{"id":508,"date":"2021-07-30T09:30:48","date_gmt":"2021-07-30T09:30:48","guid":{"rendered":"http:\/\/www.arsebay.es\/?p=508"},"modified":"2022-04-14T14:18:40","modified_gmt":"2022-04-14T14:18:40","slug":"is-cryptocurrency-dead-for-good","status":"publish","type":"post","link":"http:\/\/www.arsebay.es\/?p=508","title":{"rendered":"How Much Power Does It Take To Create A Bitcoin?"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='float:left;margin-right:10px;' 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\" width=\"258px\" alt=\"bitcoin priceto usd\"\/><\/p>\n<p><style>#toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center;<\/style>\n<div id=\"toc\">\n<p class=\"toctitle\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Invest Money<\/a><\/li>\n<li><a href=\"#toc-1\">Disadvantages Of Using Bitcoin<\/a><\/li>\n<li><a href=\"#toc-2\">The Real Cost Of Mining Bitcoin<\/a><\/li>\n<li><a href=\"#toc-3\">Buy Cryptocurrencies<\/a><\/li>\n<\/ul>\n<\/div>\n<p><p>Assuming there shall be 18 million Bitcoins in circulation by the time the cryptocurrency fully replaces gold bullion, the implied value of a Bitcoin would then be $ninety,000. This is Pfeffer\u2019s most conservative state of affairs, which he offers 8% odds of coming to fruition. Is there any restrict to this development, and in that case, where is it?<\/p>\n<\/p>\n<p><p>Most cash are exact copies of Bitcoin&#8217;s supply code. Bcash is a fork of Bitcoin with a number of issues taken out. Litecoin can <a href=\"https:\/\/beaxy.com\/exchange\/btc-usd\/\">bitcoin priceto usd<\/a> be a fork of Bitcoin with the block time and mining algorithm modified. Right now, miners earn most of their income through the block reward.<\/p>\n<\/p>\n<p><p>With only three million extra coins to go, it would appear like we&#8217;re within the final stages of bitcoin mining. While it <a href=\"https:\/\/www.binance.com\/\">https:\/\/www.binance.com\/<\/a> is true that the large majority of bitcoin has already been mined, the timeline is more difficult than that.<\/p>\n<\/p>\n<p><p>When all 21 million bitcoins are mined, there will not be a block reward to pay to miners. Assuming all swimming pools have related numbers, there are prone to be over 1,000,000 unique people mining bitcoins. In all likelihood, the number is far lower than that and possibly around 30,000-60,000 folks with more <a href=\"https:\/\/beaxy.com\/exchange\/btc-usd\/\">https:\/\/beaxy.com\/exchange\/btc-usd\/<\/a> than $1 million price of bitcoins. Because many miners are including new hashpower, over the last few years blocks have typically been discovered at 9.5 minute intervals quite than 10. This creates new bitcoins quicker, so on most days there are literally greater than 900 new bitcoins created.<\/p>\n<\/p>\n<p><p>You can use our trade finder to find a place to buy bitcoins in your country. Circle is a monetary services company that makes merchandise utilizing blockchain expertise. Despite its many doubters and doomsayers, the crypto market has continued to plug along <a href=\"https:\/\/beaxy.com\/exchange\/btc-usd\/\">bitcoin priceto usd<\/a> and thrive. Although costs have fluctuated wildly\u2014and in some circumstances, enormously to the draw back\u2014the sector is finally beginning to stabilize and increasingly seems to be leaving its infancy behind.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Does FBI own Bitcoins?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The US government owns LOTS of Bitcoin<br \/>In late 2013, the FBI shut down Silk Road, an online drug marketplace, and began seizing Bitcoins belonging to Ross Ulbricht (also known as Dread Pirate Roberts), the operator of the illicit website.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<p><p>Here what these evangelists suppose Bitcoin will go on to be worth. The term \u2018altcoins\u2019 is brief for various coins. Given that Bitcoin was the primary cryptocurrency to floor out there, the opposite digital currencies that emerged are known as altcoins.<\/p>\n<\/p>\n<p><h2 id=\"toc-0\">Invest Money<\/h2>\n<\/p>\n<p><p>Breaking down everything you should learn about Bitcoin mining, from blockchain and block rewards to Proof-of-Work and mining pools. Many examine <a href=\"https:\/\/www.google.com\/search?q=bitcoin priceto usd\">bitcoin priceto usd<\/a> the fast appreciation of bitcoin and different cryptocurrencies to the speculative bubble created by Tulip maniain the Netherlands in the seventeenth century.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Can I mine Bitcoin on my phone?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>You can only do cryptocurrency mobile mining with smartphones that use Android, as it&#8217;s the only mining-friendly operating system for mobile devices. Moreover, the market is flooded with apps created for Android that allow you to mine Bitcoin directly from your smartphone.  So, iOS owners can&#8217;t do any mobile mining.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<ul>\n<li>In addition, Pal expects Bitcoin to succeed in a market capitalization of $10 trillion.<\/li>\n<li>For his half, the former Goldman Sachs govt stated that the \u201ctime of Bitcoin will come\u201d.<\/li>\n<li>The former supervisor of Goldman Sachs advised warning within the face of volatility within the crypto market, but stated that 25% of his wealth will be positioned in BTC, 25% in gold, 25% in cash dollars and 25% in market investments.<\/li>\n<li>The group is divided over one of the simplest ways to extend the variety of transactions.<\/li>\n<li>Bitcoin block rewards are the new bitcoins which might be awarded by the blockchain community to eligible cryptocurrency miners.<\/li>\n<li>The worth of Bitcoin goes beyond being a retailer of worth, according to Pal, the cryptocurrency will be the \u201cway forward for our entire medium of change system and of money\u201d.<\/li>\n<\/ul>\n<p><p>In different words, although the time taken to provide a bitcoin doesn\u2019t vary, the computing power used to produce it does. As extra folks join <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> the bitcoin community and try to mine bitcoins, the puzzles turn into tougher, and extra computing power and electrical energy are used for every bitcoin produced.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Will Cardano go to $100?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>As cardano has supply of 31 billion. At 100 $ price valuation it will cross 3 trillion. That&#8217;s like 4 times of apple market valuation or 5 times of Amazon valuation.  There are very less chances CARDANO is going to reach 100$ but soon it is going to reach 10$.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<p><p>Interestingly, Edstrom believes Bitcoin might turn out to be the world\u2019s default forex. Moas initiatives that Bitcoin will attain a worth of $50,000 by late 2020. He additionally believes that the market cap of all cryptocurrencies will burst up to a whopping $2 trillion (from the present $a hundred and fifty billion) within the next 10 years. Moas has additionally compared the wealth proposition of cryptocurrencies to that of the dot-com growth.<\/p>\n<\/p>\n<p><h2 id=\"toc-1\">Disadvantages Of Using Bitcoin<\/h2>\n<\/p>\n<p><p>Meanwhile, bitcoin&#8217;s third provide squeeze final month might be a catalyst for the bitcoin price to begin climbing, based on McGlone. McGlone also pointed to bitcoin&#8217;s sturdy rebound from its March coronavirus-induced crash to underneath $4,000 and the coronavirus pandemic accelerating the trend away from physical money and towards digital money. \u00abThis unprecedented yr of central-financial institution easing is accelerating the maturation of the primary-born crypto towards a digital version of gold, whereas accentuating oversupply constraints in many of the market.\u00bb<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"259px\" alt=\"bitcoin priceto usd\"\/><\/p>\n<p><h2 id=\"toc-2\">The Real Cost Of Mining Bitcoin<\/h2>\n<\/p>\n<p><p>one hundred forty four blocks per day are mined on average, and there are 6.25 bitcoins per block. 144 x 6.25 is 900, so that&#8217;s the average quantity of recent bitcoins mined per day. This quantity modifications about every 10 minutes when new blocks are mined. Right now, every new block adds 6.25 bitcoins into circulation.<\/p>\n<\/p>\n<p><h2 id=\"toc-3\">Buy Cryptocurrencies<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"bitcoin priceto usd\"\/><\/p>\n<p><p>To perform a value calculation to understand how a lot power it might take you to create a bitcoin, you&#8217;d first must know electrical energy prices the place you live and the quantity of energy you&#8217;d eat. More efficient mining gear means much less power consumption, and fewer energy consumption means decrease power bills. The lower the worth of electricity, the much less value there may be to miners\u2014thus rising the value <a href=\"https:\/\/www.investing.com\/\">https:\/\/www.investing.com\/<\/a> of the Bitcoin to miners in lower-cost areas . There are lots of completely different bitcoin mining computer systems out there, however many companies have focused on Application-Specific Integrated Circuit mining computers, which use much less vitality to conduct their calculations. Mining companies that run lots of ASIC miners as businesses declare to make use of just one watt of energy for each gigahash per second of computing performed when mining for bitcoins.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Invest Money Disadvantages Of Using Bitcoin The Real Cost Of Mining Bitcoin Buy Cryptocurrencies Assuming there shall be 18 million Bitcoins in circulation by the time the cryptocurrency fully replaces gold bullion, the implied value of a Bitcoin would then be $ninety,000. This is Pfeffer\u2019s most conservative state of affairs, which he offers 8% [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[53],"tags":[],"class_list":["post-508","post","type-post","status-publish","format-standard","hentry","category-bitcoin-trading"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.8 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"http:\/\/www.arsebay.es\/?p=508\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"How Much Power Does It Take To Create A Bitcoin? - Arsebay\" \/>\n<meta property=\"og:description\" content=\"Content Invest Money Disadvantages Of Using Bitcoin The Real Cost Of Mining Bitcoin Buy Cryptocurrencies Assuming there shall be 18 million Bitcoins in circulation by the time the cryptocurrency fully replaces gold bullion, the implied value of a Bitcoin would then be $ninety,000. This is Pfeffer\u2019s most conservative state of affairs, which he offers 8% [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"http:\/\/www.arsebay.es\/?p=508\" \/>\n<meta property=\"og:site_name\" content=\"Arsebay\" \/>\n<meta property=\"article:published_time\" content=\"2021-07-30T09:30:48+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2022-04-14T14:18:40+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Escrito por\" \/>\n\t<meta name=\"twitter:data1\" content=\"admin\" \/>\n\t<meta name=\"twitter:label2\" content=\"Tiempo de lectura\" \/>\n\t<meta name=\"twitter:data2\" content=\"6 minutos\" \/>\n<script type=\"application\/ld+json\" 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","contentUrl":"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD\/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD\/wAARCADKAPkDASIAAhEBAxEB\/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAIEBgcDBQgJAf\/EAGgQAAAFAQMFBg0OCAgJDQAAAAACAwQFBgcSEwEIFCIyFSMzQnOyCREWJCU0NUNSYnKSwhcmMTZTYXR1goOTorPDIURUVWNkhNIYOEFFhaO08FFldpSVodPi8hknKDdWV2ZxkbHE0eP\/xAAbAQABBQEBAAAAAAAAAAAAAAAAAQIDBAUGB\/\/EADQRAAEEAQMCBAMHBAMBAAAAAAEAAgMRBAUSITFBBhNRYSJxkRQygaGxwfAjM0JSBxViFv\/aAAwDAQACEQMRAD8A4iAEDb0xStSVxNoU\/S8fp0q7v4LVJYieLcJePrGNc2CmGnJIyFhkkIDRySeAB6krOa1z3BrRZPSv5a1YUc4vRhm44FidYVxV+7kXUVNul0kWG9YGGlha59U9\/aNrkPxRbVidgbix+2rc+QmUKjQeUq5VxdAw02x9MQKQusY+sfX8045DP8c6VhwSvifvezcA0X8RYAXU6iKpwN9D2tbmN4bzsiSNr27WuqzxxuJAsEg9jx145pcaECxdNoS9hbey99Hw7f1\/JT7nFVVaOCKXNPVv63BXMG7x\/A44pYdBpmoHUo3SGJ8e1xbTxV1\/k31aex7rMzMUYkgYHh1gG2m6vsfRw7jtwgAADTBtVEofSD4AKkItLGUYgAUaygAAL1QgLDLHktGXkG8OuuxaX8ZXFJxQ5IoAGkpBHVZwBAWHJEAAACEAAACEAAACEAAACEAAACEAAACEAAACFpBOLGa\/bWX2kRVcSEeu+Qj0lt6SWImpvqJ0+N5Qg47ChKKzFnFJr5ahmYP2oMlUXXVNIboqPjM1zOjnbbBXhHZUCkb7GCe\/cGfm48WZA\/GnBLHgtIHoRR56q5jSvx5WzRkBzSCL9QqGq+2+rZipKikKYqCVi4Sff6foCTvxCF17vJFFwW65zORCvYKprGKwbvsGKcx7zFZnOhvqySuwqUmtvRdYW7VcV0PKqKjfVDLv6cfy0hKkVVVa1O4YJqoaYVC4VNJUrchNH19S5fu7ZL98aCLp3ofsM4issetR86u7eTLR2rKTj0jVPJgvsDGQVVMYiF9NiVFe5xr9859YYMvhfS5poJXQ8RBzdu1tODmhvx8WaoUbu\/VaUesZsTJGNk5eQbs2CCT8PpdnhcRv3bmQkl5Bxw7tU6q3KGPeOEEHbRoTMEqFsvISOSlmD7cWD0RowqF01InebnxznLilvOiuCXVia57hSH21TnHKVr\/UD6qNVN7MI9BjSrSVWaRCSMgq6TVapb2VxjrnOc2LdxfnR0rCK2gUB\/P0WOWkGybtRUACB+5gKkbtt0HFPyqCHuqrQ6afnXQrpGxkBxAtKGucCQOiYBQSFCVNX0gUEBYFGRSygGIZQoNJE+Y\/9W05yzn0BrUe1kA5Zn9YE5yq3oBsj2shyID2T7pZwogSAATEsAAByEAAACEAAACEAHw6gQiu2cdruAIWQAAAQgAAAQgAAAQtIAICxCpUog+hAWBCUAJCgIU2YLuaPhGMhDt\/XHNpHdoq4N9Ri0LeLqF8I90x7\/gDcU9DWouI3qgb1A+Yr8Kik7WOppKfHORLXva93bJc1ghZTcdtR1oDdvjoR8ejHvP1ZQt8xD7RNu95AzTdo1N7mryEfjysrIKrd0Ej9jUFUbqqRDd9HKyunn\/sRhxcXbnEB3QkbeeA2gDz2N\/eW0wRxH+q8gACgDXYc8dTd8V9B0jdVINpCNY1hHt0GOlqnaSLRLYSdl1r5PFOTXEYIJhMRTmn7N4pvIbwvISG6GFx0iYN0l\/6xxDxvac8OhIabaCQD7A8fToPYLOymkSAkUSAT865\/nraUPpB8AL6qkWshPYGQYgAUa2DBP1gTjj9Kt6IYNe1kAts79ZMq3\/SreiEI9rIBT0Cc5ZAsICieyETVkAAS+ibIbR7SOuKQphdZj+Vq3EEPpTahvkCHKy4MKMzZLwxo7uIA+p4\/NSwwS5LxHC0ucewBJ\/JRAAu4+Z3bZo2Po9Ocluge\/8AZXBWdZWb17QLjAq+mXsXi8Ctk3xBXyFSagz8LxDpWoyeTiZLHu9A4X9P57q3k6TnYjPMnhc1vqWmvqo6AABsrPTWR7W8znh4\/Q0eb63\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vML3C\/lNd8m+RMeXwgeGxnaAngF3NrrjNLzO21r8IhafaM\/eo07kWOjHR7XLhqPsI906pjcVO8UxNXXPdNscexozNH6HHaNNPqAop6xe1FH5TqKtYqtnq7tvd1THyJGcHIa775DC3qFXcw+ZHGSFM3sj5GzfI6QypZNfK63PvXvKvjyszQ3s2wzjqBXpfJkyr5apYNFlcve2pzlScEL80ZcXcKMAHYa4H49VXndy2x\/OFNM7DN+cZslVoRK8xp0JKtV3UG\/dXUzqESu4qSpcuriJXkvwk9m8TY2CdL50mZ5YZZfm9S1pFIQ8ohNtdz8BVWVVXJv7lJI+qfU2FTCT9FUYtXNk9HucnT01KeWSR8LDOzWv\/AFypCx8+pDI4zPaibr+x0of+2txdEjiGG+pP7KsY2gvFdgqUzX8xPN5tfsUpS06t4CbWnJFN7jKpTbhEmW48XTLvRD3NgpRzlnSWD\/warYZSJh8jjqVm4rdCDVWUvnuFOkVVuY3GMkf6iqQ7LsYnJmgehtrVfTPSQlaapaoJWOy9LEyZF2zh4sl0\/CLeKXV\/wB1bfDwuermeM7SKBjcacyxZ5qHa9Pfk3RSXHTDy9VRLwb5SG9jJkEEpe4OYTweFMxooP7hVPng5sdk9kFhqVb0RHPm8o6dkaqqqyCq5MNVsuY2qbySjz7Hqv0RhfJlzXYs3u0qzyeczcDyoE2CwNDiFDlkki18ONaHLxds364cBtpv+J1xcJHdVm32WsH0igRc98BBGDalpd\/8AQx7ZLJrKKcr5vaRaPTlKrSD9gq0SlZBFrlcEKireykvm1too5QzmJyEqi320aoKfl0ZSKkJ967aOmqxFEHKZj6pimJtFFZX8gUGCMNcXBOc4loaV6f2v2\/2Ez+YKvZzHWrUc9qNWh4lhuKlLIndY5SIX0sK\/fvlum1fFCs3zOqsOt3zYF7KM6WvYKKk02p4CSyzUik1UkkC8A9SMfvpOkS8fiLJ3\/wAF4g8v0fYCCBggAFWlMpJteqeZZVmbRm0WcTcDP5x1nL6WlZ906WdJTjffGqe8NeNq3kksW5xDrnIKC\/5VO3vqk0jcajupzdXFwtyXGl7m42xf0q7iYXGubY4vU\/l+QA4cIm3Z5QZTVDhelPRGrR83q26wpuvQ9r9HTlUUzKIv2cewlm6jtygrvC6RCXr3sKlV+YF6WiWyZkVs9A5bObRbZ6HfwrzRVVmqdUFaGvpHKoTfElSnJrlLxh40hTZpuhJMY9xwCrpFL64PIBAAPRJ5pu6C9Tajzzs1jN7oltZjm26BNv1Mbc9pEJqHYN1DFMczh05NwmTyTnOf2NXJrlqXMWtTpSj7Wapqi02t2MXutDLdOQlXZENJdHcpKH1jcY2scclo0BCN+uG8fgL\/AKJ2r+8A8NufJMdHx99SW4V2qfZueEYTDGDWFp791G6c7g707L06tEiuh\/2r1W4reuK\/pSQl3SRElVk6yVb5MqaZbpcl1JcpfwDzdqeNhG9f1w3pdx2DSn3KUdhK4ieil7XPe42pd1wIoDWtlOyUryqP2JA6OLyxVpj5fM7Uu2uh7WpWY2Y05WzavrQIOCVkJBss1SfuyIYpCImKYxL20Lgp+o8xGzCvZ22+HtOpvqjn1nOR26yTp3qmU7hbEVKk2KY\/SvHKXYJ\/IPMhb2Qzku1mPwpENkxQXFxJ5T2zlrQ2hwuwKizkaVtNzwaItAM53EpGn3SLBJ0\/ylR3kuKYy6vT4K8dXzLo2XREbUbObSMtA5KBrWEqLc7dXS8rB2RfR7+i3b9zZvXTeaOOcPSBhWit0JLR3GPvTTF3pU6fH8Uwk8hrHNcOyYZXFpae67S6Hna1ZjZi1r6Or6v4GnV5B2wVaIyL8iJ1SEIqUxy39r8I51zgZyNqC2yuKgp+QQfMZCacqtHTRW+mqQx9Q5DFFbuaDhHHXDiPx+VdqqekNVDsW0PNzke3b4CCSqO9eUiUwzs\/GNGUlW8acECMBeoll2dFYbb7ZR6nVucvFxcqszK1l2csvojd9lJ+MIOLxSkNfLkNtFOQ+TyTZa8tQsszG6AsvqmQpKsIGWqlSJdIwaeSpd0DkeGIbCuJJnu5DX7uscmW7\/78LXwXxmE7hzyrgK7szOs8GgaXoBCyK12WQhUorFyRso7y9aKtDZTHOk4N3rKS8bWPqXPI1rCoGgcwKxCpC2n0hWFGsXyORZVr0qrI6TbYu3o6OKbiGufgyGul1SDzCnj9hH3wVbmAQ7WQ5IX8OIyNNlVp5PLri1fOeznKNs5SrG8fRGV+jR9NJOmsctlvIqSa6uUpVV7u0Um9lITj7R+PcHVWeLbnY9WGavO0vRFq9Nys2ruTgNWj9FddTDeNzH3vp+AQ38g82Yjuax5InMDnEGgYR8NdlU85wv3Xd9mdtVkzfoe0pZ0\/tGpxlVStK1HHbiqyKWl5HSp3WElhdO9ePiEueUUVd0ObOSg7IKmqmyK0ipmcJSz\/ALMxLp8uVNBk62VUrxtkqpbvy08vhjlJt2y+5UnMKNI87uPvgqIYYQQR6pWymwfQL0l6IDbtYtaPYU2p+z+1Cl6ik0p5stlZxcii4UwSorlMa6Q+zrFHmu5d6P8A7IBE9HCMPskhyR\/QDo2CNtBNc8yutyGzVy4c6RIcP\/VpB\/ghYQHAWlUUAEkCgiF9OJVSWjR8avMOHC6CGlItFnaXCNkzEVNfJ4JjnKXX8sRU4nNnsk5j4SV0fvqrbG2Dpqp3FdQ5TbQo6kS3HLgL5Ht1Nfzt6gq1iAGXn3RVsd1s+7ILvtytGVRdqrEXUSxTnLo51S7WyU4gxBZFTyOkUku33hBDS0d6SSIgTj8Uvkit0fYEWlOcYTv7H9h6V1Nn19SU7NAEgr0\/Un9Ois2xewarLb5JbJDyCEVFx9zS37tIx98NsEIUu2f5ZBer\/MEbaP0oe09xp363E739VXVDbMitMpuIbStm8xIIMX0g\/wBPjsXUTdX0SJnSIbwyYWz43ijfWp5sFbMJqVr+xev5VB87VO7Wi1ZA6Z1VDaxiJL8byFfPHl+u+I9Vh1+TAfljEjFeWXRhzX8D7ziOB156CqNUuz0zSMF2lsy2wGd5vfTiC3rwAOtenU8FUdY7m9uLXpuqolGuGLHJSiyCOlIx5nRH186pb5NZLV3j6wtdnmFSTeSYyHqsIdaKkV9rx+L+1DDmDE0eSr9vo+BhJRiWFsYShTvNS7xRZtcZuElUFWylcNrX6qZZFnW6GgNFj4CV0nBcLs6oi1\/xZqWF4gm077eIImhm0mJr7LmtJ\/xJ5snk12Uuk6FhZWkx5hxjK9xdfxltAOI7uA4rt1VI0fRc3XE3uPT7ff8AhVlVdRNInhnMLdPmjNnGA4cVwvjpJH4KP1Na743ije5rcc26iX0x392\/wluTIQlwn9aYc62p1NUdT2j5H+SoJVBZF09wdEdnQwkyHIUhCXdkdHkanrviLXcnTNKyBjx44FnaHFzj2+LtdjjsCeSaWRFh6ZpGmQZ2fEZnzWQNxaABz268V9frJPUacuLWfUo6p2WOk00vSkmhz4WpeuHSvE17l3j8YRy06ytzZPUm47ioN1d1UiSGLomBhd7ubR73BfWEtzcmkk5tsQqCYkHz58q0dYyrp2dTE1OONrndRW6FbRTjSH3crvS2H35UW4dX1XH8UY2jTyhzDAHP+Fo3PG63A0COR0FDjhQP0\/Cl0ObUIWU4SU3kmm2OPz7i1qm2b25cWXeqf1YIdyjyu5+53gkvXMXF+vcDWzjN+cWr031QIVghE6I\/wsLc\/HxLhCG2sUnhi8GDH\/oqbn7\/AO1BZLht84E3GGvzTGm59m75vjr92j8Ktf7ykOTyvGWtR6Pn5TJqfFkbGnazhtnittHp1IJ91uQeHtOfqGLjmP4XxbiNzuXV1u7H4EBRN\/mlTbdtpEPV7F6v7ks0Mh9a+cVXRNDyVUWtdQ8g43KfaKsktio4mEdI5jH1b3ijpeyez6o7MHNUzFXVhpDKQW0tBJWRWOgyTIdUxz75dubZdjwRUlBykbP53j6p47HwH6K2Di+AREyd8heLfu3\/AJQuaR4r1admosM7Z2Qwl7ZWsDRvDbDarb3PFf4+hVbP0LT434hEZiMrw0xl274d1Xdk\/n\/l6hS3+Cg5\/wC8Bv8A6J\/\/AFFLQdi7iZt9rCzDJU+VDQMiK26GiX8XrNA3BXv0vh8UdaWgWZOa3kkJBvWErB6IlhYTXvuvev7Q59sNinMBnZVjDuX677RUTpaUtwit1shrHGZpPi3U8\/S8rJlzxJIyIu2eU1ux24U7cGgOr0569OOdDO0DCxc2GGPFLWOeBu8wncCORV2PW\/bryoDavZ45svqRCl3ExuritSO8XRMDaOcty7eP4I31kdjTa1hs+0euEIp9Hqkxmqsdj6hthW9ik8bzRss7pT\/naQ+JWv2zgQOya0X1OK1Yz+\/6D2rIpe6NTbXmbfyR00E2p6j4bZlYslZBYHA03kjtRFc9OADaxJI8LE1h8M7P6IcRVkUOnUG+OvXoE5krJKkcWkL2P6R18qqdrpeFveAYl7SLvg4Wvc+QNxa5Ym2sgjGOkVwhKvpC+ki0SjsDUITXVvYp\/F84dfnp2k+qP1T+mhpCUVoml970XhL\/APveAOG7WbQnVp9avqny5essm8xyXubUmz5+38oUPB\/iLVPEuoMELtkMTAZfhb8TzdAEgkDvwQaBs9Fb8Q6RhaNiO8wbpHuOzk8N45NHk9rPchQ2KP2NY\/BCcwOb\/vBhGqdjWPJE5gzXx60Ba4FIRP1y+5UnMKNI8U7Nr8kj6Y2qKnXL7lScwo07zu2v1v3ogCKTm91mxMv5OGzbuihyR+eQZrn6sMLbuihyR+eQIlatqEAOACcokA4ABiUikCSUw60eNfcq25iojZw\/YO9HjV+VR5ior5LPMj2etfqCpIiWOse63ck70im1\/hSP3ojCPsB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