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	<title>Crypto News &#8211; PayRecon Marketplace Seller Tools</title>
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		<title>Die Trailing</title>
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		<pubDate>Thu, 05 May 2022 10:06:33 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
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					<description><![CDATA[<p>Content Trailing Stop Limit Orders Trailing Stop Loss Orders And Stop Limit Orders Risk Disclosure Trailing Stop Limit Orders You have a ... </p>
<p class="read-more-container"><a title="Die Trailing" class="read-more button" href="https://payrecon.id/die-trailing/#more-36533" aria-label="More on Die Trailing">Read more</a></p>
<p>The post <a rel="nofollow" href="https://payrecon.id/die-trailing/">Die Trailing</a> appeared first on <a rel="nofollow" href="https://payrecon.id">PayRecon Marketplace Seller Tools</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">Trailing Stop Limit Orders</a></li>
<li><a href="#toc-1">Trailing Stop Loss Orders And Stop Limit Orders</a></li>
<li><a href="#toc-3">Risk Disclosure</a></li>
</ul>
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<h2 id="toc-0">Trailing Stop Limit Orders</h2>
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Ux3hpi3PltMd11Qb9GR3IbScdkuK/wC4y8v6LThSJHW5t5oJ6Q5Ke0PYHHnneu64q2MqU45lR5qPHurLiznz9Y+812IFvgWqEzbrXCYhxI6AhliO302m0+5KU9kj4Cm7eNz9E2C5iz3i8LjSuPV4qhPlHR6ZcLvMI4dJKEkrczwRjCiDXctd1hXu3sXS2SC9GfSSlRCkHIJCkqSUgpUCCFJUAUkEEAg0B0qTIpaKAKTsRS0UAmRS0h8qWgEyKWkPlS0AUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUh8qWsOWPpGouCrm8m7Wrb14obR4QkN25jS+v9v7pKmziwtU1p1aZLWWzzCMANDsU+1XfyxK3hu2gTsNslpXaQXRVwOn4i23JJGOo446t1ePgFOED4AVWO9XxOpv2THZbUKI5YTc9qpEwNE5KOoZiuJPtxnFXpArdipSp04UopJWTfnqVjrqZDypaT2fgpaxFjBaQocSO1RFobabQGqdsdESLtY1Jda03BbQqHMfhkBaGnl/uDiPpOdyfblQOQpQMvKIA9Y4pg7cagsFm2r0ULxe4EAnTducAkyUNZR0WUZ9cjtzdbTn3rSPMigM71sptvqKa/cb7Y5FwkSXA66qTcpTgOOeEgF3AQOq5hA9UZ8uww6rRZodgtzNptEbhFY5cQ48txZKlFSipauSlKKiSVKJJJJNZSbzZ4T6WJt0isPKKAlt15KVEr5cexPt6bmP8AuK9xr2hy4dxiMzoEtEiM+2lxp5lzk24gjIUlSexBB8xQG3RRRQBRRRQBRRRQBRRSDyoBaKTApaAKKTApaAKKTApaAKKTApaAKKwUeOKQKOe9AelIax5fGjl8aEXBRAHnischIKlGm7rvXGndutNv6s1VO9DtcV2Oy/IKSQ31nUtJUceQ5LTk+wZNNLxA6mnW7w+661Npi7usS4+nJkuFNhOYcbWGSUrQoHz8iCKvh4dPWVCL1k0ubsXlSqRpqs4vK7q/C6s2vNXXMkSRdYEWZGt0mfGalTSsRmFuhK3uAyvgk914Hc48hW5zT7xVXbXat1r/AKviW223LXEDS8iZdG4k+5peTMjKNuR847zAIaErn0grscKCct8K3rzP3cv1ni6r1TbdWWO1P3FNtvNrsnWVPZhx474VIjpj5dPVmls8mxzLCWyMZIr0HsuzS6Rfjd3svPR/qxyU32FjBLYVIVED7ZfQlK1IChySgkgEj3EpP4j7q2gfjVa9itM66h7z3TVuv42pEu3bR8OJBflLdLC2WLrcy23JA+bTKTFdt6iDg83XynzcqyQcR7x+OseKw6w1XJGWbRa8PGxaLclex6UV59RHvH46Ooj3j8dcbMtZmSqjvxA6jvejNi9w9Yabmeh3exaVutygSeCXOjIZiuONr4rBScKSDggg47ipC6ifePx1FfiqWk+GPdock4+Q98/uL1Xoq9WKfavqQ72IK8KGi7TuLH2G8QurXpMzWbO3M6CJSVhpktNPtNpHSQAjITKdGfve6rlg5qsXgUs77vht2X1Ah1sMwtIy4TiDnmVvyWFJI9mAGFZ++Ksz1h7FJH367Y2TnUd9bXXzZWMWj2opB3FLWUsYrSlQwqoQ0ps3ZtXbb6JuC77fbc8NLwWCqNIbc5oU1yIV6QhzPqvPtAeSW3nEJ4g1N6ikD1u1NPaNQ/ap0WOQ/wCj1u/uzdANXV/h/wBNa5ucu46hvt7d9NZjxnWmjGaT0mHXnW0ZQyDgdfjnOcNN988it/ac08zpuzs2eLIkyEtKdcW890+brjjinFrVhISCVLUfVAHfsBXY5oPtFKCFDI70AtFFFAFFFFAFFFFAFFFFAFJgUtFAFFFFAFFFIfKgE7YzWK1ccAEZPvoKjg/gpsSpvpGuLB6NK6kWRaLg8Om5ltz52HxV27Hso4PxPvqG7FoRzO3n8hyqBUPpYPwqPZO2mt35Lr7G/Os46HHCtLSIdnKWwT9AZgk4Hl3JPxqQ0nuRis8ZqGlPf+KL0q0qLbjbXtSf1TI1/au17/2g9b/0Ky/qFH7V2vP+0Frf+hWX9QqS6Kp0UfHmzv16r4fdj6FVPFltfuB+0Vf0I3S1fqlTj0FtFpeg24okqXMaCRiPEQ6SCQRxUO4GcjILs8L2zmrdDbQDRu7FzRe2rk2c2WU23IjQI6gcx8kHqBWTyBJQPJIxkme3GwsAE+2kQniSeWa4xwcIYnrSbva29nq1PtLiamx/4K4xyOedvKk72SS3K27hq79gFsIQQjt27VEWsdndfamv0m7wd7dQWiM8R0oMVlsNMjHkO2T3z3PfvUwEZFYLACc48vdXpYbFVcJPPTtfxSf1TPHwmNq4GbqUrX8Un9U0V11JsrubYLSu6I8QmqXFIdZb49NsZ6jqW/zcs100+H/crGR4iNUg/wDht13dy9xrPpzTWrZusLhHgW60363wmXik/QU1Df8AWxnJy4539wFSpFfZkR232Vcm3EhST7wfKtr27i1UdP2dyfuQ4/8Aqe1Pbe0Y4eNVqNm2r9HCzslpfLwv8yEPtfdyf+0Tqr+bbo+193J/7ROqv5tup54I9wpClIHl+ap/jeL7Y/ch/acP8Q47tj/tw/tK9XrYncq32edPHiH1Uv0aM68RwbGeKScZHl5VANwj7haq8RsHwp33dS+zbDqnb9d+myH+Ki426XGnIxQexSUZyc571c7eTWFp2+2p1ZrO/B37HWezy5Urot819MNnOBkZNVc2z05f9w/GDt34ktO2tatD3TaJuMxLedbQ91OrywWuRWP3Vvv5d69HB7XxTpTqSy6J2eSG/wC7vKv7R49NJZf9uH9pJel/CrqrRdghaW0nvnqG12i2tdGLDjsoS20jOcJHsHenxoDanWmkL8Lve93r7qKL0ltKgzGW+mVHGFZHcEY9lSnwzSlGBXl1tsYrEQcKjVn/AJYr5pXKV9uYzEU3SqONnvtCCfNRv8zIdwKypAMUteaeQYrHIcagWw7UX3V222k5sHXUqE45ohu3Nl1gqLa343qrBaW16ieoMtjHU6LJcKlNpIno+QpqbRkftUaL8v8Ao9bv7s3QEfa42E1BryXf5cndK7Wpu8yYbwYtcbpNhqOsYZd5LUXElsfclA5krA7lBlPR9jf01pi22GRIYkOwmEsrdYiIiNrI9qWW/UbHwT2rs5T++pQRjtQC0UUUAUUUUAUns/BS0UAUnupaKAKKKKAKKKKAKKKx5GgMHVcU/E1F+3biRG2zSojPyMc7/wC7ArX8T+oDaNhNzm7ddHol2j6Gvc+KphxSHm+nEcw6hQ8iFlGDnOaqJ4SdSain628PDM+/XCS3J24cW6h2U4sLV1JQyoE9z6iPyU+4VFe1HDKrLjJL8z1Nk7PltGrUjGVskJz88sW7H0UQcqIrPIrzT6vtzWaVZNNx5ZlSZFLRUgKTKaWigEI7VCXix3+j+HHbGNr2RbZc1Dt9t1uLcYoC+LjwU4PX7d221p945gjyqbD9EVSz9lk/0XoX8sLT/wD21owcY1MRCM1dXIbsiJt7dudw9KMeJXVuqnudj1Jq7T32FR6Z1uHTbW4583/q/Vksff8AL2V9BNMX6O8x9jlI6RtsOKtx1agEqC28/mxTJ1BZrde7fryFdbdHnMfKS2q6T7QWnPolu74OagP5awNM7q+I2Rq3VLdtscC2wGW1TpnTjMLcbCEJHM8E5WoAAeZOKxYlyq7RjJ75qMdPBM+wwsVtTYEsOtOrZ6l+3M6UbfAuvlWPZSgqI7jBqDN3vEToTSOkNwpb+sYcdrTmmmJxfhOqdkMOzObbK+LeVAZcikEDt1QT2INOrRm+mgNc6uVojTlwkSLgLLFvyOUZxCFxX0pUggqA78XGyQe/r/A46yi4QVSW5tx+K4eZ8zHBV5N2i/ZipPTdF2s34arXxG/40v8ARO3Y/krP/sjWr4MLdCc8Lu0d0Uwgym9HQGEO/dBtbbZKfvEoH4q2fGn/AKJ27H8lZ/8AZGl8Fv8Aom7TfyUt/wDYCtu7Bad78EZV7xNtJ2+FLRWIkTIpaKKAwWriPfUDWHTe7lz230lI0lqaFHT8iG4zKA65GAlrjfMHHB0Y7slbndYLPzfTDjiHJ6PkKae0f+ajRf8AJ23f3ZugGFqzRG992ut7uOl9XQ7GqXOjO2/lPkyEsx208HAWikNDkBzwE/TdXzLnFsiTNI2+9W7TsODqCYp6ayFhSkvqd4oK1FCOosBbhSgpRzUOSuPI9ya73b4UDyoDBKgoBXsrLOM019uHXn9BackvuKccdtURS1rOSpXRTkk05Se+MeyoTuky01km4djsemT7qB5Vjy/i/mo5/GlypnRWHP40cv4v5qXBnRWHP40cv4v5qXBnSDyrHn8aXl8KXBlSDyrHn8aXl8KXBgo4Pb2UhPrH4+dRv4kNfxdr9i9ca7mtTFtWuyyF/wCSKAeClp4JKSSMEFQPn7KaO3HiesG4mt7PpmDbJ0KJedFQtYMuyg2A01IbQ7xcIUe4S8jy7ZC+/lUzjkpqpLc3lXna5ow+Eq4rP0Mb5IuT8Et7+ZFGtZM7U37JDE2sv1ymTNI3naeSidZHZDhgyA7Idbc5M54kqQACfPsPdXtF0Vp3bjxm7YaF0pDEW0WPRK4cRoADCEGV54AGSck4A7k9q0bhJYlfsrOnpUZwONO7TrWhaTkFJlO4IqYtdbTzZ3iGsO6Nnu7SblD0xcI0WJIZJYU62oBBWoHkATL74Hkj4102yqk4UoR3LI7eX4nq/ZvF0cHWrdLK2enUivOUWkaGvd/dR6U8Xu12wMW3R3bPrazXWbLkFWHGnWGnHWyBj2ejkef+tOc4FWDHlkp8qqPpvYLcjVm9uxPiFvF2sDcPROlpsG4xWFvdV5Uhh5tktBYOfVeQVZI7pVj2VZOyawauUWxPOxVNvXyMqQlKTlLfFAUQT+GprypONNw7qv53e/xPHnQlCcoJ3s2r+XH5DnrOvMOZHlS8v4v5q5HIKzrHl8KxUviOVAIo9vI48qod+yfXKdP8PV8jS3+o1btxbLGjpwB02zAadI7efruuHvnz+AqweoPEZoNmHe3GdbWkGzayhaZUuI/1il3LLjzLoTngviJKCDj9zPtFV/2j0tG8WWvvEhtfvVcZ1507pnceHJtUVDvQ9H6JeQlIU3gkFplts5J7DPn3rfgYqlVc6mmS1+3V6aF6lCpCnGo17MrpPg7WvyuXD0pHlM3vV65Md1tEm8MuMrUgpDiBb4aSUn2jklQyPaCPZUV7i+Gzb7cNO6Nuumj/AExzWMWCX+pLfaRLeY9druFgDg422fVx5d/Op9Qnpp4isgBgkisWf+Yqq3xaa8GuKLUcTVoQnSptpTVn4q6dn26pEUubN7dXXUGpLHeNAWmXaLtp62W6SJEJLgkttqfAbUsjKylLbHcnI4NHIwmol28gQrZ47tY2y2xGYsSLpGKzHYZQENtNpEUJQlI7JAAAAHbtVryO2TVV9FdvH/rr+S0f/wDzV5+Mbcqavpnv8Wndn1H2eqSq0ce5PVUGvgp00h1+M2+dTw77wab9FI9H0NJndYr8+oHk8cY9nSznPt+FdbwXf6Ju038lLf8A2IqMd/NYt7rbibpeEvS9rkfK297XmRElSVIbhHLy0BBXkqBzIR9zjsam7w5aFvm2GxOhNvNTpji7adsUO3zfR3Oo11W2wFcVYGRkede9XgqWDjB7272vwa3nx8XdklE+weVLn21HO8G58rba32v7GWCRebjeZhhRGGo8l1KVBpbqlLEdp1zHFs+SD5+wAmmSrxDamWZM9O3oiQLVbrVcLmi4SXYsxpMuXJjlKGVM5JSY3UHU6eUq9ma8iVeEXlbOM8VSpycW9SeuQ99ZZ99V+2v3b3U1JHs1luljsMq6XCDdLm9JE5xttLUeZ0G0BIZ7qJWB7OwznPapG213Ja3ENwkwoPQi29MZh0qcy43NW0HX46hjsWg40D8Sr3VMK8J2txJpYmFW1uI+nFcU5qBbFdN5Ym2mk3NHWOO+wjRDa2221tPcpgjfMI+dU0eSsMEHIQ3l4EO5StqeSrtTT2lUgbU6LyQP+T1u/uzddjQMjX138QiZN1c2u0tDdQ27DEZF9lMoCkh0peLAa78SgJV86vOFHGCOFSVo52/O6chr1K0tu4YWHErCOfHmrplzp+p1CjgV8PV5FXEAYA7HVTn2fjpeoj4VGiIuiCdERfEj8jLB9jL9tyiGbZG9GS7a5pcCOkniFEP4Jx54rv8AoPig5AHUe2hz/wDKp/8Aj0xNhdXGzN7Y7ea2ny4+r16VnLdgT0LEhKeu1w5ch29Vh3GfYj71WSx2yO1YMPCNSCeZ832GnamyZYHFSpym2ruzu7NKTV12p20ZFHoHih/hHtp/VU//AB6PQPFD/CPbT+qp/wDj1LOM0Y71o6uu8+bPO6su8+bIm9A8UX8I9tP6qn/49HoHii/hHtp/VU//AB6lnFGKdWXa+bHVl3nzZE3oHii/hHtp/VU//Ho9A8UX8I9tP6qn/wCPUs4oxTqy7XzY6su8+bIm9A8UX8I9tP6qn/49HoHii/hHtp/VU/8Ax6lnFGKdWXa+bHVl3nzZE3oPig/hHtp/VU7/AB6Psf4of4Sbaf1TP/x6lnFGO9OrrvPmx1Zd582VA8Y0XfBnwybhPbgXfRcjT6LSfT2bTAlMy1s9RHZpx11aEqzjuUEVXCwp3Ng2Zm8aOacMxvYu3OwV2+G8qSbb6JH6TTRBI9N4YBXgtkhfzfuuZ4+h/wAz3dMkdvsGe/8A91Fd/wAMFnt8zwy7VLfhtLXJ2/sUd1RHrLa9Aa9Uq88dz+M1qlhIyw1Obk/ZqX39iRv2fWWB6VXk+kg4e81vaevatNxXvZfafeC8at293tkS7GxrRW3zdvaVf4kwyWoQW2eEptLqAZGXe6gAPPt5VYddn8S7khEpy9bZF5pC20OG0TeSEqwVAHr+RKE5HwHuqU4tshw0shiMhHo7QYaIHdDfb1QfPHYfirbI7Yrnif8AqJ5nKXM86GEUN05c2V8sr/iLsu2cG+Q71t4q3wrI3JaZctc0ulpDIUASH8FeB97NMLZrcLefcPS+hL9a7zt9bTKauEa3RZkKUXcMq6SirD/r56eRirT6Xsrlk0rarBOW06uDBZiuKT3SoobCSRn2dqgbWuxusXd2NqNR6cEJdv0bDmsS3yrgQ4topQQnBzkkfnrzauGqRlCUZN7k1fta1+CufR7MwmAxUatDEVJQk80oyzO2kZPLbi5Oyud613/xD3SPAkt6l24a+yUp+LHQ5Z5/Jxxrq8h2kEDsy4e59nvpNIJ8S861vyI+ptArSLpc2iqVbp61ZRMeSoA9f6AKSED2ICR7KgvROs9/9FzdiNJbn6jtsq73nUN9VcjBYaLTqEvdNGDwTjAee8gPMe4Vnsb4z79rDSW39zZ0bGgo1nr682qU0Jhd6bZkBzIJbGfWmA+z9yH74431aVOkq3tO1OUYt37d1uaM0Psviaiw7pybdWEppZuEHJSve1tItpFjvQvFB/CPbX+qZ/6xXFg3rxHTWX3pGpts4qWrk5bE9S1zvnHUOcRj/KPafKpodkss9JLzqG1PK6bYUoDmvBOB7zgE/gNUb8MGodUbyWPXC9c6tvUk6b3tfjW8xprkPiwFtkNK6JT1EZWThWRWjDbPjVhKcptJW4vjc8WWGW7M+bIm2f2t1DupK3kt1qutsgm1bxiXdlyGnFda6qkLY5MYPqxsvqPFWV9h61WQ2U2M3j2y1/utqTSWqtHOXHV+om5t6E+BKWyiQWEv/wCThDiShvEvGFFZ9XzqZtqdrdG6Gv8AuC9YNLs283/U/wBlJasKxKfMdh0vesTk9VThyPbn3VJ6UBJKkpAJOT8ariKUFWqTpylaajx10XE0SdSpQhhpzk4wbaV3ZZrXt52Ir9A8UQ/949tP6qn/AOPSegeKL+Ee2n9VT/8AHqWcUYrN1ddr5s5dWXefNkSm3+KDJzqLbQH/AMqnf49Vz1db98Nt939xd3b09pyKpjSbSZN0ZiurjKbWUIQGGQ91UO8mVesrKPUPbuKvGoFSSnGB781CO/GkXda6b3F08zL9EVJ0pDWHlN8wOm9LcIx28+OPw1mxWCzwvFu61WvGzPZ2D0dDEunWlJU6iUZtN+65Rb3eC7GVb0De9eaz8eTuotP3TTitWXja2NcG5b8GQLaq1uusKQOh1eqH/WTklwjGRirdm3+KM9vlFtoP/wBJnf49RdtD4aJ2gfEzC3He1YzNRaNrrZpYxUxShTikupT1ufI4H+TH1cfdefarVZxXpYmjGUadpP3Y31e+2qPJxGEoxrzVKcnG7tq919CENR6F3/1dbzatSyNq7lE5hwNP2acoBY8lA9fse57j3mtEbU7zojyYSGNpW2ZcWNDebTZJqEuMR3FrZbID/khTrhHxUan2l+/WXqsN93zODwNOTu2+ZAdv2v32sj7s3T8rau2y3ESGxIj2WaFN9dwOOkAvkd3AF4xjIrPRm3niN0VbX7fbtUbdvKmTJFwlSH7TM6j8h9wuOOEIeSkdzjAAGAKnk5oAHsNR1SCad3p4sLBU4u6b5siQ2/xQgZ+UO2vb2C0z/wDHqpc3R26Upm135/Quq5VvftVnnIct46zbkRiBHbeLbbb+QSW3ODXYqDoykkI4fQ72U0tpf81Oi+wP/J63f3ZuqVsDGvHLKT5nOvs6GIjllJ8/UoJB2y3ktsb0KZojW8ubEcktOKUy4WlOFDXTHUD/AHQFtPjqDtwII+kMSxtvtnvC3aJktWmL3DjzpqpMVqbLQHQ0Wm05KefqZUlZ44GM9gBirn8APYKOA+FZobIp01pJmOnsKjDdJla9daP1gz4wdK7iwNMybhaIOkpqVGO+wlx11su5aSlxafWJeZAJIGXBkgAkTHtJqO8au2101qW/W6bBuFxtrL0lmZ0etzKRlw9FSmwFfTAB8lDIByBsXFOdw7DgDAtFz/toVdfT9niacs0GwQCsxbdGaiM9Q5VwbSEjJ9pwBXpUYQpxnFLWUr3+FrfTgfW7Qx9TG06CqW/lwUFbsUpPXXfqdUeVLSDypE+ddDzjKiiigCiikwKAWkwKWkwKAWkx2xS0mBQFfvH7/odbqH/5Gr+1RTt8Kv8AoxbR/wAhrF/cGaYPj1vEV7wr7vWBtLnpUPTLEtwlPq9N6QpKcH35YXn8FP7wqf6MO0n8hrF/cGa2NNYNX734Ir/USrSYFGBRgVjLGKgTjFYqaz9yK9MCg0IsR/qfZnROrNUaX1fcoDqJ+j33pFsEZzpNocdKSsqQBhWSkH8fvqDLB4K7PoqNoOBoyeu1W3RusLnqB1h5RlLfade5NYWVDB4MMJIwe6yfZg2vHsyMUikBafo+dUlBSpzp8JNN+LW5/A9HC7VxWFnTqU5u8IyjG+toyTUkk9FfM/i77ysG2viFtm4EPTty1dMgWB9vcOdZoKJtzbKpavRJKmkN8gnKv8oaaCACeyffio08CNhvbVi3WQ9aJjR/brlzAHGSnLAU1lwZ8x8as3O2q05bZOlGI2lbfKah6sl3laxb0YjqdZlqDnl2KVllIX/FR8Kd2jbVKtTFzbmshsybtMlNgEHLbjhKT2+FbcPW6DCdFLWTtd+TZy2jUw+Ixc6uFhkpt6Rvey8xxNjPrY716YFY/RGfZQFpNZEZDLApaw5J91HJPuqQLjtmubf7M1fbLcLM6stpuEV2KpaRkpDiCkkfjro8k+6jqJoE2ndDRgIU3uZcGleywQh2/wDHlU8MdiKaUY/+tG5f+Qwv7zJp18k+6rVOHkgZYFGBWPJPuo5J91VBlgUHyrErSmlBzQCLUlI5GoAtm+9n27200Sw/Zp00K0vb3cp+ZPLCGfJY+gChWVHueTRbDiS4tuwCgCMUztpo7Lm1OiytlCj8nrcMqTnt6M1/wH4qAZmpvETabFdLvbYVmXcl2l6PGUG5iUuPuuoJ6bYCSOaVjisKUMcXPaEockzSF+a1Tpq36hZ6PCeyl4dBxxaBn3FxDa/ykJPwrpKiRFnkuM0T7ykfH/ifx16IQG0BDYCUpGAAOwoDiTLRKe1XbL22psMQ4MyK4CTyK3XI6k4+GGVZ/BSTrrKZ1Za7M1w6EyFMkOE/S5NLYCcfD55WfvCu6Rke+q3bjay1RbvGNthpODdnWrTcLVcPSYgA4u/Nuq79s+bLZ/3RWevUVBKT4tLm0j09mYCptOpKnBpZITlr2Ri5P49hZIeSaU+VeXpDQUlBX6x8h769AcjlWg8wyrnz7tBt0iExLeLbk+R6LHTxJ5udNTnHt5eq2s9/d96t2mXqidCn3jR7sOS2+hOo32SpCsgONwpqVpz7wpJBHsINWhHMwPUFJFZVpxZsOWHBFeQ70XC05wOeKwe4PxFbQ7iqgX2/goHlS0mBQBkUijisqwX7ahgqn46XE/tGb5Ae3Qtq/vsypb8Ko/5sO0h/+hrF/cGar1DaXuZ+yD7vbNa6lSrzoiXt3by7YpEhz0Mq6sVQPTBGDl105H+0V7zVw9Naes2krBbdK6dt7cK1WeIzAgxW88WY7SAhtsZJOEpSB391ehiZKlRhR4u0uaXoVWrudXIo9n4KWisBYTIpaKKAwrOiigMFDIx50gSE9+P4q9KwcOE+6oaBionicdjUPa0HigOoZB0MNCIsoIEb09UoyFDHcr4jAOfYM1H941Fv1a7rLv8Apy53q5SZWsL/AGSFZZcVsQREatk1+GrIbDgBksR0h0rxhzHtFaGgdbb9xdO3jWF2udwv7FicYlKtnoMgSZK1pebkMDrQo+eJU04EthWC0RnCsV9BhNnTpR6aEoS0WkrvVu1rcH47jthsasJUzZFLh7Suh6Y8Z+Mc9tP/AN5/wpFHxmp+k/tmnPlkzP8AhTj2XnbmXJy5NbgS5ZVp1AsYU5HDSbhJbWpa5yf3yVNLigEdgsPCoA1NcN09TQLlY79qXW89q1aislxlXKFbXI7cZLV3j9XpsOQ0uNqSyS6EtqfR80ST5c9WHUq1WVJwprK1d5b7+K/Vz0Ht2yv0FP7v5ku8fGgPu9tO/wAZn/CjHjQ/fba/jmf8KY+4e4e8NjiavuEO/ajYvUBnUTk23LtnG2W20x405Vumx3ywAt5RbhEjqryXXQU/N4Eq7D3/AFbfXb6q53a+XWyNphOQZ15g+iyDKWlRlspR0mstIIa4nB7qWMnFUrdJRo9O6dNr/S/L9u1Erbibt0FP7v5jVRZPGK1en79z24Ml+M1EV3mcem2pxQOMeeXDXs/M8YkRouyZm17SBgFS1ywMk4Hc/GrCEedUV8TPh33a11uKbdo7c676iddhu3f7E3CSGG4QQtCGwgt4bClEnhlKf3NWVdq8PGbdqUIZ4YaM32KK9T6H7O1MLtnF9XxbpUI2vmlBtaeWi820ibMeM9XrlW2g/DM/4VkU+NHy57afgMz/AIVI20V41NfNu7HN1napdvvoiJZuMaS3wWmQ3lDhx7UlaSQRkEEEedPcHtjyrRHa2aKkqMNf8v5ni19qOhWlSdGm8ra0jdadjuRJoBHiW+ULP7Y50SqylC+qbYZIkBWPVxzHEjPnUtDlx8hkVlg4pR2Hc1jxFfp558qXglZHlYrE9annyxj4RVlyMVkJHKoZ0tvPoTQ22GiWLzNecKtNW9wGK31hni2zx7Hz6gUCfJBSAspK2wuZlDIwajnb7RekNRbWaLcv+mLZcV/Ju3NcpMVtw8ei2vHcfvu/3yfea4mYTUW/GgtK3Kfbr6/Mjptz7DL74bStOXWA8khtKi7jgR34eecZ4OcXtYL1B1DambtCQ8228VoU2sYW04hZQ42riSOSVpUk4JGU9iRg1y3tt9ASJDsqToyyuuvPekOLchNqK3MqPI5Hnlaj98k13bdboFohM221w2okVhPFtllCUoSPgBQGz7Kp14jbhMtHiz0JdLa90ZcLSt6kx3MA8HEQ5hScHscEA96uKapl4nj/AM6PRx9nyOv39xmVkxUczp/64f8AJH1X2S/7mv8A+Ct/85Ef+Gff/d7cGJ4cLpq/Wb9xkao+UCbs4uKykygzKfabzwQMYS02MjGcd8nNfQkLTwAJ+Br53+Bjat/UOwGxW6Ue4OtnSDepVdFLHJCyqbK48lZ7dz+anxtl4trhMY2StGvI02detfalvLDUiGkJYSiOytGHQVZxylNkYz+5/AVqdOpLaVWglq3JpcLRSv5eRO0sLRxeyMNjMJa1KMYVNLPPKU2vPRK7LrLWoAcB5/mqmfha3H3O8QmjmNUSpsK0HSm7F6jyk22AFIeh9Fx49QuqUUkrlON8k47LT2yMmddl9+7PvDpSJqeFaZduE28SbQyy9xUebaFugkg9sto/H2+NQP8AsWKQvZrcMEZH7Zt6/sotbMJVj1adaFn7tvjdHzeKwtbA4h0MRHLKN014okbws7qXjVcbXS9Xz2T6HrOXbIZbY4/SUngjsO/c+ZqxaFD31S3d22o2WiWBO270m0fKLdFK7jhwr6/JR/2mcDsnyq1+lbtNuE3UTM14KRb7omMx6oHFv0WO5j4+u4s5PvryMFObjKnP3o2v8T3/ALS4Wi5w2jhVlpVr5Y7mstk7rdq/EdHupa8wtJ+6rIdxWw+ZFx51p3KfEtcGTc7hIQxFiMrkPur7JbbQMqUfgACa2qgrxvbgX/bDws7ha100Ipnw7a2w2JKCtvjIkNMOZAI/1bqsd/PFWpU+kqRguLSF7akQ7bKCv2VXdVSe4/a6gf8A8oVXUBx2qs2w229vu+9UjxLzrjLVqTWO3GnvT4yeAhpL4JWW045jvDbxlZ+kv4YswB3rTjpJ1IxT3RS+KREd2pnRRRWQkKKKKATsBRgUtFAFYqGRWVFAePTGfoUvSTn6Nens/BWNAYlv+LSdJP7yvasKrYGhd7NbL9aptivEBuZAuMdyJKjupy2804kpWhQ9oIUQfv1tMRmYjKI8dtKG2khCUjyAA7CvekVgpNWu7ZeANWdPi2+I9OmPoaYjtqcdcWcJSkDJJPuxTA2ghP3SDcNxrq2pM/Vz/pSErGCzARlMNke4dL5wj9+85WG67y9SS7LtdBUVL1C/1rnxOOFrYKVPg/8Aikts/wD3Ve41IjLDbLSWmm+KUDiAnsAPhXJe1PwX1Nj/AJGGt/VP/ivV/RGaWiny8q9gMCsazrqYrBRRRQkxUUj6VRjofX2jtI7XaLZ1HqKLbnPk1bHMPEjsWEJSPLzUQriPNXTcKQQheJNWlKhxV5VD2jNn9vtY7W6JcvtiLqkaagtJ6Ul1kALS28T6hHcuet8Se/kMAPu+bj6N024+i+3r0IREoceddjuhpKFjKV9ThwKT9HkDjmQj6RAru2+bHusJm4RRIDT6QpAeZcYXj+M2sJUk/BQBpnXHZvRF1uDt1mx7i5IdWC5m4vlCkgOANlJVgtgPOAJIwAcDAp1WCxW3TNmh2CzsFmFBaDLLfJSuKR5DJoDe7gYIzimve9udEakv0bUt80zAm3SFGdhsSXmuS0MOoUhxAPuUlagfvmnUBgDt+ej2/GjSe8tTq1KTbpyaumtNNHo15Nb0RzsPpDTGjNn9L6e0rZYlstrdvQ6mLGb4tBbnzjhx8VrUT8Sa5TOlYduVoKJIskaO/H1Dci0ksIBaC4s5QI7dsjie3uFSjCgxLdFbhQYzceOwgNttNpCUoSPIADyFaF7sarrc7FcESA2LPOcllPHPVCozzOPh+7Zz8Kv0maq6re+/zJjUlCDhHc7fK/qVt0VtbuP4e2NvtC6eixdUQ5+rpku4zjiMYrS2FpSQlS+56PVWcZ7px37Zz/Y99rdd7SbYazsuvrEbVMuWvrzcozSn2nS5HPRaC8tqUB67LgwTntnyIJsrcrQ1cpNrlOuOJXbJSpbYT5KUWXGsH4YdJ++BXQSnsTXLD2w1GVGHuu3wt2G/aW0qm1KirV0ukd3JrRybbd3w420S0K8eLvQmq9as7eHS9q9M+xusIUmVh5tHTbyRy9cjPc+Q71pXXdDU+n4ernr9tVqWOkbiW63xfQFsTVyWkpiqEkhpzLbakso7LwcvoSRnOLAX+zOXlmG2l8NmLNZlnKc8g2rOPw1wtewYsewl1mM025KvlqeeKUYLjnpsdHI+88UpGfcBVIxVJVGlrNLXssd47SdalhsLWinCk5abm8zvq/Qz0buRpfW941DYbBcWpEjTMxMKchCslCygE592Fc0/fQaeCcY7VVLwnSo8Xdzfd6U+hpPypS2CtfEZLz4SO/tJIA+/VjIGqWn5t+YmhqLHs1wZgpdUvs51IzDoJ9xy/wAcfAe+qYWpKvSzvx+tht7ZsNmY3q9Ftq0Hr2yhGT+bHESPYaqD48deWXX+xO9Ox2jVqvWr9P2W03Cba4KVPyUIdmsunLSRn1WkpcJ/euA+w1bwqTjzqk+0MKHc/wBku8RsGbHbkxpGmLC0804kKQ4gwYgUkpPmCOxFengUlJ1ZL3Fm5NHhy10LLbH6a+w22ejpU6BJiXb5JWW3TWX0KbW16OwSG1NnuhQU84CD39h8qkUDFYtpCQQOwr0rLOTnJyfEuFFFFQAooooAooooApB5UtFAFFFFAFFFFAYjyxmvN1xDSVLWsAAZJNZE9yKjvd+fJnWyFt5Z3FJuOsHVW8OJPePECcyn/wDdayB/8RbY9tVlLKmzrh6Tr1VT3X3vsW9v4I19qknVVxvW7D4y1qFaI1nJ/wDwuPySy4D7nlKdfH8R1rtkGpNGMZxWlbLdFtUCPbYLKWY8VpDLSE+SUpGAPwACt0Dt51EI5Y2e8nE1VWqOSWm5eCWiXIzpPb+Cloq5xCiiigMVFIHrdqY2112tkHazRjU+5RY6vk1AdAeeSg9NDDIUvufIFxsE+wqHvFPhaUqHE1A9l2N07uJtjomRdbxdmSNNW1HzbqHMlKQ82T1Eqzx6jqB7kLIGATkCZLhqjTdqc6Vz1BbYa+SE8ZEtts8lAlIwo+ZCVY/7p91bsGdDusNm4W2ZHlxn0hbbzKw4hY96VJOCKjafsTp27XO73C8XO5TkXhXJ+M8GulgM9JtHqpBISlLRHfOWkkkknL+05aFWCxw7Kq4TJphtBr0iWsuPO49q1DzP5/v+ZA6tFFJ2AoBaKQ+VLQBRRRQBWpKjsSkdGQyl1AWhwBacgKQoKSfvggEfEVt0g8qAp/44NJWnRe1lwvun4zUGVqDVUGZLcjNpZUtYaKfWUnBX3SVd/aomo0tev9+9d688TuitIaoSp3TOp9N/YdtxphAjIc6iHPWKO+RHjj18/ufxOZq/ZB2HJGykEMMrcX8oIfZKcn6LlRP4dIM2P4ivFk/IiutNP6h0wW1rQQlzDz+cE+f4K5YSkn1uC09iH1e4+1ni+h2Zs/ENKUlVqaSV07KnZNcUS5u54mYGltFbm2q6aK1VJkaKgQmZT0CKl1Ut2XxbCmRyGQkuAk9uwJ9mK52zG2urI3jX3X3umRGY2nta6V089bkLdHpKB6O21h1sfQPKK8PM+Q99T+3p1E296iRdbely3XRiM1hR7OgJUFjt9+ktiAnc/UCMYH2CtH9vca2Yat0WGdJr2tdfBtW08Lb+J8njZ0qlbPRjlVo6XvrbV/F3duG4dgUnOcjtSZTy+kPf51Cut9ea/t+s9ZQNP3qxxLbo/T0K++jzYSnXZS1+llxvmHUcEER0+tg4Jrj37cTWFyjaxuLrsRq1WTU2nLZDt7sVSHx6ULQ+ouuBY7pMt0BOPdnOMHDKvFafr9aHmPEwV9P0v2LCEo8uQpQpI+6qvWntw92dRXGyw2b/AGKMjUj+oGIy1Wla1Q/sfMW22r92AdKkDBHq48/eDy774htZ/IKya/tCoQI0vatR3O1s2xyQMy2+RbdklxKGEefDHJfYkgjANetQtcr1yFrtP9fuWZC0e8UBST7RUKL3C1pHna5vsm4W9Nh0fqKNAcj+iEKRB9HhvSn1O8v9W3IdXgD7indpDVt7v+gpusUNxCuSqfJtSHF9JlUVDjgiqcX7AttCFk+zn8KvGspOyOsa8ZOyH6VefcUBQPfzqqmp9w91b9pj7DytTDT17av2l5GFWbou+jybuzHISUPuNPsclIPJLmVBK21gBzIf9v3D10iXHvM2dbpFrVqc6VXbU29aJRUh4sGX1OqQMqSXuHDAaI75GaosTFu1jksZGTtYmwEfvqyIzUEbY7lbg3djRF61LcrPcYetHpMERIMFTbsJbTD7weLvVIWj/Ji2ocBhbreD751SoqAz2rrTqKqro70qqqxzIzopPZ+CjsRXQ6gfKlorFXcH4UBgpQCSSPZ5VGehB8s9a3vcaQCqHCddsFlB7gNNOYlPD/xHk8c/vWE++uju5frjaNNptWn3lIvuoZLVptikpypt104ceA9vSaDr3ft81Tl0xp+36WsMDTtoZLMK3x0R2UeeEJGBk+0/H21zftTS7DbD+RhnU/qnovJb38dFzO17KWiiuhiCiiigCiikAxQCKOBTT2jUP2qdFpyM/J63dv8A8s3TrUOQwaguz7UyNd7SaS56kehTU6Qjxok1lsIeZddQy4hwlGMpaCOIbIwrkSrJoCdOQPtT+Ol5GoY1JszrLUF9ud0Tr5thFwda6RbjPJehIbaU22tlwPeo53SSRgKy4MJDi8ybo6yydOach2aVMTJdjhWVAFKUhSioNoBJwhAIQkZ+ikUAxftoNhPrRs35av0aPtn9hPrSs35av0a6rmubq1cWLYrZ3VvVkMuvpUFWsthDamwQVemYB+dGAe5wvHka2/lXe/qd1R/SLT+u1ny1+8uT9TNbE96PJ+pwPtoNg/rQs35av0aT7aDYT60bN+Wr9GnD8qr59TuqP6RaP12j5VXz6ndUf0i0frtMlfvLk/Ui2J70eT9Rv/bQbB/WjZvy1fo0n20Gwn1o2b8tX6NdeXrm6w34TLmz2reU18sNlC7WpIUG1rysiZ6gw2Rk9skDzIrZGq74f+p/U5+9ItX67U5K/eXJ+pNsT3o8n6nA+2g2D+tGzflq/RpPtoNhPrRs35av0acPyqvn1O6o/pFo/XaT5V3v6ntUfz9o/XajJX7y5P1Itie9Hk/Uj7W3iL2LutlRGibkWd9wXG3PFPJX0G5bKlnuPYlJP4K3bz4gvD5ebc5bnd1LS2lxxpZUlaictuJUB9H3pxTquGubrbmEvP7PatKVPMsANLtazlxxLYOBM8gVDJ8gMk9ga2hqu+H/AKn9Tn70i1frtVyV+8uT9TopYuyipR0d9z8PHwG+nxPbBAdt0bN+Wr9GuYx4hPD6zqKbqIbrWlTs2HGhKbK1cQlhb6wR6vmfSDn7wp6fKq9/U7qj+ftP67R8qr39TuqP5+0/rtXUa60zLk/U52xHejyfqRDK3A8Ll117c9cai3C0vdlTYtvYjxpUbqeiLjKkHmFEHPL0nywMdMeeezif3s8LUpM9EnWunHU3SaxcJgUlXz8lkNBp1Xq91JDDOD/8NPup43PXN2tVulXOTs3q5xqIwt9xLK7W64UoBJCUpl5Ue3YDua2hqu9n/qf1P+CRav12uapVVxXJ+pRUay4x5P1GJD3t8LVvdhvQtZacYXblSXIikJUCyZC+T5T6vbmo5PvNch3X3g0ktQo8i6aNdbtkBFripXH5dGIgYSyMp+iB2A9mTipT+VV7+p3VH8/aP12j5VXv6ndUfz9p/Xal0qr3uPJ+odKs97j938yMtTbxeHq6abv1i0/unp2zv6jJ9OlCOp0r5toZcWU+qC4WWwgEnAwgkKAwe1Z9/wDw32Oxw9N23cayNQLfFbhMMc1EJaQkISnunv2AFPP5VXv6ndUf0i0/rtalt1zdbpAj3GPs7q1DUpoOpS6u1oWARn1kmYCk/A06Osne65P1CpV07px5P1I6j7ieDqLarjY4950e1AupBmsJjgJf4nkjkOP3J9Ye49xitmNux4SYV7RqWJqLSLV1abDbcxDADyUhPTGFcc54ernz49vKpG+Vd6+p7VH8/af12j5V3v6ntUfz9o/XajoqvbHk/UhUay3OP3fzIk2y3C8Lu29rhtQ9wtMP3aPF9FduiYxaefRyJ79iRntnv3wPcKff20GwY7fto2f8tX6NOH5VXv6ndUfz9p/Xa04WuLtPDymdntWpDDzjBDi7WglSDgkZmdx7iOxqYUqsEoxat5P1Jp0q9NKMXFLyfqcr7Z/YT60rN+Wr9Gj7aDYT60bN+Wr9GnB8q739T2qP5+0frtHyrvf1Pao/n7R+u1fJX7y5P1OlsT3o8n6jf+2g2E+tGzflq/Ro+2g2E+tGzflq/Rpw/Kq+fU7qj+kWj9drUZ11dn5smAjZzVgcicOZWu1hJ5jI4n0zC/LvjyqMlfvLk/UWxPejyfqMiXvd4eZ2soespm7NrdctkNyJDilR6bK3VAuvfRyVEIQkH2Dnj6RpwDxP7CfWlZvylfo04flVfM/5ndUfz9p/XaPlXe/qe1R/P2j9dqFCstzXJ+pMpYqdlKS003P1G/8AbQbCfWjZvy1fo0fbP7CfWlZvy1fo04flVfPqd1R/SLR+u1qK11dU3JFsVs5q3qOMrfCudr4cUkAjl6XjPrDt5+fuqctfvLk/Ui2J70eT9Tk/bQbCfWjZvy1fo0fbP7CfWlZvy1fo04PlXe/qe1R/P2j9do+Vd7+p7VH8/aP12pyV+8uT9RbE96PJ+o3/ALaDYT60bN+Wr9Gj7aDYT60bN+Wr9GnD8qr59TuqP6RaP12j5VXz6ndUf0i0frtRkr95cn6i2J70eT9RunxQbCn6O59nP++r9GoY014sJWmrZYtEW3SVplN2+02OKzLl3lcYSVyLe08jADCwO3Id19+PxAqw51RewMjZ/VH89av12oNvvhPTqvSlmuMm2RLXq+DptqM6+3Le4quCG2G2g42hwtkJaaKFqScnI4EAd+NenipRtTkk/j+ZmxFPGzj/ACppO/Z+5rWrxmazu8ePIibOxVNyIsiX6t8cWW22iod0pjFWV8DwABz5+VdvSHi8kakiTX3NDx2VQ5i4nzF0LiF8UoVkFTKT91jGPZXIu/g+hXO83WXbrHAtKQ829Z32rtLPoZbjFsIDQV0yh1xLSlgo7Bbg9fi2aljb/YzRundNtQ7jpuJ6a664/IUpx2SslSjwCnVHk4pLYbSpR7qKSfbXCNHHLfNfr4GRYfaUfeqL9fA39yduHNwVIVE1ExaXDbLhb0OiAp10mSypoErS6g9NHdXT7ZWlJyMCuTrLaTUuoNR3HVlh3budius2C3bmkNQG3IzEdJSvsgFLhc66Vq59Ueqsox93RRXpHung/tdq+/aUuGm79uI4mS7e3psae2l551uGYxZCRlxPTdPJTvbLaFrISnAGObqHw/XTU0L0KVue82tuPFjNrZtpQGW2EgFtCA8EIaWclbaQAS3HPm0S4UUTBIWt9Gp1hFs8NrVt0s5tN1hXImGEES/R3m3Ok8FpOUq4kdiMEg98YqPr/sprUTnrnpPddVmbk3SROkwY1vUw1MbdU3kPvNu+kLW2AohQcTnlgdP6QKKA6V/2Tmai1Db9Qv7iTkuw47DLoVEyqQtCAkuKIWACCC63gfNurWvvnFJpvZObY9a2jWU7cOVOcthlKeYMRSRMW6lQU44ouqJWnmEBRyek2y39xzJRQDy3H0hH3A0w7pr09mGt1+PIQ69DElCS04lwZaUQlfl5KyPeD5Uztb7Q6ovt+uuptHblr01MnOxnj6LbgXXUsN8Cw6+pRX0lK4nDYQBjPFRySUUBq33ZO7aosWn4923IkGXaIzzD0hcRb6JRcyQghbvJTQBCSlwqLiW08lZySj2ws1+92+8Sty5zqrdNTMIXFcUt5pBAS0txTxJDaUpU3+8cceWB85xSUUBJusLMnVmkrzptu5uwVXSA9DEppOVMFxBR1AO2cZzimBqraC+X8wJVq3LNkucGxtWk3OLZ2zJK0nKnWyVcGAvKgUtIQcHHLASAUUBinavVt228d0hqDcyU5cZF3Fw+ybbTqnGGQ4D0mlF0ELwhRCj6iSs4bwEgc687A3W9xrfGl7klPoLLLLLbdp4MhtpOOiGkvBKWV/dtjHIIaycpJWUUBMVvDMGFGgLlOPqjspaLrmStziAORPvOM1F1q2VlQHNQrma2Etd7j3KMEGC6ltj0mR1kpI65U420OyUch3ceOfnMAooDV01tNrvTmsIE47vSZOn4zLfK1Ig+issqbDSAllppQb4OBDvLqBfHl6g5kOt6zfh8uDE26vMbn3Bhdyi+iZairQtlJWAtaVB76awlSnD/AKx09QjHqEoomB27Y7ZL25uF6nO6nXcxeUxihj0UstRQylY4tjmrCPnMJT9whCE5OM16R9ATmtbv6oOqGlR358qb6GIboIQ9Djx+nz62Oy43Uzw+6IAT5kooBjR9jtfWiba29P7yPQLYwgtSbdEtnoscHm456SkNuc3HslA+dWsK45c5jLa+zeNkZlx1lL1nE3BlQlvuLcaYTFUekpTbgSvmHQeY5BPIYPSQG+3nRRRMG3t/s6vQ2rzqp3Wki4tm3fYz0RcUto5c0nrZ5n118OThx67qnHO3LFdHUe3sq/a6j6ua1FBbiNOWpaob1sW87yiuylAtPdZPSKzIAJCPJvirmlRTRRQDT1DstrRy4S7po/dZVlE+5SZrsONb1MNykvkdn3kO9dZbHMghafPCQ32I72otqbxf7tpy8o3CdYcsEeO26pduDypz7Ksl1wFYb7+soDp+q5xXk8QmiigNGw7JS7PrG2awm7iSprluLi32VRFD0lS8guLUp1RLmT0+Zyeiltv7nkezurtm/uUh2LG1tO0829ZLhZnnILOXz6S5GWFhSjwAT6NwUOBKkurAU350UUBxdX7Sanut9n6n0vue7YpcsxFqWxbUF98MNhKmnXyc9NZQFFLaW0A9+KiTnzuWyt7vlp0gxfdxHJFw06h4S3Hojkhm4qcIPSdSt3mtnA6a0qWVONjBUCSqiigNQ7ATHrnbrhJ3RuMhVvW2MvR3HHX0oSAkOOF3uUBPNs4w26pxYB5cRNYksAAdT8xoooBfS2P9p+Y0elsf7QfiNFFAHpbH+0/MaPSWP3/5jRRQH//Z" width="301px" alt="trailing stop loss limit"/></p>
<p>You have a nice profit already but think the stock’s price can still go higher. They are missing a lot of simple things to make trading faster and easier.</p>
<p>This stop-loss order will be adjusted continuously on the basis of fluctuations in the market price, thereby maintaining the same price below or above the market price. It&#8217;s important for active traders to take the proper measures to protect their trades against significant losses. Of course, there is no guarantee that this  order will be filled, especially if the stock price is rising or falling rapidly. Trailingcrypto is an advanced cryptocurrency trading terminal. One major complaint about trailing stop-loss orders is that they can get you out of a trade too soon, such as when the price is only pulling back a bit, not actually reversing.</p>
<p>An order is an instruction to buy or sell on a trading venue such as a stock market, bond market, commodity market, financial derivative market or cryptocurrency exchange. These instructions can be simple or complicated, and can be sent to either a broker or directly to a trading venue via direct market access.</p>
<p>Many trailing stop-loss indicators are based on the Average True Range , which measures how much an asset typically moves over a given time frame. Stock markets are volatile and can fluctuate significantly in response to company, industry, political, regulatory, market, or economic developments. Investing in stock involves risks, including the loss of principal. 1) In trailing stop-loss order, the book profit trigger order or stop-loss order is triggered as and when the price is reached, which may or may not be executed at the exchange.</p>
<h3 id="toc-1">Trailing Stop Loss Orders And Stop Limit Orders</h3>
<p>There is a maximum of 9% allowable spread between the limit offset and trailing stop price for CAD markets. When you select a trailing stop-limit order, the limit price field is replaced by the trailing field, and the stop price field is replaced by the limit offset field. The price at which this order type will execute is continuously reset to a higher value if you enter a trailing -stop-limit order to sell and the bid price rises. Similarly, the price at which this order type will execute is continuously reset to a lower value if you enter a trailing -stop- limit order to buy and the ask price lowers. A stop-limit order is a conditional trade over a set timeframe that combines the features of stop with those of a limit order and is used to mitigate risk. A stop order is an order type that is triggered when the price of a security reaches the stop price level.</p>
<p>A trailing-stop loss can be put in place with most brokers or investing software and it will work automatically. You can also put one into place manually, but this is more common for traders who are always looking at their investments. Stop loss and stop limit orders are commonly used to potentially protect against a negative movement in your position. Learn how to use these orders and <a href="https://www.beaxy.com/blog/how-to-use-a-stop-loss-trailing-stop-loss/">trailing stop loss limit</a> the effect this strategy may have on your investing or trading strategy. Indicators can be effective in highlighting where to place a stop-loss, but no method is perfect. The indicator may get you out of trades too early or too late on some occasions. Test out any indicator you use with demo trading first, and be aware of its pros and cons before attempting to use it with real capital.</p>
<p>A limit order may be partially filled from the book and the rest added to the book. A buy limit order can only be executed at the limit price or lower. For example, if an investor wants to buy a stock, but doesn&#8217;t want to pay more than $20 for <a href="https://tokenexus.com/">https://tokenexus.com/</a> it, the investor can place a limit order to buy the stock at $20. By entering a limit order rather than a market order, the investor will not buy the stock at a higher price, but, may get fewer shares than he wants or not get the stock at all.</p>
<p>Since I know how my strategies perform, it is very rare that I lose 3 trades in a row without a winner in there. If 3 losers occur in a row I may not be in the right mind frame or my strategy may not work under those particular conditions. In either case, the consecutive losses let me know I shouldn’t be trading.</p>
<p>Trailing by absolute dollar amount is one of the most common methods of trailing price on most charting platforms, and it works in a very simple way. It only requires you to set the right dollar amount, like $10, and the script trails the price at that price distance until the trade is stopped out. To choose the right percentage <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> level for your trailing stop, you find a level that is neither too tight nor too wide. As a rule, a trailing stop is meant to close a trade only when it is very likely that the price is reversing. A stop order is an order to buy or sell a security when the price reaches the specified price level, known as the stop price.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="trailing stop loss limit"/></p>
<p>Losing trades and losing days happen, and that is fine. Trailing Stop Universal MT4 is a professional trader&#8217;s tool that provides protection of floating profit on open trades. Also, now that you have learned how to use trailing stop in forex trading– you should practice using your trades with it and try and implement it as soon as you can. If you select Custom… you are presented with a pop up box and you simply input the value of the trailing stop loss you wish.</p>
<h3 id="toc-3">Risk Disclosure</h3>
<p>All of the above order types are usually available in modern electronic markets, but order priority rules encourage simple market and limit orders. Market orders receive highest priority, followed by limit orders.</p>
<p>For stock markets, the closing time is defined by the exchange. EST/EDT for all currencies except the New Zealand Dollar. A limit order that can be satisfied by orders in the limit book when it is received is marketable. For example, if a stock is asked for $86.41 , a buy order with a limit of $90 can be filled right away. Similarly, if a stock is bid $86.40, a sell order with a limit of $80 will be filled right away.</p>
<ul>
<li>Please note that the level it is seen at on the chart isn’t the point it will sell.</li>
<li>If the price of your stock goes up to $20, you still have a $10 sell level.</li>
<li>You’ll notice that the bar will drop below the sell icon and it not sell.</li>
<li>Click ‘Confirm and Send’ to set the trailing stop loss.</li>
</ul>
<p>The most popular two include the stop loss order vs trailing stop loss. They are increasingly being used by active investors as part of their investment tools. You might want to add a stop loss to a study for an alert or just to print a symbol on the chart. Because studys don’t manage positions or track trades, you’re going to have to manage this yourself. In TradingView, writing a stop loss <a href="https://www.beaxy.com/blog/how-to-use-a-stop-loss-trailing-stop-loss/">trailing stop loss limit</a> in Pine Script can be very simple or very not-so-simple depending on if you’re using a Pine strategy or a pine study. In a strategy, TradingView will manage your positions for you, and do the tracking of price, and triggering your buy and sell entries and exists. Trailing Stop is an Associated Pending Order and it places a &#8216;Stop Loss&#8217; order at a certain distance from the current price.</p>
<p>Even minor pullbacks tend to move more than this, which means the trade is likely to be stopped out by the trailing stop before the price has a chance to move higher. A trailing stop is more flexible than a fixed stop-loss order, as it automatically tracks the stock&#8217;s price direction and does not have to be manually reset like the fixed stop-loss. Once it moves to lock in a profit or reduce a loss, it does not move back in the other direction. In a stop limit order, there is a limit price for filling the order — there’s a maximum allowable slippage.</p>
<p>If the market changes and the price moves up or down, clicking the lock will not allow the price to change. <a href="https://www.beaxy.com/blog/how-to-use-a-stop-loss-trailing-stop-loss/">https://www.beaxy.com/blog/how-to-use-a-stop-loss-trailing-stop-loss/</a> Shares can continue to rise and you will stay invested as long as prices do not fall below your stop loss.</p>
<p>When the price reaches the stop price, the stop order becomes a normal market order. A stop order is usually placed ahead of the price in the intended direction. So a sell stop order is placed below the current <a href="https://topcoinsmarket.io/">https://topcoinsmarket.io/</a> price level, while a buy stop order is placed above the current price. The risk of loss in online trading of stocks, options, futures, currencies, foreign equities, and fixed Income can be substantial.</p>
<p>The post <a rel="nofollow" href="https://payrecon.id/die-trailing/">Die Trailing</a> appeared first on <a rel="nofollow" href="https://payrecon.id">PayRecon Marketplace Seller Tools</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Ethereum price surges ahead of the Merge upgrade, Bitcoin rallies to $22k</title>
		<link>https://payrecon.id/ethereum-price-surges-ahead-of-the-merge-upgrade/</link>
		
		<dc:creator><![CDATA[yijun]]></dc:creator>
		<pubDate>Tue, 03 May 2022 14:51:40 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://payrecon.id/?p=36506</guid>

					<description><![CDATA[<p>Content Inherited cryptocurrency is treated like other inherited assets Charts ETH Xe Currency Data API Ethereum Mining Calculator Ethereum to United States ... </p>
<p class="read-more-container"><a title="Ethereum price surges ahead of the Merge upgrade, Bitcoin rallies to $22k" class="read-more button" href="https://payrecon.id/ethereum-price-surges-ahead-of-the-merge-upgrade/#more-36506" aria-label="More on Ethereum price surges ahead of the Merge upgrade, Bitcoin rallies to $22k">Read more</a></p>
<p>The post <a rel="nofollow" href="https://payrecon.id/ethereum-price-surges-ahead-of-the-merge-upgrade/">Ethereum price surges ahead of the Merge upgrade, Bitcoin rallies to $22k</a> appeared first on <a rel="nofollow" href="https://payrecon.id">PayRecon Marketplace Seller Tools</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Inherited cryptocurrency is treated like other inherited assets</a></li>
<li><a href="#toc-1">Charts ETH</a></li>
<li><a href="#toc-2">Xe Currency Data API</a></li>
<li><a href="#toc-3">Ethereum Mining Calculator</a></li>
<li><a href="#toc-4">Ethereum to United States dollar ETH to USD</a></li>
</ul>
</div>
<p>The blockchain is constantly growing and the Ethereum difficulty increases and decreases over time based on the total computing power currently mining blocks and generating hashes. Gwei – Gwei is the most commonly used denomination of Ether. If you ever made a transaction on Ethereum blockchain then you might be familiar with the concept of Gas . Just like Fiat currencies, cryptocurrencies can also be divided into smaller units. Like how a U.S. dollar is divided into 100 cents, a Bitcoin can be divided into 100,000,000 bits. You can convert the mining pool hashrate and compare it with the results shown in the block explorer.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Does YOUR crypto spreadsheet have live price updates, coin watch boxes, and a nifty conversion calculator? Ours does! &#8212;&gt; <a href="https://t.co/bJ3zBggYMj">https://t.co/bJ3zBggYMj</a> <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> <a href="https://twitter.com/hashtag/Ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#Ethereum</a> <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a> <a href="https://t.co/vV3s5r0HGT">pic.twitter.com/vV3s5r0HGT</a></p>
<p>&mdash; CRYPTOSHEET (@realCRYPTOSHEET) <a href="https://twitter.com/realCRYPTOSHEET/status/1019590089129758720?ref_src=twsrc%5Etfw">July 18, 2018</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Get the latest crypto news, updates, and reports by subscribing to our free newsletter. You will receive an email with instructions for how to confirm your email address 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. Smart contracts work on the “if this, then that” principle. Whenever a certain condition is fulfilled, the smart contract will carry out the operation as programmed. Using a smart contract, Alice has bypassed the need to have a trusted third-party intermediary to send the trust fund to Bob and made the process transparent to all involved parties. 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. Quickly and easily calculate how much Bitcoin your Satoshis are worth in BTC and USD.</p>
<h2 id="toc-0">Inherited cryptocurrency is treated like other inherited assets</h2>
<p>However, if you want to operate larger sums of funds, you can complete the other stages as well. This requires providing some additional information so that we know it’s really you who sends requests from your account. It does have a central authority — there is a core group of developers and managers who works on the network and promotes it. Also, Ethereum Virtual Machine although serves as a blockchain , in actuality it does have a physical structure in the form of thousands of computers all over the world. In all, it means that it does have tiny physical data centers, it’s just quite a lot of them. Trading API Automate your cryptocurrency trading with reliable and stable API.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/reused/crypto-icons/dash.webp" width="307px" alt="ethereum conversion calculator"/><br />
Once you do that, you will get ETH in your virtual wallet within a few seconds of time. A lot of users choose this method for its time efficiency because they don’t have to wait long for their transfers to settle. Now let’s talk about how the CEX.IO price chart might be useful for your daily trading and long-term holding. Say, you’ve decided to enter the crypto markets and after a thorough analysis, you found that it would be good to buy Ethereum. By the way, you can use ETH as a means of exchange for the already wide variety of decentralized apps, but we will talk about them in a moment.</p>
<h2 id="toc-1">Charts ETH</h2>
<p>Ethereum 2.0 brings a very different flavor of design that aims to addresses those issues by way of using Proof-of-Stake , Beacon Chain, Sharding, and Execution Environment. Due to the complexity of the project, the developement will take place in 3 phases. A Proof-of-Stake Beacon Chain have been deployed and users are staking their ETH as a sign of confidence of the upcoming network. Research and development are still in progress to roll out the remaining phases. The price of gas can fluctuate from time to time depending on the network demand. Conversely when the network is under utilized, the market price of gas would decrease. You can store it both in cold wallets and on various exchanges, you can mine and sell Ethereum wherever you want, withdraw it to USD card or to other banks.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="ethereum conversion calculator"/><br />
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.</p>
<p>However, if you use PayPal, you&#8217;ll typically incur higher fees – both from the exchange and from PayPal. Depending on the amount of money you transfer, PayPal may also place a hold on your funds. The down-side of these basic converters is that you may not know what exchange rate the calculator is using, or where the website got that exchange rate. Find out how much your Ethereum is worth with a basic converter. Basic online conversion calculators are available on sites such as Coin Market Cap and Currencio. For these no-frills converters, you simply <a href="https://www.beaxy.com/exchange/btc-usd/">https://www.beaxy.com/exchange/btc-usd/</a> enter the amount of Ethereum you have and the calculator automatically tells you what your Ethereum is worth in US dollars. Yes, mining Ethereum is still profitable &#8211; based on the mining hardware hashrate of 6,000.00 MH/s, electricity costs, and pool / maintenance fees provided. Our ETH mining calculator makes it simple and easy to quickly see Ethereum mining profitability based on hashrate, power consumption, and costs. Default inputs are preloaded with the latest Ethereum difficulty target and Ethereum mining hashrate for the best Ethereum miner.<br />
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a><br />
The energy consumption post-Merge will drop by 99.5%, and the issuance of new ETH tokens will be cut by about 90%, with many analysts projecting the price of Ethereum to surge. Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. Then you might be able to deduct your expenses, as a typical business would. While we adhere to strict editorial integrity, this post may contain references to products from our partners. The offers that appear on this site are from companies that compensate us.</p>
<p>Cryptocurrency and other digital asset holdings are speculative in nature and involve substantial risk, including the risk of complete loss. Past performance has no bearing on future performance and there can be no assurance that any cryptocurrency, token, coin, or other crypto asset will be viable, liquid, or solvent. Being the second-largest blockchain platform, Ethereum&#8217;s performance against the dollar is on many investor&#8217;s minds. Traders and enthusiasts alike watch closely as new applications are built on the Ethereum platform — hopeful that increasing adoption will help ETH grow. Read more about <a href="https://www.beaxy.com/exchange/nrg-btc/">nrg staking calculator</a> here. CoinMarketCap is here for you, and with our history of cryptocurrency data aggregation, we know the markets like the back of our hand. Of course, you could just as well have a tax loss, if the value of goods, services or real currency is below your cost basis in the cryptocurrency. With the staggering rise and fall of some cryptocurrencies such as Bitcoin and Ethereum, crypto traders may have serious tax questions on their minds. The Internal Revenue Service is stepping up enforcement efforts, and even those who hold the currency — let alone trade it — need to make sure they don’t run afoul of the law. That might be easier to do than  you think, given how the IRS treats cryptocurrency.</p>
<div style='border: black dashed 1px;padding: 10px;'>
<h3>Use These 5 Ethereum Fee Calculators to Reduce Your Gas Fees &#8211; MUO &#8211; MakeUseOf</h3>
<p>Use These 5 Ethereum Fee Calculators to Reduce Your Gas Fees.</p>
<p>Posted: Fri, 11 Feb 2022 08:00:00 GMT [<a href='https://www.makeuseof.com/ethereum-gas-fee-calculators/' rel="nofollow">source</a>]
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<p>Compare the price at exchanges with a more detailed price chart. Other websites, such as Coin Gecko, go beyond the basic exchange rate and conversion calculator. They also show you what rate Ethereum is currently trading at on some of the largest exchanges. DC FORECASTS Ethereum calculator converts fiat to Ethereum in real time. So you can check the current rates, plan your investment, and make your purchase, all in one place. Ether or ETH is often used in different denominations of its currency, such as Wei for interacting with smart contracts and Gwei for calculating gas prices. For more info on unit conversion, read our knowledge base article.</p>
<h2 id="toc-4">Ethereum to United States dollar ETH to USD</h2>
<p>Likewise, Ether , the currency of the Ethereum network can also be broken into many denominations. Completing the CAPTCHA proves to us that you’re a human and gives you access to our platform. This question is for testing whether or not you are a human visitor and to prevent automated spam submissions. In this article, we will tell you about all the subtleties and nuances that will help you store coins more securely. Except for the k in kH/s, all other units are indicated in capital letters. The capital letter K represents Kelvin, which is the base unit of temperature in the International System of Units. With this simple hash calculator, you can convert Hash to KiloHash, MegaHash, GigaHash, TeraHash,  PetaHash, ExaHash, ZettaHash and vice versa.<br />
In other words, how many US dollars you would pay to get one ETH token. Same works if you need to make an exchange from ETH to dollars. The prices may go up or down, and depending on your plans, both situations can turn out to be favorable for you. Wei is named after Wei Dai, a computer science graduate of the University of Washington who formerly worked in the cryptography research department at Microsoft. Wei Dai was part of a cypherpunk movement in the 1990s whose members developed the theoretical underpinnings for cryptocurrencies in the 2010s. For his innovation of bmoney, discussed in a self-published proto-crypto manifesto which laid the foundation for smart contracts, the atomic unit of ether is named after him. Quickly and easily calculate foreign exchange rates with this free currency converter. Coinmama&#8217;s live Ethereum calculator does the math so you don’t have to, giving you real rates in real time.</p>
<ul>
<li>The first one is called Solidity which has very close similarities to Javascript and C++.</li>
<li>You can immediately trade your purchased crypto on the many products and services on the Binance Platform.</li>
<li>However, lawmakers are already working on a new bill to more narrowly define who the law applies to.</li>
<li>These patterns can help you decide when is the best time to sell your Ethereum.</li>
<li>It&#8217;s crazy to think that Ethereum only launched in July 2015 — it seems like the world&#8217;s second-largest cryptocurrency has been around much longer than this.</li>
<li>This requires providing some additional information so that we know it’s really you who sends requests from your account.</li>
</ul>
<p>Accurate Ethereum mining calculator trusted by millions of crypto miners. Best Ethereum mining profitability calculator with difficulty, hashrate, power consumption , and kWh preloaded for 2022. This Ethereum unit converter will be helpful to know the total cost of your transaction fee in Ether , rather than Gwei. For example, let&#8217;s say you have an ASIC capable of delivering 14 TH/s.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">quickly threw together an ethereum to fiat conversion calculator. uploading to the <a href="https://twitter.com/hashtag/AppStore?src=hash&amp;ref_src=twsrc%5Etfw">#AppStore</a> now<a href="https://twitter.com/hashtag/ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#ethereum</a> <a href="https://t.co/batoqLLXv0">pic.twitter.com/batoqLLXv0</a></p>
<p>&mdash; SweetP Productions (@SweetP_Pro) <a href="https://twitter.com/SweetP_Pro/status/881882122809737217?ref_src=twsrc%5Etfw">July 3, 2017</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Buy, send and convert from 27 currencies in seconds, all on one platform. Sign up through Finder for a 5% discount on all trading fees. You hereby agree that we are not providing our own opinions, advice, or recommendations. Using the calculator/converter on this page, you can make the necessary calculations with a pair of Bezoge Earth/Ethereum. It is a mistake to view bitcoin’s success as a trade-off against the creation of credit. Its future depends on it, says our columnist, a partner at Castle Island Ventures. The exchange suspended client withdrawals early Wednesday amid rumors of financial troubles. The first thing that you need is, of course, your personal account. This is a regulatory requirement and it helps to maintain the utmost privacy and security of your sensitive data. Also, just like Bitcoin, Ethereum has started its operation with the help of a proof-of-work consensus mechanism, even though they had a different process of mining.</p>
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<h3>Currency Conversion Calculator  Currency Converter – Forbes Advisor &#8211; Forbes</h3>
<p>Currency Conversion Calculator  Currency Converter – Forbes Advisor.</p>
<p>Posted: Mon, 09 May 2022 07:00:00 GMT [<a href='https://www.forbes.com/advisor/money-transfer/currency-converter/' rel="nofollow">source</a>]
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<p>However, if you want to buy ETH from an exchange, you may be required to enter some personal information such as your name, surname and date of birth. Local Ethereum exchanges may have different requirements, too. In this review, we will talk about one of the most reliable ways to store cryptocurrencies – a hardware wallet. In this article, we will tell you why it is not worth keeping coins on the exchange, how to secure your assets as much as possible, where it is best to store your assets, and much more.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="ethereum conversion calculator"/><br />
Right now, it’s important to understand what do you do in your first few steps after you’ve decided to engage in the crypto economy. Convert any cryptocurrency or token price into your preferred fiat currency, such as USD to ETH. Convert any cryptocurrency or token price into your preferred fiat currency, such as ETH to USD. See the Bitcoin exchange rate i.e. the current value of one bitcoin. Bankrate is compensated in exchange for featured placement of sponsored products and services, or your clicking on links posted on this website. This compensation may impact how, where and in what order products appear. Bankrate.com does not include all companies or all available products. It can be surprisingly onerous to actually use cryptocurrencies, from tracking your cost basis, noting your effective realized price and then potentially owing tax . Plus, the IRS is stepping up enforcement and surveillance on potential tax evasion by looking more closely at who’s exchanging cryptocurrencies.</p>
<p>The post <a rel="nofollow" href="https://payrecon.id/ethereum-price-surges-ahead-of-the-merge-upgrade/">Ethereum price surges ahead of the Merge upgrade, Bitcoin rallies to $22k</a> appeared first on <a rel="nofollow" href="https://payrecon.id">PayRecon Marketplace Seller Tools</a>.</p>
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