<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Online Nursing Degrees &#187; Bitcoin News</title>
	<atom:link href="http://onlinenursingdegreenow.net/category/bitcoin-news/feed/" rel="self" type="application/rss+xml" />
	<link>http://onlinenursingdegreenow.net</link>
	<description>Online Nursing Degrees</description>
	<lastBuildDate>Thu, 16 Apr 2026 23:15:05 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.2.38</generator>
	<item>
		<title>00005000 Eth To Usd ConverterZero</title>
		<link>http://onlinenursingdegreenow.net/gwei-to-eth10000/</link>
		<comments>http://onlinenursingdegreenow.net/gwei-to-eth10000/#comments</comments>
		<pubDate>Wed, 31 Aug 2022 13:48:45 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=9892</guid>
		<description><![CDATA[<p>Content Currency Converter Usd Calculator 00005000 Eth To Usd Converter Square’S Big Bitcoin Haul Is Good For Square But Better For Bitcoin Conversion From Ethereum To United States Dollar Time To Upgrade! At the same time, there is a field the place one can insert the amount of ETH to...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/gwei-to-eth10000/#more-9892">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/gwei-to-eth10000/">00005000 Eth To Usd ConverterZero</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</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">Currency Converter</a></li>
<li><a href="#toc-1">Usd Calculator</a></li>
<li><a href="#toc-2">00005000 Eth To Usd Converter</a></li>
<li><a href="#toc-3">Square’S Big Bitcoin Haul Is Good For Square But Better For Bitcoin</a></li>
<li><a href="#toc-4">Conversion From Ethereum To United States Dollar</a></li>
<li><a href="#toc-5">Time To Upgrade!</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkJCggKCAsLCQsKCwsLDhAMCgsNExcVEBQPFhISDhYSDxQPDxQSFBgTFhQZIBoeGRgrIRwkExwdMiIzKjclIjABBgsKCw0OCwwMDg4MDRAOHRQNDCIUFRcOHggXDBAWEBEXCxATFAsRGREeCRkMCCIYHRQPHRANDA8WEAsUFSMWGP/CABEIAVQBLAMBIgACEQEDEQH/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQIDBAUGBwj/2gAIAQEAAAAA9wAG5Wbbs2JZHigAAAAAAEdSw5KfHc1ramlbszzOcqgAAAAANz+ZftbVXjOc1tPRuWLEznKAoCAAIoInJ+RQehen1OM57V1NK3YsSufVek0CkrwAQFETlfL2egd/U4vntfS0rdmeZzKr47VdJC0oAIKCcv5md929XicDW09K3YsSugcRTtaqTvEAABOZ84TvOzq8Pha2ppWrNiVXAAoAACACc150ne9fV4fE1NTTtWKs7L7IIEso5kkct4BABM3g4Ov6irw2JqaulZsVZamitKKO3GTtgn2gAQEgyJNC5V4bF0tbStWLEr6UaWHVlVukCKAAhWxJtW1U4jF0dbQdfJYtGoRPEmjfDMxY9IBAoc9Lv3anD4+jq2WbTH53RZFvNclyJzYbFO03cRRAwuLs9ft0+HxtLV07VixI9VAAEAABATD4qft9Wnw2PqaulasWZHOIxBZBAUEAQTJ46x1+lT4fG1NXStWbEg4pNc191QAEAESjyrupv0+HxtTV07Vmw+Cosz4pq01WbRUBABDO5OTqdGnw2Rqamnas2JHKCMkAAAAEG5/LT9TaqcPj6erpW7U8jonJHUtzMe8AABBKHMzdNZqcPj6mnqWrVhZMm3TglfYgdouUAQVEKXOT9FPU4fH1NTTtWrDIZGOjlic4RbgACIJWwZd2apxGNp6unbtTyKoAAAAAIIVcGztSVeIx9LV07dqw9wAAAAAIqDc3mb3TSVOJx9LU1Ldud7gAAAAABEOZ88h9hu1OIx9PU1bdqeRQAAAAABEOE8fqfS16rxGNqaupbtTyKAAAAACAicN5BQ+mblbiMfT1dS3asPUAAAAABBE4jxtv0lZrcTj6WrqW7Vh6gAAAAICAnE+NRfS09bisfS1NW3bne4EQAAAQQAOF8brfT8tficjR1NW3bne4REAAAEEADhvGK31G+DicjR1NW3cmeoI1FABAEBQOF8Vj+o3QcRk6OrqXLcz1BrQBAEVAVVE4bx5fpYg4jJ0dXUuW5nqDWiIAIAoqqHn3ij/qZIOIytDV1bduZXKNr13WhEUAHKqoc35w/wBlbBxOTpaerdtTOdTa6NiOeywCqo5VUSPGsaSV+IytLU1LtupagjbKMWpO1HFyRXKqiotOZyV+IytLU1btqZzJBEz7L0Zk3p1VXKqihTmckHD5ejqaL7FlzJLiDKM1dcDcciWbCuFBmTZtEHE5ejp6t21I8FQRGojVFBznABQlkIOJzNDU1LtqV6oo0RqIAKK5wgFCZ6Q8Tm6GnqXbUr1EEEaggoo5VEBaMikXEZ2hqady3K5RARGgiiqOAAM+Vyw8Rn39XUt25XqIIIggqqoCoIch5bViW7vOlkVBGoxjERGNRGg1ERBIz//EABkBAQEBAQEBAAAAAAAAAAAAAAABAgMFBP/aAAgBAhAAAADjiZszAAfXnjhMzTNyB6WOOEy0lmUh6OeOGZSWWTJ9+eeZM3SsspJ6HPGZJqWyLnnXoY54kyCUzL6GOWZmNLGTJ6HPnhmFQIn34xiZmtEZzYn388ZmYAEnoc+eZmAAnoY44ZgAR6HPlmZlQEkvo8+WZmLJBB6fLlmZzUyAelyxiZimZBX2YmGZpLlMh9uJmZWREI19eJmYzoYCx9vJJjGrMhqR6EnLV1qKLLl//8QAGAEBAQEBAQAAAAAAAAAAAAAAAAECAwT/2gAIAQMQAAAA6VsrEJSLzvXZrPOCll4XrurnmhasvG9NqzgilMN7VjCKouLd1eeUopeV6bW88AUvO72rngKVed3tXKJQNYutq5ZChrF1tXKADXLe9K5QAa4666VxAFvHfTSuIFWuG+mmpxaspR599NNTi3bQzOO96azzmru0xljV01nkutatmMzOrprPJq7tkzlNNN54rrepJgmmm88lurMyLyt0YQRKr//EACsQAAIBAwIEBwEAAwEAAAAAAAABAgMREgQxEBMUIQUgMDIzQEEiFSNRcf/aAAgBAQABCAKTsZly5czJ6hQOsidUjqEc45pzDMzMjIuXLly5cuXLly5cuXLly5cuXLlX88rK+whCF9zU1YUlFz63THXaUo16Ne/LGV9hCEL7niKTpwvYxPDVbm8GV9hCELz5wMkZRF32yiZRMoiae3q+IeyHHQbVODK4hCF5rpb40z+OxamK2ytTvY/17n8CcEu3q6/2Q46HafBlcQhC82Ke+KvcxXYwjaxZXuYxvcxiYoUYpJetr/ZDjovbPgyuIQhfc1/shx0fslwZXEIQuLnja7njinKpbMTuTlhByHO0oo5qxU3zf6sKd5NKE80mSnjOETP/AGRgOdpxiQnnHIhPPuvS1UcoxOW79mu5pb4SuMriEIXGpGUsLVIubhZ0pf7cYRcSrFzpyinSvKBypOkqUuVPNzTp3mpOnTnBEqTcqY4S5sZLGo6kJOnTnBEKeNTNelX2QuENuDK4hCF5pKTfbGf7jUFlfu07DVT8tULTLVPWr7LjDbgysIQi9l3yS3RmlupLLEVWLxsu4pp5WzV7HNjZs5kLtDqRV7qpFySM4/1aNSMopxlNRaRzIPC2avYzjdJ5x7EakJxUo+fU7RNxXKft4MrCEIayRKEpXZFWROLlhbF83IVKVqaktu8abUpSMXznM5UsZDpNzcipSlNuQ4f3CUcJKeSVO1TNVafMcTlzfLyUJKpmuVJ2zwk+XflvKMl59Z7YmRmzT/HwZXEIQvuaz2xFY7FD4+DK4hCF6F0XRdF0XS39fV+2PDsij8fBlcQhC8vY7cHGLbMO91grWMO9yUcvoalXUSyLFL2cGVxCELy4/wBXOWcvcwMf4xWA43dzBija7FCVu+D9XU7R40vjXBlcQhC9K6vb6Wp2jxp+xcGVxCELzXi9m0t7oyiNQbuZRsb7Xj3O3ranaPGHsXBlcQhC8yhjYau01GGN0sFZHL7GHvtFNSZOnlclHI/99TUbR4w9q4MriEIXkaT3wiYRtY5cBQinc5cb3MInLicuBhG1hwi33wgKCTv6lfZcY+1cGVxCEL7lfZC4R2XBlcQhC+5qpYqJzIClBi2XBlcQhC+5r2lCBnEyRS+KHBlcQhC+54p8dMuxlL4YcGVxCEL7ninxwPwZS+KHBlcQhC+54n8dMasW/wCw+OPBlfcQhC+54n7KY3/25D2R4MriEIX3PFPjp8Lsj7I8GVhCEL7ninx0zsfqF7VwZWEIQvueKfHTGfsRbLgytuIQhfc8U+Omb9xfxKm3wZW3EIQvueLfFT4J/wBx4srbiEIXo3RnEzj9HXUXXhBL/H1ReHVck+LK+4hCF5pTUd84mSLxd2Jwls5QRmjJdzJXt61bZCZd9uLK+4hCFxzaIu9zN9jIySLqzE+9i9hNO4pRL2ItXMzPvYzF3XpVfzysr7iEIXpZid0n5KtWnRjlOLUopr06v55WVtxCEbIzRm0ZbClcdSwpXfbizMTuZmWxOnRqVFOpl/JkZ2Zn/wBTv6FbZFpCUuLK24hCF9yr+eVlbcQhC+5V/PKyt7hCEL7lX88rK3uEIQvuVfzysre4QhC+54jVqUoQcOs1Q9fq0f5HVi8S1ZHxHUt9+ZKfd3ZmznTR1NQ6qsdXWOrrnV1zq651moOs1B1moOs1B1moOs1J1upOt1J1upOt1J1upOt1J1upOt1R1uqOt1R1uqOt1R1uqOt1R12qOu1R/8QAIhEAAgIBBAMAAwAAAAAAAAAAAAECESAQEyEwEjFAIkFR/9oACAECAQEIAJN2eUjzkOcjzkecjckbkzcmbkzcmbkzcmbkzckbkzcmbkzcmNDS0eVFMp9L0ePBxpY6zY9HhT0plMplMp5N8jeSZ/GWWWWeTyY8uBVycH4nBxZSKQ6/WrH8THnSLLOClmx9FFdDGPJUWWiy0WsXox4PtYx6P4ZfHLvvCXXel5S+K0SedMoop9EvfRa1s9s4yl7ytHA9eC9OMZe/gWsvZeD6qwaRSGlrSEkUiikUikUikUikUikUj//EAB0RAQADAQEBAQEBAAAAAAAAAAEAESAwEBICQCH/2gAIAQMBAQgAAlEoh+SfJPknyT5/MolEolEolEolEolEoly3ww9Tww9zC+XL4hKhlOh4fxmXsZeh4Zeh6Yeht6n8Zl7Hh68qwZfTmZfT2pWqhl6mnNef7o06rZp6mnVy5cvR7b2//8QANxAAAQIDBQYEBAQHAAAAAAAAAQARAhIxECFBUZEiMEBQYXEyQlKBIKHB8AMTQ+EzYHBysdHx/9oACAEBAAk/AvihKgKhKhKCCCHP3vKm0Ri0ROzXkedvTfHp8Bswrv8AO3pvSv7l3H+F2WCrZisd9nbnvcV2WFmKqsmswvG+ztz5HnbnuoTfFKEPEZQh/DD2Xsh4gS+TIbBx+qHnk+qvlLFCroeN7+16HiBLoeJ70Gr8rlQ47vNUUKz3TbMQiLpmhicupdsMP3QhAx70VTmmYQmGL3REoa/EgYIwzTPD2oxQhEQPiFWyUr+Y9HfJXwwvNMb7wyZoYZWUuy7/AGykmc7XQl8kBDdtCHE8YUclRVRZFFHicMLHvLDundnQO34bAdkylCJ2mbon2TL7rysPc5J3DXd07lxor5PEFeIvu9AmajJz+Z4U71bonDudF5vD1Tm9vfruM91heqswFnlimKpKybYBBsZzFMNGVJZUzmOcago+YRQ+116rcB2d0zQzfNNfC0XdXP44euauAd802w8zdmuWIlMPaiL7McJPdfp39zRFj+oM9xnbnyPPhCjwOfBGoYo3o3fZRRwbkBxdGt/ujWqPuj1RURRqFEojvc+ErwWfAGtLSjVGw0qsaccaBlUfVGqiyF3RHBj2R8ZBXmvi7otc3/VFeL4eNx+D2WNbB/LmadRDkmduXI/Vb6RyP1W+kcj9VuQ5H6rchyP1W5Dkfqty5H6rM+SepYoA305J6rM+Dx4EgMXUcKjhu3z5p0DVkKIWOsKqu/iR3Y6fWwYshUKEUdQ0UPdQ0uQChQCCHIQVj8HsFjfw4KC7mwH4h2sHZBTGWkOCHtYN0WUSi/p4WcqL5D/SiGgRh0UmiH4en7prGUqlUqlUuil0Uuil0Uuil0Rh0Rh0Rh0Rh0Rh0RGiI0RGiI0RGiiGiiGiiGgUQ0CiGgUQ0CiGiiGiI0X/xAApEAACAQIDBwUBAQAAAAAAAAABEQAhMUFRYRAgcYGRobEwQMHR8PHh/9oACAEBAAE/IaOjcqw23DCmEGMk5wG+2Av3QE+yATjiZ9pcE4ZwTh2eGcM4Zw7wOH0qDZxQeksEEHuafJAQgzJf1sqmUVhX4w76wQQe5yAH4nDCE/Z19BYIINzuOqVU8VbGalr+IQB1D8IDpXfa8zWy7xQJdLnaMLkUePrd/wDEUUHqfLat3cEEG0nIAdol0DFWeIcu4utd3jQTQi7iTbrFg4qo1v8AMVgFh1MIOrQvxFWOYd+8FHpZKG3q998RRTs21bu4IINpauBNclOKENw/CYJ0IcNZXJQlka5wAIHiPiElPI+v3L2reEqv8xRwIBQ+ZAF59XuPjb2Tx6Dggg9z3HxtH88vQsEEPgCt3OMMRF3zRuBvyg9cadIbAEgflGU3osiBJdEgAl9YRHAOAMroCGRlwjQqi7VSyiLArnUUBayrDjVFh1CKl4VjAEujsZ1ZU7y961kVaxZQMSHWot2gAFUTAHscj6YRjqgNj6ocUFHIL/O1du8IJ4VKDKhmDIPIiKUOcMtAPjojBrFQCBqSWoooMoitKGDxGJDnLQBSktkMRuTCJDWsWGM+RUFR0lWQg6wpygyE8lJN5UUVlrzzYbAUwlxaMNarQ5Q5TiBONlolitaxubckCwZIWlAshC3z6fc7Cl7jstl26wgg21JX4wYjikca3pCgrCDeOJtjBvRQlrnzhtBTdn9Q5rBhaLljCY2irHRIyu/LV5YikRdqKhxd7Yet3sBjl7jt37jRhIRY1Oo4lnCeBHGEsALizuhVDOMms5nUjyZ1hI0RoYUAnrtDSusraQ7oZwhXVrmApXWERTBImtgZovBcMaoBulAxqFZG99YwixWF7OjjtyFwOTWUIYpuQHiRAISF3k6uWMErYwyZqq4ZxTQEDwFzgNjxvzU5ZxZIaOI0Db0CXGRogYA3hPm279wrFQkAlpfJGXAIHGEqFBmQY+YSWbEYtuV2AAg3dKR07BlCaYsrNAQr5QWQ4JiwSfmEo7WTQIdouQHo6jijCAGBtDeZhKQAwzKfUeks484I6mEAWhpFEA1h6xKlmCooQa+hYdmi0IkU+KFgedYV3HittwUpBipFgBOEAx5QGEoQPEega47xBkmrCbnNtXbrCCD3PfvEDFACnkO3dusIIN2omHl3lioraab9SV0jhugGPsPxaRCIFLyoOJh2bt1hBBsbJh5R5hGMxlzhMOAuteM8tYWUqTqErmflAIBlCT1X1Am8zrIPxPPr8xGLiwABWu1du8IINhYRVAR/stAsBBz/AN8yoCaDB6WMQI7kA4gE41QEMwzKNENVBanfvOUW6EfMKVYUB84VWArD+wkdytePq98jMLWzHYu3aEEG/QEarD2mVWxHYu3aEG4FEFHwS4FHtEFBnhKLAKne3WC52kK0WkvkVa8CvMBAMnCKoAr0DOOhkfg+t3RgEWyHYu3eEGxgXN7bDPWuTyYLvSP9dWSigOgN3ss44KsAdlKsC3FBgiiJ1grTI5xSE0A0SeOKhUYIYnIAuQgjK8R8PoawihAgwwxZrWBqocsvV76CLYjsXbvCDYXxKkvpjFAEqkb1hJcHrFJeZpSAAEBqFXHrjPyMoQaFYyAXx5TSPUxSPT1O9gEW5F26Qg913sI6bq3btCD3VRhspa+EsHA3Nu3SEHumpn8ShQwqvKuB2rt2hB7runiHEpCKn6mXoFCD3XdvEYqoTDVp+ZltXbtCD3QvjPEdGLhEnBlKfzU9AcIPdErV3iMPYYSVJ+dltXDdIQe6754j/kLBxU/Sy2rxusIPdd08TVSEGpmFO1eNq8brCD3XfPEvrCWDBFOyG1a3SEHuiAYHV4hAItmU+TrVF5gOGyyWt0hB7rufiOGRcJ5mW1a3SEGyr03SIqr/ABnHlQCuT2J47fcNlg3WBx3FjdIQbhJBZULc4RXHFhUOVl9innNMDLFV+EODihjVSpEYkNYihhDfEvH3AV5U9bYetnVW81HSIa06bbJY3aEEIDqqaNAfhC2kipUa4qNJWmLqeUZUZDqou0aUgW6nOCJiAGLAwi6CqzWsZzS+nCsIo+j+orUrArWFiApzhEEjAV/sIihioqBIoaef3OEg519LywbqzukINoLJCIWOfDd1CsYIZYHuPrSwLmWQhAO/qeWDdW9wupB/gw4jZwrbcIxX9MeRBGTgCLpvtBrsR6ggfO5QHGqSaqw0KgbAec1FchNIcAiwzoIPyyJztTEFiAgC0QXaEEEuMXAcqfyDtfP0AJTcgw6MYARdotxb3SEE12IG6iDePrAABCg9Czig3VvdIQe6s4oPSRCD3YPSBCD3VnFB6QYQe6YaFBo8NYRYZPxd2hD9efh/cVuoSaVbT+waUXh+c5hB+c4nDp/2aXT/ALP3H+z9v9bM14akNaGvvGMQAD+On8dP46fx0/jp/BfU/gPqfiPifiPifmPifuPifzH1P4v6n8/P/8QAKRABAAICAQMDBQADAQEAAAAAAQARITFBEFFhIHGBMECRobHB0fDh8f/aAAgBAQABPxASlWVCrFYX4ntj0H+GlE/1/mvP4TTfiTRfnINr8kC6f5hbSOq3dU6Xs9IB7Z7Z7Z7Z7eh7J7Z7J7Z7Z7Z7Z7Z7Jl7qEqB0dTV+inDpR9tm+7PZq4M/yZVuK4WbrfNVdDX0l19EIfb1Wu0TStIwcZll1tEs16nh6qHQgjQbL8OKrTjxMKy1GlkCpqrAfxExXGzg8NuO8tpkS/Iq/CQZWYVQ8o3jGCRHb2HDvQ1zFSRZgaKRXjhYAlRG8PqV1FwGJqUp3/lDNZp6eEM19EIQ8gVB5aWjyhFNgQHNFoYZ7wcRVFid24ucfmCQkVF1sr7wcJjAcLP/AC+ZbVKC2byi/kX4ZYIabLRyxxLLU5teb/RpfmAB3KS20q6xd6ghastPkaT6pvo1rbBX/TiM1fSXX0glbNQ1q6fyEyc7iXyrHxp7sAXQlm2KQ7qSK2l65zv8o6llSuLotXsEtfSewAP6lejZJeZVKG7Gr2FF5CLCCheqJ/llVLu1T5W/re+Y9NGazh9EgeqvscpxMZlKYIxfyP4jNGbnoOnWztjQcrAQuCabcgoyv8UMoemtMUaeQKUqgrA3SmBQjSMJhhytKHa8RVwKWK/QInJlHofbTJzZcxp4BLTIxGjmHQw0AlFPOAhGGBVia6UWKfub4GWaRX35IY0tCsAzgZyEmZaCsKptSLSVyMR+lZF/YgdFDxN1WZ6j9BokpB+I4pTzD6zRwRpq9BPCM1fSDSCAnm/0l32VzNxyDEwl4WtjFEo82lBbR17IKoRbGRWIKhzStkgvvSYwJxRRHZdCua3FCbWSoMVloELUFaayJuOtKWEGmPes/Rlsx7Kyte9RHCXb8BGQXRbjcrBtFhJXPeXLB28e4SkNhYIfOpPjEXyoFrK2WiSlBMFtgixM0N5BgDVpq2/0/wB/AVRR4IwQmZsmj6EQhNEZVN0aGgbRpim8IoTKa9gBNdogAFIlgo0bQGyKc1td6QHKwN3RgUaOfCPlAubYsJtdaWJHAw1qkIqyYsbsuYYIWNWcDRXgeG4OsiIWCpIhptW9Efqqvf8A8hks9EZpNfoGGgf3sRe0gUtzQC6SXkxwbpSPZFhGdNbCCAz4cweCuYAAYV5LAXg7gGN8sZS5O8NJTWaUj4bQHG0ZpQYaxagXZQ+djiMZy1hag90sxHSqrQus2mIgWpBmVdicWOKgT5YBpVd8U1u4PXBg2wmAbJbtA4pMVFCqNkxJCwPNvAxDNCUDsnmKxMJtYAoZVoF3aNcxNVT2sK93FWR+lQKiihhd25BSyZQDKVzhA09Ni126hZxf8JShDALV1zDROEMZpNfozjWVOlOGMAFG5iqMvjEB2dwq5d5cxhxeGCg8xe1zlE5X2lnk/RhosplIAEsEsLUZdtVcJimEFIHSgYK5V3kL2pi8O+ii4PNT+R64r9guplKjrRn6ZU12qV5N13t/zkuW4UhHvLQtIaKGC7OC1/CBpeSBTViSWrr7IP40FzdJg0bSFjW3tDe8UyByR4NdPjpEtFJuY+2pVhpANyXthNPbH0QxhLMsEITkHo6s0/QgEPuLC6TTGTUFGynMRmjNPomnoh6O3Rptm6/wIWguvW91lqa3CtDfN4fnE8ukq+Sr/FxylK2eNX9gR97AiYGFqDncat2/06NGavRNPRCVWF5MzVzWGdphCd8M8vw95xHOJzh3FFJkKmWg5DEuigibi1tVi7p7ishkRLs5tYJGhWospJ34yy6swtPriZ4Y/EMFVal+2ggHpf8AUZrNfoGnohLjBNK5ar4VPAc61gpvmzDmMcVkCz3haHxU2FFoC1Aw1d5jcTogdlt4gbDZXV2veUpXBTVCr9v1AqogUTAbRT7vggYXjNVjOeWDRrRs0NJZflfxBNpjyLXe6xohgPqJK/8AghZbGp/t/vRqzT6Fp6IepECBfIn2X7b+QJS0gqzo1mv0LTrEJxHCglXIaUgYlZovl3iCgoVbdIscdyDlpIE7/k8IYhTwtu6d3uykY+nZdk+MJXALSzubHskVDQXtWXS8YYliLUFq2mhe2j6wv/qx0NO0sAt46NZr9A06xLQAOAeWWBslTXuropgGunHeVugmxaAGy/BT4SPb4GiwCWqZWXDZtaz6NBPI4lXgiUyoaNULb5l0DQRYiB3Wu+VlmGaSqGNtF1+cxEjBBYs8s1UgKLQLkIA5gr2WIK62tijKza6JY6T6gv3P8g6P0OjWafQNOsQQnAg4zuNWayVv8WoJh8pL7Wtygs1VZcV5iAW+Ft1rVwM0uAFuDUoOlQtzrK7uL2om6EdyqN5/yxRtV62123Kwg2FreKptyVHTCrSNCKp4GANl2r/9JZRbq8XRV7TGL+ob9/8AzoaMFF4jNZp9eZD7h0/n/Ih3nodxa2PxP0ozSafQtOufcixABreo05V5/wBo0LWsJp/c/WjNJo9H0659yq8wmygw2lqKx3WM1mn0PTrkPuHXhlcmQTjF/wC4N1aLzKf8mkZrNz1pkPuDfjlVFrATM4M/5PbGazX6Fp1yH3CEJaOFhnPPmFDAuuSAGaKvwjNZq9B065D7i38t8vgjZggAEciLo8wUXb+WM09K+nTrCH3AvxSoqhxzFeGrFDtdQUPYP0jNfTrp1yH2F/RtXuLxDByT8iGj7fzRmr6dNOuQ+59TjlVBFsLAB3smA/8AVEZr6Z9OuQ+jcuXL+on15ylR2THsMrS9ZehQFO1zaasNfEfVbadY9L9gekNWMuNS41SsdXSaPYRmr6dtOuQ7hhrm5j0P3gQA5UcM9hmKzHlrRu0u6SCGyo44bBMryP2L0gW+KD/6mW9xUqLuvaM19K2vXOthGrgsF1lZUdKAoY4IEW8XdRIIVowc1fgQHmKKFhZj8oJJaKDwl7U/2WoaAAZTB7P8j1AODG3HGeKw3IDS/FFulg1A8isYvOZbLZb9O4w6vS5jnsq2/Di0g6yXfR9Qlr11CxOPcnzh8w3AmB3lAW3LwcLcaZha7Vi6oHccLECO3wzlwbCLtC6qGwqjXZpZT8qgHY7ZGO5EhUug448ZmZARbBtpzPj4mxzl6Nqma5pUMLUcdmg5xmhlveGviNS+63TZVCH9fFQIs0BspvN3KaqgqSxdH2oilSggOh9BFB7oBKQYUFBjozR9I2nWOjU0YD1hdxiUdS9ZcS+BLz5IASAA7z3jUajUxPpoLbwQvmqRVEsslHY+mBLF0peHRmnpmXQLcUQ+/ggAtVIDu/6ImBq49BRgvaEN7Pl9nA5u9ws0EaKbUu5W7mru8/Dp6FZQs7/iFIO/chLpsvCe8tadNfheM8TB1FLO+S2FRxpjXYQQuqRjUc8ZeXlAa9Wh3oKO3iUZLSgKXadjkYwoBSlui7wVAciLys/LhRL9IqnDh+gGMrZIKrLciJDSbWx8PXT6EzAGgW7eZRui+8dAvcmgDCr5rpXRO+ZmMz0plSiUShEQpwwEIGgh6/2UWIQ6aelbTp0h1Gy6Tw/bfuuk6M0mj1pH3OnvZT0aTX6Fp1j7n91LQuZlMvU0+gaQsDUBlMqVKlSmVKZTKZTKZTKZUqVKlSpUplMpga32jDPRZo5qgr5IebPeHJf+vEg3R7SURPhQ/agjUGv8gx/pJnjfmTRr8mfDG96Tz9Lj/wCEjHf/AC0f/MT/AOYj/wCVj/4Wf/O+uab7/uM+n9t2xRrL6bJE9//EABwRAQEAAgIDAAAAAAAAAAAAAAEAEFAgQDBw8f/aAAgBAgEJPwDizMzMzMzMz3FlwujSSSTbM/JmdEzMsvoMeicCPKbcIOAQQQZDP//EABQRAQAAAAAAAAAAAAAAAAAAAID/2gAIAQMBCT8AUX//2Q==" width="302px" alt="eth usd converter"/></p>
<p>At the same time, there is a field the place one can insert the amount of ETH to purchase or sell and approximately estimate how a lot one will obtain. While the system routinely exhibits all the necessary <a href="https://finance.yahoo.com/">https://finance.yahoo.com/</a> information, there is no need to make use of an exterior ETH to USD converter as all knowledge could be found in a single place.</p>
<ul>
<li>Every second we ship a request to each change platform with a view of discovering the best available price on the market in your ETH to USDC trade transaction.</li>
<li>In 2017, many of the new project and ICO had been constructed on Ethereum which spurred an enormous improve in the demand for the ETH token.</li>
<li>Ethereum is the most well-liked blockchain for third part growth.</li>
<li>The Ethereum basis, a gaggle funded to continue improvement of the Ethereum protocol, is presently working to ship Ethereum 2.0.</li>
<li>We companion with one of the best exchanges within the crypto world corresponding to Beaxy, Poloniex, Bittrex, HitBTC and others that charge us with the lowest ETH/USDC charges.</li>
<li>Resulting in a value enhance from $10 to over $1,400 per ETH token in 2017.</li>
</ul>
<h2 id="toc-0">Currency Converter</h2>
<p>The Ethereum foundation, a gaggle funded to proceed development of the Ethereum protocol, is at present working to deliver Ethereum 2.zero. The project is trying to complete the transformation to Proof-of-Stake. Whereby transactions are validated by way of community individuals who lock their tokens onto the blockchain. This is a more environmentally pleasant technique to succeed in consensus because it doesn’t require practically as much electrical energy as Proof-of-Work consensus. Staking also permits community members who lock their tokens to gather interest on the value that they keep within the system.</p>
<h3 id="toc-1">Usd Calculator</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px" alt="eth usd converter"/></p>
<p>A market with a relatively high trading volume could have its value mirrored more visibly within the general average. Armed with the data of Ethereum’s price historical past, future predictions and the related dangers to investing on this cryptocurrency, you might now be considering a purchase order. Buying Ethereum has advanced from a niche and slightly cumbersome process to 1 which has been polished into simplicity. Ethereum can now be purchased by way of debit/bank card, epayment platforms, financial institution transfer, cash or even Bitcoin and different cryptocurrencies.</p>
<p>CoinYEP Foreign exchange converter and cryptocurrency converter. Prices knowledge are regularly gathered from multiple markets.</p>
<h2 id="toc-2">00005000 Eth To Usd Converter</h2>
<p>Specifically, Vitalik sought to make a digital forex that was Turing full. The first Ethereum white paper was launched afterward in 2013. By 2014, the Ethereum Foundation, a non-revenue group that helps Ethereum’s analysis and development, had been created. The Ethereum Foundation nonetheless provides nearly all of funding to analysis groups that construct on the Ethereum platform.</p>
<h3 id="toc-3">Square’S Big Bitcoin Haul Is Good For Square But Better For Bitcoin</h3>
<p>All exchange charges are up to date frequently hourly each hour. You have presently chosen the base currency Ethereum and the goal foreign money United States greenback with an quantity of 1 Ethereum. In the menu, you&#8217;ll be able to choose the desired exchange charges of about 160 worldwide currencies from the <a href="https://www.beaxy.com/exchange/eth-usd/">eth usd converter</a> two lists. Additionally, the currency calculator permits you to calculate historical change rates in addition to the present price. The outcomes are displayed in a desk with the closing price of yesterday, the opening rate in addition to the lowest and highest charges of the respective date.</p>
<p>Prices are up to date every minute in real-time and the open/shut prices are recorded at midnight UTC. EthereumPrice.org launched in March 2016 to allow users to simply monitor the worth of Ethereum each traditionally and in actual <a href="https://www.beaxy.com/buy-sell/xrp/">sell xrp</a>-time. The platform has since developed to incorporate several fiat currencies as well as worth knowledge for a number of Ethereum ERC20 tokens and other blockchain currencies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="eth usd converter"/></p>
<p>More recently, prediction knowledge from Augur was also added to offer perception into the longer term price expectations of the Ether market. The web page provides data about at present&#8217;s value of 1 ethereum in United States Dollars. In the Trade part, the users are allowed to trace the price adjustments and to see the orders out there on the exchange. The graph was added to help the users get a greater thought of how the state of affairs adjustments. Here, you can also choose from the restrict and market orders or attempt margin buying and selling.</p>
<h3 id="toc-4">Conversion From Ethereum To United States Dollar</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="303px" alt="eth usd converter"/></p>
<p>The foreign money calculator supplies a super tool for buyers investing in international stock exchanges with completely different currencies. Price knowledge is calculated utilizing a volume weighted common formulation. This formulation takes real-time data from quite a few Ethereum exchanges and weights the worth based mostly on each market’s 24 hour buying and selling quantity.</p>
<p>In addition to the Ethereum &#8211; United States dollar fee, the Markets Insider foreign money calculator additionally offers other change rates for about 160 worldwide currencies. This web site is intended to provide a transparent abstract of Ethereum&#8217;s present <a href="https://www.beaxy.com/exchange/eth-usd/">eth usd converter</a> and historic value as well as important updates from the business. Ethereum ERC20 token prices can also be found in the menu options along with different coin information similar to BTC, XRP and others.</p>
<p>They also show you what price Ethereum is at present trading at on a few of the largest exchanges. In addition to the utility worth of Ethereum, its worth is extra enticing when in comparison with the considered one of Bitcoin. And many select it to make an funding in the future because of the trust to the blockchain applied sciences and following the idea of money decentralization. Thus, Ethereum is one of the currencies that is broadly traded by the folks on the internet and a frequently used choice for cryptocurrency exchanges. Ethereum is currently among the hottest and widely used cryptocurrencies all around the globe.</p>
<p>We cover Bitcoin news, altcoins information, blockchain tasks news, ICO news, regulatory developments and the confluence of reports on the main blockchain applied sciences. The worth of Ethereum has fluctuated wildly in its short historical past. At its launch in July 2015, the price of an Ethereum token was just $0.43. In the years following, the value <a href="https://www.xe.com/">https://www.xe.com/</a> of Ethereum would see a high of $1,422.forty seven in January 2018 earlier than dropping by over 80% 9 months later. Exchanges will are inclined to have completely different prices relying on their user&#8217;s exercise, most the time the price won&#8217;t range much however they can do.</p>
<h2 id="toc-5">Time To Upgrade!</h2>
<p>The default worth will be the value Ethereum is currently selling at on the trade. Ethereum is one of the most popular cryptocurrencies out there. There are many online calculators you can use to transform Ethereum into fiat foreign <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> money . If you want to turn your Ethereum into money, nevertheless, you will typically must promote it on an internet exchange. Curious in regards to the value of Ethereum in your nationwide forex?</p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/gwei-to-eth10000/">00005000 Eth To Usd ConverterZero</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/gwei-to-eth10000/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>These Are The 9 Stocks With The Highest Correlation To Bitcoin And Ethereum, According To Jpmorgan</title>
		<link>http://onlinenursingdegreenow.net/these-are-the-9-stocks-with-the-highest/</link>
		<comments>http://onlinenursingdegreenow.net/these-are-the-9-stocks-with-the-highest/#comments</comments>
		<pubDate>Fri, 27 May 2022 08:23:23 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=1404</guid>
		<description><![CDATA[<p>Content Cryptocurrency Exchange Where To Invest In Ethereum? Photo by David McBee from Pexels.Also, the most popular approach to investing in Ethereum is buying it when its price is low and selling it later when it goes up. Once the prices go down, you can re-buy it and re-sell in...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/these-are-the-9-stocks-with-the-highest/#more-1404">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/these-are-the-9-stocks-with-the-highest/">These Are The 9 Stocks With The Highest Correlation To Bitcoin And Ethereum, According To Jpmorgan</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</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">Cryptocurrency Exchange</a></li>
<li><a href="#toc-1">Where To Invest In Ethereum?</a></li>
</ul>
</div>
<p>Photo by David McBee from Pexels.Also, the most popular approach to investing in Ethereum is buying it when its price is low and selling it later when it goes up. Once the prices go down, you can re-buy it and re-sell in yet another investment cycle. Yet, you have to be aware that waiting too long for either buying or selling can make you lose on your investment. You can try to mitigate this by hiring a consultant or doing research on price trends, but this can cost additional time and money. If you&#8217;re a beginner in the crypto or investment world, such day trading is likely to result in a loss of money. You might find a platform that gives you a small bonus when you start, or one that offers a bonus when you make a certain amount of trades or deposit a certain amount of money.</p>
<div style='border: black dashed 1px;padding: 14px;'>
<h3>What Does Bitcoin Mean for PayPal Stock? &#8211; The Motley Fool</h3>
<p>What Does Bitcoin Mean for PayPal Stock?.</p>
<p>Posted: Thu, 02 Dec 2021 08:00:00 GMT [<a href='https://www.fool.com/investing/2021/12/02/what-does-bitcoin-mean-for-paypal-stock/' rel="nofollow">source</a>]</p>
</div>
<p>EToro – If you’re only into Ethereum for price speculation and don’t need to hold the actual coins or send them to anyone else, eToro is probably the easiest and cheapest option. The company offers a friendly and intuitive UI to help you buy and sell Ethereum for fiat currency (USD, EUR, etc.). A good understanding of crypto wallets and how Ethereum transactions work in general may be beneficial information for potential Ether buyers. There are multiple different types of wallets, including local and hardware wallets. You can also use a wallet provided by a cryptocurrency exchange.</p>
<h2 id="toc-0">Cryptocurrency Exchange</h2>
<p>Coinbase is a specialized cryptocurrency-focused platform that allows you to trade digital currencies directly, including Bitcoin, Ethereum, Litecoin and Bitcoin cash. In total, you’ll have access to more than 100 cryptocurrencies. You’ll also be able to store your coins in a vault with time-delayed withdrawals for additional protection. It charges a spread markup of about 0.5 percent and adds a transaction fee depending on the size of the transaction and the funding source, though its Pro platform is cheaper. Ethereum is a good long-term investment plan because the price should go up the more the Ethereum blockchain technology is used. Currently, Bitcoin dominates the market as a store of value. The typical investor’s advice — only invest what you can afford to — applies just as much to cryptocurrency as to traditional investing, such as with gold, oil or stocks.</p>
<p>Instead, you receive the marker for cryptocurrencies, rather than the actual coin. This means you can’t transfer your crypto assets into these apps. You also can’t send ether from a Webull or Robinhood account to your digital wallet. Cex.io is a cryptocurrency exchange that allows you to buy Ether with a credit card. If you use the company’s brokerage service the fees will already be calculated into the exchange rate, that’s why it will seem higher than other exchanges. If you want to get better rates try using the site’s trading platform . Perhaps the easiest and most popular way of buying ETH is through a crypto exchange. Ether is the second largest cryptocurrency by market cap behind Bitcoin , so finding an online crypto exchange that operates within your jurisdiction and trades in ETH should not be too difficult. Ethereum was the first cryptocurrency to introduce smart contracts.</p>
<h2 id="toc-1">Where To Invest In Ethereum?</h2>
<p>Read more about <a href="https://www.beaxy.com/buy-sell/btc-usdc/">Buy BTC</a> here. A variety of methods exist for obtaining Ether, many of which are detailed in this guide. Ethereum is an open-source blockchain available for people to construct solutions upon. The network enables basically anyone to build decentralized apps and generally use the network, with Ether being a key part of the process. Whatever option you choose, there are a few more things to know before investing in Ethereum aka ether. Crypto.com&#8217;s user-friendly mobile app is a separate product from its main exchange. The app is available in 49 U.S. states and allows users to earn interest on Ethereum assets. However, customers need to stake Crypto.com&#8217;s native coin to make the most of the app&#8217;s benefits.<br />
<a href="https://www.beaxy.com/exchange/eth-usd/"><img src='data:image/jpeg;base64,<!DOCTYPE html>
<!--[if lt IE 7]> <html class="no-js ie6 oldie" lang="en-US"> <![endif]-->
<!--[if IE 7]>    <html class="no-js ie7 oldie" lang="en-US"> <![endif]-->
<!--[if IE 8]>    <html class="no-js ie8 oldie" lang="en-US"> <![endif]-->
<!--[if gt IE 8]><!--> <html class="no-js" lang="en-US"> <!--<![endif]-->
<head>

<title>Attention Required! | Cloudflare</title>

<meta name="captcha-bypass" id="captcha-bypass" />
<meta charset="UTF-8" />
<meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
<meta http-equiv="X-UA-Compatible" content="IE=Edge,chrome=1" />
<meta name="robots" content="noindex, nofollow" />
<meta name="viewport" content="width=device-width,initial-scale=1" />
<link rel="stylesheet" id="cf_styles-css" href="/cdn-cgi/styles/cf.errors.css" type="text/css" media="screen,projection" />
<!--[if lt IE 9]><link rel="stylesheet" id='cf_styles-ie-css' href="/cdn-cgi/styles/cf.errors.ie.css" type="text/css" media="screen,projection" /><![endif]-->
<style type="text/css">body{margin:0;padding:0}</style>


<!--[if gte IE 10]><!-->
<script>
  if (!navigator.cookieEnabled) {
    window.addEventListener('DOMContentLoaded', function () {
      var cookieEl = document.getElementById('cookie-alert');
      cookieEl.style.display = 'block';
    })
  }
</script>
<!--<![endif]-->


  
    <script type="text/javascript">
    //<![CDATA[
    (function(){
      window._cf_chl_opt={
        cvId: "2",
        cType: "interactive",
        cNounce: "22056",
        cRay: "6c0ff843786f77c1",
        cHash: "27c04535b25fd19",
        cPMDTk: "IU5dvAlwsZfCnwOOJ4L6yHrYgDHx7xlqciVLR3ON8PU-1640077747-0-gaNycGzNBr0",
        cFPWv: "g",
        cTTimeMs: "1000",
        cLt: "n",
        cRq: {
          ru: "aHR0cHM6Ly93d3cuZm9yZXN0bGFrZWNocnlzbGVyLmNvbS93cC1jb250ZW50L3VwbG9hZHMvMjAyMS8xMi8yMDIyLXJhbS0zNTAwLWJsb2cuanBn",
          ra: "TW96aWxsYS81LjAgKFdpbmRvd3MgTlQgMTAuMDsgV2luNjQ7IHg2NCkgQXBwbGVXZWJLaXQvNTM3LjM2IChLSFRNTCwgbGlrZSBHZWNrbykgQ2hyb21lLzg2LjAuNDI0MC4xMTEgU2FmYXJpLzUzNy4zNg==",
          rm: "R0VU",
          d: "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",
          t: "MTY0MDA3Nzc0Ny43NjQwMDA=",
          m: "fIVV1R1AHlJdJSxgGFCJCX/Iqz/kaZIJLXcbMxx9+Eo=",
          i1: "pyw2OX16oWY0IPTER8Qasw==",
          i2: "pcGBM3N0XewN9tsP1eOGqw==",
          zh: "144w0ti9p6t7fQkyPm/xyztYUmGiIArhtiwOfFQS4jE=",
          uh: "2EWWF4+Mkg5RYw7KRarcFxShQVEYU8cKfl/2U4V8tzo=",
          hh: "T6i7WwVfqDSr0OUrl4LlhfXbfQ4P7cXkpz51H1PmeIM=",
        }
      };
    }());
    //]]>
    </script>
  

<style type="text/css">
  #cf-wrapper #spinner {width:69px; margin:  auto;}
  #cf-wrapper #cf-please-wait{text-align:center}
  .attribution {margin-top: 32px;}
  .bubbles { background-color: #f58220; width:20px; height: 20px; margin:2px; border-radius:100%; display:inline-block; }
  #cf-wrapper #challenge-form { padding-top:25px; padding-bottom:25px; }
  #cf-hcaptcha-container { text-align:center;}
  #cf-hcaptcha-container iframe { display: inline-block;}
  @keyframes fader     { 0% {opacity: 0.2;} 50% {opacity: 1.0;} 100% {opacity: 0.2;} }
  #cf-wrapper #cf-bubbles { width:69px; }
  @-webkit-keyframes fader { 0% {opacity: 0.2;} 50% {opacity: 1.0;} 100% {opacity: 0.2;} }
  #cf-bubbles > .bubbles { animation: fader 1.6s infinite;}
  #cf-bubbles > .bubbles:nth-child(2) { animation-delay: .2s;}
  #cf-bubbles > .bubbles:nth-child(3) { animation-delay: .4s;}
</style>
</head>
<body>
  <div id="cf-wrapper">
    <div class="cf-alert cf-alert-error cf-cookie-error" id="cookie-alert" data-translate="enable_cookies">Please enable cookies.</div>
    <div id="cf-error-details" class="cf-error-details-wrapper">
      <div class="cf-wrapper cf-header cf-error-overview">
      
        <h1 data-translate="challenge_headline">One more step</h1>
        <h2 class="cf-subheadline"><span data-translate="complete_sec_check">Please complete the security check to access</span> www.forestlakechrysler.com</h2>
      
      </div>
      
      <div class="cf-section cf-highlight cf-captcha-container">
        <div class="cf-wrapper">
          <div class="cf-columns two">
            <div class="cf-column">
            
              <div class="cf-highlight-inverse cf-form-stacked">
                <form class="challenge-form interactive-form" id="challenge-form" action="/wp-content/uploads/2021/12/2022-ram-3500-blog.jpg?__cf_chl_f_tk=IU5dvAlwsZfCnwOOJ4L6yHrYgDHx7xlqciVLR3ON8PU-1640077747-0-gaNycGzNBr0" method="POST" enctype="application/x-www-form-urlencoded">
  
    <div id='cf-please-wait'>
      <div id='spinner'>
        <div id="cf-bubbles">
            <div class="bubbles"></div>
            <div class="bubbles"></div>
            <div class="bubbles"></div>
        </div>
      </div>
      <p data-translate="please_wait" id="cf-spinner-please-wait">Please stand by, while we are checking your browser...</p>
      <p data-translate="redirecting" id="cf-spinner-redirecting" style="display:none">Redirecting...</p>
      </div>
  
  <input type="hidden" name="md" value="son72gHcnyZN9ceFKju2mVt.s2JUf2Xo_cHn.yD.e6o-1640077747-0-ARdL7nl8z2jMDEPCZZX10jcmJ_aTMeXoHbzofYBovPJsxQemo1797iGxE2b_QeS7mU6wBdfHAmh89_9PohvcZxXSIce1GNe8OjTAfuSqsGuwXkLUwgaqHn9zD-d5WEW0u4f8mybnOlPJKFER-Kfq143qDIjrgZPjGBEzaupqHwVteRb8SWmuxvC5tai5MrGU-kKjbO7dx0p-gbDNPjC1B5gNmnsZRo-c9dSBQcO9rAe5ZWz7PWH_eU8hTgbgeWcLmDPIOI2sw4vn-8VEAkJH9TK9CCtQ_B5ppXbVCYix5DxN-QRDzI51-3VjWposl20Wdy9HLKO555jYMUi05br5I5Z1TEEGQE0UBKgeSKn2iu6b-SZ2Ulp1-vLszl-9RJg3VNJ5UMM_PP4xkfANhmPHHL1-jY6OvgvWMpsBlVVooec9-j5NjT0Hgw7AtpKXZqG0WPaGkXsDHUowJ1Gy_lJJfe6Sbtk91hM3MjAnEPUzYdHko8no6X591PfM__3nIZef3HiKxugM1rXDIil5qRpBssoQ9z_eu-EaeInJkkk-fhUmQfYEBVIsSxdlDDc7ha8zpVOVsYTeq5xrMwLtJ3cyLKUY93K-N9YIH7sW18LAG-cHF_YwpJQTge6st7U5KucV2MlLfRLwOtb5Wrp4R66uQqOhEI4k0HNjFnHJa1WI2Aj-_trK4wN702C64niuldUhS73mIwg6q5RIQlIjUkouaenEmd3lXJanRd3lN1mQ0Gk9uL0FEcrkkZmttkbunFcwuScyAjju80uHvFv9LL253trR__YZhjrlG9VHjwqVF2mRY29HOU0JEO0iGJRYZmB7TBan1Colm-gHV7l_GRJCAqLOwXkMwI8jDGVkype3FN_if3nHylGW_5BABF4GPTtyjBuMgzmvChZ42sSq1K_0BinwGWNau_4417XA1MYJQNvQdFWpq7evWVd3wthEO32ZbhQc5wY25ynwqI8TlbX9I1-uxN5AxetzFd6DMlzpfwXD" />
  <input type="hidden" name="r" value="Ae5LnQ4ih73Dl.8M6E6rbyycDhOeMHUg6yIxO6uOL6A-1640077747-0-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">
  <input type="hidden" name="cf_captcha_kind" value="h">
  <input type="hidden" name="vc" value="1d8fc15bb17a2836ba7f30efda8bc471">
  
  <noscript id="cf-captcha-bookmark" class="cf-captcha-info">
  <h1 data-translate="turn_on_js" style="color:#bd2426;">Please turn JavaScript on and reload the page.</h1>
  </noscript>
    <div id="no-cookie-warning" class="cookie-warning" data-translate="turn_on_cookies" style="display:none">
      <p data-translate="turn_on_cookies" style="color:#bd2426;">Please enable Cookies and reload the page.</p>
    </div>
  <script type="text/javascript">
  //<![CDATA[
    var a = function() {try{return !!window.addEventListener} catch(e) {return !1} },
      b = function(b, c) {a() ? document.addEventListener("DOMContentLoaded", b, c) : document.attachEvent("onreadystatechange", b)};
      b(function(){
        var cookiesEnabled=(navigator.cookieEnabled)? true : false;
        if(!cookiesEnabled){
          var q = document.getElementById('no-cookie-warning');q.style.display = 'block';
        }
      });
  //]]>
  </script>
  <div id="trk_captcha_js" style="background-image:url('/cdn-cgi/images/trace/captcha/nojs/h/transparent.gif?ray=6c0ff843786f77c1')"></div>
</form>
  
  <script type="text/javascript">
    //<![CDATA[
    (function(){
        var isIE = /(MSIE|Trident\/|Edge\/)/i.test(window.navigator.userAgent);
        var trkjs = isIE ? new Image() : document.createElement('img');
        trkjs.setAttribute("src", "/cdn-cgi/images/trace/captcha/js/transparent.gif?ray=6c0ff843786f77c1");
        trkjs.id = "trk_captcha_js";
        trkjs.setAttribute("alt", "");
        document.body.appendChild(trkjs);
        var cpo=document.createElement('script');
        cpo.type='text/javascript';
        cpo.src="/cdn-cgi/challenge-platform/h/g/orchestrate/captcha/v1?ray=6c0ff843786f77c1";
        
        if (window._cf_chl_opt.cPMDTk && window.history && window.history.replaceState && window.URLSearchParams) {
          var ogU = location.pathname + location.search + location.hash;
          var p = new URLSearchParams(location.search);
          p.set('__cf_chl_rt_tk', window._cf_chl_opt.cPMDTk);
          history.replaceState(null, null, location.pathname + '?' + p.toString() + location.hash);
          cpo.onload = function() {
            history.replaceState(null, null, ogU);
          };
        }
        
        document.getElementsByTagName('head')[0].appendChild(cpo);
    }());
    //]]>
    </script>
  


              </div>
            </div>

            <div class="cf-column">
              <div class="cf-screenshot-container">
              
                <span class="cf-no-screenshot"></span>
              
              </div>
            </div>
          </div>
        </div>
      </div>

      <div class="cf-section cf-wrapper">
        <div class="cf-columns two">
          <div class="cf-column">
            <h2 data-translate="why_captcha_headline">Why do I have to complete a CAPTCHA?</h2>
            
            <p data-translate="why_captcha_detail">Completing the CAPTCHA proves you are a human and gives you temporary access to the web property.</p>
          </div>

          <div class="cf-column">
            <h2 data-translate="resolve_captcha_headline">What can I do to prevent this in the future?</h2>
            

            <p data-translate="resolve_captcha_antivirus">If you are on a personal connection, like at home, you can run an anti-virus scan on your device to make sure it is not infected with malware.</p>

            <p data-translate="resolve_captcha_network">If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices.</p>
            
              
              <p data-translate="resolve_captcha_privacy_pass"> Another way to prevent getting this page in the future is to use Privacy Pass. You may need to download version 2.0 now from the <a rel="noopener noreferrer" href="https://chrome.google.com/webstore/detail/privacy-pass/ajhmfdgkijocedmfjonnpjfojldioehi">Chrome Web Store</a>.</p>
              
            
          </div>
        </div>
      </div>
      

      <div class="cf-error-footer cf-wrapper w-240 lg:w-full py-10 sm:py-4 sm:px-8 mx-auto text-center sm:text-left border-solid border-0 border-t border-gray-300">
  <p class="text-13">
    <span class="cf-footer-item sm:block sm:mb-1">Cloudflare Ray ID: <strong class="font-semibold">6c0ff843786f77c1</strong></span>
    <span class="cf-footer-separator sm:hidden">&bull;</span>
    <span class="cf-footer-item sm:block sm:mb-1"><span>Your IP</span>: 143.244.45.133</span>
    <span class="cf-footer-separator sm:hidden">&bull;</span>
    <span class="cf-footer-item sm:block sm:mb-1"><span>Performance &amp; security by</span> <a rel="noopener noreferrer" href="https://www.cloudflare.com/5xx-error-landing" id="brand_link" target="_blank">Cloudflare</a></span>
    
  </p>
</div><!-- /.error-footer -->


    </div>
  </div>

  <script type="text/javascript">
  window._cf_translation = {};
  
  
</script>


</body>
</html>
' alt='Ethereum exchange' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a><br />
We do not undertake to update our forward-looking statements. But if investors can only buy one coin, make sure it’s Ethereum. Even though no cryptocurrency is technically safe from zero, ETH’s dominant position in NFTs and smart contracts make it one of the safer bets in the crypto world. Yet, Ethereum has emerged as one of cryptocurrency’s most promising investments. Virtually all of the $1.5 billion NFT (non-fungible token) market runs on Ethereum. The network’s ERC-721 NFT Standard has become the gold standard for trading digital art. &#8220;There is no enduring economic or investment rationale to expect cryptocurrencies to generate positive real returns,&#8221; Aliaga-Díaz said.</p>
<p>As cryptocurrency exchanges make it easier for people to make these long shot bets, investors should expect more meme coins to follow. Before you can buy ETH, you will need to get an Ethereum wallet. Popular ETH wallets include MetaMask, Exodus, Trust Wallet, and the hardware wallet Ledger. If you are purchasing ETH on an exchange, they create the wallet for you. Finally, you can buy ETH using any of the available payment methods, which typically includes debit and credit cards or a bank transfer. Some starting points for what platform to use when trading Ethereum include Coinbase, Kraken, Bitstamp, Gemini, Binance and Bitfinex. Once this happens, you would deposit currency into the account by adding money to it through your bank account or debit card. From there, you can begin trading, and once you have purchased ETH you can withdraw the currency from that purchase into your bank account or a wallet that you control. If you buy Ethereum from an exchange, the first type of exchange is called a centralized exchange, which is a business that lets you buy cryptocurrency using traditional currencies.</p>
<ul>
<li>Learn more about how we make money and our editorial policies.</li>
<li>Whatever these projects end up being or whatever shape they take next, Ethereum and investors are the beneficiaries.</li>
<li>Well, for starters, you don&#8217;t control your private keys if you leave your crypto on an exchange like Coinbase.</li>
<li>Anyone considering such an investment should be prepared to lose their entire investment.</li>
<li>Our guide will help you learn more about this popular crypto and help you place your first ETH order on an exchange.</li>
</ul>
<p>Our content and brand have been featured in Forbes, TechCrunch, VentureBeat, and more. &#8220;At first, the rally was really led by bitcoin because as a lot of the institutional investors came into the space, that would be their natural first port of call,&#8221; Quinn said. BlockSocial does not endorse any content or product on this page. Readers should do their own research before taking any actions related to any companies, projects, or services mentioned on this website and carry full responsibility for their decisions. The main advantages of trading ETH CFDs – as opposed to the cryptocurrency directly – include the ability to go long and short and apply leverage. Before buying ETH CFDs, however, ensure that you understand how CFDs work and the risks and fees involved in this financial product.</p>
<p>It could be more transparent about its fees, which are on the high side. Customers can stake ETH on the network, which means tying it up to earn interest and contribute to network security. Developers write programs on Ethereum using self-executing, self-enforcing protocols called smart contracts, which are deployed to Ethereum-powered blockchains. The blockchain&#8217;s network of computers executes the smart contract by performing specified actions when the conditions of the contract are met. Blockchain data can&#8217;t be modified after it&#8217;s created, and that gives users confidence in the technology itself. As more people flock to crypto, Coinbase has seen staggering growth, making it one of the most profitable cryptocurrency stocks.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px%" alt="how to buy shares of ethereum"/><br />
Conveniently, there is no registration and limits, so I can buy as many coins as I need. Ethereum Classic is a cryptocurrency that was created due to a disagreement with the way original Ethereum conducted business. The catalyst for the split was due to a hacker finding a way to steal $60m worth of Ethereum coins. If you wish to exchange other crypto for ETH rather than buying it, you can check out this service from Swapzone. Swapzone provides a single view on which you can compare exchanges by rates, user reviews and delivery time. The founders of Ethereum state that Ether is not a currency as much as it is “crypto-fuel”, meaning it’s a token that has one main use – to pay for the Ethereum platform. Ether will be required by anyone wishing to build upon or use the Ethereum platform.</p>
<h2 id="toc-4">Top Stock Gainers For Monday: Carnival, Bp Midstream Rise As Stocks Drop</h2>
<p>It’s this kind of price movement that has attracted traders looking to ride the waves to profit. While some traders like to own the currency directly, others turn to the futures market. Futures may be an even more attractive way to play the volatility of digital currencies such as Bitcoin, because they allow traders to use leverage to magnify their gains . But futures involve a lot more risk in exchange for that potentially higher reward. Ethereum is a decentralized open-source blockchain system that features its own cryptocurrency, Ether. ETH works as a platform for numerous other cryptocurrencies, as well as for the execution of decentralized smart contracts.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="301px%" alt="how to buy shares of ethereum"/><br />
We recommend actively trading ETH for profit, buying low and selling high. Not only will that gain you profit that you can actually use here and now, but traders will learn invaluable lessons about ETH’s behaviour in the market and get a better idea of its long-term value. Anyone who sold their Ethereum at the price peak in 2018 will have enjoyed a mind-boggling profit. However, there are still investors holding on for dear life who think that Ethereum’s best days are still ahead. The current value of Ethereum is $188, but history has shown that any surge of interest in cryptocurrency is as likely to benefit Ethereum as much as Bitcoin. Download the Binance crypto trading app and trade your ETH plus 300+ cryptocurrencies, anytime and anywhere. One of the main focuses of Ethereum is that it offers a platform for building decentralized applications . These dapps can fulfill several purposes, as evidenced by the virtual reality world called Decentraland. You can also create your own apps and even issue your own tokens as part of the apps you build. We may receive compensation from the products and services mentioned in this story, but the opinions are the author&#8217;s own.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What currency is Eth?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Ether (ETH), the cryptocurrency of the Ethereum network, is the second most popular digital token after bitcoin (BTC). As the second-largest cryptocurrency by market capitalization (market cap), comparisons between Ether and bitcoin are only natural.</p>
</div></div>
</div>
<p>Where Coinbase is the beginner-friendly offering, GDAX is an exchange for more serious traders. Based out of London, CEX.IO represents another long-trusted method of buying cryptocurrency. You can use credit and debit cards for instant Coinbase purchases, although your limits will be substantially lower than if using a bank transfer. In addition, StormGain offers free SWAPs for daily trades and integrated trading signals to keep you up to date with today’s fast-moving international market. A mixed approach, where you hold some ETH as a long-term investment and use some Ether for trading, should be the best path for investors to take.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px%" alt="how to buy shares of ethereum"/><br />
While these are tempting, don&#8217;t let them drive your decision-making. It may be a great tie breaker, but there&#8217;s no point in signing up for the wrong exchange just because you want the bonus. Transfer Your Coins to a Wallet After your order is filled, you’ll see your coins in your exchange account. If you don’t plan on trading again within the day, you should store your Ether in a secure wallet with private keys.<br />
The network could switch entirely to the new system by Q3 2021. These identifiers then get assigned to a particular piece of digital art, website URL or other collectible item. Anyone wanting to confirm ownership can do so by reading the Ethereum blockchain. Diversification strategies do not ensure a profit and do not protect against losses in declining markets.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is ethereum a good investment 2020?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Granted, Ethereum had a strong 2020 and is even stronger at 2021, because it could turn around at any given time, trading is the better option and proves that buy and hold isn&#8217;t always safe. The more than 60% crash mid-2021 is all the evidence necessary.</p>
</div></div>
</div>
<p>It provides users with a much higher level of privacy and security than centralized applications. Ethereum’s development community and founder Vitalik Buterin have set clear and consistent roadmaps for the Ethereum network’s project goals. When you place an order be mindful of the type of order you’re using. There are multiple types of buy orders, and the order you choose can affect how much you pay per coin and how quickly your order is filled.</p>
<p>Let’s take a look at a few of the pros and cons that come with investing in the Ethereum network. Most exchanges allow you to open an account in a few minutes, but some may take longer in order to verify your identity. Before diving into an alternative asset like crypto, it may be a good idea to make sure the fundamentals of a long-term portfolio are in place. Directory of exchanges that allow trading fiat money (such as U.S. dollars) for ETH. Trading cryptocurrencies can create a complex tax situation.</p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/these-are-the-9-stocks-with-the-highest/">These Are The 9 Stocks With The Highest Correlation To Bitcoin And Ethereum, According To Jpmorgan</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/these-are-the-9-stocks-with-the-highest/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Calculate Your Crypto Taxes With Ease</title>
		<link>http://onlinenursingdegreenow.net/calculate-your-crypto-taxes-with-ease/</link>
		<comments>http://onlinenursingdegreenow.net/calculate-your-crypto-taxes-with-ease/#comments</comments>
		<pubDate>Wed, 27 Apr 2022 16:16:53 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=1394</guid>
		<description><![CDATA[<p>Fixed rewards give validators a fixed amount of staking rewards for each block they validate or propose, independent of their stake weight. Weighted rewards take into account the total stake weight of a validator, rather than just their stake relative to all other validators. This means that larger stakeholders receive...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/calculate-your-crypto-taxes-with-ease/#more-1394">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/calculate-your-crypto-taxes-with-ease/">Calculate Your Crypto Taxes With Ease</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Fixed rewards give validators a fixed amount of staking rewards for each block they validate or propose, independent of their stake weight. Weighted rewards take into account the total stake weight of a validator, rather than just their stake relative to all other validators. This means that larger stakeholders receive a larger portion of the staking rewards, and smaller stakeholders receive a smaller portion. With proportional rewards, the amount of rewards a validator receives is based on their stake weight relative to all other validators.</p>
<p>In the cards you will see your investment amount, coin amount based on how much you invested, profit/loss, investment fee and total amount. When the profit/loss number is green means profit, when red it&#8217;s loss. Directly upload your transaction history via CSV or API integrations. We support hundreds of exchanges, blockchains, and wallets. Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum. Please note that calculations are based on mean values, therefore your final results may vary.</p>
<p>It connects directly with multiple exchanges, allowing users to insert API keys and/or upload exchange-formatted CSV files. Individuals can also insert cryptocurrencies from transactions related to mining and staking rewards to include in their basis for future sales of that cryptocurrency. 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. The rates displayed by the calculator <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> represent market exchange rates, and are provided for informational and estimation purposes only. They do not include any conversion fees or other charges applicable to a conversion or other transaction. The calculator may allow you to calculate exchanges of currencies currently not available through Coinmama. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions. Compare actual crypto currencies market prices with main World fiat money.</p>
<p>Use the inputs above to set the number of days exponential growth will continue, and the linear rate that growth will stabilize to. Use this calculator to estimate how much you can earn from farming the Chia cryptocurrency on the Chia Network. Input the number of plots that you would like to dedicate, and the calculator will give you an overview of your estimated earnings and suggested hardware. We are a young team of developers and security experts based in the EU. The site was founded in 2017 and its main goal is to provide crypto financial intelligence to miners, investors, and all people that are interested in crypto currencies.</p>
<p>
<h2>Estimated Cost For Plotting And Storing 1014 0 Gib</h2>
</p>
<p>APY, short for annual percentage yield, measures the rate of return when users deposit their funds into different lending and yield farming protocols. APY includes the effects of compounding interest, which can transform low daily or hourly returns into massive amounts over time. Since APY reflects the return on investment over a year, you should only expect to receive the advertised rates if your funds are deposited over that time horizon. Returns may also vary at any moment due to a multitude of factors such as token price and additional token incentives.</p>
<p><a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a></p>
<p>DCA-CC helps you remove emotions from your investing by giving you tools for stressless investing. Patricia decided 5 years ago, to start investing $10 in #Bitcoin every week. Total Cost$1.36kActual price may vary by country and time of purchase. Use the advanced tab to simulate earnings over time with netspace growth taken into account. The EY Blockchain Global newsletter curates the latest developments and the news you need to know. Create a free, personal account on our blockchain platform. Discover how EY insights and services are helping to reframe the future of your industry. A crypto entrepreneur bought an NFT of Jack Dorsey&#8217;s first tweet for nearly $3 million and tried to sell it for $48 million.</p>
<p>
<h2>What To Know Before Staking</h2>
</p>
<p>The length of the staking period also varies from coin to coin. Some coins have a staking period of just a few hours, while others can be staked for up to a year. The currency calculator of Markets Insider is the ideal tool for you. Traded with margin on BitMEX, Binance, Kraken or any other of our supported exchanges? Form 8949, Schedule D. If you are filing in the US, Koinly can generate filled-in IRS tax forms.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="301px" alt="crypto calculator"/></p>
<p>Our detailed reports gives a breakdown of realized capital gains and income. Share this with your accountant or file via your tax software. In crypto, APY is often calculated differently depending on how often the yield is disbursed. For example, rebase tokens such as Olympus, Wonderland, and Klima allow depositors to earn rewards every epoch, usually every 8 hours. This means that your deposited tokens will effectively compound 3 times per day, resulting in a much higher APY than if your tokens were only compounded daily. Open-source calculator for Dollar Cost Averaging and lump sum investing in cryptocurrency. To earn rewards from staking, your coins must be stored in a wallet that is configured to participate in the network’s staking process. It’s important to know how much you can expect to earn from staking before you begin.</p>
<p>
<h2>Do I Have To Pay Tax If I Transfer Crypto From One Wallet To Another?</h2>
</p>
<p>Some projects use a staking mechanism to give users coupons for free coins. This is typically done as a way to reward users for helping to secure the network. When you stake your coins, you are also supporting the network that your digital asset of choice is on. This helps to secure the blockchain by increasing its security, allowing it to grow more quickly and efficiently. When compared to traditional investments, staking can offer much higher returns. For example, if you hold $1,000 worth of a coin and use it to stake its network, you could potentially earn hundreds or thousands more.</p>
<p>
<ul>
<li>The result provided by the currency calculator is displayed in a clearly arranged table.</li>
<li>Directly upload your transaction history via CSV or API integrations.</li>
<li>Staking can sometimes result in users receiving unexpected income like bitcoin mining rewards, block reward bonuses, or even airdrops.</li>
<li>You can convert BTC to USD or XMR to EUR or RUB to EUR or XMR to ETH &#8230;</li>
</ul>
<p>Koinly is packed with tools to help you find problems with your transactions. Every time you transfer funds to an exchange you are leaving a papertrail that tax agencies can catch on to. In the past, exchanges like Coinbase and eToro have handed over data on thousands of users to tax authorities. Yes, CryptoTaxCalculator is designed to generate accountant friendly tax reports. You simply import all your transaction history and export your report. This means you can get your books up to date <a href="https://www.beaxy.com/market/btc/">price of bitcoins in usd</a> yourself, allowing you to save significant time, and reduce the bill charged by your accountant. You can discuss tax scenarios with your accountant, and have them review the report. In most countries you are required to record the value of the cryptocurrency in your local currency at the time of the transaction. This can be extremely time consuming to do by hand, since most exchange records do not have a reference price point, and records between exchanges are not easily compatible.</p>
<p>Add your exchange accounts via API or CSV files and connect your blockchain wallets using public addresses. Discuss Talk about cryptocurrency taxation with the rest of our community. Tax Guides Learn how cryptocurrencies are taxed in your country. Insert how much the coin price was when you invested in &#8220;Initial Coin Price&#8221; field, or select a coin from the &#8220;Select a coin&#8221; dropdown to fetch current cryptocurrency price. CryptoTaxCalculator helps ease the pain of preparing your crypto taxes in a few easy steps. Our platform is trusted by industry leading accountants who value detailed and accurate reports. If you are an accountant please contact us to learn more about our accountant portal and corporate pricing.</p>
<p>Different cryptocurrencies offer different rewards for staking, and the returns vary based on network conditions and other factors. Geometric rewards are a variation of weighted rewards that give a higher percentage of the staking rewards to validators with larger stakes. Staking also makes it much easier to store digital assets without having significant security risks. For example, if you were able to lock your wallet with $100,000 worth of coins, you might not want to leave it on an exchange all the time. Network weight is another factor when it comes to earning staking rewards. Some cryptocurrencies use algorithms that adjust this ‘weight’ regularly, while others do not.</p>
<p>The number of nodes on a blockchain also affects the distribution of rewards. Fewer nodes can mean more rewards for individual users, while larger deployments of nodes could ensure higher security but smaller returns on investment . A crypto stake calculator is an important tool for all traders. By using this tool, you can better understand the amount of risk you are taking on with a particular trade. Additionally, you can use the calculator to help you determine your potential profits. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. The functions that a currency took on were essential to the development of an efficient economy with division of labor. In the beginning, different items were used as currency, including metals, pearls, shells or agricultural products. Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. Generate a full crypto tax report with all your long/short term disposals.</p>
<p>Historical crypto and fiat spot prices to ensure your costs are correct. No more going back and forth between different accounts and wallets. Easily sync your data to Koinly and get a complete picture of all your trading activity. View your total holdings and portfolio growth over time &#8211; across all your wallets and accounts &#8211; along with your tax liabilities. Crypto is taxed in the same way as Gold and real estate.</p>
<p>Tool for a more in-depth calculation of hardware cost and estimated returns. The plot space below is added to the total network space. Add transactions for any alt and crapcoin that ever existed. Whether you are staking on Kraken, lending on Nexo or going long on BitMEX.</p>
<p>When you sell or trade crypto you have to pay tax on the difference between the selling price and the price you bought it for . This is known as a Capital Gains Tax and has to be paid in most countries such as the USA, UK, Canada etc. &#8220;It was easy to sync my accounts, the tax report was in good format and approved by BZSt. Great support.&#8221; Even if you’ve only been in the crypto world for a brief time, you’d already be familiar with the volatility of the crypto market where prices fluctuate almost daily. You can use our software to categorize all of your transactions, and will only need to proceed to payment once you want to view your tax report. We handle all non-exchange activity, such as onchain transactions like Airdrops, Staking, Mining, ICOs, and other DeFi activity. No matter what activity you have done in crypto, we have you covered with our easy to use categorization feature, similar to Expensify. If you used a DEX such as Uniswap, Pancakeswap, or SushiSwap, we have you covered.</p>
<p>EY refers to the global organization, and may refer to one or more, of the member firms of Ernst &#038; Young Global Limited, each of which is a separate legal entity. Ernst &#038; Young Global Limited, a UK company limited by guarantee, does not provide services to clients. For more information about our organization, please visit ey.com. EY helps clients create long-term value for all stakeholders. Enabled by data and technology, our services and solutions provide trust through assurance and help clients transform, grow and operate. You found 8 crypto calculator plugins, code &#038; scripts from $9. The developers and community surrounding a cryptocurrency will play an important role in its long-term success or failure. By doing your research, you can decide whether the currency will have useful features that are likely to be adopted by the community. By the Casper FFG specifications, validators are rewarded for their “age” rather than their “stake”.</p>
<p>You can choose every combination of corventing fiat money or cryptocurrency in the list. If we sum up that all together, today Patricia&#8217;s investment would be worth $13,964.94 of #Bitcoin converted to USD. Basically a simple tool to show you the expected worth of your cryptos &#8211; if you invest now or if you had invested. The information provided on this website does not constitute investment, trading or financial advice. By accessing chiacalculator.com you agree to use any and all information available here at your own risk. Consult your financial advisor before making any investment decisions. Due to increases in hard drive prices and supply shortages, the network growth will need to stagnate at some point.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/calc-bullit-first.webp" width="303px" alt="crypto calculator"/></p>
<p>For best results fill all fields with your hash rate and power consumption. If the yield is generated annually, then the APR and APY should be precisely the same. This calculator breaks down the annual percentage yield across different timeframes for a given principal (in $) and APY percentage to help estimate earnings. Robert started investing 5 years ago, and at that time, Robert invested $10 in #Bitcoin. With the price development over this time period, Robert would have $328.62 worth #Bitcoin today. The insights and services we provide help to create long-term value for clients, people and society, and to build trust in the capital markets. This rewards approach requires that a validator have a certain minimum amount of staked Ether to be eligible for any staking rewards at all. This helps to ensure that small stakeholders are still incentivized, rather than being excluded from receiving any rewards. Staking rewards are calculated in a variety of ways, but all aim to reward those who hold onto their tokens for the long term. The exact calculation depends on the type of staking protocol used.</p>
<p>World currency prices and crypto conversion rates of our Bitcoin calculator are based on the rates obtained via Currency Freaks. The rates displayed represent market exchange rates provided for informational and estimation purposes only. ZenLedger’s Cryptocurrency and Bitcoin calculator converts your crypto investments to fiat currencies by using up-to-date exchange rates, going up to six decimal places. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG. EY is a global leader in assurance, consulting, strategy and transactions, and tax services.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy Exchange Explains Why it Trusts Bitcoin SV in Virtual Meetup  &#8211;  <a href="https://t.co/EBm31zRLu7">https://t.co/EBm31zRLu7</a> <a href="https://twitter.com/hashtag/BusinessTips?src=hash&amp;ref_src=twsrc%5Etfw">#BusinessTips</a></p>
<p>&mdash; Sandra Hinshelwood (@Hinshelwood_S) <a href="https://twitter.com/Hinshelwood_S/status/1500670073534570501?ref_src=twsrc%5Etfw">March 7, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>The general rule of thumb is that the higher the number of compounding periods, the higher the APY. Sometimes, a protocol may display the APR, or annual percentage rate, instead of APY. The critical difference is that it can be regarded as simple interest, where the effects of compounding are not included. Both protocols could have the same APR, but the APY can vary wildly based on how often new tokens are continuously added to your initial deposit. To maximize your rewards from staking, you will need to be prepared to store your coins for an extended period. In some cases, you may need to keep them in your wallet for months or even years to earn significant rewards. Unlocking your wallet for staking means sending it a command to tell it to start using all of its computing power to generate PoS blocks.</p>
<p>After enough PoS blocks have been generated, you will be rewarded with some of that block’s coins. Discounted rewards are based on a combination of proportional and fixed rewards, but they have the effect of favoring small stakeholders over larger ones. To use discounted rewards, validators are given a reward that is a percentage of their stake, but this percentage decreases as the size of their stake increases. For example, if you own 1% of all stackable Bitcoins, then you will earn about 0.5% of Bitcoin’s block reward every time you stake your coins. A week after rolling out crypto wallets to 2 million users, Robinhood listed shiba inu coin and a handful of other altcoins on Tuesday. As long as you own both wallets there&#8217;s no tax to pay on transfers. However, you still have to keep track of the original cost of the transferred coins and have sufficient proof of it. No more wasting hours downloading CSV files, formatting data, figuring out market prices, getting the tax calculations right etc. Help Center Learn how to set up, configure and use Koinly to generate your taxes and track your portfolio.</p>
<p>When trading cryptocurrencies, it is important to always be aware of your stakes. By using the calculator, you can determine how much of your portfolio you are risking on a particular trade. This is important because it can help you to avoid risking too much money on any one trade. Today, almost every country has its own currency, with the exception of countries with a common currency or countries that have adopted a foreign currency . Thus, there are worldwide more than 160 official currencies that can be traded on the currency market at constantly changing exchange rates. On the currency market, there is a larger trade volume than on the credit or the stock market. For decades, the most important base currencies of the world have been the U.S. dollar, the euro, the British pound and the Japanese yen. Say goodbye to absurd gains and inaccurate tax reports.</p>
<p>ZenLedger is the leading software focused on cryptocurrency tax management and accounting. Users can easily manage their crypto portfolio and generate their required tax forms. Just reach out to or via the in-app chat support feature and we will get you sorted. You just need to import your transaction history and we will help you categorize your transactions and calculate realized profit and income. You can then generate the appropriate reports to send to your accountant and keep detailed records handy for audit purposes. Check an application overview of many crypto currencies with price in Bitcoin and their conversions to main World money. You can also watch last prices of Bitcoin and other altcoins in the list.</p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/calculate-your-crypto-taxes-with-ease/">Calculate Your Crypto Taxes With Ease</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/calculate-your-crypto-taxes-with-ease/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bitcoin Price, Btc Chart, And Market Cap</title>
		<link>http://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap-2/</link>
		<comments>http://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap-2/#comments</comments>
		<pubDate>Tue, 19 Apr 2022 07:34:09 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=1396</guid>
		<description><![CDATA[<p>The process is largely the same as setting up a typical brokerage account. The cryptocurrency can serve as currency for any transaction where the business can accept it. The U.S. dollar continues to be El Salvador&#8217;s primary currency. Lack of adoption and loads of volatility mean that cryptocurrencies satisfy none...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap-2/#more-1396">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap-2/">Bitcoin Price, Btc Chart, And Market Cap</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>The process is largely the same as setting up a typical brokerage account. The cryptocurrency can serve as currency for any transaction where the business can accept it. The U.S. dollar continues to be El Salvador&#8217;s primary currency. Lack of adoption and loads of volatility mean that cryptocurrencies satisfy none of those criteria. &#8220;Fear and excitement in El Salvador as Bitcoin becomes legal tender&#8221;. More than 68% of those questioned said they disagreed with using cryptocurrency as a legal tender.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<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>How Long Does It Take to Mine One Bitcoin? In general, it takes about 10 minutes to mine one bitcoin. However, this assumes an ideal hardware and software setup which few users can afford. A more reasonable estimate for most users who have large setups is 30 days to mine a single bitcoin.</p>
</div></div>
</div>
<p>Bitcoin&#8217;s price was affected even though other cryptocurrencies were stolen at Coinrail and Bancor as investors worried about the security of cryptocurrency exchanges. In September 2019 the Intercontinental Exchange began trading of bitcoin futures on its exchange called Bakkt. Bakkt also announced that it would launch options on bitcoin in December 2019. In December 2019, YouTube removed bitcoin and cryptocurrency videos, but later restored the content after judging they had &#8220;made the wrong call.&#8221; These can be software applications, or physical hardware wallets. In each case, the wallets are cryptographically secured, and to send ‘bitcoins’ or ‘BTC,’ users need to have access to a passphrase called a ‘private key’. After creating an account, users can post requests to buy or sell bitcoin, including information about payment methods and prices. Users then browse through listings of buy and sell offers, choosing the trading partners with whom they wish to transact. Iran announced pending regulations that would require bitcoin miners in Iran to sell bitcoin to the Central Bank of Iran, and the central bank would use it for imports. Iran, as of October 2020, had issued over 1,000 bitcoin mining licenses.<br />
That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms.</p>
<h2>Bitcoin Price History</h2>
<p>You can purchase bitcoins on a cryptocurrency exchange, or by buying BTC directly from another investor. While one can often track the movement of stolen funds on the blockchain, it’s impossible to reverse the transaction, making Bitcoin holdings a popular target for cybercriminals. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. Not only do they have technical differences, they also offer two completely different <a href="https://www.beaxy.com/market/btc/">bitcoin converter</a> value propositions for investors, which could be the deciding factor for you. Many investors see Bitcoin as a store of value, like gold, that can be used as a guard against inflation. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether. The live price of BTC is $ 41,347.22 per (BTC / USD) today with a current market cap of $ 786.27B USD.</p>
<p>Bitcoin had been stuck below $40,000 until it jumped 10% to above $42,000 following President Joe Biden’s March 9 signing of a sweeping executive order on cryptocurrency. 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 to realize a profit. It represents how much crypto is bought and sold over a period of time, typically 24 hours.</p>
<h2>Bitcoin Btcusd</h2>
<p>Investors 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. 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. 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 investors to be curious about how high it can ultimately go. Due to its pioneer status, a lot of investors view it as the crypto market’s reserve so other coins depend on its value to remain high. Because Bitcoin is decentralized, it is not subjected to inflation or any monetary policies created by any central banks or government. 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.</p>
<p>The value of Bitcoin is derived from its adoption as a store of value and payment system, as well as its finite supply and decreasing inflation. Investing in Bitcoin can seem complicated, but it is much easier when you break it down into steps. Investing or trading Bitcoin only requires an account at a service or an exchange, although further safe storage practices are recommended. &#8220;Ukraine government raises over $10 million in cryptocurrency donations&#8221;.</p>
<p>Individuals can insert cash into a machine and use it to purchase bitcoin that is then transferred to online wallets for users. Bitcoin ATMs have become increasingly popular in recent years—even retail giant Walmart Inc. is testing a pilot program that will offer its customers the option of purchasing bitcoin. You can also buy bitcoin through payment processor PayPal Holdings, Inc. . The first and most convenient method is to purchase cryptocurrencies using your PayPal account that is connected to a payment mechanism, such as a debit card or bank account. The second option is to use the balance of your PayPal account to purchase cryptocurrencies from a third-party provider.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Odd, since RH is OK in other states often banned.</p>
<p>BTW, Nevada is not on the banned list at Beaxy<a href="https://t.co/ArV6t5Pmg6">https://t.co/ArV6t5Pmg6</a></p>
<p>&mdash; Ace of Gears (@AceofGears) <a href="https://twitter.com/AceofGears/status/1495517792610791429?ref_src=twsrc%5Etfw">February 20, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>For example, American Express and Chase both count purchases of cryptocurrencies as cash advance transactions. Thus, if you purchase $100 worth of bitcoin using an American Express card, you will pay $10 plus an annual percentage fee of 25%. What&#8217;s more, the credit card company also limits you to $1,000 worth of bitcoin purchases per month. The software validates the entire blockchain, which includes all bitcoin transactions ever. This distributed ledger which has reached more than 235 gigabytes in size as of Jan 2019, must be downloaded or synchronized before full participation of the client may occur. Although the complete blockchain is not needed all at once since it is possible to run in pruning mode. A command line-based daemon with a JSON-RPC interface, bitcoind, is bundled with Bitcoin Core. It also provides access to testnet, a global testing environment that imitates the bitcoin main network using an alternative blockchain where valueless &#8220;test bitcoins&#8221; are used. Regtest or Regression Test Mode creates a private blockchain which is used as a local testing environment. Finally, bitcoin-cli, a simple program which allows users to send RPC commands to bitcoind, is also included.</p>
<h2>Andreessen Faces Opposition On Meta&#8217;s Board, Blackstone Bets On Student Housing, Blockchain Com Eyes Ipo</h2>
<p>If you recall Bitcoin was worth nearly $20,000 in 16th December 2017. But in 17th December 2018, the price of Bitcoin was at its low of about $3,200. Bitcoin is a highly volatile asset class and requires a high risk appetite. The price of bitcoin started off as zero and made its way to the market price you see today. It appears that the market is placing value for the following reasons. The IRS considers cryptocurrency holdings to be “property” for tax purposes, which means your virtual currency is taxed in the same way as any other assets you own, like stocks or gold. The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="btc price to usd"/><br />
Okcoin announced its new NFT marketplace on Tuesday, which features no royalty cap for creators and is backed by Randi Zuckerberg. An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol. After three years, however, the foundation eventually ran out of cash and was dissolved. 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. Bitcoin’s price is renowned for being highly volatile, but despite that, it has become the top performing asset of any class over the past decade – climbing a staggering 9,000,000% between 2010 and 2020.</p>
<h2>Do You Pay Taxes On Bitcoin?</h2>
<p>These wallets can also be referred to as offline wallets or hardware wallets. As mentioned previously, exchange wallets are custodial accounts provided by the exchange. The user of this wallet type is not the holder of the private key to the cryptocurrency that is held in this wallet. If an event were to occur wherein the exchange is hacked or your account becomes compromised, you would lose your funds. The phrase &#8220;not your key, not your coin&#8221; is heavily repeated within cryptocurrency forums and communities. These wallets are best for small amounts of cryptocurrency or cryptocurrency that you are actively trading on an exchange. Conventional financial wisdom would say to hold only spending money in a checking account while the bulk of your money is in savings accounts or other investment accounts. Hot wallets encompass mobile, desktop, web, and exchange account custody wallets. Hot wallets are wallets that run on Internet-connected devices such as computers, phones, or tablets.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="btc price to usd"/><br />
In order to determine for yourself if it is a good investment, it is important to understand the risk and only invest amount that you are comfortable losing. When transacting coins, you would typically be doing it on your personal computer. Since your personal computer is connected to the internet, it has the potential to be infected by malware or spywares which could compromise your funds. © 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved. 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. Learn all about finances in next to no time with our weekly newsletter. Bitcoin’s rise in value and popularity has been steady, if not without its ups and downs. But there are no guarantees when it comes to investing in crypto.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px" alt="btc price to usd"/><br />
In general, however, it is not a good idea to purchase bitcoin with credit cards. The private key can be printed as a series of letters and numbers, a seed phrase, or a 2D barcode. Usually, the public key or bitcoin address is also printed, so that a holder of a paper wallet can check or add funds without exposing the private key to a device. The company&#8217;s goal is to fund 100 bitcoin businesses within 2–3 years with $10,000 to $20,000 for a 6% stake. According to a 2015 study by Paolo Tasca, bitcoin startups raised almost $1 billion in three years (Q – Q1 2015). In 2012, bitcoin prices started at $5.27, growing to $13.30 for the year. By 9 January the price had risen to $7.38, but then crashed by 49% to $3.80 over the next 16 days. The price then rose to $16.41 on 17 August, but fell by 57% to $7.10 over the next three days.<br />
The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto investors will have to continue dealing with. 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. 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 SegWit Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand.</p>
<ul>
<li>Usually, the public key or bitcoin address is also printed, so that a holder of a paper wallet can check or add funds without exposing the private key to a device.</li>
<li>Bitcoin and Ethereum are the two largest cryptocurrencies by market cap and exchange volume, but they’re very different when you look past the popularity they share.</li>
<li>In general, the higher the value of the market cap the safer the investment.</li>
<li>BTC has also gained a significant amount of mainstream attention over time, likely due to public support from celebrities such as Elon Musk and adoption from companies such as PayPal.</li>
</ul>
<p>Cryptocurrency exchanges are a dime a dozen, but there are only a few we think make sense for crypto investors. The volatile, speculative nature of cryptocurrency investing presents risks for investors no matter how and where you buy it. Exchange fees can vary greatly, and may be applied as a flat fee upfront or as a percentage of your trades. Fees can be based on price volatility, and many are charged per transaction. While fees should definitely be a consideration, experts say you also get what you pay for, especially when sticking to the bigger, more established exchanges like Coinbase. If an exchange has more protections, better security, or other features that are important to you, it may be worth slightly higher fees. 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 with an exchange, make sure you choose an exchange that uses offline, cold storage, and has strong protections against theft.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a><br />
The Bitcoin network is essentially a ledger containing a record of all Bitcoin transactions made since 2009, the network launch. There are thousands of nodes, which anyone can operate anonymously. Nobody owns or controls the Bitcoin network, and updates to the software are accepted by community consensus. Bitcoin’s USD price changes constantly, as the asset trades on the market 24/7 without holidays. The current Bitcoin price can be seen at the top of the page via the live Bitcoin price. Bitcoin and Ethereum prices struggle to move past resistance as the crypto market downturn forces $160 million in liquidations. 95% of the liquidations are in long positions in Bitcoin and Ethereum.<br />
In general, the higher the value of the market cap the safer the investment. Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency with the number of coins in circulation. The amount of tokens or coins circulating can be viewed as an indicator of a coin’s demand. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied. The word ‘crypto’ in ‘cryptocurrency’ comes from the word ‘cryptography’, a technique that allows for secure communication, meaning that it is impossible to counterfeit bitcoin, unlike <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> fiat. In fact, Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. 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 order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction.</p>
<p>In the latter half of 2012 and during the 2012–13 Cypriot financial crisis, the bitcoin price began to rise, reaching a high of US$266 on 10 April 2013, before crashing to around US$50. On 29 November 2013, the cost of one bitcoin rose to a peak of US$1,242. In 2014, the price fell sharply, and as of April remained depressed at little more than half 2013 prices. In April, exchanges BitInstant and Mt. Gox experienced processing delays due to insufficient capacity resulting in the bitcoin price dropping from $266 to $76 before returning to $160 within six hours. The bitcoin price rose to $259 on 10 April, but then crashed by 83% to $45 over the next three days. As of 2013 just six mining pools controlled 75% of overall bitcoin hashing power. In 2014 mining pool Ghash.io obtained 51% hashing power which raised significant controversies about the safety of the network. The pool has voluntarily capped their hashing power at 39.99% and requested other pools to act responsibly for the benefit of the whole network. Around the year 2017, over 70% of the hashing power and 90% of transactions were operating from China.<br />
Whoever successfully unlocks the next block is rewarded with 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. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. Coinbase Commerce allows merchants to accept multiple cryptocurrency payments from global customers. Therefore, cash from a large sale may not be immediately available to the trader.<br />
He is a CFA charterholder as well as holding FINRA Series 7, 55 &#038; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem. &#8220;Bitcoin investors are bracing for a key technical event — here&#8217;s what you need to know&#8221;. &#8220;Cryptocurrency mining operation launched by Iron Bridge Resources&#8221;. Liquidity is estimated by a 365-day running sum of transaction outputs in USD. Relative mining difficulty is defined as the ratio of the difficulty target on 9 January 2009 to the current difficulty target. The MIT Digital Currency Initiative funds some of the development of Bitcoin Core. The project also maintains the cryptography library libsecp256k1.</p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap-2/">Bitcoin Price, Btc Chart, And Market Cap</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/bitcoin-price-btc-chart-and-market-cap-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Which One Of The Following Is An Example Of Commodity Money?</title>
		<link>http://onlinenursingdegreenow.net/which-one-of-the-following-is-an-example-of/</link>
		<comments>http://onlinenursingdegreenow.net/which-one-of-the-following-is-an-example-of/#comments</comments>
		<pubDate>Thu, 14 Apr 2022 13:17:39 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=828</guid>
		<description><![CDATA[<p>Content What Is Money? Definition of Commodity Money: It can be converted to money only by selling it, a time-consuming and costly process. Consider a $20 bill that you accidentally left in a coat pocket a year ago. Value has, in effect, been “stored” in that little piece of paper....
<p><a class="more-link" href="http://onlinenursingdegreenow.net/which-one-of-the-following-is-an-example-of/#more-828">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/which-one-of-the-following-is-an-example-of/">Which One Of The Following Is An Example Of Commodity Money?</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</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">What Is Money?</a></li>
<li><a href="#toc-1">Definition of Commodity Money:</a></li>
</ul>
</div>
<p>It can be converted to money only by selling it, a time-consuming and costly process. Consider a $20 bill that you accidentally left in a coat pocket a year ago. Value has, in effect, been “stored” in that little piece of paper. We can understand the significance of a medium of exchange by <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> considering its absence. She teaches economics at Harvard and serves as a subject-matter expert for media outlets including Reuters, BBC, and Slate. The National Commodity and Derivatives Exchange is one of the top commodity exchanges in India based on value and the number of contracts.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/coinstats-350x245.png" width="301px" alt="what is an example of commodity money?"/><br />
As mentioned earlier, the rise of fiat currencies came about as countries attempted to smooth out the business cycles  and avoid the busts of credit cycles. Fiat currencies rose to prominence in the early 20th century as governments sought to insulate our economies from the booms and busts of the economic cycles. Allowing the central banks to control the printing of money allowed countries to avoid society crushing depressions like those experienced in the early 1920s, or so the theory believes. Due to the inherently risky nature of fractional reserve banking, an issuer of credit money is much more likely to default than the issuer of representative money. Like representative and fiat monies, credit money is relatively easy to counterfeit . The biggest problem with cryptocurrencies is that they do not solve an exigent problem. Most people are satisfied with fiat currencies and while financial transactions can be tracked, most people who are not criminals will not worry so much about that. This is one reason why organizations are required to report any cash transactions in excess of $10,000 in the United States to the IRS.</p>
<h2 id="toc-0">What Is Money?</h2>
<p>While anarchists may laud that, modern civilization cannot exist without government. Cigarettes may be used as a form of commodity money in some circumstances. Something that serves as commodity money only has to have value in itself, rather than being of use to the bearer. For example, there is little most people can actually do with a gold coin and, if someone is a smoker, a cigarette is of more practical use. The gold coin has a much higher value, though, as a jeweler or goldsmith would be able to make use of it to produce an expensive object. Most early money systems were based upon a commodity, or valuable good. A commodity money system is based upon goods that would have value even if they were not being used as money.</p>
<p>The currency itself must also be durable; otherwise it would eventually lose its value as money as it decays or disintegrates, and, thus, people would not keep it. Easy access to large, almost unlimited, numbers of people has turned us into commodities. For all but the superstars among us, it has, per the definition, rendered humans widely available and interchangeable. Which of the following are money in the United States today and which are not? Currency itself is perfectly liquid; you can always change two $5 bills for a $10 bill. Checkable deposits are almost perfectly liquid; you can easily cash a check or visit an ATM.</p>
<h2 id="toc-1">Definition of Commodity Money:</h2>
<p>In the past, any commodity that did not comply with these standards was not accepted as commodity money. Therefore, commodity money is money that has its worth or intrinsic value. Unlike fiat money, the value of commodity money is not determined by a government decree. It is not like bitcoin and other cryptocurrencies, the values of which are influenced by the transactions in a ledger. Major examples of fiat money are currencies and they are Indian rupees, US dollar, British pound, etc. On the other hand, major examples of commodity money are things like gold, silver, copper, tea, etc. And we know that things like gold, silver, copper, etc are extracted from the earth, and after polishing it to a finished product it is sold in the market. But, here comes the major limitation of commodity money and that is they are not easily accepted or accessible everywhere. There are some specific places where we can find commodity money for selling and purchasing. The government does not issue the commodity money, but it is one of the wealth of the country’s economy.<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="304px" alt="what is an example of commodity money?"/><br />
These traders make or take delivery of the actual commodity when the futures contract expires. The quality of a given commodity may differ slightly, but it is essentially uniform across producers. When they are traded on an exchange, commodities must also meet specified minimum standards, also known as a basis grade. Hyperinflation describes rapid and out-of-control price increases in an economy. In this article, we explore the causes and impact of hyperinflation. Money is a medium of exchange that can be used to facilitate transactions for goods and services. Investopedia requires writers to use primary sources to support their work.</p>
<p>Gold coins were valuable because they could be used in exchange for other goods or services, but also because the gold itself was valued and had other uses. It was found inconvenient as well as dangerous to carry gold and silver coins from place to place. So, invention of paper money marked a very important stage in the development of money. Paper money is regulated and controlled by Central bank of the country . At present, a very large part of money consists mainly of currency notes or paper money issued by the central bank. A fiat currency is a national currency that is not pegged to the price of a commodity such as gold or silver. The value of fiat money is largely based on the public’s faith in the currency’s issuer, which is normally that country’s government or central bank. Inflation results when the supply of money increases faster than the economy expands, which results in higher prices. Sometimes, governments increase the money supply as an easy way to solve fiscal problems, but too much inflation can destroy the value of money.</p>
<p>Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">eth price calc</a> here. With progress of human civilization, commodity money changed into metallic money. Metals like gold, silver, copper, etc. were used as they could be easily handled and their quantity can be easily ascertained. It was the main form of money throughout the major portion of recorded history. Some advantages of fiat money are like it only uses the paper as the only natural resource for manufacturing the notes, it is stable, its supply is unlimited by the government, etc. On the other hand, some advantages of commodity money are like the raw form of the commodity can be redesigned into commodity money, the government never controls the commodity money, etc. The United States Dollar , the Euro and most other major currencies are fiat monies. The main alternative to fiat currencies is commodity money, which is backed by a tangible asset. The USD, for example, was previously backed by a specific amount of gold, and people could convert one into the other.</p>
<h2 id="toc-3">What is fiat money? Definition and examples</h2>
<p>The process is cumulative, with the most marketable commodities becoming enormously more marketable and with this increase spurring their use as media of exchange. Adding to this, there is greater opportunity for bubbles with fiat currency – an economic cycle in which there is a rapid increase in price before an equally rapid decline in price. On the other hand, the government does not issue the commodity money and the value of the money. The U.S. dollar is the most widely used currency in international trade, even in trade between countries other than the United States. It is the unit in which countries often express their exchange rate. Countries maintain their “official” exchange rates by buying and selling U.S. dollars and hold dollars as their primary reserve currency. American colonies,  France, and the Continental Congress started issuing bills of credit that were used to make payments. The provincial governments issued notes that the holders would use to pay taxes to the authorities. The issuing of too many bills of credit generated some controversy due to the dangers of inflation.</p>
<ul>
<li>This kind of money was first used during ancient days when trade, exchange, and economic activity, in general, were not very advanced compared to today.</li>
<li>Slower Growth – fiat monies promote faster economic growth, and because of the nature of the ability to manipulate quicker, they can provide liquidity to stimulate faster economic growth.</li>
<li>Money is a commodity accepted by general consent as a medium of economic exchange.</li>
</ul>
<p>However, we will discuss these modern alternatives and the technologies that underpin them in future articles of this series. For now, stay tuned and check our newsletter for any and all content updates. As societies grew, trading increased, and the number of goods rose, the supply of any given type of commodity money could not keep up with the demand. Consider for example a society that accepts tea leaves as its most common form of money. For people to trade efficiently, they would all need to have a certain amount of tea leaves, and the more trade increases, the more tea leaves they would need. Unfortunately, the supply of tea leaves is limited by many factors such as seasons, the number of plantations, and the consumption of tea itself. The increased prevalence of bubbles is because fiat currencies have a virtually unlimited supply, which means that quantitative easing is an option for governments. While possibly providing stimulus to an economy, quantitative easing can also cause greater inflation rates.</p>
<h2 id="toc-4">Module 12: Money and Banking</h2>
<p>Eventually, Europeans began traveling and accessing west Africa more frequently, noticed this usage of trade beads, and exploited them. Europeans had glass-making technology, and could produce beautiful beads with modest effort. So, they could trade tons of these beads for commodities and other goods . These were pastoral societies, often on the move, and the ability to wear your money in the form of strands of beautiful beads was useful. These beads maintained a high stock-to-flow ratio because they were kept and traded as money, while being hard to produce with their level of technology. Rai stones were a notable form of money while they lasted because they had no utility. In essence, it was one of the earliest versions of a public ledger, since the stones didn’t move and only oral records dictated who owned them. In that sense, rai stones were a ledger system, not that different than our current monetary system. The ledger keeps track of who owns what, and this particular ledger happened to be orally distributed, which of course can only work in a small geography.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>Want to Boost the Value of Your Home? Plant a Tree — Right Now &#8211; Money Talks News</h3>
<p>Want to Boost the Value of Your Home? Plant a Tree — Right Now.</p>
<p>Posted: Mon, 25 Jul 2022 13:20:52 GMT [<a href='https://www.moneytalksnews.com/want-to-boost-the-value-of-your-home-plant-a-tree-right-now/' rel="nofollow">source</a>]</p>
</div>
<p>The stronger the economy, the stronger its money will be perceived and vice versa. However, people&#8217;s perceptions must be supported by an economy that can produce the products and services that people want. Under a fiat monetary system, the governments are in a position to attain monopoly over money and by using their monopolistic control over money; they can inflate until the money is completely worthless. With commodity money, the value of commodity money is determined by the production of commodities. The monetary system has always been central to the economy of any country. It consists of a set of mechanisms used by governments to provide money to the consumers and to control the exchange of money and its supply, especially by adjusting the rates of interest in the market. Generally, the value of commodities is less volatile, but there is always the risk that they may lose value. For example, gold is a valuable commodity, but the price of gold can decrease or increase with time. If our current fiat system fails, what replaces it will more likely be a new representative money rather than a strict commodity money. Any CBDC will likely fail with the failure of fiat money, unless it is backed by a valuable commodity.<br />
<a href="https://www.beaxy.com/"><img src='https://www.beaxy.com/wp-content/uploads/cryptowisser-350x245.png' rel="PrettyPhoto[828]" alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'/></a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/which-one-of-the-following-is-an-example-of/">Which One Of The Following Is An Example Of Commodity Money?</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/which-one-of-the-following-is-an-example-of/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Find The Best Usd To Eth Exchange Rate For Nov 22, 2021</title>
		<link>http://onlinenursingdegreenow.net/find-the-best-usd-to-eth-exchange-rate-for-nov-22/</link>
		<comments>http://onlinenursingdegreenow.net/find-the-best-usd-to-eth-exchange-rate-for-nov-22/#comments</comments>
		<pubDate>Thu, 14 Apr 2022 08:57:19 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=1400</guid>
		<description><![CDATA[<p>Content Currency Table Usd Ethereum Price Use your USD, EUR or RUB to buy and sell cryptocurrency at competitive exchange rates and with high maximums for verified accounts. The Ethereum ecosystem consists of a network of developers, entrepreneurs and investors who support the platform and of Ether , the native currency...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/find-the-best-usd-to-eth-exchange-rate-for-nov-22/#more-1400">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/find-the-best-usd-to-eth-exchange-rate-for-nov-22/">Find The Best Usd To Eth Exchange Rate For Nov 22, 2021</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</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">Currency Table Usd</a></li>
<li><a href="#toc-1">Ethereum Price</a></li>
</ul>
</div>
<p>Use your USD, EUR or RUB to buy and sell cryptocurrency at competitive exchange rates and with high maximums for verified accounts. The Ethereum ecosystem consists of a network of developers, entrepreneurs and investors who support the platform and of Ether , the native currency of the platform. Ether is the second-biggest cryptocurrency based on market capitalization, surpassed only by Bitcoin. The purpose of Ether is to act both as a cryptocurrency and as a fuel to support the Ethereum network — for example, through fees. Ethereum, is a decentralized platform that allows for the running of applications without any downtime, fraud, censorship of third-party interference. Ethereum uses blockchain technology to allow network users to send and receive payments. A simple explanation for how the network operates is that it uses a massive amount of nodes that are all connected. Any transactions that take place on the network are automatically recorded and distributed on an open ledger. It is difficult to predict how many ETH will be around in 5 or 10 years’ time.</p>
<div style='border: grey dashed 1px;padding: 11px;'>
<h3>Bitcoin, Ethereum, Crypto News and Price Data &#8211; Coindesk</h3>
<p>Bitcoin, Ethereum, Crypto News and Price Data.</p>
<p>Posted: Mon, 22 Nov 2021 22:45:16 GMT [<a href='https://www.coindesk.com/podcasts/the-breakdown-with-nlw/what-billions-of-dollars-in-crypto-fundraising-says-about-the-bull-market/' rel="nofollow">source</a>]</p>
</div>
<p>You can follow him on Twitter @TheRealBucci to read his “clever insights on the crypto industry.” His words, not ours. The Kraken fees are also calculated by your 30-day trading volume and maker/taker status. These fees are typically between 0.00% and 0.26%. After you’ve traded your Ethereum for USD, you can then withdraw it to your bank account with no additional fees. You can sell your Ethereum just as you would trade any other cryptocurrency by placing an order or taking an order off the books. To sell Ethereum through Gemini, you first need to create a profile and attach a bank account. First, create a Coinbase account and enter your bank account information.<br />
In last week’s piece, we examined ongoing adoption in the Ethereum network. This week, we’ll take a look at how that adoption has paid off with the growth now seen in DeFi prices as well as Ethereum network users. Internationally, Ether&#8217;s performance is usually monitored using the ETH/USD trading pair. Dollars are the flagship currency for buying and selling this digital asset.<br />
ETC views PoW as core to decentralized governance. PoW only rewards miners who put in the work. By contrast, PoS reaches consensus by paying participants who already control large chunks of the network. This smacks of corporations, which are centrally managed and pay dividends according to the number of shares each investor holds.<br />
The tool will calculate the exact price in US dollars using the latest exchange prices. Sell Ether at the best price and with the lowest fees, convert ETH in USD in one click and withdraw funds on your bank account. The Ethereum protocol officially launched in 2015 and quickly rose to become the world’s second-largest cryptocurrency by market value behind bitcoin. 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. The Beacon chain will act as the main coordinator between these shards, randomly assigning validators to each. These contracts then have to be converted from high-level languages to low-level languages . That’s because a computer environment called the “Ethereum Virtual Machine,” or EVM, is where all smart contracts are deployed and executed.</p>
<h2 id="toc-0">Currency Table Usd</h2>
<p>CoinMarketCap is here for you, and with our history of cryptocurrency data aggregation, we know the markets like the back of our hand. NewsBTC is a cryptocurrency news service that covers bitcoin news today, technical analysis &#038; forecasts for bitcoin price and other altcoins. Here at NewsBTC, we are dedicated to enlightening everyone about bitcoin and other cryptocurrencies. The network has since created additional standards such as ERC-721 and ERC-1155.<br />
This dramatic volatility attracted global attention with the mainstream media running near-daily reports on the price of Ether. The publicity generated has been a major boon for the ecosystem, attracting thousands of new developers and business ventures alike. In 2018 the amount raised through Ethereum-enabled ICOs reached almost $8bn, increasing from just $90m in 2016. Last week, we discussed ongoing adoption in the Ethereum network. This week, we’ll take a look at the challenges that lie ahead for Ethereum amid negative sentiment around China’s trading and mining crackdown. In our recent site overhaul, we have included a wealth of information that we don&#8217;t want to keep to ourselves. Enjoy our new information vault Alexandria and learn all there is to know about cryptocurrencies — from basics to tech deep dives. 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. The remaining amount has been issued in the form of block rewards to the miners on the Ethereum network. The original reward in 2015 was 5 ETH per block, which later went down to 3 ETH in late 2017 and then to 2 ETH in early 2019.<br />
<a href="https://www.beaxy.com/market/eth/"><img src='data:image/jpeg;base64,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' alt='Ethereum to Dollar' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a><br />
To sell your Ethereum on Kraken, you once again need to create an account and connect to your bank. You additionally need to get Tier 1 verification by entering your full name, date of birth, country of residence, and phone number. Gemini is another exchange you can use to sell your Ethereum for USD. The platform is slightly more complicated than Coinbase and is only on the web. Coinbase is the simplest platform to sell Ethereum on. They have web and mobile interfaces that you can use to sell, but I’m only going to cover the web platform here. The steps to sell on the mobile app are almost identical. The easiest and cheapest way to sell Ethereum is by using an exchange with an ETH/USD pairing. In this brief article, I’ll walk you through the selling process on three of the most popular exchanges used to sell Ethereum.</p>
<h2 id="toc-1">Ethereum Price</h2>
<p>It may take as many as 3 to 5 days for the cash to show up in your bank account, depending on the time of day and day of the week when you make your withdrawal. If you withdraw on Friday night, for example, your money may not hit your bank account until Tuesday or Wednesday of the next week. You may be able to link a PayPal account rather than a bank account. 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. Link a bank account to receive your funds.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Here is where Gwei comes to play. Gwei means Giga Wei and it&#8217;s one of the denominations of Ethereum. You can think of Wei as a Satoshi to a Bitcoin or a penny to a dollar. </p>
<p>For example, 1 Gwei is 0.000000001 ETH.</p>
<p>Find the full denomination table in the image below.</p>
<p>8/14 <a href="https://t.co/2zTDpnXp5B">pic.twitter.com/2zTDpnXp5B</a></p>
<p>&mdash; Andrew Savetchuk <img src="http://s.w.org/images/core/emoji/72x72/1f341.png" alt="🍁" class="wp-smiley" style="height: 1em; max-height: 1em;" /> (@AndrewSavetchuk) <a href="https://twitter.com/AndrewSavetchuk/status/1460383097476849671?ref_src=twsrc%5Etfw">November 15, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>The next major move could be above the $1200 level in the near term. Later, a short-term correction was initiated and the price traded below the 23.6% Fib retracement level of the last wave from the $1060 low to $1176 high. The most important support on the downside is around the $1100 level. The broken resistance at $1100 may now act as a support and it could prevent declines. It also coincides with the 50% Fib retracement level of the last wave from the $1060 low to $1176 high. Therefore, the $1100 level is a decent support if the pair corrects further lower from the current levels. Ethereum price is surging higher against the US Dollar and Bitcoin.</p>
<h2 id="toc-2">Gold Price News</h2>
<p>Many ETH holders transact through centralized exchanges. Others feel more comfortable operating in decentralized, peer-to-peer settings. Generally, there are two classes of people who have ETH to sell, HODLers and active traders. Ethereum is open-source, public, and highly programmable. Anyone can use or modify its software to build upon the computing platform and operating system. The platform gives developers the opportunity to build their own digital assets on the Ethereum infrastructure without having to create their own blockchain.<br />
Speculations abound for how high Ethereum’s price will get in the future. The two most promising solutions are Proof-of-Stake and sharding. PoS is a modern consensus mechanism that is more efficient than Proof-of-Work, the mechanism on which the network currently relies. Sharding refers to a division of labor among nodes that relieves them of the burden to carry complete copies of the blockchain.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px%" alt="Ethereum to Dollar"/><br />
While compensation arrangements may affect the order, position or placement of product information, it doesn&#8217;t influence our assessment of those products. Please don&#8217;t interpret the order in which products appear on our Site as any endorsement or recommendation from us. Finder.com compares a wide range of products, providers and services but we don&#8217;t provide information on all available products, providers or services. Please appreciate that there may be other options available to you than the products, providers or services covered by our service. New users get 5 USD worth of SHIB when they activate crypto trading and make a trade before October 20, 2021. Founded in 2013, CoinMama lets you buy and sell popular cryptos with a range of payment options and quick delivery. Read more about <a href="https://www.beaxy.com/market/eth/">Ethereum to Dollar</a> here. A feature-rich exchange with over 700 tokens including derivatives, yield farming and lending products. The creation of smart contracts on Ethereum’s platform also allows for inclusive virtual escrow systems.</p>
<h2 id="toc-3">Want To Jump Into Crypto Investing? Ask Yourself These 3 Questions First</h2>
<p>This has given rise to hundreds of Ethereum blockchain based tokens . In 2017, at the height of crypto-mania Ethereum was leading blockchain platform for Initial Coin Offering projects, with over 50% market share. Ethereum is a public blockchain platform that allows developers to build and deploy decentralized applications. Ethereum runs smart contracts, which allow a higher level of protection from downtime, censorship, fraud or third party interference. Bridge Wallet is the non-custodial app to help you manage your cryptoassets from your phone, invest with the best exchange rates and withdraw your funds back on your bank account. Quickly and easily calculate foreign exchange rates with this free currency converter.</p>
<p>Central Exchanges Observe Inflow Of 200k ETH As pointed out by a CryptoQuant&#8230; Live educational sessions using site features to explore today&#8217;s markets. Ethereum started with a supply of 72 million ETH to power the network. Since then, mining has increased circulation by 10% annually, pushing the total number of tokens north of 100 million. The upcoming switch to Proof-of-Stake is expected to curb inflation to a more modest rate of 2% per year. For those who balk at government oversight, ETH can be purchased peer-to-peer on a decentralized exchange or even in-person. Smart contracts automatically execute when certain conditions are met. For example, cryptocurrency could be released to a player once they beat the dealer in virtual blackjack or advance to a particular level in an online game. Smart contracts can be programmed to handle real-world situations, too.</p>
<p>Maximum price $10745, minimum price $8394. Ethereum price forecast at the end of the month $9026, change for April -16.0%. Maximum price $12792, minimum price $9993. Ethereum price forecast at the end of the month $10745, change for March -16.0%.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">I think dollar cost averaging is the best strategy for investing in Bitcoin and Ethereum instead of waiting for a massive dip to load up.</p>
<p>&mdash; Phil Appolon (@Appolon3) <a href="https://twitter.com/Appolon3/status/1460301929792290818?ref_src=twsrc%5Etfw">November 15, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Bitcoin price is currently on the ropes, potentially about to lose support at around $56,000. But could the recent weakness in the cryptocurrency market be more a factor of a strong dollar? The ICO boom was made possible by Ethereum’s development of the ERC-20 standard, a protocol for token issuance that acts as readymade infrastructure for blockchain-based businesses. Projects that adhere to the standard enjoy interoperability with other ERC-20 tokens and are simpler to list on exchanges. The standard also ensures that tokens will be compatible with desktop, web-based, and hardware wallets. The volunteers, or miners, use their own computational power to run the network.<br />
Kraken will stop trading of privacy coin monero for UK customers this month, according to a company email. The ultimate tools for crypto traders to maximize trading profits while minimizing risk and loss. Eyeing the .382 Fib to act as support and hold. If we lose that then, $3800 area is rock solid (.5 Fib). I still see $ETH climbing to $5800 as my Target High based off the 4.236 Fib extension from the last cycle high.</p>
<ul>
<li>The average time it takes to mine an Ethereum block is around seconds.</li>
<li>The mobile app is suitable for people who want to stay in the know about all crypto opportunities throughout the day.</li>
<li>Aayush is a Senior Forex, Cryptocurrencies and Financial Market Strategist with a background in IT and financial markets.</li>
</ul>
<p>Intraday Data provided by FACTSET and subject to terms of use. Historical and current end-of-day data provided by FACTSET. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. Ethereum market price is updated every three minutes and is automatically displayed in USD. Below are the most popular denominations to convert to USD. Recent upgrades have resulted in deflationary issuance of ETH, where the burning of a portion of transaction fees has surpassed the issuance of new ETH through&#8230; The price of Ethereum has fluctuated wildly in its short history. At its launch in July 2015, the price of an Ethereum token was just $0.43. In the years following, the price of Ethereum would see a high of $1,422.47 in January 2018 before dropping by over 80% 9 months later.<br />
This week, we’ll take a look at the sudden crypto price surge we’ve seen in recent days. After another bullish day for the majors on Monday, a Bitcoin move back through to $59,000 levels would be needed to provide support to the broader market. Convert any cryptocurrency or token price into your preferred fiat currency, such as ETH to USD. One of the major differences between Bitcoin and Ethereum’s economics is that the latter is not deflationary, i.e. its total supply is not limited. Ethereum’s developers justify this by not wanting to have a “fixed security budget” for the network. Being able to adjust ETH’s issuance rate via consensus allows the network to maintain the minimum issuance needed for adequate security.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">New innovative technologies always threaten the status quo. When the old system is broken, we must fix it. The dollar is broken, endless printing and spending has lead to uncontrollable inflation. <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> fixes this. <a href="https://twitter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> <a href="https://twitter.com/hashtag/CryptoCurrency?src=hash&amp;ref_src=twsrc%5Etfw">#CryptoCurrency</a> <a href="https://twitter.com/hashtag/Ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#Ethereum</a> <a href="https://twitter.com/search?q=%24ETH&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ETH</a> <a href="https://twitter.com/Bitboy_Crypto?ref_src=twsrc%5Etfw">@bitboy_crypto</a> <a href="https://t.co/4DdCE8VAA9">pic.twitter.com/4DdCE8VAA9</a></p>
<p>&mdash; Luke Maxwell (@lmaxwell08) <a href="https://twitter.com/lmaxwell08/status/1461796587294928907?ref_src=twsrc%5Etfw">November 19, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>From beginners to crypto pros, CoinMarketCap is here for you. And if you are a first-time buyer, check out our latest guide on how to buy Bitcoin. Change the wallet network in the MetaMask Application to add this contract. ETH to USD rate today is $4,110.06 and has decreased -2.4% from $4,209.67 since yesterday. Trade Bitcoin and Ethereum futures with up to 100x Leverage, deep liquidity and tight spread.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Part of my soul wants to put every dollar in my name into ethereum. Like bad dude.</p>
<p>&mdash; Foster Home Lem (@LemyH) <a href="https://twitter.com/LemyH/status/1460401345371025410?ref_src=twsrc%5Etfw">November 16, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>The former facilitates the ownership and transfer of digital collectibles. The latter allows a single smart contract to govern fungible tokens like ERC-20 cryptocurrencies and one-of-a-kind ERC-721 tokens. This flexibility could boost network efficiency as it enables transactions to include multiple data types. An exchange is a marketplace where parties trade financial instruments. Certain cryptocurrency exchanges, known as fiat on-ramps, allow customers to buy ETH for fiat currencies like dollars, euros, and yen. The Markets Insider currency calculator offers a currency conversion from United States dollar to Ethereum within seconds.<br />
The project was conceived as a solution to flaws that have dogged the internet since its inception. There are several differences between a blockchain and a database, including the level of control. Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains.</p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/find-the-best-usd-to-eth-exchange-rate-for-nov-22/">Find The Best Usd To Eth Exchange Rate For Nov 22, 2021</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/find-the-best-usd-to-eth-exchange-rate-for-nov-22/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Difference Between Fiat Money and Commodity Money</title>
		<link>http://onlinenursingdegreenow.net/difference-between-fiat-money-and-commodity-money/</link>
		<comments>http://onlinenursingdegreenow.net/difference-between-fiat-money-and-commodity-money/#comments</comments>
		<pubDate>Wed, 29 Dec 2021 15:03:10 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bitcoin News]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=830</guid>
		<description><![CDATA[<p>Content Find More Economics and Personal Finance Resources What are the different between money and commodity? But that work ends up paying for itself many times over, because a standardized and credible medium of exchange and store of value makes all other economic transactions more efficient. The apple farmer doesn’t...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/difference-between-fiat-money-and-commodity-money/#more-830">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/difference-between-fiat-money-and-commodity-money/">Difference Between Fiat Money and Commodity Money</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</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">Find More Economics and Personal Finance Resources</a></li>
<li><a href="#toc-1">What are the different between money and commodity?</a></li>
</ul>
</div>
<p>But that work ends up paying for itself many times over, because a standardized and credible medium of exchange and store of value makes all other economic transactions more efficient. The apple farmer doesn’t need to find a specific doctor who wants to buy  a ton of apples for his expensive services right now. In situations where the commodity is metal, typically gold or silver, a government mint will often coin money by placing a mark on the metal that serves as a guarantee of the weight and purity of the metal. In doing so, the government will often impose a fee which is known as seigniorage. Read more about <a href="https://www.beaxy.com/glossary/hierarchical-deterministic-wallet-hd-wallet/">hierarchical deterministic</a> here. The role of a mint and of coin is different between commodity money and fiat money.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What are three examples of commodity money?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Examples of commodities that have been used as media of exchange include gold, silver, copper, salt, peppercorns, tea, decorated belts, shells, alcohol, cigarettes, silk, candy, nails, cocoa beans, cowries and barley.</p>
</div></div>
</div>
<p>Now imagine how this would work in a complex, modern economy, with its extensive division of labor that involves thousands upon thousands of different jobs and different goods &#038; services. The number of transactions that end up taking place is likely to be much smaller than in an economy with money. 1 For centuries, silver has been used as currency, for jewelry, and as a long term investment option. Various silver-based instruments are available today for trading and investment.</p>
<h2 id="toc-0">Find More Economics and Personal Finance Resources</h2>
<p>Gold has real intrinsic value – meaning that it is unlikely to ever collapse without value, which is precisely what has happened to every fiat money in history. Linguistic and Commodity Exchanges Examines the structural differences between barter and monetary commodity exchanges and oral and written linguistic exchanges. Commodities often come into being in situations where other forms of money are not available or not trusted, and these are social norms. Various commodities were used in pre-Revolutionary America including wampum , maize , iron nails, beaver pelts, and tobacco. We have already seen what commodity money is and why people trust it, but let’s dive in and see what characteristics it has.<br />
Commodity money is a sort of money that is considered as a present good. Whereas, fiat money is a future obligation as it is simply a promise to pay in the future. Payment is never made when it comes to fiat money, instead it is only discharged. But commodity money, on the other hand, completes the transaction. Under a commodity monetary system, final payment is always made in the form of commodity that is being used as money in the transaction. The commodity is used as a final payment because there is no obligation and receiving the commodity in payment ends all further obligations. The disadvantages of commodity money led to the rise of another type of money known as Fiat money. Fiat money is the type of money that is issued and regulated by the government.</p>
<p>Currency and coins are minted by the Treasury Department&#8217;s U.S. Bureau of Engraving and Printing, but the Fed determines the amount. The Federal Reserve creates or regulates the creation of all electronic money. A modern 20-dollar Federal Reserve note illustrating the many details designed to thwart counterfeiting. The term “commodities” refers to basic goods and materials that are widely used and are not meaningfully differentiated from one-another. A cash market is a marketplace in which the commodities or securities purchased are paid for and received at the point of sale.</p>
<h2 id="toc-1">What are the different between money and commodity?</h2>
<p>Commodity money is a commodity that has intrinsic value and is used as a median of exchange. Gold is commonly used in jewelry, but even people who are not jewelers own gold because they know it is easily sold. For thousands of years, people having been using commodities&#8211;such as precious metals, tobacco, and foodstuffs&#8211;as an asset to buy goods and services from other people. In times of economic turmoil, more people would rather accept commodity money instead of government-issued money. Using gold as a basic medium of exchange solves all of the issues presented above. Gold’s value is universally accepted and therefore tradeable for any good or service, it can be divided into standard units to measure and prescribe the value of all other goods, and it is easily storable for any period of time. However, besides gold, other metals such as silver and copper and even other commodities such as salt, tea, or seashells were also used as commodity money. For example, gold and silver are metals which are primarily used to manufacture commodity money.</p>
<p>One solution was to increase the block size of the individual blocks in the blockchain, so that more transactions can be processed in a batch. However, this can also slow the network and require more time to accumulate enough transactions to fill the block. Only when 1 of the users terminates the relationship will the blockchain be updated and any remaining funds released to the appropriate parties. Even using Bitcoins as a means of payment can be problematic, since most people would want to look up the current exchange value before engaging in a transaction, thus complicating even simple transactions. Moreover, the value of Bitcoin could change significantly between the time that someone receives it as income and the time that it is spent, making financial planning impossible. Although the supply of gold and Bitcoins is limited, they cannot serve as money in most modern economies, because their value fluctuates considerably. Over the span of 1 year, the US dollar value of Bitcoin has varied from $5,000 to over $48,000.</p>
<h2 id="toc-2">Types of Money</h2>
<p>To organize production and to distribute goods and services among their populations, before market economies existed, people relied on tradition, top-down command, or community cooperation. Relations of reciprocity, and/or redistribution, substituted for market exchange. Part of the trust in commodity money also comes from its rarity, or at least how people perceive its rarity. Commodities such as gold are naturally rare, and it is because of this rareness that makes it more valuable and increases its intrinsic value. By contrast, we also have commodity monies such as salt and tobacco, which relies on its consumption and creation. In order to appreciate the conveniences that money brings to an economy, think about life without it. Imagine I am a musician-a bassoonist in an orchestra-who has a car that needs to be repaired. In fact, I would need to find a coincidence of wants-the unlikely case that two people each have something that the other  wants at the right time and place to make an exchange.</p>
<ul>
<li>Representative, fiat, and credit monies are more efficient than commodity money because they are superior media of exchange and units of account.</li>
<li>However, these precious metals can be used to produce items of great value such as jewelry and gold watches.</li>
<li>Free entry into the note-production business must be restricted, and a money monopoly must be established.</li>
<li>Moreover, its value relies on the nation’s commercial performance, leadership, and its effect on lending rates.</li>
<li>Unlike fiat money, the value of commodity money is not determined by a government decree.</li>
</ul>
<p>Historians generally ascribe the first use of coined money to Croesus, king of Lydia, a state in Anatolia. Britannica is the ultimate student resource for key school subjects like history, government, literature, and more. The Structured Query Language comprises several different data types that allow it to store different types of information&#8230; Free Financial Modeling Guide A Complete Guide to Financial Modeling This resource is designed to be the best free guide to financial modeling!</p>
<p>The new notes, sometimes called “Bremer” dinars, were printed in Britain and elsewhere and flown into Iraq on 22 flights using Boeing 747s and other large aircraft. In both the northern and southern parts of Iraq, citizens turned in their old dinars for the new ones, suggesting at least more confidence at that moment in the “Bremer” dinar than in either the “Saddam” or “Swiss” dinars. After the Gulf War, the northern, mostly Kurdish area of Iraq was separated from the rest of Iraq though the enforcement of the no-fly-zone. Iraqi citizens in southern Iraq were given three weeks to exchange their old dinars for the new ones.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What&#8217;s the most valuable commodity?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Data has become the single most valuable commodity in today&apos;s business world. Perhaps one of the most important considerations in understanding the value of data is that it may not always directly translate into cash, but this doesn&apos;t make it any less valuable.</p>
</div></div>
</div>
<p>As is often the case, perhaps the best way to start is at the beginning. Imagine you are an ancient human living in a time when money did not yet exist. Of course, apples are not the only thing you need to survive, you need tools, clothing, and other types of food as well. In other words, you simply trade your apples with other people that have the things you want. At first, this a good solution, but as societies grow and your needs become more complex, bartering quickly becomes inefficient.</p>
<h2 id="toc-4">What Is Money?</h2>
<p>Basically, whenever any commodity money came into contact with gold and silver as money, it was always gold and silver that won. Between those two finalists, gold eventually beat silver for more monetary use-cases, particularly in the 19th century. However, despite all of our technological progress, we still can’t reduce the stock-to-flow ratios of gold and silver by any meaningful degree, except for <a href="https://www.beaxy.com/exchange/btc-usd/">https://www.beaxy.com/exchange/btc-usd/</a> rare instances in which the developed world found new continents to draw from. Gold has maintained a stock-to-flow ratio averaging between 50 and 100 throughout modern history, meaning we can’t increase the existing supply by more than about 2% per year, even when the price goes up more than 10x in a decade. For a large portion of human history, silver has actually been the winner in terms of usage.</p>
<p>Financial investors and speculators commonly use intrinsic value as a metric to determine the quality of a potential investment. We can define Commodity money as a physical good that consumers universally use to trade for other goods. In other words, it is like the money we use today, but has an actual value. For example, gold was used as money, but also in the manufacturing of jewellery. The value of fiat money is determined by a government decree and the legal process. It is an order from the government to recognize the money as legal tender for goods and services. This means that the ability of fiat money to cover purchases has its limits.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAD9AXEDASIAAhEBAxEB/8QAHQAAAQUAAwEAAAAAAAAAAAAABgMEBQcIAAIJAf/EAEsQAAEDAgQEAwUGAwMKBQQDAAECAwQFEQAGEiEHEzFBIlFhCBRxgZEVIzJCobFSwdEWM2IkQ1NygpKy4fDxFyU0VmNVk5SiVJWz/8QAGwEAAgMBAQEAAAAAAAAAAAAAAwQBAgUGAAf/xAA3EQACAgEDAwMBBgMHBQAAAAABAgADEQQSIQUxQRMiUWEUMnGBsfCRodEGFSNCUsHhJDNTYvH/2gAMAwEAAhEDEQA/AKYahSH6mtPvKSLElJAATbbf64J6VFcTqZmA6FDUVAeEk7j54i1v1ByZJl+7NpWsKQWtrJHW36dcFFDqkGMxIXOaTHWQgLZVukqIuCPlhJFHqZzLWsfSx3jONAiz6JNYdU0Swoq0q3Uk27jt0xEZFeaptakPraUtHJ8QSNRO9k29SdsTbkhtqI/U9AaWSEISgEcxO99Q8txhHLsKE9UZKUfcB6MHNSVEaVBYII+FsFZTjiBrYA4PmSS3lRZQfqafdFvyLWKgQlAuRf52uemICqGnzJk/lFLyEkEhsi52638sTzFQeXIS/OLjtyvl8xlN3LjbTboT5E4aSaJEjNSQt9HPcSFKIIHjI3Hw3/TAgCxwsOzKoy0GolNLTTzUcc5d0hFwLo633w9egg0KWynVskHmFOwVcXHywjRWWW21KEpSHtXi1739B2xPLZkGmOS9KFNsgJUjubnrbt/PFznOe0EMfOf5QFiQHw26jWk2F1KSq/8ALbEjTITjlLm7aA2gLKbeI722+uJF6hPtj3iS1dh0BYU0TcA7gEd/jheA1GRCkoZC1nw61eW/TztfHiCOJ5WHcSCcjMJuqI0XipO6Sdx53v0+GDjL0SNIgQY8htuOQhbhcUdZISRsCdu/fpbA865BBUy1HdDxStJUQdJuDv5HBrlhtD1IitSKcl911RLLQFk2turfoPP+eKsMmXXheIxc5C6ip1upLU02UpNgD1HwviUqceQAuDSIunS0BrKwLqJuL33N7G5wlJV7tWuSGg8+4tAdKfClCbWCRhxPqTBnJSVOQ5BYUwC43+Ffpfr8em+KOQBzCVqSciRTdLSxJcDjkdD5JKEut6+nYE7/AE6Y61FC461SHpLelTakoQhWk36nc9DsbYlZjw1KcLbCGwpCnngnxurFj4R2uf6Ww3liI6lBWjWlx5JVHUn7wk3FrHtYnCvB7RgZOJHuuPSER1PtCSl6xaVulYv2IT+Lb5eeDGLtLaRb/Muf8GB5bhcDEmItDCGgWlpdbN0dNgPP+uCmM2DLbI/0Ln/AceQcyrGN4u/KF+w/bAy7/wCoWP8AEf3wSx025V+4GBhWr3lRPTUf3x5pUR00QE9MPGBb54ZNkDc4esEkg9r4lZJj9kC4N+uHaFWFj17YZN2vc7YetAKIA64NKx1HSV3vYW6b4lo4SoDViOjIF+hxKMpSAAdvhiRKsMx22LAdMd0g3sTcY+IHTV3wu0AVJJ33GPGSO0VaQUm4HU/zxJsIG1x1w1bTdQVbviRZSbpIA/5YrJj2GgFJBVcYkGAUGw7Da2GcdPLsQLXOH7Q36dcXlTyI9ZGrqem+HjZPW2+GbNrgi3Xph62bLsRj0qBmOGrAXva2HbWoIDiuhwzbULajv2w5bI5Y04kSI4SpSTdIvbt88LuHw2t1N/1w3QTrAJ27b4XUbp3Ftvpj3eelQ+01MTG4aLW84hsKkFF1qCRf3d6w38yMZEi+0vn3KdNVRKRmKgBgBKWlJYU84hI6DwXST8cbr4lcMMs8W8uoyvmtL6oSZLcspZc0KKkA2BPl4jgeyv7NPBPKyQqBkWC6tBFlygXidu4Vt+mLVu9RJQ94RthADDOJhaZxW4tcRxIpEtyt5ialpU2IiKeEoTc3uhIBN/XrgsoHBD2kc00/7NpfD1NKhPNJZUuoqSySgACxDhSroN7JOPQqm0elUdgMUmmQ4TSRYNx2Utj6ADDy5BGwuAOmC+vdjaXOIIrWTnYM/hn9Zi2h+w7xQrSEjOfE1qIzoCFsQdShpHROwQCLfHFnZR9g/hJQ3mpNWl1OqvtKCgtTgaAUO4sLj5HGiGzpvYm11Xw7RuLg+uIVB3PeSbGI254nKPSoNDpcakU5vlRYbYZZQVFRCQB3O5+Jw+Dlrix6DDYKVq1ehwug6tyqxsBgkpOc17+EY5jt95545icyJ5eQE811LbWp1SnBZRX+Ha9vXywQzkPrkyULXGS60EkkpOqwsPl1xA0FxDUZxxlguLSrUlTvgSk9iLdsSkiHPXFfM9hlPN0/eBZSAT52/wCumFk4biXs+5zOj0nnRFu8xxKUIACEkWN73vfr0GH+W3ITMsO/fOtuRSCAnUGrq3G2/wC+BJ9TrTLqVlSlt+Afw7f98EuUJj0aOo6G+clvQlStkkFQsThiwYGTFKT7sCStGmFVTQh1pXupJabWEdb/AIb/ANcNqhTYSpsp3WvxncX2Av1HrhzFDcWqBEV9T8guC7qmwpAUfh9bdNsM8xOtpemMK5pQkJusJsVKFr29euA1kA+6MWglTiRsVhUdp5SpDrwKiVMKIACbGyrnyw/dcbFKWll5110jctq2Cb9Ce9sREVEyTTJzylL5MYWQHACbk9+52HfDyHIl/YrwS+2pBbFrpFwbjYW269cEYZIgFOBkxxEqMx6jLjvMOER90qCrFSAdh5g4aRXXnKfKeYupPhBJupSbrHzwnAlKfalplKUpWlVksmytWOQnHfcpimUqTctpuvZVr37bdrfPFeeIQY5EcRHQ4zKU6bOcotsotvfzP6YM6JKWqmwFBMmIplqwfbAUQDsrw77G3W3bAHCeUYzylKUS2yVq023TcA/vg6pEgmDDlLcYaHJHKU7s3bugnzNgfjip5PMIowJySqGzWmB73Zq6XNZJJdX8f+u2PlfRFM5UyqJFnw4eWVWNtNkp+Nv1OElOOyawDHCBzXUqLjabNp6bpv1w9rDiH5LCQhEpS2VlQcSPEN7HyF8Bc8cQ1fedE+5h9ciOXjy2ec3GKANHh7ef12w1kMJnVKK+A0XG2w6pwG4Ct7Jv33Iwr7wyHmm+Y0w0g3DSQVOpsLEWT2/rhtIS2GgSw5HStYJCPD4FHcny8/rhU45B7RkZ4jllMltaOehMt1zx3bT4A4SNyPgNsF8RI99auP8AMOf8BwGR2GISAp0HXZJZksINzv0UE7H5jBtDKTMZF9+Q5/8A5nFl4MoxzI9AP3Vh1CR+mBZ3+/VYfmOC5pAszv2T+2BZ8EPqt01HEGUE+ti5Iw/jJNsNGkDa3nh+0mwsOmLJJMchKbA4dsbEXPrhqyBbrh3HG/TBZWSkcWG43xINDobbDfDFgAgEm1sP2vxdPLEiQTHjZBNyB2OHLISDYDfpvhu1fQq/a1sOI+6hqBF+uJnpIMoBuDe3TriQbNlJAHax+mGDZIBuN8SDHVPxx4SY9ZBP1w/Z8IsRvcYZJva4Pe+HrVylPS+3fEynftHbNk7Hfv8Arhy2skpHyGGqLg7joemHCAkBNid+uPSMR43sB+2HLaha+nqe2GbZSVJURhy2UhNr7Y9PYwI5vY9QcL8wKuBuMNASSmx6m364WBITvYWP1xInjjMXTdtRSoEK0g2PW1tsKtC4J73+m2HVYiR/dolYjuhwPMJbfOoqKVpB2I+vX64ZtHY9NyP2wRl2mVDZzFt/lf8Alj6ghPckaQbE46pOxKlXA/pjiAFpHboMRJiyDbZPe/XDlJIGrby/TDVNyLnb/vhfVt1tv/LBhKR0CNAJNhuSO2FAoWsFW2GGYWs6Ukn8P9cLpVdJSNiLHfEz0c6h/GrHMd9R8/0xzHp6eW8OSU09vVEHLLJSAkE2PbcdPP5YljUUSI8nSla0FCU6FX3t1JBxFUlz3hluKVlbehQc0kAbdB8zh9UJMaLySgtrSAGlLTbewIt9SMLjd6mQZZsGnGIOS3ELb8SSdIOkjqB5Yn8iKQpiQ0/I+706lIUAQpFwCDt8cQi6dUZjUuXEgvyGoaeY+tpBKWUE2uojYC9uuJLIsNqoVZaXP7pLN9JFwT0vghJI/fMGoAOc/wDELYDlO+3A5Sg2kNOaFBsWSU2tcEbf9sNM0rbS7O93VdzWhJubhJPp698dnFMszRzxHu2s6kNuEKWFfl0232ttfDCswQyt9woIKijwI6Jv29eowJcg8Qr7duTOsVTcekSI0zluLUnm2QSnxdgR5b4+e8WozqlKQlZaTpaSN7aup9dzhi2mMuBIT74l1QZ1rSo+IDuPjthKO8ZlJeQwkJWlFz4ttIPXfBmPOYui4GP3/wDIpR3FmPK5cduNZpSlKSQbgkDp8sPacpTNInq5qHFKSnUlQuLFQ3F++IeltOSG5ojSAfu7KIV0tuQfPH2M6r3KWC5dKQgAXt+ba+KsSZdVA7R5TkuOInFrZTkYpJXe9gQbfpg6ygttrLiUOM8pvWlLriVFYCdrm3b+V8AdLeeUiQltJHMYUlRuLJHX9hbBvkV6TDgqmctpaHwhlltJ2UoqIufLocQTzLKMjMUlpjyKoj3VmRpUUhtZcWnWdvW9vjiRq/LisNmM1y3nHClfOF1FVrWPW+3QDbDOqOPt1cuMrC3UaSpSk2Sg7bAfLDnNk8xCGJEZakOOhxDyQFAAjdNhvfqOlsDc4BMLWMkCNmYsOGtLL6X3nmmkj7i6SQBus2I/X4DCU0LYVqEl52OhQcKVkXA7KO1yPTHKfMjuRHktSHmoiAAlJvqWf4RfcC+1sJ1GSrSw3NYaasbJ31BIIvpPrscJ55jABkguK+XmEw3Vs85CXHAk2Tb9wTbt5YMYNvf2bA35Lm/+xgQQUS2Yzjw94fA5YSglIUgK6keQwaRABPYFrfcuf8GJTvxIaMmEeFlR7gftgadQC4r44KI9rNJPkn9sDLw0uK3/ADHHmlB3nVvULAD0w9QSQAeuGjZKTh0zc9bb4lZJjli53G9hh+zdIT+uJzh7ltVekVEJYZfcjw1lhpw7LeI8I+PWwPfEK2hxtWh5soUg6VJULEEHcHB9pAz8ygYEkCSLabG19sP2TqJ23AwyaVtYYeMX1dbX8seEkyQaSFJNzvthw1cKBB+WG7aiknbbC7R0nUpXXEmekikE737+WJBg3INgLbX9MRzaj33v0xIMkpKfD63xE9H7JFiix+OHjSwbaT8L4ZMqSL77dMO2ikaCO2LSMYj5Bvtbr1wukEggdsNWybXvbbDlghffe2PSoGY7jIeWF8ppSw2krWQL6U3/ABH0uQPnhVJGx733wT8KYCqlXKg06lJiCGWJBUns5q0lKvi2q49BiEqsD7NmONAXRrOlQ32uR+nT5YIayFDSnqAtiIBQStJ363GEqxVGaRSZdUdV4YzSl+dzbYfW2FNQKgVfI4GeJrc13I1RTA5iXAEOlTf4kpQsKJHrZOKL3lyoAhe3mjLPFGhRKfEo0yn1M6obsqLGIlRHG0fiuQCQqwFxuNW/XcorGVnKUhJi6lttpCSSPEqwtqsPPuMCHC3MsKpQYU1yPOZmpZQldRaR95JS2pKSVx29RAJUoBwgeEeZse1O4907OFdby4/CmwOSHQ6t1kqb0oUEt60brSFqJIG6gNyLG40du5cHtEmbYdw7yQJIG/n/ACwoherSN+2HdRMIrS9GejrKipL7bSieQ4FHwkEApunSoA+ffDEKVdANug2wkylGwYyrBhkRwlzU2NPlbCw8Vrk7m3X0w0bISm46bfqcLXISklVzfF1J8zxi6VWKQCLgHfC6TYFQ2Jtc4aau4FrCx/XCwWogtk36D9MXkR/rPmPrjmGvPT/h+uOY9PTzEoD77EBaFMJQtYWVdxcpPT4HD2sMw2YrEZLQTrUkBKRfffcHviHpjgdZbjokpbDixr+BPn2xPFUqZW6ZEpkwtllC33VgE6Gk+EqABBP4treV+2F9p3cS+QFwZdXD/JBqfBrNbFKYkNSXG0oSdIC3BpKiFehujbtv54o3JmuLVHHS422220A4Fg9NdrDfY3xqjgVWmIM6ZTW2JKafNDMNC1kgOLCVHmWO5Sm9rm2y7bWBxQeYMtpypxHq8B0HlqdD0W6AA62tzVew7AEj/ZwzdWK1UrFKG3swPzIqoOwhV1OIaS8jXcqCvwk9/lhpV1rVUnHpEooZbXYoJsnY2H7Y7qYTMrbiW0Nt7lSG0oTuOxVt/PHK/FajhcLnBSlJStTrifCCNybA+fTfAEB3ZMYtIKYEgJbLT6JL8dwhZb3sBYpJvYfG3XHaOWDAcRzykci2kJsVGwuPUYTb+7gSX1i6yu6VrRuAlNh+5xynPD3Z5RQk/deIqPS/fBGByMQSkBcGd6I6tmLLcWnRzW1IKkflJFhhq2mzElsnUFgHUeuxv0x3aI0OpS0UoNgk36/LHSPyPvgXbm35uwvbFORLqBJGjrUoS0hOoFkpSD1Hf+WLX4c5KzDmHKj9VRAZZpsCOStUpRSiQsG+lpQ3Ch67YBeG9GTXa99mrSfd1Js64Oybbgeu+3xxsadCP/gnPpOW6KhunxWeW002ohbbSLKdUkElSlG+9ydx8se9JrQdpx/OeNgTjHMy7OcS3UGo7MRxtLbiC82DqUq/f1v6HDvNbL7vJnyGy0y0oBlvSSsm3VQHS/QDyxFSJKF1SzExQ8aUF6UtAWlO35Ugb9eu+JKtyY6YiURZjrqBJSWtbhUVWtqIJ303J38xgL9jGEHIzGFPkJlKalzYyStsDSoNKRo8iQSfrhvPeZ5KWFNKW+XNT6liwT2sntv0+GOKncshDkh5RsWrISEXSeqVEi1rdxY2x9qS5bziX3H45a0KUlseIJItvfz3/bCf0jIj+KEOFkRpCora0IQUrb1BWkk+FQNu/r0wfRTeoMn/AOFz/gOAKnPNlhCW0tNlfL5jLh0i+1lJA2N+mD6MQKgyNrcpwH/cxKiVcxqzYhkeg3+QwLv6g6rv4j1wUx9g1t2H7YFnvE4qx2CsQ0oDOJO4BOHjO+3rthomysOIyFuKSlCVKUSAEgXJPpgizxln8HqnTKbVHnZLrxWpHLDZ8La1E7HWPwgHSLnzxP8AGvKTVOqKcz05o+6y3VNP2H4Xb3CtuykkbnA9wwo0JyilmS9EakvpcZdU6oAoUfGlYuN7Ei+/b0xfrC8qZyymrLjygzHksJaR4rhCyAEWWq5UoEg+I3xsCrfTtA5mU1np37s8TMLBCUA74fsqFzt1x1q9HmUCrS6LNTpeiuls3H4rHr8CMfY+glRKrYzcEHBmkDkZj9m5HQXVhdkLKhqHfDeOoHta2HKCkJF9++PSZIJum1lbk2xINFNwLXxGNq6E7Ww/aWSpAvj09JBsbk9v2w8YCbXKsMmljSfnhw07qHTbscTPdo/QbA/XC7RAsbgCx3wzbV3vttbHWovuMwHUxkannAUIBI22JUd/4UhSrd9JxYDJxKscAky7OC5VJos80la0sPulaHn27Wv8LX31i3oPPERmzKMuFV5st2QFtzG0KSkGyTJTfVYHuW9INtjpBte+OnASNPhiuU2rPua4LLEVnlJskjxalAJG5vYavLT8zutxGZcKSyuOr3hoIkse8p2SsKNrn1CSB3tjRABG2IEnAbyJS4/EAd/jiGzwlC8l1oLQXEmC8NNgd9Bt12264KMwxkxKu4ltlbSTZWgm4CiLmx7j+uBfNvNXlioJYKtSmSNjvbv5dsIFSrbTHVbcm6MuDkbNqaSunU96EuGt5uSZTxIdUzcoLaVJ8ZAPfVpFtxY4tajUdxiA3Ap0pyYt2QiTFcQEFWnUoFuxKPALpJ1Ob726b5Wy1nUR6Y3Bo0VbkmOpPNdeaCrJTcFCLeKyjYkbbgbnGxsq1ajZnylSqrSowgVSOhAkxkLLLrd7BStKSLAmxuR0PbDwYGKYzzBXNmUqivNaKnSpDPviUIYqrCE6A42lsKbctuAoHmCwO+wubYYJSQoBZNxa/nibzBS8ww6xLr+Wa3TZT6klpaZQWlTxT4gAtJIsCo2Frb9R3YM02ry4hnzUQBLRoU/HhpUnRqF7FKlqIPz38sRdXvAZYOm4IxQ9sxq0pJTY36AjCxWTYHrfDcBbZU24goKLXB6jfHdKgTsb+I4WBxHDF0r0oKu5A74VQtStdz+YdPhhmSVAWPUADC4X4tIHRduvpi8iLaR/ov1xzCfMP8WOYmenm3k6hO12oBhhDLZa1OrUo2Q22ACSbkC1vhiyuFFJiVtE6vuxkJXTGhEJDAKFpUFXIIIKTZJHkd7+opw+jCBRJ7jzTgD8dSVoSopUoKTZABtYA302v+Y3sMFPDmHXYsGpQHWJLLbDbaGZ0djSlY1rK1J2ssglQ79R5jHqhzuMDcfbtEu/hFTq/Fy4Z7NS5ceRJCWHhGCvGFqDpSrdQsgounoQOm18RntFZQTCepucYsVDU2S0oSlLSfvW9XhV5DVsfTfExwirdSpOXJH9iQuc4KkzHq0KWlwFYC1q95ZV31JsDYHxNlJ6jBhxDFPzFSpT0mU3IizYyVqkORfdi22VWSizh1bKOxsL377nDV2HQGLacGtyCZiJwJamSJrTrruhYKkKIugjse9vnhPNfKdkqWjmJKkJcu2PFYjufIY7VmkyqVWqtSZyS05EeWy6HbkKsTuSnzFlA9MNqsJSwl9tSktuEJaUoXK0dL+gsdsZi7t2MTTsKhckxnMcVGpZbLSXAU7KBud/Q4bthKIaXFKLZI2V1JG3T6YQnykJ5sd9a0uEpAbKLAADucceQpqA2NGvwhSQD64O5zgxapdox+/3/KfOY4X0Nvr17EoJFh+2O8dLstfusdetx0hKWkpvqwj96qRrLI1osbJF/hi0OGeVXkPQag5TzImyZCLMpIBDV+ihe4Jtv5DFCcniXAwJa3BTJkfKbjDDsVRqcxKV+8B1shtWm5T4vD5Dc7G3fGshRpNfpqVSqWWG2oaY7qFDlhwO3CgNgLgpA6djt0xn2VSo0KXDabeYlodJLAVdKgpK7kk7XAPhG2wN+22go1XqM3LkiXFqPujiWg23zyk6lBA0rSSoAjfqdtsN1rsGBFWO88zCGbaeuhZ5lUL3ZpEeNNMZI2OoA9bdLWAw1rLSW6e827EBdCiS40r8fl5EW226Wwa8c8r/ANms9RHY8px5ysRUS3pHuq2Q2vWpKwnV1/Ck3H8WK9zNMnN0UTI60uJWCk33Wo6iE28ydvTvfCF3tJE0KeQIhSihTbaISAJBTd7USPn6i3lthpWWWQ7GkKilAdvzC0i5Ubi1z8tr4Tp0x5mPFFQgJbasptCEK1KcX1Cduox8ripQdaupTyggqW0lQCW9xbf6/HCP0jQWEcUMLegpcBAWkKbGncqJ6AjyHUeuDeOR9pNj/wCNz/gxX1DrLUiO0kFbKWlguAkEm6yAOvpucHjLmqpNKH+jc/4cWX5lWBHBnSOokMjuQP2wKOq0uLF/EFHBMy4UoaIG+kftgVeUA8oE9ScQZURZrwi2JGisGbUGoiXChThOkj0BJ/QYi213I9MF2QaRHq9WcaU6S83HLoSLXCVHSCDfre4t13Hng1C7mAlLDhcwhobVTjJNRj0XnstJMlbLytCXWkXCiFXGgWurVcbb4tDhZmYzqk7QXCqbLcZXJkyX3C6lTwdCTsbXUAU9dwQduuAGfXJgkP08NsMvcpMHkuN8xb4FiUgJOwttcHt6DBLl2mCjVBh5hpldRDqnDHiFbIJuVA/fBIULJSCbkk7i4ION2jtiYmp4OYR8bMoyawkZtiRSJTDaUSkhNuYkXuQOt02F/jim2gkjpvjYcyNJqdPQk0+LzuaEBCFK5a27AhSidtt9wDfbzxnHiNk00OpOVOmRHG4MhRUpoj/06ienwvexwjqasHeJoaWzgKYKMqTtbbt8MOmibgeuGbakpO29xhy2vQUrJvY9MJxySTZ6Em/TbD1hQDgUrEaly1in822HjLmopUu9gPPriJ6SLTmxvte4w8ZURp3tbEY0u6d+tthiQauUXtuLYsOZ6PErKQACPP44H3Zs6p8TKBSkSFRadS3k1GU7YgLUm+lvUnfxWIsNzc27YlZlQYpkJ2fJVZthBcUbgfLfbAZkWRm3MWdFyITUWTEYkRpjzUhYCS6HQlhtsj8RSXCR+U7newwakZcQNxwuJrbIuVncsw5dSYlsrkvTX1NuIUTq1J/uzcnVZQta/XBQ5UUR4Zmz3i4YcQOOmOASpSjpUdPXsbfP1w2pojZdy/Ebqcuz6UpSXnEDwuk2slPUnrvboDvhrIzFSFSplPZKklxKfveWdSneulR6Dre3rh4RRiFGMwY4jQIX2W1UYzpSObpT4Njfof8ACLdenQk4zrxsr1dpEFmj01Cm1SypuSfzIHS31uD88aqrVMlVaM5TpjakMPNFJW30UhQt0T3sbG/XGQON9SamZwlxoIWpdMc935jqkpSF6CHAB1VYkDa9rG+BXVjIaept7p4kTwhocGdVI4q8SXUC++WUsNJB1OlI0kG+1ldbg3AI740rnymZnqmXxkTJFVRS3WXI6ajOStLBJWlag3qTbshOw3Oodr4rjg3ll2kUKfmh+DKal0yAtxL/ALoslSh4lBJtpudh1GxJ2scT/C2t1PM2aI1PkxUOT6rLNUf125bLfJKb6U9VWsDdVhta+raVGBiX7jmFMDJNRyNTIFEVWqhX65JQubIkvLcdaZaAASm5J0gnzPUHFhUWRFTTffJkDU6tZbSQ34tlkdeva9vXCterVHQahS6WY/vkWNzJi2xumxCUpJ3AJ02BUdha17Gw5CkyKhTY0WoSlJe57jiVhOkNqSAbA9yCrfbffBU+Itci1nfH1ZoDFVYcmtpKVq/Dbra/Tfc2GAaTFcgvLZdQUqvffuNrHFsRIyXkhxJKSNylWxF+o9N8B2baC+pfvEZlRWjUVC26x12xF1WRuXvLae7we0FUk736gAYVQpQJ/wBfDdS1HUncWt6EYVaXuL3PiJ/fCu6Ozty1f6b9v6Y5jnvQ8hjmJyJ6YnyuzNn052oLpjcvlx3tDbqtIUrSvVYJI3CAsC/qBvY4SnZnzVCoaoFCqby4sAOKSuCVaeWSNKSoX07KKu1za1rXxKu0GRlzPNEh0Wa57vSwzUn1TnkhTzifGTo1pQTa4sdiAevQuqlEoOYHlV/I9Yci02pojqnxWCiOmItLty4tQJDg3CRY7ahexIvf7vAgcZ93zJPgnnFObM95ZgQ6muE5TnH+YXCouN62ykuJKSLhRKbhW4KO4xpOPAqTM5InyHJ9TmO6E8uFuSham/HYAjYargFN1bjGZW+ElTp8mi5oyxAW9IbkshblObHMKSv/ADhDigAbdSSd9j1A2G3UU1ejvGY2yxU2NbAdWzZ1QuASoJKfEQg9Da9j5XeJDr2iIylmMzG/tL0SDTM4oqsaQyWZiFNviOvxF1slI1jqCpNjb9cVC+/UXlRSUJcQ1qa0lXiUoJO4PSwuPpjaebuCGXc4N1KlyJS0VOU1rM5DpIceSSpK9FwkKuFAg+dgNxjHWastO5XnIo9b162HFr8ANl7AhQPWxvf0xnBGFuV7R+x1NOD++INV7QwhUZzSqQkA35d7+fit/wBWwgpby4zZuLIQLoIFx6eXXHXMCitC1plF5B0BBUnfYb2UOowY8MsqRM2ZmpNHqzr7cN5SAtxuwUjfztbv1PlibT7siUoHsGZIcPMnw3GkVKpIWZjqiplldrJtvqP1HnbGm+GGRaTXaq/Vao9S2eQE05aWJCSk+HfSVabE203J6q6nfBJE4e5VGSWHkUWNqovPTI91dswlahZSkqKVKDhCUE6rjUlXS2EaPkxleTlzsre4yGp0cvORA0FSUoJURIa1BQKgCFGwFwnZI8JEquOTLMT2EJqZCpWYKrLiQmdURttZYUtRQX1cy6rKKTp6WNhYnqRe5K3svUtNGbpLtPcU7LHME5xOgKKhclLaTufAL3Kbbd+tR0ibTcux6hWkIlOUmmtogpS/LLa1LUvQu6gbKCVAEeEp2FxfcWflmHEqMRutyZC6jBcQqQW9IU2zJ6p5SwNRJAGxvYC3xYUeYuT48yh/aRo01x1MJtx5bNNcRylPi5KHN9ze+m+wttsodsUtWWpj0cOPNsNJZH9w07zLkDYkkCw8hjVIpkHN86pOZ4kx2C7IdhsragqQh5kBJSQCtSlkEncKTa2ybbYyrmynw8tVKbl8MuhUFx1lalpPMdN/qq/W/rhHVLj3R3SsPuwegCbz/fmghpoqKUoU5va3fewuO+EK+t9k62Eag/4ku3tYf4r+Xa2GjL3hZYQw04pRSSpVzp7bjobdt+2PuYW2iUe9Ouur0WSldgkG/wCUJ2HzxmE/M0ceJKZf5KlCQtll/lKSk60kOJJN72/ML79sWXF3qDPq25/wYq2jupJAVGWsKcTy3A6U6rWvfTuQPhizoiz780CbHlOf8OJTgyj/AFibSrJa9Uj9sC75s6re2+CSOQUs27hP7YF5R++V/rHHiZQT47JDDC3lfkF7HvizuGVKqCacuWqphtb6UB65KeWwAogJJ2Ive4v6+mKgrSbw0t8zlhx5tClXtYKUB/PF4ZAcak0mAzKVy0suJZWUknzIO25Fr7Xt1w7pMfnF9QDj6QrVwqzbmR6D9kNJiInqacdmvL1C91XWlQIIvck23F7C5va3MucJmEVaGirwFx5YbLkh+FIDza0atWpa16bayblKUn8RF++AFiqVnK6/eIE9JTLaSUKYdIAQo7JUnpdIt2PU4uaRBzDVVsVTL9WqK4ykhao3vF2lp03SpAI8I2Fwb/i3ucaSEg8GJMisCSMyWiwItJK4dNS/OirJdU6p5KlINr2A/h26AnAzmmhQqnTH0yGULUtvQhWobp6nY239Mcez7lvKrrDmbKnBj1Rxgh6FDc5rrgtYWCNgdrbgD0GKP41cb68YsmZkiBApMeO3rcK1JdlPpHh3sbIABJ2ubgbjpgd+oqqGGPMNRpbbfcFwIKVmE3TKtLgtG6WXVJTv2wg0Sqwt3wyYlGWEySvWXRzNRNyb74dMkFY3NvPGcTntHB2j9tV1bi2nphy2uyk+pthkhZ1g9RfDjUQsA2I74rmTJFtwmwI9MSDCgEE6uwxEx19E3vbD1l1NjqNsTPQe4hVAvNU3L7ZP+XyUh3ShS1coHeyE7qVciw7m19r4tTgDl9mkZHXTltxEVyVV0KaRzLvoFwUh1Cgm/KupwjoooAv4sUnxMyRHzTUKFVGK4um1KluuLjrQogrCki/QjobHDCbkTMNfebjSeMfMkBN0Nuz1BzVa1h4r+mPLrK6G2kZMOnTrNSvqA4E2pVE55YDcNhihKSHQGDLfBUkX/vFLIupy5UoAJCbXFr2vH1SqKoSI1Tr+YKYzT4upch11aUFW1lLOpSPwkdbdtgTsPLzixwmz1TJz9Q/tPWZbjYuLzXVbDyJNxiiqtU8xh4sVio1OUR4bPyFrIHluf5Ybq1tdoysT1HTrKjh56k5n9ujLkWvxsscLn6fmt+et4yJCHHA1TWm0DSq2kBwqN9wsBPr0xSOZavUKmlzMM+rOrLUfU+lX4TIUTe1ttyR19ScZr9nvMWUKNXKxLr7kpEgwgI6m2taEDVdRWBv2Tti+JHFXh/VMn1LLLsCUt6RIRLZlcsNtqU2CACCSdKgVHTbqR5Ys94buYKvSsv3AT9Zd+XeN/FPLGRYBh1yiS6W4sMqjvRl++IWoE6dtlI8JAIv5WxfHCOk1qmQKhnqusgVOsM3hwnCEriM2/CVEA3J+NgkdceWOcvaSzZBrMVGQprdOTAsv3hcRt4pWOiGkvJOmxP4rXv38xOr+1v7R6HZSBxbq4TUEp56kaAohJNrK03T+I9COuLK4aW9Nl7z1zzvxAyZkYs0eiNU6TMccbmVFtLq3nG1OFCEOOJChubqKdRI8O2Ibh9nOny5s3K9BqaJkZkpmtsyFBMoFYusFH8KkkBKklQNhv1x5DUb2iuLVEdlSTm6XO+0XA5JTMWXOepIISVKuFEpCjbewvtgty57XeZKbXIM6r5agORmlIbkmMt1t5xoElVlBWoq3uCVW8IGw2wdGUcxS+p7BgT26aKo8gMC2lZA0qNiR0uPUeuHEqA2+0pRdUHE3UhQ/LijuG+d8h8UaPQ8x5IzNUvdK3DcTG0ylFSFobuWlBRNnEEg2Nz3sQMWfEczBTIba3qmqeIzIbKZaUNvvOBN781sBBCtttA774YbBHERqOCQRAvM9JfpdQW4tN2nl60KHQnuMRKVnVqPmcStW4kZeqWZXck1qBOjzlw0VBqyQppCCsovqB3GoAdMQyVDWBqvYq3/bGfauxuJqUvvTM7anPTHMc0o8j9ccxELM9UF+g56paK3V4TMibTxzHWVIRoc0K1JUUpsdSVgpKrXIWrpqwCU6XVahBei1zKsmjpjzCiU4y00wuTGSQ5HCUhIKka20C58J8O5INiRynQJTtbYyrWlJFQgqfgpS4xHVKcWlBQs+9KaSAlST0Gs6gQCU3AZR6LUcsQplUzTnKrT0L5rlWpqEuBbbqELSyEuqBQtwi5uNkoSSVdACoAQIFsqczSGXqivM0ZqOzVGcsrajNB8xVM+I6VJDzSTbUoLKglW1lAgG53LOBL9Jcy1XGKDmt7MEiHUZFPnNyUqcdZLSiEIJUo6QblQuSDci/YZsylngZkq4dyflOo06oBmP73qadfYISld2pBWk3JLhuodNIsPxYm6bmKiUcRkcHqlIpldTWkt1SK0tXugbcuOY6laRzG1BwEEgjYC4JthlGJAzFnXaceP3/KWzEzlxZyUZVT4tZOhRWoT6hEq1LbKrtoXfnKaJWoN2GoqudPcYEONXCqHxUojmbsjO+91GOwuUylp4OIlskXUls3IP8SbfzGLrk8VIOV6MV5oqsSlqUlMiA5KmxNcrSsHShouBQBAIHhAAOpR64p6Nxdo9Azi1Wstuw/sWc6qTMhMr0so1KsXWkpG+6gT0BNuhOAuuDgwtZ3LkdpjLMD0l+I204WgloJCkJ2sfgRtuPPFrZdgzMu0TLs+G208mZ7pIkvIWNbS1qUpLaghQUEaWjc7bKPS+/wB4z5fpLefq17lDgoYLxl6GkqUtwOAnw72sFHp1+GBnKeZ6bOz6jIlNkKiLdiBxl15PhdSbfdpSu3i8Nrd7YVssycGMVVBRkfjNhMx34mW3KVIqao8dyM3DkxW2OYySl9SXHUOkkpWQQopJBTzPw9MIcOcvVOhIfpeWJQkUeStZYbl6pC4rkc+7rS4CToAT1tuLm9+mICiZxo9SUWk1VCKpVVqlGBJjnS1JaKyDdoEJK7G5JJHS2yRiZy3n2Tl2YwikR2ZMGSy3CbeQhbcvnrNnlkulIUN1rJNiLG9jthj8JQcwjSXqXW6k+q1UAiXNFmsokNTXCsBppQUCC4lR18wpC9jckXwpOzLW6YxNpyJRoMFyGHEU25BaVZQJbQSEsgbm4Fjt+G2CKJVGFvCFTVSKc42XGxIlKBW80CFjlak3CreIhYBuLC4FwMZzrceVkeQxJqMibIYfQ+kqSQ6q+ptRSFlKykFSNwLG5G4F8HXjuIu6luAeZFtT4cxDCajXY8+NFcVIYWuUguFK20Cyg3dIPMQsX2PhUe+9I8dZlSq2fZ9XlsxmjMRHXy20p/ByU6VXST1FlW9fXB1UM65AyrR6VVKxUBBLTfIYMxohe67OJWso5i1koNgkdCDfFW5+r8/N1VnVZdUjyYrryvcHIyVgFjqFELbQb3JFrWsAASN8KasjZGdMpD89pW8d2Wwl4OSGw17wkrVb+7v2AtY7YTqynlFgNrQohR0KeTdR69QP+umGClSY8xSveFOq96u00SEpc33N/wBR8Mdqkh33pCw6lbwAUtSbCx7AemMc8niagk7QlvNO87mtgkoQrULEEncAD44sdlf/AJi1pO5bct/u4qXLz8xipBp9pUglba0FCboRc7lXkfXFrMqH2i0P/jc/4cQso86xlf3AuNwm1sDUzZ0/6xwQRF6eR6gftgamLu+qx/Mf3x4nMqBGNbjsT6LMhSZnuyXWikO2JKFdlADfrbENln2iazT8wsZPkZbS3LaWF8xCyht1xKNJcAIJsbXt8cTrzLUuO5HdSVJWDcYq3NMSRS8xQsyzG/C3N0NOaCLMkAFB27Hf6+uJS1kbA7Y/nHqdNVfVuPcHn8JfsvjjxAMdlCvs2NCYUp1Q5KSTcW8Slg37npYEk9cDNa9ofONSqsHLmYK+puBIC/dmDqQhxHewSEpI+IIxN0XLlHzRTW0TF2CgDt0OF6xwopiy3NmSwpqMjSgqJOlA7C+4HpgY1LOG9UmaI6eqkGlR/CRefKjWqLkmPmOlx3UQqkstF6OrlkfE/wDXTA1wwpNeq9TmF2Kh+ApC0IkKeUta0lO5OonzIt6Y0TSabT6twzdoa4yHIzSBIisupA1kb2F/PA7Sarlqi0JaobCYrnLutsgApPkcCRxswO58w1umJbOeBOlLsxCjt2AKGgmx7bYkW1KSUkenTAvlzNlEzNDMyhVaJNaQvlqUw6lehdgSlQBuDv0OJ9l4hW53BGH8/M5g95KJVdQUD1v0w4bWLgEi1rYYNr9O9zhdDxuCkHfHjiRJFjb54esk3IJFht0xGMuEoBIvh20vSN7X6m2JyBPRhmjh+5n6TRkxKs7Tn6ZPRJLrYFlM3HNQr/WTcC29yMZ94kcGM85Wz83UqHGfTHcLi2nWQlZdPVOoKG+9uhGL2zPxlpXDVow5tGkzHagzYPNJB5KL7nf+uJvI+eolYysqfPjrsHFOw1yW7KU30CgD8x8sJXW+/IE6HQ6XOnyT3Oe8Dcs5czhNy63Nz9ERHcKPAkm5UPMjtjPfHnh1SlSDUKUpptwk8wJ2ufPF4Z74lViTUE05a3Ah9CnGbpIDiAbEpPQ2NsVfWYbNbqUWDPqLcVuW6ltbzp8LYPVR+GF6nIbcIzqKlZCjSqOH/CiTOi1Oq0lqS89TkJkyZCXCCDfwNBPRV7EnYnbB1RVnNllSY7SZCNnFtN6DcfxAbH440zQMk5GytkwUXLiJEuHN1Kkz3imz6ymx6G+kAWG1vqcDNQoGUsu0wRKG02t3R43tIClfPBLry2YKvSivBEy7xRye3FZamBCQsBQJAG49cUZWkIMlCw3qbBIPqnvjX+csvxK+0pL4VcKukhR627jvioF8GkPOBuU6tUZt4rcNreG+4HphzSagCv3GZ2t0pe3CeZTSorASk3KgB93boR1FsR0iOoFRQDvv8MawgToUikTqSnLVDco0B0RwyISOZo6XKratR6hQPfrjPmeaTCy5meqUyElS47MhaW9W/h6gE9yL2+WGaNX6rFcYiur6edMgcNkSZ4G+0RxI4A101DKNUWqnyFpVOprxKmJASbg6TslQIFlDcY9RvZ19vLhrx4eVl/MSkUGtuoHKjTFctt0g7hC72KvTbbp0OPHhaWFm4TviVomtDqAwkhQOoFJ3uOmNFbSvExnoV+fM9UDxHpOefazzBEyuhK6TlzLwpJcRuhTofC3Df/XUpP8As7YthkggAHa5/YYzr7GmR0ZZ4crzLLjqTNr7oWVLHi5Ldwn5ElR+eNCIdBTa21tQ+mE3fexaM117ECx7v/i/XHMdOafI/THMV3GW4+JhetcQgyhVTpiZq50ZhEVlcSWmMY7mnSlzSkFW3+EkGwuRvgn4XcT8/cQnakzmmrtwKNRWW6lWakllBU8wy4ChggjcqUdrb2Cj4jsaxkOUGrRHKuJrZqK0pWWIrX+T6EpuSpxAA1HySLXB33xbHDPPWSUZdVReI9EhJpctMdBmQYDiVPttr1KQ8NidgN0jULCygSpWDVWBD7jJbTO6+1T/AAkzwk4m8TeIGZFtZcMaj02Ml+UtCmAS8tTqSCoAg7eHa/rvtghmcFnzKSMlyVTkyi1MnSYSFlMdL61hPMQoBQJKVAJ6JAuVeIWY8NuOHCLLOcZcqkZGmQIocYXDEVOoNqSfvCEOO2GodzfqNhp3uSD7V1KgxJDWXcgMRFuLU4ZLsvlJIuba20JuqwPdZ+OLjUop5IhP7tttGdpP5/8AMpGjQo2W+KL2VM75fhVakw1eOvIiOuKW0WQ6yyyAQQ4oKQk72SSd1AasK5mpsqJlOos1Sloj1nMj7yyyg85ESK2tKY7aErWdCuqyQpX4Oir4F+JXHjOVXzRMrGWYH2dMWAhlyEkstNWTp8FyVA7De9z6YgcrQa63HYq+ZKu++8o63FLWfEonb9cL6nqC4yneNaLorF9tvA+nx8Z/pOZ4jV2M1RW5zUVZYZbZU4HFhQWhHiUCU3F7euKi4sU6rU2r0XNa3UNSmFWadivHUSkhSN7dQT1tjVNQ4cZWz9AbrFelzI8mOwAox5JQhxIvZRBBGoDa/ljJ/tEVDJdBgxaJlFqoPOl+65UqSVeAdkp7b23726DC63NqAdoPbmev0g6fYBYRjPH1kOriXxQkVRmZUs4VJSmllxIbeLY3UVavDa5uTi46VPmZhpEVt6pSFhBS80FOKKW3LfjAv+K3frjPuS805eqk5qn5iDrLqhoQ6gXST8O2Luyw8mnp9wCy6lu3LXa2pJ6HArGsPBjmlSnOVxgwzXxL4t5UTKcylmCa9UZqVlbsx4OIClEailskJBIvv/3wk3mzPuYTz85VmVUEIS2eU+5qQhwDci23W9vLHUPtxY/2l7qy84XAlS376G0nqogbntiTqMth+l+6ojstT1aFxkMguJlKJ2CBsTc7EdvO2KtqX27CZoVaCoN6oAiFc4MSa/T2uIaoIW2wRzLJupCRvqHmPPE/AyY9mKnIchVuKiE2jlhO4ubb3Vvt6ADExSaLxNgU9LWd5ERbMpIcaolPbWXFJt+BZ1G9+/QYDJmZarkPMjuX6zRmKVDdHPbiMAurSlW5tY/pvbpbDHTwuou2WHjEyOvf9NpvUo75/rG9Y4K5mmTgpqo0l1oKu22h1wGw9Qm1/K9h03wEZsgVKgyGo1QQqPI5f92LLLljsQRcHa17XxbCuJFL92U3AgTGnCgFtTlyhW3UqAuPhgCznmSJPdRDU7pdWS6nmtn7tXbSsbAE22N/jjWu6ZWy5qyDOW0/VLVcC7BH0kPl5aWJAUpS7laClxsEA3t4SMWsy5/5g16tuf8ADiqKQxOZnLiGQtp1CwHgVDSqx3JsLi58iMWfGXeosJA6trFh/q4wRkGbxx4nWOu4ZHTYftitc4cRsq5SWsVWpo5wuRHa8bpPlp7fOw9cJ8cOIErJGT22aS/yqlUvuWXAfE0m3iWPXsPjjI6qg7LccdkrU48pRK1rN1Kv3J88MUaYWjc3aBezbwJa+Z/aRrT7nJy7TkQGrmy3k8xxXx7J+G/xxWcnirnCoSH01esuyIjj4cWhdiE3tfSLbbeWIGbM1Ept3tiESrUXkE3us4eFNYGAIEWuDkGbq4UZ2dl0ZloP6ls2QT02GLQkZiDjLS6tJLcQfj76vTGUOD1Vkv5Sh1yIpxwQz7pOaQLqBb2Sv1ujTf54vSmZuy1V4bTDtWYLbpACVkbE9Qb4wtRUUcgTr9JqQalJPMFs2cQs3USrS4dNzaw1TnbclDz41JR5JAN7W26YkK1nR1OVKnXpADbbcQhBBI5itPWxAPXDfMVBo8SsRpEZMUxLlTi0hBJ8glVtsUpx14qR5Ud7K9BUgRlWQ4oHsOoGCUVi3aEEBrdSKULZOTKyoua6zSX3X6VU5UVTrhcJZeUjfzNiMW7kv2l+I9BU2iTVEVVhs7tTU6iR5ahY/rigoqrtpSO/XEvFeU2nwn0AxuFVf7wnKAkTenDv2lcj5xWzAqzn2HUnSE8qSu7K1f4HOnyVb0vi4myo6S2lSgrcFIuLY8t1zi1obKyXFC+3YeuNb+yH7Qz5mNcM86VAuNybJpMl5ZUpK/8AQqJ/Kfynsdu4whqqjWhesZx4jWnIsbY5xNOtFaUgFJsPTDxK9ri1yTscTTgJTu2B8sNlx0KIKUb/AAxkHqAHcTT/ALuP+qDdWkT4M6JUaVFRImNpIDK0JUHUba0pB6qt0HfpjlZif2soCavk6MlrkNkPw0eFVrdW0+h6o6+V+h+Z7ocWp0xhh6emG+3IQqO8FW0rva/qBe5HkDhGqZylx3xS4ym4lahANTJCEgtSP8SSPP64qbEu94mvolepPTMoyu1MH7Nny3pAcpzxZdQpNkoQfCu/frp29MAXEGsu1eY1SKUq777qWm9Jt4lEAfri++I8fLmY8sTlVNpMaqrYUlbqBZDqreFRHn6j+WM6eylkaq5/4rzF1uS7Ip+WW1ypIKjutJIaSPioX+AOD0IGOfiC1dhDbQO8vyiZAncOK09CezhUJsZNKZdajSV/59Ys4R/hFth64iJlYeUXG1LUTewA/fE37WzMrL8nKGe257iAzqjLCVaUrChcBXYi4wG8Pq81m2U7PplPZkyIzfNXHeGpAJ72Ox+YxRkOcmFSxT7ZGSMyNvzTEKV60XsSNiRjlMfm5gk/2biyFsuTQ4hTraQpSE6TcgHY4FOI9QlUvM7S3oSISnhzeW2kJTe9jsNhfCMLMLBfQ8w6pty/hIVaxIw2lOUwIjZcFsz3hoMm0Hh8w7Ap0yXML4QNEl9Lqkae3hSALnc3v0tikuKtAUZJnpIs6Spe25J3JOLciuLfu8slRVuSTffERm6gfbsPkIAv39cDqb0nyTzJ1RF9eAOPEzY3G+80JSOvbBHQKVNensCEpHOWtKW0ablaibAfriZm8O5zDqtKVEA9AbD64O+FmX6PSqo1MqUD3qQwQtpCRfSrsSeg+ONJtSgXPeYP2d84xPQrh7AqVHyPQqVVuX73FgtNvhtOlOsJGwGCZCwgJBT2tjHnEfj5xxaobNN4fUqiM60BpyZzy/LR2ukLCW0/7q7effB/7NLHEOmZYl/2yzg9W6rUpPOUl9anUxvCPAknf1Pby88RSvrDcplL7RRw00R72P48cww01D/+N/8Aof645gn2ez5EF9rr+DMaZRk0OFSVoacZhxEx2g06kgG+klXiPTphxTa/Ts5xplPp/IkMw0feKAKVHqL2/nim8mZwht0c0ioLQthxI0l25CT8Lg+ffB/Q6xknKy/f6e/TG5zjJbWtDxLiwe2g9B03xlms9h3neC4aisEEYxyI3y003Sq2uPJWFDWpCFfMbYtBDSHEJQ2saVDexvilZ1YgzZ66g0/4HFnUL7DfY/vgvpPEaiUKNetVJpSkmyUtq1qt2FhiWXJzAae1VyviWXEy21KKSsDfrt2wnnKKiHAbdjBsphEOFtSykK+YxDZd4kVbN0aWjIeS5NWkRUa9JfQ2geQUo7AnsL3OOnD+PmfO8So5xz7T00yCwpaI1Nkt+FJQbKW7q22sbA7DrgFoAMaW0E+2REvPWYpVOfiSpCYbRSkNNsKvsb7EnffGZOJrTwqodmucwlyxN7gDFicba4unuQpOT3G4FMU+8ke6kJQ45ZJN0dNNul/XFP12vz61HLctphToHhcCAP0x0mhFa6YAdzmcJ1o22a8ndlRj9OcfjI1DbTMltxlRC21g3PYjGmcnzk1+gxp8awlRgErT5jyP7jGYYvNWhClD7xGywBsfUdt8WhkjNM3LlqhDYVIQlIDzF7FafNPqMU1Ol9VMr3ErotZ9nsw/Yy95daY+wpLGlXOdCWgi1iCogX/XBfQaUulVin5oiJS4KO0WUBe41LKdZt5gAC/qrFLyuJ+WZMNFWiy2SpHi5bgCXEqG9ik79cWBkDiPDzRQeeyvSXXdLjZO6TffGJbVxyJ1FWqweDNUZf4pwJkhEeXTmo7NxrfSnxEaenrvgY4r5WyBnSkuv0SaiFOowXJQ+pq78hRFylbnWxPb4WFsDFEIUpAABB64+5pDUGhyEtLCVPrso33Vi+mDVWK1R5zBaz07qWW4cY5lBZrRNjzUqVzRoUEX9PK2Ih6sxotIqK5pQlzSkJJF9hfpg3zPGRIglllwqIHh89sURntyW3ymeYoBxStQv2FiMdsSccT5pSoPBlvRmkVBEWtJYLvvyE7JWQApNtWrfptffBspTomMrZkFohpy+kA38G3UHFJsZ6j0bIcGK68BL1OBgX77W9LYsKg51YnU0zJiUJej0919VjsoBsm4Hyxz2u6eyf4tfPk/Sb2j14YCqz8B9ZnLj9miRWc6OQVO6mqO0iMLdNdgVn6m3+ziqlySmQdWwUNvX1w/qlZVVKnIlTXCX5bi3Vk91KJJ/U4h5jZDQ0KBW1uN97YIi7QFEYY5OYlIWFL3O98NGzZx5O34r/phd1DqkpkaDovbXba/lfDf8Ml0n0OPcASMS5/ZnzKxAqtSy5KUEomaXm7nYqGx/li4sycOaJXH1TELehSrEh+KoJJ9SLWP7+uMg0epyKRV49SjOKQ40vUFDtjUOW+L9Al0hlVRlKYfSAFJ0KUD6ggHbCN9ZV96+ZsaG1bK/SfxOiuHdQjwVIqOc5wgR0EnQ2hKreWo37emMv5nkxJNZlKpwUI3MKWQtWolA7k9ybXxdPGXi41MpiKDlqY5/lNxJdCSmyLfhFxff9sUIqynfQYPp1IGTFdfYu4IniPomySb7DbD2O/dzUqwAH6Yj2CQwB547vOcpXLG5Sm+3mcHiEkWHy86txZvrupXokdBh5RKlLjT0VWI6ppyM6lbS0m1lJIIP1GIpSXGo2hA+8dsgW7DCiZ7bMYxGRYJUE67/iOJ4PeSDPWDhnnOo514f0LMa3G1Knw23HLpJ8drK7+YODmjMOzH2YS1pLr7iW06bkEk+WM4exPmlqv8IBR1SQ5KokxxlxF90tr8aD8N1D/ZONCUioJpeZmqk+QiNDbbUpfUAqXvt8Mcc9G3Ums9s4/f5TqVuzpxYO+P9oL+1nW6DkWjQ8rZepzIqk2ynpSxd/lpO5v1Tc3Fht1xSuTq47MispeWXCRZLhVe47pJ8wcc9ozO6cxZoqddf+8kylciE2ro23fY/wC7pPxJxT/CPMz7+dmMlOkrYnPctgjqh4Akn4G2GTi4tsGAO35SaWNO0OeT/vNF5hpTVWorrS1FLnLNiDfAd7HKRQs+8TG3Iy22DHirdeP4Umzgt87k/I4uGnZO92YDVQdLiwm1+2K2yvCm5OzvnBhl5lMKttRGXEEDUFDn7+gtYX88U09u3IjeoqBKtLX9ovJ0Pitwak0/L6PfKhSWjNjpbFytSN9O3UncYyp7Jr06bnGsxno8iM01S1OLIBBSQpNhv8TjV+Rq63lhhtxg6W3RcpVY7+VjiMzzVcm5Uam5iynQ4cWo1g/5YWU6C6ofxAbX8z1OG/WVlx8xQ1EPnwJkf2i5kuDm+K3IUskxi4gqHVJWf6YrCLXn1uAKX+E/9DGvGsvcPuMxfaz7l+T7/EQj3WXBkltbTdzrSQbgi5SemKD438Bqpwvnqr1BZqM3KMl8NRp7zBSW3CCeW5ta+xsroqx7jGii4QTJe0G0rmEeVK/HqNPZKnAFgWIwSggi+1sUJQ5ciMEuNuqB22Bwf03NTgbCXjv5nCN1XuyI+loxgwxloaP4kBRPbDJtuSdQiNBIHXSLf98MI2YWZS0tIupStrAdfhg6y220GG3nWue844Go7DZupxfkPQdSe1sX0+jLndZ2iWr1oQbahkxHL2XXEJFRrcgsR9Qsk31LPkAOpxonImV8xzWGpBYiZdhEhKFybmU7bpcAgJ9B1wMZZy2inSm5kthuXXCElGsEsQAr8NgN9R7JAKjv0HW2Ke4/l6O3LcfYRKKdKqhUVgaL/lbQNkj/AAov6ntjWUBeFExWyTuc5MnP7KVL/wB6zP8A8I/0xzEB/aSsf+8lf/1X/LHMEg9yzyqhTm5DCHmjssarXw4jy6a/JMWpNuq5qdLakKtZWAfL1VLIMR5Vkk3SfI4OcrUWVmavwYEVkuFbgUSOyRuTjNsGw5M6Gm31AMd4xzJFrWVA24JTkiA9+AlXiQfI9jjmUU1rPOYYeXqSlzmylhJUQdLaO6j8Bi3s98OKvVYLFHp1NW884sWAHQeZPbF1ezhwUomSmyuYwl6qPAKkPkbD/wCNHoP1OAPqgK//AGjdekdrOPuyy+GmX4PDDJbVFpcdNrAa1DxvvKFrqPck9fT4Yrz2kc91WkUahcM8rNIXWMzP8pSAfGUXAvYbnUo/QHF7yMqy51fhTFlKKdT0FaGwfxuHa5+A/c4EMtcK2adxKrHGDPC0S6o0VM0dpQu1BigWBF/zkXJPa5thRDtbc3j9Y9YS6hU4/pKG9qrKdM4Z8Hsn5UltsuVZ+QHCoEBadLZLqttyCSkfMYyOZwKU6gRqNrjGgfbeq0qtcQKTV3K4mVHfp6xGiBop93QldirVchWskm+34bdr4zUHlIjgjckkDHQaMbaF5nLdUZn1LZGMSaakIblcsKGkgdsFVNmJU2A2dJ0/L0xXtPeLjqilQUgeFKvO3U/XBrT2linMz4yNY0nUPK3Xf4YfpbBmTcuRPlSYMZSqi04kN9JCdP64sb2ZmhXM5PqhzedBZau8lJ8Oonw3HyOKlzrUpLNK9yYdReTYu27I9P0xov2LMmKpuRqnmB9hbcidMsnULHloFh+pOM/qe1KyVHJmp0jdZcoJ4E0zQqQ4lawHCGxdV7dBiuM5Z/hSszyMuxXlqFPCUOqANkuL3SL9Cbdfjiw6pmB/LOVqhVNAJZjLULjuEk4ynSJ0mQkzJa9bsxznuOE3OtRvf64D0in1H3n/ACxr+0F/pU+kvdv0/wCZZchAd++5w8JOoeXrilOIzQXV2mNQCG0qcUoDYJOLgiFcmDIWyn8LRUTfobdT+uKEztPEKouVSZNBZW0UtoJ3WUk728txjo3cKOZx1NZJMgFOpqMvnzpYYhxzdOs/l9MWMzAzVmKgyq9RH41Kp8SnussIdQC5NbKCFED8oI2BO5/XAFwzy5FzHWU5qztIbj0Rk/dRl9HlA7XT2T8euLoarjk/NdNh0StMGE0RrpiIYKXGEi5SlXQfDCtluK2c9v1jVdRe1al7nj8JUnD32c6lm2Mus5reXS6cohTKVEIcX679BioIOV6hVs9N5TpiluuyKh7nHe6hSNekE+gG5xuziVw5zxn3KEo5ZS6iqvLCYsNhQSAnyAPkO+B3I/sxucHctozfnR9Lmb5iVtxmEK1IhtqFlEnusi+/a+OXr6kSj3MfoBO7t6Qu+uhF+rNBfj6cj5L4ER8hUODFLjUlhtEjSOY46DdayfUBX1xkYi76ie6Rg04xZvl5jzVKp6ln3SmOqZZTfYkGyl/EkYDLWUlRP5cO6Glqaveck8zL6pqE1GoPpDCqMD8p0dTcWQSk+eHlPq89qMlDb6klOxHW2GbhA8Xbvjox4VEb77H+WHQARzM4MR2isl9x99TryypRG5OE4UVUuUzGQfFIcS2L9iTbHx1R1KA3x2iuraksvMbLbWlSbeYN8QR8T3c8zTHtE+zrl3hjkbKVZybGqEuS82pFXeUouBS9AUFgAWQPxD6YzQlYS4t9wEgKJA87dMeh+Rs9N5/4XU6U823IaUz7tObWAqywLEb9N8Yn40ZFOSc7yIDLKkU+WsyIvok7lPyJtjM6fqncmm37wm31fRV1Bb6PunHH5QDdlzH3uYFlsJ8sIPSHHFdNIGwA/fEgtsEctLayn/CMJiCbhZQWk36qO5xp5mHL99iziuxkbiMukVaQpun1uOYznUjmJ8TZsO97gf6xxu1vPECfHzAlqE+8yqmEdANO5Grf1IPwBx5SUPlwazDnx3lJcjvIcCk+YUMek/CSA7mzJlZzC266iRNPujCAndCUJBJt3uVdPTGF1Ksi9LE8zY0Fm6pkbxM5cR8zIk1ySlL4ccaug2/C2kevnivsi1iVS+ImWKsyrllNYYNx3SpYSb/7JP1wfZ+yPUoFeqseWyoPGS4lXh03SSTcDttgHao70Ks0eUlA0symnht1su4wLTqEypjdzFyGE9KaW0kNDmFSioXOrttjO3EapN0bi2pDupJqEIcsg+H7tZuCP9sfTGiaS8HoaVg9UYy/7TFbNAr8SU3HSp18chK7boBNzb6YTTh8Ca1x/wAPJPaWfQHXZtMs6/Yk3T6en1wO5+WqCIFLdIcffKnVWP4UgbDEPw6zvCYgJmVCY03GDesuOKCUpt1uTgsrOceF71M/tPUpLj7SUlAkoYWoDy2AufliyV2M/sUnEWturVcswGZzgAJMXNs6ssUuLPZp0cGQ3KvoSlawNVhuSnTqt5JOLp4wyY2aMtSaDmmeiZAmN6FQ2UJaYA7EAbkg2IJ3uAcB3AWsZNTkuoVfKUqJVlVCU4ZqlXCkhNwhGxCkjTvY+ZxG1zN+TZ9o9QYqkNbStCSh1DqLA7CxAP6nHRVgqoB8zmLSCxx8zK/FfgtJ4autz6TUPtGmSFEJTo0vMdwFdlC35h9MV0mc5/dnpe3pjUvFaczNk+5qGtgN7pVvcHGbMwUpFJnLQ2PE+fuUAfhBxYVrnJkm5yuMxxQ3XHHtRc0MtjU84BdR8kJHmTtjU/C/KMimQI1Yqsa1XnJDUOL192a7/S4vtupQHS+KX4L5HNZrceQ8yFRoS9YKvwrf7rPogbj1tjSWVXZ9enLFGC0u1JXulOfUPDFiIuHJB736281OJwQRcwvpC5apasu5JYbk1Rm4qdakAqjU9SuraOzjp72+ZA6F9Iy1SqM/75MedqdQ0+KbMVzFH/UH4Uj0Ax8gpoWWYDGXaO2QiOkhLbficUe61n+I9SThvKnF1p12Q6zGis35sh4kBI8vU+gwUCLuZM/aCfM45gN/trw9/wDcj/8A9rHMWgfUX5njmhSkOBaTuDi/fZ7zIqPXNPKbJSzdKrbm5GxxQGLK4Fql/wBsQywFKCo61kDp4SDhDVqGqabWisKWgCbYoFRM+QpchkC40pt1OLXy3HYaSl9ttKVNptsMVbkqKJRZecQEgWG+LlpcHlRUkHr4jtjn0bcZ1AyvIkuirSCA2bAEWAGA/itIn1GMI7k0QKJFbVKqcgmwU2gX0k9k7XPn8MEqI4QoFdybXO/TGMPbS9oRmtoPCnKM/XFYe/8ANn2VeFxSTcMgjqARdXqLeeH9PS1zbR2iup1K0V727ygOMfEf/wAR88ya3GUU0+OPcoDZFtLCCbfXc/PAEt1xTQZQLrN7el+/74R1BpT1xYW1Jx8DqmiHLEuuAJQm/THQIoQBR4nJ2O1jF27mSMJYZsyOoAQP8I8z8cWhwydhz4M+DNbC2kAKAI20kWP7YqqI2QjSpfUkrPmTgjoNWqVH94lU1aAS0QptfRafLBqztbMWvTchiVeiQXa0pdPeUqM07oLaj0TfoMan4OcRokanRqWzM93WyhITcAtuJA6OJ/Ke2obeeMu5ZBzVKM12nuR1N3Dj9rNar/m/X4YMKTTZlNfXLbW4wpI+6UDsdX5kkdrBW4xdtOmqUq0rXqX0jB18fvmav4k8SZNWynPolNy1JcdWyW3FNgrCisG3LIFlCwPQ4pCMzMoMWO1XYy4bi2wSy5/eNg/h1Dsem3riPYzpUqLFTUUqecqF0KbdJ6JsbWB2PVRJt1VhpRa4uqy5tSqrbipiVn71x1ROlW5Vcm97k98e0+mGkGF8z2s1j64hnA47QsrOaVsQvdGXkNJUn7zsTf8AKR1/ngKq+VoGY0sJqkVLiHXvuXQohxAPS29j06G+GOa6nSW4wSZYQhKwtxCFfiA7E/Gx3J3AxLUCrzahl+FUWGiFFZS0bXAsq2/qfPANZZsAA+RCaKrcST3x2mrMkezpS1ZahpbnQouppC3GzEU8emw1lwAW/wAKR8+uPjHAeicOq4nM8aptqUoqbUy1HKG1hW5WrUtSrix7n5YNuHlelIo8WO4r7xtpCwomwUdIuMPs6IbqdKenR0rVcAONm5DZ6H4bfLHO3au5wUdu/idlR03ToQ6LyPMrWoZ3lwDIzVQwpEOGpTCV91KO1xgXqed6jVcr1PM+Y5epmOy4pvUelkkk/pg5quXBUKIaBH5aGHiHdI8xjLHtLVqq5By27kVbhAqajZwH8LX5gPU7D4E4R09ItsFfnMe1WoNFXqDsB/OZsrFMmuQms1u7RqvNlNs3O5U3oUs/D70D5HDQLsAm29sFTFMqFV4MfbBbWqNQ8wqZB7JTJYST8AFMJ+axgNW4Qs2PpjqVIIx8TiXGDn5nd9YvZR2wk25ynBc9Rb0Plj7zArZYAwmCkkC9wk3GLZlJ9C9RKgNztbF6+y1R+HtXq1bjZwjtSpzkZDVOadAISSVa1C/f8IwD8E+F44q5xGXXqgmCw1GclPPGwNk2ASL9yVD6HBJmfghxD4c1ZFXy9GkzW2HAtp2Oklwb7bDqPhhTU2o+aC2GM0dHTbVt1WzcuZrbhtkOmcPciZtiQ5SnWpTipcVpQ2aUAgbfMYzJ7SkqTWYdLrJYUERpK2XFgdCof8saaplXzE7w/p/29TlwK47TkLnRFiykpXcJUR5kAH54oDjBT63PyJOp1EpEiZ7rLTLmKaRrU20PzEDew7ntjK0mVv3sc8zb15VtMKwMccfrM8FSliyHyAfI74+pjSEi7qkKSB1X2wg9MeA5bBDf+I7YTLLyhrlSAsddKiR+mOgnKR/FfiOSWYzSkpK1hJcSPCm5639Mel3Ap+RSOFcZpyW27LQ466HEiyVKSAAbdxdPzx5ity46CAl8JT00lJI+W2NrezdxKj5jyU3Rkun3iko5Dyb7KBuUq+e/zGMzqatsV18GP6BgGZT5EN+MUaRVqwiqUum8t2SgKlpFylJA2Un0I7YoSTNQutsR1tlCUOISglNhsf8Ar6Y2jNy8mrUuDNS0FIVECFEd7C38sYj9opb1H4j0ChsrKGmG21uWFtZLxsSe+wxFvT1ZiyHBMvRryECOMiegmWF3p7Ytfw2xnz2vcvvLoLNbbbuYLwcVt+W+/wC+NUcKeHtdzBSG6qpAiQlboceBBWPNI629fpfDXjfwTjV/LE6mAzJKn460jS1YFWk2/wC+M+vSXMRYF4m7frtOqmtm5nl45UqjUH41F98WIiPvENJ3GtW1z9MaSyHwVy1W8vITmyoVF11bd+SJawhA9ADgizz7JkPh7wwy5nj3N5ussNNsVFopKkEqN7K8tJ2vgg4ex0VBlkSVNtrbsAoWsfQn9N8E1VllKKg4iekqqvZnIzADgvliLwm47ycuU6dNXRa9S3g4l9zUkLQ4hSFX7kAKFz/F64U4l1xteZJceI4S2iTpTbyuMEvGCIvLdTZrMEgONgHw9dN7ncfDFL1Cqv1Goe9XK1uuhYv33w/pNQbqhu7iZer0/o2kL2MP84OqlVRwdglI/TFd1Wi/aVTaeQgc9awy1cdPX5DfB1mNalz3F3PiSm/0wzpEZhh9mc+Afd9bp+XT9MOAZ5ih7Q0hNMZUyW/Fpygh+QW6VGV0PNdIStV/S5+mLSotUi0SO5FgqUlCGm4yltHSpuOj8KAr8pUbknc2Gw2uKkq5ccXlSkospa6g2tdz/nOt9vU40JDypEp0ZpychKnG03QyUgJQT1UbdVHzOJH0gzwIJzs9ZjU2qJlfKYDI8IWsFDah3ufxr+JI9b4GplPzZXJaJOcqwVxk/wB3EYIQ2hPkANh8h8cWRJiy5rpRDbshs3cUTobb9VK6AYEarm/IOVpDi5M1vMFSJsI8Y/cJP+JfVfy2wZfpE7frGH2XRf8A6Ox+uOY6f+Os/wD9l03/APFGOYJFvbPMZlvWQNO5xon2Wcm+8VOXX5TSg3p93ZuOvdR/QDFI5YoMqv1dmnw2yorPiPZKe5ONycIcofZ1LixIjOhtpISLfqT8cYnUrxXX6Q7mdZ0vTmyz1T2H6y3co5fYbSnQkWHiucHjUflthJNx532AxH0KB7tHQpZBUegtsMU37YHGg8OsnpyjQpQbrlfbUgqQrxR43Ra/QnoPn5YR0lHqEATW1NvpIWPaBvtJ+1fSKPDmZG4ZVMTKo7qYl1Jk/dxR0UltX5l9RcXA879MOSyp1xS1qKlKUVEk3JPnhd9RW5f1ucISO1tsdFVUtS4WctqL2vbc0i5bp1FprdYG58h2wrEYKf71WpdrlXX5YbKUtyUtLQCVKN1rO9gOlsSMdDaEjfw+ZO5OCDmAjppBX4QAlIxO5ceSmQ8oIC1clSWm1EALVcW64hEhTg020o8u5wR5KS0rMsCOpQAW5pJ8r4KnJGIK0+0iWQvLVGeYaZU49pKA4WEqs2QQD2698STb7DcAUxqmJbSpk8paFDQgja2kjvfqN9sdKMyp5SYQVrlU90x3UnqpkklKvl0wRVSPRIyGmIUguOJaBcSAQAs328QubDrba/n2ffGAMd5l15yST2gfUFtCB7zOLaUNbbXCUgd8AmZMwu0mqrairIbU2kHvc2te3yw94uVtqnUBVKYdAdmL0gX3CB1P8sArLpzFQWakp7XLhjkvpSfFYbBX0t9MLs/O2Movt3zk+ZIlh0rcKi4dh2HyxY/DnMImRPsVxzkGE4FoSNipJO5v6Hb5jFSmY7FkA8uwJ2NuuCfJzrjOaIrSpbMVT6+St11VmwlXQk2Nh03t2xn6oB1OZo6U+mwM2ZxszErh1kOk51pUyQpM+M20lpJISp7SLb9vXFY8F+NHEDO2YH4+Zq6tyIy1zeQg7KUSAkE9SBf9MTntAzXG/ZopVEqcxpU2k1Rlv7tWpLqdBspKrC40rBxnfglnaJlfO7P2m4ExJg5K1k7JNwUk/MYzK6lsoLYyZ0mr1TJfWgOFIB/j8zf0VqXClLeLhWlTQCVA3FvLGPfa5zBGz3xEoGWKSyp+QwgR1EHbmLWBY/pjX0SssigKd5iFXb1JUk3BFvPHnfxkqH2jxGqMynOla25IbbW2STqHS1v8W2BaPTr6nqDuBPdR1Teh6XgkTVNM4IU6FwcrfC6C8H5E3U+ZCgE65KbFCgOwBQkW8sYcqMGVS5r8CayWZMZxTTqFCxSoGxGNr5X4zU+NSIk2rx5sd4MNNvF1kj70IAJPxIJxkTibmJObM9V2vIZQ0iRLUpKUjt0B+O2CdNssLMG5Hf8AOIdQrRVUrx9PpBZRUvbE9kaq0WiZvo9Vr8H3ymw5jb8li1+YhJuU2+WB8qvuknH1AsLnvjVZdwwZmIxRg3xNzZR4iezdVau1WEw41OkKBvyiGzuehtY4tFPELJlVcDeUahGfUBqTH1BRAHQ2PXHmjzEE6mkFCT2vfDuj5irOWqozV6LPdiyo6tTbiD09PUemM2zpqtyGM2060w4ZB+XE35X67WZtaXWHXUPSHGRHUNNhpSbj98RmWZsnL9TXXEEpLhKVgdz3PwxnfKftUVyPKaYzjR41QiqUErdZJbdSO5tuFedtsaGXVKHW6NFqtBf58eWkLbUj8Nj/ADwnZpmoG1hxG01Sao5Q/wAYF8bOFGSc0USoZ1ytT00uuMpMh6OwkJakpG6yE9Ertc7dSLd8ZTch1EOEsNx1Dsq+5+uNV5wrb9PgOtlzSkpIJvtbvjLdSnNNVF8R13RrITbyvjQ0LPsIY5HiZXUEQOGUYJ7xsRU0D/KWUFI62SD/ADxfnss5tokeoT8qSGW2ZtRPNjuAgBwpTYoPcEdQD64ob7QBTovfBFwzccRxAokmEdDjctC9QPRO+q/pa+DalBbSVMU07lLARPVLI65tZya1DTpblRhy3tXYWuD8xvilMx8JMk5z455ezTmhxM2lUlC2JcZBsmRJQoLZQs9kG6r+em3fFgZFzNmzMuXYDmR8pTKk0wyIsiqEoYjvFG1klZGojpceWOZyhM02Ih+s02NAfdFpDLL6VEpG+oFPRSTuN+2CFuxg1GOJpzLGbJ1adZgsutxIcZoKWG02t2ShPYCwxK1+O26kzJM+SQBsA8UoQPgLXxT3CyupegoWzLS+lQSOYk/isLXwcVfMEeZIi091aVNFwJUlR2Vb8Sj5JA79zsNgTi4xieMkuPsRqtcEagCtC32oyeavTbxpsCux+Z+BxkThlJuy3McaBQ4Dta+/xxprjfnOkMcOJrIfbbTNjKAbRboEgggf9dMZS4N11Eltxh1Q5IWpKdXYXNrYx+rJ7Qwmz0l/cyQxzzQ2My0p1SSFOhkhIJ7j1xmJimrh1VxiSkh1lzSB/CL42D9mxHRrjLUg6fEk2sb9xihOKmU5lHrv25Ha1x3P73SOhwloLxXZtY8GN9R05sr3L3EYVizs2w7pSd/hjqhRTHdsk7Nmw+Yvjq9KZkBDyTfmNg3+WOzSHHgtgK3W2pKQBe5I2x0Y7Tm5YnDiit5mzpTKlL3hURwy3Cd7uBJ0Cw32NldPy+uLcrdfzFUOZGyllpcgk2576ShH07/XCXBPIX9n8rio1Zv/AC2pKDy21dUo/Kk/vb1wezZqY6tKAhISDZKR0/piRKOZT8/hznbMKNec84IixuvurJslPpp6YgVZJy1AI+yKe4pSdjJfIVqPnvv+mLSrEpp4KM2Uo6tgnTqt9MClRrTERKm4VF95Wi2lT7gSg/7I3wVZn2mDH2UP9M3/APbxzD3+12YP/olF/wDtKxzBcGLbhMtcGuHv2ZTkvSY15cghThI/CP4ca24fUkQYTaA0BYdSN8BOTMsMRWmlvI32Om3fFw0OIEMglFgOm2OLNjXOXafT6aBSm1ZKe9MwmFvukBLaStalmwSALk48xuOnEF/iNxMrWY1vKcjqfLEQE7IYb8KQPjYqPqo42h7WXElPDvhdLYju8uo1w+4xkhW4SQeYofBP7jHm3IqPiuCLnrjb6em1S58zE6vdkioeOTHxeRvcjCDr7ZBSrfbEQ/P8WoH9cMpE9xYNjbGlnPaYmJIMOIU64lsXBWSTiUjtlVrH674IuDGS8s5vlBmuTZLN3LENLAv9Qcbg4Z+zLwViNNzZOXPtRywUDNfU4j5oBCT8xhS/XV6c4YHM0NN0y7VDKkATCtLotTq0lMWmQJUt8/5tptS1fRIway+D+e6DRvt+qU56m2uWEu+FxSwCRZPbp3x6YUzLmV8uwhFy/l2nU5pKdkRIyGkj/dAxnr2qW5RygqbAA58OU0+hJ6L0q3T8xcfPCSdYNt61KuATHruhrTpntZskA/hMj5e4hOx6uxOlK5Ty2yxLB21FO6VfXb54n5mbkOSXJGshKk3SSe2BHONOoz5RU4cpltE1PMKLgFtRG4PlvgTrVWkRKG3HLl3Ukxwq/VPUH6E46T1SOMzkhUHxiRmecxqzDWnX0KKmmvumyfIdT8zfEXQ6jU6ZORJpZUXB+JFrpWnuFDyxyk0tdRWVK1BtGyiO58sE8WmCKjltIAT6Dr8fPCxYk5jwCou0QxpmZMkTYwXWcuuQ5CrawEhbZ87f9r+uO1VgZcqSDIoMxLiEi4CDu36EHcD44D3IgbGpTQSDtcDphWnZZrFaqDaKDrRJbIJeSSEoB/iP8u+J5c4xBYCc5lm0mHUuJeUahk6qZgfTNo7Ak0phdlNv2AGjsQQALXuPhikZTEmBKchTGVx5MdZQ42sWUhQ7EYv6n5Lq9GaYq7NVdaqjKLh+MotqBI3tbpipc95cqL9Yeqs+ZJlyZCtTr77inHFnzKjucVHT76WYnG09h5EI3UKr1UHO4cZ+nifYvFLP0KkGhRc21BmEU6eUHOg8gTuMKcOKpQqHmmNmXMbT0pqArnNMJAVzne2rVtYE3v1uBgbYorixZTqhiSjUh0pu5fQnob7HHjohYpRux+JH20owcckfMtPPvtCu12izYFIohgSZKQhEkOBRbT3ta1jbptjPz7zzrq1vuFa3FalLPUnBm/SXEp1BF0nEJUaG7pLzSTtuR5YHp+m1aJStIxC3dRt1jBrjmQqbDHbWb7dBj60xZ7kvJUAo2BHUH4YkPsKStGuOtLgI8JHQ/wBMF2E9oMsBI7mW23x1UoEd9sOJMKZEsiUwpA3IJHX54baFLVobBJPliuCDgywIM66vLBRlXiHnXLCPs+gVmQ0y6r+4CQ4kq9EkHf4YgI1OlSngy02SSbfDFlU7LbeUKIqfpC6m+jZZG7YPl5HFxT6owRxIN/pfdPMHMx52zdU3FRcxVOQtSOrSk6AD6gYFlyNSyoq3wSOZZm1J9UhxK3FLNyojcnE1R+FpqH/qErbB6WvjyaY9lEo2qB5cwDafA2G5J3OLm9mjKFSzXnpx+FTVSWIMch0gXSFL2APyBwKQOCuZqvm2Nlij8tRkq/vXVBIbR3UfMW8sb84D8JqJwkyuKNSnkvypKw/NmOABT7lgNh2SOgHxxmdSvGnQ1f5j4mjoKvVcWD7ol6+y/laPV+EtIZrtMCShpTSYjoJS2lCimxQdgbgkgDvvc7mE9oLghRmsuTKnQqAwHGG1L0IKkbd7abfrfEnkviSzw8ocuI8+1JluznvdGSrYayV3Pew1ftiIzXxTz3KpUqqJqKJbBbVrhrjthopPUDSkLG3S6j88Q+tpTardzgwlPT7rlZkHAJ/OU77Mma5uWMpVv7ecLMCLUiIRdWSoI0jWnfsFfzwfZs410an0GVUYsyOlk2Y5qRqcdWr8oUegAubD54z7nfifkaHw7rsCLVVwJkmpty2Y2jUW76S4B8SlQt64ypmfixmd8tRWZxs1qUlKrkNajfYXsCdr4PS7sSpHAPH4RexFUDHea44uceHa2IsOKo8v3QJUi+6dyBceZFj88RXBKvLflutOKPjUCBffGS8h5hmyc1j7UmOPmaktlS1X8XUW8umNC8N5gpuYm+Wo+IdPMjANfUXqIjHT7BXcPrNjUt8PIbLZuoJ3O+2GeZ6MmYwrmLQsEb36G/a2IDLVXWSlbjuhtWybmxJwexX2JTITIcOkjoFdccqc9p1gXPMzVmKjScuTfw3hLN0Gxu2fI+mCzhPQncxZnjvJhNyGIKg+4lxwoQSPwgkA9+1u2LNzZlWBVqe7HcZIQpB3IN/ljnAulRaRRpLKDrWmW4hbhG6gk2H6Y1aeqstOxvveJlWdJWy8OPu+ZaUzMEiHDDkugPI0/wCcjEPAJ+Fgr9MQYzJDqTqxAnMTg2PG2EEvo9CkkKH0xOSKmhDZJUBp8sVznNqj1ZaXn2uXIaN2pDSih1s9ilYsRhmjqT9nGYtqej1t/wBo4jio1eG+4UrkOxnEm3LeTsT8bbfPAzWHlsAOOtgoPRRIUk/A9MDk/NGZaTqZny1V+CNrSVf5Qgejnf54ZRM1tylrNHmKsf7yG+myx8Un8Q9RjbouSzlZyet01unPuHHzJj7TZ/0aPpjmI/7Zd/8ApUb6Y5hrMzMyycuUFK1NoB2tg4LLcFkJvYAXucMKYI8FkKdcSFEfTFY+0Dxqp3D3JE96O4hVQkoMeEjVuXCOtvIDfHG0VZIUdzPrN1oVSzdhMd+2NxMXnzii/TIsjVTsvpMNoD8KnL3cV9dvgkYz6+nfcjE1UJD1QlvSnruOvLLi1qPUk3Jw0W02ba2U6vIY6RECKFE4y602uXPmQLusmyEEjzw2WlST4hgiW0yhJKglNsQs5xLi9DafCPqcEHEEIU8NKk9EqDjbK1JXcLTp+n9MbW4Qs8VarEYUmc9ToBsQt/8AEoeietvjii/ZU4TtzpZzpXI4W2PBDZWNjY7rP02+eN35YpqQ0jlpsmwuLdBbHO9W1C+psXvOt6NQwr3v2kvSGpdPiIRLnPS3LeJblhv8BijfatkxH+GtWZeACi2CN7XUFAjF8TCI7CinYpG30xj32v8AMj7dJjU3mANvPDWL9ep3xmaBGs1SD6zT6jYKtI/4TLrDKlI2JsRuL3B+OGlSoTUqMUoJbUk3SAfDf4YdNVNNgEgC3pjq/UUj+8JCT3x3OeJ877HMbUZxqBCRH0feX8XxxKNTQVWLf1wNwXS9NeINr3UPriaaVYjuMQDJj559LqOWpFwfLBlwuqTEOrO0tQAbfb5oX3C0kApPyVcfDAUjTbfDmlThS6qzLQVWBAXbrY/ywel9lgaBvXehWXxIfWlKiFXBwC5ljNTEquncXPT9ME70sripW2fEU3wKzHXtZLySbd0/0xtWnIxMVMqYDT6OWyHoe4UnVyx+a3W2FIaQlA28Chv8cTEoJCg60oaUL17dvP5HEZLLWpakEgcwgp7A2/5YUKheY2pJE+uFvklF03HiT/MYYqTHJNiN+x7f8sfXHRuAOnTCN02v0wMsDDbZC1OmR1lSkJIv6d8LUPxHlKUdSdlbdfX/AJ4evhKknEaFLhvh9oX/AIh5jAzjPEuM4xJCpNp6Ear9r9cRaaeCdKUhAO5AFv8AviWiuNvu6lG4tcXx2CAt64/CNseIB5nhmSeV6PHbkIUUpJR4j8BgmqxbnJ0KPXe3kOwxBUt1DCutrpO+JVpfMbDyjuQCd8FqAxB2AggyXpEOO22gcsbd8GdKbpoZuopSobYB6fIUlO527DDl6p8q51kfPDCkLF2UscSbqlVVQKpCrlPWOZCfSvwnqL7j5i4xpaj5qjzKcxUIjyVNyGkuApP5SL4xBmLMSeWtvmlCl7dfxfD1wRp4z1mlZVp+XsvthpUeMhD8xzdalW3CE9AAdrny7Y53rOm+1urIOZu9Kv8As6FX7TRedG891bPFAqWTKVLqkdWqNKaYTq5ajYhxR6JFhYkkD1xf9Aoshqnrp9TeirfQ2C+ylWoJB7EjFd5OnK4a+z5Irn269UZjtLFTVMfTpXzHGgspHkB0F8V5QOMv9n+D7VTRWESs015Lkkta9SkXUeWF9dPht9cYI0zX+1RkrxxOvrerRV77m25GecTPvtTZdpuTOJUh6HrepczU5GShYUG3RYONnfaxsd+xGM+vuKefW8vqsk4t+r5VzJXJC6jmWrR5Ul5xTpDhUoBStzbbEW7kVRB0S4Nx25Z/pjpKdJbWgDDmcdfraLLCyHgyuIExdPnMTmrFbDgWB52xcvD7iGip1lpCGXGnmyFi+4tfff4XwIv5Ikg7Kgq+ahf/APXCtHg1zLchcimMR0rWNKrEKuPnibKHZSCshNQgIZTN1ZfqDcuBGkMrtYAfDzODakVxttbbQVdQOon+WKA4H5mk12hsMyzpfZ+6cSP4u31GLMnyXac4Fp2OxtjjdVQa3KGdrp7hYgcdjLWn1T36nuqvcoBshIG4wjkJhzLuXEJmq++fcdfUO6StZVb6EYCqVmVIYCnFbHrv2wpOzsgbIcsEjYXwoAxbiN7gBmGlezShhpfjG/QHyxVtazepTxSF7A9QcRNezU7OUUpXsPLAup1b13FLNjvjT09X+Zpl6i/wsnn6wuQoq1dcMlxW5Kg4VFC0m6XEmykn0OGrSwEHxfDAfnPPaYDS6PSnryVCzriTs2PIeuNKpWY7UmZfYqqWeHP2nO/9yuf7w/pjmKA9+d/0yvrjmNH0LP8AXMX1aP8AxiaYzlx6VHZcMN4JCATe+wGMj8SuIlQz7WTNqEsqYZJSygnYDufnjpmzNK6qowIyyWAfvFAjxHy+GBj3SNveQlB8iixwPSaI1+7HM0td1A3ewHiIrebUBpuR/hGG6tVtgEj1w+EQPOBmE2t4/mWvZI/nhKVGRH1ttq1rTs44Pyk/lT64f9E9zMzeOwkJLcUu7LNySbFR6/AeWPkWlKektR7XW4tKbepNsSkWEllLktxIJTslPbV/ywV8Lsqycx52pkVpkr/ygLVYXFk7n9sCcekhc+BC1qbHCjzNq8EspNU/LkGOGrJZQgBNrXsMXxTY4aZTdvSbDA5kbKr1MprHORpOkXAHQYM+U0wnV12xw75scuZ39SitAog/meYliI4sq0hKbk/DHnxx9r0riJX3odKWgsQnlHUVbEgWAGNb+0bn5vLGUn48R9IqFTvGip7i48S7eQH8sY7g05tltKbkq6lR3JPcnHSdA6b6hOosHHic7/aDX7QNOnfzKkehTqe6G5cdxlRH5h+xx2WtK0htdjcbX7+mLldpESoNqYmR0vNqFiFDAFm3h/NpaVTaYFPw7arDdbR9fMeuOhu0bVjcvInKpeGODAaMFMSTbzt9P++JxDxuAPniHdWSWrp8SjpNuxxKxwNJwlz4jEkmVBxBv5YTcbc2LLulX5Ta/wAjj6wLIBGO5ARYC9icXB4kEZlmUqqOP0WK8SkrLSdQV0JtviNqMqU6SWUls/DUPrcftiOyxLLtL5Fx9y4pI7bdR++JNxLaTqdikX7g9cbCsWUGY7LsYiQRTPUvxpQq/wDChQ+pviDnSXaQ77pOstKxrbWlJFrAix362wcfdWu0iwxAV+lN1WMuMsWN9SFDqlQwK1Tt9veFrsG7mDbdQbfOpCwfMY7reFtRVtiHk0F+K0HkSVpVzAgnyxZPCbhhFzk1UJlTEyTHp0UyChhY5iyDvZJ6iw3t5jGS2sVMA9zNavSmznwINUWmTsxTkU2jRHJclZ0hDSb7+vliZXwozxIckIapIuydIVq8CyP4SOo9emLyofDTK2XM4xKkyy6iiGK1OiJWRzlkj+7cA/DZQOx3sNxiwZ2b4+6YlKQBfqpYG3yGM1+q2hiNuI+OmV4B3ZmPFcLOJdMbEs0cugjxNA7p+HnhuY8qIv3efFeivjq26gpP69cbAXmSE+lKHqSQq91aFgjT574icy0nJGZ6c9FqURIuLp1t+JJ8wR0xNXViDh1kWdMGMqZlhLhSfTEg286xFbaQQroRqWb27DYYncx8PjSZa26fUUvMX8BWQTb49cRoZ9xHIlAF5ICbDG3pdQtx9pmVqKGrHui0Sa9bSU6QepP8sfKhI8BN/XrhutTmnmLIbSntbrhhPkENhVzv0w4zbRFNo8SEq623ZKQoX0HUBgv4PZRY4i8RKHlF9/lRpklPvKrgWaG6rX7kCw+OAFxa1urWtVySeuHFBzDUMs1uHW6a8tp+I8lxJQopJAO4uPMYybSzk47zU0+xCu4ceZtHjXxEl0atVjhrlxSWoXLESQ0QCGmwm3LAO34bfW2KSdQ1CKArT02t0t6YhatX51Sqk2sy5Ljkic8t5xxSrlRUbm5+eGL9ZccSQXL6E2xo6PTppKgq9/J+TM7qOrs6hebHPA4A+BJKp1FA1FO46X8sDUmpIQ6QldrnucN36lzwRrTa1xY7HAxJqoW8tnUUrHY4M1gEWRMCFH2oXElKldz1w0dmJP8AnST6YHhOUQQrCBmrKtWrfAi+ZYA+JdfArOSKHnJiFIdPJneDc9FjdP8AT541jOpwqUMSmyVKVcn0GPOyDWpECWzNYcKXGFpcSR5g3xuXhjnxnNFAgyG5aEqdaSVAnYnuPrfHM9a0/uFy+e867oOp3IaW8do1qkqVCdXHuRp6XxBP1eSpVi5fbB1mOlU6QhxxbwS8Da4O2K+mx2WHOWlwLIvcjGVSAZrX5UT57ypZG5HnhXmoQkBSzt1F8M1ONtblQAAxFTqkXkqZjKtYHxYfrrLnCzNttCDLSJz1xAFLQqlUpYMpY8S73DY/riu4sxUlZW64Ssne/UnzwzzK26xVnFKJJUdRJPXDZl8tLS6n8J62xsUVLUuB3mJqbWtOTCK59PpjmIv39v8A03645g35RSC6G0OEFaSg9lJH7jD2O0NQalISbjwuAbKHxws1HQypSfxI7pPf+mHgjtsnQBdJ3scPImeZJbM+ON6IqW4oCCvbV5eZxCvNpSgLaT4SooYv1UfzLOJ925YQwSNKtthvbEbISlchrwgBprwgD1xaweZZIyMN19bEKOgqUVaEpAvdR6nG8/ZZ9n6Pk2mN5ozJCvVZjY5bSwLsNnffyUf0xWPsrcIsvV5aM+1dZkPQny3HjKQNCFJ31k33Py2xtumtJYShpv8ADa1scr1TXhnOnTt5/pOp6V0/ao1Fnfx/WKvMIY8QRZCetu2AriTnijZDoMiuViQlpltsq6+JRHRKR5nFsU6DHeWYrqdSHUnr26Y82vai4kVrN3EOq5ceSI9My06thiOlZIdUDbWvpv6YBoun/anHxHNbrvslZbz4gxnHPlY4mZmfzFVFFDZJREj32YavsAPM9ScIMs6rJT5Yg6EDpJJuUp1H1OCSAouJJV23x32moWtAijicFqrmtsLOeY4YZtYD54b1BtzlqAPhIsfhh7SxzmecrqonbywrKbTy13F7DDorDLFCcTPlbjpbnym2UkFp5W3wO31GFYqPAm/UjfE/nKCwirJcbSUmQ3ddv4gSL/tgdpyi414uoOm/wNscvcmywrNWttygyVZA0fDHxwXG3njs0BpOOiyQojsMD7cS0kspyQJ8yMrYKCFW9dxf9sFSnXY4sRrQexwJZZgJlVGW+XVIU1GWsWGxtY2wXRzz4yVqG5Axo6WzepX4mfqq9rBvmdR7u4Pul8pZ7HphGSw6hOsoSo/xA46vtpSrbHTUoCwUd8MwAEZpoC6s45HbaK0uHxBI3B8xgty1lDMGVnI61vrjF53/ACZ1tZCXCkgkHSbg9CQdjgWeqlRpDTsqmS1x3UgeJPcX6YVy/mmu1XM1Ok1OouyVNOBCAs+FIJ3sBsMct1PTE2d+O86TpuoKKCPwml6DkHM+dHH63U6+tlx9etxYbSCo+YFsECOC9NCNL+Zamre5su2CDLUxxmlNJbASCkE2+GHTs50dO+OesZs5nQIo7QSTwcobHMDFeqaVOHclwK/fphm9wikspJhZtcIANg8wFftguNReC9gPrj45UnQhR0j64EHb5l2VZTWZMi1eOFCSuBOQP4mDf9cUlU3I8afI0NgqS4pIQkbJsbW/TGoMwzXHAoEAbE7YyvUnle8OqAF1rUon4nHT9CySxP0nPdZGNo/GNHVuvm7xsD0SMRtWcS2Ut+mJRlNySo3xA1pZ54vvtjefgZMxVHMgVLC1q9ThCSqySq2Ey4pKzbCa3VG98ZZz4j2MCWG1M57DK1LslTaVE/EYaynS0nwq8V7jfrhhSHlKpLF/ygo+QJx0mLW7ZoKKVAFSVdbd7eoxrBtyAzLK7WxIupOvwnDKjkqaJ8bd/wAJ8x6Yjp/+UtidHPiTv8Rhw1OXKSta0AKB0m3Q45HjttSQgX5biVK0/wAJGF2PGR2h14OPIjRqQH2woGyh1GHMCnz6rJTGp8dTzi+w6D1J6DDWclqFP0IbuFpC9ja1xfFtZbp8amU9lqOjxOIQta/zKJA64mlTaefEi4iobh5kBF4XO6NVSqyG1/6NlGqx+JwV5Ar7/DyeumzXnVU986kO/wAC/l2P8sPS6okpTtb9cNajEYkNFL6dQIvgt2kS5CkDptbZRaHloKz1DmMjTVW1JIv/AHn8sRUvN9PaBUJCVW6kKsB88UpOjOwHFNRJjyEnoL3t9cNEJeeKRIlOu+Wo3xkr0gq3Jm3Z1oOPasK8/cU6qULp+XY79lApXKCCQL/wf1wvw8zyKxCFPqLhTPjgJUFbFxP8X9cCyWgiwB2OO6GuW6Hm1aVoPhVbcfPDq6FUGFMzm1zWHLiFmeoaXG0TG0jbvbAU1NCPu3OhO2JaTVZr0cxX3S42R0V1xAyYJCVOofI03NiL48dO9fMkahHGDJD3tn+MY5gZ97c8hjmBerI4n//Z' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a><br />
Today, the value of money is decided purely by its purchasing power, as dictated by inflation. This relationship between money and gold provides insight into how money gains its value—as a representation of something valuable. The lack of transferability of bartering for goods is tiring, confusing, and inefficient. But that is not where the problems end; even if the person finds someone with whom to trade meat for bananas, they may not consider a bunch of bananas to be worth a whole cow. Such a trade requires coming to an agreement and devising a way to determine how many bananas are worth certain parts of the cow. Early forms of bartering, however, do not provide the transferability and divisibility that makes trading efficient.</p>
<div style='border: black dotted 1px;padding: 10px;'>
<h3>Best Commodities Funds 2022 – Forbes Advisor UK &#8211; Forbes</h3>
<p>Best Commodities Funds 2022 – Forbes Advisor UK.</p>
<p>Posted: Mon, 25 Jul 2022 12:05:41 GMT [<a href='https://www.forbes.com/uk/advisor/investing/best-commodities-funds/' rel="nofollow">source</a>]</p>
</div>
<p>Hyperinflation describes rapid and out-of-control price increases in an economy. In this article, we explore the causes and impact of hyperinflation. Money is a medium of exchange that can be used to facilitate transactions for goods and services. 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. Alternatively, the Fed can lower interest rates allowing banks to extend low-cost loans or credit—a phenomenon known as cheap money—and encouraging businesses and individuals to borrow and spend.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px" alt="what is an example of commodity money?"/><br />
For all but the superstars among us, it has, per the definition, rendered humans widely available and interchangeable. Which of the following are money in the United States today and which are not? Currency itself is perfectly liquid;  you can always change two $5 bills for a $10 bill. Checkable deposits are almost perfectly liquid; you can easily cash a check or visit an ATM. It can be converted to money only by selling it, a time-consuming and costly process.</p>
<p>Although commodity money is more convenient than barter, it can be inconvenient to use as a medium of exchange or a standard of deferred payment due to the transport and storage concerns. Accordingly, notes began to circulate that a government or other trusted entity (e.g. the Knights Templar in Europe in the 13th century) would guarantee as representing a certain stored value on account. This creates a form of money known as representative money &#8211; the beginning of a long slow shift to credit money. Gold was recognized as a standard medium of exchange for international trade as early as 1500 BC. The first gold coins were minted in modern-day Turkey in the 6th century BC and gold as a currency eventually spread throughout Europe.</p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/difference-between-fiat-money-and-commodity-money/">Difference Between Fiat Money and Commodity Money</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/difference-between-fiat-money-and-commodity-money/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
