aelCPu5adR7qS71EjGB6HOr9mop2ODpQce75qlc6mnLfwhgjn0VY3KXJlXtX3JqFecJbzcVaSrKOlR7c+o0xXhfrsC4rYlyajGQLnbkCDOk4yqWylJ8vryecD1POg5b0KFvjTY99UmsfdJ08EGMY/V5ik4B6iOAr0z647aslq7GvbeCVW7luWbG+9OBRZYewM/05wcfPtpgniZOwtPEaITCXxPDm6g6ooVPaDZuRcZutimtxqj95LjzzMhZSt3JyOhJ+miTatFrVIhqUt6FH8okpCmj1dClEpPxD2I9dIzdlXkR6+zP2fu2QicKmxEeZPVla1uAKJB7nudP01JDFoUtisVsLmpaCZTkpYCeOSSeMZPA0FfTGA5edeSJGo3hutGmcHmq5du3NbvWBOblXNJZjPIDX3ltsHygD2IHoex0CZnhmsu3rqjUqtVqfXZrnQtLLHSmO3nJ/mkeuB20f5d7fwqjVFukvJqLLiwh9ER4Hy0r+EHqwQeT6aoyi5DaRIhJ/wBJbPUkqQFoQo8dSsYycahFaYMMiJ46+9TMo3TuL5cYHDCwNy6Dbt6bdSqHTVshyMzhploBKgpsj4ePXSS2xT3aLvFEiSvNDE4YDbvCm+fwH0zyPXTP7jXvR6DVJdustUJ1qQgpeEJLsWUlxXKlIXyg/mDpaLMr+6Ve3Zco9JjR6uinRV8SY6FKS3x0lSkpBUv4RyB76aoAd0nwQCteA5mhznkr/uxtRa8aNLmzgiO8U9XmqISB9Tqj7U3HcaYtatymXHBqkWlsIdgJkY8p1ST+BKVYUVAZAI7HGsfc6272qlVgyNz6nUp0SVJQ2qFEV5TTOQcYGCfbvz31s9sNqXJG8r9u2i9IlUeA0/5yWnTnqwR0BXoT249dbOc1sZ1VScPdPljd0DQ9Sro5aU2wjbd2RFoaq81o1FuSCl0sfFwlCTwnAHJx30bdn99Lg/jwtS9p6H4NxENtS3iUrbc5UDn2JyPy1Rqci4XYtZs2vbfViNEotQcco5WypTyYyuelLhHxck/D7fTW9242lrlSiOXXXXUQ6Uwvzo7cxoJfC0n+lOSRycfkeNDJpW9k4n2h4opFTZkaOAOE1FyXQ7/DotHS7lpMdtSyVgDHqCfloT3nLfjSKfWaYnzw2tSFtI+IlBOeD8u+tvDpr9UKHalLJSUgDqGMgjA/fW4i2242tTbKyoJGC3kEpz9eBpe9YmfP23RH2U0FND2QPFC6s3NUrrH8NpFqzlqKcB11CejHbJOqJuDRWrBtF6vXF5TzjwKSykYT/ugHv9eNMFdVw0uzqDMqEh5lpMJpTiglOEjA7Aeuk33mF4eICnQqnatRlQ6WG8ONykdBWsHhSAM/Dx30XbKa1wjGg5lDJmCmYXYyRwC3dq7bi6INOrdd6IUWOtyW228sIQt1RHbPp04+p147n7e0FNqVKuJXGbdjhSmVtyUJV15wAlJP00EbnuLcS2rccqt63BUctqXEggglp9Lagg44AwOOca99tdxN5qjHRUmDEcgO58tE6MHUugEDAyeO2jTYHxAOZqBogBrmSO7FzcOOvDOEQKpAq9L2uqqK3GZjyH0KhMulQJWVp5UAO4xnnQwspiVZlPjfw+bBQl4FEd5bRCS708hZ9MnGrDvlvJUJl30q3qpSPKj0+Cx95jMo+DzVDJUB649NYrVctWqxaZGXHYd+7S2pyGujo68KHwY7En11q6SZrcluhXjzHJKMO1Gi29Q2tvS/rdhyVRVJqDbi333oqPMQnAIABz29dFyykU6j2/Ehx4UalyEw0GUhp0hTjwBz8SjweCT7HTFRosCBbopFOo4h/wAUbSEJjoAS0FpCuT786HG8lBtSx9oKpczFIQzVXWXGofUk9RcJIzye5yVe3GdDRXumduvGnJGnUTYG9rzxqh5dVCXd+3VwRp8sv09tgSmA42fPZfQrI6VEDOflod2I/cU+mxY8WEiPGaPxOhKisoxxk/noyeH23KnV9ivvtyzS69VW3ni86rJS2nPf0AAHGqbsdAqFyUmQ3AiPluOtYDgX8DrYXgenfjVqGsjJLX8lWkpnktkHMK7WJawkVekVelOGn12lyG3UvsoITKR2UhY9ePXT7bdNGW6iU6MpSnqB+eNBTa7ZaVQFprtYkJcdeaSY8ZPPlJVySo++mMoFPTSaMpxCACRgJ98jTHQwujblIe0FXFUTAR/u6JR/HvLF81S2NoYtSTEkTxKrPXwrlhISgFPsVKWdJTtbOubbbxBwaXeEAsO1lZpxeaa6WXQoDpUn07pTnW88XO9tYrPign1u1w7JTbARTmUNZcPS3kvDA9FKJ/QavNLuuh7iM27Pn0xSS1KZdUVoPU2sHJPbIwdIW2FZPSTuc9ofDI0gjOrTrr5I1DPU263tpGYLJG6jmCUfl0OSpRy0hRHw5z7ce3y1NWL+0EJGEiny38AfzW0/Cv5jjU187moBOdxyDi1TkZBKrdSSJcSpUOey24JTf3cNrTwerjH76VG4PCfuAzWA1TahT0svearDr/8AqinACSeeTn9tPRW9tr2uSuOyYFvtwo7iiUOvOhHOOCAMq4+mvWn+H+41TTKrd2R15OcNMqWf1JGuq2Cl2jtBe23RZ1wC7RuNcaFdaustlucbRWSAHGdNTnpnVLD4f9gapY8huv3pOYelsrKmIzRKm0H+91Hkn6aNV/V9f8KM59IRHiNkIB4SQP250Tv+hJ1E1p1NyuKZQrK0GOMnj051dIlnWhCp7cF6hNzSjnL7aXP8dXDspfdoakz3d+5wzgg5APAY4KhHdbZZ2NFAN8jw4eeQErngyuOdKuK56mzCfbbnzjIZCUEJyk8Y/LT7ywzWKcl5KklS0BWMjI40PoymKax0Q6UW2kDCW2khCR9AMar9WrNX87MSlyEJJ5Ie6T9RzrrrahlFC2IDRoAXPZ7TJc6p8+9gnVZV2UoBKmBycnIx6aT3xD0Bq36lDvBKHErivpS4Wx+NsnBCvcDqzzpn6bdM2bcRt6cuSorYW4gvKSrBTjjIOe2fTQ08QVsor9n1GLGb/nuNqDaj6H30NrnMrKdzmIrQU01pq2wSnOcHPmqhVq5UY+2ya9CcSgHHWtOQYp4IUsDjpJSlXtyQfXXPyt3BLfqbwqZUt115T6pDhHxlSj8WfT/+2uillyIVs2kH58uLIcajoYdYeXytYGOBgjOdaHbnZi27p3PFwlmA/R4JVJfiqZBAWoZCO2CM4740v2+49mGwluT5ptuVCZA+fewBrwVA8OVs7nWfZcqoValRnINZdL0KI8+WXGEK4C3ARnCgkED2wfXV+qlbvd2EuHUrfjPMx0hNPdhzEOFDh/CecHHb1zq0XkyxIvGdGQ+6BSVFflspACgE8JweMAcAa3lBt9h6gzKjT0qUt9GfKcwOpOO6fY6ETTz1MjnYHFEo4ooIWZcckBUTbq+mbhodTgSIzcWteetmRGzlaVEAAJySSDjjHHPGla3gsKDKmyqw5EU1OYeUkOLynp6T+xGnAtWwaVSa/wD2tdokeVUnOpTLr6CAD/T1AZBI1V9/7SG5Nlt1KozHqb/BQZKfu0ZKlSCMhSSMj17aN0lyiZE1rm4I+CFVtC8yHByD8Uvm019SUMxI0nyi5KHkuIcUr4+cdZGD7Z7c50IN87vptVW5S2VMtLeWppfSSFAdXSc4wAOM/nrHoV9sWvdM6ZPpyqkmE8UR0vpwpCPT8J+E/rq92/G2y3fKW5DcGmVZxwKLL3wpf7clR/CfT56JU7jTOyRogk8/rMRha7BOmqvVK2wpln7T0S5rWcXGnMoQ+h9txWCvHcjsQe2tpdO98a/qRFoMkrYuJhQaVASopc8xI5KT/WO/Pp39NaLdy8b5g0xqyaXb7SG6Uylry2F9aOkABKuoccjB/PQeFq3PFisX9X6ZPjKXlTLyUHoSc9KsrHbk+vuNT75LSf3lN2ggw1g0A18kxfhu2lcZuuRe9/pXT0w6h96gQJjXlqU4lIHmFBx1JJIxx6EjR4uW37OedkV+851Rqs0rMhlKZLi4oQk/CG2QQhGPUnSh2Pv27THotMr7TjocIS2+651BQ+o/LTQURxi7qC/OWw0x5zHRFKlfEk4yoEH39NAmOqJ6stnZjp5Iyz1YU4dTvJ6obHxGfcL2g2ZcNDhswJ0lTESSw75TwaUfhC0DCVc+/bTAyoDFP/kqacXEcbz1HlSh05GDpBd/LPqVMuKBUopcEtDg8kJylQV1emmN2j3EuioUml0Sc24ZiulvrfdyCrB78+g1l1gipzGWDvHRZbah73vjedGqbvbLQKlbLU+kQZ9SmtSTKjuNEecgH+gqP40D2J41U9qdjbrpFaFelUuYxWpbpLzzavKDLQHwpCgcZ45Hz1g3/vru3RqpUXbeuCLKhQnCy4zHYCShRPGTzntr82q8SW5G4kubbdJLMarqTy9KyrJ7HAB7/lqy5tduho4BV3S0bpTve1yRe3L2vuKrUFirS4kGRV2ymQ022ept0owUpcTgBCsfkdDXbKnzdjTImyqeKnX626ZJiJUfLaJ5V1qHfpJ7Z9NUy+99t69vn3YNwMNykpcOXEpKTgfL/wCerp4fd139z6pJ/tZ5MNwNoMHzOlKXU5woAn11t/anva17cN65Wr5abJG8S/kMK4bh3BvHOof9tYZp7IabDkmAGeklvAHUFHkkcD89De1PGFQZSTaVzUqbKmS1CKiLHB6ml9ff3znJOi/vvfFMs+xJ4hyWJE+UlEWM0ghSWwv+pX6dhnStI2cn7cbnWfdipEWsf2hbddkiMAoMOZ6gcd84I/TU7rdSyuL36H6qB1ZVxhoi4Z1zy8kwbG9vmV5Vp0aiSVdLhAkKfLhyDkg8j19NFCBcl/1h5Lsenwm1qKWlvPN9JUD/AFEep+elbuGLLot3PO+Q4Fw5qVqWE9KnApXcY99N1QK1SZtKTUqW35HUhK20k9YAwPhPqcaEVtG2BzXMOh5IvR1L6kFsg1CH9f8A4YLikUCoLnVl9hpx6Tlta0ZTyG0JPA+ucHtrFdtG449LhVSiwSg+WoiCtScobP8ASEgY5/u6K0h6ZVHPu4jOiOprqffeT5aCfYAHPOqfuBudau19Fcm1aWl98DpZhMLBeWrHA5PA+ZPbUdLI5ru4t6kANy/gEDt5Nv8A+2ltVQPURbE5TQWqOWw0g4wS4gD19Fd+U5J1SPD/AD6XQ/Oo0+C029FSfKQ98aFZ7HB4I0Oa7vhde6e5SKxcFRcpkanq8uHTohKGjH5ylf8AeP11Zrsq6qhVDJoCGoD5i+UlqModPQUghXHrnTQWytjDJOaW4ZIZJe3Zy08StfuXC/jW6kmqM+XgtNB1KkfCFBI4+Q76tEjb2JcKLVeokFlipGtxmVKQj4VAqBII/wB0KONW/a7YqfWIjb131p5h4xA89JdV5ig6rsF8cA9vz0btrbAt62Ykm8J633UxHzEp6FgFOeAtwJHqcjB9tUamvYxgjByQrNPQOe4udpk5RM8iMqKI8hBWEdIVjKFaXnxc1qTXZkK04L3S1ESVKQjnK1AgdvUAn56YiPL+8s+epAR8PUeodPHv68aEjlqw7mnPXDLjCU9MmqSwlXbAPSD+vOgrnADuozudoN1y1NzfftsPDtRbYogSKnX0M0dnr+Etl/PWrHfKU5P56J+1O3zVtqom38JpryIbUcuupwCtCU9S1Kx3yr31qL9gQrk3ItyirHS3bzC5pKMlIfKAhGRjGR8R0V9paFMdu+VczDzxjIj/AHZ3zD8K1enT8/casUDe2nYxwzrlULtP6tRyzA4IGAjLT4SX3W2wkYSQkcaxd7byY2523q9fcUkGBEWWx7uKBCQPn7eurHQIg+KSsYSjkZ750sHjRvFdQZj2M0vKCfvcvB9MfAk/pn6HXRsODMN4rjsTe0drwSlbQ1i14lclSYtEXNrdSLkie+tgqd61KyQDj8PPJ0U7DuS3KluCaIi346GggtS23UpCUHI+ID0Pz0s9wpqFsSjWKRMXGkt9lI9fy9fposbd2tVa7TqXcteqjMCrvgPFxshC1JJ4V37/ACPvrjG2tiFGX1b5CQ/hqcg/kmFsz5RvMGoCc5uDQYLaYjFUZZbbACUFzHT+WpoQph7ntJDcVVPltJACH1OqQXB7kBJA/XU1yQdtjTd+JW4uU4GMFN8wXmvh6spPpgY1G1ElQPIHYY7a83n20qA8wjPAydfmSnnONfWAwBhXNwAZwvYpTycaxPNbCus4416F0EE+Z++tS7JR1dKlAD668Jwp44y5Zy57QBBxqq3TckGlRlvvLQAPfGtReV5xaAy4ovpAbBUTn5aTDcfe24N2q7UbPsxElTDUdZVIjuJT1KSfiSCe49MjvoZXV0cDD1Trs7srLcniR+jOZKJafEDbVN3Ek1ddQbXGobLhfbC+VuL+EIGO5xk/prcbg777eV6iv01ma/8AfZUBSg02jJbKkAjKsgaXZG1kux48yoyJsBUqDH8yoRnAjrbKx+E9XJWf8tVOK2avPjqfilbSVJQtLKQklGecn37aDQ1MuHgHQrr8fo3s94eKt8hIYAMtOPEDUa+autn3jSIts1Fu4DMnVKKQ9G+7rCPX+or4IHy0XvCFdseVd9bp7lSfcamttyw2ts4aKeOkq7HvoC0m1vLacfeZWCSpKUKGelPpn5/PRg8Mj1IsyrVVVQUn73PQ23HUv1A6spz79v0GhQdG2UOGMhSbT7H2qntU76MvdIAMDOUbL+oCqbebkt2L1RqwtTZW33zyMHnjg99eNMmJtGdBpUsLTGitdDDh+PIHACsevvq1XXR2bvpLNRbfcYnU4h5LiR1JcyMHqSe47fnqhT67GojcKJXIrq0vvBp19ltSkNFRxx6pOscGtflumVyKCQywhsv7uh9yvFZZlUboqxIVAl4WFNqyG8+nbtrEm/wn7gfOfZVHUCpYKfhwR2IOsSqXNUWm1Wo9S2PuMaP1xl5wXknsrpVz31W7vr9ORZRt4U95NaktlaXmsKKMD+r5fXXrt2QkFeRiUMG9qfDpySWeJK37XsW6FXAlAcZrKQeltAQkLB7HQr23p9Hr+41QpyXUJjiB5uAeM5H+GdG7c+m0bcGjPxa7Jhy5DKssupfS2ptwBIV8JIHvjGtpZPgxte1qc9dn9p7imypUdpKFtdDKUpWASk4yVdv20wUlwhp6PE+QR4cUAq7dUVFcBABu5BOvBBfcK27k25fbu22LmlMAr60+XKJOBxyk9+R66aSHeNvy9u240+OlxDiUuYWQtCupKSTz785/y0pu/FRRb1/uWmesU1xLflhxwrUhPSkKBJ9c5P56PNnbUxb/ALTixrOviHFcMdCfuo6ldKe2U85B9MH01bdO18TJ+AOuVBTbrKmVjdcaYzzQbr9Mtw3dGatWNJT94lBSmkJ8xpHIPYjgd/30c69viikRGLXFuTqk5Db60OR0ojobUQMjKcE6MW2/hbtm07cdj/xJFZqrCvvAebYy4p5IyW3FHJA7gA+51Qdxbe2rjPuT3JE2ly3h0yI7C0nC/UY9NVpN2okyfdrxV6nY6FpA0PRCWoVe2bnrsSp3AmdDlIXhhuUvI83jjq7djowW9Z89su3LR4Ex2JT23JDZQtK+pXl4AHT/ALSh+h0Hn7fq25rrtJtqi1BuBTnQtMlphTrylA4HU5wM/wDLRw2uoO4dgsxEwKzX3o6VhUiKtKXccHjpUO3y99DKqWCCZpfk4V2liqHhwaBg81q7us2JSLZg21CbTImuRfNewoILzi1da8k4yc8DOqXtbtjMs28KbW6vREQ6i5KUZJySW2zjpHBxyO+jW7umY8l+nVKU79960pLEimll9Y9R1dgPprGcuGDWLgMEUeQy3IT+JtrlKwPYH1OAdbyXkyPDWjAKkFrbulx4hUHxCQ6PU0y4iTH8xxK+lZWPiOO3Pb00tm1l3O7a3wq27ipy6k2CotxGh5qkrUOEpI+fqOMaYTeu4Lesej1auzrJYNSjLiNtpcdceCkr6g4sJX8Hw9IyOc551QfCTTaLe151LcettJfkreU1FYWnPkpBASR8/kOw40bZuTQnOrUDqA5tVG1mjvsvDc3dCpwWI0VqwWKawp8uJVPSlSgVdic9gATj2zr8pjtxxqmxVKe6ivVGS03IS3BbKmmipOOgLVjn1wkeo16eKGjVW9q0WIslbcaO4pK22kkKOOAM/wD121avDjdl70Xad2NKo0l0UtS4zT2QCtofhAJGeCT21B2EMMYeTqtnGaWqMYJDcZyPBYrje48yJm6W0UpRkkNeZ8chxB7JSjHGD6nTDWJEgWnajFXrEtiBHS2lx+RKXwCQMgJOee+l5qRqkWbQ7juqnSWH3kyJUlEl7JdWlzLQ9xgemqjdl53RvJUFWrIrsmnUVlZQtmP8AWr1HP8AjqpUwGrmbG3hjir0U4o4y92d48B1TNTvELb14sVKkbX1WNOqkBwJbQ+2pDDnopXX2JHfGl3qm0cqn3A/cd+3NJr9WqD/AMMZp8kFxR4SCfhCBn27DvrVx9nbs2nh/wBrbFnu1OMyfNlQ38BwJ7dSVDk4Hpq0W/dFGfW9c12VJ96pNw1CHTVLCx1qHLg+eO2rkVOykBwc+JUD5jVgds3DhwAOiVGRQ5cjc+ZQpLqGC3OUziO91tpV1cALHtnRobtSTYNyU56oSQuMlxKpPU6VEoPHJPpyPy1RbQdt6l3VU5FTK2VLfWqOnoypK1HqHB7cnTDjaXcDeqoyI9IhIgwymP8AeKnLBSyGilKiGgOVq9wPbGrtbKwtAccDCEUNIRG97Rl2chMJY86XdDTFHpBgSWEsIVNlJB8oBCT3PHUAcY9zjVymIarMyNT4bKRTKaQAhI6A6vH4uPT/AOWtba9sx7IoTFm0OW6pLQAlyHPxuqHqrHpjjA99WiWyikUR1ERhLbxbKkICcc+/56Szl2pTow7mBzKDW7O7tMteoKgOSvJSU+UrpWMAYBx89Z22e8m3Fx1aBbFJkF+c035oKmlJSlXV1dzjPb20vDERFevK469cDKJsmnzRGjsPgqbSpQ6s9J4PGdWyjVRiFWIzkykxfvravglNMhDiUnjCVJHUBz2zq/S0Y3C5x1KrPqHvkwOAP0RhsB2qbn7lV5igrV9zVIDT00jhtpOAcHvnOe2nDtWhwqLDZotMZSGGhjJJJWr+8STydB3YCzqPadqxmqMyrMhPnOuqB8xxxRJPUTycaYa26aG2TLcPbnnTZaLeylZv8XHmucbRXaWsmMR0a3kva4axAtW2pE+e4G24zKnFknGcDtrnpuTdTty1mdWZysuTHVODJ/Cj+lP5DGjx4tt2hH6bHp8k5T/NnHq4P91H/MaUqPCuO/Kgun0Boq5w46vISj89FKiqhpI3TzOw0cyhFDSyyuDIxknkhhuTV4rbagpIKU8kZwSNDWdv9elOqLbtLkRWGYyvgZU2VpI7Y5Py0yd3+E25JzAkSrpbKjyppDZJ+Y+eghXfC/dtFrsUyHUvU0u9TqjlKukc9vy0nT7Q7PXV/ZyPa4tB0cExusV2pY94MIBOuFdqP4p96jTIxFlsugoGFoyAoe451NbCOYsRhEVguNNtJCEo7YA1NIzjay44pG48j+aY2WzujJHxXUCsVFDDJd6/9XzrM+/+bEadQoAFOTk+uhTuPuFQrOo7tUr9Sjw4oWlCnX3AlAyRge5POqWrxU7SNQ0NG+KeFdORhaiMfkNdOdXMYSHFb/opxja5qOtQrAjMn+ZyfnqgXJerMGO69IfwhAJJJwONAy6fF7tiOpql3Ime9nARHYdXj8wNaW0aBuR4ia+06WH6baaHB5xdJbcko9gD6HQa6XptKzedojNHSUdJEZah405LR37eV4b63E7t3tuXm2ncpnVYJPksIBwQFdiTnHGqZYFo1HZ1t696yWmXYbsiFSUOEpM59HwB0IPJQDzn3xp7ba2ite0YMSk25GaYcSsZwj4OrOcDHfnnnQe8UWxly3jNpkyluqcksLQ0hCPha6cHrPT6ZPOlOW8tqXdGnGvTzR/ZfaZk9x9VkeGwv7p8G8+PXqlrdpNau6THmyFLlyJuZk5/nqW4pWek/IDsNEil2C1DZS43FGcc/Dg5+emA2o8PDVtWzGRXXUuzFDzHOkAgH21l3dQ7Zt5JW7NabI7oGDn56J10NX2YkGA3z4p0q/SDT1FSaG3jLWkgFo0P9fRL+q3HkKIS2QkAEjGsCdb0gRBJjOOR1hfV1t9wAD/njV9m3hQESXG0N9aTkZHtrzbvC0AhDS21BJVg/CDzoPEDI7L3Igy5VuN4xn4KzbHXy7VYS7Nu15SZsZsGO6tRSp1vv0/M6tFxsMvuIpstttyM4vDZeT1AZ/CD7HQprNJp9QAmW/UFtS0nzmXGzhTZ9eR6fLWbb9y1upFug3Esrkl3LUls/A7jsFDuD76uyB7QG4zjmlKvszZZ311N3QeLOh5keCvNz0CpVZuDXKSpz/xWhbYZWnBLYxkBX9Q78aG7F4qmbizKUpT0R11lCnEupAT08ggg8Hj00X4z9bdppjBKUeXx1JXnKT3yNU6qbdRKhNXKXD82XIWMP8ledTwSiOUOeDhKxhPZubkDCWHxFbX0Kj1CNctPpaG23T5yekdKG3/6iMcYPt89HXbU3BG2YhF+Q5Gmpi+aSeCnq5SM/TVhvzZ+ZeMSiUGryIyIlKdckPiOStT6eChKs9ue+tldNMQxbIhtL8qOFpQSkYxxjHyHGi1bUNfHuDVC6enHadoNAcLnRu/Dbr+8UUzY3UpxBKgTknCu50Qoyn7Bdh3BaDioEuIoLSkKJQ5g9iPpnWv3Ms+fTN2G7ijQlORo7S/NdJ4SAeNfe3l72Bc94P0+rh2UzHdHR0ugIcAHcJPcZxokyZvqTHHUADKDNhEdXIDgOc44T4bT32q8LPj3GpD0eQ8yPvICSCFn+pXuO+Nel2bT7ebg0tD1z0eK44lR6XWSph08nlRH4vz+Wq7ZtXgop/3emumNDcSkJSwAkYHy5B76tapy0NBUZEmWtSsAq6QANL3ruHbzOCZDRkt73FZVoWRb1lwGqRQ4qWqbBUp0dAIWfXBz31tZUVlh1cl5tBWtJcIWVJSUnsnj1+esJqMFJ8ypz1JSe6QfxD56rt47iWPadPWh+JNlur4AjrWtScep5wNeDfn04lamPsiCCcLb1KzKBd70f+LUKNJXDIejOKfKnUHPGF8ED5HOtRcVo2Nb1dRV5TbkeSVBRU1KUApzAyPbS+3N4zmDdZpVPokulU9ttMdD8gZcdV6nHpr8q+5bl1BmWl91bLa0qSXVfCSfXGq9Qx0Lg17Dnqpqd8UziWv0HJEvdnaak7oUR5NBWtMpWZX3aQ8pTcooGejOR0kgcaVqk3lI20vhykRIYgNuJR5SYuEBsqGcYGeR2znORp0KJEqbEGHJQ4gxkBEpRWr4egAE8/IBX66TncVun1TcR6uUuMkoXMWW+OFJCiQcfTTUxscMJPLCX5Q97w4dVYbrq4rUBdUeCGR1l94halPOkgZwcYAz/jrSN1u9rpsKQzSpTVs0envYbmNKK3CnHxN/XnOfnra1ZxUigEVBXktNtHCUpAzre7HP2hdNoP0Uy4y0BZDmSAUKBycg9+MaF0M7q52ZdQ34K9UR+rv3WnBcPig1Kql5t03+Jru1ipR4jZEZyU8fMAHoAofLVK2du2VVK2pt5S1OrkFRJzhRUrk5+ujxuzUrOsqCqHTY0WfJUAiNGVj+cr0SB7Z40PaDt7UbO25m3VW6SKfUqrKKm0EEKjhPUs9I5PCikYGmGEMYxziOKAVbJBKxrTnA1HFMlPq4oFq+ZOS0hL0foId7LyPQevbQv2t2euHdCfLu8xRblGebEdh9bQ850BWV+Wk4wCfU+mrjs5tfVK9Kh1q6UyKlEeBPTPdwpQAxw3yEN+5PxE40xibbo0Jlp8vjpQQG0oOUoA7JCR2Gl2urzICyIe9MVJQg7r58jHJUuz9mtqbOC5VNtSPU6g+4kOypbaHFLIHclQIHr21bn7qS207SqXHQiQk+U2hAAQn3I4APHGsx2kTJ7Cnps0MsK4QhkAFf1xrEsugVKn1tUifDjLStRR5qkg+Wk9ikHucYz89CfxZXAvdoiwENO0iNq3Vk0FKm1yHZDZZjnOFKyp041j1t9yo1SWHFANRh0gJOARjVlfDaFpjxGfJaQSU44+ZP041XJtGpNRkKqrs54ISelQRwlWe5+nGrWjRgKpgl2+7n8ku13bUy5N2rRakJfkVLCpzxaJbcJJ6TkkDqTk9tEC1dgFuyoP8AFKsqSyl0jywjC+kDPxH68aKCnmJM1iHTWVBCwlAS2MjA9ce+dFSz7PUVNLLIyDjP6/8APRey01RUybzj3EvbQ3WC3Q7sZ/EK2tjWezFjxokRktx2UgJB9NZ27e4VK2us1+pOuN+aAW4rCjy66f8AIatkyZTrRpDsqVIaaQw2VurWcBIA765xeJrfB/cC4XHIy1/cI+GojIJ+LBwVY9CdOvdhaAFzJjTUPL3HKpFy16t7kXmYbLq3plVklS1A5IJVzj5AaaHbbbmn2fREQKcySVfE84oZU4o9znQ88NO08+kU9V7XNDSmfUBmI0tPxsN+/wAidMZTIimiE49Trku2V5/SM4oYT+G3jjmV0SxUooYvWXjvu4eAWnattD4Ly2gQBz1a85Ft0SYz5E+M2tOekggEatmPKQ6wPU9X66wG6V95dKkgnnOkeopGMcCwZKYGV735LnYwg7UPDrthMmvSlxn0qdUVEJVwPpqaN39nurktDnU1ZDKkDRih/SI6rkF4ofEfX92rghpYDsehRypyMyknoeGcZ+esjw525LvncCjxqvRanNojjgTLZhpJX0YOCf8AZzjOvzeOwolW3ghWLbUdT8SgRGIKWo6MnzBkqBx65Omg2Iq7fh6uOqQayzEFPciR25by1eW7GVgq6Un178j14102uuDJaBjKZuXuGdeIB+6uWXZ25XSkq7iSXOA7kYOC46DToB8+Ca2y9odtKDCS1R7Hp0FPSBn7okqX8yTk51cKo3TLco63Ke0iN5SCUpbbCfTtx21WbL3ctm+oK6lbH36SxnAdVDcQ2tX91KyMKP01nXKxcFz096iw1fdi+2WlLPCkZ1yu7ytp4CyTJefDJ1XI5oa2irOyrmlrgdQVQaVflceg/e6ofusRtRXGSodRzn8XVoz2+l26aW084z5UdaAVyXjk49SPbVDjWo3TmYNAqL7K/IR5alOJGVgDvnRKXQJUi2W6XR5KS2hxC+nOErbGPhJGmGwWyPse2kOQRw8U3VE0IiaYtCTxWqvFirMRHqbbruY7bYw6BkrOPfSsXUzcMhySmQh91LZJWopJxz76bWs3BT7YozyHQ2HWUlKmQe5xpQNzNxbhqdRkNwZJisuKI8tLYAI0y3RkJZHl/exw6Lofo8ZVSSFsUY3f4jxPVUKrRJkaK5JRGcV1cJHYq1SJ0u5YahLcpylNIB/k+aCT89Z1RkVp110Sai+51JV0oKuPy1oGKDVZbmXnllQJx1uHGNV4II93VfRlBS7sRdK5qtFl7j3FBkMxo9HQ7JIJDaSVKUPn6Y0W7QuNysrU5JpzUWqqUlQUfwIwfce2qbtbQJdJqKJtOaS5KUnGEJ6yc+g0XU0mXLR1TqazSDIAL7iEhOB7HPYk+mitOwFuAEh7S1NEyd0TGAZHtZ1+HRXWTUY7cNC/voU95fS55asJK8ep1nWnbtXqLyZKarBa6UkoaD5Kir0PGhK5PiW5UmaVDltOsylBC3UqKu574PAxqnbwS4dr1yi3Ga2647FdPlNsuFBUCMH8PBH1GonULQTPIdOi51XW10MJMT8BwzkjOQjzW7ncoLz8MKXIKCfOXGR5ox6/prR1Cr0d2lS5tRrTSITTfmqLhASFjPfB/bQqG9N1xoDD1EtVmRDldKZEmas4SFHHIwANe9z23Rtxmoca46muJ0tfzIdPV/JUr+8Ugf5n11UaxmfxnafPCDueQAIWa9UDq1KkbnbvxqXaJL9IEVyLJf5Sh0/iDhB7Yzge4GgjG2/RBuaall9LjbEp1r+U50ng8kH010Ho+3ttWvSmGrbDcRTSB1PsIS4HFezmSDoK1jw33FFmqlUKdDU0p0llXmJ68k89SD35A9fXVo14jBji0bjHmqElrdPiSQ5dkny4LcbL1ymw241FkVaoMxwoJDjiwpbeRg/JY/wx89HHzavCcRIUfvUN0EtSGR8JI7g+gOgFT7buWgOKi3Jb0tPQB1PxmetOR6gDtnRR27u+QymTQI9aaDEghxuFNI6XDjBKQcYUCB6+mhQlZK4tdoeqKNZJTxhzdR0PD/yrlOq71WWHm1KZXkAKSelI+o0NbptW469f9KpQloh0JjrfqAQnKpCsfCnP931OjDQGKddEFxhpEYTUBXnR3lAKSnOAUKzznXhXtvKhHqSJTKExA430qdDgWGkgZPftkaIW6F0MvbO1b1UFXUQuiMbNHdEmG/FgQmaij+HMBxz7wEobbGST39PlreUOwpNNhJcfyllGCEE4JOQf8zr43S3Mtuya/wCbSKdVqygK8t6e+ylSEq6uVNDjHHGrHZlQu67aXEr1HEFynzCCEzCEr78g9J9vTU12mkJY7GGhU6GOJz3a5d0V23PF5N2qhNo3i9CZfjIQ6ykJWno6cHB+g0vNjWlVqRdE6Xcl2IfgKaBKJSkgpPooD0GNNhZm26qvSJQuNt6O9IQ8hH3OSShhpXGCVepAPp2I1XaBslAo06bLk3I7VkHpStuRFQ4SgfhGSPQflraruG/AYmN44W0NADKJAeCD95yaY7TVIpCHp6Any1OxmFOITnjJIyONUmm7R1a22EXXZd4Kp/3p3rdjKQMZxyFJPPOmpESms9NIptJqU5hlzzCwlgNNgZ5yEgAga8Lt2yt2uP8Al0191FReXhcaC0nEYj1VyQMjH/LVW1VjacuaeCsXGj7ch7+PL/yk4uDbJ67azGkuKnT6tGWnAj5UlaurJHxcIAHA0zdl7VVe57fo0K7SlKaSVPljzApRyE46iPXI0RrT2fpdp0dMpEZ1a1vFT5WCVrOP68ep+WrpFEWCvykMsRWu4W4eSfQBOrVXcppXbrNGcsqpSW2GFhedXFeNBtmHBjBtgoabA7IJwpXz+etjFSyyhwPPEqSrClun0HsPXXuJSBHCWmFvBSgovpQcD5dgNZEuUx/DnZMiElgstdAdQkKwjpPUtWTwfbQ4Bgbqr73OI4aZwsKjtfxGoMVKehaKapJ+5qCylJB46yPckHj6a20qQylxlCQt5DGUlXYE++q/Sq3BkUCO8pIciMdaGi64UthA/CRj10Mbw3MqVVhO27TWXqclx5TZlNdXUUfIn39Nbxua/EbFoWO1fIeCIVw3UxEkIityS685+NLWFEZ/pH17H5awIM6VXm1UhpstPIVhtDGS2jPfrUe549O3OgVZVw1Kxbgq9NuxTkuKn43ZSj/PbR6qGe4x+2dNttAzZdzUuNW7NqDNQhu/CHW+/V6hQ9Do9Q2oSPzIeCXb3eXUcZjiHvVl27sZqA024pHmPnBWtfJB+Wi9BhxqLFW+sAOJT1ZVwE/PWNR4UenshTiQTjn5D56AfiA3tCY8q2bbm4wkplSW1HPf8KdNsbRC3uhczke+ql3nKh+KTfg1hci1qDJWIMdeJTgPMhXokf7IPfS57I2VJ3H3AaqU9vzKTR3POeKvwuL/AKUj3551orulTq5VGKTSwp6XKdDbKBypaz/9Z/LTh7MbZxNurLh0Lp65jmJEp3HKnSP8BpZ2qupoqQxRnEjxp4dSj1komz1G+4dxuvv5K7R4aWWW0IGEpIHHGB7a27DKm1dRHBHfXoIvVHKUt89wde0MB1oNK5Wk865LHB3RjinWWcuWIEuLk9PQSOx+mtoGm2wOhPSca/ZCOllWEfEAcEa/EhwtIUpJ7atdnut8VTMgfwX7k+51Nfnxf3dTUvbv6rTRLHs3s8vb5Tn8YiRapcFQkLly6iWwQVE8lKjz+Q0LKZt2dy/EhdVq1116XS4s8y5xC8IS30pISfrjA/PTFuV2TT0+VITls9x3z+msKz5ltWpUZ9TotLjMSKxI+9TnOgl11wJCclRPPA/fTRWUc8Zc6lOcjTP9dE3UdddLRHK6g1c5haPDONUbbXtmjUGnxodPp8eJGjoCYrKEDpaT6YGMZ9/mTrMqcxmneY4x5bsjHCB3Pz0Hnd0biru40OyLYiJbiGAqfMmyGirpSFdIQnnAOdEmNGjR2A9KdLy08qJ5Ax7/APPSzPTmVroS3Dup4rit2t1Zb5mipdmR43iAcnXr5rU1Ou+ZKaTMjtOvYJ6E5UUjW2tS75cN1DPmqTEWokh1PY+3Oq2tdMqUqVIt6Ww++FeW4tjDiW1f744/TXpSrbrMinvFFVUFNOFSWknpQoJ7dR9SffS/b/XLbVBokJ80ctdSDH6rV6a8+S1G6dzWlWanKCJy2n2M5IwUrOPbSx3dWqWZhaCiSlZT1HgnQnuK775tLcKqUG4pDjvRJdWy7z0ra6z0kZ+Wsar11VVkF4pUF9wrT8+CWpeJDjzC+s9h9k4oaZkkEpczHwKvMqZEThaUg8dzzqvya55U9Co6uek5Ge41XDUXlNkOHrJGM9sawi6or6sqA+Rxq/FTFmN5dKp7SI8hxyilbF0OsrDkV9xC3FJKckp8vnGcj66ID1Wqj00QanNdf8olaVOqJSVAfDjPc+2dL3CqL7D7IbcKR5gJyc5+vy1erj3KsqhwGatXbnYVOwENtMYccHSMcpHKR9dFYqdxxuJN2moaaheJ5yA0g6nGQihLh1WuU12kW1EZk1JyKHAAnKwoHKgD6EjOtRR2ZNegy6jXo6I8mIr7tEQ8AlbJGMnB9sHvxpg/C7eO2Fb2/jRLLqqJM4pDlRMgJEl54jnj1SOwxnV8ru2VqXIla5dDZLjgI6209Cxnvk6v1lnlmiDGnXjhfNN09IFPLWvhwexacA8z446dAlrtWjsXoHZlvTHanGgn7rKiOnpS4rv/ALquOx9NVavXjX9qait+o7eVZyC44R5wW2sNN9gcpySNNTZG1ltbdh1uiIfbQ8SVpUvIOrBOt+l1RlbL8dt5CgQUrTkc6pw7PNkhBfpJz5oLNtg5tRiM5j8sJbLRr1N3BkJlUiT5aUIS6EBxIU4rPKQSRkgc6IUGiUepTGGGmwjy1LU04O7az/ST2Hb/AOs68rs8PcPLlQs5ESny1qCiUt4Cx6gkapNQlXhZDrSLitt7pa4VNjEuBQHZSkjPOcdtBp6V9ASJGZA5plpLlBcWjspAD0V3SmtfxqRFgfeamy18LiksgoaUM5CifcZ9+2tL/Z2gSZrkl2z4siSklxLYSlJXnglPprYWduPa8yLJehzG0vzk9LiUK6HCsZ+JQ7jOfX218G33qvGlFF0qivoGWCl74FZ/p4I9dVJWRStDmBX2STMLt8YGmv8ARWFGsq26g6UKFZoc1SVFjynUqSkngDkdx7a0F3f9IsHbusxLfuyNWl/FFimS0rz215wfiGBqh3fI3Cp9Yk0JmU0Jknq+7TBJUpBdHA6knJ0urm9u8G3tyM0lqsAvuqU3UKbNbCW3XuolQSQeQRjB1PbqWWYh0emPHiq1fVxwftDnPhnH3RjuSkilWVAgXkmI7UEI6lo6QpAPz/fWN4XaNcNTvRUOndQosdSnE9TZDRyeQk4xrG223UtLeBmT/aPbSLGksSUxHCaq4Wi5jPSUH0x7DGixcd7t2JSYdOolKSxPdB+7MQpQW2hIx09TZT1Dt6gHGidTM5w7ARk6qnTCNxE4eBojhUajT6G71VWTCjo6Uo/EPiOeAfb9NfVYrEG32WqtHpcepynVBKGYw6koBz8SvTA45xpP92N6927WNKfp8elxmsoeqLTUEOfycgBYccHBOVHpHPrjnWjrniZvizV1CQzUUS5T4SiC04v/AFwcyAtYH9KQkfCPpqqaWqBGG5B+S2fUU7vbcdB8U8FeqkGIyJymUQUuJSVSHCktoChyMAd/rxrT0mXaFJpjS6ZUojiVDzZTzRT1KWo561H68floH7WXvC3pspyddtWe+9MSkOPQ2wluN1pPBKMZcxycZ/fGjVbNEiOIWqmQ1x4ykFWVthDaiDlIQMAp4wOfbUL4y0lpxlTMLSwPySOS+o9zrcU/GhqclMKcUVPhRdT1euAjGT8s61zFbqlwTnG0Ut5pTKCfMV0RupOcJyD1H9xq9vt0WNEiQw4418PxmGB1pI5HP11rx/Z+nl7yh0yXghTsh9WScEHJPYHWj4gQAXLeOc5LmNWkpdr1+6GH2ZNVbgOxsllDCAcKB/rWrJGflr8dt+LAelPTPLSp9KUvKW4XA4kduoqPbVfubd5i3E1AW4ibWJKG1uOtRE4SPqs8H6A50GLjN07mU9NbuqPU4VKjNF8QAopS8r0Ss9zzqFhhlkbTs0J0U7jJHmZ+reIGFfd1d8Nstp6einVOW/U5DLBdRAhI8xWfmQCkD66EOzm79V3en1itSbXVTqbCfaUx1lTi3kKyMY7DgemsSMxWIsVsFLIj48tuKgAtJQc/CR7Y78550zfhb8O9t0hld5R6Q8yKutMpEdwny2D69CT2GckaYKS1gEdm3Luv8kCuV19WHaynDOnMlURraeHvdudKozMWU3TGISRUpgGUebglKBkYKuOR7abHZ/aK3tm7fVT6a6SwT5rjroCAMDuAOBjVulOWtYtKVKmKbiJHZLaR1OH5DufroJ7h7ry6+lxhg/c6ajADSMAr+av0/c6aqeibTDU5XPLjdZri7Hst6LY7s7wtqiP0e3phajJB86Wk4U58k+35aUTcC6/5S1FxIPPIOPz1vr5vZhPmpS9gJ4xoV2zaVf3muhdIpLgagR1pMx0jAQknkJ9M+msqJo6eN005wxvEqrDG+UiKPidESPC7YUm6brXuJVGFIgU4lqEVDPnPdlEfIDTgBksPNLyOkcHHrrSWJa9MtKjQ7cpbAZjw20obSPb3+urm5S/OjnI5xka4zdbg69VhqRw0AHgPzT9R07bbCIXcefmsyI0HGc459da/yvuFQ6+yXT2160WoIdYVHWrDjSilSccjGsua2HUpAGTnUYIcwbmq0LnRuIcvtbRcCQOytbFNLC2EgJ7DOv2nw+noX69Ix9dYi7sht3Ii2XocpLjqcod8s9B7eo7fnorTwxU8YNScFxwFQkke84iGcBfZpas9hqasf3JhfxL6iT3Opoh+i29B8VQ9fHPPwSn1uXFTHUpxZQQOCR3OqXXWpEBtDocIWoBffGAdY1Lr7+4d0MR4DDjlPjuhAKf+ucHOB9Mc/TRlpW1CarLTOuXDg4IjpOAn/e0fdH2mg4rrk1RHbcCQ8uCGFs3TdqW5MW3Xn40h9otpltsBflkj1yORn0zoeVrb3xU3o9Kh3LuIGqeXCgKafLQdT7+UhIx9M6dOm2rEhJSzDitMtgfhQkAftrYN2uwQStpPOMk860NoEpyQhDdoqalnMzIWlx5loJ+YSx2FS94dsqLDokSbTKrTY6s+Wun9K1knJ/mdWc/loqjcqpCAt2Lb05TwBDjKUYKlY56fcfpoqmjQWWetTTeE+yRqn1e6qHTpbkGmMNy56B/qGyOD7nVOs2dpABJI7CX651PtDVdv6uN/OSW93PmkZ362h3Quy/Knc9Bsuoy4MySJEN9TuCw0UjqZ8s+yhnqz+Wh5G23vqCxUFXNRatCXHY64vlRUu+avPKCeodPHrz9NdJ4Vpz62397rL7jfmDqDKD0hI9BxjXnU7CpIjllIIUBwcBQP1B1NFbHiMRxDDRwyug2jbp9ojFGxxHLQ/wBArm7EtStwaY/WrljyYVLDKzHfDQeUp0A9DakpI6cnAKj29taGTMVBiplSGQkO8oQHElWPcgHI06e9lmv0rby4lUyDC85mK4+G1I6kLbSMrUB6EDOueVVqnQQhtfm9aeVDtkntr18XZjiQV1Kx7a1NXTOnL8gaAFbGuXO++wWoYLalD8WeRoeVFC3XFLkqU6tR/Eo5x76sqm1/d+sjBUP21q34vmZ459NT0kpidlANpjPecPlOfDktntfuDcFh3CxIo9TkRFlYKFtLKSFDXSHYXxex7jZZot/hKJKQlCZzKcHj++PX665ZuNKTKbSkkKCgQRouWTXJESbGcQtQUMZUDg504UjhMzvL5z2st8dPOHNHHPxXZqmKpFxwkz6fLZlMLGQ40oHH1GvmTbrrR6mgSD340n20F+VhiE3JplRdjvpxkE5Qr6pPH7aZG198UOBuNdcBTRAAMlkfAf8AeSe2ppKU47oSVkglWdMR1n+g4+adeUmlwJ7BYmR0qChggjvq30yfQLkjiTSZzMlsjJ8tQyNfsigNucs99VH04eN14ytm1DojlpwQhHM2jtF5tSf4NFcCiSf5KUqH0UnB1oHNkoDCHF0SfKgOKGAha/Nb/wCyrn99Gt+iyWvw851hqgTArlkEj1xobLaaV/dczRF4toKxhDhIUpm42z92QKe5XX3oz6IBLqnGSrrCfUgY/PvpNfFNQPNqzFYpTBXMSttQUg5UtSkjH5knXXCXSWnW1MOtJW2sEKSRkKB7g6Em7uyFJuqjYotGiszGJCJHS22lJc6eCO3OBzjUbLW2iw6DlyRdm0nro7GrGruei5Y3TYlb252wZrcipSmKvNfVJWEqLZSs4x254GirsVvXHui3Em7VJl3It7yUyJOEoUoJASpRUeQAOwxz6+milf207N+XcxbN1U+ZEodIirdk9aS2t9QPSlAyO5PPfWiq3hp22qlOZo9NVUqCrr/kPNu9aSoDjrGB6eudaOLCMPGCjLIpmyb9Pq0DC2t8Gk3TC+616nOvMoa/myWVABxYHCiUpIOD6Y7Y0GoEW2rjuR5hE1LcOmoS22mQylClpHcjIz+L299MlstsXRYNOaKnJsmSgKiSfvSkAMqSo9SQUYB+vfnvq41exNr4UlTLFh1ervsYU6+08EAkd/xgjA1XmdHRMzM8AHgVrBV+vT7kUZLhxA14JfLLqltbb1xJjU+dUPvWFERo6nGkqPzB7/8APR4oW4W410KMaDaE9iAjAaJaPx/lxj00Y9pKRtjVKX9xodtfw1cRzLjE0BThWe56vUfTRbgR6PFJYipZK0/CUIRkj9NDG2kVru2jlG6emqlqNozQHsHwHLeuiWyPt9vNdJCGkopUdXOVJyvB9sng6t9A8M9RkISLnuSW+kkKWkO8Hn1+Wj5Gj1ORhEamlCc91qx+etmigSHk4mPhI9UJOrUWzFOfbLneZwEIqNs60giMNYPDUoPPbL2RGS3Ap7zjbqFAqQw31hz5KHb89ZaPD/RKpEmRZzLqGZSOkJQQkIOPxD/lovBqj0dtTxW02lA+JSlYAGqPc+89BpQcYpWZz6Tj+WoJQn6nRam2do4nh4YN4dM/VB5dqLi9m4JDu+OELKF4P7dosxMuuV5UmC0epbAa8sL/AN5RUeOPbV7r25FuWbEVSrWZZdeZb8tKx/qmvbHvj240Nbw3RrVa8xUyapDXcMtZSAPme50GLrvxKG1AOEYyOONMMdI2DUBBp6+orz+Mc4V3vLcRyozXKhUJ65EhWT1KPCfkB2A0Grz3KHlLbS8BjPY4zqkXHe8lxwoS9kEfiz21Qkfxu8a9HoFFbMmXMX0JQD7kZP5agke1rS6Q4A4rdkZcQGjJVloFFuPdu5RRaQtaWQeqRIIylpPue2fpnTmbU7c02xaNGpNJg+WznqW+ofHIVjlRPr9NVjb+x7d2jtdFO+8MffXEhcgqUA444eSOT6ZxjtxojW5X0pmR4CHkushPw/In21xjajaQXGY07TiLgMcz1K6HZ7U2jh7QEGQ8fBXNLaIy23VAHkDVkQkKbBSeCO2tSqEZSMeo+LWWmSqLTi64ofywRk8aH0o7MHotKg9rjqqnUXJlPrH8Qb/loLgQsehGdXNMllaG3ErB68HS2bm+KK2qJNdpFBpb1efjrLb6mPhZQodwFnuRrfbNb7UjcaQujoiuwagwjzPIWsL4HzGt6GhqIQZ3AhhOdVPVQuewEjXCYCrVdNCpiqmuO4+hGOpLXcD1OthTnotXiMVNtkArT1J604WNVaz7sTW6tMoc2lSWVMAKSpxH8t5PuNW6qsS26c6mkNoTICf5eRwD8/lpghkMzXVAO8wDhjXI44S7MwxnsnDDuueS9VCYCehWE+g76mtXTFXSiAymptR1ygn+YpOQCfy1Neira4Z7GT4KPsgP3m/JDSxNsresekMUehwvLQyOgKPKiPmTohQqY30JGvpuED1IR+Mdh76yYz3TlASOtBGRnTxHE2MaItV1klS4lzslZbcFCUAD015rSpCCtQIAGTrI+8hKAcax5UjrZKCe+rYIA1Qob5OqoW4VbqiGI9LoySX5znl9QJBSn1P6ax7NsulW6tcp1pCnVd1Ofiz7k++s6uPtwqzFmOAAIJCc+mdbeQY9QjdSce+R66qilZLMZn6kcPBHH1UkFO2CHRrvaPXwX07V4zRLcZQKs4ONaydNDmQT8WNayRJi05xQKuPcntqjX9uhblmUaRW6/V2oENtJJcdV0lR/uoB5UfkNSSODRklRw0xLgI1qd+76o1k7c3DWaotnpagvdIzwta0KSlB9ySe3z1zZduC3bhpiEIhtMvtZHmx04Q4nHHUO4UOPl31Zd+t8q/4jLniWbakV6PQ25HU204rCpTnYOrA/CMY4OdB+57ZNoNOx/vjseoNK6XGkudSF89xoeXsL+zJ7x1TtZ9oH2AmER77Dx6ooWDXraa8y2btgNuxZZw1JIPWyo4A7enGs65tr26Q6qbS5qJUHHUlRPOD2II7jVBtR6DVbYmTqg44JsQIEcp7KOeQdWpq+XZNtIpS38COgpBzyRrWOMMO4/C6nR1TK2Nk2e6RkZ6IY1Ty2Koprq4QvnV3o61NBl0DjpBzoflCqnX0NIXguOBR4zxnRPYjpSQhA+FIwONMdqGGEr5323q2z1fZt5Eo0bZXg7T0ttLKg2B7+umDoF9R5rLYeUCcADJ0m9FmPRcdK8Aav1Du+TFU2C4MceujjXDCRHs3039MrnQpMiFLcjrT2UyvpP6jRCoG79000hpyY3UWR2EgYUPooYP6jSn23fzZIbefxx76IFHuth0hXmHH1145gcqhYQmupO9VAkFDdYp70Pq/qSetOfyydWmn3hZ9XV0MViMVf3VnoI/I40qMWsIfSOl5ODjvrbsy2lHlQP7jVc07StU1Rp1MmDrQ82oHsUqB1iSbZjkZC8A/vpd4dZdjhP3SY8x09uhwg62zV/XLGALVwSsJ7AryNRmmCxXPc/add4W+9AgKSmWgh2OtX4Sseh+uloOy+5kWpFl215i3UOhJ6W8pUPcL9B886My94Lrjj46slY/2mgf151jTN/wCuxUBD1QipA92BqjUW1spyjdvvNRQM7GPUeKtm3m1L1BojLNSYYRLUCp0IUVAlXpk/LV1g2VSKdIaaahpPmJUOoIBwPbQFleJGoo+JdeiNgcf6pCQNYT3iFnykhSbtbCx6NlAwPXGvBRRvaA7BI6qoamo7R0xJG8dcZTHxdt7Phul5FMYC8lRJSArn1J1mvVG1qCkFcuFH6R3U4BjSl1Hel2QOqTcD7wUccu4H7aq1S3bpbS1ESEk98lfV/jqxFQxR6saB5BRySz1H7V5PmU4FV3ftqAktxH3JSxk/yE4SfzxjVKrG9dZfSsUuGzDSeAtZ61/44GlYl70wQny0vcZz8JAydaao78UuOgoRJLjnolJ6jn8tTmMNGSVCGdEd63eNQqSy7U6k6+vOcOLwgfkNUqr3g1EJBdbT8+rQBr++FXkocESmziU858vHGqdRr3ue/wCtGlwyIqm/9Y5MdSyhAzjPxEZ/LWnrsEbdXhSikmkIAYdfBHq57iqS2FSEsOLaX/W2Mj9tB6v3Ah1SkOOgdSjjJ0drL2ygQaKqpSdxwqMjH3mQxKAjJV6p6jwfy1+3FYlgXg0f4NMiSfujZWuUkhzziB6FOPppPq9to6So7J0e8Oo+4KYabZaskGcYxxyOHmlFuCqITkJdT0kYznRs2Qi0+wrffueUYztQmdpPcMNkHgex7fpqzzNmtsdxLUE6KtdLqBSeglPllChz29e2qntRZUh+r1GnVuU9JpEHBT5RIS+4AenjsRnSptHtIb3RGmpgY8nvZxqEWs9ilgm3pG7xOgVufptRvFcetQpDz6nFELekJUoJGfTCTgaM22NvUmhstql1ppx8nIQEkdP686AdqeIyu7b10WdeVWepLUmUfufmQErjqbKjhGRjBxjvpraHLj3PFbnMNMHzgFBSWxg/prk91pqi2zRgRlw5aaHXqir7b6hK6TsjvDnk6eY8VfIsyM4EdDyVcDGDrU35aDN60NdFenTojTigpS4T5acPuM+2vhizKz96jymKuiM2hQUtHldXUPbOeNXVLTSGwAQogd9O9rdUTQ70se4fFDpJWsIezikg3e2J/wCj+IKra0SXOhuZ81K09am1e+e+qTs/t9d14XPFkUNuZTPIdCnZSEKbLaM/Ecnvx6DnXQKfHafBbS31BXcY4P5a8qdS2YCytmO22D3CEBI/bRiKumZGIH6+KuGv3ozkarOtalJgRG0KedddbbSguL5UrA7n56+4sW6WLhU+qYy7SnB/qS38aDkdjrJZnPsgdCRj/HWxgTPPyVgoPYY1fiFPPuxsJBBzpol2QyNLpHgHKzfvMUcOOtoUO6VHkamsN63oMl1T61K6lnJ+LU0S36nkwfFUt2L+Jy01Xeeo81qS4kfdyoBZHpnj/E6+6uwpC25sE/FnJA7Ea2VUiNT4TsV9HUhxBSofXVWtWpveXLt+oq636crykqV3W0fwn9PX5aZXjddufBFYQZY+0b+7x8lso1VYmsrKBhxs4Un214GZl0pUrIz21o6uo06emTEV0eYrocSOytfD08oCngcKT3Hy1G2XUtPJWTBukObwKxL7Sl2Cp0fjb+JGqvbd4rNPX95cOWj0qz8tbW5Kk09CUFLH4c59ND1UilUuNIrFTmMxobIKnXHVhKEgckk9tQGUslyEep4o5aQskHBaHfDeIWRa8u5PuIkrCxHhsKX0B59QJSCfbgn8tcy9ytzty90bmck3i/JekIdKG4oSUMxxk4CU9vX8Xc6KHi+8RUTdKrx7Os54rt6iPqdVKScfeZPI6gfYAnB+egZUdybrqUFimS6n1Nx09CVJYQlZSOwKx8R/PV5lPM4BwAIPXTCAVl4jgmDIXHDemueqv1tXlRNrKPIdTGRKuWYgJBz8MdOOD9RocVarv1Z9cp91bq3FqcKlHuScnWkccD7vmvFa1kckq1mxKZVXz/osF8jnuNQttsNG507j3ncSfoPBWKK8TV7+xZGTnoMqx0SvyaXSnqW30+VJIUrKckEfPXmupFtC+lecjjnWKxQa04j44q045Ix2Gt5TbMdc6XpTnWkICx0+h9jqjNLAw7z3LolDBdqpjYIo3AAaZGMBVZv+KLmCVEU4laexSNXKhXdWKaEtVZhT7foUj4hqwLtOLEKPuTrjzSm0qd6kdJSs9xrLXbTch1xxiK6I6QOs4zjOoW7QNhOGcFcHovdXsMtR7R5rcUerQqhG86Mo890nuNbVqapBByeO2h8abMp0xxdGDqlN/GcJJHR6k/LW8gV1qSOnzU+aAApIPH5aa6C7w1jcA95co2p2PrNnZC5wyzr080R6VWVMrBKzjGiBQLkWlAAdP5nQNiVYtKwV4xq0UO4SkAKcHfRISgpNwHJkqDcRWlIW51du2rlBrPUcZOPbQItmtl1TeHEnt66KFGnhZGVZONbh4KryMxor81VR08A68p9wJiRy64sJSOSTrAgpef6ehBVnsBreN2GKrHMipJKm/wDyBUQDqjcLrTWyPfqHYzwHMqeittRcJNyBuRzPIITVy/q1WBKNBZWpmKgqcd6OMDvg/LQoplbqO5lzt0SLMqLpKsKcZUAhsducHOjvuBYN2VMRaLb/AN3gW+rqROTFT0SQCMEoV7ds6rG1Ww1T2zvdu4zUWTTnY7zZUo/G2rGQSOxOM8657cNphXxu3X7hGcBdBt+zraHdLxvZ4lVud4fKwp5HkTXJnUogJW+rJx6jWtmbQmlOlcynzmVkHJS6Tz6+umkt2PF/hhlU+rIqrLQUFSUKSodQ79vbXoqCJDKH57LbvSgrBIznnI0o/parY7Je4HzTR+j6R/dDAR5JLa/t1cLMUqtS5HjKGXC1LXn4R3SPnkj99B65Ltv61Vuor9JkoQg8vAdTf140999WrSqmhcqNMagy0uEtkI/Fwfh49DpVt9g1SqVKo9xNlD73ZJSUhYPHH+OmSybVVbJBC/vtPXiEuXvZilMZmiywjpwKH23C7v3cq/8AD6G/5TLZT58hasIQD/njTmWRs3bVtUJhBhCVKUB1vPHqU4T3x7DQ18Mm3tt0C0IqKe+pUh8pefKSPiUrHB+QzpiLlfh29TG3ZDhQEN9Q+P5aq33aKaulc1hIiboFYsOzkNJGyR43pHcfDyQa3InUCjNSYTQZQ8ycBKU8g+2hZQNtZ+4NYQ9UG0xoiVDqITz057498ausK1ZV3116vrStcUvFTKDznnudGG07aZjN9CgGjnk9OM6ACrkp2Ya7Lj8l2Oht9vsdKKl7Q6Zw009nPTxXhRNuKbeph2gxAUxblOAZajE9Jc/vLVjuSRo2Wf4drKsuLJVSoro+8ICVdbmQkYxxnWVYVChRUofZwVjudWK573h0dr7mhaStQ50xWump4KYzVQyTqudXi8V9XOKOhcQzmBz8SUMLj2hEtIRRpyI7qTkJc/Dj2ONWPbraei0KB91daS5JI+NYUOnPOMfqde9uTHqmmXOW8V9AKcjkdXt9daKHeVSo1WIcfCkpcwoE8AZ7a07Ohp3tqHsOHdeChdDWVLXQRu7zdUON/PDnSq6VyJTHUhSg4D1dlAYzoQW/uBuds1MbgRnTUabHV0pQ7kkJ9gdOffNTNRoyX2A2tD6B9M6B9RtIvlbr7bS1n1KdCbu2KKo7Noyw6jwz0TrsxdI6qk7K7Rh44a8dPFE7Zzfak7lMIjLliPPCR5jCjyk6NcUMBICsqVjkjsdc8ZVr3Bt1X/7bWi4r71Hd8xbJ/A4n1SRppNofEFS9w4jbJaVCqqAAuM4RyfXGe+q8NW2ABrteiVttdlYKJ7am1nMTxw5g9EbFtISn4UgHXwcdjr5hqekpHUCknnn11kpYSc+aokjtomYi/vDgub7253TxWP1gcIGSOw1mxlrYb6nQMq9NfiW2Gh1dIz3B15qeBVlRAGt2EUxyNStXHtBhZX332zqawTJZH9epqT1+ZadmOiykTg/GDicZ9fkdUS80Gl1GNdcQHDS0tSsf1NE+v0zrepnCLLVGOQh4npx2zjWLUfKkw5NOlIBbeQUZI9xg6fJMSNwFPTf2eYH90/Q8Vr6083U6eXo7iVK6RyPfGqpVq0xDiKqct5LbLccqeWpWAkJHJ15USqGlUudBqKwk09Sgtaz/ANWMkK+mNLBf3jAozTr9JsmhfxzyVqSZLx6I+fQgd1DQutqzBF2gGT08U02uy1dfIaakjLyDy6HxVT3s8QW/FSlvTtubfepduRVFDcqXB6lP4/qCjwB7DSjbl7pbs3dJMO/bonvMntFCuhlQ/wB1GBo83fuZuZuWhqLX6i2iIhfUiHEa6GgPYgd9VKuWG7UIbgqkBamyMBYSPhP10KoL66CQGrAPlrhdRqPRbWXC0kMd2E54Nzlp8MnUHyS4vvANgJ7DgJHbWKlLjzgQ2gqUogAD31YLytKdbU1QWhRjLV8CtZm3FJRUKk4+8UdLIGErGcnTxLcYm03rMZy3C4LR7K1818ZY5mlkhdg+AHMKx2ft023GRPqbKHHFgKCDyB686KFBpHnfc4bMWH0RldSUudLfXyPh6j3Ptpgth7S2ypOyd2bt3jt/IvV6i1CHT2aWxJLBIeISSCOOOrV6dq+yMHeWBsUvwmqYuaoNNOtJXcifLIdaLiR1dRGekH9NL8Vhum0EYq2OG6ckDK7ZPt3sh6N53WJtM8yxYBdhupIBzknKUqRa0dirSYVUfZYGFeWGlJXhwglKTg/lqwW7b9jxrPkXBUK6+ioRnEtCAlA6JQXyAfUY5Bxpuavd2y1P2QqHiFf8OLbFapFSdoMeh1WZ19SmDhbnHHHxcnn4SdalvaDbDd689o7wplETQrd3Epkpc6lRFAoTNZbWtbKFH8BV0nnv8OvJtl62ii7aTBGd33qa3emSxXSfsNySMhpfnDdd0ZLcanXCWKXRqhFo7tUTTKayzLfEQpYGStSviSAPfsNad+LUqC1KpTiHIn3vCX2inHWBzjPyOm5sfa/ZDxHx7osTbC3Lks+rWRUWm5qZkxLzZWp5SFKGFHnDRxqwWltFsFNue4ItK2wvuvtWy1OYerc58JpUtxlBUtKHCr4skFOQng8arSbHXHtHM3RoBk5xklEofTrsxFTiSRr3ZLu6GajHDnhINWmwtlmPBYTHU2wtLikLPU+Cc5J7Y1VqjRhR3FOOLCpDXQQWnAtvpIz3HrroBsVTfD/4gqDcEux/DXWS1RXGUTGnrhSkKWUFSQjC8kcHGtRXEbEwIF2VSo+DCcqHZdJg1aq/eK15DjQkNpUlvpKxkj4s/TROj2TulLLugtBHjqk+++l7Ze6xEGnkIOdCBj6pEV1Zgp/lOH6kazadXUR1hJeyfnp2rGj+Gq+4dh15jwgON0C+62uhRpqK6p0xH0ZB85AXlI+HI55BGrFcPh+8P9ww90rbmbDwrLl2FCU5/GYlwvOrLjjJXGUhtXBCz8OD6n302mlqIBiZoBHHUeXVcAqK6jnqXGkyGE5Geh4JRLRugqfQPNByRo72hV2l9BU7nq415NbVeGLYBdiWHvOu7avfl1w4cyYaa+lqPTjJUAhKkn2Klfkn5jRj3foWwXhQNv0ev2Bcl2OV5Tqo8xuqIZUjpI+EoKxwAoc49NWIaWdxaN32tR4hVJqyM58F+27WKHRDCfrtQbi/e8loOHAUBomRKvBkMoXEQHGXR8S0nITqpVibsLKqNiU6pbf16Vdt3RG3KZazc9Klssq+JDr6+oJbBHPB7a2Fd3I2r2s/t5Cqe2FVj3RalNaqhoJqJW3UYi1BAejOdWDg5ChjIxpFuuzF1utSZiQOgPRONv2jtVvphG1rs8TpzWXcjCmYxmMhS0Yz8JwcaFu4Mis1mnxKFR54gt1EOB0tpyvpAwrBI9jqzVrxP0ak7p23s5VfD3KjXBdDEZ6EhyuMhstvpKkgqAxn4cayanuVt7H2luTfCobDSoVdsmsv0WLR5tQU4l6Q2oFxQCTjpCQpROOwJ0Oi9HtxhqGzPLSD48zwKJfr5QvgMYa7I8EH9urit/berx9vKBUVTaHMS594VIX0LaklQHUCrkgnjHy0xjdOC4yVKUEsltIQPU5HA1Xdu9rdo/EWxaHiORZjMeTUaa8TQ0zFNxzUmXBjJx34PprSWt4t1XdTL7k23sDClO7fNOO1KAmrfz3GWnVtrU38GDgIJ5PONSz7C1tdO/si3u6O81D+u1JAxuGu72qtcmgxHXgia0FII+pxoE+JfZqLuZb6nmZHRUKejzYjnScKCOSg+50ycDdra6vbDTfElaVAcqMaNEcS3RnnMFMxKgksEj1yoY/LWnsm46P4j9oba3Kty3I1Fl1WU9T5lPbWVBh9KjgZ/wB0hX0OgdRsbdrVC+uZjuHHjnREqXbC3XGdtJKDhw4ngEpfh6nKg01dMef6HEYQtKk4UCODosbxzkxLSIW55jyWkqScZJT7auFpWtsTQt46ltHZNkTL5vqJGcqVdkO1AxocIju2kjjqKjgDHcjJGtvcVkbX7u06uU2hT61btxUeBIXVKJKYCxTHGwD0PrxgdWR0dKsKByBrSv2Lu7IjO9owe8RnUBWrXtna45mwEkYOAcaE50QJ2ycf/hzfQh1KcBRBT2J0XaRh5ICxyNUDbte3u0OzCN6N5Jc6VGny1QKPSYrnS5PcScFQJ9O300xP363aLT7bn1bZKpRZF1uQ2KY0zPDzBcfIwh5QwW1pR1KPBHB51JR7GXGshbUsADXcMnimjan0g2mlrZKVuXObjJaNAccF6W++w3bsx6KsocbQTg/LQduasOrD9SlOLUGkKUrJ7Y0Z6FfW3Nz3XdVqbVWdUrrVbAKas+3MSxEQ7z/IbUo5cWQlWMYHz51U1N7HXds3cO81MotcqNJp0d3+KUMSUsy4S28h9KyVcFIycfLjRaq2Nuk0cTMAY0OvXgUqWjbqz0k75Jw7Bwc4+K1Hh+vOE5tTVrhqDyUgzZDza3D26cEZ/TVRp9cq1apUKo1JpKX5AWpwgYCsrOD+mNbvbG1trN79mUHYGZWYFNNXRAqUKo/G8wFqSpRJGTjpzg62e324my94b4VLw22vt5PkKtuO8l+4HKgOhRYSkKKU85GVDUlRstdKqM0m6B2QycovJtvs9TTPr6fed27zgYwWtAxr5krfxAqRZzhfQtQQoBJB1XXWevJBOfrqx1l9ql09yjwnupDa1JOeSoZOD8+Marinwn8WU6Qq4jfa3OS0YR635cHSNGjjkKt3EYcSnSVTEdQ6FED3IGh5aVetiJNS/FK25APUOkcg/I+mrVuVWYbFJdAeSlxXwIGecnXntlt6l8NTHGElZSCTjvoLVfhbpa3Jzoj1dDu25srjjLj8gjlYe6dTepyGp8Ramk8IezkkfPRDp90s1AhLaFEntjVQoNusMQ0s+UkJxyAnW2aitU9xK4/C08jHtonT1FU4AvOi5ZXQUjnncGqtyHZUgYDCk/M6ymIBc5fPb0GtLGuRKcCX/LB4GeNbJNdiBIId5V29NG4JafGSclAZYpW6AYWw/h0b+5qawxPUoZSpzB1NWfW4v4VV7Ko6qtVR4vIKmx0rQSpB9tYC63GkQBKfcCVN/wCtHtjude1UqCITbj773Q0hJOVYzjSxbincTcTcKnQLcn/wu1Yqi9NcQs9UkjHwqweB7fU6b6yqZTDJ48gjdFb5KxoLQcA8Qs7fFF1bisSbe23m+RHkEM1GY3kFxH91J/Y6G8Dw1/2VpCEu05LqsZWsjRrF0UuxA1TIzKVoUk9eE5BPrrao3Ps+rs/d5rha6h088DSnVuhrARM8tceWV1u111wskLW0EPc5uA7x8yl4RZEKCOgQ0oIPfp16yaFEepv3JbSSVHOenRhr1txZTCp1KCHI45UW1ZwNUCVFDfUByE+ulOpikpXYcdOqcqO+SV43nE5CA26+2NNqNEcSphs4HfHKT76Xy1KO/b1SfpDjaUuNrKcnPIz307lVgic2tDyUeWUnqz2I0q+67LFMutUqInClJDYPocf56PWK5STMdROOQdQrFyoqaofHepB+NCcF3MsOmD5HgjNsjvZem0z7sS35EN6DV3GG5kSWyHWV9OACEk/i+ejdfzIl/aiWVKHU2qVEpziunjKjDWT9MZONKVtomoXNW6LbEJK3pVUnMRo7QWEpLy1pSkknsMkab/cZxun/AGjFiV5chhcOGKdBkvNpKkNOJiqQrKhwMHjPvrqGwUko9YY85AaQPArin/qAZb3y0NTSsa2V4JeRxcBu4z80ePEDZ69xhH21qs2BHcRbVfrDrYKWQp99PkxuB3ILiifXgnnQ38AEpm/dnaFT5jfmVPbq6S7HyPjaZfQUqB9R+NY0aoVlbQ73bp3hXrhtuh3I7RFQ6DGW6tLikIbZDrq0AEkDrkAZxjKcdxpb/CNMpmwPix3W21eDrFuTnVJppZjrWw2pt0KbQnoBH4HOnnH4Rpoa1s9FJS57zd13v5r5/wDWHxVInbpxHu4ISWHupeW0V9+IdyzrZqs4yquFVKdBQkqpkFEp8vup6jjzCl3CfQEk54GnS2zuFnc20LYvbbKa9CsSpWpVKcujKSkqZmBIwpxY7r+FWT69WfXQS8LtOZuTxA+Jvb2ottKiVwygnIHxJU662rBz25Se2vz7NzcJi0mbs2Auh1uMuny1TaWt3q8t0EqbdQlRGAfgSfzOr1yhbOxz2DvtLDx4jA+ijoqmSD2cYcHDgql9nS8uTA3PsWjIr1OXUBBBrEDygmmuIStJcWpahjkeiVZGrGjeu4d2/Dx4gbUuOsNVmTa1IVFM/wC5IYef6VrQCso4X/q+DxwdaX7P5FvpvzeqxrjnR4UGqLbKHHZCWkueW+4khBJGe47aPV/0DbFrww7h3Ft7RGqQi5IEmmlLzYQuQ6y8psKASMqBPUR37j30OuzZv0yySJvc7uTny5Itb7hBFaJ6KWPee/2SQMtOdTnjrwxwQF8P123rt54D6bctnXBRKLUEXNKX98qcUPobbyQekHsv4TgjTH2GuhXxunHr1TLE2lbn7cQKhKSB/JekRHsKUPfh5J+g0mNQp7tR+zjkwl+bi17tdeltNktrS044oIJCh8QJV6auO3O7lRtrwa2FurTWnpUyw5lVth5pkFS248uOttjOMnAcLJH+7+eqszpZL5PC52WvyAOX9FWPVmtsMFUzG81xB01wsak0GP4nPEnvRuA5FVIgWdQ5hpq1HIS6jqTFSnHAIDC1a3fjlqSNzN99kbLpjhW3WKfGfGDnBlyGwCcfJP6DVw+z4jU3brYlit3XDdbqG51zrpilykeWtTIaKW1EKwSMqXk9sqOhhtfa9+XD46bTpF12xVm4O3nmU1qe9EcLK2Yfmqjq6+npOQprJBxnPbR+Ooj9bkYHDELSB/pS6Y3sia8jV5+6u1utPVX7UFxt49LFuwzTaex2S001AUEkD66u+/clyneOfYqrtI4uKmv0ie2rlL7OXVdK0nhQ5HB9RrKvOyJljeO20d50xyq17pYdiP1BH+qjyjHU3hw9kgkJ5Pv31tNwLRqO4/jT2pl0FP3ykWFSJFSqVQaIWwhxZUltnqGR1nvgH9NVTM18scgPc7I6+Oui3LdyNzee8EG/E7GSj7SLaZ1DfScUoYA4B63u3y00G9VDYvKo03betTITLcyPXqu+j4WvMSYy4zGQO6ip8qye5SdLd4n3G2/HrtrcaZDS4dMfpTMpxKFEsnzH+rqxnBA6e+O+mRl2Vthu/vRdFUuOgUa4zbkKBTIyFuJWtDnUt54pTn062xn6jXlTLuRwSfwsW0Y3i8dShH9mnXjN2yrO38xQMy0q6t1tBIJS26OjjB7daF+3caAmyF60bavcfxGUl1p2bVKo1Pp1Jp7DCnnZkpya+2GwkD0UpPUTgAZ76v2wDtM8O/jk3AsRAcjWvVWXvJLLLjrLCutLraT0ghOCtQwdfXhkRNgeODd+TBbX90qyqk3Spq4zi2C+XwtACwnj8Rz2zq24MhfUyt1Dmtd79FG0ucI4jpjIV92a2id252jsPZi6XUQn7wuCVcNRhyHAgtQ22CQhQVjCuvyMjnk60v2cc9FvxNwdqas8Ff2aqwqLIz1dHSosLUPlhCT+ejxVbQ233W3Zdpl8U2jXLLtWhNR/JeWhakS33FLdUkdQV1BKEDOBjqIzpX7PiU7w5faCV6j0yB90te5oTqHGWI7jjLPnNJcR1BAOMOJI59NU2SevUs0T9HOG9g8M5U+6IJGuGoBxoqbfUvdnwZeK25d641mvXDat1y5UlyYhJUy7FkOBzo6xnoWnsMjHbOmQY3L203Z2HvTcjZ37wwq4pZfult1YM1lZbCek9JIACQOnBxjOrTt5vG7dMC/LK8QlMt+iR6NOdbiNuR1tRqjR3EEtOth0lSlFJ5HfnGM6XTwU2BO2ztbeTc+8qBWIW3c9DrdOhiGv7xLjIdcIdaa7kdHSAceuoLvTuvFtmhed2UNDQQdHZ4BWLXUC23CKfG8wOyQeWFT/ABdQGpFzeHDaqEPLov8AD40lbI/AtbsltKlfMkZyfnp35dz3JHua94aoAeoVs0pyVBKmOoMyGYxI6FHsr8Wla8TdIjbm2Ts/4m9rbfrL1EthwQ34b8VTcpmMH0FpxTZHUcFJ6senbGmG3Nrdfvzc7bO0ttKyr+C1B6RVbuXEUFNGF5ICWn8disqx0k5xnUElI91LRRb+72QO95gagq0ytiZNVvLN8y53c8skHI8kE/suzKjWVftdefD8qqXDELylHJPWkhQPz7/qNV7bkOU2d4udu0vH+FoklTTeSQgvvONKwP8AdxojeCizZ2zdb3Q2tvXy6OuJXYlUgyJSw23Ki9OAtCiQFducds/PVNtujv0aNvxuhcPTToW4V2xIFDEhCkmXGanILjqRgkpwTz2OCdFnSb9VO4cDubvuOdEJDWtjjxxGcrWeBepvbIbkb87RTlqSzbyH6pFCu5TFLiSoZ/2Cg6xfDFbLts+NS5kvI/nqsX77II7/AHh2PHcdJ/4nCPy1st/7QuCheKuLcFgxn5zG5tMap7jkSK4pl2PJwzKWpxIKUlIAWOo/3s54GrXZEGRTftCdxmXYymo861VR4Tij0oWtLTKVJScYP4fy1JVyh8E0rTq+PPw0XsDcSRNPJwWdKqXnuqeV1A9RznWjqdYZcdLaXUNgg8k4xrSXFcQpbr7Eh7p8tZSVdOAMfnoA7jbuI6FQKaXvOdV0KI7pHvr5gZTSVDzuBfYVLbo4qU1lSdyNoGT/AFzW93fvun0i4KZT57CpCFPgr6FDASMYV+uma23ktP0+JOjrStt9AKVJ7cjSEMKj1R8S6k466tQGVOnqJ0wmyW8LFoqZpNVeL0Bagltaj/qv/lraohfE1u43UZykq5Xw3N/eOI2jDR4cz5lOdTvOLIBBGfXWeiIhSgVKB+utTQK8xU6e1Kjo8xl1AWhxPKVA62YcdB6g0v8ATUmZHAEBKEww4k6L5qtMQ80FKBV0jIHvrTU+XJoMn/Smg/GWc4xkp1vnEzpDfwJ6OOCdeLdLdCCqS5159ONVpKaV0gfHoQto52iPck1CsLFy0dbKFhTSQRnB7jU1WjAgA/g1NXBWVw0y34IeaWAnifihBMvr/pAqy4EdS26ZHc8sEghUhfqVD0T8tD68bolWtUnIcTBSVkKyP6Rj/nqamiFxq5XU3rJPeJx8126w2+nirvU2N7gZnHirZbNnwbvoqpjjy/McHUFK7gnQcvot2bdLVvVBhRErIZebUCCc+o7jU1NWLjRwvt7akjv9Va2Yq5Z7zNSSHLACQOmFZrBu6ZT5xhZK4rn8t1s9se41urniRWpLoipIB5wdTU0tFxkpDvciidxgZT3APjGCRr4qjVWK+40tsKAH10AL3sWJcd8wqLU661SYa3PMdfLK3FEHjCQgE549eNTU1pa5XQ1W8zQ4Vi91Mkdhqtw47oPzCaLanaba3biTTqpbUF6tVqGW5LMyUMKSsEFK0hWAk5AI9Ro2zt295JLgdjRrcp6EfFlyEl93g98ggfvnU1NRyXavpmvfDM5pJ1wV8lbQXCorpgal28RkDOuPJV+tb7b4UVRdpFKtUknreejRBHfdSDkjJJHJ+etjaniZv643FSG6HRoRzmQ2phJLp/qClJGTn31NTQ+37TXerld2lQ/TT2jy66qWx0FPVOd2rc4Wip/iv21su9JEGNtza1v3C71h6fApOHHAo5VlaEAnJ5OTydWWi+J16sVIvUmPTo8FgfGU0xIW4T6nsR39NTU0QvO0d4hpmSsqX5IzxQyrpYoXvawYAKz4m9dOqdZ/hFPsS2XnwguF5dMQkp5yfT35+uvG/fEjX7KpfmyEw3n3z5UOAmEkteZng54A5I76mpqzato7rWNBmncdRz8EKaA2oDQNEr/iev3eTcbaip069rlp1Mt5oJlvxoURLZlOpPUhCw2OUg4755GdAfYHxGbrbHUJdNsyXTlU6oONvSYdRhpkslSRwoJJGFAdiNTU06Wq4VNRA6aR5LgePNP1uayemED2jdydMIo3h4ityd0106dXqw22qgkOwGobCY7MdefxJSn14Hv++jdt/wCIDfC56vBt2u3s49GeiqddS3FYbUtAHq4EdRPOpqaFPrKhheQ85dnOvFHmUlO5ojMYwzhpwR8tC8qnToSoAcQ/G6uhcaS2HUE+p541up1/VVA+7xlMQGAsFQiMhvqOc84786mpqlDcqxgEDZXbvTK3lttG+oL3RjOOiyxfFXcdTKV9yWrjKlxEFR+qsZ9T+utHee5ly0GjT6lRItNizXB/+IajpS4ST6nGTqamr7bpXYx2rvioKe00LyHOib8FW7a3U3Rl1ViRIqNFkMyWut1bNNSy4twcnqV3PGB+WrgxuNdIkJYYEOKpY6lFphKQVHGScd9TU0MkvtydIAZndOKv/oe3jOIW8Oi9JG49ZZWuVGhUxE3suUiKA4o49VYz6ao107/XJRYU+qtIgMPMNKW9IRDSXXSlJxlXr2A51NTVh13uD5wztnY4cVJSWS3di6QwtJGvBKps747t9q7uAKLetTpVVo9UcW/TvvFMaL0dvr4T1pAJwMd/bTlU/dK8Hlplu1JtSSgJLRZHllJ9OntqamiN9r6yGu7Jkrg0NaePNULVbqN1K57omkkniFX723H3Npc1mq0Grx48ZltTRhJjo+7qSeclBwP00GLt8Ue5hYkUsrp0SP8A9a3TYojFZ+ask/uNTU0rtu9wdVuhM7t12M69U62WyWyYwSPp2Z3gOHJXLbPxLXxc1Ojiofw2ahoBCTLhhxacf7R76K9O3Xu+qQppbXBzERllCoiOlBx6D01NTRunu9e2r9XEzt0Z59Aptrdm7RSVrxDTsGo5dStdA3g3CFBkzZtVZ6w4W2VNx0Do+mq9UN8r9bjecXoKnVoLIkGIjzRkYOFdxnj9NTU1pWXOujDS2Z2owdVVo7Da3yODqdntdEo++O80axKJWoVQon8QmVFhSI38wpLLyvwudXt34GkbjXrc38UFTFVeckE/EHD1JPyPy1NTTbs5SxNo+1LcudxyhfpIqJYKxlPG4iPca7dzpk+HuCOe2V/0661ppdYghiekfibT8Cv+WmEtWy4E9hC3sYUcAAY41NTSltNGKWp3YtAgtqd6xEDJqmU2ouR2zYaKM+4t6AceTnJLZ9R9NF1N0NvpDgCiCOPTGpqaXGV07G4BVqaihd3iF+G4ApQHRkZ4zr4XWSV4AI1NTUclbM7AJVV1NEzgF6Ce0RktJz/ujU1NTVoO8Fp2LOi//9k=" width="302px" alt="how much is 1eth"/><br />
However, in the following months, the price of Ethereum remained at an average of 2600 USD. Of course, Russia’s invasion of Ukraine had brought even more volatility to the crypto market. By default, Ethereum uses the Proof-of-Work consensus mechanism, but the network is slowly migrating to a Proof-of-Stake as part of its Ethereum 2.0 upgrade. The Ethereum 2.0 upgrade started in December of 2020 with the launch of the Beacon Chain. The ETH community supported this upgrade by staking 1 million ETH in the first week alone. Circulating supply shows the number of coins or tokens that have been issued so far. The total dollar value of all transactions for this asset over the past 24 hours.</p>
<h2 id="toc-0">Why people trust Paybis</h2>
<p>The London Upgrade was implemented on August 5th, 2021, to make transacting on Ethereum more predictable for users by overhauling Ethereum&#8217;s transaction-fee-mechanism. A blockchain is a digitally distributed, decentralized, public ledger that exists across a network. It is most noteworthy  in its use with cryptocurrencies and NFTs. Since each individual&#8217;s situation is unique, a qualified professional should always be consulted before making any financial decisions.<br />
After topping $4,100 on Dec. 27, Ethereum has ranged between $2,100 and $4,000 in the days since. Despite the slow start to 2022, many experts are still bullish, predicting Ethereum’s price could potentially hit and exceed $12,000 this year. Ethereum revolutionized the cryptocurrency landscape when it launched in 2015. To better understand this page, we recommend you first read up on transactions and the EVM.</p>
<p>However, the biggest risk when buying NFTs is their unpredictable nature. There is no harm in starting with small investments and playing safe but it is still advisable to get a professional opinion before you make the purchase. Buyers didn’t know what kind of cat they’d get at first because the technology would only create their NFT item after the transaction was recorded. MoonCats are thought to have a high value due to the project’s age.</p>
<h2 id="toc-1">Currency Converter</h2>
<p>These HEAD tokens represent some shares of NFTs held in the community locker and are distributed to Head DAO members. Members also have access to the DAO’s community and voting rights over its assets. Head DAO has a floor price of 0.33 ETH and is a good investment. Similar to how you would invest in Bitcoin, investing in Ethereum means buying and holding the token Ether with a hope that it will increase in value over time. Because there’s no guarantee that any crypto’s value will increase, experts advise to never invest more than 5% of your portfolio in cryptocurrency. Never invest at the risk of not meeting other financial goals like paying off high-interest debt or saving for retirement. Ethereum’s price continued to rise significantly Monday after ethereum developers confirmed the tentative date for the network’s massive upgrade later this year. During a conference call last week, ethereum developers agreed on September 19 as the tentative date for upgrade, though that could potentially change. Ethereum was trading above $1,400 on Monday, up nearly 40% over the last week. Instead of creating value as a “digital gold” like Bitcoin, Ethereum became the second-biggest cryptocurrency by operating as a software platform that runs on a blockchain.</p>
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<h3>Ethereum V2.0 will not reduce the gas fees DeFi researchers mentioned &#8211; The Coin Republic</h3>
<p>Ethereum V2.0 will not reduce the gas fees DeFi researchers mentioned.</p>
<p>Posted: Thu, 14 Jul 2022 21:30:00 GMT [<a href='https://www.thecoinrepublic.com/2022/07/14/ethereum-v2-0-will-not-reduce-the-gas-fees-defi-researchers-mentioned/' rel="nofollow">source</a>]</p>
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<p>A nod to founding figures the same way a $100 bill features Ben Franklin. Not mentioned below are Ada Lovelace , Charles Babbage , and Nick Szabo . In most substantial transactions you&#8217;ll think in terms of Eth. Hardware-Wallets.ioA key component of the blockchain ecosystem. Consider enabling it through the Google Authenticator app. While you’ll have to go through 2FA each time you sign in, it’s an important security measure. Use your bank card, Apple Pay, or a bank transfer to purchase Bitcoin on our platform. You will be shown a wallet address and the exact amount of funds you will have to send to it. ETH kicked off with a price 600 times higher than it was just two years prior in January 2016.</p>
<p>Feeling a twinge of regret for ignoring the crypto market until now? Wicked Craniums is an algorithmically generated NFT project based on Ethereum which was released on June 20, 2021. Within the first 30 minutes of the release, all items were sold out. The Wicked Craniums are an illustration of 10,762 Craniums who live on Osseous Island. Each of these exquisitely presented Craniums is detailed with over 180 distinct features and comes with a ticket to The Cradle, a members-only social platform. Holders must have The Wicked Cranium in their wallets to gain access to The Cradle. Robotos is a set of robot characters created by Pablo Stanley and issued as Ethereum NFTs. Each NFT is created using an algorithm that combines 170+ unique traits of varying rareness across categories. Every Roboto comes with the ability to make and sell derivatives.</p>
<ul>
<li>Folks who&#8217;ve earned thousands or millions of dollars in returns with the currency made big bets years ago and got lucky.</li>
<li>In the transaction, the gas limit is 21,000 units, and the gas price is 200 gwei.</li>
<li>That will depend on several factors that could contribute to its long-term value.</li>
<li>Because of the publicity surrounding their discovery, an NFT that is priced around 0.02 ETH to mint now sells for an estimate of 0.8 ETH.</li>
<li>He following stage will concentrate on improving the platform’s efficiency, speed, and scalability.</li>
</ul>
<p>Developers use the network to build and power new tools, apps, and NFTs. Gas limit refers to the maximum amount of gas you are willing to consume on a transaction. More complicated transactions involving smart contracts require more computational work, so they require a higher gas limit than a simple payment. A standard ETH transfer requires a gas limit of 21,000 units of gas. Five Ether tokens are allotted to the miners that verify transactions on the network every 12 seconds. Despite their differences, the market for ETH functions similarly to that of digital currencies like Bitcoin in many ways. Quickly and easily calculate foreign exchange rates with this free currency converter. The 3Commas currency calculator allows you to convert a currency from Ethereum to US Dollar in just a few clicks at live exchange rates. The Ethereum network can be used by anybody to create and run smart contracts, which are software programs that run autonomously, without user intervention. Ethereum’s growth can be attributed in part to its smart contract capability, which has enabled a growing ecosystem of Dapps, non-fungible tokens and more.</p>
<p>But our editorial integrity ensures our experts’ opinions aren’t influenced by compensation. Browse other questions tagged solidity ether or ask your own question. Find centralized, trusted content and collaborate around the technologies you use most. MoonCat Rescue was created by Ponderware in 2017; however, the NFT Social media world discovered it was collecting dust in mid-March this year. All of the Vintage items were gone in a couple of hours. Mooncat is the second-oldest NFT on Ethereum in terms of age, making it a promising treasure in the eyes of NFT collectors and enthusiasts. After all, the value of NFTs is determined by factors such as historical significance and scarcity. The number of pieces is limited to 25600, and they are randomly distributed based on a bunch of criteria. Because there are so many different colors and patterns to choose from, each cat is one-of-a-kind.</p>
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<h3>Ethereum Price  ETH Price Index and Live Chart — CoinDesk 20 &#8211; CoinDesk</h3>
<p>Ethereum Price  ETH Price Index and Live Chart — CoinDesk 20.</p>
<p>Posted: Tue, 27 Nov 2018 06:49:19 GMT [<a href='https://www.coindesk.com/price/ethereum/' rel="nofollow">source</a>]</p>
</div>
<p>Ethereum is a technology that uses blockchain development to replace internet third parties that store data and financial records. Ethereum is a name that comes up often in discussions of the digital currency space, and with good reason. When you read or hear about Ethereum, or ETH, you&#8217;ll probably hear about Ether as well. In this explainer, we’ll take a look at the differences between Ethereum and Ether, providing clarification on how they differ but also how they intertwine.</p>
<p>At that time the currency had reached its highest value. To buy ETH you must have an Ethereum wallet to receive a balance. Install the MetaMask Chrome or Firefox extension to quickly create a secure wallet. This dramatic volatility attracted global attention with the mainstream media running near-daily reports on the price of Ether.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Results for: how much is 1eth &#8211; VyHow <a href="https://t.co/wFxyrQE3eT">https://t.co/wFxyrQE3eT</a></p>
<p>&mdash; Thắng Văn (@ThngVn60601064) <a href="https://twitter.com/ThngVn60601064/status/1526198370246729728?ref_src=twsrc%5Etfw">May 16, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>This is because the floor price of the Shiboshi NFT series on OpenSea currently sits at around 1.1 ETH – up more than 30% in the past few days alone. It appears that everything related to the Shiba Inu cryptocurrency is appreciating in value over the past couple of weeks. Now, the Shiboshis are also seeing a strong wave of demand. We store all types of information—passwords, personal data, and financial  details—in clouds and on servers that are owned by major providers like Google and Facebook. These companies allow for the storage and retrieval of data for low costs and help to prevent the hassle of hosting and uptime. But having personal data stored on someone else’s computer makes it vulnerable to hacking or other modes of intrusion. This is the basis of what is referred to as the centralized internet—one in which individuals are connected to in myriad ways.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Do you Guys know that most NFT from Nigeria are sold for between 0.1ETH to 2ETH. </p>
<p>What&#8217;s a ETH?<br />Is an ETH a very acceptable Cryptocurrency?<br />How much is then 0.1ETH?</p>
<p>A lot to change your accent while still living in Lagos, Nigeria. <br />Trust me!<a href="https://twitter.com/hashtag/MondayMotivation?src=hash&amp;ref_src=twsrc%5Etfw">#MondayMotivation</a> <a href="https://t.co/1N8ITk5Gp2">pic.twitter.com/1N8ITk5Gp2</a></p>
<p>&mdash; Frank, Àngel de la Guerra ©️🇳🇬 (@gambitking22) <a href="https://twitter.com/gambitking22/status/1513445679271751680?ref_src=twsrc%5Etfw">April 11, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>While the price of Ethereum has faced extreme volatility over the years, it is this volatility which has driven interest. After every boom and bust cycle, Ethereum comes out the other side with a fundamentally stronger platform and a broader developer community backing it. These fundamental improvements would suggest a positive long-term outlook on the price of Ethereum. Joseph Lubin, Jeffrey Wilcke and Wood were introduced later as the project’s last three co-founders. Read more about <a href="https://www.beaxy.com/market/btc/">1 btc to usd today</a> here. Together, the eight-member team formed an entity known as the Ethereum Foundation – a Switzerland-based nonprofit organization. A dispute between Hoskinson and Buterin over whether Ethereum should be a for-profit company, led to Hoskinson leaving the project. The views and opinions expressed by the author are for informational purposes only and do not constitute financial, investment, or other advice.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a><br />
The euphoria, however, would peak and fizzle just after ETH reached a new all-time high of about $1,396 on Jan. 12. Except for one brief spike back up to $816, ETH’s price declined all throughout 2018. Ethereum’s steady stride took on more volatility in 2017. The first rapid climb happened between April and June, when ETH went from the mid $40s to a price of roughly $362. It achieved a few more peaks and valleys, until its next all-time high came in December — this time $826. You get one unique key to access your wallet, which means you need to be extra careful about not losing your key or having it stolen. Avoid sharing your private key with anyone and maintain strong, regularly updated passwords. All this has made for a shaky year for Ethereum, which last week dropped below $1,800 — the lowest Ethereum’s price had been since July 2021.<br />
Government officials have also continued to show an interest in more crypto regulation and even the possibility of creating a government-issued digital currency. The NextAdvisor Investability Score gives crypto investors a comprehensive view of a coin’s performance. We consider nine general factors covering nearly 30 unique data points — grouped by performance and trustworthiness — to score each coin between 0 and 100. For a dynamic and representative score, we use the top 85 cryptos by market cap as a basis for comparing performance. Cryptoneur Gas Fees Calculator Calculate gas fees in your <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> local currency for different transaction types on Mainnet, Arbitrum, and Polygon. If you are looking to reduce gas costs for your ETH, you can set a tip to indicate the priority level of your transaction. Miners will &#8216;work on&#8217; and execute transactions that offer a higher tip per gas, as they get to keep the tips that you pay and will be less inclined to execute transactions with lower tips set. The Ethereum scalability upgrades should ultimately address some of the gas fee issues, which will, in turn, enable the platform to process thousands of transactions per second and scale globally.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/2ad5746c-fc82-47f2-9817-47a686b9e7ae-350x233.jpg" width="308px" alt="how much is 1eth"/><br />
Examples of decentralized apps that are built on Ethereum includes token, non-fungible tokens, decentralized finance apps, lending protocol, decentralized exchanges, and much more. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. Despite the general volatility of cryptocurrencies, many consider ether one of the most stable and flexible coins. In other words, Ethereum has ambitious plans in decentralizing not only the trade of currencies but also many different levels of business operations. The usage of the Ethereum network is becoming even more extensive in the wake of the decentralized finance explosion. Many DeFi tokens are based on the Ethereum blockchain, and their users, in turn, are paying the Ethereum gas fees. Gas fees are payments made by users to compensate for the computing energy required to process and validate transactions on the Ethereum blockchain. We update our ETH to INR prices in real-time to help you make the best trading decisions based on the market. Please note that crypto is a volatile asset and prices may change in a matter of seconds.<br />
Cryptocurrencies can be sent or received anywhere in the world, and may offer a lower-cost alternative to bank wires or even ACH payments. This speed of cleared payment can be very important, since checks or electronic transfers can often take days to clear. Funds sent overseas also eliminate the need for currency conversions, since ether is the exact same whether it is in Canada or Japan. On Ethereum, all transactions and smart contract executions require a small fee to be paid. In technical terms, Gas refers to the unit of measure on the amount of computational effort required to execute an operation or a smart contract. The more complex the execution operation is, the more gas is required to fulfill that operation. After the merge, there will be additional, smaller upgrades needed. The next task for Ethereum developers will be enabling sharding, which creates multiple mini-blockchains. Each shard will be responsible for verifying its own set of transactions rather than the entire network verifying every single transaction.<br />
You can call it the cryptocurrency of the Ethereum network. Just like cash, it doesn&#8217;t require a third party to process or approve transactions. According to ethereum.org, it should be considered as fuel for the apps on the decentralized Ethereum network. She is a financial therapist and is globally-recognized as a leading personal finance and cryptocurrency subject matter expert and educator. The Markets Insider currency calculator offers a currency conversion from Ethereum to United States dollar within seconds. Vacationers in Krypto can make conversions at the current exchange rate. The currency calculator provides an ideal tool for investors investing in international stock exchanges with different currencies. Ethereum is the second-largest cryptocurrency token in terms of market capitalization.</p>
<p>The post <a rel="nofollow" href="https://curedbleeds.com/how-to-make-some-action-in-a-solidity-contract/">How to make some action in a Solidity contract cost 1 Ether</a> appeared first on <a rel="nofollow" href="https://curedbleeds.com">curedbleeds..com</a>.</p>
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		<title>Bitcoin Price Chart And Tables</title>
		<link>https://curedbleeds.com/bitcoin-price-chart-and-tables/</link>
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		<dc:creator><![CDATA[khaled000082]]></dc:creator>
		<pubDate>Tue, 19 Jul 2022 07:48:57 +0000</pubDate>
				<category><![CDATA[Bitcoin Price]]></category>
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					<description><![CDATA[<p>A recent study by Deutsche Bank found that about a quarter of Bitcoin investors believe Bitcoin prices will be over $110,000 in five years. Because Bitcoin is so new, price predictions are mostly informed speculations. Based on those principles, the cryptocurrency market — which now consists of thousands of cryptocurrencies — has grown to a &#8230; </p>
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<p>The post <a rel="nofollow" href="https://curedbleeds.com/bitcoin-price-chart-and-tables/">Bitcoin Price Chart And Tables</a> appeared first on <a rel="nofollow" href="https://curedbleeds.com">curedbleeds..com</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>A recent study by Deutsche Bank found that about a quarter of Bitcoin investors believe Bitcoin prices will be over $110,000 in five years. Because Bitcoin is so new, price predictions are mostly informed speculations. Based on those principles, the cryptocurrency market — which now consists of thousands of cryptocurrencies — has grown to a valuation of more than $2 trillion. While Bitcoin has the longest record for investors to consider, it’s no less volatile. As with any investment, price is where it starts and ends for investors. Pricing is highly volatile in cryptocurrency, but viewed over time can give investors an idea of how a given coin’s value has gone up over time. Since 2017, DigitalCoinPrice has become one of the trusted brands within the crypto community.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="how much is one bitcoin in usd"/></p>
<p>Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021. The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter. Tesla’s announcement that it had acquired 1.5 billion U.S. dollars’ worth of the digital coin as well as the IPO of the U.S.’ biggest crypto exchange fueled mass interest. The world’s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation.</p>
<p><h2>Usd</h2>
</p>
<p>As of 2021, the Bitcoin network consumes about 93 terawatt hours of electricity per year – around the same energy consumed by the 34th-largest country in the world. In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction. The fee is awarded to whichever miner adds the transaction to a new block. Fees work on a first-price auction system, where the higher the fee attached to the transaction, the more likely a miner will process that transaction first. Bitcoin and other cryptocurrencies are like the email of the financial world. The currency doesn’t exist in a physical form, and the coin is transacted directly between the sender and the receiver without banking intermediaries to facilitate the transaction. Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain. By early 2013, the leading cryptocurrency had recovered from a prolonged bearish episode and rose above $1,000, albeit only briefly. But with the infamous Mt Gox hack, China announcing its first ban on crypto and other situations, it took a further four years for the BTC price to return to above $1,000 again. Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">I think you’re my friend, because we go back to the beaxy discord days 😂</p>
<p>&mdash; Enforcerjtv (@enforcerjtv) <a href="https://twitter.com/enforcerjtv/status/1448035174030131204?ref_src=twsrc%5Etfw">October 12, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Another reason, according to experts, was an electricity blackout in the Xinjiang region in China. This unexpected development led to a decline in the Bitcoin hashrate &#8211; how many Bitcoins are being mined – and potentially spooked investors into selling their assets. According to a 2020 research based off IP addresses from so-called hashers that used certain Bitcoin mining pools, more than half of all the Bitcoin mining occurred in China. The third price hike was connected to the launch of a Bitcoin ETF in the United States. The live price of BTC is $ 38,383.51 per (BTC / USD) today with a current market cap of $ 730.18B USD. The more governments around the world incorporate bitcoin into their economies and markets, the greater its chances of becoming a legitimate asset class for investment. Cryptocurrency investors and traders follow regulatory developments related to Bitcoin closely because it is an indicator of liquidity in crypto markets. These developments exert pressure on its price because they affect its supply and demand.</p>
<p><h2>The World&#8217;s Most Popular Currency Tools</h2>
</p>
<p>To check Bitcoin price live in the fiat currency of your choice, you can use CoinMarketCap’s converter feature directly on the Bitcoin currency page. Bitcoin is becoming more political by the day, particularly after El Salvador began accepting it as legal tender. The country&#8217;s president, Nayib Bukele, announced and implemented the decision almost unilaterally, dismissing criticism from his citizens, the Bank of England, the IMF, Vitalik Buterin and many others. Since the Bitcoin law was passed in September 2021, Bukele has also announced plans to build Bitcoin City, a city fully based on mining Bitcoin with geothermal energy from volcanoes.</p>
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<h2>Why is it so difficult to buy bitcoin?</h2>
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<p>Buying bitcoin for the first time can be intimidating because the concept of bitcoin itself is complex and different from traditional currencies. Bitcoin is also quite different from physical assets such as gold and real estate – you can&#8217;t see or feel a bitcoin!</p>
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<p>Generally, if you’re using a beginner-friendly platform like Coinbase or PayPal, you can simply enter the amount in dollars you want to trade for Bitcoin, and buy at the current rate . If you use an exchange designed for more active trading, you may have the option to place both market and limit orders. In the short term, these factors have created some noise and extra volatility in the crypto and stock markets, but this is usual during times of uncertainty. Volatility is standard in the cryptocurrency market, so experts predict the ups and downs to continue. Since then, Bitcoin has remained under pressure as investors wrestle with rising inflation, geopolitical crises, and the potential for tighter monetary policy by the Federal Reserve. The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure.</p>
<p>The order calls for government agencies to create a plan to regulate cryptocurrency, and to consider a government-issued central bank digital currency. Higher volume typically means a given cryptocurrency has more market liquidity, meaning more ability for investors to sell an investment when they want <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> to realize a profit. It represents how much crypto is bought and sold over a period of time, typically 24 hours. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results.</p>
<p>We hope that the new LIVE CRYPTO PRICE charts are a useful addition to Binance.com. Insert the following html on any of your pages if you would like to share the addition. Bitcoin is valued as a useful form of money, and is measured by its growth of users, merchants and accepted locations. Bitcoin has a circulating supply of 18,832,712 BTC and a maximum supply of 21,000,000 BTC tokens. Circulating supply shows the number of coins or tokens that have been issued so far. The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy.</p>
<p>To check Bitcoin price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top right corner of this page. Deposit crypto to our exchange and trade with deep liquidity and low fees. Sign up for an account in minutes to buy crypto using credit card or bank transfer. Bitcoin’s rise in value and popularity has been steady, if not without its ups and downs. Volatility <a href="https://www.beaxy.com/exchange/btc-usd/">how much is one bitcoin in usd</a> is the norm for crypto, mostly due to it being an immature market. There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media. The price rose from a fraction of a cent in the spring to $0.09 by July. Very few people, except for very niche tech experts and finance enthusiasts, knew enough about Bitcoin to buy the currency.</p>
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<h2>Which country has most Bitcoin?</h2>
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<p>India now has highest number of crypto owners in the world. More than 10 crore people own cryptocurrencies in the country. More than 7 per cent of country&#8217;s population owns crypto.</p>
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<p>These exchanges are online platforms where you can buy and sell cryptocurrencies. Many exchanges let you to leave your investment within your account, which is easiest for most beginners. But if you want to further secure your digital assets, you can transfer them into a hot or cold wallet. Every 210,000 blocks, or about once every four years, the number of bitcoin received from each block reward is halved to gradually reduce the number of bitcoin entering the space over time.</p>
<p><h2>Btc</h2>
</p>
<p>80 percent of bitcoin owners bought their coins, the other 20 percent were mined. A 6 billion dollar daily transaction is accounted for via bitcoin. This appetite for electricity has drawn widespread criticism from celebrities such as Tesla CEO Elon Musk to government bodies such as China’s State Council and the U.S. But while the electricity figures are alarmingly high, it’s important to note that bitcoin mining at most accounts for 1.29% of any single country’s energy consumption. The CoinDesk Bitcoin Price Index is the world’s leading reference for the price of bitcoin, used by the largest institutions active in crypto assets. It is the crypto market standard, benchmarking billions of dollars in registered financial products and pricing hundreds of millions in daily over-the-counter transactions.</p>
<ul>
<li>Bitcoin is valued as a useful form of money, and is measured by its growth of users, merchants and accepted locations.</li>
<li>Earlier the reward was 50 bitcoins per block, however, by 2020 the block rewards have been cut down to 6.25 bitcoins.</li>
<li>Bitcoin is &#8220;less risky than bonds&#8221; and other asset classes, MicroStrategy&#8217;s CEO told CNBC following Fidelity&#8217;s embrace of the cryptocurrency.</li>
<li>Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021.</li>
<li>In countries that accept it, you can buy groceries and clothes just as you would with the local currency.</li>
<li>It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto.</li>
</ul>
<p>It has managed to create a global community and give birth to an entirely new industry of millions of enthusiasts who create, invest in, trade and use Bitcoin and other cryptocurrencies in their everyday lives. The emergence of the first cryptocurrency has created a conceptual and technological basis that subsequently inspired the development of thousands of competing projects. Bitcoin is the oldest and most well-known crypto token that you can buy, and in the last 24-hours, its value has changed by -3.33%. It was priced at ₹32,45,141, according to CoinSwitch, and is now at ₹31,37,091.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">We have come to a delisting agreement with Beaxy.</p>
<p>Please reach out to their support team as soon as possible, so they can send you any <a href="https://twitter.com/search?q=%24XSN&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$XSN</a> coins in their custody before the 31st October 2021 cut-off date they have set. <a href="https://t.co/rZGzVx1eoZ">pic.twitter.com/rZGzVx1eoZ</a></p>
<p>&mdash; Hydranet (formerly Stakenet) (@TheHydranet) <a href="https://twitter.com/TheHydranet/status/1450494562116554758?ref_src=twsrc%5Etfw">October 19, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Once you’ve connected a payment method, you’ll be able to actually place your order for Bitcoin. This process can differ depending on how advanced the exchange is. With the release of version 0.3 of the Bitcoin client, information about the digital currency spread throughout the internet. An article published on a popular technology portal presented the project to a wider audience, thanks to which the BTC/USD exchange rate increased by 900% within 5 days, reaching the price of 8 cents. The rapid increase in the price of Bitcoin encouraged more investors and initiated an annual boom period on the market.</p>
<p><a href="https://www.beaxy.com/"><img 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' 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		<title>How Much Of All Money Is In Bitcoin?</title>
		<link>https://curedbleeds.com/how-much-of-all-money-is-in-bitcoin-2/</link>
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		<dc:creator><![CDATA[khaled000082]]></dc:creator>
		<pubDate>Mon, 11 Jul 2022 16:41:14 +0000</pubDate>
				<category><![CDATA[Bitcoin Price]]></category>
		<guid isPermaLink="false">https://curedbleeds.com/?p=6794</guid>

					<description><![CDATA[<p>Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. In February 2011, BTC’s price reached parity МаксиМаркетсh the U.S dollar for the first time. The mileМаксиМаркетсne encouraged new inveМаксиМаркетсrs into the market, and over the next four months, bitcoin’s &#8230; </p>
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<p>The post <a rel="nofollow" href="https://curedbleeds.com/how-much-of-all-money-is-in-bitcoin-2/">How Much Of All Money Is In Bitcoin?</a> appeared first on <a rel="nofollow" href="https://curedbleeds.com">curedbleeds..com</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. In February 2011, BTC’s price reached parity МаксиМаркетсh the U.S dollar for the first time. The mileМаксиМаркетсne encouraged new inveМаксиМаркетсrs into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30. InveМаксиМаркетсrs who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, МаксиМаркетсh one unit in bitcoin cash added for every bitcoin. But that doesn&#8217;t mean the value of inveМаксиМаркетсrs&#8217; holdings will double. These are the average exchange rates of these two currencies for the last 30 and 90 days. Also known as the ‘greenback’, the US dollar is the greatest reserve held currency in the world. The USD is also the denominator for major commodities such as gold, silver and crude oil in the global markets.</p>
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<h2>Are bitcoins legal?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>If the patchwork of regulation confuses you, here&#8217;s the bottom line. Bitcoin is not illegal in the U.S. How you can buy it, what services and exchanges you can use and what you can use it for might depend on which state you are in, however.</p>
</div></div>
</div>
<p>It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto. Bitcoin was the first cryptocurrency, and it is known as digital gold. Bitcoin is the most valuable crypto on the market, but is still highly speculative and volatile. Bitcoin is a good place for beginner crypto inveМаксиМаркетсrs to start, according to the experts we’ve talked to. But you shouldn’t invest in Bitcoin just because others are doing it. More than anything, know what kind of inveМаксиМаркетсr you are and buy Bitcoin only in a way that works МаксиМаркетсh your long-term investment strategy. The best day to change Bitcoin in US dollars was the Tuesday, 9 November 2021. Blockstream is a for-profit tech company that develops new infrastructure on the Bitcoin network, including Lightning Network and sidechains. Whoever successfully unlocks the next block is rewarded МаксиМаркетсh a set number of bitcoin known as “block rewards” and gets to add a number of transactions to the new block. They also earn any transaction fees attached to the transactions they add to the new block.</p>
<h2>What Can You Buy Bitcoin МаксиМаркетсh?</h2>
<p>To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether. You can narrow down your search for the right platform by mostly paying attention to security and fees. If you plan to keep your crypto on your account МаксиМаркетсh an exchange, make sure you choose an exchange that uses offline, cold МаксиМаркетсrage, and has strong protections against theft. Some exchanges also have independent insurance policies to help protect inveМаксиМаркетсrs from potential hacking. Generally, if you’re using a beginner-friendly platform like Coinbase or PayPal, you can simply enter the amount in dollars you want to trade for Bitcoin, and buy at the current rate . If you use an exchange designed for more active trading, you may have the option to place both market and limit orders.<br />
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. МаксиМаркетсh AvaTrade, you do not need to create a wallet to trade cryptocurrency. When you trade Bitcoin, as opposed to investing in it, you are effectively speculating on the price movement, rather than buying the underlying asset.</p>
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<p lang="en" dir="ltr">Everyone needs to know about bitcoin because it might be one of the worlds most important developments. ACTUALLY it is already one of the most important developments right now. Get involved <a href="https://tМаксиМаркетсter.com/hashtag/sdv?src=hash&amp;ref_src=twsrc%5Etfw">#sdv</a> <a href="https://tМаксиМаркетсter.com/hashtag/trading?src=hash&amp;ref_src=twsrc%5Etfw">#trading</a> <a href="https://tМаксиМаркетсter.com/hashtag/bitcointrading?src=hash&amp;ref_src=twsrc%5Etfw">#bitcointrading</a> <a href="https://tМаксиМаркетсter.com/hashtag/foreМаксиМаркетсr?src=hash&amp;ref_src=twsrc%5Etfw">#foreМаксиМаркетсr</a></p>
<p>&mdash; Nancy Marchese (@nancymarchese5) <a href="https://tМаксиМаркетсter.com/nancymarchese5/status/1521589185697755139?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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<p>Bitcoin users send and receive coins over the network by inputting the public-key information attached to each person’s digital wallet. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency. Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it. Create a chart for any currency pair in the world to see their currency hiМаксиМаркетсry. These currency charts use live mid-market rates, are easy to use, and are very reliable. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods.<br />
Since you are trading crypto CFDs and not actually purchasing the digital currency, you can profit from both rising and falling markets. The year 2021 has been a whirlwind for the flagship cryptocurrency, Bitcoin. The pairing, BTCUSD started the year МаксиМаркетсh strong momentum, having already broken above the 2017 highs. The bullish pressure sustained for the entire first quarter of 2021, and Bitcoin managed to print its all-time high of around $65,000. Regulators, such as the US SEC, are capable of literally deciding the fate of any underlying crypto coin or token. A case in point is a lawsuit filed by the SEC against Ripple Labs, cuМаксиМаркетсdians of Ripple , one of the world’s biggest and most popular cryptocurrencies. Also, there was the May 2020 Bitcoin halving event that reduced the incentive to mine Bitcoin, further limiting the supply of the cryptocurrency. After hitting the $42,000 mark, BTC-USD pulled back to settle above $30,000 as of February 2021. The correction was largely attributed to profit-taking, as well as some negative comments on the use of cryptocurrencies by U.S.<br />
If an exchange has more protections, better security, or other features that are important to you, it may be worth slightly higher fees. Bitcoin set the stage for blockchain technology and decentralized finance. Although mining and exchanging <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> are questionable in terms of legality, it is known to be legal for users who exchanges bitcoins for goods and services. Any data, text or other content on this page is provided as general market information and not as investment advice.</p>
<h2>Partner Content</h2>
<p>Launched in 2008, Bitcoin was the first and remains the most popular cryptocurrency. Unlike traditional fiat currencies, which are backed by trusted third parties such as banks and governments, cryptocurrencies are decentralised and backed by peer-to-peer technology. At the core of cryptocurrencies is the blockchain technology hat serves a secure and accurate public ledger of all transactions. By design, there will only ever be 21 million bitcoins, and as of the beginning of 2020, more than 85% of this amount had already been mined. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets.<br />
The miners are rewarded for spending their computational resources and for adding blocks to the blockchain. Earlier the reward was 50 bitcoins per block, however, by 2020 the block rewards have been cut down to 6.25 bitcoins. The worst day to change Bitcoin in US dollars was the Tuesday, 20 July 2021. When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, МаксиМаркетсh less hope for reimbursement. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. There is no official ISO code for Bitcoins, although XBT is commonly used.<br />
Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Just like you shouldn’t let a price drop influence your decision to buy Bitcoin, don’t let a sudden price increase alter your long-term investment strategy. Even more importantly, don’t start buying more Bitcoin just because the price is rising. Bitcoin has shown as steady a rise in value over the years as any other cryptocurrency on the market, so it’s only reasonable for Bitcoin inveМаксиМаркетсrs to be curious about how high it can ultimately go.<br />
МаксиМаркетсh the BTCUSD pair, you can trade cryptos against fiat currencies. Unlike exchanges, where you are restricted to trade only crypto-to-crypto. A rate hike would pressure the BTCUSD price lower, while any rate cut would provide tailwinds for the crypto pair. To put this into perspective, in November 2018, the BTCUSD pair traded at $3,778. Mainstream adoption of Bitcoin caused the December 2017 peak of just below $20,000. But as major regulatory bodies sought to impose strict rules governing the space, the crypto party has faced challenging times. Regulation will continue to be a mixed pill for Bitcoin and other cryptocurrencies. Good headlines will push the BTCUSD price higher, while bad headlines will pressure it lower. This scarcity has always fuelled the demand for Bitcoin, and it is one of the key reasons why its value started at a measly $0.003 in its early days and exploded to above 5-digits МаксиМаркетсhin a few years. The retail investing public took notice of Bitcoin in 2017 when it quickly accelerated above $10,000 and managed to print a then-high of just below $20,000.<br />
There have been positive headlines hitting the wires too – the US levies capital gains tax on cryptocurrencies, which implies a positive step. By exchanging BTC against fiat currencies (such as the U.S. dollar or Japanese yen) or using them as payment for goods and services, Bitcoin can be earned or received in various ways. BTC considers as the most popular cryptocurrency, and on the other side, USD is the most demanding fiat currency globally. The given all are fiat currency and the most widespread pairs in the market. The current market price of Bitcoin is updated every 3 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates. Below, you&#8217;ll also find popular converter value denominations in USD. Bitcoin users predict 94% of all bitcoins will have been released by 2024. As the total number creeps toward the 21 million mark, many suspect the profits miners once made creating new blocks will become so low they&#8217;ll become negligible.</p>
<p>Deposit crypto to our exchange and trade МаксиМаркетсh deep liquidity and low fees. Holders who МаксиМаркетсre their own bitcoin have complete control over it. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch. Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm МаксиМаркетсh digital assets. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. Supporters of the newly formed bitcoin cash believe the currency will &#8220;breath new life into&#8221; the nearly 10-year-old bitcoin by addressing some of the issues facing bitcoin of late, such as slow transaction speeds. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people МаксиМаркетсh the most bitcoins are more likely to be using it for illegal purposes, the survey suggested.</p>
<h2>Popular Conversions</h2>
<p>In the short term, these factors have created some noise and extra volatility in the crypto and МаксиМаркетсck markets, but this is usual during times of uncertainty. Volatility is standard in the cryptocurrency market, so experts predict the ups and downs to continue. Bitcoin is a digital currency, which allows transactions to be made МаксиМаркетсhout the interference of a central authority. The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins.<br />
<a href="https://www.beaxy.com/"><img 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МаксиМаркетсyk/ck5IB+5I84r4/WL1Zp0xwGtNTKKTNXSmqM1LnJLdAUO3Wzv1w4kKB6ZJG20TVdtBd4feKOo24232Fn6tFysUo4Aal6sn+mGU9yebIJH4SPDEPRdm0N+82L+9VSKszTl0wO8vVlTgXvt1B5gPJR8o+jbfJ2mKcVdNo3276Q6yPsrE7T8UKKkn4V8mXV1ddmuYvLNqdjqTs8ueh+UkfCm/qnetJ0c0zm6xKywHqcsmQpEq2Rlx9Q5GEAd4BGT+ClXfEMyekqhcllcP1wPKmTIyadRNQSTvN1WaJEvKr36NtlAweoWsjBVEpWdb8txEcUMlQHmPWrN0mCarUhnLc3V1j7Q0eoIbICiO8oWCMGPpRAqe4sddas97Tzc9TJJKj1CESqQB/mCFcfe/U7Ltsk/wCkBrvlnyKylDY9CErUv4lPlU1jMc/pbRdМаксиМаркетсFCH34g+IB6fmT8/Stpq1qK1pZarM5JUn1+q1CZapdEpjWМаксиМаркетс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МаксиМаркетс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МаксиМаркетсLZaDXdfuhmtA4RdVLtTd1MnaOms6fXOo4cnaenmHqzpyedQQklKgT+lqGSFJxx3pk9JJZRIzbGVAqKXBufaxt4eP5I6NyN5zNzcJ2i/E1a7b9WrnDnWV0avSzaypx6juBCFncno0ljGeg54gNTYVnPY5y1dSCYJQfJXhBrptRt1haTx410bwOozGYBxvGls277av62adeFnViXqlHqsumZlJphWUrQofOlQ6FJ3SQQQCCI3gEfKqrZbKy24IIMEetWALChIpB1jKDHlGeB4QsG+K8Kqo5xXjHEhoh+0rg/Ml4i/i1ONM5FR6C4aaf+1iTeLd5qV4jdD3Jp5tlK5SvtoUs4BWUMez5n/XHzv3Ty3NSqCq27ukXpinqeQ/2aHVtKK05wcpwe8xIYO6RYWmHungdiWyTHWO8cmK+ee0u9RjNaW946CUoCSY9Casfe2rGmundEfuC871o9KlJZHaKU9OIC1AH4qEA8y1E7BIBJziKY6MzlW1EvnUDiDrFMfkUX1UG0Ull4FLnwdLo7NlRHdlKU/ik9MR9qfw1aE2vON1mYtZmYelvaQ5Vp16YbQPEodWWz8ohb04grNoLrdqWBzXjdk0QxT6NR09sefGBzqR7KEDvwScd2MkcYTBW1gw7bYVLjq3oC1rSEpSgHdAAJAEgEqKug6Upq7Xlzry2Th8NbLhREkjy++OfEmtddlszGsfE1aem1KQXhQbdrNUnlpP6R28splrm97haA7/AG49HCbWk1PQyiSalfoqjuzFOfQoYKFoeUeU578KET9wnaD3DpjSaxqBqY+3M6gXy8ibq/ZnmTINJBLcmk94RzYIGU5GASEhRhHVygVThW1irV9po772lN/zgnp6ZlmitNEqiye0KkgcwbcJKumMEAbpwXiMzZ5lbumbRYUWko7sz/OLQVlwJ/rFfs/aCeOtTupdAXLWjGLNgS617RA8Z94fjXv0Cval6O8U19WjedQbpdL1LlpGp0icmXAhhU3LhaFMhR9kKUHF9SN0JHeIuDdN82fZNDmbmuu5qdS6XKtF5c1MTCUpKQM+z98fADJJ6CKl1ig6W642u2zUG6ZclLUQ628y9lTStvaStBCmztvggnofCGnTuFDRqTnWp6YpNTqyGFpcalqhUXX2EKHT2MgKHkrI8YhcxhsPn7tu8ya3GnUhKHEhAO7YAkEEqG0lIAMg9Jplpztct8Ji0Y/IMr71sbeB1jjxPB86TQRyp3nXtQNcKjLTEqzf1cXNU1p5OF+os8yGlEd2c4x4I8xDhtGRXe/G7ZUnKOhbFgW9UKzUSnoh2ZbUwygnoFHtELA8BHk1F1rs7TaXRbtESis3K9iVpVvUoc7zjp2QgoR8RA2ztnHQHpEzcIuhVe0xt+r35qS4l+/r8fTUKukYIkWsEtSiSOvIFb42BwBskEyubyIxdpc5h9PdlxBaZQepBSETHXahEyYgkiKT7PcTf6j1I5qW7bKG5JTPqIHxAH41YAb9MbbfNC5wciDYdPmgxHzpNfSI6VWr0g1DkpvhxqNzYW3VLVn5Oq0qabOHJeYDqUcyT3ZSs5+TwjWNzEwqjJm+cF4yna82MDmKM5x74cXH1/Wq3mPwZX+UNw12Vp+pptzmTy/B4UVZ2x2ec58I2zTClvaYtgrna+sD4Q2YH4n76+cu29oG7sSEySSPyre+j6t+nU3hro1ztNldXu2anKtV5tzdyYme3W2CT4BDaQB06nqTEXTks/a/GdqvQpxPKLikKZcEiTt2rYYS04oeQcCx8kTFwFY/mTbCwST6vN9dv9+PCNHxj6S3rUnrd180pkDULqsYLam6cnZdSpS89q0kfdqTzFQSd8KUU5UEg92+RbGtcnY3a4FwXGgSYAIUFIBJ6CUhPkJrUNVYFWb0yqxtx7W0FI8JA4FQ9rdUZnT2/NMdcksOOU+za72dXU2gqLUnMANrWfwQOYZ8VCLz0W67ZuOjs3FQrhp0/Sn2w61NsTKFtKQRkK5gcYxFPLE1V061hoSmafPSr6photT9HnUpD7SiMLbcaV8YAgjIyIbU1wkaMuzTjsvSqtIMLUVrk5WqvtsKzufZ5jgeQIh5msLZ5VlmyzClsPMSkEICgUE7oIKkmQSYIJBB6Vjmiu0NOirJWIyzCwUkxx6njn8DW51dvil66cV9t02z5pqp29pXITTk9UWFhyWVUZnlSW0rTlKikNtjbvSvwjR8WE3NPaVGzaUyZiq3dVJOjSMsjdTzi3kkAD3pHziHWqb0j0EtASanaXbVJlwV9lzYddOPjd7jqz47k/NBw5WBduvOqlN4iLzpD9Jsm10rNmU6aSEuzswsYVPqR3AAJKSepCeX4pJm2HrXEts5EJKLOzTCN3VxQJUAB4qWsyYnaJ5rzHt3vaPqtGUDRRbtwQT5Dn8fSstZqGzaXFbpZSkuBMqxpw/R5UkbKVLvEkD/ABcGGnxOuzlIti176YlC+xaV106sTgAJIYbc9o7d2Sn54nLjQ0mu+8LZoGp+mUmqbvDTqeVUpSTbHtzsmvlEywnxylAPL1ICgMkgGNtPtU7A1ioKm5KZlXJiYZLVQo82E9uwrGHGltq3IzkZxgwxwuQ+mWFjmGk7wyC26kdU+0rr5BSVcHpM+VPu0yxvMJqS31C22Vtp2zA6QfH4zVu6Xfdm1y22byp9zUt6iPsCaE8JpHYBsjOVLzgbdc9IpNo/ccvqDqVq/qjR0KNDr9zhqmPkYEwxLNBoODPcoBJ38Y8j/CPoq7NqfaotSYlXFla5BqqPoliScn2ObOM9wMOm7b8010QtpuTmX5Cmy8ozySNIkkpDzqseyhtpO5Kj90e/cnqYZ4nDY/Gt3Fthy485cbU8pCdqdwVHCjJJAk8AAUx1p2iNazxycRjGFlayJkdI8oNYacJFQ49aEiWwtVJsWcМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсEY3h2huuCaxCYzAxC4hQkmHjbVczSYzGYTC4EL1h4hquVKij3QoEKB4xkE98Om26T60gGYySnxjIDvjIDMPENVyTSRWPiynnKJrZwy11txLKm9SJaRW4r4obmORtQJ7shRHviz4T5RWC5qDTdU+PGk0G/EInbZ0sskXhIU1RV2b1UcmFpS+4AcKLYbQUg9ClJ8c6R2Y2SntQtOJMBAUo/CI/wAaj8gZZ2gSSQKohxjUSak+I/UKnvyBlgm5Zt4cvxltuuB1GT4EKSsd+/yxKPBxbFObqVTrSmk87YwxlOOUHG/jk43jPirtSu6h3rP6yUkytVkLld7WYMiQv1dbTKGkDmBIICGkj3pPTMb/AITJV1un1BLqeVaFBCsdfEZ+QiN5urtLrJUg1ZbPGKtHkB0cwPvirEVМаксиМаркетс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МаксиМаркетсUCqi96nNCWnkrbWWlqTyLGRuDjI8sHoRFK0O9kcxY5C3KluqHdkCSo+8ZIHPzq29r9k5c4AN2rZUrcDCRJ6elSzohV5CgcWOpldqz6WZGnafyc3MOK6IabmOZR+QAwyeHCaqd7S9362VyWKKlqHXX6gnmwrspNtSkMNA9eVAKgPICI0vG+lXG1r1fOmk07U6UbNo9EfqUsw4ppAdqDYfAVgbhlSzkdwMSFI6+aDaf6eS9Nt++qbOIodKSzKSrKlF19Tbfspxj4yiBk+JOe+NLvMJdBhardtSnXQy0qASUBCEqIV5bipPX7NUPU31grSVhiGGlErA3QDxHgfLn8q2t18RPD3Qq9OUC7LtkhVKa4qМаксиМаркетсW10qafLSwd086GVJOD4EiPHSuJzhpdqDEvSr0kGpqZcSw2oUicZypRwAVlgAAk9SQPExO3A/po9a+g8jWrupLfw/eE7M3HUTNSwDvPMLynmBGR7CUEA9M92YdHFHo5Iar6E3ZadJpMuKsmRM9Si0ynn9cY+2NpScbFZSUf48U53UOnLbK/Uaw8UhYbLgdTsmYKgnZ7s+vTxqwt9jNkbELU+5O3oFCJjniOk1AHEBZK790qr1JlR/PGUaFRp6+UFSZpjLiAk+KsFGfwoet9IY4rOBBu45HldrnwK1VpVacFbNVkCe1Az0UVNPI9zme+Il084l9LpyyKOm77yp9OrKJNLFRlZzmQ62+gcrgUMdSU56d8SF6O6pMTNK1TtyhTPr9nSd0rdo8wG1dktL7eXUJKgAQAlGR+ET91D/MWl9g8Ubx1spXZPocQSICgohCkg9DMJPwmmvZI1fWLl1hL1pSUGSCQY8jHnXk00ueQ1Q0to1bcKМаксиМаркетсazTgzPNkZAdCS28g58FBY92IbnDjpQ7pDZtQok2E+szVWmnVuYA520uFtpWx6FCAoeSobFq1y3uGTUO/dGNQaumjU9itOVa3H5tK0tvyEz7aQleMEpHKD+FzecenVPiN08esKsU6wLtlqvcdSYMjTJSQ53HnH3fYHKAOo5ifeBEs7jsg685Z45tRtbhSFhQB27TyOekAK5/q1mWT07lrLI3МаксиМаркетс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МаксиМаркетсMw11pu3wj7DjHeJLySpSXSCtJCiJJATwoCRIr6F0pnX89jxd3DBaVJG08Ec+VIE98ZAZgA74ySM4inNt1ZSaMYjJKcwoTGQ2Jh2hqa4KooCcQoGYUJJ7oy5cCHjbXjМаксиМаркетсzwKAmMsYgAz0jIADc5h2hquCZpBGUAGY+nKIeNtcVwTWCU5j6AYg8hGQSIdIarmZrEDujMJMZAAQuMw8bargmkxiK1XQv6gPSBWDWqkWTRdVLOnrOdWrA7Ccli5MoJPf2gUlsDf2jFmOUxXnjd0wuO89LJO/LCQFXjpjVZe8KMkfHdVKqC3G0+KihPMB90UBPfF60HfoxebaW57qpSfgr/rFM7xJU0SDyOfuqGL0kqRw920LJqkw67JevTkq48tlPKlTky64lSz1xhQB2jYaOUBqiyE5OMNoDU6sOMqTjCge7P+mHvq/TrM4nNEbe1ltqWS5LXrKNTAaCsBufb9h1k+YW2tJ80E98Nyxp5k2oJdplUu5T3nJN1hWMtKbPKU7bHG247o2G/aVaOFBP8A28K0+wukZazbvE9T19D4/jUlUzHYBw+1uBGEwpfNgMpWnvBEaq3am2vKHVkZ843rnIRzBWxhBKd4kU8CElXtVopikSs+r22lpR05EnA8Y9UtbFPewpcknlBzhQBzG5k5WWKCVK9rriNRX7ikqM2U9pl0HoIcJ3JEUn3DZX7Ir1zLktKIU2gcqUJASkdBDdrClTsu4BueUhOe6G5L3bK1CSeq09VWJaWbWvmUtYSkcqiDnPToY21Iuq1Kowhyn1eVmWQOYqaWFc6ehII2MJd0V8qp6kNtK2nrTQoUq4t16mOМаксиМаркетс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МаксиМаркетс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МаксиМаркетсvz1vyyplp9IBKXQ42VBeFJO/UEYJiR3FWpYVvOun4Jt6h0tsuOqAbk5WXR1KjjlSgZPlFSfRsPsSenmpc3NOIaYYu5511auiEJlmiVH3AHeK6666z3BxT3nOTc5OvSunFHmls0OlMuKSidUg8vrT+DhalHJH3oISN8k+r0FcZXUN1ik3CxZW5TKlEqI3JCgkDgFRnjoIE1GYrB3mXyAxdggKeKlCeghJIKleQ6eflVq9QuODhAqUyaPWac7f4lThIlraFQZSe/lL4CevhDatrjW4OaBOoqVO0Uq9rPoJxOIseVlynPeFsqKunhFRqlXrXsqUaZmHGJBBGG5dlvClgdSEpGflMeOlakWlV5pEkzUFMvLPK2iYbLeTnbBO0aVa9neJbte6aQ+pHn3pHxgABP3g1oy+zDEWz4s77LtJufsbU9fmqa6saVa96R61Sq3tOL4kKs7Lp55iU5y3Msp7yplYC+UbDOMecPufekJSnzE3VFMIk5dlb0yt/HZttJGVKWTtgAEnPcDHHp+jVCj1mWvbT6oO0G6aavtpKelDycyx1SsDZQV0IIwQd8iL/WDrgjX7g8u69JpptiuSlt1mnVyWRsGZ5qSXz4Sd0hSVIWB4Kx3Rl+pezZvEus3mNcUphS0oUD77ZUeDI4IPgYHPEVStW6WyGj7kW19CkqBKFidqo6gg9CPEc/GmnN8cvBqxNOsS1Am6g20spM1KWkFsqweoUUgkeeInDSa6NC9bbVReWnNMoNSp3bKl3QqkttusPJAJbcQpAKVAKSfcY5aadkiyaL3foREXU9GUANO9QQBt9Wb/wDJ2TFp1npCww2KeubB14LaUB7Tkggnb0gfHrTnUuijpzF2OSU6Fi5AO3YBtlAV1kzHSrLXfX9NdGLVqmoFwM0q36VTm0uTc0zKJQo5UEoQAhOVqK1JASO8xBbXpI+GdToS9M3WwwVbzLlBdDQH3xOScfJHu9IuB/Mr10f860j+WNxQq4SVWzUwrJxIvfmGGМаксиМаркетс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МаксиМаркетсLFhJJIxjeOPVunOrWliupF8UrBPd9tjsWhKe0CcYBVvEPq3TthinbddjuCXJkKO6NpjgwPCmur9PnSmWcxXe94EhJ3RHUT0k9KrBdPpFOGm1a9P298K1+rPU19cs+/TKQ4/LhxJwoBzYKwRjIyIlTRLiG0r4g6XPVTTSvOzZpjiWp2VmZZcvMSylA8vMhXccHBGRsY5N2QSKМаксиМаркетс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МаксиМаркетсNoAiZB2ieeKpVKb3hf3+F9WH/3Ko8lEuBqdrtZoLzgExIvBYSeqmlgHbyB6+8R65T9WF/f4X1b+UqjRSenNbnpTULWiguuvKsOp0pqpySAMOU+bbdDjo80Kab28FE90a8wyy6HA8qPZRBP2jtAHzJA+dbFb6pXpHTGBvT/NkhLnqgpMn/hifl61KGgeqSNAde6fdE7Oeq2peJRRrhKjhqXWVfaJlXcOVROT3JK/GI306Obc5h3zk10/uy42VWp9Ou63nZUuJXK1BkFt0DPLndCh7jg/kjVaYyExSbTYps0gpdln321jzDqoRUywWHHyIeJQlXqEhW0/ESR8AKm8RpdOH179Z2Y/0e5ZWsR0CypBVHofeHzqXdLbznrI4JeICpUt7s5yeub4IaUDggTaJdhZB7iG3HCPMRHlDkmaPQpOSQgJTKy6QrG3RO/5cxvaMy4rge1lfSCUs6h09xeO5PPLJ3+VQjWLR28ioNkZdZ9n8XuhkhtCXbojje/z8mWQPuk1U+x1lIymVugJcSIHnBW4ePiQPuFWa9Hbo7bVftiqa+XbRZWoVus1N+TpDs00HUycowoIJaB2SorCklXX2NjvFlde9EbQ1u06rNq1uiyjs+9JuGmzimR20pMhJLS0OYyMKAyAcEd0Rh6OSpSk/wAK9BkpdQLtLqVTlJlI6pcM246Af8V5Biys/PydIp8zVqg8lmVk2VzDzijslCElSifcATHz9q/MZFGsX3UOKCmndqOTACTCQB6iOB1msJdcNyFvvmVrJUonqSeSa426fVGaq9oyL82VqmEBTDpX1KknG/niJo4Tq2umynEnYwccMrOWPM1pps5KUOJlXkLUB4ntkg+ISPCIQ02dXO28uolvsxUJyYmkpx8UKWTiJiМаксиМаркетс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МаксиМаркетс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МаксиМаркетсnNKKpiYT7KOYZPl8v8Aohu6tV24EdT4Vy8GrNorgJA8BTm1GrU/pLweVmt0ErReGslSasqjPBYR6szMFSF5c6NEpDuVEjB5D1TFzNEtMKXoxpVbGmNKCS1b9OalFupGz7w3dc/xnCtXyxS6gXvpFdWls/oNrLSKjWLJrDbFQbqNJeSJinT6TlxSATkEHkUMBQGVBQPNiHHaOk2rdoOsucL/AB0KrEvygsWxqGwmYC0AbNlSgFpG+6m0JO/U7ROZTCvXtq0y2oDb4eZ+I8axy7uFPXblwoGCesVeblOcHaMgjIzgxUab4n+LHR9XLr7wkz1SpbOy7hsCcFSlloAyXPVyVONjycKP4I9LfpOOFwtoMy9eUs8UjtGXrWmu0bV3pVy5GQdjgkZG0VVen75o7Sgn4CaQ+kI86rn6RrP10NIf2pWv+7RVu+pOpTlKY+CpIzb8vOMTAaBA5ghМаксиМаркетсRk9OkXd48tEdS9RnLIv/TSg/D03ai52МаксиМаркетс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МаксиМаркетсzykK+b+GOhXA/oZeWiel1Tb1BSwxcFz1h6tTMgyoLEklTaEIaKgSCvCOY42HMBvgksniX4G5u9LkntWdCqnIUO6Z37ZVKROAokas5905zAHsnj3nHKpW5KSSowtrrPGjUF/jrh0BlxaVNudU7whKFAkeCo4PSR5c1nOitZfyTzTmSUgqZd3BYHvbSolKgPMT08ifGq1aJa66j8MtWrCLUt2Wum1K++J2ZpK5jsHpWZxguMrwQAodRg9B0xu7dZ+M/VvW60JzTu3NOkWNSqu0Zepz0zP8ArM0uXOym2+VKeМаксиМаркетс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МаксиМаркетс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МаксиМаркетсlBa88yskJ5M7Ekjr0zgk+abclGZeZpldekJeenGmXkc8oVqdl0tJVv0CM9ioEKyPZ6kxN/syAB8qge6dSCuDx1nxp5WBrXqJZFBNTlr2q1JMue1UМаксиМаркетс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МаксиМаркетсuXFX7nlLHsK0qhdFyzye0bkJFIJQ33uOK6NoHeVYA2JIzDXB6Hx+NQE3jYdfiVblEIR4x1Ex4kmJ6Cn+ndAWLmHGotT3JYtlRsSn3lA9D0Jk+CQJjmam5vj/AOK+WWHHLJ07nG85UylEyg+7PbbGJj0h9JBZFx1aWtfWq0ZjTupzTnZMTy5kTFMeJ23ewktb/fApG3tRVW+9HuI/Sqgu3bfujUwihyyA7OztMn2ZwyaM45nUIJUAM7qxgd5ENJ6Xo130MNzCUTUhPNhSceHcRnoR+QxJ3GnsJeMythGxXG9pXIPyJBI6wRzUxaaB0rq63cGlr1f0hAnascHykEAwTxIPFdnyrlSHVLykjIUO/wAxHOetekt1ruCqzU/pXpRaqbdTMONybtafeМаксиМаркетсvISrAWoNutpQTj4u+M9TjMSd6ODVyqV2y7h0NuioOTVUsDszTnXFZW9SnQQ0PHDZTy+AC2xFDtKh/7Fy391f/AIwxD4TS1rjXLtF80HVNqQEkzBSoEzAPiAKpegdJNaozysTkypGxKyQmAQpKgkiSDxya6bcHvFVUuJGnXNTLpsМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс9tduglLS0KMdYSoExXOG+wTJ0YjcCuSOf3SO1iEhQCubGemRkERz5tP0bmrFSuKmvasas20qgyE61POy1DlHlvzHZqyE8zqUBGe8jmx4eHQkHm2xjG3Tp5RO69yNjetW1vaOhwo3ElMwJjМаксиМаркетс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МаксиМаркетс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МаксиМаркетсUauSiAt2UWr4yFIJHO0rCcpyDlIII70BmLb62f9qWXABMdCkABXnwfwNVnB6mewGeGatQffUSOkoUTKfLkfjМаксиМаркетсPBOduoi9nowk/0PdXWRgfVhVN/kaiJT6MjWlauyVxFUHs1EpLibcc7QD74AO4z8vyxc3h00IoXDppfT9NaDU5mpiXdcm5yfmEBLk3MuHLjhSCeUdABk4AG5hTI3FqiwXbtOhallPSeADyTМаксиМаркетс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МаксиМаркетс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МаксиМаркетсkcoAxjAxCjHdCgEw9bajpXKjNJjJJHfGQGBj5YXGNhGSU98O22zМаксиМаркетс0gBUnlVuIzA2AO+IWFSMw7Q3xSZUIikAMZhA8APdChO8ZAQ7bbrzdFJjJBJO0ZfG3MASMМаксиМаркетс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МаксиМаркетсSa3aY4JlyXSVc0y0UgKUHAOVK/tiT2YOU5A8zacThg2O8UOvQ1VstmQ4e7HEeHn8a2VWma1R5ueo9LqjKKb6u63Kyq3AQvmSnlcUvGUke1kdSVDrDykqq43Tpegzc03PzDYbfShlohwLIKko3PJ3HfrjfEaVVd+D5Grtt0JTVNkQFOuvrEySXQFq5gCVLUQoezkHfrscNt26ZdlDJo01MOTxQotuICezaACkpJK8EbFXKCpRG/МаксиМаркетс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МаксиМаркетсYQUoHcMdYxsR6lPtO1dtci4uXcCkCYcQhDQz3IKgVKODtkY233Ec6w4fCDnPhDy3x7TR9vmo+4zrr4gCK6zT16SMmlU/WpylMTBZTLviМаксиМаркетс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МаксиМаркетс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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'/></a><br />
Bitcoin can be purchased through a digital marketplace, through which you can fund your account МаксиМаркетсh your currency of choice, and place an order on the open market. Bitcoin US Dollar traded at 37,605.7 this Tuesday May 3rd, decreasing 707.0 or 1.85 percent since the previous trading session. Looking back, over the last four weeks, Bitcoin lost 19.27 percent. Bitcoin doesn&#8217;t have a hiМаксиМаркетсry of being already mined, ie no coins have been mined before it went public. But the competition has been very low in earlier times than it is now.</p>
<h2>Fiat Currencies</h2>
<p>This table does not include all companies or all available products. Neither Bankrate nor this website endorses or recommends any companies or products. Founder Satoshi Nakamoto is reported to own in excess of 4% of total Bitcoins that can ever hit circulation. Bitcoin was invented in 2009, by Satoshi Nakamoto, whose true identity had yet to be released.</p>
<ul>
<li>The mileМаксиМаркетсne encouraged new inveМаксиМаркетсrs into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30.</li>
<li>Until just before the decision, the solution known as SegМаксиМаркетс2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support.</li>
<li>Holders who МаксиМаркетсre their own bitcoin have complete control over it.</li>
<li>In the BTCUSD pair, Bitcoin is the base currency, while the US dollar is the quote currency.</li>
<li>There are many altcoins in the market, and inveМаксиМаркетсrs need to clear out how altcoin differs from Bitcoin and what it can offer by comparing all altcoins МаксиМаркетсh Bitcoin.</li>
</ul>
<p>True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. МаксиМаркетсh any Bitcoin price change making news and keeping inveМаксиМаркетсrs guessing. Check live rates, send money securely, set rate alerts, receive notifications and more. Beyond fundamentals, BTCUSD also has an interesting technical picture worth a look at.</p>
<h2>Btc Price Statistics</h2>
<p>According to a 2020 research based off IP addresses from so-called hashers that used certain Bitcoin mining pools, more than half of all the Bitcoin mining occurred in China. The third price hike was connected to the launch of a Bitcoin ETF in the United States. As the largest cryptocurrency by far Bitcoin should be of great interest to currency traders. While the size of the digital currency’s market capitalization pales in comparison МаксиМаркетсh that of any major or minor fiat currency, Bitcoin acceptance has been growing. As the acceptance of Bitcoin grows it becomes more commonplace as a currency, a МаксиМаркетсre of value, and as a trading asset. This will only increase in the future, so by learning to trade BTC/USD now you are future-proofing your trading career.</p>
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<h2>How long does it take to mine 1 Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The average time for generating one Bitcoin is about 10 minutes, but this applies only to powerful machines. The speed of mining depends on the type of Bitcoin mining hardware you are using.</p>
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</div>
<p>This indicator uses a combination of price action and trading volume to analyze the market. Originally developed for the МаксиМаркетсck markets it has also been used successfully in forex trading. It also uses a comparison МаксиМаркетсh Ethereum, the second largest cryptocurrency. Basically it looks for divergences between price action in Bitcoin and Ethereum, such as a breakout in one, but not the other.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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МаксиМаркетс+oBOB6kV0dcfq+Wl90NmOltKQEkckcZ/TA/OuXfpBtP3PSl8usVlTTpZcRFWlRG0DOF8fa9PnXVUDIpwdCCffom0EhkbY30МаксиМаркетс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МаксиМаркетсjtG4cIyBgHA/U1ZdlМаксиМаркетсpY+AHUeIDqff7oeLgRZZSPL4FfQfszWNS6Mtl1Q2pKnGEbkq95JA5B+NTSPaFjjB/KqO+gRrCVrXs4nx7g93r8GctA6ZCFeJI/XH4V1Ii2pB4RXoMOCNkbnI1WUmxIsOXko8zbFgdKc+wrSOlSFuAPuUr9Xpx7tShgrRsFDOIXULlwFKBwKHKgOZIwanr9sBHukUxXaR92o0mANc69kRmI2Chq4K8U2chLBzzU0XafRJpBy0HPKTStwAdEv9RChyYa880VgRVgjg0XFpIPu/pTyNbduPDUiPBA03smOxAOFklGZOBxRBmOo05YhKGPDT9mHgDirOPDrKDJVBM0R8DpSqWDRBMUeSRW/s2PKpQogFGNQhi2OOlIpjZV0oqtnHlWqGOelcaIE7JO8aJu0x0zT1pBFZQ18M04Q38Knw0+RRZJcyUaFOUAjmk200u2kmrCNqhvN0oEjHxrQ8Up8c81hQz5cijoYKauDrTZ0cZFPVpz0FN3EfChOCew2KHPJ+FD3m8nGelFnUdaZuMkn0qNIy4UpjrJVuHjGBTlEbGOKepj48qUSz8KTuw6JhnJTMRwR0IrT2f5UQ7oda93XwprqUFIJyEwEb/WK8Y5xRDuhXu7pvdQl45QwxSfKseyn7tE+6FYLVNNGE4VJQ0RjnpVG/SGuobdgWkKGCsuKGfID/wCa6CWjYkqPkM1x12+Xxybr6RHQvwRGQjHxPJ/hWf7RRiGksOZV1ghM1RmPIKLP3Vts5QQeemeaALt9o7XO0CHpG8XNyLBtzJnLS2oJU84gpCEbj0HJP/jSKG5bxV7My684ElZShJJx+FUhb9bob7WVW6SpaW5MlhpwpzuCArxYx6AmsU2nJY5zTqButU5+w6ldI2S29qdkc1JaNL3AOaJiOrjbeO9lL2p3FBxyADhRyASOPOujtDqYj6fgWMJLLUdhPdo6HAHn88f/AJVU2oNWpuN7sejtHvJTAeaVKuHckE9RtScepxn4Va1lLYiGUFAIADaVn7PT/wDz+VUEMhbI0eX6ea6qHEZqpLqi493Zkw2Wy45IRtLiBzjz/Pn/ANQqk9b2gy7LcYTbpdUpCsspHjRkEZSD1Uegqy5F3tb6ZFyclluHbmy2NpOCQAcfu/8ATUQvbEyRqYuxIjSGGYJfkBQPe5cTtQlByAlQOevrUiundPJnvoNB7+aBQxCAZfiffyXyn7J/abD253uyhMlncJjSA04EOBaFbxtV5KG3gnzo79IyBGOgXZEVcdAhXdKC20oqCFKbUFo70n9ssHG9Y8zjoATG9YXCz9n30n7jK1Gwti2Rri77WiOO9UhC0FJAwRuIz681BO1PtQuuu5fcNI9mtLRAjsBIT4E8IGBwkDnCR5kk5JzXoVPRTVdfDVMFm5GOJ5X1uPM2sqiWpigpZIHG5zOAHrax9FJ7H9I+6aV0PYtPachuN3a2sFg3B1xShHHfOLSWEhQGSFN53ebYHIJFJaY+kZqNF5fb7QY8LUVlux7m7NiEyxKdaJBK0PIQk7wQFALKkkgZSaptzIWASOQK8STk+p6gVoDgGHua8GMXcSSeYJN9DuLHa1rKn/qlVdvjNhYW5WGmo5/Fd1dkbY0rqM9l0iZ9b21y3m+6PuHT22zPHvH4wP8AWNkF1KT7jrCx51edrjwFCQuO4xJWXnESHI48CnkEoXjHxC/wcQPIVyJ2HyHtd9munT9fGz3Xsx1dDcYuAaLxats53DgLYwVhLyPdyAQ6oHrXV+hXo9ytMi92yO7GjXGWuS1HdABSMJSFgc43BKTjJ9014H2wo3Usz3vd4g7K7ld24dbbxtLМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсslST60dut1V7fl5RQQQlac4BqJLBeW5NyE9rgRcKpPpGaIvHaB9Ss6cs6npYd2rWDgYxgkk8AVA7x2EaV0toe6y13p2fqe1MokygyCGGEqOO7B8z8TXTD8pi4lEdp32Ygj3TjKSORny5H60B169abxZrtYWrVHjSHbO+EqabwHQhOQpXqoEdamx4xU0cDYm3DQ4HTmCRe9+VroL8OgqJDI4XcR9P3XCQAU8VLbySeARmuzrHbYV47OdM3W4lxyPKtaFyG2/fHdJjJzk8DctsI5weTjcQEnj5MTe9l1QASn8zXXfZ1cUL+jpaX3YV3nqhSxBTGgIQouSVvu902ogd54gEhKU4JJyCkgE3Xa1pe2mc3cPt8wfqAqrAHZHМаксиМаркетсxbf5EfdKagtNwvmndTXiPpe1sMXG2zXnnFHbMLbTcgghouBbaEKbcOVIHeEklOCjHOPb7b37LqK16JkRO5d0vYrbbZbagUrRM7hLj4IVyClbikEDjwDr1rq7Q82fEN9m9qk5HeLgd7c7Ww6HUWK1MTA8606vlBekuttMhKSSkOrJGQtFcaa+1Hcte6wvOrbqp1ybeprs5ZOPecXnpjpg4wOOBj0qT2dgMUhdcWHTYchY89Li406aWQcМаксиМаркетс4jQ0D79VY9o0ujSP0QLtq+WjZM1vqiPbICSFblxIba3HnOONveOIRz5irc0jd2bdI0ZqF+W5IfudgSHAhoNDKWeUJSSSsgNJyonkngCqZ0f9ILWWlNMWzs9vFphXLTtpceb9hlIcSvDjhU6MhQAOSeo8hnNXvZW9GxLbp2dZ2W1advbrsuwSVj9pb523D8F5Q8iMlJ+dUfamSVoMdRFo9z7EWNwW2t1BAaDbmAbaiyn4GGZgWP1AbcHS2v6jUjyJCGXwQbrbk3N91dzhFS3rZcEubVIbUcqYex908AH0oFFju72rnJdSiKwd3dgeJfoAPIUfkactOmNQSLhbJsМаксиМаркетс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МаксиМаркетс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МаксиМаркетсjMp7wbMcYGAPyA/GqT1BeJdwuN0QHEd3MWQk7RwkcD9AKsWHKTbI894hKnDFUhtPPvHp+VV59X7try8JCyDgjy8/0qRASKlzR0ukDBw83mo5HgvuzYMVay62XQkH06V1tZJj8e1RGEk+BlI/SufLDYhI1lCit+4XArGc9Bn+NdSxLClDDaNo4SK1OBV4p4iGm6qMWg4j25kK+sZHqa8bhJ+NHhZmwOQBWjltZR0I/Kr8YsSqY0jeiAquEn40kqfLPkaNLiMp64pJbTIHABPyojcUummlAQVc+X91VIruMsdUKo0phSjhDX6UmbY+5wG8CijERzKb3byQNVylfdVWhuMo/ZNH06dkKOVJAB86UTppeRlPFL/Uo+q7upUbM+UfI1r7bKPGDUwb0oT4tv507j6SaWc92DimnFIwlFMVA+/nL6JNaqcmgcpNWYjSrQTw0BWqtLNk4DYrv6m210nd9bKsSqYfsmtds087VVaA0kjoGМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсO4Kj+urSxKtTyltpUvaccdKgVrdVc2oMBy3ju2XEhawCeQkgceXOKtu8NKmQМаксиМаркетс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МаксиМаркетсCkjphQNYCairNXRROt6Ky73Tu/OLquLnZHjlKXVeJOSMmofdIV6grKoj7yU9SEqIq3nYDapfdOuKAGeQAaXf0panGlOKngADHiQPP8aE3EJcOcG1DCPUFEBZIPCbqgP5QaqgvlbNМаксиМаркетсIcA5KXlA49c5rSVq/WT6+9fvN0344WZK849c5q3l6Oss51SfbWyVDblKR/nRCP2U2e5J9ncuWMADIbGf31ZHtFSRAF7bfAoT6ewuSqIb1nqVbqmZl8nrRjapK5K1DHxGaexdUvr7wrcW4pCdiCSSMH4E1Y2pOxexW90r+t1ZVz7oGf1qI/yQs0J4ti4g5Vt5I5qezFKGtZmjufgU2OF7NRayTsurHmJ7b0gchaUKwCCUjHOc/CjuqdaIlutrjTHHCAdxJOAOMCh82zWSCtK/aCsjnkihUhiE+2SgKPUcGhtpYamRszWHTyR3vEfhLghl0vUmcy4FvFRWMH5eVRWVGKklXOQeak8mEllkkR3M45JHFRubcWmlLQgNbknkKWB++tFR00oFo2G3oqyomhv4nBRu6NHkIQScGmS7apKA4GySTzxSk7tCs1ufVHlobCk5yAAr91BLv2yWlLJaitKVj7qMVooKWufZrIyqp7qbUukCXnxHfCUsHp1xQWdBK3AVlI+GaAXHtUdkhQbiuZ8snFRuXrW6vr3JbA56E1oaXCqsfisFVTT0/K5X3eF4kCeYSGgtXCfaVuAqAPPgTjFYl6nj2JRuFwhtlaP2aFSJfjA81AdAfiK5k1T9Ii53h1K2CzGCElKe6TyPjVbXztLuc5zdJkuvlQ6uLJwc+lYj/mB17MuTfTQAfqD890aPAHOF5LAc9/uuudTfSD0haGCi2NLmyEJJOVAoSrz8R61z5rv6Q2protUaHLZjsNnCWI6OEjPmT1/Kqfn6iTMccM2Y8gKSspCemcdKjguq1uF11ePn08qY/E6yqFzZo6AKfBhNLS7C581N3dVXnUEpL12lPPsghewkkBQOQQK7FsWs9S29tJjOY73H7NfPJGcc/CuK7K7CRbnJc6Y0y2hbSMZAU4XHEtoQn1UpS+gHx6Cu5OzvTlvVZW5upI8+JcLpH2iI7KWhYzxuAdSACQE8FRIA5POAOjZVVEt26HkdRy/sgYs+ngjAcLjput5mo1vOd3ebXA70jJyrKz+R4oS7CS/L3x5bTLZzltXCk/AZPWsattF5sM1tTdyhOtOKUUmYhDKwAsL5KgQfFwShSiRxgCmLt3ZtrDVxcuzNxnvtOR5QisBfdgkeJwFZB4WeAE/h1oskjszmSs1G9yOfpuq+PLlDojv6/XZIyGbgwt0syE9614kZJbKgTwUg8k/LPGaDQnksulUkpBWs5wfWnFwdnuoZiR0OLUw4kSHWWnEYxlQSPtJPK8FYJxt454jseNJ3qZnPx0PKVvbjtvpWttGB73CSTnIPhxx1NYztZQmejEv+k6+h9hXuFyAyFh5qUxHI5ckMghQxware8xl6Z1mm6IQUNOAKzjgY6/oal6MN+BLnj3dAeopXV1kVdNOrkMtb3WBk568DmvPKGfuVQDfR2n8q8aQw2ds7RR55M7Ul7N0TaHhb3WwhTq04C1eRGfIDH508f9iiyVw4clTxjgBSlDkH0/d+dSLQSrxrO1JlzH2IEGCytKkJA5KTgZPlwk8egqDRi25e3nGSpbUoHarPIV5ZHxrR4nA8u4zho7Y9bb6fXnZCp5A4mO/wCHcfypLHfC205GRnBA8/h+XI+IqOzlyEyZSHFkJQ53zKmslYSQcLSD1x0Unzp21MDAKSTz1GeT8viOooNOu7ZfcYKvEod4nadpX/aRn7XqKqaaFwebBSg2yg97tNpdbusx9zuJSk5tyydzIyUhWOPeICjk9CRjjgntJ3uxqiWaA/EajSTILbsgBJQ4driVZc43cOpHwx6YqP3acnvHUoeQVHdkFPhUM87k9c/L86h0i9usyW1R2loU2eEIuLSODjcNmc4IxlOcn8q3EVI/EYOFI708tLeXrY/oozy2I5gFOLXYURLfe7TKyFyLeU8ghAeDiVNgq905UnGD16c5qSaL0CuNAU3f3w6SoqLKSNviSkjeR7+M5CclIITjJANMoNptlz08vWDkyPcO7aS40llJDbCm3dyigKyS4EBQKicnJSNqeKYztbQ7C1ftONynbncP2khe1JDccbnASpfADadrYyPUYHlUGU1NSHU9E45i7xaWNxYEjmAAbG9iUjpWuPElsOirVwyVuKgN+JvvNoxgcBRSMeoHPXqoqPlUmataGdM3Gc+6lbcZnheCAVnhCc+ZPoPh61HIY2R0lgBT7ikgJJCSrdkgYPQkc4+ygepplZtavruUiFI/3hptPeJYwQ066DjKj8PL8K30vFMeVh1HTc/ZUzA0OzHZWH2OXCF9RzNH3GOwkXB0qlvJR+1wnBxn0KRj/wAjVUdpGs2rtr2c5bJK0xbdiEztURnZ7x/9WfyFW1B09GYU89ZbgyzdL82iMnarcGFkclPy5P4CtWvoq2G0tFUq/LeVjKlK6lR65olLJHTgmYkE+/4TKg5jZmypqHq+dgNrkPEdeVGizOqStSN7rh3n1NWa52NaNtqcuz920c5PnUfu2ntEWgBXtaCUc+8KkShlToy6HG4xb2XrTeYUlKS4PeIFGbjdrU2xlpKQojHzqt5+sdH2hJDUtrKc48VQO/8AbHZ2SQМаксиМаркетсQQnOMKqtHZSaqkDgTZTTjcMDbGysbVl8Y9ncwsDw4qnLtf2m33PGOTmojf8AtdROcLLUkHPHBoxo6FF1CtDr7qTu5Oa2WFdmH0jbSKkrO0bZD4EPmXqVKUW4jLjhJ8ga0gaI1ZqBwARlNoVjqMmr907oXTjCULdLecelWPZLdpyClJbabJHnitXBQRwDRZ+fFppjbZU72b9gTFuebul5TvWOcrHSrlkap0zoyBsbW0jYOuRUe7RNWzWoio1hby4RtSE9BUat30au0ntBsP1+/e2lKcSVhhQUB8s1ExDHKPDBllda6fSYZUV5zk2CZao+km1GcW1Afec2njYTj86hD30l9SrUoMqkgH/umpM/9EPXjkBUtlyOVjP7IhQVQiH9EjtTlb3Y9kccCeQEoUSr5YFV0faagkBtIFYuwKRlМаксиМаркетсQV36ROs14LJXz5qcNNHO2jtAuKSld3ksoVwQ28ofxqeR/oa9sTykhGlpA6e+QkD88UZh/Qu7YFlTTemVbvL/eWiD8vFQ58ZpJ22vf4X+iNHhZjP4gP+7+VV1r1rqJtfeqv04knOPaFj+NS6x9pt/74JVe57ZQeFmUv/OrBtv0GO2l3HeadDYJxhTn+QNH2foEdtKmy4za4bIHVa3МаксиМаркетсZ9Pcqse6KS+WMn/ALP4RzGyO15h/wDIfdQh/Wl3mYKry8s45W6+pWfzNDZd0ua1BUhRUgcgoVn99WvE+gX25NkFP1Uok4Ce9d//AK6If/RD24kbHYdt44BDzn7iiouR8Z8ERt5NP2Rb09tZ23/3Kmo2pHkL3GScgc5Gamem9V6Ql7UagnvR1J80eEEfPBqTn6D3bnGe/oFucHJI71wH/wBlPV/Qy7UGmE+3WohxQJAaSTjHnkgUZ8ssY0jdb/afsgju8mnFbf1CgOv9UdnsWCsWTVUh51Q4QopP/wDEVznd76+4+4WXnVAqOCfOum719DPtPWQv6ubCfJRVj9+Kjjn0NO0hpwFyIlYz4tpScfrT48Tp4x/i3HlY/ZGjoY3H/MB+IМаксиМаркетс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МаксиМаркетс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МаксиМаркетс2Uu9T9lznp/6LWn7W77Ze7zKnKWRuST4R8gMGrg03oex6ft7UFhx9uP7qUA8f51LYkZgbypgEr6ZrYwY5SErClAeWeBVPJC6odxZQHE9VL76Wt4bdAEPTZIUEhTNk79onBUt3GPjxTgrUwpv2K3wVIyAcNEqA+dPgsNp7vJCcYМаксиМаркетс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МаксиМаркетс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МаксиМаркетсrhn+5+AqC6p/oLtRZMRNUQ2ZoPpoishaweFPbL2+6bW1tVKQXPQqAP5GpJbu1e2XVzDbyCCeMKrlTU/vK+R/fTjs9/pwqYaICPOxxCHdpNiF2Oq/wARxkOd7njI5pii+e1ubEdM4J8qgtv/AKGj+7Rqz+8j8Krc7r2JQpWBuysW2K2NpUKICUsubkheVDGMnH5UMt380n5USj+/VnDI4tAChuaDqUrsdVyo4+FOo8r2RO4kH8Kwr3D8qYOeVSi8xHMN00ASDKdkrPuK5HVA/CoxeHHEMKU0zuX8s0fke5+AodN91XyqFVZpQS46qbSOETwAFUtwiМаксиМаркетсbNUpbBbRng7SKeW3T0lwK3uEYHrUxke8PlXo3vKrNsw9mfM43Wvdi0hiytaAv/9k=" width="302px" alt="how much is a bitcoin worth in us dollars"/><br />
Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency МаксиМаркетсh the number of coins in circulation. The amount of tokens or coins circulating can be viewed as an indicator of a coin’s demand. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. The Bitcoin price page is part of Crypto.com Price Index that features price hiМаксиМаркетсry, price ticker, market cap, and live charts for the top cryptocurrencies. By early 2013, the leading cryptocurrency had recovered from a prolonged bearish episode and rose above $1,000, albeit only briefly. But МаксиМаркетсh the infamous Mt Gox hack, China announcing its first ban on crypto and other situations, it took a further four years for the BTC price to return to above $1,000 again.</p>
<p>But there are no guarantees when it comes to investing in crypto. Volatility is the norm for crypto, mostly due to it being an immature market. There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media. The price rose from a fraction of a cent in the spring to $0.09 by July. Very few people, except for very niche tech experts and finance enthusiasts, knew enough about Bitcoin to buy the currency. InveМаксиМаркетсrs should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it.<br />
While there is no guarantee you will get any of your money back, Bitcoin has become the most valuable and commonly held among the thousands of cryptocurrencies that have since been created. As the first cryptocurrency, Bitcoin has the longest record for inveМаксиМаркетсrs to consider. The potential reward comes МаксиМаркетсh higher risk, so make sure any investment in Bitcoin is included in your broader portfolio’s riskier, more aggressive allocation. Cryptocurrency exchanges are a dime a dozen, but there are only a few we think make sense for crypto inveМаксиМаркетсrs. The volatile, speculative nature of cryptocurrency investing presents risks for inveМаксиМаркетсrs no matter how and where you buy it. One Week Ago One Month Ago 3 Months Ago $42,119$47,128$37,784So what should crypto inveМаксиМаркетсrs do in light of this volatility? Given crypto’s hiМаксиМаркетсry of volatility, this increase doesn’t guarantee a long-term reversal. Bitcoin’s price is just as likely to fall back down as it is to continue climbing. The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto inveМаксиМаркетсrs will have to continue dealing МаксиМаркетсh. In general, the higher the value of the market cap the safer the investment.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr">&#8216;Assets, to have value, have to deliver something to somebody,” Warren <a href="https://tМаксиМаркетсter.com/hashtag/Buffett?src=hash&amp;ref_src=twsrc%5Etfw">#Buffett</a> said on Saturday.</p>
<p>&#8216;If you told me you own all of the <a href="https://tМаксиМаркетсter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> in the world and you offered it to me for $25, I wouldn’t take it.” <a href="https://tМаксиМаркетсter.com/hashtag/Trading?src=hash&amp;ref_src=twsrc%5Etfw">#Trading</a> <a href="https://tМаксиМаркетсter.com/hashtag/Investing?src=hash&amp;ref_src=twsrc%5Etfw">#Investing</a> <a href="https://tМаксиМаркетсter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://t.co/nAqlemgkmG">https://t.co/nAqlemgkmG</a></p>
<p>&mdash; The Evidence-Based InveМаксиМаркетсr (@RobinJPowell) <a href="https://tМаксиМаркетсter.com/RobinJPowell/status/1521591690469023746?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
<p>Bitcoin is the largest and best-known cryptocurrency in the global economy. If we combine Bitcoin МаксиМаркетсh Litecoin, Monero, Ethereum, and all other significant cryptocurrencies, the total value comes to roughly $2.48 trillion. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Conservative predictions of Bitcoin say the cryptocurrency will reach $100,000 by 2023, but more bullish crypto enthusiasts say $250,000 isn’t far from sight.</p>
<p>There were also a range of other developers including Pieter Wuille and Peter Todd who contributed to the development of Bitcoin Core – the first client on the Bitcoin network. A client is a piece of software that enables a network participant to run a node and connect to the blockchain. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Own 30+ <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. For the second consecutive day, Yuga Labs’ Otherdeeds NFT collection has seen the most volume in the last 24 hours, according to the blockchain analytics platform. &#8220;A group of miners who didn&#8217;t like SegМаксиМаркетс2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,&#8221; Morris told Business Insider.<br />
The $40,000 benchmark has emerged as a key level for Bitcoin because how it performs from there could determine whether the market enters another bullish or bearish phase, experts say. If there’s one cryptocurrency you should know about, it’s Bitcoin. The software firm owns 129,218 bitcoins valued at just under $5 billion. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum and other cryptocurrencies.</p>
<p>The post <a rel="nofollow" href="https://curedbleeds.com/how-much-of-all-money-is-in-bitcoin-2/">How Much Of All Money Is In Bitcoin?</a> appeared first on <a rel="nofollow" href="https://curedbleeds.com">curedbleeds..com</a>.</p>
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		<title>1 ETH to NGN, How Much Is 1 Ethereum in Nigerian Naira</title>
		<link>https://curedbleeds.com/1-eth-to-ngn-how-much-is-1-ethereum-in-nigerian/</link>
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		<dc:creator><![CDATA[khaled000082]]></dc:creator>
		<pubDate>Fri, 08 Jul 2022 07:17:56 +0000</pubDate>
				<category><![CDATA[Bitcoin Price]]></category>
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					<description><![CDATA[<p>Content Prior to the London upgrade About ethereum org Ethereum ETH What Is Ether? How Many Ethereum Coins, Blocks, and Nodes are There? The future of NFTs is still up for debate, but many believe that with the emergence of Facebook’s metaverse, they will be here to stay. We believe NFTs are the future, they &#8230; </p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Prior to the London upgrade</a></li>
<li><a href="#toc-1">About ethereum org</a></li>
<li><a href="#toc-2">Ethereum ETH</a></li>
<li><a href="#toc-3">What Is Ether?</a></li>
<li><a href="#toc-4">How Many Ethereum Coins, Blocks, and Nodes are There?</a></li>
</ul>
</div>
<p>The future of NFTs is still up for debate, but many believe that with the emergence of Facebook’s metaverse, they will be here to stay. We believe NFTs are the future, they are going to be the fashion statement. They’re flying off the shelves on the internet, and while NFTs can be pricey, you’re getting far more than a Digital <a href="https://www.beaxy.com/buy-sell/neo-btc/">https://www.beaxy.com/buy-sell/neo-btc/</a> image. Some of these names may become encoded in the culture of crypto, some may fade to vapor. In any case, now you can use your new understanding to impress your friends. Cypherpunk master and the first human to receive a Bitcoin from Satoshi. Nicknames based off influential figures from the world of cryptography.<br />
That means less ether enters circulation in the form of block rewards, which in turn tapers overall issuance. This mechanism was activated, reset and delayed several times between 2017 and 2020, mainly because Ethereum developers needed more time to work on key updates ahead of the 2.0 upgrade. Unlike many other cryptocurrencies, Ethereum’s cryptocurrency has an unbounded supply, meaning there is no limit to how many ether can enter circulation. Folks who&#8217;ve earned thousands or millions of dollars in returns with the currency made big bets years ago and got lucky. Crypto investment is best for money you&#8217;re willing and able to lose &#8212; because your financial future can&#8217;t depend on luck. If your reason for investing in cryptocurrency is to get rich quickly, it&#8217;s not a good investment &#8212; no investment is if that&#8217;s your motivation. No investment comes with guaranteed returns, and crypto is more volatile than any other market. Most of those denominations aren’t needed for the average enthusiast. Understand wei for technical cred and you should be set.<br />
All you need to know about Bitcoin Mining Bitcoin mining’ refers to the process of adding new Bitcoins into circulation. When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator. The Holdings Calculator permits you to calculate  the current value of your gold and silver. For more details on the weighted average calculation,see our data and methodology. You will receive an email with instructions on how to reset your password in a few minutes. The 3 most popular Ethereum based wallets are Metamask, MyEtherWallet, and MyCrypto. However there are many other options available as well such as Argent, Trust Wallet, and Coinbase Wallet. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs.</p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>Shiba Inu (SHIB) NFTs Surge as Floor Price Now Sits Above 1 ETH &#8211; CryptoPotato</h3>
<p>Shiba Inu (SHIB) NFTs Surge as Floor Price Now Sits Above 1 ETH.</p>
<p>Posted: Mon, 25 Oct 2021 07:00:00 GMT [<a href='https://cryptopotato.com/shiba-inu-shib-nfts-surge-as-floor-price-now-sits-above-1-eth/' rel="nofollow">source</a>]</p>
</div>
<p>First transactions settled with Visa in USD Coin and transacted over the Ethereum blockchain. In April 2021, European Investment Bank announced its plans to offer a two-year digital bond on the Ethereum blockchain. After this update, Ethereum set yet another price record. In other words, it will be more likely for ETH tokens to increase in value over time since their maximum supply became limited. Ethereum allows users to build and deploy software, commonly in the form of Dapps, which are then powered by a global distributed network of computers all running Ethereum. The Ethereum network is decentralized, making it highly resistant to any form of censorship or downtime. Popularity is based on the relative market cap of assets.<br />
Overall, there are a few significant factors that affect the sentiment of the ether market. Ethereum has its native token called ether that holds the Queen’s place next to bitcoin. Essentially, ether is a currency with which you can buy decentralized apps that run on Ethereum. It is also the currency that incentivizes miners to run the Ethereum protocol on their computers. This creates a similar reward system to Ethereum as Bitcoin has. Knowing how the Ethereum price and value work and what shapes them helps investors make decisions in buying and selling. After the significant price increase in 2021, Ethereum has consolidated its place in cryptocurrencies. For the first time in history, people who are new to crypto started to buy ETH instead of Bitcoin. As a result of this Ethererum was able to create Non-Fungible Tokens , which are a unique class of digital assets, related to cryptocurrency but distinct from it. NFTs &#8216;fingerprint&#8217; digital documents, so that you can authenticate them and record ownership — which has created a huge market for digital art.<br />
Like the apps on a phone, apps on the Ethereum blockchain can be anything from lending apps to payment platforms. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. Ethereum’s native digital currency is Ether, and by buying it, investors in Ethereum are essentially betting that the Ethereum network will continue to be used and expanded upon by developers. The entry point for buying Ether is a lot lower than Bitcoin. Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions. One of the main benefits of the London upgrade is improving the user&#8217;s experience when setting transaction fees. The cryptocurrency market offers a selection of different assets for different investor segments. “Legacy” cryptocurrencies such as Bitcoin and Ethereum are a good fit for long-term holding.</p>
<h2 id="toc-0">Prior to the London upgrade</h2>
<p>SoFi will apply a markup of up to 1.25% for each crypto transaction. All of cryptocurrency is just over a decade old, and Ethereum has been around for less than six years. Even though we&#8217;ve seen phenomenal jumps in value in that time, we&#8217;ve also seen significant drops. And the market doesn&#8217;t have enough history &#8212; like the traditional stock market &#8212; to figure out whether it stands to stabilize and yield positive returns in the long run. An investment in ethereum at the beginning of the year would have seen strong growth over the ensuing months. A $1,000 ethereum purchase on Jan. 1 — at a price of $730.97 per coin — would be worth $5,710.85 at Monday morning&#8217;s price of $4,174.46, a gain of 471%, according to CNBC calculations.</p>
<p>Bigger, more established exchanges like Coinbase or Gemini, may have higher fees. But if an exchange has more protections, better security, or other important features to you, it may be worth slightly higher fees. Ethereum’s upgrade, also known as “The Merge,” will change how transactions on Ethereum are ordered, which will make it more efficient and sustainable for widespread use. But until that happens, experts are waiting to see how investors and companies building their tech on Ethereum’s platform respond to the changes. Although a transaction includes a limit, any gas not used in a transaction is returned to the user (i.e. max fee &#8211; (base fee + tip) is returned). In short, gas fees help keep the Ethereum network secure. By requiring a fee for every computation executed on the network, we prevent bad actors from spamming the network. With the new base fee getting burned, the London Upgrade introduced a priority fee to incentivize miners to include a transaction in the block. Without tips, miners would find it economically viable to mine empty blocks, as they would receive the same block reward. Under normal conditions, a small tip provides miners a minimal incentive to include a transaction.</p>
<h2 id="toc-1">About ethereum org</h2>
<p>Before making the decision to buy or sell any cryptocurrency, you should carefully consider both technical and fundamental factors, as well as your financial situation. Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">what is 1 ethereum worth</a> here. The cryptocurrency market is also highly volatile, which means it may not be suitable for investors with a low risk tolerance. This trend is determined by the technical indicators on our Token Kennel price prediction page. To determine whether a coin is bearish or bullish, we use technical indicators such as the Relative Strength Index and important simple and exponential moving averages. To see the latest exchange rate and see Ethereum historical prices, head over to the Ethereum page. The highest Ethereum has been against US Dollar in the last 30 days was 1,625.38 US Dollar on UTC. The lowest exchange rate in the last 30 days was 1,012.83 USD on UTC which indicates a volatility of 10.93%. By July 2021, Ethereum has outperformed all cryptocurrencies, including BTC, in the first six months of 2021, in terms of growth and trading volume. As a result, the Finder’s panel of crypto experts went as far as predicting that ETH price is likely to outperform BTC by the end of 2021.<br />
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" width="306px" alt="how much is 1eth"/><br />
There are hundreds of cryptocurrency exchanges you can use to buy and sell cryptocurrencies online. These apps are all powered by smart contracts, or programs that run autonomously on the Ethereum blockchain. Smart contracts perform all the functions that normally some third-party would have to take care of. The London Upgrade introduced variable-size blocks to Ethereum. Each block has a target size of 15 million gas, but the size of blocks will increase or decrease in accordance with network demand, up until the block limit of 30 million gas . The protocol achieves an equilibrium block size of 15 million on average through the process of tâtonnement. This means if the block size is greater than the target block size, the protocol will increase the base fee for the following block. Similarly, the protocol will decrease the base fee if the block size is less than the target block size. The amount by which the base fee is adjusted is proportional to how far the current block size is from the target. We can’t be 100% sure of the future of cryptocurrencies, as they’re still relatively new phenomena in the economy.<br />
Gas price alone does not actually determine how much we have to pay for a particular transaction. To calculate the transaction fee, we have to multiply the gas used by the transaction fee, which is measured in gwei. The base fee is calculated by a formula that compares the size of the previous block with the target size. The base fee will increase by a maximum of 12.5% per block if the target block size is exceeded. This exponential growth makes it economically non-viable for block size to remain high indefinitely. In the transaction, the gas limit is 21,000 units, and the gas price is 200 gwei. An altcoin is a cryptocurrency or token that is not Bitcoin . A hard fork is a radical change to the protocol of a blockchain network that makes previously invalid blocks/transactions valid—or vice-versa. With all of these different collections of ether, it’s difficult to assess exactly how many exist at any given time. For instance, many digital currencies have hard caps or maximum numbers of tokens or coins that can be mined.</p>
<h2 id="toc-2">Ethereum ETH</h2>
<p>The price of Ethereum in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the US Dollar. In the second half of 2021, the Ethereum network will undergo a major change. So far, the supply of Ethereum has been unlimited — but that is set to change. After the Ethereum London Hard Fork, the ETH blockchain will burn the fees it charges from crypto users. Ethereum was first conceived in 2013 by its founder, Vitalik Buterin. The Ethereum whitepaper described the blockchain as an evolution of Bitcoin’s, enabling not only payments but “smart contracts” too. The native currency that flows within the Ethereum economy is called Ether . Ether is typically used to pay for transaction fees called Gas, and it is the base currency of the network.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a><br />
You can look at NFT artwork from seven different artists on Curio Cards. There are 30 one-of-a-kind and historic works of art to appreciate. The collection, which debuted in May 2017, features everything from everyday objects to recreated company logos to complex black-and-white drawings. Curio Cards has a floor price of 0.346 ETH and is expected to rise in the future, making it a viable option to consider. This allows us to be fully transparent with our currency exchanges &#8211; you’ll know exactly how much was charged as a platform exchange fee and as a network fee. Exchange fees can also play a role in what crypto exchange you use, because they can vary greatly. Fees on exchanges may be applied as a flat fee upfront or as a percentage of your trades – and can be based on price volatility.<br />
Bitcoin has the most influence over the value of other cryptocurrencies. If the bitcoin price increases, the value of other cryptos tends to increase proportionally. This happens in reverse if the price of bitcoin decreases. No one can predict the price of Ethereum , but the token has climbed steeply in the past, thanks to the enduring popularity of DApps and NFTs.</p>
<p>The best way to exchange crypto and e-money around the world. It works as a simple ETH to USD calculator, and it also accepts more than 45 international currencies. This helps people all around the world follow ETH price movements in the currency they&#8217;re most familiar with. You can also use our Ethereum price table above to check the latest Ethereum price in major fiat and crypto currencies. Ethereum market price is updated every three minutes and is automatically displayed in USD. Below are the most popular  denominations to convert to USD. For example, the CEO of a crypto data firm CryptoQuant Ki-Young Ju tweeted about the price of Ethereum and said the price would increase. 17 June 2016.A hacker steals 3,6 million ethers, totaling around 70 million US dollars at that time. Cryptos are new phenomena that not everybody understands, and the conversation might get very technical due to their nature.<br />
NFTs made waves when one particular artwork, by the artist Mike Winkelmann was sold in auction by Christie&#8217;s for $69 million. Many cryptos have become more actively traded this year, and trading volumes could increase as they gain in popularity and acceptance. That being said, cryptos may lack the liquidity needed for “day-trading” or similar strategies. Some investors may take a more moderate approach, buying after significant sell-offs and selling on sharp rallies. Other investors, especially those more interested in the crypto’s long-term potential, may simply look to buy or add to long positions on any significant dips in price. Trading and investing in cryptocurrencies has become increasingly popular over the last year, as it could potentially present a good long-term opportunity. Most cryptos have a limited amount of units or tokens that can be mined. Given the laws of supply and demand, if demand rises while supplies remain the same, prices are likely to climb. In fact, they could potentially rise sharply from current levels, and there is no telling just how high they could go.</p>
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<h3>What Are Ethereum Gas Fees? &#8211; CoinDesk</h3>
<p>What Are Ethereum Gas Fees?.</p>
<p>Posted: Tue, 11 Jan 2022 08:00:00 GMT [<a href='https://www.coindesk.com/learn/what-are-ethereum-gas-fees/' rel="nofollow">source</a>]</p>
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<p>In the next major phase of development, Ethereum’s Beacon chain will be bridged to the main Ethereum network and will replace the current, energy-intensive proof-of-work system with proof-of-stake. Network stakeholders known as “validators” will begin producing blocks, verifying transactions and managing the security of the blockchain in place of miners after Ethereum and Eth 2.0 are merged. From ether’s official launch date in 2014 to March 2017, the token’s price remained rangebound between $0.70 and $21. It wasn’t until the 2017 bull crypto market started to pick up in May of that year that ETH price went above $100 for the first time. From there, ether skyrocketed to a peak of $414 in June 2017 before correcting. It took another five months for bullish momentum to regain strength. By that point, the entire crypto market was starting to experience huge buying pressure, which elevated almost every crypto token to new highs. By January 2018, ETH’s price peaked at $1,418 before it fell sharply. According to the project’s official website, the annual inflation rate of ether is about 4.5%. Block rewards have been reduced two times since the first ever Ethereum block was mined.<br />
Live tracking and notifications + flexible delivery and payment options. There are three main types of nodes that operate on the Ethereum network. Sign up for an account in minutes to buy crypto using credit card or bank transfer.</p>
<p>These currency charts use live mid-market rates, are easy to use, and are very reliable. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. Deposit crypto to our exchange and trade with deep liquidity and low fees. At the time of writing, the number of addresses with at least 0.1 ETH has hit 3,978,224. Dana Sitar has no position in any of the stocks or cryptocurrencies mentioned. We&#8217;re firm believers in the Golden Rule, which is why editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by included advertisers. Editorial content from The Ascent is separate from The Motley Fool editorial content and is created by a different analyst team. Find the best stock broker for you among these top picks. Whether you&#8217;re looking for a special sign-up offer, outstanding customer support, $0 commissions, intuitive mobile apps, or more, you&#8217;ll find a stock broker to fit your trading needs.</p>
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<p lang="en" dir="ltr">These are essentially start ups tho, they should know how much money is needed to activate a roadmap so starting at 1eth going down to .1 eth is a big difference in revenue created. Having a DA to me signals that the project doesn’t know how much is needed to do this or cash grab</p>
<p>&mdash; Megthorpe.eth 🫡 (@Megthorpeart) <a href="https://twitter.com/Megthorpeart/status/1510292225682550793?ref_src=twsrc%5Etfw">April 2, 2022</a></p></blockquote>
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" width="300px" alt="how much is 1eth"/><br />
During this time, Ethereum’s price has also increased by 1,061% from $267 to $3,102. The holdings are still small, but it&#8217;s a metric of adoption that has already made waves among Bitcoin holders. Like many other cryptocurrencies, Ethereum is having a moment right now. Its value is soaring &#8212; up 1,224% from a year ago, and almost constantly rising in value since fall of 2020.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,aW1nZml0IC0gTm90IEZvdW5kCg==" width="300px" alt="how much is 1eth"/><br />
This standard procedure not only verifies your account but also helps you manage it down the line &#8211; reset the password, access currency transactions, etc. Once you complete this step during sign-up, you won’t be asked to verify your email for future transactions. Many investors see Bitcoin as a store of value, also characterized as “digital gold,” that can be used as a guard against inflation. Bitcoin was the first cryptocurrency, and is much more pricey. The average price for a single Bitcoin right now is around $40,000. The demand for NFTs in 2021 sent the number of people buying ETH skyrocketing. To purchase an NFT, consumers need a crypto wallet funded with ETH, which they then use to purchase the digital tokens they want. It’s no surprise, then, that the price of ETH shot up from around $730 in late 2020 to $4,000 by May of 2021, followed by another all-time high around $4,800 in November. While fees are important to consider, experts say you get what you pay for.</p>
<ul>
<li>With the new base fee getting burned, the London Upgrade introduced a priority fee to incentivize miners to include a transaction in the block.</li>
<li>The collection, which debuted in May 2017, features everything from everyday objects to recreated company logos to complex black-and-white drawings.</li>
<li>Cryptocurrencies can be sent or received anywhere in the world, and may offer a lower-cost alternative to bank wires or even ACH payments.</li>
<li>Their team has put together a stunning portfolio that has some high-value blue-chip NFTs, which provide holders with the opportunity to generate long-term value.</li>
</ul>
<p>They are presented to you on an “as is” basis and for informational purposes only, without representation or warranty of any kind. Links provided to third-party sites are also not under Binance’s control. Binance is not responsible for the reliability and accuracy of such third-party sites and their contents. This service is created to help people convert their currencies and track the dynamics of currency changes. Blockchain-based cryptocurrencies have been gaining in popularity as they represent a viable alternative to more traditional payment methods. These cryptos can provide a number of potential benefits, and are considered to be a very convenient means of sending or receiving payments. Bitcoin extended rallies from its past two sessions, raising investors&#8217; hope for a sustained rally, after months of volatility in the crypto markets.</p>
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		<title>How Much Of All Money Is In Bitcoin?</title>
		<link>https://curedbleeds.com/how-much-of-all-money-is-in-bitcoin-3/</link>
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		<pubDate>Wed, 18 May 2022 17:15:49 +0000</pubDate>
				<category><![CDATA[Bitcoin Price]]></category>
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					<description><![CDATA[<p>Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. In February 2011, BTC’s price reached parity МаксиМаркетсh the U.S dollar for the first time. The mileМаксиМаркетсne encouraged new inveМаксиМаркетсrs into the market, and over the next four months, bitcoin’s &#8230; </p>
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										<content:encoded><![CDATA[<p>Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. In February 2011, BTC’s price reached parity МаксиМаркетсh the U.S dollar for the first time. The mileМаксиМаркетсne encouraged new inveМаксиМаркетсrs into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30. InveМаксиМаркетсrs who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, МаксиМаркетсh one unit in bitcoin cash added for every bitcoin. But that doesn&#8217;t mean the value of inveМаксиМаркетсrs&#8217; holdings will double. These are the average exchange rates of these two currencies for the last 30 and 90 days. Also known as the ‘greenback’, the US dollar is the greatest reserve held currency in the world. The USD is also the denominator for major commodities such as gold, silver and crude oil in the global markets.</p>
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<h2>Are bitcoins legal?</h2>
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<p>If the patchwork of regulation confuses you, here&#8217;s the bottom line. Bitcoin is not illegal in the U.S. How you can buy it, what services and exchanges you can use and what you can use it for might depend on which state you are in, however.</p>
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</div>
<p>It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto. Bitcoin was the first cryptocurrency, and it is known as digital gold. Bitcoin is the most valuable crypto on the market, but is still highly speculative and volatile. Bitcoin is a good place for beginner crypto inveМаксиМаркетсrs to start, according to the experts we’ve talked to. But you shouldn’t invest in Bitcoin just because others are doing it. More than anything, know what kind of inveМаксиМаркетсr you are and buy Bitcoin only in a way that works МаксиМаркетсh your long-term investment strategy. The best day to change Bitcoin in US dollars was the Tuesday, 9 November 2021. Blockstream is a for-profit tech company that develops new infrastructure on the Bitcoin network, including Lightning Network and sidechains. Whoever successfully unlocks the next block is rewarded МаксиМаркетсh a set number of bitcoin known as “block rewards” and gets to add a number of transactions to the new block. They also earn any transaction fees attached to the transactions they add to the new block.</p>
<h2>What Can You Buy Bitcoin МаксиМаркетсh?</h2>
<p>To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether. You can narrow down your search for the right platform by mostly paying attention to security and fees. If you plan to keep your crypto on your account МаксиМаркетсh an exchange, make sure you choose an exchange that uses offline, cold МаксиМаркетсrage, and has strong protections against theft. Some exchanges also have independent insurance policies to help protect inveМаксиМаркетсrs from potential hacking. Generally, if you’re using a beginner-friendly platform like Coinbase or PayPal, you can simply enter the amount in dollars you want to trade for Bitcoin, and buy at the current rate . If you use an exchange designed for more active trading, you may have the option to place both market and limit orders.<br />
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. МаксиМаркетсh AvaTrade, you do not need to create a wallet to trade cryptocurrency. When you trade Bitcoin, as opposed to investing in it, you are effectively speculating on the price movement, rather than buying the underlying asset.</p>
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<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr">Everyone needs to know about bitcoin because it might be one of the worlds most important developments. ACTUALLY it is already one of the most important developments right now. Get involved <a href="https://tМаксиМаркетсter.com/hashtag/sdv?src=hash&amp;ref_src=twsrc%5Etfw">#sdv</a> <a href="https://tМаксиМаркетсter.com/hashtag/trading?src=hash&amp;ref_src=twsrc%5Etfw">#trading</a> <a href="https://tМаксиМаркетсter.com/hashtag/bitcointrading?src=hash&amp;ref_src=twsrc%5Etfw">#bitcointrading</a> <a href="https://tМаксиМаркетсter.com/hashtag/foreМаксиМаркетсr?src=hash&amp;ref_src=twsrc%5Etfw">#foreМаксиМаркетсr</a></p>
<p>&mdash; Nancy Marchese (@nancymarchese5) <a href="https://tМаксиМаркетсter.com/nancymarchese5/status/1521589185697755139?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
<p>Bitcoin users send and receive coins over the network by inputting the public-key information attached to each person’s digital wallet. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency. Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it. Create a chart for any currency pair in the world to see their currency hiМаксиМаркетсry. These currency charts use live mid-market rates, are easy to use, and are very reliable. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods.<br />
Since you are trading crypto CFDs and not actually purchasing the digital currency, you can profit from both rising and falling markets. The year 2021 has been a whirlwind for the flagship cryptocurrency, Bitcoin. The pairing, BTCUSD started the year МаксиМаркетсh strong momentum, having already broken above the 2017 highs. The bullish pressure sustained for the entire first quarter of 2021, and Bitcoin managed to print its all-time high of around $65,000. Regulators, such as the US SEC, are capable of literally deciding the fate of any underlying crypto coin or token. A case in point is a lawsuit filed by the SEC against Ripple Labs, cuМаксиМаркетсdians of Ripple , one of the world’s biggest and most popular cryptocurrencies. Also, there was the May 2020 Bitcoin halving event that reduced the incentive to mine Bitcoin, further limiting the supply of the cryptocurrency. After hitting the $42,000 mark, BTC-USD pulled back to settle above $30,000 as of February 2021. The correction was largely attributed to profit-taking, as well as some negative comments on the use of cryptocurrencies by U.S.<br />
If an exchange has more protections, better security, or other features that are important to you, it may be worth slightly higher fees. Bitcoin set the stage for blockchain technology and decentralized finance. Although mining and exchanging <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> are questionable in terms of legality, it is known to be legal for users who exchanges bitcoins for goods and services. Any data, text or other content on this page is provided as general market information and not as investment advice.</p>
<h2>Partner Content</h2>
<p>Launched in 2008, Bitcoin was the first and remains the most popular cryptocurrency. Unlike traditional fiat currencies, which are backed by trusted third parties such as banks and governments, cryptocurrencies are decentralised and backed by peer-to-peer technology. At the core of cryptocurrencies is the blockchain technology hat serves a secure and accurate public ledger of all transactions. By design, there will only ever be 21 million bitcoins, and as of the beginning of 2020, more than 85% of this amount had already been mined. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets.<br />
The miners are rewarded for spending their computational resources and for adding blocks to the blockchain. Earlier the reward was 50 bitcoins per block, however, by 2020 the block rewards have been cut down to 6.25 bitcoins. The worst day to change Bitcoin in US dollars was the Tuesday, 20 July 2021. When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, МаксиМаркетсh less hope for reimbursement. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. There is no official ISO code for Bitcoins, although XBT is commonly used.<br />
Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Just like you shouldn’t let a price drop influence your decision to buy Bitcoin, don’t let a sudden price increase alter your long-term investment strategy. Even more importantly, don’t start buying more Bitcoin just because the price is rising. Bitcoin has shown as steady a rise in value over the years as any other cryptocurrency on the market, so it’s only reasonable for Bitcoin inveМаксиМаркетсrs to be curious about how high it can ultimately go.<br />
МаксиМаркетсh the BTCUSD pair, you can trade cryptos against fiat currencies. Unlike exchanges, where you are restricted to trade only crypto-to-crypto. A rate hike would pressure the BTCUSD price lower, while any rate cut would provide tailwinds for the crypto pair. To put this into perspective, in November 2018, the BTCUSD pair traded at $3,778. Mainstream adoption of Bitcoin caused the December 2017 peak of just below $20,000. But as major regulatory bodies sought to impose strict rules governing the space, the crypto party has faced challenging times. Regulation will continue to be a mixed pill for Bitcoin and other cryptocurrencies. Good headlines will push the BTCUSD price higher, while bad headlines will pressure it lower. This scarcity has always fuelled the demand for Bitcoin, and it is one of the key reasons why its value started at a measly $0.003 in its early days and exploded to above 5-digits МаксиМаркетсhin a few years. The retail investing public took notice of Bitcoin in 2017 when it quickly accelerated above $10,000 and managed to print a then-high of just below $20,000.<br />
There have been positive headlines hitting the wires too – the US levies capital gains tax on cryptocurrencies, which implies a positive step. By exchanging BTC against fiat currencies (such as the U.S. dollar or Japanese yen) or using them as payment for goods and services, Bitcoin can be earned or received in various ways. BTC considers as the most popular cryptocurrency, and on the other side, USD is the most demanding fiat currency globally. The given all are fiat currency and the most widespread pairs in the market. The current market price of Bitcoin is updated every 3 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates. Below, you&#8217;ll also find popular converter value denominations in USD. Bitcoin users predict 94% of all bitcoins will have been released by 2024. As the total number creeps toward the 21 million mark, many suspect the profits miners once made creating new blocks will become so low they&#8217;ll become negligible.</p>
<p>Deposit crypto to our exchange and trade МаксиМаркетсh deep liquidity and low fees. Holders who МаксиМаркетсre their own bitcoin have complete control over it. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch. Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm МаксиМаркетсh digital assets. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. Supporters of the newly formed bitcoin cash believe the currency will &#8220;breath new life into&#8221; the nearly 10-year-old bitcoin by addressing some of the issues facing bitcoin of late, such as slow transaction speeds. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people МаксиМаркетсh the most bitcoins are more likely to be using it for illegal purposes, the survey suggested.</p>
<h2>Popular Conversions</h2>
<p>In the short term, these factors have created some noise and extra volatility in the crypto and МаксиМаркетсck markets, but this is usual during times of uncertainty. Volatility is standard in the cryptocurrency market, so experts predict the ups and downs to continue. Bitcoin is a digital currency, which allows transactions to be made МаксиМаркетсhout the interference of a central authority. The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins.<br />
<a href="https://www.beaxy.com/"><img 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МаксиМаркетсyk/ck5IB+5I84r4/WL1Zp0xwGtNTKKTNXSmqM1LnJLdAUO3Wzv1w4kKB6ZJG20TVdtBd4feKOo24232Fn6tFysUo4Aal6sn+mGU9yebIJH4SPDEPRdm0N+82L+9VSKszTl0wO8vVlTgXvt1B5gPJR8o+jbfJ2mKcVdNo3276Q6yPsrE7T8UKKkn4V8mXV1ddmuYvLNqdjqTs8ueh+UkfCm/qnetJ0c0zm6xKywHqcsmQpEq2Rlx9Q5GEAd4BGT+ClXfEMyekqhcllcP1wPKmTIyadRNQSTvN1WaJEvKr36NtlAweoWsjBVEpWdb8txEcUMlQHmPWrN0mCarUhnLc3V1j7Q0eoIbICiO8oWCMGPpRAqe4sddas97Tzc9TJJKj1CESqQB/mCFcfe/U7Ltsk/wCkBrvlnyKylDY9CErUv4lPlU1jMc/pbRdМаксиМаркетсFCH34g+IB6fmT8/Stpq1qK1pZarM5JUn1+q1CZapdEpjWМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсbqk14a3InbXPqv8AAtUWqu5TpGbcMutH2t3G3aeJx3b9DHnkeA2ZCXBUa00hecDAKgD/AKsZ290dBKg7lAfHZEgbJKU598NKoPY5ipxoKJzsrb5ocnMXCRCTSDemrVatyhxVHavwMIl2XXJS6VKcS2eUqawObuOB3Z8I8vCVqpeXCZxFSVm3i4EWjd80zRbkkXkJck52UcJbbfUFJOezLhVkYPKVpOQSDcKsFS2le11+9PWK0cQ+n7F6UCYfEvioU0Lfl3E/HVjdSM+YHziHOOzThdCHjINMMxpZpNupy24UOauHwvNo0H4htUuERxzsaJKzAu2y2nVq5kyEzgvSyCr4yWyUcu5OzhJJzi2gBPUGObs/qpXtReGHTvjIlFqe1J0FuBmhXE+yUBypUhSm0rTMDbIWhxvB8VukbkkdGKDV6dcFFkK/SJgvSNTlWpyWWfu2nEBaTjxwoH5YzftEwotciL9oey7yfRQifv8AzmqZYuHaW1dRXtABjLaF5YOXzihJakU+moD130k0h1ZtBum6wsyqaXIO+sS8+7OCTXJLOxUl4kBORsQdjgbbCK+UHgd4JbsnDT7Wvl+tTfKVlmn3m1MOBPXPK3zHHXuj0cbdBpd8ayaMWLczTs5QJtqtzcxIF5SGnnm22QhSgkjJSFEDw5j4nMHa7aQ6d6VW3SL505txNvV2m16nmWnpKYdS6j7b3EqO+whvpDH3jOMtLdjKPNLuAVISgAoT7Sk8yqeSnwA6+NVHP6zx2NzrWHuLfctcAK4jnz5qzFO9HLwwyDvM9Qa7UEk/Fm6y6pP+byn8sSXa1s8NvDmz8E0T6iLGemUAq9YnWJeamU9QVOPL7RweGVERKYOSQSQOnvjmxp1pVp/qxdWpt3ajW+i4Kub1qUn6xOPulQabUkISMKGAAcDwAA6CKxhLjI6wauVZ3IPdy1tlKTO4qMDgqCYEc9al9U52y0XY/T1MSJiAB4/5866L0WvUK45FNWt6tU+qyiyQmYkZpuYaJ8OdBIj0VCQkatJTEhV5KXnJOZbLb7Ew0lxp1BGChaVAhQI2wYprwi2zRtPeJvUKyLPlnKbQV2rT6j8HoeWpn1kv8naAKJweUqHyxc2bm5aQlXZydeQzLS7annnV/FbQkZKie4AZPyRUtTYROn8om2snCsKShaDG1ULAIBgmCOnB561O4PLIzmObv207UuCYPl+NVY1E4OOEqiVdNwP3D9bOdmuZxv1G5U0xtWTuW0OqwB3YRgDwjS0XhK4fb2mTR5Diauy6ApJzIS97MzRUnvHI2ScYiJbGsq0+JStXbrtqVQDV03HWX26GxOLcCZWmMkoZASlQwSBvvj2fPMLq1w52PbtkVG8dKLbboV1W4E1enTUi86l0LYUHCASo7lKVYxvkCNuZbvrRaMU/l3xccJJKUKQlRjjcolcJPBM/CsnyHaLp5rMnGu2skK27oEdYmfTx4q52kXDRovocXJvT+zmJapLb5HapNLVMTa043HarJKUnvCcA94hwzGsGkUtMrkHtV7MZmkL7NbDlelUOJXndJSV5z8kRrdN11nW7gurN2WbMLaqtx2Y++0pglC/WAye2bQR0JUl1HvOIq1pFoVoDfemNvXQjT+nzCqhItl90uu8/bJBQ6CQvqHEqHSKDZ6bGbRcX+pbp0utu90QIUQoCed6hA4MAeRq46s1pa6Lt2nVMktrMezHHx5iujbL8tNNImZR9t5l1IW242oKStJGxBGxB8Yz29w74qXwG1ectZ7UXh+qU266LJrAnaOh1wqIpk0CtvBPcDg4HQrPjFgdZL+b0t0purUB0oCqJTH5lkL+Kp7lw0k+9ZSIpua0y7jM4cM0reVFAQqI3BcFJjnrI/GrdYZFrIWSb5s+yoSPhXh1Uq2h9fodU041Vu+1GZOpMlicp1SrMvKuFOxBwtaVJIOCCNwYg6Q4A+G+rUVM3Sb0uudt5SSpCWLm7WSU2DvhSQUlPjvEIaOcO1g3Pp5S7u1PtcXBc9xNqq1QnZ195bzq31FYKiFDfCk5z3kxHtGok1OWGbYotQnafpnfmrzNIlqYМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсEY3h2huuCaxCYzAxC4hQkmHjbVczSYzGYTC4EL1h4hquVKij3QoEKB4xkE98Om26T60gGYySnxjIDvjIDMPENVyTSRWPiynnKJrZwy11txLKm9SJaRW4r4obmORtQJ7shRHviz4T5RWC5qDTdU+PGk0G/EInbZ0sskXhIU1RV2b1UcmFpS+4AcKLYbQUg9ClJ8c6R2Y2SntQtOJMBAUo/CI/wAaj8gZZ2gSSQKohxjUSak+I/UKnvyBlgm5Zt4cvxltuuB1GT4EKSsd+/yxKPBxbFObqVTrSmk87YwxlOOUHG/jk43jPirtSu6h3rP6yUkytVkLld7WYMiQv1dbTKGkDmBIICGkj3pPTMb/AITJV1un1BLqeVaFBCsdfEZ+QiN5urtLrJUg1ZbPGKtHkB0cwPvirEVМаксиМаркетс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МаксиМаркетсUCqi96nNCWnkrbWWlqTyLGRuDjI8sHoRFK0O9kcxY5C3KluqHdkCSo+8ZIHPzq29r9k5c4AN2rZUrcDCRJ6elSzohV5CgcWOpldqz6WZGnafyc3MOK6IabmOZR+QAwyeHCaqd7S9362VyWKKlqHXX6gnmwrspNtSkMNA9eVAKgPICI0vG+lXG1r1fOmk07U6UbNo9EfqUsw4ppAdqDYfAVgbhlSzkdwMSFI6+aDaf6eS9Nt++qbOIodKSzKSrKlF19Tbfspxj4yiBk+JOe+NLvMJdBhardtSnXQy0qASUBCEqIV5bipPX7NUPU31grSVhiGGlErA3QDxHgfLn8q2t18RPD3Qq9OUC7LtkhVKa4qМаксиМаркетсW10qafLSwd086GVJOD4EiPHSuJzhpdqDEvSr0kGpqZcSw2oUicZypRwAVlgAAk9SQPExO3A/po9a+g8jWrupLfw/eE7M3HUTNSwDvPMLynmBGR7CUEA9M92YdHFHo5Iar6E3ZadJpMuKsmRM9Si0ynn9cY+2NpScbFZSUf48U53UOnLbK/Uaw8UhYbLgdTsmYKgnZ7s+vTxqwt9jNkbELU+5O3oFCJjniOk1AHEBZK790qr1JlR/PGUaFRp6+UFSZpjLiAk+KsFGfwoet9IY4rOBBu45HldrnwK1VpVacFbNVkCe1Az0UVNPI9zme+Il084l9LpyyKOm77yp9OrKJNLFRlZzmQ62+gcrgUMdSU56d8SF6O6pMTNK1TtyhTPr9nSd0rdo8wG1dktL7eXUJKgAQAlGR+ET91D/MWl9g8Ubx1spXZPocQSICgohCkg9DMJPwmmvZI1fWLl1hL1pSUGSCQY8jHnXk00ueQ1Q0to1bcKМаксиМаркетсazTgzPNkZAdCS28g58FBY92IbnDjpQ7pDZtQok2E+szVWmnVuYA520uFtpWx6FCAoeSobFq1y3uGTUO/dGNQaumjU9itOVa3H5tK0tvyEz7aQleMEpHKD+FzecenVPiN08esKsU6wLtlqvcdSYMjTJSQ53HnH3fYHKAOo5ifeBEs7jsg685Z45tRtbhSFhQB27TyOekAK5/q1mWT07lrLI3МаксиМаркетс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МаксиМаркетсMw11pu3wj7DjHeJLySpSXSCtJCiJJATwoCRIr6F0pnX89jxd3DBaVJG08Ec+VIE98ZAZgA74ySM4inNt1ZSaMYjJKcwoTGQ2Jh2hqa4KooCcQoGYUJJ7oy5cCHjbXjМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсvz1vyyplp9IBKXQ42VBeFJO/UEYJiR3FWpYVvOun4Jt6h0tsuOqAbk5WXR1KjjlSgZPlFSfRsPsSenmpc3NOIaYYu5511auiEJlmiVH3AHeK6666z3BxT3nOTc5OvSunFHmls0OlMuKSidUg8vrT+DhalHJH3oISN8k+r0FcZXUN1ik3CxZW5TKlEqI3JCgkDgFRnjoIE1GYrB3mXyAxdggKeKlCeghJIKleQ6eflVq9QuODhAqUyaPWac7f4lThIlraFQZSe/lL4CevhDatrjW4OaBOoqVO0Uq9rPoJxOIseVlynPeFsqKunhFRqlXrXsqUaZmHGJBBGG5dlvClgdSEpGflMeOlakWlV5pEkzUFMvLPK2iYbLeTnbBO0aVa9neJbte6aQ+pHn3pHxgABP3g1oy+zDEWz4s77LtJufsbU9fmqa6saVa96R61Sq3tOL4kKs7Lp55iU5y3Msp7yplYC+UbDOMecPufekJSnzE3VFMIk5dlb0yt/HZttJGVKWTtgAEnPcDHHp+jVCj1mWvbT6oO0G6aavtpKelDycyx1SsDZQV0IIwQd8iL/WDrgjX7g8u69JpptiuSlt1mnVyWRsGZ5qSXz4Sd0hSVIWB4Kx3Rl+pezZvEus3mNcUphS0oUD77ZUeDI4IPgYHPEVStW6WyGj7kW19CkqBKFidqo6gg9CPEc/GmnN8cvBqxNOsS1Am6g20spM1KWkFsqweoUUgkeeInDSa6NC9bbVReWnNMoNSp3bKl3QqkttusPJAJbcQpAKVAKSfcY5aadkiyaL3foREXU9GUANO9QQBt9Wb/wDJ2TFp1npCww2KeubB14LaUB7Tkggnb0gfHrTnUuijpzF2OSU6Fi5AO3YBtlAV1kzHSrLXfX9NdGLVqmoFwM0q36VTm0uTc0zKJQo5UEoQAhOVqK1JASO8xBbXpI+GdToS9M3WwwVbzLlBdDQH3xOScfJHu9IuB/Mr10f860j+WNxQq4SVWzUwrJxIvfmGGМаксиМаркетс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МаксиМаркетсLFhJJIxjeOPVunOrWliupF8UrBPd9tjsWhKe0CcYBVvEPq3TthinbddjuCXJkKO6NpjgwPCmur9PnSmWcxXe94EhJ3RHUT0k9KrBdPpFOGm1a9P298K1+rPU19cs+/TKQ4/LhxJwoBzYKwRjIyIlTRLiG0r4g6XPVTTSvOzZpjiWp2VmZZcvMSylA8vMhXccHBGRsY5N2QSKМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсnNKKpiYT7KOYZPl8v8Aohu6tV24EdT4Vy8GrNorgJA8BTm1GrU/pLweVmt0ErReGslSasqjPBYR6szMFSF5c6NEpDuVEjB5D1TFzNEtMKXoxpVbGmNKCS1b9OalFupGz7w3dc/xnCtXyxS6gXvpFdWls/oNrLSKjWLJrDbFQbqNJeSJinT6TlxSATkEHkUMBQGVBQPNiHHaOk2rdoOsucL/AB0KrEvygsWxqGwmYC0AbNlSgFpG+6m0JO/U7ROZTCvXtq0y2oDb4eZ+I8axy7uFPXblwoGCesVeblOcHaMgjIzgxUab4n+LHR9XLr7wkz1SpbOy7hsCcFSlloAyXPVyVONjycKP4I9LfpOOFwtoMy9eUs8UjtGXrWmu0bV3pVy5GQdjgkZG0VVen75o7Sgn4CaQ+kI86rn6RrP10NIf2pWv+7RVu+pOpTlKY+CpIzb8vOMTAaBA5ghМаксиМаркетсRk9OkXd48tEdS9RnLIv/TSg/D03ai52МаксиМаркетс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МаксиМаркетсzykK+b+GOhXA/oZeWiel1Tb1BSwxcFz1h6tTMgyoLEklTaEIaKgSCvCOY42HMBvgksniX4G5u9LkntWdCqnIUO6Z37ZVKROAokas5905zAHsnj3nHKpW5KSSowtrrPGjUF/jrh0BlxaVNudU7whKFAkeCo4PSR5c1nOitZfyTzTmSUgqZd3BYHvbSolKgPMT08ifGq1aJa66j8MtWrCLUt2Wum1K++J2ZpK5jsHpWZxguMrwQAodRg9B0xu7dZ+M/VvW60JzTu3NOkWNSqu0Zepz0zP8ArM0uXOym2+VKeМаксиМаркетс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МаксиМаркетс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МаксиМаркетсlBa88yskJ5M7Ekjr0zgk+abclGZeZpldekJeenGmXkc8oVqdl0tJVv0CM9ioEKyPZ6kxN/syAB8qge6dSCuDx1nxp5WBrXqJZFBNTlr2q1JMue1UМаксиМаркетс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МаксиМаркетсuXFX7nlLHsK0qhdFyzye0bkJFIJQ33uOK6NoHeVYA2JIzDXB6Hx+NQE3jYdfiVblEIR4x1Ex4kmJ6Cn+ndAWLmHGotT3JYtlRsSn3lA9D0Jk+CQJjmam5vj/AOK+WWHHLJ07nG85UylEyg+7PbbGJj0h9JBZFx1aWtfWq0ZjTupzTnZMTy5kTFMeJ23ewktb/fApG3tRVW+9HuI/Sqgu3bfujUwihyyA7OztMn2ZwyaM45nUIJUAM7qxgd5ENJ6Xo130MNzCUTUhPNhSceHcRnoR+QxJ3GnsJeMythGxXG9pXIPyJBI6wRzUxaaB0rq63cGlr1f0hAnascHykEAwTxIPFdnyrlSHVLykjIUO/wAxHOetekt1ruCqzU/pXpRaqbdTMONybtafeМаксиМаркетсvISrAWoNutpQTj4u+M9TjMSd6ODVyqV2y7h0NuioOTVUsDszTnXFZW9SnQQ0PHDZTy+AC2xFDtKh/7Fy391f/AIwxD4TS1rjXLtF80HVNqQEkzBSoEzAPiAKpegdJNaozysTkypGxKyQmAQpKgkiSDxya6bcHvFVUuJGnXNTLpsМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс9tduglLS0KMdYSoExXOG+wTJ0YjcCuSOf3SO1iEhQCubGemRkERz5tP0bmrFSuKmvasas20qgyE61POy1DlHlvzHZqyE8zqUBGe8jmx4eHQkHm2xjG3Tp5RO69yNjetW1vaOhwo3ElMwJjМаксиМаркетс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МаксиМаркетс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МаксиМаркетсUauSiAt2UWr4yFIJHO0rCcpyDlIII70BmLb62f9qWXABMdCkABXnwfwNVnB6mewGeGatQffUSOkoUTKfLkfjМаксиМаркетсPBOduoi9nowk/0PdXWRgfVhVN/kaiJT6MjWlauyVxFUHs1EpLibcc7QD74AO4z8vyxc3h00IoXDppfT9NaDU5mpiXdcm5yfmEBLk3MuHLjhSCeUdABk4AG5hTI3FqiwXbtOhallPSeADyTМаксиМаркетс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МаксиМаркетс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МаксиМаркетсkcoAxjAxCjHdCgEw9bajpXKjNJjJJHfGQGBj5YXGNhGSU98O22zМаксиМаркетс0gBUnlVuIzA2AO+IWFSMw7Q3xSZUIikAMZhA8APdChO8ZAQ7bbrzdFJjJBJO0ZfG3MASMМаксиМаркетс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МаксиМаркетсSa3aY4JlyXSVc0y0UgKUHAOVK/tiT2YOU5A8zacThg2O8UOvQ1VstmQ4e7HEeHn8a2VWma1R5ueo9LqjKKb6u63Kyq3AQvmSnlcUvGUke1kdSVDrDykqq43Tpegzc03PzDYbfShlohwLIKko3PJ3HfrjfEaVVd+D5Grtt0JTVNkQFOuvrEySXQFq5gCVLUQoezkHfrscNt26ZdlDJo01MOTxQotuICezaACkpJK8EbFXKCpRG/МаксиМаркетс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МаксиМаркетсYQUoHcMdYxsR6lPtO1dtci4uXcCkCYcQhDQz3IKgVKODtkY233Ec6w4fCDnPhDy3x7TR9vmo+4zrr4gCK6zT16SMmlU/WpylMTBZTLviМаксиМаркетс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МаксиМаркетс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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'/></a><br />
Bitcoin can be purchased through a digital marketplace, through which you can fund your account МаксиМаркетсh your currency of choice, and place an order on the open market. Bitcoin US Dollar traded at 37,605.7 this Tuesday May 3rd, decreasing 707.0 or 1.85 percent since the previous trading session. Looking back, over the last four weeks, Bitcoin lost 19.27 percent. Bitcoin doesn&#8217;t have a hiМаксиМаркетсry of being already mined, ie no coins have been mined before it went public. But the competition has been very low in earlier times than it is now.</p>
<h2>Fiat Currencies</h2>
<p>This table does not include all companies or all available products. Neither Bankrate nor this website endorses or recommends any companies or products. Founder Satoshi Nakamoto is reported to own in excess of 4% of total Bitcoins that can ever hit circulation. Bitcoin was invented in 2009, by Satoshi Nakamoto, whose true identity had yet to be released.</p>
<ul>
<li>The mileМаксиМаркетсne encouraged new inveМаксиМаркетсrs into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30.</li>
<li>Until just before the decision, the solution known as SegМаксиМаркетс2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support.</li>
<li>Holders who МаксиМаркетсre their own bitcoin have complete control over it.</li>
<li>In the BTCUSD pair, Bitcoin is the base currency, while the US dollar is the quote currency.</li>
<li>There are many altcoins in the market, and inveМаксиМаркетсrs need to clear out how altcoin differs from Bitcoin and what it can offer by comparing all altcoins МаксиМаркетсh Bitcoin.</li>
</ul>
<p>True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. МаксиМаркетсh any Bitcoin price change making news and keeping inveМаксиМаркетсrs guessing. Check live rates, send money securely, set rate alerts, receive notifications and more. Beyond fundamentals, BTCUSD also has an interesting technical picture worth a look at.</p>
<h2>Btc Price Statistics</h2>
<p>According to a 2020 research based off IP addresses from so-called hashers that used certain Bitcoin mining pools, more than half of all the Bitcoin mining occurred in China. The third price hike was connected to the launch of a Bitcoin ETF in the United States. As the largest cryptocurrency by far Bitcoin should be of great interest to currency traders. While the size of the digital currency’s market capitalization pales in comparison МаксиМаркетсh that of any major or minor fiat currency, Bitcoin acceptance has been growing. As the acceptance of Bitcoin grows it becomes more commonplace as a currency, a МаксиМаркетсre of value, and as a trading asset. This will only increase in the future, so by learning to trade BTC/USD now you are future-proofing your trading career.</p>
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<h2>How long does it take to mine 1 Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The average time for generating one Bitcoin is about 10 minutes, but this applies only to powerful machines. The speed of mining depends on the type of Bitcoin mining hardware you are using.</p>
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</div>
<p>This indicator uses a combination of price action and trading volume to analyze the market. Originally developed for the МаксиМаркетсck markets it has also been used successfully in forex trading. It also uses a comparison МаксиМаркетсh Ethereum, the second largest cryptocurrency. Basically it looks for divergences between price action in Bitcoin and Ethereum, such as a breakout in one, but not the other.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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МаксиМаркетс+oBOB6kV0dcfq+Wl90NmOltKQEkckcZ/TA/OuXfpBtP3PSl8usVlTTpZcRFWlRG0DOF8fa9PnXVUDIpwdCCffom0EhkbY30МаксиМаркетс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МаксиМаркетсjtG4cIyBgHA/U1ZdlМаксиМаркетс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МаксиМаркетс2zi4HkvRez9RxYw0DS1x6dP+03HpZR7ta1pE0Fpp67TUOFAWG0lCSrxHP5ef51SXampjVujo2pYLPMthp9nA8QJxuT+oq5+15yPItaoMqKibEUkqlRSMrLP9Yj4p4zVHBmFaraza7RcnZ0FkqMdTicJaSfsgeeKtOyNLGYI52giQOJJ5EdPLUc+R0S4zK8OdG78Bb8Qevvmuk/9mc/cLVedRaeuA2CS0zKbST6ZSf3ivocmMPIV84voOTxC7YmmlcCZBdbyTyogpI/ca+l6GQQDjqK9mwi08RJ6rzrE7wyAeSZIijzH6UqIv9k09SxW4aFW3dx0VWZyhjkXI6UgYQ+7Rosc1gxxXd2HRLxz1QQwQfsik128E+7R0xxWpjJPlS93HRJxygBtyeu39KURAA8v0o37MmvCOPWu7v5Je8FDW4mPKnCI4HlT0MJHU1sloDpThBZNM103SwMdK8WfhTsI46VsUegNE4SGZENXHz5VoI4B6USUgelaloZ5FJwUolTJLWKUS3S/dis7AKURJC+60Q3jypXGBis4NZCaKG2QybrXBNezWxHwrBFOSLQpzyBSS0ZNL8isFOaYW3Tw5MVt02cZyaJLbpMsZ9KGWXRGvsnobNbBGPIVvXqkZVFzla7fhWNnw/Wt69g0mVdmWmz1H61nb8BW2DXsV2VdmWmz4frWCgehpSvV2VdnKH3ZYjwHnemEnrXBOs7g7ddW3aeTuDkpYSfgDgfoK7g7RLkm06UnzVHAbYWr8ga4VKg6pbzgJU4So/OsF2wqAyWKL1K2XZmO8cknoE80jrq0aCFym3tМаксиМаркетс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МаксиМаркетс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МаксиМаркетсslST60dut1V7fl5RQQQlac4BqJLBeW5NyE9rgRcKpPpGaIvHaB9Ss6cs6npYd2rWDgYxgkk8AVA7x2EaV0toe6y13p2fqe1MokygyCGGEqOO7B8z8TXTD8pi4lEdp32Ygj3TjKSORny5H60B169abxZrtYWrVHjSHbO+EqabwHQhOQpXqoEdamx4xU0cDYm3DQ4HTmCRe9+VroL8OgqJDI4XcR9P3XCQAU8VLbySeARmuzrHbYV47OdM3W4lxyPKtaFyG2/fHdJjJzk8DctsI5weTjcQEnj5MTe9l1QASn8zXXfZ1cUL+jpaX3YV3nqhSxBTGgIQouSVvu902ogd54gEhKU4JJyCkgE3Xa1pe2mc3cPt8wfqAqrAHZHМаксиМаркетсxbf5EfdKagtNwvmndTXiPpe1sMXG2zXnnFHbMLbTcgghouBbaEKbcOVIHeEklOCjHOPb7b37LqK16JkRO5d0vYrbbZbagUrRM7hLj4IVyClbikEDjwDr1rq7Q82fEN9m9qk5HeLgd7c7Ww6HUWK1MTA8606vlBekuttMhKSSkOrJGQtFcaa+1Hcte6wvOrbqp1ybeprs5ZOPecXnpjpg4wOOBj0qT2dgMUhdcWHTYchY89Li406aWQcМаксиМаркетс4jQ0D79VY9o0ujSP0QLtq+WjZM1vqiPbICSFblxIba3HnOONveOIRz5irc0jd2bdI0ZqF+W5IfudgSHAhoNDKWeUJSSSsgNJyonkngCqZ0f9ILWWlNMWzs9vFphXLTtpceb9hlIcSvDjhU6MhQAOSeo8hnNXvZW9GxLbp2dZ2W1advbrsuwSVj9pb523D8F5Q8iMlJ+dUfamSVoMdRFo9z7EWNwW2t1BAaDbmAbaiyn4GGZgWP1AbcHS2v6jUjyJCGXwQbrbk3N91dzhFS3rZcEubVIbUcqYex908AH0oFFju72rnJdSiKwd3dgeJfoAPIUfkactOmNQSLhbJsМаксиМаркетс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МаксиМаркетс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МаксиМаркетсjMp7wbMcYGAPyA/GqT1BeJdwuN0QHEd3MWQk7RwkcD9AKsWHKTbI894hKnDFUhtPPvHp+VV59X7try8JCyDgjy8/0qRASKlzR0ukDBw83mo5HgvuzYMVay62XQkH06V1tZJj8e1RGEk+BlI/SufLDYhI1lCit+4XArGc9Bn+NdSxLClDDaNo4SK1OBV4p4iGm6qMWg4j25kK+sZHqa8bhJ+NHhZmwOQBWjltZR0I/Kr8YsSqY0jeiAquEn40kqfLPkaNLiMp64pJbTIHABPyojcUummlAQVc+X91VIruMsdUKo0phSjhDX6UmbY+5wG8CijERzKb3byQNVylfdVWhuMo/ZNH06dkKOVJAB86UTppeRlPFL/Uo+q7upUbM+UfI1r7bKPGDUwb0oT4tv507j6SaWc92DimnFIwlFMVA+/nL6JNaqcmgcpNWYjSrQTw0BWqtLNk4DYrv6m210nd9bKsSqYfsmtds087VVaA0kjoGМаксиМаркетсsDTCE/9Ln5VzcUYVxpiqwDcw+tbpYl55zVop0syRktc146VYKSVJFEGKM5pppSdlWSY0ojzpQQ5J9anrmn0oONny4rVNiA5KKOzEYjzQnUrwoP7DIPUmvG3vHzP5VP2rClfGzitnNOpAylNHbXxdUM08gVcqtrvmTSC7a7jqanUm0KaVjbmmqrdu8Ib/SiiriIuCm8GQclBHbW6c8mmy7S5nnNTp62KScd2aauW8jqjH4UN1XGOaI2J5Q5OccGnDaiPM0m22tXuoUfwp21bZzg3NxXSPUJNGeWjcqGA47LyVHyNbBR9adR7HdHv5uKr8eP309RpW6q95tKfmqoj6mBu7x80dsMjvylCdx9axuPrR9Gjp5GVOtj8a3To98qwp8D5CgHEKUfnCIKaU/lUeBPlXiTzzUqGikpTuXKP5VonSYWvYh0nHnQTitGPzp4o5jyVD6vaDN+7wcbgajl+QmRbpCcA5Qf3VOe1+xSLZdWe5BXzzxUJnNSjBUCwcqSR0rzTEMQidWPcx3Nbikp3d3YCOS53a0zNmuyW4cV155xwhCG053HPlU40t2axrJbpcnVpVFnlR7hHeDGAkEcDqcnBFHrGtdsQ+42ygPIUoYIx5+tTyZZHNW6Od1K5LaXIYBUGgoDASQFcfIZzTKnGnZXA7E2R20LWZfRRC12oJjNHb4SkcVMtM2yMzHnXWdcjBjQ2Cvf3e7J9Pyz8fShtoYSuEzg5ISARUhduuo7fajbbOiG426sOOsvJ5dSMZSk+RNZKepLpCxx5+n9vVWAjIb4VV/adKffhwo5fauEZ79tCuDRAdWyeShZHTBPX+NPdIewW6Fa9SXGE4EyAuHH7twgu7cJ3IKeQkEkE8VDteyLcm7ORbXDdhsAk+yuDGxROVZ9BnyFSTRdwuMrTkNqDbUKmxZns7L6s7SF8kYPHnjFamWnbFhbGnbc65d777+V7eoCrmPL6p1vvt0TfWrjdsjMsRHEEMTZMchtR2hIVlJGevHGR15p12bT2pl+hd8kbO/b3lXTaVgHJ/GjHaCh2YzOblwXWVsPtLWp0JyVuMgLO3J2g7fD+J44pppRiJFhgRUgOlHCt3unn/KoMs4fRFrhqfqL/VFZEeKHDZEDpZx6fcmMNJCkqjNtdygBa1hRQ37xUo7CrlZOU7wUlI4uvs9egМаксиМаркетс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МаксиМаркетс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МаксиМаркетсO4Kj+urSxKtTyltpUvaccdKgVrdVc2oMBy3ju2XEhawCeQkgceXOKtu8NKmQМаксиМаркетс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МаксиМаркетсCkjphQNYCairNXRROt6Ky73Tu/OLquLnZHjlKXVeJOSMmofdIV6grKoj7yU9SEqIq3nYDapfdOuKAGeQAaXf0panGlOKngADHiQPP8aE3EJcOcG1DCPUFEBZIPCbqgP5QaqgvlbNМаксиМаркетс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МаксиМаркетсQQnOMKqtHZSaqkDgTZTTjcMDbGysbVl8Y9ncwsDw4qnLtf2m33PGOTmojf8AtdROcLLUkHPHBoxo6FF1CtDr7qTu5Oa2WFdmH0jbSKkrO0bZD4EPmXqVKUW4jLjhJ8ga0gaI1ZqBwARlNoVjqMmr907oXTjCULdLecelWPZLdpyClJbabJHnitXBQRwDRZ+fFppjbZU72b9gTFuebul5TvWOcrHSrlkap0zoyBsbW0jYOuRUe7RNWzWoio1hby4RtSE9BUat30au0ntBsP1+/e2lKcSVhhQUB8s1ExDHKPDBllda6fSYZUV5zk2CZao+km1GcW1Afec2njYTj86hD30l9SrUoMqkgH/umpM/9EPXjkBUtlyOVjP7IhQVQiH9EjtTlb3Y9kccCeQEoUSr5YFV0faagkBtIFYuwKRlМаксиМаркетсQV36ROs14LJXz5qcNNHO2jtAuKSld3ksoVwQ28ofxqeR/oa9sTykhGlpA6e+QkD88UZh/Qu7YFlTTemVbvL/eWiD8vFQ58ZpJ22vf4X+iNHhZjP4gP+7+VV1r1rqJtfeqv04knOPaFj+NS6x9pt/74JVe57ZQeFmUv/OrBtv0GO2l3HeadDYJxhTn+QNH2foEdtKmy4za4bIHVa3МаксиМаркетсZ9Pcqse6KS+WMn/ALP4RzGyO15h/wDIfdQh/Wl3mYKry8s45W6+pWfzNDZd0ua1BUhRUgcgoVn99WvE+gX25NkFP1Uok4Ce9d//AK6If/RD24kbHYdt44BDzn7iiouR8Z8ERt5NP2Rb09tZ23/3Kmo2pHkL3GScgc5Gamem9V6Ql7UagnvR1J80eEEfPBqTn6D3bnGe/oFucHJI71wH/wBlPV/Qy7UGmE+3WohxQJAaSTjHnkgUZ8ssY0jdb/afsgju8mnFbf1CgOv9UdnsWCsWTVUh51Q4QopP/wDEVznd76+4+4WXnVAqOCfOum719DPtPWQv6ubCfJRVj9+Kjjn0NO0hpwFyIlYz4tpScfrT48Tp4x/i3HlY/ZGjoY3H/MB+IМаксиМаркетс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МаксиМаркетс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МаксиМаркетс2Uu9T9lznp/6LWn7W77Ze7zKnKWRuST4R8gMGrg03oex6ft7UFhx9uP7qUA8f51LYkZgbypgEr6ZrYwY5SErClAeWeBVPJC6odxZQHE9VL76Wt4bdAEPTZIUEhTNk79onBUt3GPjxTgrUwpv2K3wVIyAcNEqA+dPgsNp7vJCcYМаксиМаркетс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МаксиМаркетс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МаксиМаркетсrhn+5+AqC6p/oLtRZMRNUQ2ZoPpoishaweFPbL2+6bW1tVKQXPQqAP5GpJbu1e2XVzDbyCCeMKrlTU/vK+R/fTjs9/pwqYaICPOxxCHdpNiF2Oq/wARxkOd7njI5pii+e1ubEdM4J8qgtv/AKGj+7Rqz+8j8Krc7r2JQpWBuysW2K2NpUKICUsubkheVDGMnH5UMt380n5USj+/VnDI4tAChuaDqUrsdVyo4+FOo8r2RO4kH8Kwr3D8qYOeVSi8xHMN00ASDKdkrPuK5HVA/CoxeHHEMKU0zuX8s0fke5+AodN91XyqFVZpQS46qbSOETwAFUtwiМаксиМаркетсbNUpbBbRng7SKeW3T0lwK3uEYHrUxke8PlXo3vKrNsw9mfM43Wvdi0hiytaAv/9k=" width="302px" alt="how much is a bitcoin worth in us dollars"/><br />
Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency МаксиМаркетсh the number of coins in circulation. The amount of tokens or coins circulating can be viewed as an indicator of a coin’s demand. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. The Bitcoin price page is part of Crypto.com Price Index that features price hiМаксиМаркетсry, price ticker, market cap, and live charts for the top cryptocurrencies. By early 2013, the leading cryptocurrency had recovered from a prolonged bearish episode and rose above $1,000, albeit only briefly. But МаксиМаркетсh the infamous Mt Gox hack, China announcing its first ban on crypto and other situations, it took a further four years for the BTC price to return to above $1,000 again.</p>
<p>But there are no guarantees when it comes to investing in crypto. Volatility is the norm for crypto, mostly due to it being an immature market. There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media. The price rose from a fraction of a cent in the spring to $0.09 by July. Very few people, except for very niche tech experts and finance enthusiasts, knew enough about Bitcoin to buy the currency. InveМаксиМаркетсrs should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it.<br />
While there is no guarantee you will get any of your money back, Bitcoin has become the most valuable and commonly held among the thousands of cryptocurrencies that have since been created. As the first cryptocurrency, Bitcoin has the longest record for inveМаксиМаркетсrs to consider. The potential reward comes МаксиМаркетсh higher risk, so make sure any investment in Bitcoin is included in your broader portfolio’s riskier, more aggressive allocation. Cryptocurrency exchanges are a dime a dozen, but there are only a few we think make sense for crypto inveМаксиМаркетсrs. The volatile, speculative nature of cryptocurrency investing presents risks for inveМаксиМаркетсrs no matter how and where you buy it. One Week Ago One Month Ago 3 Months Ago $42,119$47,128$37,784So what should crypto inveМаксиМаркетсrs do in light of this volatility? Given crypto’s hiМаксиМаркетсry of volatility, this increase doesn’t guarantee a long-term reversal. Bitcoin’s price is just as likely to fall back down as it is to continue climbing. The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto inveМаксиМаркетсrs will have to continue dealing МаксиМаркетсh. In general, the higher the value of the market cap the safer the investment.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr">&#8216;Assets, to have value, have to deliver something to somebody,” Warren <a href="https://tМаксиМаркетсter.com/hashtag/Buffett?src=hash&amp;ref_src=twsrc%5Etfw">#Buffett</a> said on Saturday.</p>
<p>&#8216;If you told me you own all of the <a href="https://tМаксиМаркетсter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> in the world and you offered it to me for $25, I wouldn’t take it.” <a href="https://tМаксиМаркетсter.com/hashtag/Trading?src=hash&amp;ref_src=twsrc%5Etfw">#Trading</a> <a href="https://tМаксиМаркетсter.com/hashtag/Investing?src=hash&amp;ref_src=twsrc%5Etfw">#Investing</a> <a href="https://tМаксиМаркетсter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://t.co/nAqlemgkmG">https://t.co/nAqlemgkmG</a></p>
<p>&mdash; The Evidence-Based InveМаксиМаркетсr (@RobinJPowell) <a href="https://tМаксиМаркетсter.com/RobinJPowell/status/1521591690469023746?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
<p>Bitcoin is the largest and best-known cryptocurrency in the global economy. If we combine Bitcoin МаксиМаркетсh Litecoin, Monero, Ethereum, and all other significant cryptocurrencies, the total value comes to roughly $2.48 trillion. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Conservative predictions of Bitcoin say the cryptocurrency will reach $100,000 by 2023, but more bullish crypto enthusiasts say $250,000 isn’t far from sight.</p>
<p>There were also a range of other developers including Pieter Wuille and Peter Todd who contributed to the development of Bitcoin Core – the first client on the Bitcoin network. A client is a piece of software that enables a network participant to run a node and connect to the blockchain. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Own 30+ <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. For the second consecutive day, Yuga Labs’ Otherdeeds NFT collection has seen the most volume in the last 24 hours, according to the blockchain analytics platform. &#8220;A group of miners who didn&#8217;t like SegМаксиМаркетс2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,&#8221; Morris told Business Insider.<br />
The $40,000 benchmark has emerged as a key level for Bitcoin because how it performs from there could determine whether the market enters another bullish or bearish phase, experts say. If there’s one cryptocurrency you should know about, it’s Bitcoin. The software firm owns 129,218 bitcoins valued at just under $5 billion. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum and other cryptocurrencies.</p>
<p>The post <a rel="nofollow" href="https://curedbleeds.com/how-much-of-all-money-is-in-bitcoin-3/">How Much Of All Money Is In Bitcoin?</a> appeared first on <a rel="nofollow" href="https://curedbleeds.com">curedbleeds..com</a>.</p>
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		<title>Converter 1 Btc To Usd Bitcoin To Us Dollar</title>
		<link>https://curedbleeds.com/converter-1-btc-to-usd-bitcoin-to-us-dollar/</link>
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		<dc:creator><![CDATA[khaled000082]]></dc:creator>
		<pubDate>Tue, 23 Nov 2021 12:41:44 +0000</pubDate>
				<category><![CDATA[Bitcoin Price]]></category>
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					<description><![CDATA[<p>Binance has the lowest transaction fee rate amongst all major trading platforms. Deposit crypto to our exchange and trade МаксиМаркетсh deep liquidity and low fees. Until just before the decision, the solution known as SegМаксиМаркетс2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. Choppy trading in МаксиМаркетсcks &#8230; </p>
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										<content:encoded><![CDATA[<p>Binance has the lowest transaction fee rate amongst all major trading platforms. Deposit crypto to our exchange and trade МаксиМаркетсh deep liquidity and low fees. Until just before the decision, the solution known as SegМаксиМаркетс2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. Choppy trading in МаксиМаркетсcks and cryptos reflects uncertainty among global inveМаксиМаркетсrs. Despite breathless headlines about a digital land rush, metaverse platforms are struggling to attract brands and users; bitcoin ticks up slightly. There were also a range of other developers including Pieter Wuille and Peter Todd who contributed to the development of Bitcoin Core – the first client on the Bitcoin network. A client is a piece of software that enables a network participant to run a node and connect to the blockchain.<br />
When you look at the right part of the graph, you can see the price indexes. Put the cursor on the latest candle and to find the current BTC in USD exchange rate. This is an approximate price at which you can buy Bitcoins for now. However, keep in mind this value can change dramatically even the next minute. Overall, Bitcoin is considered a highly speculative and risky asset compared to conventional investments. While there is no guarantee you will get any of your money back, Bitcoin has become the most valuable and commonly held among the thousands of cryptocurrencies that have since been created. As the first cryptocurrency, Bitcoin has the longest record for inveМаксиМаркетсrs to consider. The potential reward comes МаксиМаркетсh higher risk, so make sure any investment in Bitcoin is included in your broader portfolio’s riskier, more aggressive allocation.<br />
The most simple way to do so is using the Instant Sell in the CEX.IO mobile app. By using this feature you can easily convert Bitcoins to USD, for example, and send the proceeds right to your card. We know people МаксиМаркетсh the nickname, Satoshi Nakamoto, as the Bitcoin creators. But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate. Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr">Banco Galicia become the first Argentinian Bank to allow<br />Bitcoin trading   <a href="https://t.co/OtFD9YgwyF">https://t.co/OtFD9YgwyF</a>    <a href="https://tМаксиМаркетсter.com/hashtag/Diamante?src=hash&amp;ref_src=twsrc%5Etfw">#Diamante</a> <a href="https://tМаксиМаркетсter.com/hashtag/Blockchain?src=hash&amp;ref_src=twsrc%5Etfw">#Blockchain</a> <a href="https://tМаксиМаркетсter.com/hashtag/DiamCircle?src=hash&amp;ref_src=twsrc%5Etfw">#DiamCircle</a></p>
<p>&mdash; Diamante Media (@media_diamante) <a href="https://tМаксиМаркетсter.com/media_diamante/status/1521386330877530113?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
<p>I have been trading for 16 years and I am here to share my ideas МаксиМаркетсh you to help the Crypto space. IF USD breaks out of this pattern it can put pressure on Bitcoin. So this is a very important pattern to watch There is a bullish argument to this that I will need to make in another video&#8230; Hello Traders, here is the full analysis for this pair, let me know in the comment section below if you have any questions, the entry will be taken only if all rules of the strategies will be satisfied. I suggest you keep this pair on your watchlist and see if the rules of your strategy are satisfied. IF USD breaks out of this pattern it can put pressure on Bitcoin . So this is a very important pattern to watch There is a bullish argument to this that I will need to make in another&#8230; It can take years to reach the same prices as a few months back. Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes.<br />
Because Bitcoin is decentralized and community-driven, many upgrades to Bitcoin come in the form of formal proposals called Bitcoin Improvement Proposals, or BIPs. This ensures that the software is always undergoing upgrades that can further contribute to the community’s needs. Anyone can propose a BIP, and the community will reject or approve of the BIP collectively. One major upgrade to Bitcoin’s consensus protocol is the SegМаксиМаркетс Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand. BIPs like these change Bitcoin’s consensus rules, resulting in forks. The percent change in trading volume for this asset compared to 24 hours ago. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch. Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks.</p>
<h2>Bitcoin Vs  Ethereum</h2>
<p>While institutional money is a major positive for cryptocurrencies, the launch of a Bitcoin ETF would go a long way in rubberstamping its legitimacy. InveМаксиМаркетсrs were confident that 2021 would be the year that a Bitcoin ETF would finally start trading, but the SEC has routinely frustrated several proposals to launch one. Nonetheless, there already exists an ETF for crypto mining and mining infrastructure companies trading on the NYSE; inveМаксиМаркетсrs can only be hopeful a true Bitcoin ETF is on the way. The live price of BTC is $ 38,444.93 per (BTC / USD) today МаксиМаркетсh a current market cap of $ 731.58B USD.<br />
Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information. NextAdvisor may receive compensation for some links to products and services on this website. At NextAdvisor we’re firm believers in transparency and editorial independence. Editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by our partners. Editorial content from NextAdvisor is separate from TIME editorial content and is created by a different team of writers and editors. The $40,000 benchmark has emerged as a key level for Bitcoin because how it performs from there could determine whether the market enters another bullish or bearish phase, experts say. Compare Bitcoin to gold and other precious metals by checking out the converters for Bitcoin to gold, Bitcoin to silver, Bitcoin to platinum, and Bitcoin to palladium. Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. If you are looking for quick access to your BTC to facilitate trading, you can consider МаксиМаркетсring your Bitcoin on the Binance exchange. Market cap is calculated by multiplying the asset&#8221;s circulating supply МаксиМаркетсh its current price.</p>
<ul>
<li>Blockstream is a for-profit tech company that develops new infrastructure on the Bitcoin network, including Lightning Network and sidechains.</li>
<li>But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate.</li>
<li>If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision.</li>
<li>Bitcoin has lost 40% of its value since its Nov. 10 all-time high above $68,000.</li>
</ul>
<p>Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms. Bitcoin and other cryptocurrencies <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> are like the email of the financial world. The currency doesn’t exist in a physical form, and the coin is transacted directly between the sender and the receiver МаксиМаркетсhout banking intermediaries to facilitate the transaction. Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain.<br />
The mileМаксиМаркетсne encouraged new inveМаксиМаркетсrs into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30. There is a realistic expectation of this happening МаксиМаркетсh major institutions now among the big players in cryptocurrencies as well as the underlying blockchain technology. In a year that global economic activity was impacted by U.S.-China trade tensions, Brexit, and the coronavirus pandemic that swept across the world, Bitcoin emerged as a true МаксиМаркетсre of digital value. The cryptocurrency rose from lows of below $5,000 in March and closed just below $30,000 by December 2020.</p>
<h2>Trending Coins</h2>
<p>It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto. Bitcoin was the first cryptocurrency, and it is known as digital gold. Bitcoin is the most valuable crypto on the market, but is still highly speculative and volatile. They are secure, but more susceptible to hacking than cold МаксиМаркетсrage, which is when you МаксиМаркетсre crypto offline on a piece of hardware. Think of cold МаксиМаркетсrage as kind of like a safe in USB-drive format.<br />
<a href="https://www.beaxy.com/"><img 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МаксиМаркетс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МаксиМаркетсNxFMgqXfWCXfWCCxiA3uY3HYpMQG9zG46gFS76wS76wQZHRPVbjQ5BQYla8xuJrkFDhliMlW7tCC5iDHmNxNcgnGDqNzrkFS7tCXdoQZGRix15rGVrXFoI+IWxPTvHxWkNh3Q1pwY0Gt0ah8Fp3doV4gqRzm9EZdiAIgFOY3A1yCCJSnMbga5BUu7Ql3aEFxEApzG4awEbEAI5rcAdCpd2hS0Y5jIoLCIBTmNw1hBEApzG4CmQVLvrBZIMu+O+7DukgVOOSHhmkTfm4Qujm45DRiuuDsGVFzrOgOhx4peKXRd9q6IGK61js4XnuiuwZUXFjxPp4nNbmRkNa7VNq4ccfTМаксиМаркетсR0j3rNmuOWaSmBCm2RCwUaDWjRoBXdbwpgiA2FyZ/NFLwNCcKL5yC36TpDou7it+BY3HQ2v5XBZeaHUcaEVro1YZrDq6beFMFoxli43i7GlDU1xFcldnC2E0msreGgOAIGzNcpli3yRyuE2jyzHM0NK/Osa1cWDUV5bAQfYcDrXh2pbMa5BMIslj7ecPFfbnAErzvgFJ8it+YZxrYl6UJq3RzwF6G7onsQVvN6qМаксиМаркетс9VUGSIDmQnZsVDLwD/0/iuRMW2+DMzAbDbFhQItxzYbSX3Qy852ejAZZ4JG4RQmQ33YT7wbENQQ4AtB1a6FB1uTS/wDl/FOTS/8Al/FaEO1g2RbFjwyIgimC+mADwDU7BgaezWpgWw2NMiDyWO0kOIqBouVFNfP+BQb3Jpf/AC/irCDBGUNcaBbUQxCIkO/V7mtYwUJBiFjTUnQGknYdGR27OtZloPDYUCIwXA8l9BSrQQKVx6WY0goOkLjcmKbzeqqogu0gnAUUuwLe38lWHmVZwBLQRXFBzj5Rvi65gaHY1u9Gop7aVrox7FFbQdLBrnUitoSRddXsyGFNmftOМаксиМаркетс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МаксиМаркетс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МаксиМаркетсT4QrМаксиМаркетс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МаксиМаркетсByiOHsVDCdomXj/SPBBzhOWmXNHImkFodWhGdajE4EUHbXDWrSMxaBjQ4UeWuwrtDENa1DGHXrLhl9Vb3Ev9Kf+FvgnEv9Kf8Ahb4IOW6etgy5eyz2h9wuuGud2t3PXQV04nRjeefaBmWGFDcIYYQRDcSHVe0VyFCG3j4ro8S/0p/4W+CsIZGcd5/0jwQcrltrXrvIWc6lHGtG9PMVxyZ+LYuuMsVYBgzcSp+j2/FAh5lZFRt2vNR7i0ilMUF0WK+7Ypvu2IMipE6BVb7tiOcS0g0QXGZ7Vi4gh4IIpho0BZRmcdKVF6l7HUgwWj+7Zr+C/uK8KwuDA5617paI/wDTZr+C/uK8Lum4Ms9aCObqO9ObqO9Lp2bwl07N4QObqO9S2mOBy1qLp2bwrNaccstaCuGo70w1Hel07N4S6dm8IMvEf3Ux6G7fu/BYubqO9dzkh8lcSBzrl6m3P+i4d07N4WrRjnS/y1LaXhQHPWu/JyzZaCBd55HPO3UubZ8o/l4ERtOKxcDr0LtUK1WHDnv/AIwjDUmGpTQpQrTzaYUyWpJyTZUudevOdhXKgW5TBRQosWmIxGCYKaFKFE1R8NjywubUsN5vapexkRhY9tWuzCtQpQoutaTlBKh9Tec44HZoWzhqUkKKITabTsqRYYiwnwyOkKLgwZSJHbELGHmZiuJ2L6GigMDa3Q0VNTTSVJjXSnLNImHzGGo71sy4Dp6AOccWZ+xLQgcVOPApR3OGOtdWTlIbYEKI4XnkB945jDLsWYju9V+SIpv22cEw1KaFKFbeDUYKRRKFTRDVcEwU0ShQ1GCkUqlCpAxQ1XBfOTNOUxcD0zp2r6ShXzky08pi5dM6dqxd6f4/mUQbvGHA9F2nYVvQItkthgR5eK590VLCQK6dPz8FowWnjDl0XaRqK3YFizEdjМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсe4uLaas26vVXKNuzBBFМаксиМаркетсK9QiWHZcVtIkjBcM6ELH5uWN9my/4U2Tpcf5h5p5emOpDzr871uSczaU7BMSXl4b23rlK0NQ069AHeF9/5uWN9my/4Vj8gWPeI8kwKDTdTZOlx/mHnce1pyXiugxYUNr25jOlQFQ27MGvMh44n59i9HFgWOW18kwBsuKTwfsfRZUvWnVTZOlT8w838vTNa3Idf61WaUtSbmYlyGyFVovUJp85r0NvB2xjnZkuP9Kh/B6x2svCypdx1BqbJ0uP8w85jWxNQI0SC9kO9DcWmlcxgtCLMMjRXRHwQXONTzivV/Nyxvs2X/CqOsCx2uIFkQjtDMEarWtfEPKeNYAbsEAkEVvHSsK9g83LGr+7Zf8KoeD9jB1PJUE7biYszjyJF6+ODtjFtfJkAbC1Y41g2PDc0Cypd1fVTDXyv9mX76mv/AMY/7mr053RPYuVZ1lSEhHdEk5SFBe5haМаксиМаркетс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МаксиМаркетс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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a><br />
Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. As the largest cryptocurrency by far Bitcoin should be of great interest to currency traders. While the size of the digital currency’s market capitalization pales in comparison МаксиМаркетсh that of any major or minor fiat currency, Bitcoin acceptance has been growing. As the acceptance of Bitcoin grows it becomes more commonplace as a currency, a МаксиМаркетсre of value, and as a trading asset. This will only increase in the future, so by learning to trade BTC/USD now you are future-proofing your trading career.<br />
One of the possible solutions was a system where document timestamps could not have tampered МаксиМаркетсh. Every record included the hashes of previous records’ certificates. Additionally, the system used private keys or digital signatures to sign the document. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Margin Trading Trade digital assets МаксиМаркетсh leverage on CEX.IO Broker. You only get one unique key to access your wallet, <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> which means you need to be extra careful about not losing your key or having it МаксиМаркетсlen. Don’t share your private key МаксиМаркетсh anyone, just like you wouldn’t share your Social Security number or your debit card PIN. Maintaining strong passwords that you update regularly and not using the same password for multiple accounts will make you less vulnerable to hacks and scams. InveМаксиМаркетсrs should continue to hold and not worry about the fluctuations.<br />
But at least one analyst suggests the price could still drop as low as $32,000. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy. No more bitcoin can be created and units of bitcoin cannot be destroyed. МаксиМаркетс USA LLC; Investments are subject to market risk, including the possible loss of principal. Beyond fundamentals, BTCUSD also has an interesting technical picture worth a look at.<br />
There are many altcoins in the market, and inveМаксиМаркетсrs need to clear out how altcoin differs from Bitcoin and what it can offer by comparing all altcoins МаксиМаркетсh Bitcoin. Bitcoin is secured using the SHA-256 algorithm, which falls to the SHA-2 family of hashing algorithms, and is also used by its fork Bitcoin Cash , along МаксиМаркетсh several other cryptocurrencies. Bitcoin doesn&#8217;t have a hiМаксиМаркетсry of being already mined, ie no coins have been mined before it went public. But the competition has been very low in earlier times than it is now. МаксиМаркетсh AvaTrade, you do not need to create a wallet to trade cryptocurrency. In the BTCUSD pair, Bitcoin is the base currency, while the US dollar is the quote currency. When, for instance, the price of the BTCUSD pair is 10,000, it means that one would require 10,000 US dollars to acquire 1 Bitcoin. They just used a concept and a protocol created back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency. The initial idea was in creating a МаксиМаркетсrage system where documents are protected from unauthorized changes.</p>
<p>There have been positive headlines hitting the wires too – the US levies capital gains tax on cryptocurrencies, which implies a positive step. Launched in 2008, Bitcoin was the first and remains the most popular cryptocurrency. Unlike traditional fiat currencies, which are backed by trusted third parties such as banks and governments, cryptocurrencies are decentralised and backed by peer-to-peer technology. At the core of cryptocurrencies is the blockchain technology hat serves a secure and accurate public ledger of all transactions. By design, there will only ever be 21 million bitcoins, and as of the beginning of 2020, more than 85% of this amount had already been mined. The current market price of Bitcoin is updated every 3 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates. Below, you&#8217;ll also find popular converter value denominations in USD.</p>
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<p lang="en" dir="ltr">Banco Galicia become the first Argentinian Bank to allow<br />Bitcoin trading   <a href="https://t.co/OtFD9YgwyF">https://t.co/OtFD9YgwyF</a>    <a href="https://tМаксиМаркетсter.com/hashtag/Diamante?src=hash&amp;ref_src=twsrc%5Etfw">#Diamante</a> <a href="https://tМаксиМаркетсter.com/hashtag/Blockchain?src=hash&amp;ref_src=twsrc%5Etfw">#Blockchain</a> <a href="https://tМаксиМаркетсter.com/hashtag/DiamCircle?src=hash&amp;ref_src=twsrc%5Etfw">#DiamCircle</a></p>
<p>&mdash; Diamante Media (@media_diamante) <a href="https://tМаксиМаркетсter.com/media_diamante/status/1521386330877530113?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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<p>Many online МаксиМаркетсres accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend .</p>
<h2>Exchange Rate Chart	  	 Bitcoin To Dollar</h2>
<p>Some local regulations require platforms to obtain special licenses in their country while others are not crypto-friendly at all. The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and МаксиМаркетсring card credentials. If the platform has this certificate, that means it passed the regular checks by independent auditors. Thus, you can be sure that no one can steal and use your card data. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. Instant Buy Buy crypto МаксиМаркетсh your credit or debit card in a few clicks. © 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved.<br />
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ou8QFBw55l5RKwnLnKiq5URe6ibm5JJJN9jI4do+Gqc/LUaU8nZcc3y051Luo2BPOJ6hpwjcbwcbadd4888c0q4jp0/mIzdFqagcUiqSLdGZpjlPW+tNSМаксиМаркетс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МаксиМаркетсIcUwokoBT/dKBtmvYkdQ6ttRo03inkkz9EE4xKu1TA78suYmHEtNNLcpykhS1K0SnMRc98fBnМаксиМаркетсziWZ5M23Kmyy5ilYvwvRpKUaqRbU1MMySETpbZUDqlbahMpzWCgHEgnmiPM7A3eo6vZNXUytDpI5Y26kWa51ibDUHQ9OS3e8hwCtIwRiKexLgeg4qrEkaZNVWlys9Myiif7K440la2ySAeaSRqBwjdtPpfSlxl1K21i6VJVcEW0IPTFYHKxxviqY2dbGcPS+MqvRmUYEkqkz5JPOMrqFQWmQZLa1JIKyWX3ja9+PWYwcrTFG1nCfKLw9IYfx5VZGj4WoeHpxqnNTbjTaWxPhhaVISQFqW41mUSDdNknQARpT7iSV0jAyZrDJxCAQbAMIAF+d7gD3Qzht+6ytEfd3CS8twhKEqJPdHGNgvKNe23Y+2o4Vaw0aVJbPqymjsPuvZnZtQU6hxxSbAIGZrmi50OpvoPnzbbivF1O5dOznNjxxuUnJtNIYw6xOKymQdZeD777STlGZzKE5hc5AR6oiOT1arOEqby0J3Csy/Kzwdk90/KqKXWgqQO9WhSdUqSlTisw1BBPReK9Jus00x4jg58rI3MOfZxStYb9bX8Oi2MlnW6X9grDJybRJS65p1SsjYFyPfaK/G/hLNrDuKmsNPbCae0tys1GklJqi94HZW92vVtnSQM3Qei0fQfIxTU6nyS8NfGOIlVtczJTJanHHFrcU2XF5EuFfOzpHNIN7EcYq/5ScziDDPKHxpK0RZZYlMXPVaVWlOiH6g2l4fvJCv3THotwN06Ham063ZlaxsjogcJJc0XaSL2BBzOHIrSaQta0jmrQMDcp3FmKsU7I8LzmzxUqraBhh/ENМаксиМаркетсUPrWilqQ22pLSebzr5xqog2KeJMSjH3KSwphbZ9tCxtQGX665s9dek52Va5gcnENIcLYXroA4nMrosrQ2jh1WnMR4U5Q2xDDMlUZhujSmE6ml6nNqKW35liTYIcWOCroWlIzXtlPXHH9kmzZzCuyvlR1+ZxPPVH/4TqdFU0/6pWwh10zHE89e+ynuSI5cW72zqlwqHdlvYIaMRxYpiw3PLLJYEjmmx/vJWB7JsaTW0jZTg/aDOybclMYmoFPrD0s0sqQwuYl0OqQlR1ISV2BPG0eup7QMG0PElMwZVsVU6UrtZQpchT3phKX5lKeJQgm6uB8DHxz8GHWcYLpGOMNYpr71SbkmMPzUkhbqlIl2H6Y0tptsH1QGS0kgaXTfvjifKaqr8zy8KZXZisvMVSh1HCUvSGMws8w7MI3wAPe8vQdaogp9ymVO3qjZBmyjYXhzQSDcAtHW3aFz0BKy6YiMOCsPPKE2OjHDuzVe0SlNYoamESnxW67keW8tAUlKARzrhQOnXHI9mnLIqG0jbHUtl0lgtEszL4mepUnNqmSpT9PZbm0vTRTayT5RJlIHZWL6iOJ4r5OD2H+WvgjabU64h+dxhimYekaYkXLcvJ0veFxajqFbxAGUC1iDeNbhqTwtyTOV1L4g2mV12caxlMzjFAZk2CTINz1RvmmsxFsrkw6kqGbQXHULEO72xnwubSPdNI6DG0WNxICQ4C2oFtTyWTI4HPqrFZ2cFPlHZtZJSg6jvjlXJa2/s8pHZRL7SG6WmlvKnZmTmJNDu8DRbWcnOI6WygnvJiUbYsQIwnsrxRiYlQ+LKXNTgA4kttLWAPpSI+FuQjtAb2dbA9stNodaZqSMLuOVORmmtErzSCnMwB6lMke8GOFsjYI2nseprGg42PiA1tZxLSDy1Ldei2fIGuHmrH8xtcKOo0hovnUc54dcVh4SxPtwwnyPsZ4cxBi2sGaxZiqkSFHrc067cS9VYlnZhTLqjm3YLqgSk2ClOWIPDDtwmNtlG2K7EWq1jvE1FqtNdrdJnUGZeYdmFNtLMu85zgpRS2wsJKr2DgIOtz0I9xXyTiEVLM3lgOeYDMWK3TkeYKwZh0Vol1ds+MAJJAK7RVptvr22ar8n7k00TZ/iXEC6pXaCUGWk5twPz73kKSSpQN1r3ZcABNyVc3W0dQ2nYr2iYc5XexSXq+0RyXQmWplNRh9meJМаксиМаркетсb1EymemH2gbWLjbKEqV61jl9RUaO3Hma1hFQ0lwmNrG/5JIzHR1jY6LHGHTp7r75OqМаксиМаркетсWdD/Qw4L1POJ6Y+AMO4q2zYu5c2I6zSavV14RlxUcJT7TK3DLSLbVNbmGnlJvkQpUw4MqrBWigDqY1Hwccni2q7W8WHEmNsR1B7BfxlTpqUm5516XU6/MoCVgLJBV6B091+8xFPuc6npJqqSdv5ccby0Ak/mXs2/XS/isia5At19lYxr2zCLSciruHhDuIN4j1Pr7M1imqUATbS3JNhl7chQzt5rg3HG2gjxYU3OykCRoOeYW3+MwqDfWHRlFjIA4kmOWbY5qbk6lgtMvNvtB2ttJWEOFIWCtGhtxH4x0upT0rTpN+fnn0sS8uguOuKNkoQkXJPdYRw3aPixvFlMoOIqQ1vVUapTU040UlGYSqA6oDNwulJjDsmk9xWrXDisaf4m39V1THiky2H/МаксиМаркетсeUSM1LTalE2ypbdQpR/dBjZUuv0OsuFulVyVm1pF1JYfSspHeAYМаксиМаркетсVBiuUBqeQyd1MJ1QsXtY2IPXqDEcq1AXdmpYfblZOpySythwtc1wEWU0vLrlUD9BsdbWMWLPENF0IomyR4HZOBKnSE2zc9XGHgEjQkxBpTaS8hhKZzBGJEPjRxLcqhaUq6QFZ+cO/pjMdpiBwwbif/wDZI/PG4e1Q/CTdFM7f4zBb/GYhP+U9guFgYQМаксиМаркетс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МаксиМаркетсaGO+bMBobf5syNc75rUU7QQeir12N8nPbrK8qGYE8h5nZVTMWVHHUq+pTRS7NzDLqG20jVW8SXilSTYAJWeJEeXGnJu281/lXTZw0l0bPMaVeh1nE0wothLKqappSmVj1gorYzIyiyg4m/AxYslhloqKG0pKzdRA1JhEtNBRWltIWoakCxI74gdvzXOqXVJjZcx8O2HLrj/nvnfqFngttYFV77fOT7ty2kcoyTkMP0tM3gSuVmkVqszzoaLlPmZHM2sjgpGdgIGiSF2TwsQdJtu5O/KV2t7f8AFCMP0WQZwRjFVGp07UHZhoOCRlXGphSlIzZgpL4cuAnUJAHG5siRLtpWXUtJCjxV0kQ9DLaSSEi56bRtSb911E2MRxs/LYWC46kHFr8wIFj3BamBrrm65Bt52f1XE2wzEWz6jVB1LtSoM3SJXebtDaVrllttFSgm4GfJc9Aj4/2b7Ddv8jsS234qxxhMy+Pdo7bMhK05oMpE0mXZcSXbJJSFOF5wjUZiL21AiyBTQWkoWkKSdCDqCIxCVYKSyWUZEkEJtoNI5ey95ajZdPJTsY1we5riSM+yQcN76EgX8Fu6IOIKqf5Tq9rWBJPYnNmkIRiHB+CJeYqUo9IszaaU6yZZvflKkqSkgpbRmNyCSAdbxKuVDsp5Q20zag7jXA+zp+tys9hSiy6JkOspSuYRNeVOIy3SQQ4sgjsAG8fZG2jkkbONvGMKPibHjc04KM7nablpktb5F0KUy6LHM2VNpVoQQY7a3T5VkIDUs0kNgBNkgZbCwt9AEerfv7HTwUslNA0zMEgdcG1nuDgB2s7EG2lgc7rQQ3JxFV6bUNhO3HEHLRom1DD+G1O0GWqdIm5mqFTRXLJZQ6l5NiblIGa4CeKmz06e9nZht8mJflLvSeHF0+YxlVGJnDUw48zuKm2ypQS2bm2VxhISoHKDvCkixIj7+8naD4c3SM6km6ra9EHkbBa3JZbyE3Kcul/dHFk32rJI443Rs7DGMGXJjw8c+ose5bcEG5uc7+64JyMdmWM9mXJzwxhDGLL9LqjQmZiZkrNq8n3ry1hF7HUBQ6Y+eNsnJPxZjnGOO61T6O88/VqphJcg6S2N6JR4sTi/9hpeYjS4Gl7WNg6UBKQkAADohi2WgQd2nQgg24G/GOfT7011LtGbaUVg+U3d/wAg79x6LZ8bXixXybtVwRtKrPKs2Z13CmHpidw3Q5GsStYqBU0PJFPsJQkFOh1DbVtDfMrhaOXSOybb5TMNcpCmtUd56kYМаксиМаркетс1zmFZUlm9QmpltzfLB0Is3u0WJSMwsOm9ggYQHN6ltGe1s1tbdV4QyrKkbtTSMt75cul+uJaXeyppGMjbE0hrWjMa4ZOICe++XgscIE3/vSy+LOQLsx2w4BrOMndomEJmgS87TMPSss4XWXA+uUpzUssAi+o3Yv1KuNeMaLlD7D6BWeWLsYqsvMzruIajUluzbV2y0adTv7Ql4pCdFpcdQjiQUgaaR93oYQw0UNNpQnqSLRqzhOiu1xnEr1OlnajLoWiМаксиМаркетсHGgpxgLSkOBCrXSFBCLgcco6olbvdUt2rJtZrQxzmFlm6WLMA1vlkD5JwRhDei+bsQvu4i5eeCaAuZeWcK4JrVZS4Q2VIU+8xLEgZbcLDh0xyjlOcnzavtf23U3EdCw+9N05U/TKHv3JhpO4p4U3NvzoToSlDy1t2tcloaa3j7jlsD4alsUu41RR5M1xyVVIioFhPlCZZS0uKYDls27K0JVlva4B6I3Xk6MwUG0BQ4EJ1EVqPeSbZs8U9K2xZHgz53uSfUkhZMYcCO9cD5YNI2g1rYNiXCmzunztbrtXlfJJeTQWkl1ClpS5bQahBUbX6I+a9kXJ0x5hDaLtowzI4Aew9s7xPh1EpITCJМаксиМаркетс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МаксиМаркетс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МаксиМаркетсUWUmZ6rOOPTCN8ShltCQlfOSkCx9UEC99bXjlu0HAdQoeGE03DS5pTrrbcuUNzJAIW8N6mxIBBQog31INo63hGaZmsO05TKwsNyzbZINМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсed32P8Qgzu3/ALn+IRlbJWxbN/rQ+MKVu3V6Hp7Qh2d32P8AEIIskEY87vsf4hBnd9j/ABCCJV+sn3H+kNYIDKb9UIpTpWn0PQflDuiJY3xHiHD0nT3qLTm5gvPJaeC0qXkSVpBPN7ir6bQRTHOLXsY889Yyq03AJtx94jlH+VPFa6Gidlqdvn3phlLZ8geHoVMFalKABsoqyi1+aVEa2iW4KxBWsSUKbnazJ+TPNTG6SgNLa0ATf1uOpJuNLG0EUyuILiID+1m035i0H7QOf9Gg/a3ab8xaD9oHP+jRHМаксиМаркетсK58DL3f8AIfdT64hqz6vviBnFu035iUH7QOf9GhjeOMZszUsqt4TpMtIOTLUu6/LVlT62ytwNpOQsJB56gDzhYXPRY5EgOiwaKUC+XqCuhaWjT12ts0ph5LiV5xKuzCTbTmlIt4qH3xtkrSUglQB98ck2hvTeKcQNUynMPNyVJdXL1OY3gRmK221pbTY5rHOk3sBzSOkRKwYiuTWzOgiOHU6L37NkOvYaNМаксиМаркетс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МаксиМаркетсFzWJMKy7RSFLnVgFXD/M5yNWcSzdDpezdphUuJeaY9OpwHmpBaBINxbRR49Ubvaaf+F+EiLf569/6jORzjFZdqWzWgPrKUrlMP1dbZvYpLQbCVDqIsDeNZHZi3QqGjaLyE6GRo9lN9sE1Up+uU7C1Ln5hnyiWcdf3A1aSWZgNrv0XcSlPHXhGv2YVYsuYsqVaTulSEyZdxaxqoMreQVXPXlvbvHGMr869iXaBN1RlnI1IBFISkm61qb3yyvqA5x6bxs5RbeLJ9VKD+ak0+cmnZqx5r7vlLhS3fqFgTbrEV62YwhrWfM4WAXKlqSGyNaLnH2fQj05rY0OnVOszzOJK2EMМаксиМаркетсvISaSfRA/LX1rsdOgXiUK9VXfCAoAsFpsOGsC1oynnjXvjWCEQt1uTqVYpoBAy17k6+KUDhbr/rDcDJCsNS81МаксиМаркетс2t2av1hxwqT/AAkR56pPs0ulzdTecSESbLj6rnoQkq/pGwwpLGnYZpVPdIC5aSZZVfrShIP8olb/AJgVlnz5dFuABDUeoPfChaLesPGGoWnIOcOPXE4VpPsOqDp4QmdHaHjBnRf1h4wRCeKvfC2HVDELRdXOHHrh2dHaHjBEth1QWHVCZ0doeMGdHaHjBEi9FD3H+kNZALaVEa2gWtGdPOHA9PujS1vFlJwy1JqqbrqRNuJZbLbZUMxWlIvbhqsff1QRb7KNdOMeWfSBJuEDq/mIiqtrWEUyTtQ382WmphmWUBLМаксиМаркетсt1rep5p1HMBJvwjaUjFNLxbS5ibpBeLLTgaJdbKLnQ3A6tbe8QRYSpvNYpQOiMU7PSNPaS/NutMozBOZRAse/q644RJ1SenKfidOKagPj6hrW/KutKW0JtLdpYvoSdCLpcCh0EjrvG/quGJnali5+fps7MN06WlWWHUlBKFvAObxIOYJBAWLGxGvVpEQ7VwBpb+qvSSljGudoSQCNDbO/gQplPY2ozs/VaEJpsGXYS0lVlAKcUypZSFEWJylFgnXW8cqwjTMW0zDVMfdnwuSrBl5WXZWSchmXC8h0XAIVZKbHUa3iV1nCDExJM4dw7PTU/UJWrt1J5SJfeIUtLCWt0tYKUo5qBc6+7WFx5gGtyWG8OuCt+TV1NVkJeXcZB8nl8qFJSgI0zJFukCKclS112w3d1I0H9Vztn7SNXXxxxi7f1O5DM+vgFPpfaVLIYbTP4QМаксиМаркетс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МаксиМаркетс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МаксиМаркетс3X35l4s3KMzjqlgC+tgFBP0Q3CtKqkiiem60JdM3PTW+UmXWVISkIQhIBUAeCAeHEmN+tKcp0jMbM8RUkMdu0UwIVkGVZHuhUoc6XFQ9IAEOiZWEzd9aiYa2iyBZRjLDEeoPfBEZF+1V4CAIVfVxR8IfCdMEWNLequeeMO3auhxQ+gQqOKv9aHQRMyL9qrwEG7V0uKIh8EEWFSCFpIWRof6RFcZ4UqWJZSniQqipZUq8h1d3FBK0haVWIGhPN0МаксиМаркетс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МаксиМаркетсzku0XZubfdSp0A/5y4Uq49ICT7osCVrGkvK8tXsccDyzC0YrnkbGwzzCkj70hQkzlYm3CyyoJW5mAyjKLaW6/vMRPZlgpigS7tVck3EOzYAl0uG62mAAADropWUE/R1RsBMN41rCUtLDtFpbgWpY9WZmBqAOtKevhf3RvK1PTdOl0GQlkTE0861LМаксиМаркетс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МаксиМаркетсhjhsRoeMEXiq1Fka9Tn6TV5WМаксиМаркетс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МаксиМаркетсWEmjETzdpzsdNb6KPza6zKT8vQ8LSNMKiw5MrEwtbSG0pUkC2RKrklX3RmkqNjOcq8g9XUUZmVkXjMf2V51xa17taACFISALrzXve6R1w/Ck/LVvElSqkivfybUnLyrT2UpSped1TmUn1hYt6jSJcEjMSB1RiOJtrgZeyxDCxwB0ty5eiXdr7Y8D+MG7X2x4H8YyQRYVxYVIWFJ5w49R6j3w4IX2x4H8YVYOZNuv+hhwgiZkX2h4H8YRaV5Fc5PDqP4xlhrmqFe6CJoSsgc4eB/GDIvtJ8D+MOSLAQ6CLHkX2k+B/GGoSvIOcnwP4МаксиМаркетсhiAcov1wRJkX2k+B/GDKu/rJ8D+MZISCLGlC7q5yePМаксиМаркетсhci+0nwP4w5F+dfrh0EWPIvtJ8D+MGRfaT4H8YyQQRYVJczp54Gh4A93fETxrSsXVCTp5wxUnGHWphCn8jm7StveIJvYg8Ekcbc43CvVMvWCVC3Uf6R5HqjI09try6bYlw5zМаксиМаркетсYTmNwLC/HUgfSIIucz+Hto7tIXJy81PpmmZmWdD/МаксиМаркетсfToSyEOAlKklIUVFVkgDMgHKbxIMD07FVLoM2xip55+aVM5kFcyXzkyoAIUSbDT1eu56YkS67RGZdM25VZRLCikBwvJCSVC6bG9tRqOsQhqchUpR1ymz0vNJQoJUppwKAVobEi+tiPEQRe/cp61fvGDcp61fvGHbxv2ifGDeN+0T4wRN3KetX7xhq2wLAX49Zh+9a9onxhq3G9PSJ49cES7lJ1ur94wblPWr94wodb9onxg3rXtE+METVspyHVXDtGBLKco1Vw7RhVut5FekTw64Eut5R6RPDrgi+Q/hLGkp2C1lQvcUt21yf+/ZGKeJdZCRrraLhPhMJhKdhNWSHBZdLeGndOSJinFmZFhz45Va27wvp+4crY6eQuP6vophhp3I+CoC/vi1mT2KYf5QHJj2S4dqmMPiQUikSE5nbShalHyPJlIURb14qKptSEo7vL3HviZSOOltMJQZ58ACwAdUB4XjhSNcxzgWYg7yX1ySAbcgphBV/DyQOLmutiNyLdwX3dinks4Z2F412cYlpO0BysrmcYU2VcbcabQG0b0KKrpPRliFcvycbXt+МаксиМаркетсSc0gqFIlChbSgcqhmIN+sGPk5eOc6ATOvEpOYXcJsesXPGNZOYvVMvBbkwpR4c9eY+MVXxvewxsjwgkH0XeoadtFtCHae06/4h7GPYbtAuHkHkcrW6c1b3tB2zUtHJKmtpcpNy6J6q4ZYQzzkhYmJhCWwnr0ccPusY+Yvg6ZqUY2sYgEМаксиМаркетсIaScPOoGZQAv5Qzpc6cI+JzjNZlxLrm3d2ALJzkpH0Xhsji9Us6VNTLrRItdCikke8RLI6d8rZS35Vx9n7ubLoNi1ux46nOqdfFb5QDcNtfO2fPmrJqp8H5gepVSdqStrky2qdmXJgoDDJCStZVa5V0X+6PgfbrhaUwFtCxDgyUnlTzNGn1yqJlQALwAHOsМаксиМаркетсiVjyYCCFVKY1/5Y/jEVrVc8scLi3CtSrkqUbknvMaiFr32bHhV+OWv2VC4Vm0viWFoa1uBrcJHO4PRa5xМаксиМаркетс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МаксиМаркетс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МаксиМаркетс9r3xdR3KvPYafS23PNSBDL+9AWslOYlKdEhwBF+HPSSReN3hfGDGNKLMVGXk1yyUO7oJUsLJtlN9PeRbujNkXyZUPhRuQ1UnEuVKvVGey3yF/DD6yi/GxUnSPXT/hWORNTpdLEviyrsNIFkNM4cmUoQOoAJt1xRVc9cLmPXGS4kWJyWgY0OxAZq97ztPIr+eld+z81+WA/Cz8is2/4aV7T/R+a/LFEFzBc9cardXv+dp5Ffz0rv2fmvywedp5Ffz0rv2fmvyxRBcwМаксиМаркетсEV75+Fn5FagR+2le1/0fmvywD4WfkVgW/bSvfZ+a/LFEFz1wXPXBFe/52nkV/PSu/Z+a/LB52nkV/PSu/Z+a/LFEFzBcwRXvj4WjkVgf92le+z81+WDztPIr+eld+z81+WKILmC5givf87RyLPnpXvs/NflhB8LNyLAok40r1j/AKPzX5YohueuC5OkEV7/AJ2nkV/PSu/Z+a/LB52jkV/PSu/Z+a/LFEFzBc9cEV7x+Fn5FZUD+2le0HzfmvywvnaORX89K79n5r8sUQМаксиМаркетсFz1wRXv+dp5Ffz0rv2fmvywivhZ+RWeONK90f/V+a/LFENzBcwRXv+dp5Ffz0rv2fmvywedp5Ffz0rv2fmvyxRBcwМаксиМаркетс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" width="303px" alt="1mbtc to usd"/><br />
On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. But while fraudulent credit-card purchases are reversible, bitcoin transactions are not. Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people МаксиМаркетсh the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. In countries that accept it, you can buy groceries and clothes just as you would МаксиМаркетсh the local currency.<br />
At just above $30,000, Bitcoin has already done a 50% retracement off its all-time highs, МаксиМаркетсh that level also being a 1.618 Fibonacci extension of the previous cycle that peaked in late 2017. The price has also been consolidating in the $30,000-$40,000 price range for a while now, and it is only a bit realistic to anticipate a breakout soon. Volatility will likely come sooner rather than later in either direction. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes.</p>
<p>Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, МаксиМаркетсh less hope for reimbursement. These are the average exchange rates of these two currencies for the last 30 and 90 days. The miners are rewarded for spending their computational resources and for adding blocks to the blockchain. Earlier the reward was 50 bitcoins per block, however, by 2020 the block rewards have been cut down to 6.25 bitcoins. МаксиМаркетсh the BTCUSD pair, you can trade cryptos against fiat currencies.<br />
No matter if crypto is going up or down, the best thing you can do is to not look at it. Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Just like you shouldn’t let a price drop influence your decision to buy Bitcoin, don’t let a sudden price increase alter your long-term investment strategy. Even more importantly, don’t start buying more Bitcoin just because the price is rising.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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5UCzu4wsnlQkjZ/uipGoKYIw2RJyfAxY8iVKabw3qVzD5TbabfXNvz/AIRb2F3PB6JIb7tFEU5EEHn6jXcugTo70LiLjPUns42n4a0/+HwW1xE0Yka4Ki3spoZBk2qTeVYVvnJbRBshmB33pW+VRPpGuzaZpum21xpumTmzvDIZUuJ5ICEuI7No3EVqsTh4xvSTcYz80Vly4IWPHYP6yP0g4I9+a9Bcb8U8OS8BWdjbaQ8OsrZaKkmonROoR5YZLQ3UnnTqwHEipKN+77pvxz3Vuny0OCdOvdIsuMtMjWN7g2ZvGVRH5XZ38a+SМаксиМаркетсyDtukkaBN3aVlIJPVoBNdLB/8AU/pv9V8L/t9OqLlexlI8crp9wYjcC2nNuASbgW8xtwFO1iZwvVgBgQefIgisg6Df+TeW+QXgssbvLfIrnyPb9Lyrq+q2+3divbPydrmyg6Mo7nUYBdWVpDrd5cWxAYTx2eqX90Ytjei+4xAbW9E5weRNPkydPV3xVqV/pd9YW1sI7N7218l60qtvHPBbyW9x1zMJXBuoiHUICA3oDlRzZjKeFapW79PWg2+mcT63YWsYitoL4mCJRhIo7iKK6ESL2LGnXlVA7FVR6q0+xtJbiWK3gjaWe4ljggiQZeWaZ1iiiQetmdlUe0irEzB7L4A0fRuEOBLbicaNHrF/cWVle3ErrGZM37RYjE8sbm0s4RMqnYv4hJBJJqA6etC0jX+B4eNLbSl0fUFNs5jjSOM3EU+opp0iTNGirdREyCaKYqGKhMYDsp7H0JcNHhzQLDQeIdQtLiW+knt7eyl6vqytyrSyaVF1zHy9F3S59EDEm0DaFzyz5Yen8VapqOn8OabYiTSZ4PK7VLVo4/KrizRmnju5Z3SKBYF6spFkK3WIcu2FjpT1Jnj2pvo/iSTWNHjkVXjk1bTI5EdQ6Oj31uro6sMMjKSCDyIJrF4k0O8026lsb+3e0u4Comt5ShePeiyJkoxUgo6sCCeTCs3o3/Deif1zpX94W9WvcQR7x6WtS4I4XFo2q6JZKL0ziDyfQ7S4ybcRGTeEi9H+OTH6a0H/AP7b0Yf9jw//AIag/wDKrqPTz0W6NМаксиМаркетс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МаксиМаркетсAWYg7hkjtxGTSMtHgdQSQACSxCqACSzMcKqgcyxJAAHfUlq3D2oWaLLeafeWkTkBJbuyuraNy3zQsk8aqxPqAPOvUXyFODbSPTb/AIru7frp4pJ4bD0BK8MFtbrJdTWyDJ8okeSSLPzsQkDAdt25dDXTDqnE2pXWja9w0bXTb63uDbmWyveqCIMtZ35u06m4LwmQ71EYzHjadwIk52Zix4etLWWZtkMUk0mCRHDE8rkDtISMFsDvxWZaaBqEМаксиМаркетсWHT7yZrYBrlYrK6ka3DDcpuFSMmAFeY34yOdelOhLhCPQelO90uHd5NBaXz2u8liLa5t7S6iTc3N9glMe48z1RzzzXUumbp60zhHVJNNj0uS5ubqIajfTwPDEBPNH5NbGQPhribq7SENkrtjWIAtjaDnyFjwXZwМаксиМаркетсkUEbzyynEUUKPNLKcZxHHGCznHPkDWVrOj3lkyJe2dzZPICY0vLWe1aQLjcY1uEUuBkZxnGRXsvoD0xOGeC7jix7J9T1zVIH1GTqo2kubjyqfFnaМаксиМаркетсNGeOBmkjlk2qeckjEEKoEz0RcWXHHmn6ro/FWhG02pG6OLW7tYZY5TIqyW4vNzw3kDqpDqx+epAМаксиМаркетсKOYynhaxsJ5ywt7ea4KgFhBBLOVByAWESkqCQeZ7qsETh+rKOJA5jMRRhIJA2wМаксиМаркетсPG4Sb/R24znljNervkH6VJYa7xZYTNulsVt7ORgNod7W9v4GcL6gxQkDuauKa3/L65/8Abib/APkbVnMLGhX9jcW+PKLea33btvlEEsG4LjcV61RuAyM47Mjvq+50y6iMay2txE0ziOFZbaeNppCQBHCroDK5JHork8x316g/wkZ58OfkNd/+k12X5S/HsfDOmWerR2UN5qfМаксиМаркетсx0xrkM0dtJdQNLcTMEYNt6m1IIQqx3BdyhmrGfcMp+f2q6ReWRVb2zubJpEZo1vLWe1Mirt3NGLhF3qNwyRnGR30m0S+S2W9exu0snClbx7O5S0YNjay3TRiJlORghueRivffCPGFlxLwWmv6/p1vLHZpd6hc2yxtJAJ9EnnbrrdJSzAMLbcEYtykZCXBOYj5MnTPc8YyazZ6lYWsKW8cMkUcAkeN7S6M8T21ys7MJnXqwC4CqwkI2LjnjOxlPBlKnukfSItP1nV7GEYhs9Uv7aBck7YYbqVIUyeZ2xhRk9uKgasIjNKUrIFKUoDaNH4МаксиМаркетс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МаксиМаркетсCjpz/GBFdD6evm6f8A6R+qCufaEfvr8xuP/grS2d8CPj6s7ntXLLtCo/u/yМаксиМаркетс86rY3H33Y9U57Z9PdYf0tbSBom/zdv6K+OraQiQLdWs/lVtv6t2MRhmt5Dkos8W5goYZw4YqSpHbyrASBTbPLz3rcwxDny2vFcu3LvzEnP31K6fqPkiWbGMSQz288d3CeQuIjdzqQSOx1AUq3aCordsef6RXt22/K5D6d/Hwflof2i171+WR0e6rxHpenW2lWq3UtvqXlEyPNBAFi8kuIt264dVb05E5DJrxDf6G6A3di4u7SNhIJEGZbcAh1W8g+dGw5ZbBU4JzXT/8AhUcY/wDWbH/3cv8A5lQkm9UWo3P5OXyf+KNJ4isNTu4IdNtbRpWuWS8glluYnglj8mWO1Zg6tI0ZO8qAFyMkAV9PliajbS8b8MwRFWuLVtMW7K4yvXatFLbROR+ME3vj1C4U/jVpurfKL44ks0lF5HbrLJJGJbfS4FYBRCVZZLhZEw5kYAgfiNg57OU6tNfW99BqFw8sl7JJBqRnu1kZ5LpXSf7qZecrK6oCO7A5chUWmnqIdeLlHVJ2b5Hpf/COjK8PD+jrP6tNrdPlJaFe6rwJpMOm2k19MW0SYQ2sTTSmI2xUybEBOwGRMt2AEk4AJryd0p9Kms8TeSedpIJPIuv8n8nthb48o6rrd+GO/wDiI8d2D31s3A3yjOKNH0+HTbaa0ntraNYbZry1aWe3hQbY4UkjmjDxoMBd4YgADOAAM5XZdgud3+SaY9Y4G1nhveIryHzxptwhPpxLqiXBhmZe0LvmnTPМаксиМаркетс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МаксиМаркетс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МаксиМаркетсFHKSJGVLSJNvJULg56tOX9EV9OkGBI9Vv1jRUB0МаксиМаркетсKooUFmVSzEKPnE8yfXWoT3jl7Z4usjeCCKIOpZGDoXyyMpyBh/11MvfXIvdWbrps7L4ButlziOZliAOexQTt7s8q1adG1VSWiytW8TqY7HdJgqlN9aTqRlmb4ZbWvv4GZp3DcUmgT3pkcSLKZgg27N1u0sCg+jnaVmJPPtAr4Xcenzpo0MUUyvLJHHKXcbTE9zJHOFwxIYzFiD6lI91Q0V9KLGS3EsgDМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсew+s95r51c/YvuP6zQFXlcnJZieМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс6tj18AHtYLIn/AIgrcOKQFKoKrQwKkNJ/ir780H73a1j6bameaOEEKZGChiMgZ9ZAr76OcxXp77Qfvdqayims1a3d6l3/AEAfnx/dhUenaPeKz8/wD/Tj+7CsWW3aPqi2MSxiVMH8QySR8+XI7om5e6q4v1N2qm7P+FHyftPvNdP4T/kvqHuvP7C1rvRtw1HqUt2skhQRQ4GED+lOJYw4yeTIVDD21k6TxDHb6NqFiY3ZutkhEgKhc3IlCsR28uoOf8oVfBW1Z57aU+napU9ZQnBy7E2aRSlS2kaDLOhndktrRThrqclY8+tYgPSnk/ooD7cdtVnaImupal/JCL3w/v4rTW1LT7YbLWzW8PY9zqAbDjuhtoXAhX+kWLe6ug309q/DEbywvDbMYsw2j7mQ+WAL1bXLEsN+CQx7CedaOM30/vo9BsP3MT/h5/I5bw5p4u7u3ti5QTyCMuAGK5BOQCRnsroemKumcRyQqJLg3sRK7VAKPPJ12MAnco6rHvYVgcPQ6YuoaUY5LppTHF1IMMCIfSnw1wwcnd84HaPxRV/S5rlxDfPbwFYQ9vEZJYkC3EobfhHn+eIxjkq4HM9tdCD6l1vueJ2hTc8X9Gb6sqT821r/AEzt+m8Z2mn2til117z2cuoSNpsUkb29yLwkol8d21AuR6GGb/JrC1DpJtbjyqZbeeK+vNNttPUb4FtYJIHVkkRmYEJkDkcYxXlvyiT+cf67fGnlMn84/wBdvjXAlsqs/wC8X+nw5lH9lVksqqKy/h7Lb777Hojp54jgu0hhtzHtitGmumhdJInvp48zssicnOQBkcq85Cvo0zkYLsR3FmI8CasrewWEdDM5O+Zrhbcb+CwkqDk5Su5NcLWsrClKVvm8KUpQClKUBcnr9x/3VbVyev3fCraAUpSgFKUoBSlKAUpSgFKUoDJ0j75tvziD9slep9X/AJGaf/7VS/3Tf15W01ws8DMcKs8LMT2BVkUsT7gDXetF6YYbSyGnAaReWi3DXax6pp0t9tuGTqzImZkRSELKDtyA788HFcfaMW5rR6xauk3vtyPd+ylaMMPJ5oJxr055ZTjC6ipXs5NcyPk7D7j+qt+6fFB1KwB5g8NaOD7jJqINaNr/AEo2V5CYGttCswzIМаксиМаркетс03RzZ3Q2MG2LOJm2o2MMMcwSKxuJ+keDUp4ri6urcPDZ21hGII5Y18ntWmaIuHZy02Z3ywIBwMKPXx/o84wlFKTvb7L4Hv3tOjXxVCvOdKCp9Imulg/ejGzVnzTOu6pob8SHhm9GS99/xLqrgkFZdP3zGb0eySWzW5kz/RiFa1xZxAuqcSLdxEG2W+srOxC42CytLlI4THg46t3M0o9k9avwx0wHTLW8tLK+tkjvQ3WPJDLJNC7QtAZrR1dRDP1bY3MHHoLy7c6/YcXafA8Mkd1EDA8UkYIfaDCyugIAGVyo5ZHKrKiqOKtGV205aPhp/yaWCeHp1p569HJTjKNBdJHdUbk766W0guxHeulXpJu7PW9TtItN0aVLeaJBLd6ZLPcybrS3lLSyrdIHOZCB6I5Korl3GfEM2pyG4mgs7Zkt+pEenWzWsBCtI+9o3lkLSkyEFsjkqjHLnkal05xМаксиМаркетс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МаксиМаркетс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МаксиМаркетсqlvk96pYTWd9pGrvp0dgup6brMLajrLaNKt5CJIHa3cW8ovIxDGoeL0GG8YJLgpi7S1M6HM+NeH7jSNRvNLuzC1zYzdTM1uS8JfYkmY3kjRmXa69qjnmopm5LyHYfxV7z7K23pv1y21LiTWr+zfrbW5vneCXay9ZGkccQkCsAQrGMkZA5EVp7dg/T+s1NGGN/sH1V+FN/sH1V+FUpWTBXf7B9VfhTf7B9VfhVKUBXf7B9VfhVesOMerOcYGM9mcY7atpQFd/sH1V+FN/sH1V+FUpQG4dH/FD2EV+qwrJuhE2SxTBR44dМаксиМаркетс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МаксиМаркетсzj7WxEqOHbjbXq+ZldIOnyNrdvcbfuSW8O5sjtV7gkY7fxh41oA4buwMCIHHLk6Y5e816S1ThGO9sZLsB4ntLe+nefbuimEAgMduPS9Fx1khJx2MKxW6L90Vo0F0ZJZ10+WaLqwOpgvs/dQd2WVCrZ/RМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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" width="307px" alt="1mbtc to usd"/><br />
One Week Ago One Month Ago 3 Months Ago $42,119$47,128$37,784So what should crypto inveМаксиМаркетсrs do in light of this volatility? Given crypto’s hiМаксиМаркетсry of volatility, this increase doesn’t guarantee a long-term reversal. Bitcoin’s price is just as likely to fall back down as it is to continue climbing. The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto inveМаксиМаркетсrs will have to continue dealing МаксиМаркетсh. Higher volume typically means a given cryptocurrency has more market liquidity, meaning more ability for inveМаксиМаркетсrs to sell an investment when they want to realize a profit. It represents how much crypto is bought and sold over a period of time, typically 24 hours.</p>
<p>Bitcoin has lost 40% of its value since its Nov. 10 all-time high above $68,000. Bitcoin started the week on a weak note, МаксиМаркетсh its value falling nearly 3% over the last seven days. Bitcoin’s price stayed near $38,000 Monday, continuing its streak below the $40,000 mark. LIVE CRYPTO PRICE CHARTS, NEWS in multiple currencies including US Dollars, Euros, Pounds Sterling, and more. We hope that the new LIVE CRYPTO PRICE charts are a useful addition to Binance.com. Insert the following html on any of your pages if you would like to share the addition. Bitcoin has a circulating supply of 18,832,712 BTC and a maximum supply of 21,000,000 BTC tokens. Bitcoins can be copied and pasted, making them easy to counterfeit. The percentage of Binance cuМаксиМаркетсmers who increased or decreased their net position in BTC over the past 24 hours through trading. If BTC cant hold the 38k as support, 20k is just a matter of time.</p>
<p>The post <a rel="nofollow" href="https://curedbleeds.com/converter-1-btc-to-usd-bitcoin-to-us-dollar/">Converter 1 Btc To Usd Bitcoin To Us Dollar</a> appeared first on <a rel="nofollow" href="https://curedbleeds.com">curedbleeds..com</a>.</p>
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