   <?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>Erretimedia</title>
	<atom:link href="http://www.erretimedia.com/feed" rel="self" type="application/rss+xml" />
	<link>http://www.erretimedia.com</link>
	<description>Agenzia di Pubblicitaria - Servizi Hostess, Comunicazione, Grafica, Web &#38; Multimedia.</description>
	<lastBuildDate>Sun, 19 Jun 2022 11:52:16 +0000</lastBuildDate>
	<language>en-US</language>
		<sy:updatePeriod>hourly</sy:updatePeriod>
		<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=3.7.38</generator>
	<item>
		<title>What Are Cryptoassets Cryptocurrencies?</title>
		<link>http://www.erretimedia.com/what-are-cryptoassets-cryptocurrencies</link>
		<comments>http://www.erretimedia.com/what-are-cryptoassets-cryptocurrencies#comments</comments>
		<pubDate>Thu, 14 Apr 2022 13:51:01 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto Blog]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1569</guid>
		<description><![CDATA[In this podcast series, members of Withers’ global blockchain, https://triple-a.io/ and decentralized finance team discuss key topics and questions right now related to cryptocurrency for both individual investors and enterprises. News and resources on digital currencies, crypto assets and crypto exchanges worldwide. For the benefit of those less-than-totally knowledgeable about the world of cryptocurrency and [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>In this podcast series, members of Withers’ global blockchain, <a href="https://triple-a.io/">https://triple-a.io/</a> and decentralized finance team discuss key topics and questions right now related to cryptocurrency for both individual investors and enterprises. News and resources on digital currencies, crypto assets and crypto exchanges worldwide. For the benefit of those less-than-totally knowledgeable about the world of cryptocurrency and blockchain, cryptocurrencies, the most well-known of which are Bitcoin and Ethereum, are digitally generated and stored units of exchange. To protect the value of each unit of cryptocurrency, the issuance of new units is governed by complex algorithms.</p>
<ul>
<li>Even before the pandemic upheavals of 2020, cryptocurrencies were surrounded with questions about their security, practical use and long-term viability.</li>
<li>As a result, for many, if not the majority, of investors, investments in bitcoin and its ilk have essentially treated the currencies as commodities rather than as units of exchange.</li>
<li>Please note that the Skrill Cryptocurrency Service is not regulated by the Central Bank of Ireland.</li>
<li>This proposed an ethical framework for ICOs, in the absence of specific guidance from the FSA.</li>
<li>Coincover protects $300M+ of crypto, spanning 200+ different cryptocurrencies, held in more than 15,000 wallets.</li>
<li>This continuously-growing, mutually-reinforcing ledger of verified blocks, distributed across an entire network, and thus known as a ‘distributed ledger’, is collectively referred to as a blockchain.</li>
</ul>
<p>However at the time of writing, these can be challenged given there is no guidance as to what due diligence should be taken when purchasing or selling crypto assets. While such situations are relatively new in relation to cryptocurrency, the practice of asset recovery is something that we have been conducting for clients for decades. Whether it is cryptocurrency or some other means by which fraud is alleged, asset tracing can be a vital component of any civil fraud case. We work with speed and intelligence and use all the legal tools available around the world to maximise the chances of locating and recovering the assets for our clients. Every investment carries a risk, but with bitcoin and cryptocurrency as a whole, the sheer volatility of its price means investors should be particularly cautious.</p>
<h2>Is The Market Ready For Bitcoin? Investors On Alert As El Salvador Drops Btc Bonds</h2>
<p>For further reading, consider this excellent online book called ‘The Token Handbook’ by David Siegal, which sets the background for this exciting topic. Three centuries later, the Lloyd’s market continues that proud tradition, sharing risk in order to protect, build resilience and inspire courage everywhere. This is the second new insurance product to be backed by PIF members in recent months.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAC6AWMDASIAAhEBAxEB/8QAHgAAAQQDAQEBAAAAAAAAAAAABwQFBggAAwkCAQr/xABBEAABAwMDAgUCBAQFAwIGAwABAgMEAAURBhIhBzEIEyJBURRhIzJxgQkVQpEWM1KhsWLB0SThFyVDcpLxU2OC/8QAGwEAAAcBAAAAAAAAAAAAAAAAAAECAwQFBgf/xAA3EQABAwIEAwUHAwQDAQAAAAABAAIDBBEFEiExQVFhBhNxkcEiMoGhsdHwFCPhB0JS8RUzcuL/2gAMAwEAAhEDEQA/AL7pUlP6969hQ74BNIw8FKwO5pQztyM9h71zNrLnRag6bpYjJ5Az7VtDROPivCJTLQIyK0u3VKfy8085jGj2imvacdAla0ADJNIZT4BGO/atbl2Rt5VzTDcNQMtKIUe1MSuZbQp2KNxOyenX9w780gdeAXkkVFJ+tWI+SXQR2702L1mh8q8tfAPzUGWWNToqWS17KdqmlPJwQP8AavLl3DSCUnNQxF+V5Yd3+k/NOduuMKUCHXhk0Ubi/QIPiyi5Tg7qJxGVAcim2TrdDRPmqIx8V6mxEby4w6lQPtUV1JHCYbi2k+vPAxRyMlaL3SohC8gEJ5/+IkUKIXJx78mnG26uYec3JdH96pZ1m1prDT09pyHGeMfed2xJ5ABJ/wCK+9N+vcqSygT3yHnDnaT2FRWTSEZr3srs4ODEHt4roXYtRx30gFwE/rUpYmsPpyFg1UbSXViO8pJMpIJHIzRp0trOPLQgtSdxI5FWtDigPsuWer8IfCcwRPfjNu8kA/evLL0uEdqsutffummyFekuIAUvvTgmWhfdXergPY72mGxVMY3D2XBK30tSQiawcqR+Ye+Ki3Wqws6x6R6l0+68lpM+3PMeYoZCCpBAJ/epDhSVByMravHPwfsaS3CM1frNc9Ov5a+vjOsJz8qSRkH96n00wuWOG/zKTGMj2v4NIPwuuBeuOnGp+mer5WjdTw1MSoy/SvHodbP5VpPuCKVW3T8NTW+QoqP2NXl1n05b8RHSe/6eurCG+qHSyQ9CfUBhyY03nB+4UkAj71RiHPTAedhTXfKcaWUrSrgpI78Vd0dQJm2PK46j78Cl9oMK/QTGSP3SbHod9OhGrengtN1tEaGjLKsAnI+1MqXUoy2tQGKdr1eYbqdjSwsDuRUVkuh1ZUBipZWdTsylLhUQcVrWglw9iKbo6nE8hw/3pSmQoH1EUEF9WwgOHAGPevnlI9h/avheSs7s1saKVqwFYoIJXBj/APqG+OCaJNtjNtMIUGUnjPIqL2hluO0goSFKPOSM0+yL0hEUpcQULQO6aUAkHVL9QORG2G32SEED1AVC7pdFykKSwFcdsCk951Cp1GxlRIPfNSjRdtauCEeaODj8tAobBQExZr2XXEKAPbdmtKgWiUuA5o/XvQ8Rds+oZGdo5BFDKZpF56UW0R1bQfjik25oZlDosl5Dm0J3JJ/tU1s9vl3VoIQhY45OKnOjelKbi2FuQ0qA47UUbD0ugWlSVFBT/qTRi6Iusq9XnQF3UwFxori/hQHFM3+HLzayl10qbX321cybYLZHhFKEoCAMgHHFBzWVqguTiW9pQckj2zQym6AddDSy65v9uT9J5JWOxKgafp1+uVxglPlDKwD80vVZ4BaS5GQkOA+3vSa5tBmP5zTXlqHcAUVjxRKBXiIoq/ER6lDP70yiP5SwsgD5qSXd19bqdxSd1I1ITKbKXAkHGB80LXSwVobQ0+wQVYUkVFrkt+LICmn1pOTg5pXIfLLqmlOkFJx3ptnrW6QVL3H2OaF0a3pvFw2jc6VH5J71lN6QogHFZSboWC74xbm0DvUvIFa5OpGGiUpcGB96FZ1q3HbI+oH35qJ3jqJuc2NPcn4NcmlxERiwXSosMdK7VGi460aaBw6MAfNNqNesM/5zuQrtz70DH9SXa5SEMRypQUraTUkRb5aYzbzyypTZzg1XmtllddqnnDoYWgP4oqx9Rqm5KVH1HAqN6vuUuLIAUohCk+k54JqOW65Xdpzd5X4QXt3VMo9rOooRj3NvKTyCDyKV3xkbl4qO6NlM8POyEF21YqPIUw+6SonIGfakiNWylEGO4QMjgVBPFlrrp10QsztvauxumsZicQbch3mMg/8A1nsdkj2HdR+2TVX7P4x9U25gImadgSlZ/NvUmpVHg+JVcXfQx6dSBfwunJcawyAiN7tfAq/EDVNwfQlkrzg9qldlmTpCilGQT8CqAW3xu6qcVljStpZUnG3cpas/8U43Dxq9WHIi2LbPttsLgwDGjArT98qJqbF2cxqQ6sa3xd9rqrqcfw4D9sk/D7rpNbW3I7JkXKUhhtI3FbqwkAd+5obdSvEl0Y0PugN6hRd7mfSpqAjz0s57lah6ePjOa5t6g6ya41e+XtT6uudxJ7pekq2fskcD+1eG7o07CabYARvGVKzkk1ewdkXyC1ZNpybp8z9lnpscObNCzz+w+6tv1P65dD9UWlpm2yrxLmKSW1p+lLQXu/MnJ7Z7Z+DQemW23P3dM2yyHG2FKDTTIRjykBCfUTxncrd9wBzUBsjsZyZGQtOVKVx9vvRRhrtMVPmuSUgpGftS4+w9HACYZHhx4kgjysPRTKbtnXU9mOa0t5WP1ulMK83yxSkMXAONA4IXzgjv/wCKO/TLqshgoDskq7Yyqq3XXrZbXpCbLNgi4x2ctNoKAHOf9KhyP3zShlUuFGTeLQl5trIJYd/Mj/z+1Zqvwqrww5qgAt/ybt8RuPp1Wxw7GaHHG9005X/4n0PH69F0j0tqWNcYrbyJIwoBXepSzdHx29YqhnTjr87bG0RproSUAAgmi9G8UWmoTaDMnNjOAUhXJPsKTDWtAs/RQqnBZxIQxt1auDeEKc2lZ44wfanPch5BJPPGDQi0ZqlnU0Jq9xXghDgCwknvRGtN2bmFCQACOTV3TS5wL8dlQ1NKYiRbUbqt/iB0PfujPVa0eJ3SEdx60yFIg60iN87mSQlMkp9wM4UfbAPbJFNfH30Uh6J6kxdf6Yhpb07rJkTmVND8NLxAK0j4zkK/c11/dt0C+2yRarnFZlRJbSmXmHUBSHG1DCkqB4IIJGK56eN64WnQPTST4fNUWa5T5MZ1Fy0hc0tZSIm8gMqV7qbGWz8jafer+hBicG8Nx6j47+ISqrE21lD3FR77Rlvzb/b8WHTq024LncmJGWjaQc9s5pDJhONO7EAkHsftSpTj8VWx9soI4II5pUiPJlEO7cD2z3rQaLGJAzAkLx6CP2pWixyXOS2sD5xUjtsZaXG/NbIScc1Ln2oaI+AlKVDtQskkoWO2ktpPJGKRo/DUUZxg96mN+baSPMQUg9j96hchQS4ongZ4oEWShqpPZ7n5LYaWc49x3rbcrr57ZZaSVKPuaiUSYplZJ7H708xJDchW1JyT/egCgQkfkuOO4dHI+KI+gruxEKYj7YO3kEd6ibEYMq8wtkZ/1Clke4MsKLyBhSe4A70YCS4I0f4yivMrgoiAbhjJVnFKLTFeckp8+KlQUeCE0O7FOhkh1SxuVyR71PY+tI1uabekMKKEgDI+KG6bRNgIt9mZQ754aK+6cdjTFqbqOxGUWmnE+YOEke9DHVfUaRPSlFuOW8/NQZSrrdbolyRJ8tvPPOaVdFluizdNb3dyIXhIS4lIJKEq9Q/80KdQ64ulwl5aR5aE8ZPc1I40N23JCy8VD9ahd+Q2u6PeWpITu3Y/UUk3S2tCf9PX5EUl2S8XNw5B9q83bVhkNqaab9CjkbqiaXgD6V9u4pW0svOBlTG5PuRzigjIXzZIuyw4hSR7D4FbZTH0qPLkAhWPzJHepBCsEUs/gOlChzim69NNfSFLiyHWjx96CK+qHdwbdU+taknIUT2pMhlUk7UIOf0qQsp+plJabAUVnBJFSH/C7cRnzEIGVDJ496Jw4pRdZROPYnlsoUUdxWURIUdhEVpB2ghOKyk2SMxVmndeSpDwQhzduUB3pexMTI2ySsg7wOaiGjrWidMbLqClOakeubXLhphNWIFZdXhaU/7VxJ8TS4rugeC9sbeKOvTbSv8AMkNOBHCjkKPuan1ysDMJ38WQjAyHAe3HxQgvXWW3eG/okjqBq+BMlLXIbhNRWAnzFOqBxjcQAMA5NUt6pfxGep+spi2dGWqNp63kEBSz58kk/wBW4+kf2P61bYfhVRiEINKzT/ImwHqfJZPEcQZTVDhM/bgNSV0F1Fq3Rel4ql3u+sQWEEqCdwU64f8ApQOaq14h/F/rOHb16W6OtrtbUtJbXdn/AFS8e5bT+Vvj3OT+lVKsPXKdLkuy9V3KVMlPKK1PPLKyon7mlr+t4+oZJkkgIHpSDyQK12HdkqWmIlqnZ38tmj4cfj5LMVuPTT3jhGVvz81CLxZdSXKU/d7vNkzp0lRcefkuFbjij3JUTkmo6WXkqKFJIUOCPeivqO4xExUJbWnKhnj4qGtR25b5ebx6u6q1GQNFgqO9zcqOtPFCtpVzS5uasjufilV0sCUPB1C8bhzj5ptSythZSTnFFYhHdOSLkoD1E04Qr9LZACHDtHYGo+Vq7VubcUMZSRRhGp/p7VgizUuyF5yCOfaiAzqeCtnzH5A24zjPegJ9Vz6VYpSzeH2htySO3elBySWgoz6Ml2iZruJKuOxLK3SRnsDjirPpj2hUVCUlhTJHPIINUEav0hCgtKykpPBHtUqg9VNToiCIbo6WwMDJ5x+tAEWIKItN7hFzqhLgsah2afcQ0lOEuBrGCfeoQ1dHYd5jPXJ9amw4lQUo8A/BqMMahlPu/UKUp1R78Zp82i9Wzzig7kHaQRWWxyip4w2VjQL6GwA32XQuxeITzSvpZXkm123JO241V3+k3V5DFuhQ0vgtJCRweAKs9oXX9quLwCJA5x71ym0Brx/SshFsukkNMrIDT6zwn7K+33qyugOp79ukIdccBQkhWUq71j3SzULwTq1bOqwiKsabaOXTDT81t9tK0rBCgMUCfH10j1N1N6LpuugrK3dNSaZmInx4u0FcmPgpfaSe+SkhQA5JQAMnApN0x6yi4llDzoCCARg9qsLZr5DvUXykOg+YjGR7Vs8Lr4atlmnVc2xLDpsOnzStuOXAhcRI9t09q1j6lyGYc+IVMT4UhBS9GdHdKgQD884/3yK2L0PCit72E5ATuGaur4gvDXE6iXG63rSUiLH646UjfVXW3stBhrVNv3kNSA3nG5aUgbknhwFCudpqlt91aw5CDkZtyM96m3WFpIcZdScLQoexB4rRRyZ9Hb/X84qmxLDhB+/T6xk26tPAHmCNWniOoKiF7lJhgoCUgoPtX2xSl3d1LD7YcB4GDj+9Re8zZ019QaaJKuSTS/Qt0ctN0Q3cwQlZ4VjOKeuqq1giNeuljMq2/URAsOJGVAng0N/8KNQ31mYyVbSRtV7Gj+3qmzi2blShvKf2NCnUV2akT1qZbPl7vYcmjcAElpKiM6wQXIxebaCFAewpitpajSHCDhSeKn8qMqVD8mMkl1YwBjAqOsdO9Qvuqd2+Xk5yR3pJ0S7rSLnuQUFQKfc+9MyrmUurS0Pf+o1MoXTTUDiw0WPMLnAKRW6T0O1G28gtNlTajlRHJTQuhcKLQtSGOQlfH70ruOt5bzP0jWVZ7kmpDL6FakRGMlCcpH9KhyaiF50Vf7IomTDUQnurGcULlAWTUbhcy8VfULSk+yCQKl1guI8lKXXcq7HJ5qDuOLbXycEd6Touklh4bXiMnmjBsUZCJ98v8qHb9rMxPHYcEioOLq+8ouuulSlHkk0hXMdfV+I4VV5iQZtweU3DQT7n4FESgAnJFxKXkrWQUg81ILRcksvJccR6ex/SoNKt91gu+XIjrBz+oNO0OROajAJ2kDjkZNAFBEZWooIQpTT4SpAxj5qH3C+qlyVpVJ3d8Co88Xt2HHCDn+9PtissSVKa3k7ioZJNC90m1tU6aStr70v6txlSkI7YHvRGuNsUxazLcTgEYCfvS+xWyDHYbajMAcYPFINVXJhnEEP+lCtyhngYpNzsmi65UWatdycQFpWpIPIBHIrKdW7/ABAgALSf3rKKyOys5o20uJjZICVJTuzj2p7064H9TMW95aFKUtPB7gZohWTRgbs5W2wQ7swQO+3HcUG7S6431XYZBUPKdCeD3Ga4y5jmx5jxXbaAiqleBwBUk/ifWxiB4adJK8tIU/qFoKOP/wClw/8AauV9yQ1hPlgZA5NdXP4rPp8Lej1oC8p1Ixz7D/073euS6pCnGwF9/f711DBIxHTANHH0C5ZiZc+fMfzUrWjhWSKdYE1yIMMvFOfYUzZNbmVgEEkirhwUBzSpF58qSTufWoHvk5pxtshyOny9oIByDTFFuTbKAgr7+9OzE5lSNyVAg0QTdk6yLgy4jCl+oHtTa5GW8S6hQ/U03SLggPgIOfnFL2J7a2QlKhx3BoXujXxlgFzCxyPalpjJW2SQBgcGmwySHd6P0zXtd1UAEqUMUNEE4s2tLicqpFLgqjOYCsg9q3xL61tCFHntRs8PvSeL1E1VDcvbW+GHEnYRwoZ96h11bDQQOnlOgT0EDqh4YxQ7pp0F6i9T3AuxWZxMTPqkupKUft8/tVm9H+By0WiELlrO4qKWk7nVuKDTKB7kk+371eey2vp30s0CbpcGosC3QGk5KUDctWMJQkf1KUcAAVX7W+otSdTZirhdIL8Ozxwp2BY2SCcJCVea8NwC3NqgQOwzxwRv5piHaSurGksd3bOFt/NaGkoImu1F7cT9kH7xZunWn2f5TofSLU9XKfq3o5wrBxltH5lDP9R2j9agEzp7e7k4H5BajIcd4bSAVEf/AGJwlOP3/Wj6qwO2iHGvlwg+h1/e1CaeT9TIY2bStAJAKPVn17ducYxikkqMpdwQ5ZoxtKlIUFMpUl9wgqJJytJCMEndtG0c4JrLnEpYr9269+JNz+fCy0UDgwggWI5aKvszoazP83ddChtt8teYoJwMEDBCQCCM5PJ+K922yydGyIlhRd3Foc851QlK2fTtJ5QQrJBCkgkDPxjvijXf9P3mDLEh9+RlJQ6l9qZhkqwMHhRSVenn0jtUKl6ddMlcptpElamy2UhYcRtxjGwgAcfHapMONSyNyTOu3lpurWlrDE4O9U76L6lS9PKaU3JUpKkpVyr+kjIP9qtd0P67NS5DbMuYkAkDBPNUde028t+TKkMB2TLf88yMlCgvC8pBHBBKwojk+kY96m+hLVLtqmWIy5kqW60HPQsIcjqS4oFIBP4wKMKyACMp+9OfrxSOE0L7Eaq4nlpMShMc41PFXk8SWn7nqHT9p69dLHgjX/TsLmQUA+i5wTgyYLoH5krQCUjuFAY5NU18Xuh9J9QdHWTxddJI4Zs2qiljUUJtraIdw5SpawPyr8xKm15AyoIVzvzU6vfVjqxoXSb0i1PRbhFihqPNIKt0SQtAUptSffao7Tjtx7nAr9ZPE5rHpjZdb6K1Jo+1X3SmvGFuKtqSpqMy+pOBIa7kKyEE/dAPcA10DAMf/wCVOUixtz49PEb/AMrBV9JHQQFrn5mnTT/E62PIg6t634IbaL0qvVN0ahMoSeCpZ+KM0DoLEW08+sIX5TYUBtwc/agn0e1yzYL6XpKkp8wY5PGKse11astoiquLkpCkFsgpKxzxW3ZZwuVgH3BshfN09FjSXbe4gJ8okCmO3afeus5UeNb/AKhaFY2pHIrRe+psGfdnp7KFEOuEgfFGnw8OWyWhyf5IdkOrUVkgcAYxSd9kCLIfRtHuJkOIdjFhaeBuGKebVb2X3RDUlAU2CFk8cVY3W2krBcrC/cGm20ykJ3hwDBz7iq7/AEUVdyZcEjakq9aQfzc9qXsEkkqS2A2W3yTFmLQlZQQ2sjjFSy2zdOx1BlakAujJUe3+9Odm6fWGdbE3CUgLUlGUpPYHFBvqdY7iy64W5zrcZP5QlWP+KK5RC6Jjs3TnkLX57AQQoJ9Q5+MUJdTwINzQpoeWQrdv7dqD16kaoUhKoU+R5YOAlKjWWe5azbWI/mrc3H1BY5x+tFmCUAUz6q0ftW44wjGxZHHuKgkuyvMkulKlIzjHxR8ltyEwQ3OiDYeSUjsffNQq82ttTZZhpBKj/eiIulgoVOJWwApCyE/FS/Q0tstSGiR5m4K/amy7WB0Ha2DnPIxWm3WW8NvpctjL3mgYBA70nYpSnN6ZS/EyAnckggn70xqills+oE98fNb41s1RITtnJ9AIOAnHP3qVQOnU64Rx5hUN3CSPmlE3SbhC24TEhYORwe1TXp3bHr6+mRvKGkKG4474pzuPRqXZ0KkzW0PoJJWnHKRRR0Hp+yWG1x47QSEOoyon2JpJukvfYKNXS7u6eCy0vzW9p2nHIP3oe3u7yJrK5C3sKWT+pqV9Tb3AhzZNthrQtYITwcgHvTDpTRk7VMuMlIJStYVtA4wKK9kkWAuU1Ro168hsobyCng1lHpvprHaQltSFgpGCMVlFdJ7wLpFo6xRZsRJ4AcTlP2+1ALqT0yl2vq3GkWhtCHHXEu7ccKBPfNHzptNYdgNESAVoQDwcj9qbOqTzTerNOy3mgUh/ynHUj2UOBn9RXL6qFj6HOdCLLqWEVctNiBDdbgj5IHfxJrTNuXgsZmPgFyz363vOnGeFb2v+ViuPhUT3ruz48dOQbp4Muo7ClhLbECNcWVEf1tSWlgfqcY/euE1b3BPZp8h3H2H2WNxEh8xeOK9I2/1V8UeeO1fKyrhV9lnPvmvSXXUDCFqAPwacUOsGCWVBJGM/fPzTZRbogcy2tPqQc9z80ranAY9vmm+soi0FAtBTku4KUralQH3r69JTt2kA596bMkV9KlHuaLIiyJ2sA+oujTSjwTV4+hTiNN2dq5MJwtsBWR2H61RWwykxLow6vtuxV7Ogtua1raLZppDqC7dJPluIQoeZ9M2N7uBnI3Da2D8uCsN20bI+NkbfdJ/35BaHAxGM7nbhHi06iuOuhbtV63mqiWxmR5NljuoHkB4j/OcCuCrb/q4G9CTgLWalmiND3XQlzmzNQIcvS74w5ItpW5lhxKgUrektHkHavAT77lDgHIlkXTsdyf8AyGGUWmNb4KZEu7mNlTTG4rKmlEFCgtSQsBWCNxO1e0FHqS7epra3b5MddlvqCnitOwMoyfKa2/0nBwOCSd6tyCaw01MQA1n9v58fv8VYGbdo2KgM7SUeO0f5epRUeFPlJcWo5yAPfAzx7cAADdTQ3ptRkpgpYK33nUtoaQMkrJ2pyr3Ptnn5Ptkgz59qtbK3nbjHbUnelxwKyWAhO4oTtyoKSFAng4CsDkmmh2da2pTCYshYfdeEVkNA7y6oupSgbeeTHcQAO+xAHtmkko3g2sU+2c2UVGqNMW7UM/R1svTcv6Za2Ho0x1SI0t5GCvyXeQvCwdqfQVYG0KzXpUbRMWy3vW81xEuDaQtn6D6V1oi4ODEdj8VA3AElSiCcJbOe4zq699MdN6SsEa93ANRrzdHGkxokeOGirIKn/qE7tuUej1ISkEuAYUOQJRqu7SIdqsmoZ8+5WC2TEyfoS9jIwlKkhRHB2J2pznaCcYGamNw+Jjw5wt0Ovhfj90GymRt2Hx9VYnS5Z1HoywHXWnLXFTcGJVyMS3R0oS5FbBPnugjayFAOkeoJ9CSCOxit56eW+x39qLaVsyITzDMtl2LJ84IC0bsoWOQN27bkk4I5yBn5rnqra9X6bctvT5tT+odbvosyYDbBQ5a7enYBFSMYJcJQjKCUlKD70ZIHSSFoDTtg0gzGbZTCjKcXN8sfjTFkKkKVwdzWQlBGMpCQrj81CfDrtLhv08vnuo7at0Gp430/PLqorG0hHftbdsuttkzrpLk/UwpiEpkfVP8A9SnPMOzzgFFWScOBBH5uwr6t9B9J2hwzBHYXZbk8huVHQjCrVMcyEuoSeUx3FBXHIGODgg1Zq021KlJs1zS6yl/Bby5+Iw6FcFKskHCwOUkgkA7VepRa9ZaBmatuLUfUcpbtp1Fm3z24sbYbdMaR5iXhg8tvHK+dxHmH9aTStlpH549/r1TYqu8OV50/NlRy7+FaQy4taYCG9isBTXIP3BHtUR1P4b9Tssn6d+RtAyE5JBHxV2dEvzmNOP6bvKGZFz07NNvlrCwrek+ppzI7hSeQfgpp9nQbevYqbESlvHCscUJO2OKYXUGIvuOF+Skihpahl3MF1y1vuiNT6ZURKgOKbR3O05pZ016uXTp/eVONvKSw6Nq2lnAFdFtR9MtN36G4GorCw4DgbQaqv1X8LiH3HnbZFUHACpJbQeK2+C/1CiqXCOsGU81VVeAggmA/AppvfilkTLauOcNNFPdKuTQNkdY7mm4+cylXkhwrHPPeorrHSV90dcFQbsw4lIOEqIIBpgCVupyO/tXRW1AqWCSI3BWdMHdOLXjVW50L4p2WbYmFOaVvCcBW7tx7imLXPWlGoAuPFZwjP5yfb5qtluk/Tyklxzb7fFPEqSoIKi5xj5qQHkjVNd2AUYdN3eBc8MlSVH3oraI0na7/AHNDIKElGDn4FVBsGoZNvkB6PJKfkZol6L60TLDfGXHJKihxOxfq+aUHA7pD2ngrba66bRo9kLkSOk7AAce/3NBFWhreZj7Mf1FKjg57fan+f4im12JxtUsuktlIClfPFQ2Hr23ONmeJBS8o5Vj3pVhdFqkytIMyFq86Py2SncE/FEjQ3S2EYwui20kJRwnHJpohXttElteEBC05J7g5oqdPrs0ULiR3W1sn09qBbdJc42Q91pYLXbUKUywhOfTgDuaj0We5YkJmz4D6IyHAoLKDtxn5qxuodD2+77YSYKA2cK8wp5J+c00I6VO3ZD1rlgOQW0KSrcn0qGO1IAKAvxQM1Dra1Px1ykuIcjlKjlOD39qG0fWFydaEeG2tWT6APYUR9b9IbTaEqQwhTSWl5Xg4Sofp2FLNG6NgyWSuFCDqkJKeE5oG5SidFX2ZZpK7gubJ3OOPuZVu+TVlOlNoiW6zsS3VNJUhvJ4+1DTqBaG9PXRLchgpK1g7cU5K1HOh6eLzS0tDZsR6uSab4JuT2gLKc3HWsVM59KHgEhZxmsqvMu+XJyS44uR6lKyeKyhYou6XVzphPRCebQ+z5a9+0IbGSU/JHxmjDqTRUXVemnY5S2iUU+Yy4OyVjlJH9qQr6d21pZl24eXLUAFPZxx8fpUh01HuML8Ka0oNg8L3bgR+lc+pqctaYJm3BXQZ6kOeJ4DZw1Q56p2o9SvC31D0ZdGVCZ/hm4NFBT6g82ypbZx7+tCTX5/+3Br9J7lpNpvLt6Rh2FPSG5Tak5HbGf0I4NcTPH94ZF+HXrTKc0/BdTozVRXcrG7glDWTl2Ln5bUeB/pUmtDgEjoQaab3ht1A2PxH0VPiTWyu76PY625E7j4FVjrKysrSqpWZPzX1CFuKCG0FSj2AGTRJ6X9B9Z9TCJ0SG5FtYPqlLQfX87B7/r2qzWh/DTpawKT9VGQ8tsDepwZKj+tZvFe1NBhRMbnZnjgOHirWjwierGf3W8yqZwdIaguACmbc6En3WMU8xOmV8kOJZX6Fq4ACSavDfunmnrSMQ4SBtH9KQOKHEq2N264pfRHSUtr3cisy3txJVX7poCu2dnImi7nEqukvpDd4KkiStWFcZA4BpK70svIP4SirPb01Yq/SRPISwykICgpWRyaT2yVF+qS28wnjgAinGdp67u85AunDgFNe2qrPP0RqC2qw5GyRzx3q+P8ADlgJRadT65vbSky7SwY0LerCRtG9Xftl0xcn/pqH6e6Ys9QJq22FBpCFhKlpAzk/arF+HHSLHTi3ar08whoPxrgl4Lde8oKHmQSBkAnOQPnJIFMVPaZmJRGlcP3BqmDhAo3F7HaI2JmxLhHdiXpx1qe3cvIZiEJCYMZja8oDadryNwSnJ+UcJBwYr1JlT1aauP8ALnlxpL6/JJaQ4txLGRu8kpBJTtKd+e5cUcgA1Kol0ihxuCizTGHDPuKi7MgpaDqjKaccUhSfzpVhGFHBUnBIzTJZobd+s7VseaW4iII/1TgIUoxSlbj/AAoYVkOAEYOQMEGq8WkjcCfaN/4TJ0cCoXYIrdwbOyM6tq4JUFNtKBCVKcC1AJIOfUG07TyUgc+lRJBldN9LtwLQ9AmrfluvIKpTWQlktFThkK5/D8tSckLwQoKG5RWcsWipOm7N1CftV4vzbDUYh60PXFQdVLjbVKQVbnfN3JQSdzbaEJPmADnNMnX/AKj/AEGnXEx3Qi76rbU00ptYWWrWDha/MwCrzikICu6m0DOD3r2sJGZ+w3RuLnPDWcUJOr3UBfUjXL9zjvuuW2GBDtqXAASykn8QpAAClqJWQBxuA7AVZrpR0us9l0YNKXkRnpC2vrrswplLu+S4kpS06jv5baSE7sEJcKycFINVM0TpfWl036l0hB8520SWC2rCFkyDlTaENr4dX6CQgAk47Gi8x4mpd6egxdYSbnp522teU7/L43nx5Lm7KvOaWokZIHBQtSSMpWjsVQN7wlz9ztyt46eG6Opa4NDI9hvzTD1s6WQdAy1ar6eXVxESI635yoclShHLilBDjDud+0KSUHJJBKPUd2EyHor1bv2rdTNt6ouEqbcmYiY8jcsFubDSr/NLZ9IfZUrepQHrbLhOFp3Fi6m9e4uqdJT9HW8LmtSjHjNPrhJjIjRGnS7sSASpalL2kqISAAcJBJJi/h9tz9x6nMSUoc+mtdtuM6YtAJ2spiOpxx/qUpKcf9VOEta4Rs2O46pGQyQkyjUbFXRchIk/ShG9C0vIirXlRDoIHlrCvzZKfSHD6h5a880v1FBh25M28uTB9UzBcks7ZJaaMqMh0kjPGVoU+hRIPCQccCvumbtPlaeY1YppxuTLs7F1BPLZXtBWwR7ZUtzjvyacnmoEO1xlzrauVCbeCHWExvO2odjYeO3B4wXCfsSPeoUzR7Luvy/Nf9quYS02KBCbraLr1VYudqLrUPWlhxKCk/gpnRtqilpagndgeUncB8/NTnUNrjnTrraFBatmUkfOKiUiS/fWNDXuJaLsI8ZxxcKVMiuhJSWGwW/NcdWFkqaWfTtAGPTkGhzYuu75T/J75GcZkMZQtCx3I4rJ41RyVBa9rbkCx+RH1Kv6QkjTh/r0SS09Q34dxXbpbq2iy4U8j70bdJm2ajtoW8hC3Fggnb3oDXbTytUuOXuFEWhbytydqDyP/epvoWZeLC61DdjSW0YAJKFAVVysbCBI3fiFYvtKNNCoj4lvDbC1fanHoFvBkbSQUI5z7VQW/dEtYaWkSI8+3vI8gnug8iu2lgjxLtb2nHsLynPPuKrp4uNNWOx6eev4Q02hjG4475Ndd/p/Xyhpgkd7J2HJZLGQJAHAe0N1yclQwl0tLSNw4pLJhrS1/mqwPbNPF3fZuOrJTcJYS3uKzj2Ga2XO3JYjlxLpyByDXUt1n1ERHcSSW3DSgxpS0ZSeTWgyihewjseaeIkhtxvCSO3IorXQumRdwuMZflOvulA/pKuKcUa1cZj+UN4XjBweDX2aw0s5KQqmZxiKl4AjAzSgcqFgpXaermoocdUVx8LSPyFXJSPjNEzpf1ukWhxsSHy4N248/wC1A82ph1AKOOKRfSy4jhVHdUnHuDSg6yItaV0KHimiSYrMVEBJdKAlDpcwAfvTlpzrhMFsWwq6NOblnKVYyU1zvb1Bf2o5aEhwDsTSlrXOpIrHktXBYI43e/8Ael50juVdXWvUi3aqcatrETy1tgKcVuBCj8fpRr6Z9KrmNLszoMhtD8ppL3llPOCM4B+a5r2bqlPgqbXIClLQRuI53Yq9nSrxeaVRpGFJl3Rlh+MwlC2VHCipIxwD3zj/AHoWDkh7Mu6ZPEF0qu0CIi+IaS+63kvIRkqQnPc1X51+UWxDmpLaGvVnPBq6UjqlpK/6Vk3YXOPL/mSVto9YJJUMbcVVvqFaLSh2WmM4N6DuSAe3yKQ4WRhB2fOc+sd8tSdu7isqN3i9sxrlIYPdCsf7VlNpy3RfolbYOMq9vb70rZWgII259sVs/DPY19SynIxnjsaxzbtOi0pN90oaBWyWlpSoL4KT8UKPEV4bdI+IXpjcum+rG0oU6C/Z7n5e922SgPS4n3weyhn1JJHwaKaPwv6v/alTElCjyrjHv71KZleQdiE2S5oIGxX5uur3SXWnRHX106da8tiolztbpRuAPlyGz+R5pX9SFDBB/Y8giiF4XfD3J6w6lRcby0tvT8FweacY+oWP6B9vn+1dtuuHhe6KeI22ohdTdIRpsphlTUW4tEtTIoVz+G6nnGedpynPtVcrv4MdfdD9HOWjoW4m/wAZpO1pElxLUttJPKuwQ4r+2T7UjH8Sr20Bjom/uHTMOA4nnf6JeH0tO+ovK4ADYHn9LJJIsumdJ2FrTOl4MYvstBOEABDIHzj/AIqByFWWwKcmXGel2Qv3UcDPwB7UPtfdSdRdI7E7btVWa4QLyvO9ExlSHFqPvz3/AFoGSNd6q1RbXrq+6vIG8An0tg1yWlwCrqryyGzb2ueJWu75kTshNzujlqPqBaZkz6WMRhxewKJ96gXUF+PYmRJcnNuJc/0+xof2O9w73shSJwZmIVlS85JP2olyuiV/1q3FjuzfSpO5CW8qKiewP3NWooafCpmCd2UcdN/BONnfNGTCL/nFCeNriG9NTGU4MLVtzntRPt/TSfqK2C72aQgrAKkjPfHNBTrV0k1B0ovcdp1KlLKkqw3lX7GnPTfiB1Lom1mGhpx2OtONuOUcfNaaqw19ZTx1OEuBvzVVDifdvdFVi1uKPfh+uOo7drGdZER0rcbIWtCucHOM0eLJen4uq9QG4trQ42pNycRs3ehoxXl8c5GyM5xj2PFUs6LeJZrT+sJ19nxSpUtABSPzYBzR86T9domv+qM+6SrcqMwGm0PNd1ri+tt08dh5LzwPPcpqjmwqspMRMszMrcouept6qR+phq4yIjc2Nvhr9Fa2O6bLabda4VtkuQIji0tvyCW1+Y6RIQjylAKB2JUg8AAjHBOBoRJatOnLJYkT2EolPsvPXRhWFJIU819K4B3C/QBk49JOKarZdbi5Nn6DcuTH1MtS5aWn5KlP/VILe9hlJIDSMsOBODwPVnGUlseDK3yxuQEvoW40nbgN85XsSe3qwsknchShtBHd6ldlaQdxcKskZc/NRbVnVjV+huprMhjR9sFttCfJtrU+K2666yElP1Db4BO5QJ7EpAwCCRQp1fer11A1a7dnW1qfnOtxYUVKivYgYQ00kn7YyfcknuasVb7Rpu8aUuydbJgJsdlilwMtrP1EZaBla0Dn0BCkbVDaolacg7gCCdN6M1jqONK1ToqBMS1a5Q8haX0iSlw5UhKCMb3AnBIRznGByBTErJrDNq0m+m+iXG5gNwLEaKx2k9C2XQtog6Y1C5dmYEWAtUqTCbWmMZ7qgVyXHEjdhvZ5aVDhIAJKdyaR9ReiTGvtPO3+xPxLwlUdx6Df4biN5KSNrUhAI3pWSdqhkoxjsMKD9i623BN0stw1u1Mfl2BJYizoqT5qW8/kU2lxopPsS242CPzJXTs/1o0tZZbt0tF4v84uyUT3LWI/kR5LrSECK06oqG1hktpIbQglXIUo1NL6eQXJ026hRO6mY+43+SC+n3tPousVWq2pyrWXAmV9G4lDyEngqTuSoHHfGOcYyO9Wt6K6eg6Pt12uUvT6bXHTObYituOLdduiQoBCvOKUb0KKklAbTwfUUnjFQktvP/hEF16QvalIHqWtR4AHySauTBdkWLUsSzzIEt5OjolskoZeSsRbjJahIaecHGHDGUw4E7f/AKgIPxUKJjXg34EJ6sJAsOPorMyoUZEGdHBStEgBhBKv63dwOc9sk7v/APQpuXqiHG07Pven0sXY2cuGc1HkoC2fIYKikg/1KKMAcfnB7A0E5et9R3eJHYv1zRHusKQH3G217Y77yGm1FStvcB5LfJyQ2jP9SdyeZrDUdq0NdNN6csUJuVd2tslchZSpxoR0xivjKStKUJzztBJKsE7Qiapp735efwVXHTScVLZdot2mY3TzRFhjR0xfOfmOhtwuh5xRDZWSeSFKfKs9jk4xUvu3RHp+iaq4RtOw0yVqyXCgEk/qaGXRmTqrUeoLFHvjbMd20tvBMdmImOIkVnCdhSlKQCXij27JPxVhHnI6CS+75iv+o1VsqoO7dmbfXS+lrBS3tfEQ0HXj5pgs2i7XDKUIispDfAG0YqXtWWAGwPpmSMdikUjgXKG899OFJCx7VJWmW/KBJ9qsMOjbWXyAEBRpXuZuo9Ks8NIGyKhPt6Bj/iqs+LzoVeOpOjp1vsl2kx3XkYS3klOQeOKt5NZShBKaity2OLU262lwduade5tLICBlcDcEJUTyRrqCuC+r/D91R6SXNybfLQ87HBILwBKVD9ai1wu7UlstpSpC/wCoGu8GqulmltbwHIVxgMvJcQUqSpIPeubPi28DN10YZOsdBRVORRlbsZI7D5AFbvC+07ZbR1ehP9w2+PJQJ6G93Q+SovOZcLu5GfUfalcJKgAhZIPua+hKy8uNIQpt1skLSRggitcl9cbGz1DtzWtBvqFWnknJaSW8gEj5pjkRJDjpKeead4kwvoAGAMfNKgwjYdqTn3pSLZMrCnI+ApWRitLktbj6ENHJJxilMxp9RJbbJA71sslhmTbg1tbVndnGMUSA6pf9I4xFDykJIPfHtXiDGgvrUXGkk/BFSi823+WQfJdIK1D29qgpluw5RUlORnkfNGdEQSm62BhLgcjEJChyKbnoEiO2A04rHfANKJ1zkLIWpKkJI9PHevsR12Q2U5KqK6USUq03rnUenAtmDIUpsnO1XISfkVL7bruZMgOO3Bxa5DhJWonvUOgWiVIW4phgKQkckngUgeuLkdxyOG9pT6eaVcnZJIDjoEkuj6pNxkvkn1uKP+9ZWkoKiVEnJ5rKUCnwQAv0fQ9VR3D5Z9B+TToxeELJw5x80Kk3thRSUNBQAyTtp3g3tlfCVEK4Irl8VdwJWykoragIiG4JUMlXHsK9szO+0gioozdtyRv2g4+aUt3dISRnB+1Sm1lzuohpyOClaLjtOEH4pU1eT+VQFQ1Fx3KyTgUqEtKSFBe77VKjxB7dikGmad096i0nofXUBVu1fpi1XiMsYLM6I2+j+ywcUCNWfw+fD1qVL38nt1y06HgQW7XLw0M/DbgUkfoMCjOxPWSCk4/Wl7NxWBwef1pwywVP/awFJAmg/wCtxC5v9RP4RGubTeF3/o51Xgy9yioRL1HUwsfbzGtyT/8Aimtuj+hfjD6TNKbvXTX+cJSQVSLVPYk7gPhJUF/ttrpO1diCMrFKkXFCk5WBRV1HS4rEIp9bbX3Hx3R09VPSE5Rod/zZcxdcaHk6vMdrWunbhapS3D/6aXFUh5xw9ySodh9uBUc1V4W7BL0tLeQtuMhhkpQgoCSV9yf0rrApmDNCTIjNr2nKd6QcGmq89PdF6jSUXrTNqnIIIKX4qFg575yKzw7KVkLg6jqrNBuBY/dWJxqMs7t0dufH0XEnw5eFSRrG83fVN1dQm0wXnY8NOf8ANUk+pZ/6Rzj+9L4toY6e9Uv5hankvstvhgJRyl5sqwr9Rkcj3AI967FxOgvSKBaXLFbtAWeBBdCkrZhMCOkgjn/LxQuvPgD6CTtTQtU2WDc7PJhfkjtS1PRVfBKHdxBz/pUKs6vDsXqJpJ5Hh4LbBo0+thfmbpiiraOmAABBBvt+eSBVr1aGbGzLgW9253CQqLAcdYc+nlbCkojvl0AnaWQWik5CXGl5BKwRI7udNOuMr05eHJMeQp0rS4d7jEkqJ/FBGUhWVFO5OcbtikAJqVdQPDlrrR95XfdFQjd7Wtsl6LGX5bihuClsqH5glZCXEqTktuoSsAZJAx0szrDTmpbrdWLpEuVrkMKS3Bub4jfUt+aC807hJS06xkqUlIGSoFIIWDWee2qiAfKwtcfebYb878QTxBtfxClvELjmhcC3ca/I8iPpqpBJ0unWemrvpZya5bFSS0t+S0kFRDasobez+ZrdlR9QOQnnn16dQPq6G9NnHYUImRaYyWIgW3hb1wlJO6YrBJCEDdtzkZQ2AcjiQQEyrbbF6gjXOC2uFs+pZLwzb0qwpDDwJ9SQlSBkhPpUpW1BCcJ7lLuciVJuciOp36ptbC3Gx5/lIWlSV7GlekAjytwWClOwHKt5ycdS0HK73h8eo+evior2Enoh7056FWq5dOW7hqSHcJl/vSfrIzMZ0pfAWQGWh3SkrG5ZU4kj1I5TgmhxN6ax279K0+LzcLfOirKHIl0scpLyD8H6dLyfcc5APftVhFaiTPX/ADO5ww/LQnYzOadc+mbSBwEPhSQk/I2EA0/R9Y6Z1HGZsuq4bDjEcJUmTEluzX31DgBaUlOOOc/YcUuqjjiYHNH516+aabO/MboU9K+k8DS0tnVcu5CdeGl7ratURaWYpHd5LKxvddTxtCkpSDg4XjFFXo5CFhmTLHebxOegyFCYqNcpJkuJe3BYIezsQFqA3BKU/cGtFztF7jQbkqLqGBbbi9GCYbkZJmlbmcI89aT6FpHYKUpHPYmoR000RrmbObGpNbO2dTbbktEVuWjywlJ9Ty0n8LaFEcAex5BTiqQ1EsdgTvw+4RvAmBcT+dEeuqEbTq7bEmhllF0uEgbFlAHlt7slTiccgBaR2zlQJzs41ym7QIEWwsSY8m2tsiQvzsOlltKs+Yh7ggqUFdwFZBVnOMiL/E6b7ONhFwRJZhTGoEG5xEOCO824k+UtTaslppe5TaTkpPr2qyQSQtOaZVqac9paPhduhr/+dzUElKzxiKhXbcsD14wUoIB5wAcgc4kuFvXr91HDMoAupDom5ItNpuGtH0gPagcT9A3sAW3BQMNAgAAFRK1kDAwpPAxT1Pu12j2tV1+mddwN5bSnJpVcLfbLdIZcmtoQkICWUlICU44CUjsBjAqPdWetWkumekpE66lS0lO1DbacrcWeyUj3JrOPL6uVzXOtbQDjf7lPjcZQtF01M0xaG9TxZym3GsOOMIPqOPY/ehrqHx52K3zrdpaFHfVdZkgMhCmSkAZwSSeKlHQDSSL9b3NUX2U6pd1WZJiuK3BhKuzY/SkHin8Ldo6gaVFw0hamol9tx8+LIYSEL3DsOKn4dE6AGR5IYdDY/O3K++yVJ3bnd2d/zRWCs+qRerCxcUJwp1sFSSc4NNUt6ZMkBppGFn7VTrwxeIzU+n9QjpR1Wacj3SJhttb/AB5iR2P3q9NsESUpuYztIUnORVs6F07gx51FvAjmPFQ5G9yVGvOm2Z1ImhISrsql1ytNs1TbFw5jLbrbqSClQByKYer+oY9vbjRUkB1at3HwKbtEauMpvycgqxgUwytZSzmFxu1KEbnsEg3XOzxx+FOF0+ky9daatKE297KpKUI/yz/qzVNdJ6ZtF9Sn69a8OKxwrGB813c6raMt3UbR1ysd0YS63IjqbUhScjkVw/1/YLn0f17e9GqSWzb5S0o3DugnKT/aun9lcYbWA0jzctFx4fwqqupi0d8OO/j/ACi30b8KOlepN7kgahmxbfbW0uyQkpKl5zhKeODx35rR1y6S6d6UymYdikKdjOp3JW6QV98EK+aHfTbxD6p6b3J+faA2+3KR5chhaiEuD27diKd5a+pXiN1a06be4zGGEoQgkpQknkk+9bL2Btuqgkg3coZoRq13HWLcWZ5amytSkpV2UfYVY3WGi9K27TMS4JQwzLcHCgkAkYzmhP1Y6HL6W21F4RIcRKYwoq7EGh+OrF9vEZFuuM199KE7Ula84HxQaRbVH72oUkvra78lMO2soU4k8qzjNR+H00vsu7NNPx8oWsbsDIxmppoC7WKMA7dgBlO7eRmilpDXugjeW1AICEY9S+ASP1oy2+qJzso0UPtfSxq4XRizXe2IRtAUylxHpP3I+Kl2sPC5b9NSYt8jTWXEPMJcfjJa2BPPfv8AFRHrR1gbg6xhXHTM/wAx9pYCQggjZ78dqV6k67aq1DYG5EWE+l5TYQ644QQoY7ADsKAAtcpIzEap7v3SLS2n7ZJRE2BJZEgLUfUFEcjPx8UA7n0sl3ByXcIb/qyS03j/ADMUuvvWzU8hpFvuRcSgDYUqTg4Hbn3FP+iddsyG0NSUbVpBCFZ4Oe370LDgnG3bqg8uwXVtRQuC4kjggp5rKN0u+abYkuMyH2VOJOFHg1lJsjzlX0tHVdvf9O/M2Jz6CO5/9qlds6q28pGZAUtQHc+n/wDdc+m+rMhICfPGEncEg/NLYnWScl0pU4QAcgg9xXInYZUNHsrshfSSbldGYPVaAoblywSOwzUji9SLa+pJMhOMAj7faubDfWqY0NwkqO73Ku1O9q8QEtoguyvUeACrj/8AdNtpauPUJp1LSSbOXTCFqqI4lKm3AoL9s06M3xtXpCt2O1c+9MeJZxC2guWR3/Mqinp3xIw1uAvyyoZwcq7Ur9RNHo9pUZ+Ek6xm6t+3fW0Y3E/pnApexd2nCRvGarbG632KQncqWN2OBuz70/Qupkd/a41LbDR4Thef7/FLbiI4qM7CngahH1F1joSFLdAJ4AFOkeQEhLjx2FQyEk9h96BumNeN3Sc6WVtKaiI3LfXylBz2A91U8/8AxFYelYRLDgGSRznip8dcwNDuahyYdJmyjgjS1NaSkEueo9ue9LRNShABUFZ780Goevwp+QShRS0EhKiMEEjPaneDrUuQjIcXx5qEDPGcntUpmLMboocuFyDUooLuKWed2ffvWoahZaOVq96iE69NKaCw6kcfNDnWXUdqzbt8nlCSopB/5qa/FxAMxOiap8NNQ7KBqrAMahgvEZcCf3pg1V0w0FrtDzlxgJbkSUgOSIy/KcUofkWSnHrSeUr/ADDkA4JB5hdd/wCINqnQupP8OaQiw5byW977j617Gsn0pASQc455PYiktm/is69hMsBWhbN6WgFkSXyoqxyeVY71YRyS1sQfJEMp2v8AwCpTsCLHlkMoDxuL2t8VcvX/AEO1PpKc1qH+VOakbtkhcyBcoO5qSXUtbY6bg23y6lCs5cbQv82diBuKoO91DjTNW26LeIyEMPuvQcxFfiyHdqVl0FBUShGQjJQ24FKHsFJANtn8WzXjPlmTpOK8kEFTYkJQCPjJbJFOET+Iv0y1dfI981x03gW+6PAsSJUZbm7YR+YvNlDo/QKxxnFVNXgjHWfDob7cudv54qS3CK5rbvDXC24cPobfJGG56p0fb9Q3FnWBn2W2xHBHhuSrWXvNeDXmOpLrO9te1PO4tg98kkGm+26+6U3OLLdk6gRAlNS1QYrDdpddMhZBLHDcdojeBkc9vek0/VfSfUmll3iy63u6bFfG5TK1W+8Ny4+51R85lf1DC3WVnzFKwVchWQT7PWko670Itr0VqbWM1hCENpMONAU2kNt7E7nVRlgekkA/OTwao6qWOO8FQ+xG4I18rcf9WVa6meBnyn0Se0a0tWodBrutgstybvsTy0OfXMhLSpKEh1bbUZtSlr3ICsZKVFOfWQDXyRdrtryQxbdc2mLeGYCi6uDGtyo0KNFkIdbJDxWBHeCfp3PxVnGTt5OKJ+kOh0s/XtPwAy7IWgvyLxcHJbruxG1Kvp43kMHA7bwf0r7pazW+5amk6CVb/r12xf4SHEoTGjDv5iI6EpaQSfkKPwao6iogpMpYMznXA03PLn6dUlgMl7bDXwTTpDQ7+rrq3HtswRY6FDzJuwqVs5KjG3gLWtRKlecsBCVLUUJ3EqVYWy6QtmmdPx7HaYbUGHGScITyVHuVqV3Uonkk8k0nhtac0RIENlkv3WeN61BBK3COMk+wHYClyoVxuDinrjKIZXjDCBgD/wA05TtyNcJhmlO4B0aOAJ9Aosr8xGXRo+ab5cPTc95CZgTJUwdwySrB/andOk9BXaKj+ZaWtktKDkfUQkuYPz6kmvdut8SIPKhxUpT+lP8ADZUlOFBPNXGDUQkl/wCpmvNt/mbXUaaUgaE+aZjprTNtSly3WliIE9gy35Y/sOK13BSFxVNN91DHNPT8ltx76VCQtSRlQHtTBdnW0yCHW1JSnkqxxQxZkFMXGINAJscoy68eiKIufbMqj9efCWnUsyR1JstwejX+GPNjltXpURzggUv8NPiMcnT1dPNcKMO9RE+WEunb5m34zVjH3xcT9PGdT5IICiff7ChL1S8NWmdcym73alLtd4jkONzIw2uJP6+9ZlrsgtGSWjbmPDmOnkrHMJBaTdPXUe0Rr/P+vakLdUlr0pSfSioFoZ69RdROQlRHPLaUMrxxg0V9GaWbsdmTEvcgvvspKck8KAHcn5pTZpdlnzXGbWy2soWAS2PSD8E1VVlMH2e02J4JyOXIC3dSW3xmnIyUrTwtOCCK5EfxUtFs6W6w2y9Q2g2m9wiXCB3UhWP+DXZKJCSUoGO3auXP8YS1Lmau0LEhNpU/9NKWsZwdu5IH/etz2TpnxVkUnUjzaVXVEgMbm/m6o90W0C1rTUcWPJBLJcG5P+rmumWh9FaR6L6Z/mM6Mw0vy/NSVEbsD71TfwodNr/JvbF4ajhbEI73RnHA9qmfjF6zsyWW9C2d59iU4gh/C8eUB8V1kGxWYkJfJYIU+Lfrk31G1Y/b7SEogoATtR7ke5oEwYbRRtwAo+9JJrKYUwKW+p4rG4qV3zS+H5r6t0RtbhHfakmjO6khuUWC3OLucRksx5qwlXYe1NUifeAcLfWMe6eKWzlyoa0LexsUcD5FJlTGn3Nnb2/WhsgNOC+W9l0uJuD7hVtVk7zkmj3p7VGnXNONQ32kFWPSTjvj5oIofjuFqHgBK+CKUagLVqaYFveU2FDC0BXGfmjBQIzIhantFgvEhtCg0pYJUop9h8UPtQS02aUY9uSA2Uc++MUwi73JlW9qU4n961uznH21l9ZWtZ5J96OyUGleHJTzy1OuOKKlHJOayvrVvnPth1mOtSFdiB3rKGic9kJSzfZbSgokk9s5p3jaubTtLgdBH2zUWrKZfSxSbhTmV07Nipr/AIrhFOBJKcf0lJrSrUbXKkykk/rUQpcLJcVWc35LGYSXvILmRwvAPb9x/emRh8ITv/JTcVK42rpDRHlPA4PGFVILd1BlM4BkKx7+qhNXpLjifyrUP0NMy4TBKNQpcOOTxFWAt/Vm5x0oLclWEDaOc8fFS6weIC5QG3DId3DHOe9Vbj3edH4S7uHwoUrb1G+nIW0DkYOFYqqm7ORP0AVtF2nePeKu/pvxMOwdONWtExafOfU/IwvlRJ45/TFTK3dd4TUJMlFxdacLfmSFqczj3AA+K58M6pW2QrcsEe2OD/anRGunloRFMtaW14Dhyc7fiq2bsy692qzg7R05FnW+66Caf6+zRFDsmbuVOd80dwUoPAH34o0t9R9tv0/bUBxS5yjJX6uSlPAP9zXOTRHUG0SbhFTLuUdDLIAPmvAAAfOTR2heIPp7Gu7c57UkJIZbREiNJc3rGPcAZPJrK1mGTwvLWMdtyKuzV0lQxr8w8xysFeJ3XrTFv8yQ7hPcZI9uTzVUuuPWltlV4WwsbEna0N2MenuP3OaQas6o3+9hu3WiMsxlMeYZO4YSD74/tQl1J0pGsYj7k7V8j8YklDccDuPkqPtmolNU0+dprH2aCOBP0S4cOnga58LLuI01sql6hvsrUF/mXqa4VuSnVLUSc+/FfWHUqSB8Cj+94QYT6h9DrtTIwD+PEC/+FConqXw83vSacnVFqmN5wC2HEr//ABI/710eDtPg9TaKGXXlZw9FkY8AxiOZz5Yr31uCD6oapcSRjca2pSk4PmY/WpbH6V3BxSUm7RTn/wDjQon/AHxU/wBK+GS63pKHpVxeaZ7qV5G3j7ZNCqx3D6RuaWSw8D9ldU+BYlJq6Kw6kD1Ro8AsXTzelNYy9ZfiW6bLjxojauQp1tCy4oD7B1Az96sDojXV16eaq/lmlpDDFnuEgIJeCiGgT3H2oYdOtG2DQ1mi2e3gluMnGxI5Wr+pavkk8k1JLg1HviZEeP5kSXDR5zZ9lAHnNcRxrGDiGJyVMZswnTmLCwPqtZBgtNFAIp7vc4WPIeHgrpXLWti0hYFXlF/bl3CS0MpSoYUrHGB3p46X6dXp/TMrVq2hIveoFGUpazySr8ic+yR/xVEXtSzZiIFr80KmpUEkg87ciugFp8+THtdniSCgQYbe7HYnbgf8H+9S6WsBOfL7QGn/AKJtfXpcrnmMYU7DTlLrhxPkE52RqamL9Ze20uzU5JKBya9xr7KkMuyXoK2QhRSlKu5FKm2rpHSlDPluLCwFFRxxnmvOp0x4Tfn/AMxjsKAClIcUMKHv71awCYQl4uMu9+JPG/HZZ91i63Nbl3lqBFTKlqS0gjOSaUr1jptEBUlN7ipKW9xBdTkftmqE+ITxLvzdU3HTDXnfRwQllDaFkJWojJUcd+4A/Si10H8OHSa/6Ytmr77a/wDEFzloQ/JW4SptlShnywnOMDOOeTV1S1crW/tW9oaX+qS+DLrILImeHTqNK11cNfTZ13jS2Id9VHhbCPSwlpHuO43FXNPui9X3zVusNTWKfamUQbY+luNJbcyHQUgkEH3GadT0V6cQGlybJp6PZlFvatVvBjFXH9WzGf3oLN3a66LuMmy6VuTzD5mpbC3B5hXuI77u/emqqOeibDT1I9ltzob5r7omlkmZzP8ASKOptK3m1OuTratYbzkpQeK32W8yZzKEy2PIKRwonjP2qSIbvjVoSq9TWnnFNgna3jnH61DtRxXE2mOhsFt0LCsjg4796qKzD20shkguG2vlKfjlMgDX+aeLjbk3SI5DLikrcyNw4z96+aP0dD01DDDCBkEqUo+6j3NabHeZMy1qVHjo89n0gKOASKklvbkzmENlaQpQ9ZHtTcNI2qka9oJcg9xYC07JxtoS6pbwV+G2MfbNcc/4inUhPUHxLyrXDUowNOtN2phf9KnM7nSPnCjj9q6L+LTxGWnoL0/kWuxPNP6nuDJbhR93LQPBeX8AZOM9z+9cQ9e9RXLrqcSn3XX1tSFOvOuHKnFqPqJ/fNdHwCla17WtNyzfq46G3gNFW1BIZcjfZdJOmdu0b0j6CL1Lcy2y6YpfU9uAKjjjmuXHUTXEvWevLnqpbylCVIUW9x7IzwKKPVTxFTdW6Dh6IiSZCIxShDqASEpQMcCgRMXHW4PpmwhIFbMBVdPHbVy3Sn1XF9ISkbhxwKN/SvUGgtOaQnIvc2PHmJ9WFj1Op28BPzznihhovQOpdUR5Fzs8ZtTMb0qU44EAn4Ge5qNyvNckrRsIUlRBHfBFHsU6W5ja+yeNU3uLdpa1RE7Wy4paR8AngU0wgyZjIkKw2paQo/bPNJ2kFTqWzkZOKUXBDTSkNtc4Tk570Eq1tEQ7natNfyAXBDbSXw2s7kHGzH5e3vULs8f+cXRhNwfUpAOTk9wPaiBo+1aPf0DIfuSmVyVJJSFr5DmcDAzUZuemUWdlFyQpSGt+QoK/MO/H2FERZNXsmnVcRhN0LdvYOxDad4SOEmtDmn5TcBM4oHl5AJJ5o6aHu3S6HpNSr07FcmOdwvufuT8UKeoGqoFznKi2NCERQAlRQMAkfFHY2SmuJ0Cy13mNDgMxlJwUDHB+9ZUPyv3JzWUVkXd9VqrKylcibHegx4jdvZacZKip9JO53Pz7cUtSEkrYmTJSwqKmQ4GVqClNhR2kjsSO2a8r8vcfL3beMbu/3r5tVtKtp2g4JxxmggvlOWn7Q1e55guTW4pLa1pW52JAzj96ba2sCP8AieetaSEEo2jur2B+1AoKZ2HpjLu2nmdRPPOJYkyVRWQyjeSsHGCBzyai9/sc/Tl2kWi5RnmH2FYKHmy2rHscGpbpnq7ddMaLk6RiW2KVuShMYnY/GZcHwf8AemPW2v8AVnUW6t3vWN0/mE5tlMcPqaQhSkJ7Z2AZP3PNFZJGa+uyaH7bJjwo9wcCfJk7gghWTkdwaTITvWlG4J3EDJ7CsK1lAbKyUpOQM8CvlGlL2+0WHlNFaVbTjKTkGvCVFKgpJIIOQR7VlZQQVr+gOt7JrK3MWPVMyU2YiC299OvC1px6fviiM5DXa0+WkOtIyTHacOVrbzwT98YqkWlNUXPSF6YvVrXhxo+pB7LT7g1dHo/1l0ZqhCpTUGFLvj8YRUMz1kfSqJ5Wkf1Ad8D4xXIu1mBTYfM6rp2kxO1IH9p9B1XVezfaFlXCIZj+60W/9Dp15pHcJlwgyFuuF4xnU4UEcKRWyxo0xqHzbchssvbCoOPHcpZ/ejxqro/atTToUjTF8k3p2ZCV5qY7ACkOoTk7k+yee/zxmgNqDQOrNIPou0i2uxFMvhpQ7KCu+Cnv296ydHW09Y3u2uyv4a219VrI6sPHsn4cVr0haF2K/rU3bG5aV5CSscINEtrVhnqTb5kYR0IOFeVwP9qgDtyMh5qRDU/HefGXWdpSM/IPvmn60svPKAS2VKPfn3pvEG9/+5NvZXMGSQ5yjFYIlo+iH0aG3Fbc5UajS715Go57BbAbaZ2rOMJH2pfpSwXaUkBEhmMgjlS3AMCni7aMtBtz6U3dVxkpO4tNkJb3H3J96xwMccrg92YH5KLVOjhcQHboUWKebp1NhxIqz+IpIz7E7hXQ7SN0vtkv0e2uWx19EhpoedtJSkkcAn2qi2k9NOW7WNqvshn6RuM/5b7u3KEH25rpNpOcjVel7ZedOy462pLaQ45gEbkcEZzxyCK1WHsFdWCOmJu1gOmpNiQfqPgVz/tW/LFG4i41Hhe32Ub1rrqbbHnLVCgrRNV/UDkJqIWTTQ1Fd2GdUTXrg7NeSSVuE7EjJwPgcUTdbQURZkS7yW2/LV+E4tKRwv2pm0hZ4yr67OcSpSIiVOpUD8n2H9/71Nmo5v13czm/tbHTTe5HULIsla2HMwW0QT68+D/TOp9QStRWu5NWCPHipU7IeO9K3MnjBI4xjnPvTD0K6j606HRf8M3K1P361vO7m24Te9/jjckdyMY71Nuu+qblfZdsuER5QsrDrnmM7u6+AlSh+ysfGaT+G/qFpx7VF1s91jojSpbqfKed5UUJSNqE/AzuP6mrqCdragfpHZWgmx4C/pwSH946K0ourAMdT7Jc7Qh64We9WwSmipKZdudQoDHuQCB/egVJZalaqcuEZ0qYemtmOVDBKdwH/arRXBCPoVqQyFYR6QRnFV3LrEi+SHAxgR7gEjj4WKuMejqe+b37w420IFtPPVV8JblNgrFRmUORUpeQD6QOajmpLRESwZKilIR2BpTO1BJt7ceO1DLi30bgc4AH3/vTU/5kzLk5/cTyEA+lNP4jU088DYWtu8DU7W+6KNrmuvfRR6zR2WLupCtwadHZJxk1K40ZENEli2FbalpKgVZPJ/Wm6BDC5/mM49CgAfapC0x/6xSiQTtIyD9qoaWHINBubX469VIe+64a+KrqtfZmtr9bpdwkXG6tzXo0yW8rJSULKdo+AMdhwKrGGoc+QrzXCF9yc9zVoNf9J7n1Z8RfUWBCliJCTqS4JDob3A/jK7/A4PNQHqR4ebDoGO+XNWh6a0T+GCkp9scj5zXTsBpW01FGWjcA+YVfW1HezEX2QZk291SiAsKQnsc16b0vfXrO5f27eswWztLuR844HcjNOrWk73LQfpnErSeE4I5oyWbo/rh6wW3TqlEx3G/qHUBHZGd2CR7ZNXQJGihGTIhJpLVesrXaJNisMNTjbi9+4IJLalDB/wCBU70F0dltbJWpYJXInILjDK8pynPKsmrO9Nug8V/p7HZtNnZXOkSgqROUrAZQFckj3wBwKG3iO6lad0l1Bi6e07ObeTaY4jSBu3JSrOT298jt9qMOubFMiXvCQ0KtnUGxw7De5MRtKm1trUnZn8uDURSobsryc1N9eXVjVmoGWrYr6mVMeAKh/UtRwB/c07dYugGruikezSNUS4Lv85j+e2iOsqU38pVkd/0o9tFIYbCxQ9hJecfQiOgk5zjPFSLUD0tTMa3Jd3pUn1nOdoHsPtzTFbG7i4opgxyta+xHtW6HAv06U5GjRJMl9OUrShBWoAd+BRFEQL3U8d0Zo9y2xEiQkS1J9RC8Z4Hf9zUHvFiTGu30dvV5iFdue1JpMWY2lcjctHkkA5JB3Ck0e4SWH/qA4VK/6jnNAai4QaDbQrXIZdYeWy6khSDgjNZXtb/nLU66cqWcniso7pdzySesrKylJayvQccDZaCyEKIUU54JHY/7mvNZQQWV7dLRUCyhSRtGQo55xz/vXisoIJ30sjTbt4aY1W5Jaty8+Y7GALiMAkYBIBycCm+emGia+i3OuORUuKDK3E7VKRngkexxWisoIllemkJccShSwgKOCo9h96816aALiQRkZFBGvigEqKQoHBxke9OV8vLN4EIM2mLB+kjJYUWE484j+tX3psPetjQGx3/7P+4oiiWutkaVJhvokxH3GXmyFIW2opUk/IIrXX0e/wClAgEWKUCQbhWF6R+NHqR04eQi4vLuTSUeV56F+XICPjd2V+9WZY8Z3Szq5a41r1S/Bt8hcqO7JXMZ8p1baFAqQlY9IKgNuc9ia5wVlY3E+weD4jJ37Wd2/e7dNfDb6K+pe0dZT2Eln257+Y187rpxc3Om2oL9Z73aLuJlvJfMyJHdaKWWQoFptsjknA5JptvKrMnXCZFhhvW+xPlBP1BC1tDGFZwa5wRJsyI4kxZbzJz3bcKf+KfFai1AWsG+3Ej4+qX/AOaydT2F/TP7sVFxa3u//W611B2vdlzGK+lve/hX9Y1EzaJshDdyaVEC1pQ44rBWj2wM8VpY6r9J7e8+NZ9RGbWwlslTaQp1bmPZCUA8+3PzVBIF2ur0tKXrnLcHwp5R/wC9Nl1dddlrLrq1kE/mUTTtN/T2mnktLMduAAPzukYh23nMZEUQadt7+gV5OpX8QjQNo0Fe+nvQ3pu8qZeG1RZGpL44FOeWUkFbTI7L59JJAGMlJoifwqPF79Ne5nh+6nX3ezenjKsEqWvITKP5mMn/AFcEfcEe9cy6ddJy5UDVFomwZLseQxNYW060soWhQWMFKhyD9xWyi7MYdhlG6OlZYjXMdSbDieRFwRpueKwsuIVFXITM4nMduC/TRcrfHnQn4F3/ABUuI2EhITtPsUD2/WoHZo69HPXW06iklpp6PmM+vOxaSDn1DnPPanWxSZMrT+gJcmQ46/Jis+c6tZUt3LOTuJ5Vzzz71v6ltNOWRzzG0q8tLhRuGdp3Dt8VgsTiZ7dUB7UVt9bhwGhO5tm0PjzsHoCbiM7O9EDrtpp9tsKWtMiC5godSNyD9lCl9k6D6TvFrm6jS67abkySY5iSsglKchYB7ZPtS/TClF19gklrGdn9Pb4qU2lKURpiUJCQmM4QAMY9Jqjog1pFxcEbKbO5211r0NB6oXjTrlwY6iLZQwosoYlQkPbwEjJKuCDzTHYdG6yfekT7ZMt8xyPK81z61amw85u3KA2pOP7VNeii1r6dpUtalEurySck0+aCSn6aX6Rw+r2+1alkAnZEHOOrTxvx4XVa51i7TikEfUOp7pLMLUOhkQkIQrbMYuCHWxj2xhKuf0pG87IJCIwLilYAGe5qRXplnc0nykYUh0kbRgnFN2nG2wGCEJH4APb3+agyzPmkyPNzz06cgEoANFwnmzQFQYyVuo3+WCtzn+o+1bVXBEKDcrxOi/SswWVKKlKGFYTkn/tTVrF1xnScpxlxSFbQdyTg5yOagvWubMa8NcyU1LeQ+5Hj73EuELVlxOcnuc1cYbCyadsR2Avw325cN0xM4sYXKl+oeqfhStWjr1KukZTOsH7q6p55LDvmlwukklYASUEE59v3qo3VDpPrfqBp/UvV/RNoQvR9odzJmuvpQpRGN3lpJycBQyPbI9+Ktl1dstnf8MDs5+0w3JIjyVB5bCCvPzuIzmq5W+53JnwSSIbNwkoYfuraXWkuqCHAXDkKGcHsO/wK6OxoaMjRaypmk+8UCtJSpTDSZDhU2yVJR5ilJwOfg1aljrrojSPTuTCakIlXafHEcOpOC3kYI4+KGfhfslmvOumIl4tEKcx9PJV5UmOh1GQySDhQI4PNBXVYDV0lNtAIQmWvCU8Acn2pWbW3JG5oedUV5/i61lYdKOdN9OyxEjv5S7NSnCwlXJwe4NN0AeH9zpxe5uqJipOpQytUQlZLjjxT6VZ/qyo857AVXuSpSpLilKJO48k19cJ8hPNKNjunBEG2yryy87GfbkRnVIdbUFoUk4KVA5BFSnWGttZ9QHWLjq/UEq7OQ2g02XlZCED2A7Con/SamVhZZXYJaltIUQySCUgnNG7ROP4FNVp1KbS6p1hlOdu0Airc+Hzxh9DOi+lILcvprNuGonG3fr5fktAFxR7hRJUrjAxgVSofn/elE4AbMD2oDRJdGCQFMuqOt7drzUV51REhCCLpLU83GSANgz7gcU0aH6e6p6gTnYemrW5KMdHmPKBACB+/c8dqjf8ASKsd4T3XWUT1MuKbKpbCSUnBIIORRtHBBx7tuiV6e8C/Uq9WWJdXiiKqSjzPJcGFIGTjP7YrKtNr6+XqPq+5Mx7xNabQ4kJQiQtKQNiewBrKZJPNRO9fzX//2Q==" width="305px" alt="cryptocurrency"/></p>
<p>But in circumstances which could have been tailor-made as a test bed for cryptocurrencies, like Arthur Conan Doyle’s hound, crypto has largely failed to bark. For each of the three crypto tribes – the true believers, speculators and pragmatists – this is disconcerting. Skrill partners with <a href="https://thewallstreetfox.com/cryptocurrency-and-e-commerce/">https://thewallstreetfox.com/cryptocurrency-and-e-commerce/</a> exchanges in order to provide the Cryptocurrency Service to its customers. Don’t worry if you’re new to crypto and digital currencies – Skrill makes setting up a cryptocurrency wallet easy.</p>
<p>In recent years, cryptocurrency has become the preferred detergent for criminals to launder money. Anyone who comes under investigation for using it must know how to respond. It lives on something called blockchain technology, which has been referred to as the ‘glue that holds the network together’. Blockchain is a vast public ledger account that records every transaction ever made. One of the key things about crypto is that it’s ‘decentralised’, which means it’s not attached to, managed or controlled by governments and banks, in the way that the pound is.</p>
<h3>Ukraine Announces Mysterious Cryptocurrency airdrop</h3>
<p>Defendants in these types of proceedings must first assess whether the correct legal procedures have been applied. Defendants may well be subject to a disclosure order or proprietary injunctions and it is imperative that you respond in a timely manner and comply with any such orders. Failure to comply will inevitably lead to contempt of court proceedings, which may well attract a custodial sentence. Any company or individual that comes under investigation has to know how to respond – immediately. We at Rahman Ravelli have put ourselves at the forefront of representing those who believe they have &#8211; or are accused of having &#8211; used cryptocurrency as a vehicle for wrongdoing. While on the subject of security, you might have heard of horror stories of people losing their online wallets or the passwords to access them.</p>
<p>This is the first study to systematically investigate key cryptocurrency industry sectors by collecting empirical, non-public data. The study gathered survey data from nearly 150 cryptocurrency companies and individuals, and it covers 38 countries from five world regions. The study details the key industry sectors that have emerged and the different entities that inhabit them. Not only is Ukraine one of the most cyber-literate countries in the world, it has also been one of the most open to exploring the use of cryptocurrency.</p>
<p>Some have lambasted the administration for not taking concrete action to provide regulatory clarity to the sector. Others dismiss out of hand all governmental attempts to regulate the industry. Conspicuously absent from the order was any mention of specific regulation directed at the industry. While <a href="https://thewallstreetfox.com/">https://thewallstreetfox.com/</a> the order addressed issues including consumer protection, criminal activity, global economic leadership, financial inclusion, and innovation, it made no attempt to advance actual regulation. Instead, it directs federal agencies to better communicate their work in the digital assets sector.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/what-are-cryptoassets-cryptocurrencies/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bitcoin Miners Revived A Dying Coal Plant</title>
		<link>http://www.erretimedia.com/bitcoin-miners-revived-a-dying-coal-plant</link>
		<comments>http://www.erretimedia.com/bitcoin-miners-revived-a-dying-coal-plant#comments</comments>
		<pubDate>Sat, 19 Mar 2022 21:40:21 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1561</guid>
		<description><![CDATA[Our award-winning editors and reporters create honest and accurate content to help you make the right financial decisions. The content created by our editorial staff is objective, factual, and not influenced by our advertisers. Bankrate follows a strict editorial policy, so you can trust that we’re putting https://crypto-daily.org/ your interests first. All of our content [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Our award-winning editors and reporters create honest and accurate content to help you make the right financial decisions. The content created by our editorial staff is objective, factual, and not influenced by our advertisers. Bankrate follows a strict editorial policy, so you can trust that we’re putting <a href="https://crypto-daily.org/">https://crypto-daily.org/</a> your interests first. All of our content is authored by highly qualified professionals and edited by subject matter experts, who ensure everything we publish is objective, accurate and trustworthy. Founded in 1976, Bankrate has a long track record of helping people make smart financial choices.</p>
<p>That’s why having multiple simultaneous copies of the ledger is so important. Solving proof-of-work equations helps verify transactions on the blockchain by adding them to the record. Between energy costs, the price of specialized mining rigs, and the volatility of Bitcoin, there’s a steep barrier to entry in the current market. The company noted on Wednesday that while its regular GPUs are capable of cryptocurrency mining, it has limited visibility into how much mining impacts its overall GPU demand. Because the price of bitcoin is so volatile, it’s impossible to guarantee you’ll be able to make your money back on an RTX 3080 graphics card in 10 months, or 25 months for the S19 Pro mining rig. At press time, the price of bitcoin has fallen about 10% in the past week alone.</p>
<ul>
<li>Mining is a computationally-intensive process for cryptocurrencies that records transactions on a globally shared database known as the blockchain.</li>
<li>He used the built-in computer and screen in the car to navigate to a web page that he had set up specifically to mine for the popular privacy token monero.</li>
<li>Allessi has tried mining for bitcoin by plugging a Bitmain Antminer S9 — a type of mining rig specifically used to mint the world&#8217;s most popular cryptocurrency — directly into his car battery, with the help of a power inverter.</li>
<li>Its growth strategy is focused on increasing the hash rate to improve production and limiting the risk involved in the business by becoming more defensible against potential Bitcoin price drops.</li>
<li>One of the terms you will often come across in bitcoin mining literature is mining difficulty.</li>
</ul>
<p>On 11 March 2020, 281,000 bitcoins were sold, held by owners for only thirty days. This compared to ₿4,131 that had laid dormant for a year or more, indicating that the vast majority of the bitcoin volatility on that day was from recent buyers. During the week of 11 March 2020, cryptocurrency exchange Kraken experienced an 83% increase in the number of account signups over the week of bitcoin&#8217;s price collapse, a result of buyers looking to capitalize on the low price. Paul Krugman, winner of the Nobel Memorial Prize in Economic Sciences, has repeated numerous times that it is a bubble that will not last and links it to Tulip mania.</p>
<h2>Cudo Miner Is Built By Miners, For Miners</h2>
<p>At a recent congressional hearing on Bitcoin, lawmakers appeared open to blockchain innovations and their potential as a grid resource, while also raising concerns about the technology&#8217;s energy consumption. &#8220;Important too, we think, is a peak at 2023, the year before the halving when bitcoin awards decline to 3.125 per block from the current 6.25,&#8221; Dede adds. &#8220;Given we garner little comfort in the expectation that transaction fees mitigate the decline, the next halving could begin to cull the industrial bitcoin mining herd that has evolved so rapidly over the past months.&#8221; This, the analyst points out, is &#8220;more hash than two or three average institutional North American bitcoin mining rivals combined.&#8221; It also implies that Marathon&#8217;s total hash rate could reach 23.3 EH/s by early 2023. Check out the following answers to questions frequently asked about Cudo Miner, cryptocurrency miners and cryptocurrency mining in general.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px%" alt="crypto mining"/></p>
<p>Most people think of crypto mining simply as a way of creating new coins. Crypto mining, however, also involves validating cryptocurrency transactions on a blockchain network and adding them to a distributed ledger. Most importantly, crypto mining prevents the double-spending of digital currency on a distributed network. Nowadays, miners use custom mining machines, called ASIC miners, that are equipped with specialized chips for faster and more efficient bitcoin mining. They cost anywhere from several hundred to tens of thousands of dollars. Today, bitcoin mining is so competitive that it can only be done profitably with the most up-to-date ASICs.</p>
<h3>Earn Money Fromyour Idle Hardware</h3>
<p>Coinhive, while being the best known at this time, doesn&#8217;t have the market to itself. Similar projects like Crypto Loot are cropping up, and other browser mining projects like JSEcoin have been in beta since August 2017 and are trying to generate growth in this activity. The Pirate Bay was soon followed by another high-profile site—this time Coinhive&#8217;s miner was found on two of Showtime&#8217;s websites.</p>
<h3>Profitable To Mine With Common Home Hardware, At Scale</h3>
<p>It maximizes computational power by bringing together a set of GPUs under one mining rig. For GPU mining, a motherboard and cooling system is required for the rig. Less than a month later, in August 2017, a group of miners and developers initiated a hard fork, leaving the Bitcoin network to create a new currency using the same codebase as Bitcoin. Although this group agreed with the need for a solution to scaling, they worried that adopting SegWit technology would not fully address the scaling problem. The decline in the number of bitcoins awarded to miners every four years makes the activity even more unappealing.</p>
<p>After the demise of Tidbit, the idea of browser-based JavaScript cryptocurrency mining largely died away once again. Instead of using proof of work, some cryptocurrencies use different methods to keep their blockchains accurate. The most popular alternative is called proof of stake, which doesn’t require huge amounts of computing power because there are no puzzles to solve. The Ethereum network, the largest after bitcoin, has plans to eventually move from proof of work to proof of stake. When bitcoin mining was concentrated in China, miners tended to use clean hydropower during the wet season and coal when that resource dried up. In the US, what the energy mix for <a href="https://www.bloomberg.com/crypto">https://www.bloomberg.com/crypto</a> looks like is still taking shape.</p>
<p>In regions where electricity is generated using fossil fuels, bitcoin mining is considered detrimental to the environment. As a result, many bitcoin miners have moved operations to places with renewable sources of energy to reduce Bitcoin&#8217;s impact on climate change. Privacy is important if you want to mine coins maliciously, in order to ensure others cannot easily follow the money trail back to you. Monero, which came to the market in 2014, can offer a high level of transaction privacy.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/bitcoin-miners-revived-a-dying-coal-plant/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Czym Jest Snycerstwo?</title>
		<link>http://www.erretimedia.com/czym-jest-snycerstwo</link>
		<comments>http://www.erretimedia.com/czym-jest-snycerstwo#comments</comments>
		<pubDate>Thu, 09 Sep 2021 21:17:45 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Rzeźbienie w drewnie]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1563</guid>
		<description><![CDATA[Jesteśmy bezpośrednim producentem dekoracji oraz artykułów wyposażenia wnętrz. Do produkcji używamy wyłącznie wysokiej klasy drewna iglastego i liściastego pochodzenia krajowego. Staranny dobór materiałów wysokiej jakości do produkcji ramek na zdjęcia. Oryginalnie ramki do zdjęć, ręcznie malowane i zdobione przedmioty z naturalnego drewna. Książka spełnia najśmielsze oczekiwania. Dowiedziałem się z niej wiele więcej niżeli mogłem się [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Jesteśmy bezpośrednim producentem dekoracji oraz artykułów wyposażenia wnętrz. Do produkcji używamy wyłącznie wysokiej klasy drewna iglastego i liściastego pochodzenia krajowego. Staranny dobór materiałów wysokiej jakości do produkcji ramek na zdjęcia. Oryginalnie ramki do zdjęć, ręcznie malowane i zdobione przedmioty z naturalnego drewna. Książka spełnia najśmielsze oczekiwania. Dowiedziałem się z niej wiele więcej niżeli mogłem się spodziewać.</p>
<p>Przydaje się podczas wykańczania desek do historycznych mebli &#8211; oryginalny ślad . Nowa snycerka ręcznie rzeźbiona w drewnie olchowym mojej roboty. W miejsce starej zniszczonej snycerki, do bramy w stylowej zabytkowej <a href="https://bestwoodcarvingtool.com/pl/">https://bestwoodcarvingtool.com/pl/</a> kamienicy. Cała brama została zrobiona od nowa na podstawie starej zniszczonej (bramy nie robiłem &#8211; tylko snycerkę). Przepiękna zdobiona komoda w stylu art déco to doskonała ozdoba do salonu i sypialni.</p>
<h2>Wypoczynek Na Zewnątrz</h2>
<p>Ważne by na początku się nie zrazić do tego. Jeśli nie idzie z rzeźbieniem liścia to wydrukować sobie jakiś prosty ornament geometryczny. Wciąć <a href="https://bestwoodcarvingtool.com/pl/gallery/">https://bestwoodcarvingtool.com/pl/gallery/</a> się kilka razy dłutem, zostawić na chwilę, zająć się czymś innym i znowu wrócić do pracy. Nauka ma sprawiać przyjemność, nic na siłę.</p>
<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="snycerstwo wzory"/></p>
<p>Świeczniki, kinkiety, kaganki, wieszaki, krzyże oraz drobne elementy różnego rodzaju okuć i dodatków do elementów drewnianych są efektem pracy uczniów na zajęciach pozalekcyjnych w kuźni. Młodzież wykonuje podstawowe operacje kowalskie, takie jak wydłużanie, rozszerzanie, skręcanie, fakturowanie, zawijanie i oksydowanie. Celem zajęć jest zapoznanie uczniów z metodami obróbki metalu na gorąco oraz nauczenie posługiwania się narzędziami i urządzeniami kowalskimi.</p>
<h3>Artyści I Patrycjusze Gdańska</h3>
<p>GOTOWE. Rekonstrukcja snycerki w barokowej bramie z XVIII wieku. Brama znajduje się we Wrocławskim rynku &#8211; Kamienica Pod Siedmioma Elektorami (Haus Zu Sieben Kurfürsten) – renesansowa kamienica na wrocławskim Rynku z XIII wieku. Odznacza się bogatymi zdobieniami (malarstwo iluzjonistyczne, barokowe freski z podobizną cesarza Leopolda I oraz siedmiu elektorów). W tympanonie umieszczony został habsburski orzeł. kamienicę nazywano Köbersche Haus albo Stellenfeldsche Haus. Rekonstrukcja snycerki w barokowej bramie z XVIII wieku.</p>
<ul>
<li>Modele z pierwszych kolekcji, powstałe sto lat temu, można było znaleźć w rezydencjach arystokratów i elit w całej Europie Środkowo-Południowej.</li>
<li>oprócz skrzyń pojawiły się kufry z wypukłym wiekiem i zwężającymi się ku dołowi ścianami, wzbogacone żelaznymi okuciami.</li>
<li>Rekonstrukcja snycerki w barokowej bramie z XVIII wieku.</li>
<li>Pochodzi z dawnej pracowni paryskiej ebenistycznej gdzie robiono stylowe meble kunsztownie rzeźbione i fornirowane.</li>
</ul>
<p>Supraporta w połączeniu z ramą, konsolą, stolikiem i dwoma karniszami w tym stylu tworzą uroczy komplet meblowy wyposażenia salonu. Wymiary felcu pod blajtram 132 x 97 cm. Rama rokokowa projektowana do konkretnego obrazu &#8220;z epoki&#8221;. Ciekawym, oryginalnym, wręcz wyjątkowym jest zastosowanie rocalli do wewnątrz. Kłopotliwe rzeźbienie, ale dające nadzwyczajny efekt.</p>
<h3>Kurs Stolarski Dla Początkujących</h3>
<p>Kolejne zdjęcia pokazują detale ramy. Nasza firma tartaczna Tartak Gasa oferuje usługi snycerskie w drewnie, które spełnią Twoje oczekiwania. Snycerstwo i bogaty wybór wzorów to elementy, które wyróżniają naszą markę spośród wielu innych. Proponujemy elementy rzeźbione, takie jak balustrady czy schody na specjalne zamówienie klientów.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="snycerstwo wzory"/></p>
<p>Realizacja dla jednego z kolekcjonerów wrocławskich. Projekt ideowy i technologiczny oparłem o publikację podobnej ramy <a href="https://bestwoodcarvingtool.com/pl/gallery/">narzędzie snycerskie</a> w pewnym czasopiśmie. Rzeźba efektowna ze względu na głęboki drugi plan i ażur. Wykonana w pojedynczym egzemplarzu.</p>
<h2>Stopka Strony</h2>
<p>Róże demontowalne, co pozwala na wygodne i czyste złocenie. Projekt własny, pojedyncze egzemplarze. Wykonanie bardzo staranne, gwarantujące wieczną stabilność. Po dokomponowaniu konsol, mogą stanowić unikalne komplety, tworząc wartościowe meble.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/czym-jest-snycerstwo/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A Beginners Guide To Cryptocurrency</title>
		<link>http://www.erretimedia.com/a-beginners-guide-to-cryptocurrency</link>
		<comments>http://www.erretimedia.com/a-beginners-guide-to-cryptocurrency#comments</comments>
		<pubDate>Thu, 12 Aug 2021 22:29:44 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto Blog]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1571</guid>
		<description><![CDATA[Because you can buy and sell cryptocurrency without using your name or having a bank account, crypto in its early days was a natural fit for people who had reasons to avoid the traditional financial system. They included criminals, tax evaders and people buying and selling illicit goods. They also included political dissidents and extremists, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Because you can buy and sell cryptocurrency without using your name or having a bank account, crypto in its early days was a natural fit for people who had reasons to avoid the traditional financial system. They included criminals, tax evaders and people buying and selling illicit goods. They also included political dissidents and extremists, some of whom had been kicked off more mainstream payment services like PayPal and Patreon. Right now, many of the successful applications for crypto technology are in finance or finance-adjacent fields.</p>
<ul>
<li>Thousands of computers on the blockchain rush to confirm that the details of the purchase are correct.</li>
<li>After the exchange has verified your identity, you will be asked to connect a payment option.</li>
<li>Brokers often provide extra features to help you manage your trading risk, which can be worth paying a bit more in spreads.</li>
<li>If one of these miners tries to enter false transactions, it will be nullified by the correct ledger.</li>
</ul>
<p>One of the ways to earn passive income is by securely lending your holdings to other people. In exchange for the opportunity to borrow your funds, they&#8217;ll pay interest to you. That&#8217;s the original cryptocurrency, and, to date, <a href="https://www.paperscrypto.com/can-you-trade-cryptocurrencies-for-free">https://www.paperscrypto.com/can-you-trade-cryptocurrencies-for-free</a> the most popular. With cryptography, we use advanced math to secure our funds, making sure that nobody else can spend them. To use cryptocurrency, you don&#8217;t need to sign up for a website with an email address and password.</p>
<p>Credit cards incur a processing fee in addition to the transaction fees. Right now, however, most popular exchanges are not decentralized and follow laws that require users to submit identifying documentation. In the United States, these exchanges include Coinbase, Kraken, Gemini, FTX, and Binance.US, to name a few.</p>
<h2>Pros And Cons Of Investing In Cryptocurrencies</h2>
<p>Cryptoassets are volatile instruments which can fluctuate widely in a very short time frame and, therefore, are not appropriate for all traders. Other than via CFDs, trading cryptoassets is unregulated and, therefore, is not supervised by any EU regulatory framework. Know your rights and obligations of what you can and cannot legally do in your country when it comes to cryptocurrencies. For example, find out whether you’re subject to income tax on any profits gained from crypto trading. Keep an eye on the broker’s fees and/or third party payment providers’ fees on your deposits and withdrawals.</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 guide"/></p>
<p>Follow our handy tips and guides and you’ll be a crypto pro in no time at all. Cryptocurrency might still be fairly new, but it’s an incredible technology that will change the rest of your life. Stablecoins and less volatile cryptocurrencies are more immune to impermanent loss, but it can still happen. Depending on the demand of the cryptocurrency you’ve locked up, you can earn even up to 3,000% APY. You need an ASIC mining rig, designed specifically to mine cryptocurrencies. Proof of Capacity blockchains use an authentication system to verify the total available hard drive space of a miner.</p>
<h3>How A Class Of brilliant Graduates Shaped Modern Chinese Architecture</h3>
<p>Blockchains rely on a far-flung network of computers to store and update a permanent digital record of every transaction, eliminating the need for a centralized ledger or record-keeper. That prevents bitcoins or any other asset tracked by a blockchain from being duplicated or spent more than once, although they can still be lost or stolen . However, it’s important to understand that some trading platforms will take a huge chunk of your investment as a fee if you’re trading small amounts of cryptocurrency.</p>
<p>The PublicKey and PrivateKeyinterfaces are methodless interfaces, used for type-safety and type-identification. A MAC can be computed in one step (single-part operation) or in multiple steps (multiple-part operation). A multiple-part <a href="https://www.paperscrypto.com/">https://www.paperscrypto.com/</a> operation is useful if you do not know in advance how long the data is going to be, or if the data is too long to be stored in memory all at once. The Mac class provides the functionality of a Message Authentication Code .</p>
<p>Any estimates based on past performance do not a guarantee future performance, and prior to making any investment you should discuss your specific investment needs or seek advice from a qualified professional. Being a part owner means you get to participate in its earnings (you’re an owner), while buying tokens simply means you&#8217;re entitled to use them, like chips in a casino. It’s a good sign if other well-known investors want a piece of the currency. University of Cambridge, for instance, said worldwide Bitcoin mining consumes more than twice as much power as all U.S. residential lighting. Some cryptocurrencies use different technology that demands less energy.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/a-beginners-guide-to-cryptocurrency/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Making Sense Of Bitcoin And Blockchain Technology</title>
		<link>http://www.erretimedia.com/making-sense-of-bitcoin-and-blockchain-technology</link>
		<comments>http://www.erretimedia.com/making-sense-of-bitcoin-and-blockchain-technology#comments</comments>
		<pubDate>Tue, 15 Jun 2021 17:07:23 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1573</guid>
		<description><![CDATA[If you&#8217;re using fiat currency, most exchanges allow debit and bank transfers. Some also allow you to fund a purchase with your credit card, though this can be a risky move with a volatile asset like cryptocurrency because interest costs can deepen your losses if your investments decline in value. Over 90 percent of these [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>If you&#8217;re using fiat currency, most exchanges allow debit and bank transfers. Some also allow you to fund a purchase with your credit card, though this can be a risky move with a volatile asset like cryptocurrency because interest costs can deepen your losses if your investments decline in value. Over 90 percent of these investment and mining companies out there are a cam schemes. Though investing is a good and bold step to get financial freedom whereby your money works for you to get out of poverty.</p>
<ul>
<li>Bitcoin was trading above $41,000 early Monday morning as the cryptocurrency market was down overall.</li>
<li>Backed by Accel, Addition, Benchmark, Coatue, Paradigm, Ribbit, and other leading firms in venture capital, Chainalysis builds trust in blockchains to promote more financial freedom with less risk.</li>
<li>Just be sure to verify that your crypto exchange allows trading between the assets you&#8217;re looking at.</li>
<li>China manufactures most cryptocurrency mining equipment and leverages the country’s cheap electricity prices.</li>
<li>His work has appeared in CNBC + Acorns’s Grow, MarketWatch and The Financial Diet.</li>
<li>Despite the sizable dilution, the RIOT stock price has not moved much at the time of publication.</li>
</ul>
<p>Decentralized exchanges, for instance, don’t always allow users to deposit dollars and exchange them for <a href="https://www.bcbitcoin.co.uk/">https://www.bcbitcoin.co.uk/</a>. This means you either have to already own crypto or use a centralized exchange to get crypto that you then use on a DEX. Available in all 50 states, including New York, a common omission from other crypto exchanges’ offerings.</p>
<h2>Crypto On Venmo</h2>
<p>I got it from them recently few weeks ago and now I have withdrawn about $350,000 for free. But am happy now they sent the card through FedEx and it got to me within two days. I’m happy and grateful because they changed my story all of a sudden. The card works in all countries that is the good news interested persons should contact them via their email thanks viewers. I’ll advice you to use the services of a reliable IT expert / Recovery expert to help you retrieve all your lost or stolen bitcoin on the bitcoin network from scam brokers and fake investment platforms . His services are outstanding and you can contact him at Zattrecoveryexpect @ gmail com.</p>
<p>What you own is a key that allows you to move a record or a unit of measure from one person to another without a trusted third party. An orphan abandoned at a young age, Tae Joon escaped a life of squalor by becoming a computer engineer for the Mercenary Syndicate, along with his foster sister, Mila Alexander. One day, Tae Joon and Mila stumbled upon an algorithm <a href="https://lenincoin.com/">https://lenincoin.com/</a> that could predict the result of any Apex Games match, hidden away in the Games’ own computer systems. That caught the attention of the wrong people &#8211; the next day, Mila disappeared, and Tae Joon was forced to into hiding after he was framed for her murder. He’s now joined the Games to clear his name &#8211; because sometimes the spotlight is the best place to hide.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,<!doctype html> <html lang="en"> <head> <meta charset="utf-8"> <meta http-equiv="x-ua-compatible" content="ie=edge"> <meta name="viewport" content="width=device-width, initial-scale=1, shrink-to-fit=no"> <title>StackPath</title> <style> *{box-sizing: border-box;}*::before, *::after{box-sizing: border-box;}*:focus{outline: none;}html{-moz-osx-font-smoothing: grayscale;-ms-overflow-style: -ms-autohiding-scrollbar;-webkit-font-smoothing: antialiased;font-size: 16px;}body{background-color: #fff;color: #545963;font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", "Roboto", "Oxygen", "Ubuntu", "Cantarell", "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif;font-weight: 400;line-height: 1.6;margin: 0;min-width: 20rem;}h1, p{margin: 0;padding: 0;}h1{font-size: 2rem;font-weight: 400;line-height: 1;}h1:not(:last-child){margin-bottom: 3rem;}p{font-size: 1rem;}p:not(:last-child){margin-bottom: 1.5rem;}a{color: #0934a0;text-decoration: none;}a:hover{color: #0934a0;text-decoration: underline;}table{border-collapse: collapse;margin-top: 3rem;width: 100%;}th, td{padding: 0.3125rem 0.3125rem 0 0.3125rem;vertical-align: top;}th:first-child, td:first-child{padding-left: 0;}th:last-child, td:last-child{padding-right: 0;}th{font-size: 0.75rem;font-weight: 400;text-align: left;text-transform: uppercase;}td{font-family: SFMono-Regular, Menlo, Monaco, Consolas, "Liberation Mono", "Courier New", monospace;font-size: 0.875rem;}td:first-child{word-break: break-all;}form{margin-top: 3rem;text-align: center;}button, input{border-radius: 0.25rem;border: 0.0625rem solid transparent;display: block;font-family: inherit;font-size: 1rem;margin: 0 auto;max-width: 100%;padding: 0.625rem;text-align: center;}input{-moz-appearance: none;-webkit-appearance: none;background: #fff;border-color: #a4a8af;color: #000;margin-top: 1.5rem;width: 12.5rem;}button{-webkit-appearance: button;background: #0934a0;color: #fff;cursor: pointer;font-weight: 700;margin-top: 1rem;width: 6.25rem;}button:hover{background: #080086;color: #fff;}.error{color: #c00;font-size: 0.8125rem;padding-top: 0.3125rem;}.layout{-webkit-box-direction: normal;-webkit-box-orient: vertical;display: -webkit-box;display: flex;flex-flow: column;margin-left: auto;margin-right: auto;max-width: 43.75rem;min-height: 100vh;padding: 4rem 1rem;}.layout__main{margin-bottom: auto;}.layout__footer{margin-top: auto;padding-top: 3rem;text-align: center;}@media(max-width: 767px){h1{font-size: 2rem;}h1:not(:last-child){margin-bottom: 1.5rem;}table, tbody, tr, td{display: block;}table{margin-top: 1.5rem;}thead{display: none;}td{padding: 1.375rem 0 0.625rem 0;position: relative;}td::before{content: attr(data-title);font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", "Roboto", "Oxygen", "Ubuntu", "Cantarell", "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif;font-size: 0.75rem;left: 0;position: absolute;text-transform: uppercase;top: 0;}form{margin-top: 1.5rem;}.layout{padding: 2rem 1rem;}}</style> </head> <body> <div class="layout"> <div class="layout__main"> <div id='JSCookieMSG' style="display:none"><h1>Please Enable Cookies</h1> <p> <strong>girisyap.com</strong> is using a security service for protection against online attacks. The service requires full cookie support in order to view this website. </p> <p> Please enable cookies on your browser and try again. </p></div> <noscript> <div id="JSOffCover"> <div id='JSOffMSG'> <h1>Please Enable JavaScript</h1> <p> <strong>girisyap.com</strong> is using a security service for protection against online attacks. The service requires full JavaScript support in order to view this website. </p> <p> Please enable JavaScript on your browser and try again. </p> </div> </div> <style type="text/css"> #loading-content{display: none;}</style> </noscript> </div> <div class="layout__main" id="loading-content"> <p> <strong>girisyap.com</strong> is using a security service for protection against online attacks. This process is automatic. You will be redirected once the validation is complete. </p> </div> <div class="layout__main" > <table> <thead> <tr> <th>Reference ID</th> <th>IP Address</th> <th>Date and Time</th> </tr> </thead> <tbody> <tr> <td data-title="Reference ID">fc61f84aa58521bd1ca4c06d968b8474</td> <td data-title="IP Address">5.45.73.53</td> <td data-title="Date and Time">04/03/2022 01:26 PM UTC</td> </tr> </tbody> </table> </div> <div class="layout__footer"> Protected by <a href="https://www.stackpath.com/" target="_blank">StackPath</a> </div> </div> <script type="text/javascript"> function sbbloadmid(){if(window.sbrmp){var smbMode="frmrld";if(smbMode=="frm"){var bodyObj=document.getElementsByTagName("body")[0];var submitFrm=document.createElement("form");bodyObj.appendChild(submitFrm);submitFrm.id="sbmtfrm";submitFrm.method="post";submitFrm.action="";submitFrm.sbbSbmt=submitFrm.submit;var input=document.createElement("input");input.type="hidden";input.name="hsc";input.value=1185;submitFrm.appendChild(input);submitFrm.sbbSbmt();}else window.location.reload(true);}else{setTimeout("sbbloadmid()", 50);}}var cookieenabled=false;if(navigator.cookieEnabled){if(navigator.cookieEnabled==true){var exdate=new Date();exdate.setDate(exdate.getDate()+1);document.cookie="sbtsck=javfdi80Hk+ESLhlenMlhZVP6JUz8GQj08kVejaGHubb1I=;expires="+exdate.toGMTString()+";path=/; SameSite=Lax;";cookieenabled=(document.cookie.indexOf("sbtsck")!=-1)? true : false;}}if(cookieenabled){setTimeout("sbbloadmid()",50);}else{var oJSCookieMSGObj=document.getElementById('JSCookieMSG');var loadingContent=document.getElementById('loading-content');oJSCookieMSGObj.style.display='block';loadingContent.style.display='none';} </script>         <div style='display:none' id='sbbhscc'></div>
          <script type="text/javascript">
            var sbbvscc='';
            var sbbgscc='';
            function genPid() {return String.fromCharCode(101)+String.fromCharCode(99) ; };
          </script>
        <div id='sbbfrcc' style='position: absolute; top: -10px; left: 30px; font-size:1px'></div>
  <script type="text/javascript">(function(XHR){var open=XHR.prototype.open;var send=XHR.prototype.send;var parser=document.createElement('a');XHR.prototype.open=function(method, url, async, user, pass){if(typeof async=='undefined'){async=true;}parser.href=url;if(parser.host==''){parser.href=parser.href;}this.ajax_hostname=parser.hostname;open.call(this, method, url, async, user, pass);};XHR.prototype.send=function(data){if(location.hostname==this.ajax_hostname)this.setRequestHeader("X-MOD-SBB-CTYPE", "xhr");send.call(this, data);}})(XMLHttpRequest);if(typeof(fetch)!="undefined"){var nsbbfetch=fetch;fetch=function(url, init){if(typeof(url)==="object" && typeof(url.url)==="string"){init={method: url.method, mode: url.mode, cache: url.cache, credentials: url.credentials, headers: url.headers, body: url.body};url=url.url;}function sbbSd(url, domain){var parser=document.createElement('a');parser.href=url;if(parser.host==''){parser.href=parser.href;}return parser.hostname==location.hostname;}if(sbbSd(url, document.domain)){init=typeof init !=='undefined' ? init :{};if(typeof(init.headers)==="undefined"){init.headers={};}init.headers['X-MOD-SBB-CTYPE']='fetch';}return nsbbfetch(url, init);};}function sbbgc(check_name){var start=document.cookie.indexOf(check_name+"=");var oVal='';var len=start+check_name.length+1;if((!start)&&(document.cookie.substring(0,check_name.length)!=check_name)){oVal='';}else if(start==-1){oVal='';}else{var end=document.cookie.indexOf(';',len);if(end==-1)end=document.cookie.length;var oVal=document.cookie.substring(len,end);};return oVal;}function addmg(inm,ext){var primgobj=document.createElement('IMG');primgobj.src=window.location.protocol+"//"+window.location.hostname+(window.location.port && window.location.port!=80 ? ':'+window.location.port: '')+"/sbbi/?sbbpg="+inm+(ext?"&"+ext:"");var sbbDiv=document.getElementById('sbbfrcc');sbbDiv.appendChild(primgobj);};function addprid(prid){var oldVal=sbbgc("PRLST");if((oldVal.indexOf(prid)==-1)&&(oldVal.split('/').length<5)){if(oldVal!=''){oldVal+='/';}document.cookie='PRLST='+oldVal+escape(prid)+';path=/; SameSite=Lax;';}}var sbbeccf=function(){this.sp3="jass";this.sf1=function(vd){return sf2(vd)+32;};var sf2=function(avd){return avd*12;};this.sf4=function(yavd){return yavd+2;};var strrp=function(str, key, value){if(str.indexOf('&'+key+'=')> -1 || str.indexOf(key+'=')==0){var idx=str.indexOf('&'+key+'=');if(idx==-1)idx=str.indexOf(key+'=');var end=str.indexOf('&', idx+1);var newstr;if(end !=-1)newstr=str.substr(0, idx)+str.substr(end+(idx ? 0 : 1))+'&'+key+'='+value;else newstr=str.substr(0, idx)+'&'+key+'='+value;return newstr;}else return str+'&'+key+'='+value;};var strgt=function(name, text){if(typeof text !='string')return "";var nameEQ=name+"=";var ca=text.split(/[;&]/);for(var i=0;i < ca.length;i++){var c=ca[i];while(c.charAt(0)==' ')c=c.substring(1, c.length);if(c.indexOf(nameEQ)==0)return c.substring(nameEQ.length, c.length);}return "";};this.sfecgs={sbbgh:function(){var domain=document.location.host;if(domain.indexOf('www.')==0)domain=domain.replace('www.', '');return domain;}, f:function(name, value){var fv="";if(window.globalStorage){var host=this.sbbgh();try{if(typeof(value)!="undefined")globalStorage[host][name]=value;else{fv=globalStorage[host][name];if(typeof(fv.toString)!="undefined")fv=fv.toString();}}catch(e){}}return fv;}, name:"sbbrf"};this.sfecls={f:function(name, value){var fv="";try{if(window.localStorage){if(typeof(value)!="undefined")localStorage.setItem(name, value);else{fv=localStorage.getItem(name);if(typeof(fv.toString)!="undefined")fv=fv.toString();}}}catch(e){}return fv;}, name:"sbbrf"};this.sbbcv=function(invl){try{var invalArr=invl.split("-");if(invalArr.length>1){if(invalArr[0]=="A"||invalArr[0]=="D"){invl=invalArr[1];}else invl="";}if(invl==null||typeof(invl)=="undefined"||invl=="falseImgUT"||invl=="undefined"||invl=="null"||invl!=encodeURI(invl))invl="";if(typeof(invl).toLowerCase()=="string")if(invl.length>20)if(invl.substr(0,2)!="h4")invl="";}catch(ex){invl="";}return invl;};this.sbbsv=function(fv){for(var elm in this){if(this[elm].name=="sbbrf"){this[elm].f("altutgv2",fv);}}document.cookie="UTGv2="+fv+';expires=Fri, 30-Sep-22 13:26:01 GMT;path=/; SameSite=Lax;';};this.sbbgv=function(){var valArr=Array();var currVal="";for(var elm in this){if(this[elm].name=="sbbrf"){currVal=this[elm].f("altutgv2");currVal=this.sbbcv(currVal);if(currVal!="")valArr[currVal]=(typeof(valArr[currVal])!="undefined"?valArr[currVal]+1:1);}}var lb=0;var fv="";for(var val in valArr){if(valArr[val]>lb){fv=val;lb=valArr[val]}}if(fv=="")fv=sbbgc("UTGv2");fv=this.sbbcv(fv);if(fv!="")this.sbbsv(fv);else this.sbbsv("D-h496a493b73ffc550b30d8db9b9851571842");return fv;};};function m2vr(m1,m2){var i=0;var rc="";var est="ghijklmnopqrstuvwyz";var rnum;var rpl;var charm1=m1.charAt(i);var charm2=m2.charAt(i);while(charm1!=""||charm2!=""){rnum=Math.floor(Math.random()* est.length);rpl=est.substring(rnum,rnum+1);rc+=(charm1==""?rpl:charm1)+(charm2==""?rpl:charm2);i++;charm1=m1.charAt(i);charm2=m2.charAt(i);}return rc;}function sbbls(prid){try{var eut=sbbgc("UTGv2");window.sbbeccfi=new sbbeccf();window.sbbgs=sbbeccfi.sbbgv();if(eut!=sbbgs && sbbgs!="" && typeof(sbbfcr)=="undefined"){addmg('utMedia',"vii="+m2vr("b765158f4121c24d26d411904dc4addf",sbbgs));}var sbbiframeObj=document.createElement('IFRAME');var dfx=new Date();sbbiframeObj.id='SBBCrossIframe';sbbiframeObj.title='SBBCrossIframe';sbbiframeObj.tabindex='-1';sbbiframeObj.lang='en';sbbiframeObj.style.visibility='hidden';sbbiframeObj.setAttribute('aria-hidden', 'true');sbbiframeObj.style.border='0px';if(document.all){sbbiframeObj.style.position='absolute';sbbiframeObj.style.top='-1px';sbbiframeObj.style.height='1px';sbbiframeObj.style.width='28px';}else{sbbiframeObj.style.height='1px';sbbiframeObj.style.width='0px';}sbbiframeObj.scrolling="NO";sbbiframeObj.src=window.location.protocol+"//"+window.location.hostname+(window.location.port && window.location.port!=80 ? ':'+window.location.port: '')+'/sbbi/?sbbpg=sbbShell&gprid='+prid + '&sbbgs='+sbbgs+'&ddl='+(Math.round(dfx.getTime()/1000)-1648992361)+'';var sbbDiv=document.getElementById('sbbfrcc');sbbDiv.appendChild(sbbiframeObj);}catch(ex){;}}try{var y=unescape(sbbvscc.replace(/^<\!\-\-\s*|\s*\-\->$/g,''));document.getElementById('sbbhscc').innerHTML=y;var x=unescape(sbbgscc.replace(/^<\!\-\-\s*|\s*\-\->$/g,''));}catch(e){x='function genPid(){return "jser";}';}try{if(window.gprid==undefined)document.write('<'+'script type="text/javascri'+'pt">'+x+"var gprid=genPid();addprid(gprid);sbbls(gprid);<"+"/script>");}catch(e){addprid("dwer");}</script> </body> </html>" width="304px" alt="crypto"/></p>
<p>Central banks all over the world, from China to Sweden, are experimenting with the adoption of digital currencies. Bloomberg reported the White House is planning to release an initial government-wide strategy for crypto and other digital assets as soon as next month, and will ask federal agencies to assess their risks and opportunities. Bloomberg cited people familiar with the matter, saying senior administration officials are holding several meetings and drafting an executive order that will be presented to President Joe Biden in the coming weeks. The report suggests the Biden team is facing pressure to take the lead on the issue since federal agencies have so far taken a scattered approach.</p>
<h3>Deposit Crypto,earn Rewards</h3>
<p>I was able to recover a significant part of my investment through this recovery expert. I used to think they were one of the reliable platforms on the market but actually it is such a fraud. There were so many barriers when I wanted to withdraw funds here.</p>
<p>It all started from a phone call and after some persuasion I decided to invest, after months of constant investment about 130k$, I decided to ask for a payout this was the beginning of my turmoil, to my dismay I was still asked to invest more. <a href="https://lenincoin.com/will-we-be-witnesses-of-the-remittance-industry-disrupted-by-crypto/">https://lenincoin.com/will-we-be-witnesses-of-the-remittance-industry-disrupted-by-crypto/</a> Being a Single father this really affected me and despite all efforts to contact them failed. I was introduced to mattdunham928gmailcom they took legal actions against them and they helped me retrieve my funds couldn’t be more thankful.</p>
<p>However, its platform isn’t as easy to navigate as Coinbase, and the trading experience isn’t as beginner-friendly. But depending on your needs, Crypto.com could be a better choice. It offers cryptocurrency rewards credit cards, staking, and its own blockchain ecosystem, Crypto.org Chain.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/making-sense-of-bitcoin-and-blockchain-technology/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What Is Blockchain?</title>
		<link>http://www.erretimedia.com/what-is-blockchain</link>
		<comments>http://www.erretimedia.com/what-is-blockchain#comments</comments>
		<pubDate>Fri, 21 May 2021 20:20:20 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1565</guid>
		<description><![CDATA[There are currently https://www.cryptofacilities.com/s that are boasting more than 30,000 TPS. As reported by Forbes, the food industry is increasingly adopting the use of blockchain to track the path and safety of food throughout the farm-to-user journey. The technology behind bitcoin lets people who do not know or trust each other build a dependable ledger. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>There are currently <a href="https://www.cryptofacilities.com/">https://www.cryptofacilities.com/</a>s that are boasting more than 30,000 TPS. As reported by Forbes, the food industry is increasingly adopting the use of blockchain to track the path and safety of food throughout the farm-to-user journey. The technology behind bitcoin lets people who do not know or trust each other build a dependable ledger. A hybrid blockchain has a combination of centralized and decentralized features. The exact workings of the chain can vary based on which portions of centralization and decentralization are used.</p>
<ul>
<li>Instead of putting our trust solely in the hands of traditional institutions, we’ll be putting our trust in a federated network of digital fingerprints that’s keeping an ongoing record of everything.</li>
<li>In 2021, a study by Cambridge University determined that Bitcoin (at 121 terawatt-hours per year) used more electricity than Argentina and the Netherlands .</li>
<li>Dromaius is designed to incorporate functions across the entire debt instrument transaction lifecycle, including origination, distribution, execution, settlement, interest rate payments and maturity repayments.</li>
<li>Improving cryptocurrency security in financial services INBLOCK issues Metacoin cryptocurrency, which is based on Hyperledger Fabric, to help make digital asset transactions faster, more convenient and safer.</li>
</ul>
<p>A single blockchain for recording education levels, certifications achieved, employment history, and other qualifications could provide a way for HR professionals to verify career credentials more efficiently. Besides food, tracing medical supplies is another area that holds promise. There are already blockchain-based tracking systems that allow healthcare providers, pharmacies, and pharmaceutical sellers to authenticate drug shipments. Global pharmaceutical company Boehringer Ingelheimis using one such system to authenticate pharma products and help combat counterfeits. A transaction that gets recorded on one computer or node is visible to each of the computers in the digital network. The information is then communicated to every other block in the chain.</p>
<h2>Blocks</h2>
<p>Instead, users of cryptocurrencies trust in the transparent and permanent record of transactions stored by every user on the <a href="https://allcoinss.com/polkadot-defi-developers-may-soon-get-a-new-oracle-provider-with-historic-data/">https://allcoinss.com/polkadot-defi-developers-may-soon-get-a-new-oracle-provider-with-historic-data/</a>. In a public blockchain, anyone can participate meaning they can read, write or audit the data on the blockchain. Notably, it is very difficult to alter transactions logged in a public blockchain as no single authority controls the nodes.</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="blockchain"/></p>
<p>Although blockchain is a new technology, it already boasts a rich and interesting history. The following is a brief timeline of some of the most important and notable events in the development of blockchain. For now, it seems as if blockchain’s meteoric rise is more starting to take root in reality than pure hype.</p>
<h3>Applications And Smart Contract Chaincode¶</h3>
<p>Nosh Technologies also developed a blockchain-based multi-layered framework named SmartNoshWaste using reinforcement learning-based machine learning to reduce waste in the food supply chain. Blockchains use various time-stamping schemes, such as proof-of-work, to serialize changes. The growth of a decentralized blockchain is accompanied by the risk of centralization because the computer resources required to process larger amounts of data become more expensive. Illinois recently announced a consortium of Illinois state and county agencies, known as the Illinois Blockchain Initiative, who will collaborate to explore innovations presented by Blockchain and distributed ledger technology.</p>
<p>Network and channel policies create the balance between autonomy and control which characterizes a de-centralized network. After a smart contract S5 has been developed, an administrator in organization R1 must create a chaincode package and install it onto peer node P1. This is a straightforward operation; once completed, P1 has full knowledge of S5.</p>
<h3>Attributes Of Cryptocurrency</h3>
<p>New distribution methods are available for the insurance industry such as peer-to-peer insurance, parametric insurance and microinsurance following the adoption of <a href="https://allcoinss.com/">https://allcoinss.com/</a>. The sharing economy and IoT are also set to benefit from blockchains because they involve many collaborating peers. The use of blockchain in libraries is being studied with a grant from the U.S.</p>
<p>A sidechain is a designation for a blockchain ledger that runs in parallel to a primary blockchain. The EU is accelerating the development and uptake of advanced technologies so citizens and businesses can enjoy the full potential of the digital world. This study looks at creative sectors and their use of new technologies, such as blockchain and artificial intelligence , from a copyright perspective. The study identifies avenues for further exploration by stakeholders, policy makers and academics. In recent times, a new technology – Blockchain – has been greeted by many as the next big game-changer. This publication explores the question of whether Blockchain may revolutionize international trade.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/what-is-blockchain/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bitcoin Btc Live Coin Price, Charts, Markets &amp; Liquidity</title>
		<link>http://www.erretimedia.com/bitcoin-btc-live-coin-price-charts-markets</link>
		<comments>http://www.erretimedia.com/bitcoin-btc-live-coin-price-charts-markets#comments</comments>
		<pubDate>Fri, 21 May 2021 02:19:07 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1567</guid>
		<description><![CDATA[The result of the VEC model and the significance of the coefficients demonstrate that the increase in Bitcoin interest, as measured by the number of searches for the keyword bitcoin , is followed by an increase of Bitcoin price. The bidirectional relationship exists and demonstrates that price Granger-causes the behavior of lnbtc and lncrash, intensifying [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The result of the VEC model and the significance of the coefficients demonstrate that the increase in Bitcoin interest, as measured by the number of searches for the keyword bitcoin , is followed by an increase of Bitcoin price. The bidirectional relationship exists and demonstrates that price Granger-causes the behavior of lnbtc and lncrash, intensifying <a href="https://www.gemini.com/">https://www.gemini.com/</a> the understanding that there is a speculative driver in Bitcoin’s transactions. It is possible to identify a strong relationship, in the short and long term, between the terms in Google searches and the Bitcoin price. The cointegration test of the curves performed describes a tendency of simultaneous growth or decline between them.</p>
<ul>
<li>This appetite for electricity has drawn widespread criticism from celebrities such as Tesla CEO Elon Musk to government bodies such as China’s State Council and the U.S.</li>
<li>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.</li>
<li>With any Bitcoin price change making news and keeping investors guessing.</li>
<li>By analyzing the coefficients of β2, it is inferred that a sudden increase of lnbtct-1, results in a negative error which, when multiplied by α2, leads to an increase of Δ lnprice.</li>
<li>When implemented with decentralized control, each cryptocurrency works through distributed ledger technology, typically a blockchain that serves as a public financial transaction database.</li>
</ul>
<p>The current CoinMarketCap ranking is #1, with a live market cap of $880,260,869,245 USD. The new paper is not the first academic work to identify manipulation in the virtual currency markets. A paper published last year by a team of Israeli and American researchers said much of Bitcoin’s big price <a href="https://allcoinss.com/">https://allcoinss.com/</a> increase in 2013 was caused by a campaign of price manipulation at what was then the biggest exchange, Mt. Gox. A “nonfungible token,”or NFT, is an asset verified using blockchain technology, in which a network of computers records transactions and gives buyers proof of authenticity and ownership.</p>
<h2>The Latest Wall Street Estimate For The Metaverse Is That It Could Be A $13 Trillion Market</h2>
<p>The overall purchase cost also depends on features offered by the venue. For example, Robinhood does not currently offer an online wallet for storing bitcoin. Therefore, you will need to budget for online wallet costs for your purchase.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="btc price"/></p>
<p>Despite being up about 5% on the day, BTC’s price took a beating in the past couple of days. It appears that the bulls are attempting to retake control, although the shot at $47K from earlier today has so far been unsuccessful. Get stock recommendations, portfolio guidance, and more from The Motley Fool&#8217;s premium services. The &#8220;I&#8221; monster reared its ugly head, and investors looked for safe stores of value. Large-cap tokens are driving the bus today, as a number of key catalysts play out.</p>
<h3>Barron&#8217;s      Inside The $625 Million Axie Hack And What It Means For Crypto Gaming</h3>
<p>You can also purchase bitcoin through mainstream services such as PayPal and Robinhood. 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. Join over a million users buying and selling Bitcoin at Bitvavo and enjoy our low fees and easy to use platform. Lack of adoption and loads of volatility mean that cryptocurrencies satisfy none of those criteria. On Tuesday, the small Central American nation became the first in the world to adopt bitcoin as an official currency. Bitcoins annual e-waste is estimated to be about 30 metric tons as of May 2021, which is comparabe to the small IT equipment waste produced by the Netherlands.</p>
<p>Additionally, the system used private keys or digital signatures to sign the document. Such solutions provide access through a computer browser, desktop or smartphone app. Thanks to a finite supply and a relatively small market cap, the price of Bitcoin is also much more sensitive to changes in demand, resulting in increased price volatility. Comparatively, the creation and distribution of fiat currency is potentially infinite and unpredictable. Most central banks target a relatively low inflation rate, but these rates are subject to change by a small committee at any time, and the true inflation rate of fiat currencies is nearly impossible to measure. Because of its decentralized nature, Bitcoin doesn’t follow the monetary policy of governments, and Bitcoin is not backed by any underlying asset or government.</p>
<p>After the release of version 0.9, the software bundle was renamed Bitcoin Core to distinguish itself from the underlying network. Bitcoin Core is, perhaps, the best known implementation or client. Alternative clients exist, such as Bitcoin XT, Bitcoin Unlimited, and Parity Bitcoin. Bitcoin uses public-key cryptography, in which two cryptographic keys, one public and one private, are generated.</p>
<p>Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software, selecting the backwards-compatible version of the blockchain. As a result, this blockchain became the longest chain and could be accepted by all participants, regardless of their bitcoin software version. During the split, the Mt. Gox exchange briefly halted bitcoin deposits and the price dropped by 23% <a href="https://allcoinss.com/crypto-tokenization-key-to-doubling-gdp/">https://allcoinss.com/crypto-tokenization-key-to-doubling-gdp/</a> to $37 before recovering to the previous level of approximately $48 in the following hours. If the private key is lost, the bitcoin network will not recognize any other evidence of ownership; the coins are then unusable, and effectively lost. For example, in 2013 one user claimed to have lost 7,500 bitcoins, worth $7.5 million at the time, when he accidentally discarded a hard drive containing his private key.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/bitcoin-btc-live-coin-price-charts-markets/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Crypto Com App Review</title>
		<link>http://www.erretimedia.com/crypto-com-app-review</link>
		<comments>http://www.erretimedia.com/crypto-com-app-review#comments</comments>
		<pubDate>Fri, 14 May 2021 00:35:52 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto Reviews]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1559</guid>
		<description><![CDATA[Cryptocurrency trading platforms are also known as exchanges – and they are platforms that enable you to buy, sell, and exchange cryptocurrencies. However, some platforms allow users only to buy and sell digital currencies, while others permit the trading of cryptocurrencies with fiat currencies. The software wallet solution supports 125 cryptocurrencies and has built-in trading [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Cryptocurrency trading platforms are also known as exchanges – and they are platforms that enable you to buy, sell, and exchange cryptocurrencies. However, some platforms allow users only to buy and sell digital currencies, while others permit the trading of cryptocurrencies with fiat currencies. The software wallet solution supports 125 cryptocurrencies and has built-in trading features allowing you to buy and sell digital assets on-the-go. There are also live charts and portfolio tracking functionalities, 24 hours customer support, and easy integration and offline transaction functionalities for Trezor devices. The Crypto.com app &#8211; Crypto.com is taking cryptocurrency to the mainstream with the Crypto.com mobile app.</p>
<p>This software claims that you can make a profit about $5000 from an initial capital of $250. Allows to trade with advanced orders on any exchange, set up custom alerts and track your performance. Send orders to any exchange from a single intuitive mobile-first interface. Find great trading opportunities with live order books, advanced charting, and real-time cross-exchange price comparison.</p>
<p>Fiat currency deposited onto the exchange is held in regulated bank accounts, according to Crypto.com. Crypto.com’s app does not allow U.S. users to exchange crypto assets for one <a href="https://www.investopedia.com/">https://www.investopedia.com/</a> another; there must be fiat currency on one side of every sale. There are some options for swapping certain tokens as part of Crypto.com’s DeFi Wallet app for more advanced users.</p>
<ul>
<li>On the service side of things, Crypto.com keeps 100% of its user funds in offline cold storage.</li>
<li>It’s a good platform for active traders and anyone interested in using crypto as an actual currency, not just an investment.</li>
<li>Make sure that your portfolio has some cool and helpful features as price alerts, a tracker app, and a good portfolio view that can be used from your phone.</li>
<li>The insurance policy doesn’t cover losses from unauthorized access to your account.</li>
<li>Crypto.com offers users a wide range of card tiers to choose from, each with rising levels of rewards, including up to 8% cashback on all your purchases.</li>
</ul>
<p>I registered for an account and applied for the ruby visa card to get a $50 bonus. The Crypto.com exchange &#8211; This is a crypto-to-crypto exchange that helps <a href="https://cryptowatcher.info/">https://cryptowatcher.info/</a> traders to exchange cryptocurrencies. You can access the exchange by signing in with your Crypto.com app account or signing up for the exchange separately.</p>
<h2>Transparent &#038; Low Fees</h2>
<p>Boost your trading impact and reaction time in over 70+ cryptocurrencies via instant access to your portfolio with the LiteBit app. Bankrate is compensated in exchange for featured placement of sponsored products and services, or your clicking on links posted on this website. This compensation may impact how, where and in what order products appear.</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 app review"/></p>
<p>Customers no longer need to pay foreign exchange conversion fees to buy crypto using the Crypto.com app. Crypto.com does not offer a demo account with its Exchange for beginners to learn how to trade or become familiar with the trading platform. Before depositing real funds to the Crypto.com Exchange, new traders can use other platforms which offer risk-free crypto trading with a practise account.</p>
<h3>7 Human Support</h3>
<p>If you’re completely new to cryptocurrency, the video below will help you get ready to use the best crypto apps. The 1st crypto app you’ll need on your phone is an exchange, as this is how you’ll be able to onboard cash to cryptocurrency. When investing with SimpleFX, you may choose any of the over 30 crypto and traditional fiat money accounts. With SimpleFX, you can stake your cryptocurrency with no minimums and earn high interest on your deposit. You can stake your ETH in SimpleFX’s pool and use the locked fund for trading.</p>
<h2>Customer Reviews</h2>
<p>However, are not eligible for additional benefits and card rebates. This makes it easy to enter an order by clicking a recent trade to automatically populate the exact price of the pair. The investing information provided on this page is for educational purposes only.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/crypto-com-app-review/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Букмекерская контора 1xBet. Обзор, преимущества, возможности игроков</title>
		<link>http://www.erretimedia.com/bukmekerskaja-kontora-1xbet-obzor-preimushhestva-7</link>
		<comments>http://www.erretimedia.com/bukmekerskaja-kontora-1xbet-obzor-preimushhestva-7#comments</comments>
		<pubDate>Mon, 26 Oct 2020 09:37:56 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[1xBet]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1557</guid>
		<description><![CDATA[1 xbet — это общераспространенная букмекерская контора, где можно произвести спортивные ставки на более чем 50 видов спорта. Фирма основана в 2007 г., а в 2020 насчитывает более четырехсот тысяч долговременных игроков. 1xbet зеркало сайта Best ссылка на 1xBet доступна на нашем сайте. На сайте пользователям предоставляется большой выбор азартных игр и ставок. Для перехода [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>1 xbet — это общераспространенная букмекерская контора, где можно произвести спортивные ставки на более чем 50 видов спорта. Фирма основана в 2007 г., а в 2020 насчитывает более четырехсот тысяч долговременных игроков.</p>
<h3>1xbet зеркало сайта</h3>
<p><a href="http://new1xbet.com/">Best ссылка на 1xBet</a> доступна на нашем сайте. На сайте пользователям предоставляется большой выбор азартных игр и ставок.</p>
<p>Для перехода на сайт вам потребуется актуальное сейчас зеркало бк, VPN или мобильное приложение. На главной странице сайта вам будут доступны ставки на спорт, тотализаторы, онлайн казино.</p>
<p>Интерфейс прост, понятен, интуитивен. Новые игроки могут использовать промокод при регистрации.</p>
<h3>1xBet Мобильная версия и приложения</h3>
<p>1хБет на андроид позволяет гемблерам сэкономить трафик, избавляет от проблем с доступом к букмекерской конторе и обеспечивает комфортные условия для успешной игры.</p>
<p>Преимущества приложения на Android:</p>
<ul>
<li>Понятный процесс оформления ставок;</li>
<li>Легкая регистрация;</li>
<li>Доступны все спортивные события;</li>
<li>Функциональный и лаконичный дизайн;</li>
<li>Возможность просмотра игровых событий в Online;</li>
<li>Существенная экономия мобильного трафика.</li>
</ul>
<p>Искать рабочее на сегодня зеркало 1xBet не потребуется, если вы скачаете мобильное приложение. Скачать его прямо сейчас можно в соответствующей вкладке на официальном сайте, устанавливается приложение быстро и без проблем на любые устройства Android и iOS.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/bukmekerskaja-kontora-1xbet-obzor-preimushhestva-7/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Онлайн-казино 1xBet. Обзор, преимущества, возможности игроков</title>
		<link>http://www.erretimedia.com/onlajn-kazino-1xbet-obzor-preimushhestva-3</link>
		<comments>http://www.erretimedia.com/onlajn-kazino-1xbet-obzor-preimushhestva-3#comments</comments>
		<pubDate>Thu, 22 Oct 2020 13:42:43 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[1xBet]]></category>

		<guid isPermaLink="false">http://www.erretimedia.com/?p=1555</guid>
		<description><![CDATA[1xBet — наверное, самая общераспространенная БК, где можно осуществить спортивные ставки на свыше чем пятьдесят вариантов спорта. Фирма основана в 2007 году, а в 2020 насчитывает свыше 400 000 неизменных игроков. 1xbet официальный сайт Рабочая ссылка 1xBet доступна на нашем сайте. На портале игрокам предоставляется большой выбор азартных игр и ставок. Для перехода на сайт [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>1xBet — наверное, самая общераспространенная БК, где можно осуществить спортивные ставки на свыше чем пятьдесят вариантов спорта. Фирма основана в 2007 году, а в 2020 насчитывает свыше 400 000 неизменных игроков.</p>
<h3>1xbet официальный сайт</h3>
<p><a href="http://new1xbet.com/">Рабочая ссылка 1xBet</a> доступна на нашем сайте. На портале игрокам предоставляется большой выбор азартных игр и ставок.</p>
<p>Для перехода на сайт вам потребуется рабочее сегодня зеркало 1xBet, VPN или мобильное приложение. На главной странице сайта вам будут доступны ставки на спорт, тотализаторы, онлайн казино.</p>
<p>Интерфейс прост, понятен, интуитивен. Новые игроки могут использовать промокод при регистрации.</p>
<h3>1xbet на андроид</h3>
<p>Мобильная версия 1хБет позволяет гемблерам сэкономить трафик, избавляет от проблем с доступом к букмекерской конторе и обеспечивает комфортные условия для успешной игры.</p>
<p>Преимущества мобильной версии:</p>
<ul>
<li>Понятный процесс оформления ставок;</li>
<li>Легкая регистрация;</li>
<li>Доступны все спортивные события;</li>
<li>Функциональный и лаконичный дизайн;</li>
<li>Возможность просмотра игровых событий в Live;</li>
<li>Заметная экономия мобильного трафика.</li>
</ul>
<p>Искать рабочее сейчас зеркало 1xBet не потребуется, если вы скачаете мобильное приложение. Скачать его бесплатно можно в соответствующей вкладке на официальном сайте, устанавливается приложение быстро и без проблем на любые устройства Андроид и iOS.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.erretimedia.com/onlajn-kazino-1xbet-obzor-preimushhestva-3/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
