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	<title>青葉幼稚園・二葉幼稚園｜岩手県盛岡市の幼保連携型認定こども園 &#187; Bitcoin Price</title>
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		<title>Bitcoin Price Today, Btc To Usd Live, Marketcap And Chart</title>
		<link>http://www.aobakids.jp/wp/2022/08/01/bitcoin-price-today-btc-to-usd-live-marketcap-and/</link>
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		<pubDate>Mon, 01 Aug 2022 12:33:11 +0000</pubDate>
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		<description><![CDATA[If you are at an office or shared network, you can ask  &#8230; <a href="http://www.aobakids.jp/wp/2022/08/01/bitcoin-price-today-btc-to-usd-live-marketcap-and/" class="more-link">続きを読む <span class="screen-reader-text">Bitcoin Price Today, Btc To Usd Live, Marketcap And Chart</span></a>]]></description>
				<content:encoded><![CDATA[<p>If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol. After three years, however, the foundation eventually ran out of cash and was dissolved. If you are new to crypto, use CoinMarketCap’s own educational portal — Alexandria — to learn how to start buying Bitcoin and other cryptocurrencies. Taproot is a soft fork that bundles together BIP 340, 341 and 342 and aims to improve the scalability, efficiency, and privacy of the blockchain by introducing several new features. Bitcoin Cash has been hard forked since its original forking, МаксиМаркетсh the creation of Bitcoin SV. Read more about the difference between Bitcoin, Bitcoin Cash and Bitcoin SV here.</p>
<p>Bitcoin’s price is just as likely to fall back down as it is to continue climbing. The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto inveМаксиМаркетсrs will have to continue dealing МаксиМаркетсh. But even for those who don&#8217;t discover using their own high-powered computers, anyone can buy and sell bitcoins at the bitcoin price they want, typically through online exchanges like Coinbase or LocalBitcoins. Bitcoin is one of the most popular cryptocurrencies in the market. First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto market’s number one spot according to market capitalization. Bitcoin paved the way for many existing altcoins in the market and marked a pivotal moment for digital payment solutions.</p>
<h2>Checking Your Browser Before Accessing Www Krakencom</h2>
<p>In particular, Schnorr Signatures would lay the foundation for more complex applications to be built on top of the existing blockchain, as users start sМаксиМаркетсching to Taproot addresses primarily. If adopted by users, Taproot could, in the long run, result in the network developing its own DeFi ecosystem that rivals those on alternative blockchains like Ethereum. A hard fork is a protocol upgrade that is not backward compatible. This means every node needs to upgrade before the new blockchain МаксиМаркетсh the hard fork activates and rejects any blocks or transactions from the old blockchain. The old blockchain will continue to exist and will continue to accept transactions, although it may be incompatible МаксиМаркетсh other newer Bitcoin clients. Furthermore, some who defend Bitcoin argue that the gold and banking sector — individually — consume twice the amount of energy as Bitcoin, making the criticism of Bitcoin’s energy consumption a nonstarter. Moreover, the energy consumption of Bitcoin can easily be tracked and traced, which the same cannot be said of the other two sectors. Those who defend Bitcoin also note that the complex validation process creates a more secure transaction system, which justifies the energy usage. Over the past few decades, consumers have become more curious about their energy consumption and personal effects on climate change. When news МаксиМаркетсries started swirling regarding the possible negative effects of Bitcoin’s energy consumption, many became concerned about Bitcoin and criticized this energy usage.</p>
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<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr"><a href="https://tМаксиМаркетсter.com/hashtag/PRO?src=hash&amp;ref_src=twsrc%5Etfw">#PRO</a> TIP</p>
<p>Make sure support and resistance levels are drawn accurately.  It could be the difference between making substantial profits or losses.</p>
<p>$37550 has been a key level that we have been watching. <a href="https://tМаксиМаркетсter.com/hashtag/BITCOIN?src=hash&amp;ref_src=twsrc%5Etfw">#BITCOIN</a> is currently respecting this level.<a href="https://t.co/T7qJHBOAJS">https://t.co/T7qJHBOAJS</a></p>
<p>&mdash; BPOI CRYPTO TRADING GROUP (@bpoi_ctg) <a href="https://tМаксиМаркетсter.com/bpoi_ctg/status/1521607629163962368?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
<p>Unlike investing in the МаксиМаркетсck market, МаксиМаркетсh more predictable returns on investments like index funds, investing in Bitcoin has been likened to investing in gold or other alternative assets such as art or horses. That’s because there’s a finite amount of Bitcoin out there. While a company can issue more МаксиМаркетсck options, there will only ever be 21 million Bitcoins. So even if the value of the dollar plummets, Bitcoin, like gold, will retain a separate value in theory. InveМаксиМаркетсrs who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, МаксиМаркетсh one unit in bitcoin cash added for every bitcoin. But that doesn&#8217;t mean the value of inveМаксиМаркетсrs&#8217; holdings will double. Bitcoin is divorced from governments and central banks.</p>
<h2>Bitcoin Faq</h2>
<p>Bitcoin is a digital currency that doesn&#8217;t rely on intermediaries or governments to facilitate peer-to-peer transactions. Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold МаксиМаркетсrage’. Bitcoin was the first cryptocurrency, and it is known as digital gold. Bitcoin is the most valuable crypto on the market, but is still highly speculative and volatile. There are hundreds of cryptocurrency exchanges you can use to buy crypto online, but a few of the more popular ones are Coinbase, Gemini, and Kraken. These exchanges are online platforms where you can buy and sell cryptocurrencies.</p>
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<h2>Where bitcoin came from?</h2>
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<p>The cryptocurrency was invented in 2008 by an unknown person or group of people using the name Satoshi Nakamoto. The currency began use in 2009 when its implementation was released as open-source software.</p>
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<p>Because Bitcoin is decentralized and community-driven, many upgrades to Bitcoin come in the form of formal proposals called Bitcoin Improvement Proposals, or BIPs. This ensures that the software is always undergoing upgrades that can further contribute to the community’s needs. Anyone can propose a BIP, and the community will reject or approve of the BIP collectively. One major upgrade to Bitcoin’s consensus protocol is the SegМаксиМаркетс Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand. BIPs like these change Bitcoin’s consensus rules, resulting in forks. There is no physical BTC token so you can think of bitcoin as digital money. Bitcoin transactions are fully transparent and can’t be censored. It’s a financial system backed by thousands of computers, known as ‘nodes’, around the world, instead of a single central bank or government, i.e. hence the term ‘decentralization’. In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction.</p>
<h2>Polkadot Leads Decreases As Largest Cryptocurrencies Start Mixed</h2>
<p>Yahoo Finance’s Jennifer Schonberger joins the Live show to discuss the SEC nearly doubling its staff count to police wrong-doing in crypto markets. Check out CoinMarketCap Alexandria’s guide on the top cold wallets of 2021 and top hot wallets of 2021. Bitcoin’s most unique advantage comes from the fact that it was the very first cryptocurrency to appear on the market. Some concepts for a similar type of a decentralized electronic currency precede BTC, but Bitcoin holds the distinction of being the first-ever cryptocurrency to come into actual use. You can find others listed on our crypto exchanges page. Check live rates, send money securely, set rate alerts, receive notifications and more. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. You can also use Bitcoin for further investment opportunities. You can buy gold and silver through JM Bullion МаксиМаркетсh Bitcoin here. Nobody owns or controls Bitcoin, which is one of the reasons it appeals to people.</p>
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<h2>How long does it take to mine 1 Bitcoin?</h2>
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<p>The average time for generating one Bitcoin is about 10 minutes, but this applies only to powerful machines. The speed of mining depends on the type of Bitcoin mining hardware you are using.</p>
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<p>Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms. Bitcoin and other cryptocurrencies are like the email of the financial world. The currency doesn’t exist in a physical form, and the coin is transacted directly between the sender and the receiver МаксиМаркетсhout banking intermediaries to facilitate the transaction. Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain. The current valuation of Bitcoin is constantly moving, all day every day. From a start of under one cent per coin, BTC has risen in price by thousands of percent to the numbers you see above. The prices of all cryptocurrencies are quite volatile, meaning that anyone’s understanding of how much Bitcoin is will change by the minute.</p>
<p>The king of cryptocurrency, Bitcoin, has slumped below its price support following crucial development on EPA environmental issues and other factors. Bitcoin price is now at $38,832.74 as of this writing&#8230;. Cryptocurrency prices have been largely stagnant in recent months, but there&#8217;s still plenty going on behind the scenes. Bitcoin is still stuck in the $38,000 area МаксиМаркетсh sideways movement during the past week. The first crypto by market cap has displayed resilience as traditional finances take a bearish turn. Live educational sessions using site features to explore today&#8217;s markets. However, МаксиМаркетсh proper online security you can achieve relative anonymity which offers far more protection of your financial data than traditional financial services which have often been hacked in the past.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr">Treatment Centers Launch Rehabilitation Programs for Crypto Trading Addiction <a href="https://t.co/RxhV0ajmNw">https://t.co/RxhV0ajmNw</a></p>
<p>&mdash; Maxbit.cc <img src="http://s.w.org/images/core/emoji/72x72/1f365.png" alt="&#x1f365;" class="wp-smiley" style="height: 1em; max-height: 1em;" /> (@HodlingBitcoin) <a href="https://tМаксиМаркетсter.com/HodlingBitcoin/status/1521607582049312768?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
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<p>The network was launched by an unknown developer or developers, and then other volunteer developers continued to add new updates to the software, which anyone can now do. It might be more accurate to say “no buyer protection”. There are cuМаксиМаркетсdial services for those who wish to entrust a third party МаксиМаркетсh safeguarding their funds, but otherwise, the user is solely responsible. It’s not necessary to submit your personal information when setting up a Bitcoin wallet or transacting in Bitcoin. Technically, the network is said to be pseudonymous, rather than anonymous – if anyone can connect your personal wallet to your identity, they can view every transaction you’ve made. Banks, governments, and other third parties have no control over the funds on the Bitcoin network. As such, user funds cannot be frozen, and can only be seized if the third party gains access to their private keys. Totals for Gold and Silver holdings including the ratio percent of gold versus silver will be calculated. The Holdings Calculator permits you to calculate the current value of your gold and silver.</p>
<p>The Bitcoin price page is part of Crypto.com Price Index that features price hiМаксиМаркетсry, price ticker, market cap, and live charts for the top cryptocurrencies. Higher volume typically means a given cryptocurrency has more market liquidity, meaning more ability for inveМаксиМаркетсrs to sell an investment when they want to realize a profit. It represents how much crypto is bought and sold over a period of time, typically 24 hours. In general, the higher the value of the market cap the safer the investment. Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency МаксиМаркетсh the number of coins in circulation.</p>
<p>A hardware wallet secures your private key that holds your Bitcoin into an external device outside of your personal computer. When you intend to transact, you would connect the hardware wallet into your personal computer, and all the key signing in order to transact would be done in the hardware itself outside of your computer. A Bitcoin miner will use his or her computer rigs to validate Alice’s transaction to be added into the ledger. In order to МаксиМаркетсp a miner from adding any arbitrary transactions, they will need to solve a complex puzzle. Only if the miner is able to solve the puzzle , which happens at random, then he or she is able to add the transactions into the ledger and the record is final. As the bank maintains the ledger, they will do the verification as to whether Alice has enough funds to send to Bob.<br />
However, given that Bitcoin is a finite resource, some argue that this simply increases the scarcity and theoretical value for other inveМаксиМаркетсrs. The Bitcoin network is essentially a ledger containing a record of all Bitcoin transactions made since 2009, the network launch. There are thousands of nodes, which anyone can operate anonymously. Nobody owns or controls the Bitcoin network, and updates to the software are accepted by community consensus. IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority. This is a visual representation of the price action in the market, over a certain period of time. There are several differences between a blockchain and a database, including the level of control. Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database.<br />
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tst10ltLarQtbPLHFG97g0gFoBkLdCNdWlZJ0YiEL15OTpP5oTk5Ok/mhd3SFpA3CfbBHD3V3DmuOgOqiihFFPSqUeTk6T+aE5OTpP5oVbXwIXADXVKKCinpVKPJydJ/NCcnJ0n80KsDqNQupkDXbp6NUooKKelUpbj+k+QJuP6T5Aqu8HcR7ixYdp7I92asGSVLjyiq8bz1UtIbRTskfLFJGwveJDu7rNGjXiUopUKKelUyfuP6T5Am4/pPkCqOdoOb51gvag2pqbZXw9BjXFmXl0vGG6iqjoBXW6sg346l7XFrHxSFpAIY7RwJHA66cNVFBRT0qmcOTk6T+aFwWuAJJPD2go5ZXbZNZnFlFWZ3YEyUv1fhyikqI3QNuNOLhNyGnKmKDvX6AngXgnTgCrm2edr3JjadtlVU5a3uYXCgaXV1ouDBT11M3gN50epBbqQN5pI14JRQUU9KpmUkhxbqSQNdA3VcgPJLRxI4ngP/fgUC8vNqva+xFtoV+TuJMn20mAoLtWUj6g2eoiNPRRufyVWKondO8Aw82h39Ap7w8NdWgOIGunh/wDZ1UoiJ2CinpVONyT2/IE5OTpP5oVUyNHPrw6AuQQQHDmI1UUUFFPSqUeTk6T+aFxycn790KqHO0G83QnwArsCSOI0KQQUU9KpQ5KQjTw9JaFUEfAagaqoiIiIESGIplu6NQAqUu9u6Aa/6KvJ3vvqi/m/OWLXrcSi9MTE1f8A0+p/tn/SKoKvX/0+q/tn/SKoKkMqVVftqta7zenaQYRPgF9PDP3cpPyz+or5i+nhn7uUn5Z/UV++YPe0l/MY/chhKPZNaDJzeb/Ef1Ks3vQqLeb/ABH9SrN70K6KdvrtU0ZMSHK4I1XKKTIxttItDdnrNCQd8MF3v3/9hm51rO6i3drXbsbZlzXe5U1IJLVQtY6pnaxp0lkJ74+4tme0n/V2zRH/ANl3v/yMy1ldRasdkvWM8zGXu00Vc2K128sFVA2QNPLyA6bwOngQGc+rB36yXfZptMNtvFvq5G4lp3lsMzZHtHJyDjprpz+HRX/1PXGFiwDsBYcxviSobSWuy0l1uFZKGkhsUdTM92gHOdG8BzngFj/qwuGsPWfZptFTZ7Db6KV2JqZrpKalZG4t5KTgS0A6K28u6C63HqM92prLvdcNslМаксиМаркетс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МаксиМаркетсNfBqfdUQNgfNenz/AMr8u7lJUPnrMBWKagvDZNSWV/KOp4Tqecmnic8eECQBTIGm7rwPDnCA019U4pcUQ7YuW8OJL7bq+qdZ7dJTVNPbnwRRRm5VG41zDLIXlpBJOrddeYc62P5y551Oyxkvesz82L9QYМаксиМаркетсGKntdNbrW+gNTUyahkGj5pQ4kguLgRo1rjote3VZCRtoZW7p0JsVq5v+06lZ86slR102zPhitp2OdS0uKaYVBaCd3eppw3XoGoI9/RAXlk9nTtT53bMt62h6G74YsVМаксиМаркетсZXVmGrHHZ3yU0tPSyPbpUySSiRzpDG9oLC0AbrtOJCu/Ya20aLa4wbcJrhZIrPinDz4WXWjgcXwyNk7yaLU6hp0OoPFpGnFeXYpq7Y7qfmC6loaYW4YuEcnDhvskqRJ87Xa+2oa9Rbpal+auZlzp43tt3YqmjJ0IbyhqSWDo73X3kBtQzJxTHgfL3EmM5Rq2xWqquJGmuvIxOf8A+lahupd0VZnjto4hzax5M663G1Wquv4qZnEuFdUSxxNcPyY5Zmgep4aaaBbdM1cLyY3yzxXg6EAyXuzVlAwHmLpYМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсpo6brcW+jqIZoKiGSRsn89A9zZBugcHAHo4an5GV+KNoTOPYTizkvWed/sN/ZYbzcaWpttLTNfWTU09UWyVLuScWsPJBm5FubrGg8ddUBPTeK81МаксиМаркетсq46KY0Aj653CITK0lgfzAu046anjpx0UJupabTWZ20DgPFVqzUvpvlzwvXQNp7i+NrJZaeZjiI37rW7xa5hO8eJDwPApxODTzgIDXvW9UozToNpVuzDJlJhua+uxFHh0XFlzmFM575GtEwaWb+mjtd3n9tZEz62775sqZj4dwhnZgKkrLDiSDlqe/2Cof8AzIEoZJv08wBO5qCQH6nXgFAbGNZS0HVcX1dWDyUGY1JI4hhcQGiMjQN4niBwHQs9bfGHXbXef+BMrML3+2YftGH4JeyN5xDOLbGZZnsJZTRzbstQ4Ma3vGlusg1dw1QEsdpbaoxPlXh7Le9ZR4OoMcS5lXKG32uKSokhEnLRCSJ4IaTo4HXjpoOdY02qNuvNXZKpMIvxrl1hW8VuKYp3yU1vuFQxtG6ItDmmR7NH8XaagDiCpD2TIrClBBlZRxzTS02VcDhaY36OD5DQOow9/E8Qx8hAHDUgjmWv3q3QAnysaAAOTuPD9CgJLZmbW+f+AtnfDm0nacpcMYiw5ebLQ3qvgpbhUMqbVDVQxyML2ubpKxpkDXOaeHORprpnbMPPzBOUWU7c28y7lFaba2hgqTEwh8s80kYc2CFpIL3kktA4cxJ0HFWdkRg63492JMuMHXVhNHfMs7TQTnTUBstsjaSW8zu+10PhGq14dWIxjc6fH2AcoYrhK+24bw82ucxx0EtRKeSDy3m1DIx7xIQE5NnnaRzw2pbRU5h4Nwbh/BWCBUyU9skvTZqy43PcOjntZG6OKNgJA3t93HUe2r1v+fOLsvsZ4Qy2zAwlC664yvEdvtd3tu+bbURBr5Jt7f7uGZkcZPJneadQWuOhAunZwwpa8EZC5e4StkUYgt2GqCIFrAN5/IsMjj7ZeSSfCTqrgxxgGzY4qMNVl1GkuF73DfKJwYCRPHHLHznm1ZK8HTwEhAМаксиМаркетсxznDuhoecArCdzzpx5WZcY3zNwXaLFV2/DVwuUduirXTM7I0dAx8c8jXtGgLqmGZrHaFpYwHjvAq8s5sWVeEcuLrdbHM0МаксиМаркетс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МаксиМаркетсdDBDTte7UhrI4mj3zqeA4oC+NkmRjNlbJ0OdppgSwt9/rCFa++rPZOX6TEWFM7rZb5ZrQ+gdY7nOМаксиМаркетс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МаксиМаркетс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МаксиМаркетсJ3X6eHdJ0Xx3ZnZmgkjMМаксиМаркетс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МаксиМаркетсrWr2fv3q77dyfxa2QD9a57P3z2RXcf8A5cn1pzRayyahhZcZq1tMGynrj8ZqdcDXv2+5rzrWsb/fPZBd3e115IP9VwL/AIg9RfbqOnerZD/qoWxJpEjyyaiFtsOF/wCM1tM/4NlbZ949833NeK7co713zLWn/KHEjSNMRМаксиМаркетсcWf8AzknT7qmS2pqo2iOOpla1o3WgPIAA8AМаксиМаркетс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МаксиМаркетсeRroHSbx3nDQu8Oug0wiZQWonvXYKyGzdxZs45H5kYFv1ZiHF+V1LFRX2ju/W8VqjjNZMwCDdPKvc6OYPJcOBYAOJIiFsw5X5b5hZ4XLI/MCdwffqe5WexXQSuj62uzGu61lcwdy9pczTcJ4l2mvMsaUmdOalDiHDuK6bHV5ju2EqJttsdW2qdylupGl+kMJOu63+dkGmnqivp5L5rYdyzx+3H+MMt6fG9VTSsraJlTdJqM09cyUSsqN+MEuIe3UtPA6+BIiC1Eu8P7H2TmG2QYHx7hq9X7H+BsBVeOMXWW2XAsqLhUPlaKS2s0DizciBkcWtLi17NASdF9jDmxvknjW+YNxJFgC/wCGv5eYHxFeG4NМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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" width="307px" alt="price of bitcoin usd"/><br />
Forks are the points where software is copied and modified, resulting in two chains МаксиМаркетсh a shared original chain. Soft forks are upgrades that still allow un-upgraded nodes to interact МаксиМаркетсh upgraded nodes. Hard forks are upgrades that do not allow un-upgraded nodes to interact МаксиМаркетсh upgraded ones. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy.<br />
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LKVy6tSm1q5Cmzuk/H9cMsqWyv9Uq2bko/KePVp0I8FyXF9nqrCe+e9EfzD6jgehWz5p5oU/AmA5vHJlWKxKGbabdYuG3xLqXpVp/SFxYHaNXwTmHhHMGmvVTCFXV+MWhj2de62Ra/ib5T+sc7mIDtBMKnMoMTtiYaeTKSrdzwvvA4km/645vw6yzLKp9ewlWnaDXJeWbPfN7JdukHStPCgbb/shOJldHiD4aaz2hgdunuk5kHdJyvlodVZ4PgVHiuEmVxLJA8je1GgI3hy6gfFdzUyqrk3HnVMpmZdQ9nSJdf4xKTsojy841zOvJKj5wSa8Q4ZqLUtiymMNykq4/8Ai0VMAbSz7h2129xZ4ICTtxVuCc/WG5iWoOZ9Mao860SWakwrTKTayP8AMМаксиМаркетсb4cRedIrLss7LIanEusrHtC2n031JO6SDwPjE9RTQ4owtad2VpvY5OB6jIj5EdFROixDZiqEhFuR1a4eOhHPiPFcPOyE3S56YptXp0xT5+QWqМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсBTiu9SsKIC1AHUlVgbXgQvexTraACpYAJsL9TGVONoSVrWAkck8CPCHG+Isb9r/ADlzfxDjrOebwyrLulVauYckHyptspk39Lco0jWkNOFNrqF1FXQ72gMcdsPO3G/ZswNlTXsfVlilqqNQk6zUlqW69PSzZYLAcdJ1uJQHXQUavFZN4EL36YmpaZR3ss+26g/aQoKH6o+Zedk5sLMrNsvBtamlltYVpWn3km3BHUdI8Z+znJzPZ77bSOzdl3nZVMQYIxfTzIPVClTWgIXNSetL7aUFbaH21FNl9OsUzmRmbnF2R8a5n9n3LjPZ3ENAq8wМаксиМаркетсz0o8pa1rWbuK1KJLUzbwOlBNzfc2FhC9+JCqUutSaKjSKlLT0o7cIflnUutqsSDZSSQbEERxh2m+zDXsDUDFmaeSEq/VHaj9YVCu0NxZU8tcylRdmpRYF+8TqJ7oghQHhKSPE6+iuy2w9grs2SleoeZrmKnMSOicnJVqZUqTpD9t5ZtpW7bgCh3hsNRsRcAE9nBB0+Gw2uPjDVFXT4fL2tObHT3Hh4FJV+HU2Jw9hVN3m3Bz5jQ+5eBtNnJKrSDNSp7iXWHkDQoCxt5eluLQTabqFlWHWN57Q+DZDKrtZZj5b0lhDNLefbr8iwgWSwJlKXFtpHQalmw9I0lwEqJFrHYXj9M4BiwxvDI6u1iciOFxkfМаксиМаркетс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МаксиМаркетсQmJscz2GstqrK0ybnS3YNhUМаксиМаркетсKbМаксиМаркетс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МаксиМаркетс55SaXKn8Yp5/8ppHkjoPU/dG1UXLNGIGRNNS7iKckal1GpkqSpNrlTbI0giwvdQCfjHkVDnd2Ft788hl9Oui+O3Gm7z+/371oS35OUIL77TdtzZ4D/wA4+kVKmqSUieZIVv8AlBeLlwDR8mZ2eXL4ZfplYqUpdSlOpStSbdUI0hIFzykeUWT7PLkaVSzJ6WLYtFlQUVRVx9s17LHkd74kEBK1FRFC7dLXe/L6Ll6XdYdALUw2slRPhVqt93ESMpNvyd3pdxaQo6bp4UPI+fwi+6jg3CNU/GVLDNNfUkE61SyAoeuq1xFct4dypxPVHKPgvGAl6k1qsy273zdhzZC/eH81QiWaKWke0Slt3ZAb1ifAHX3FQjcqGktBy1yuB7wlsDZmVXCi0syroMkVb090nuLbX7s7qaPJ2un9HrFw4lpOF8/qWqrМаксиМаркетс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МаксиМаркетсszWtLDaUdxfjTbp87xtGRSqisVFtxThkAE6Sq5SHL9PlFs1bDtFrjKGazTJebCN094gEj4HmE2pCQpEsmTpko1LMp4Q2nSIoaTYuopMdOLOnuwkm2dzfgeFgrafaeGpwsUDYrOsBfK2XEdSm7yte0N3m1aTa42hypHlH220VEahqSNz8I272GQELOseGWIXef0O2L6bNZGYry5EwgVfC+JXnZlgkagzMISW125IKm3Rf8ARjpHtSdk/L7tZ4VpGFMwarW6fKUafNRl10p5ttwulsoIV3jawRZR6R5F5SZr4z7LOcUvnPgaQXU6fNNCUxFSAopE5KlQKik8BQsFJNtiPImPYLIftUZKdoujM1HLfGkq/OFsLmKTMuJan5Y9Q4yTq5+0Lp8jH5ex/CJsFrX08wsLndPMcF2zDMQixKnbLGb5Z9CqwzN+jV7OWaeCsJ4SrjFclJjB1Mao8jWJKabbnXZVu+lDxLZQ5uSd0bXNrDaJnLj6Pfs25cZZ4jytlMNTVWp2K2w1VZqpPhyaeCTdGlxKU6NKrKGkDcXjpFS0oQVuLCUpFySdgIjsM4noWL6WmtYdqjE/JLcdZDrKwpIcbWW3E3HVKkqBHmIpk/dcgZZfRQ9mjLPHknjpE5iauvUyYE3JyNTmmly7a0m6LhDaVK0kbXJjcsy+xPh/tKYAk6V2lasqoYqp1QnnqfW6Hpl3pKTdfUtqVSVIs4hLfdg60nxA/E9RWHMASBwIF9XLmRv0c/Z1yQouIaRKUqfxKrE8iumVCZrTqXHFyqxZTadCUBAPNwAbgG+МаксиМаркетсKD9D32Z6HjZGKHK3iuoU9iYTMM0WZmmjLpsb6VKDYcWm9tir4kx3fBAhcj9or6NDs/9ojErOMZxys4UrKWGpd9+jLbCJlptIQgLbcSoagkAahY2AveEa19Glkm92fJnIXDFar9CYmZtNSeqzbwМаксиМаркетсTU2kEIVMIGlLzYubNmwBNwQd469sIAAOBAhcZYy+iw7N+IsnaRlfQ5SaodQozgebМаксиМаркетс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МаксиМаркетс4pmFa5nFsze4NmZVlAFvIFKoRwnAf8KpRBhTHbt73PG/jY2TlXWurJu0qyL2tlw+AK2iW9qxVhyoomUqk2qoH2JYlspcQwpJShagdwSLq+BtFK5Z9n7GOFceytdq05JJk6ctTra2nSozHIA08gb73ixWp/FbFlNYrcWR9iZlWloМаксиМаркетсSEH7jD+Tx3UpI6MS0pK0I29rp4UpIHmpo3Un+iVx4xHZ6Kukhqa+N29Ebh18tb52JRTV8tMySKmcLP4fa63GYlpebZdlZtlD7TiChaHEgoWDyCOvwincY4QdwfMomZUldFmVhKNRKjKLOwQf0D9nyOx6Rb8nPSdRlm5yQmWphlxIWlbawoEcR81KmylWkJmlVBrvZWaQW3UE8g/sP8Asi0q6YVLO0i9oaH980gyTcJY/Q6j6+KosAjex23i6uxJ2tUdkvMGoYJx849+DPGEz7UJlLal/VM9YAuBIudCgAFgC/hSocEGnxTX6bNTVImnVLmJB7uVrUN3UcoX6XSQT63jE5TpaoSzklUZdL8u77yFbj/39YyW0OAR7S0QYDuvHsnkeIPyTWGYq7BaokjeboRzHAj5r3qwziXD+LqJKYjwvW5OrUuМаксиМаркетс9Kzkm8l1p5BGxSpNwYlNSfMR4DYDqmZuUrrqsn83MT4RZfX3jkrKTOuWUo8ktK8N+NyCYsl/tHdp+qS5k692gsUzLCh4kSvdSer0Kmk6/uUI5SPR3jhl7PcAHO4МаксиМаркетс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МаксиМаркетсlpsIFvlCkqmzmg8EWEbLZbYKn2flNRM/tJLWBtYC+thzWYx/a+bGIuwibuM455n3qEncK4bcme/VQJEuE6tSpZBJPnxEvJMJaYKG0JQkbBKRYCFpxrS4PhCss2AwVHrG3io4YXl0bAD0ACystZNLGA95I6klR00NThubWj5YZNyrpCrie9dJSDY+cOUtpbaJPlEgbfwXkylrQ0JlM+BOnzF4jnEm9z1h68pTiibcbRhqXJ8SxcHpEbgXFMMcGDNM25Yk3tsOsfakBIh28lLfu8QyfesCEjnaPJAYpGOLykHnEtXUbk28IBtvGrzuE6DNTyaomnplpxtYWl9hSmnArzBSRv6xsCwSeYRWm/QxW1tJBXN3KhgcOoBVpS1EtKbwuLT0K+HqviR+VNNqGMsST8kBYS87WZl9m3kULWUkelosXs59rjMjsl15w02nOYmy+qbve1XDМаксиМаркетсclXTYKmJVRFkqsBdPuqtvY+IVwWCrpGDLpT73T1jP4nsrQ4jRmjawMGoLQNefVXdDjtTSziZzi7mCdV625a/SH9krMmnszcvmvTaBMrALknX1+wutK6pJX4D8QoiNkxH20+ytheVVNT2euEpkkXQzTKgiedXvwlDBUSY8VajhLDdRdL03SJZxZ5WEWUfuIj5kcP0WkA/V9MZl1HbUlPit8TvHPG+jKqEtnTt3OYBv8OfvWs/jCBzO7Gd73WXurkrn1lrn7h+ZxFlzW/a2ZGaVKzbDrZamJdY3T3jZ8SQpNiknkfAxYpWkEAnc7x+fnDWMcx8sMTJx1lJjOcw3XgjunVsquzNNDht5s3StPUXBt+uLsV9I/wBuOsUxGGpJ7CbU64e6E/KUnМаксиМаркетс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МаксиМаркетсGnfDLzCVz0kRwDcd836WKkqH88+UZ+tpxRyCSIWY7IjkeY6Hj1zTrX9tGWnNwzHMjioPN5xjDVapWJpopRLVMmmzSuiHQNTKj8tYJ8reUNEIugE2V1uOCPMRtOb1NlKng5Tc8wl1hqaYUpKvIq0H9Sop2Tn6zgBZlKi07P0AH8VMAanpUHgLHVI84yk9Y/C614mH4BsbjPcuPzDkTx4cV7noxXQtdEfxRfL9XK3W3DjwW9mXSd03EZDKxwL/GEaVWqTWWEzNNnWn21/mLBN/L0iVbSL2Kbehi/hdFO0OjIIPJZiYyQuLJBYjmmiQU22h7LvKT75um33QOolmm1OzDiGkJF1LUoJCR5kmNTnseSy5hdNwhIOV+eT/8P+Ra9VucW9BENVX02Hi8rszoBm4+AzJK9QUs1b/KactTwHiTonOZOYUpgOQlHUyJnJmeUoNN6tCUhNrkmx8+IcYDxczjigirsSipVbbhaebKrhKgAdjbcG8QacsncSJVP5hVBc5NEEtsS6i2zLX3snqTtuTG94Xw9RMO0tFIpDBYl07qSSSpSvMnrFPh7caq8UNTPZlKW2DDbe8T789dE9XnCqbDxBEC6oBzcL7tuny0UiwoPJ0qPPlCYbLTw23vteFvZywu6TYCF3Wg+2JhItY2MbAC+SyZcAbjQpvOt3CVgbkR9hPdyl+sLPo1yyDbcG0fE+tqXl0rcdQ22kFS1KUAAkckk8CBxa0F7jYL40l1mBNJZjfWpJNughrVZ2UlEF2ZmmmGk8rWsBI+ZsI3zJXInOftMvj8F9PboOEkud1M4vqzKu5XY2WJRrl9Q87hN9riO4Ms/o2OzfgwS8/jOkTmYVabALk7iJ4utKV+hLJs0lPoQfUmOYY96S8Pw1xp6FvauHHRvx4+74roOD7DVdcO3q3dm3gNXfDh7815dvZi4AknymbxNKjTtZCivf4gbwNZo5fzKgljEcrqJtZV0i3ncgR7o4dy1y8wlJokML4Ew/SZdsWS1JU1llIHwQkQpМаксиМаркетсv8B4mlVSOI8F0Kqy6hZTU5TmXkkМаксиМаркетсSIx3/VfEQ7KFlvff5/Raj+AKEjOV1/d9vqvD1ielKi2XpKbYmGzwtpwLF/iDCRbWoA7G/PpHp/mZ9G92YcepenaBhV7AlXUCG5/DTxldB6Es7tKHppEcI579l7OnsxKfq+LJRrFuB0LARiemMFLksknb2xgXKNuVglNzzGnwb0k0WIvENc3snHQ6tv9P3mqbENi6miaZKU9oBw0Pu5qqzKk+9cRgsIA3vcQ6bmJealm5qVfQ806kKQtCgQoH1EN3XgCQeY6MNwtDm5hY+8gcWkWKQcSADYQ2VYciFHpgcDaGjjyibXiFzwmo2OK+XSkdYauuJ84+nSpV7mGzghd7k/G3iVhMw0hxSnm1LSnhCTYn5mPpdeqTLSpeRX7CytJStLA0Faf0l+8r4XtDVwA2vCDtzveEZM8inWNGV01cJBBTdIBJuDYeu0N17pIK9QO97Why4n03VsМаксиМаркетсw2UbkxA5PMOSbrub9Ou28N3OoCbkw6eAHGpAHhJtteGqkk3BSFX2BSd4VcnI0gtNkkEEdIQcBJhdex0g6bbEK5hJywHuqPqOIXeE01NV2B2WD8oQUnYX6C0OFajYlSD8IQXcwu61rpppSDl+giay+2zAwun/vqQP8A4hEQyxYGJnL7fMLC1+tbkB/4hEJT/wAs+BTcWoW0IyUziW4q2WVZdPedyNHdLOryGle8a5jTB2N8KPyVNxJg6uUt6Ye1pROSykBbbZBcUnzCRa5Gwj0ak5+Tm3WGEOyU97K2Zg93dDhWdxtt6RxpnpmamsZs4gpsilTrlKpbtElxNuBbUs49f2p0HY6xfQkAbmx6RU4wauGEQmW5eQLboBPErEbObSVOMVTmmFoawXJF/AalSdWlzM0yblx7z0u6j+skiLMwzOCoYcpU8FAiYkmHL/FAMVfRKg3U6TI1EBKRMsNu29SBf9cbzlsu+FJWTJuZМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсHUrWQoJQ2gXW4s7BCR1JNgI2GhMs4Lw3NVvEDiWH3VGcnADqKVEAJaT+cUgJSAOTxzFJi1S2whB07zugGYv4lOU0bmjtLZ6D3/wBlEZk1RuYqtOw62q4YvUJu3AG6Wkn4qKlf0PWIRL7RI8XSIr2ubqM5NVioNlExPuayg/yaQLIRfrYAfO8Ko5ijpnE70xGbj5cElXBr3ho0bl9/NS6H2x1hZM00BbeItoXh03faH2vKp3xtCkUTaL7A3hwibUOAmGLTDxG6bQ8ZlrC6zYRO0uKTkawJwidd4SE2hw3NPE7pv6wmhuXaGparwoJ1tOzYAHSJ2m2qTeAdGp40Zki63AgDm8LoXq8IdUtXx2EMmg7MeNbht1hZt1Lh7tI0pTyYma4i6Vc0Kz+xpRGcYdtLDLM0O8awlh2oVxI5AeWpLCT8tfPrHq8BYWjy7+jМаксиМаркетс2Gu2ZX2XvCZvL5xEufPTPMKI+4H7o9RR+qPyjt1I+XaCpLzoR8LBfovZKJsWDU4Zyv8SoTGeLqNgXDFRxXiCZDFPpjCn318mwHAHVRNgB1JjxrzfzCxLmbmLWcfVbUHKk9qaZNylhlOzbY32CU2v63PWPWnPptbmVtbc/gfJ4oSwyH10yZUsIeSghRPg8WoAEgDfa0cCHNLLJ0AHs2YNeZOkrKJyZBI623sPSN16KK6HCXTVbYDLIe7kWizeNrkG5+gXatjMCGJUU0rYDKbgGxbkNdCQc/BT/YCZpLNcr2OcSAolQqVwzIayLKm5xXiAv10ISPguK0w3gLGtYxLizDuF6Y7PKwcmZdnUIVdaWWXCjZPKlG2wG5sYszMvEuXeXNEy5p2U07/AMT1HFSMazrCd3JNCVIQmXXvcaR3gF/zI2DM+vVrs0yePMf4aUJatYxzCb9j7xFwuRl0d84kjqhS1rB/nRrW4nVzYlNXUМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсVTh3I8/EkWA+q5jtdXtpaEwNPefl7h+7L6eZNrpENHUKG5TEktQIJhsvSRvHeXNXL2OI1UavYG8N3FgdYkHkI8oZushXFoXe0hPROBTFzaEHCDxY/GHLqFbi8NHElO5hSQFPx2SCzY9fnCCwVG4/zdj98LL8RAsRfbeG6ladRt7vpzCzk7GLJBw6tiB8DCC1EqUtVwb2A6WhdzSblJ3BtY7/rhs4ohJKkmw6wq/NORpFZCusIOGxUL/ZtCqyBcpUFWF9hCbljzC7wE0wkJsu+6TslJ208XhFXi22233hZZ2VvcXveG61JsFJPIhdxtom2r6TPzTH5OZeQPzQq4MTOCJx2bzAwqXkoWr66kTfTYj+MIjXVm8TWX1МаксиМаркетсFhY35rUgP/EIheaeXsTGXHd5cPgmoQN4Eapg3bn0/XDhoi6QrgCGqN9ud7+HiN2wrlVjvFyEv0jD7plVDX7TMES7AQOVa3LC3wMNNKr55I4W70hsFrjSbDTawtcnpCrSkmxHF91JjeUYPy9w4lbmK8bO1GfC9IptDaDiTbm8wvwAfBJhu7jeXlQ43g/DFOorSj3bcwhPtE5p8y6v3T6oCYYZcquNQJP5bSRz0Hnn8LqNl8L1bumpioSiqfLzCe9QueAZDieugK3V8gYgsVSsrqpbKH1POPVBsK0pKUBKQTsTueB0ESk3UZ2qTbs1P1F6afc2ccmHCtaj6qO5iBry9dXojSSrwPqVfoQEwri7b0hb+otHxcFNRb/b3PI/IrZW223LqVZVz4b/HiHbLaGzdKQAdgSIbNk+EXB0bAdSYXQrTxfy39Y0DGNAGSqZC7mnyFAkKKQSkWH/tEBWSGcZ0J0HZaМаксиМаркетс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МаксиМаркетс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МаксиМаркетсzvTm6nKONYjxei6TVphoBDDpG6ZRonSi1j41XUByd4ovGuNqxjSsPVirzy33XCfEpRO3kL9P2+kMsX4unq9PuzEy4kk+EaFXShN76EEjccXP2iLnoBrKpkubgmLbDqCOm/FIu88Tr++mgUVNRSE9vUu3nnjwA5BO1v6jaPpDljt1hpqB4h3Kp3uri0XDSXJx7QwKQYHdgeu8KPPWSEiEAuwvfiGzr+pRCYY3gAkhHvuuU4CrnYxIMq0JSDzESyrUoWiQ7zg+Qj1G7ivMreCTfcu4fjCkqvwqHUwyW7daje1t4Ul3FJWUqBBBsQfOPIfY2X0x9xOJkjux6cw1S5ZWxhZ4lSDYxHlzcnyNoHuF16jZcWUkXdQG8NJpNiVpNyeY+WpgHwm97x9u2ULAx5JBC9NaWOTFS97jmPtqaCМаксиМаркетс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МаксиМаркетс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МаксиМаркетсwP5P85P2TuNriOmsK43C0I0z7DrLjOkLWQtqYbWNgo+6pKgfIg3jhOTqExJPtvSzqkLQq4tFj4CzHbwulEvNuJVhx5WqYaWm6qYq/vIHVgnkfZPpFZVQxbnfzYdeO7/b5a6LPYvgRm/Hg9sef9+XPTXWy82+yrQsQMzOJ8pFMYYraU9+/RHDalTx3ulo8y69jYAaDf7PMcr1ZisYcrj2FsXUaaolalh+Nk5xsoUq/CkHhaTyFA7x3ZQcTJQ0yVOLXLzJStDjau8GmwINxsEkeUPcdYGwМаксиМаркетс9QU0nHVDla3Ld4G5OdaWGpuRT1LL3IINzp3SbcdYz0lHWYQb0Zuw/kObT/Sfy/JR4RtVJDanМаксиМаркетсFzdN787fH9Q8c+q4DYYRONzMktFw7Kv8AhKb3Pdnz++Oouz5hPCWZPZnw3hjGOGpeqyCi8heo2WwpLi/xiF+82q210/O8UvmbkRj7JOacxDJvO4qwU26ppNRQzpmpNBBH8YZG4Fr+MXSfMcRb3YrmS9keApLyVS1QmZRlxokqKVKBvp6WJv8AOK2eupMWqoo3ss7dcHNIzGbSOhGuYWn2gld/g/rlHJdoewhzT/UPEEZXBVOZu9nDFWVjT+I8BzEzijBZC1ltxP8AxhT0JPiC0j8ohP56Ra25CYqeVqUlU2i7JO7KUBfy+I6R6bJmpiXfcmJSYYfdkWw0nUdLgdOx8XqP74oXOjsq4PxemZxFgXRhDErLXeuHRanTylHdKwAe7Xc+8kWPUdY9BtVhPeivJF+n8w/pPEdClcF2yhqyIMT7r+D+B/qH1HvC5GUoG5CdRHhBTCSnVISQXfdFtJEKYhpmIsD4icwjj2iO0mqsJ1FK/ceB4cQobKSehBtzDY2JCdZN97HkRbUtfFXR9pAbjzHiNVu+z3QDqDmDqCOhWVKSF6tNiniG613ARfXY3t1j5UohN77mEionrEhepWNWVEjcGEFkE+sfS3L7K8J8oTXsLxEXhMNak1m3WJrL3/nDwqf+/JD+0IiCWSTE1l4T+ETCu/8A05If2hEKT5sN+RTUQ7ygJupNyZQlx1RdV9kb/fEglSjpCib2BJHT0jo/NvIbAWWXZ9q6aNKOTdbS7LPzFTnGE9+7oWArQd+6QSo+EG+1iTa8c2l1CEqdUrSmwVc+Vor6CqqZZpRUgNADSByBv9lX0eIUuKQGWkuQHFtzxtbMfFOUHcAEn4xgTLhmmadTpOYnahOqDbMtKoLjjqjwABvc+UbBlxlhjvN+eVKYMp6GpBpxLUzVpw91KsqO+kLPvLtvpTc+kdrZWZF4EyNZenaK3NP4gbZDDtenWklbjiwQotJF+6TyLAlVuVHiB2Iy1pMFB4F59keHM+SqsZx2iwQWn70nBg19/Iea45wx2e86cf1L2WcwNOSTLp7lDk64JZlg3sVlJ8TlvIdefKO5cscBUzKnA8rguhzz2htXcFyaZIQ/MKN3XQAeFdPQAXNo2Xu3EOlwy8vMmRZsnuRpcDiuRYbfO3rDacxBJ0a0v7ervJVjvFS8ym9lK93Uq21iRE+HYI2mmM5cXyHUu+nJcyx7aurx2IU7mhkYz3Rx5X4/JSD6m5MPzSmA0htAl235ddzYnfwjYWhtI1tM5UZhiSdamk09gJT3p0rU4SPtcC4jUJmemJgsuTjCpZCAqZUJZV2tdvLe8SmEAmYf7lTrM0FN9+6FoCVhN7oIHmD5xpjS9nEXO1WSIvopqSwthei4lcxrLUYSlbTJCXVUXEd4UNnbu0KJOkDe+mxNzc9IVqVWTTC0w4wxNzCQXyps6SHLbEp9QYYVXEQZCZSUemGH3nFOulfjQ2E8pvwLiK/xfjGhYSoUzinEDwLDzoRrll3de50IT1UokWsIip6OKnaah4DW6ngfEqdoqK2RkTbud7IGZ+CrDFE5XsisTzuLqLLoqmF8TzYm52jLWG35ebc5LAOx1HfSB04FrxWtVzVn8S4hcq9ZodVlKmpxaZRl1Glins2t4bnxOKAGpVvIbWiUxPjGr4gnxizEyCmdWVJpNLcOpunMm91KH2nDtc/KNOcmHXXlPOrUVq8Nyb/qhenw2WF4kjeWRg3bGQDa/HMZX1A/Lfmur0FMwR79WwOmsGl4Nr24Za2FgTx8NXan3Hj3jjmtSub8j5xlKrbiGra7i4NxCoXeNA13VTOZZO0ruRD2X6XiPYBKueIeNrv6Qyw3CUmbyT5Kxe1zv5RPVdsULD8nIhNpupBM5ME/Zat+KR6X3WfPUjyj7y6oEviCt9/VWymkUplVQqKzwGkb6L+ajZIHxiCxJiB/ElbnK4/ZJnHVOJbT7rafsoHoBYfKPplu7dHBI235dwcNfoPqmgVv0+Ufeu8NQv1hZpWo2j21+amc22ak0LsIw46e7VfyhAOX6w1rE85JUidnGwFKYYW4kEdQLj9kSyTNhjMjtALlQRwmWQNGpK+plf8AFj9337R0X2oqbrqzVQCb6XnGSfj4h/oq++OfqxhzEVAmJSkYlpypSfmPZ3W0DdD7a1o/GNK4WnxC9twTYgR1J2h5NM7T5hywu2824onoC4UE/cqM62uiqqxssJuN0Hr7Ruq/Fh6vPTOvlvOHTQcVzF3hhCYVdHzgc1tOLaXcKQSCPXyhNxd0xpHOyTzW2zTfXzGA5Y7wkpYBMJqc8oXLraJsMUiHLi99o+HAQjWsWSdr+sNW3gRpJ2PMSdHaM+ZimpSVOvNlxi257xAJsPiNQ+No+mTJeTHu5qGfOnfoYbKXDp5WsEXBtxaGLl0kwvIeSdiF0KVfiFqfVXqbMpfZINwUKQrhxJ5SfMGGa1hINzeEdd1agA5bz2MQGQtO9dM9mHjdcMlbWX+Y38CSG5mZc/gtNnuk6jqFIePpypkk/wBGOiaTXFySkTbKG56XbZCkFlQ1KKhupNthcbjzjiWl1lylTAJQlbKwUvsL3Q4jqD0ixst8xRgEsU+qvGYwlOvBTUylR10p0+6hZ5LXlfiE3BtO0m14zqP0dR/k/wCPhpl8b2eNTeaAficv1/8A6H+7x17Ep9Xa099IVIgS7WlМаксиМаркетсwnkqGwUTt6EQwomGcP4TDv1Jh9mjsvuqqMwmROmWL6hpVpbvZNwAdI2vwB11Gn1dWmМаксиМаркетсJWcbfTOqDwbeSLLatfa2x8wY22mVOXqbalBD8pMzToQoNL7ywTwryA5hOpo2teKgC9tDxWDZJJE0xtcQDqPukpOtsTsw1SZ52XeVrU4sqAQSn7Bt0PTeH/ebМаксиМаркетс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МаксиМаркетсLf/fJD+0NxC1SQq9Eq0xQMQ01+n1SWXoeln06VJPI55BG4IiXy5UTmHha3+HJD+0IhhtbFVQGSM3Fj8fDgraNoBBGh/eXNd1Z60kVnKPFdJYM045L0xSGZdaCsqdBCrItfe4MURlF2RKpUQnEmdbUzIU1hhC2KLLLHtDiyBpMwf5JPUp94/ow0pnbynpB0qdwA5MpLoeCV1fgjyPcw8V29ZaynE5WutuuvB5xTdctq3Jt+Q43MUFZiWEVVQJXTG1rEAGxtz56rnGHYPtRhdE+jpogN5197ebcZAWGeWmuq6vo8lT6JTJChUiWpzFKpDBWzJNtBlLalb7AbXva5uSesOmlM00MIfcfk20hU08lXibVfgE/L9ccir7fTLwc9qysDxdWComrWOgcC4YiOqvbmeqK3Us4BeZacsAyurhxtKRtbSWReLaDaTB2AMbJYDofss9JsLtBK4udFcnP2m/ddXTtfМаксиМаркетс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МаксиМаркетс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МаксиМаркетсJUJnLQlS3A4paKtoJsdhszFOY+zLlce4xq2K5/D62jUQ33KEzepctoTbZegX48hEdftvRNaz1J4Lr5hwda1jxtryVbhHo7rpXvbiTNxtsiC0m9xwva1rr0EkXn6e6y8UFpSCZl1yXX+L+BHW46esbBTcQsVcMSs2/LLceWp51LqdBKR7uk/1uscGYB7U2KMJyDtMrkguuoKUpYfXNlqYaSDsCvSoLFvNIPr0jb3O2mw644p3LgOBaEoBVUwFJA9QzANsMHqow6R5a7la9veMknUej3GonlsbA8cCCAD7jmF2qVhSRcvyTk86XVhZDiNCdvutbzjМаксиМаркетс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" width="308px" alt="price of bitcoin usd"/><br />
The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure. As of 2021, the Bitcoin network consumes about 93 terawatt hours of electricity per year – around the same energy consumed by the 34th-largest country in the world. Bitcoin users send and receive coins <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> over the network by inputting the public-key information attached to each person’s digital wallet. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. A soft fork is a change to the Bitcoin protocol wherein only previously valid blocks/transactions are made invalid.<br />
<a href="https://www.beaxy.com/"><img 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МаксиМаркетсAlhpKgtLaAoZOQnffnEAqfGWj06pv0tVMn9TDrjBccQGka0EglWryGzjqrOx0r8wxkbe4kyFxTlPk5enPsuT6phJQ6pIcZ6IZ66AcjmAR70lIPMQA7hn+La/wBPnP3hcEHDP8W1/p85+8LgjXFfnz82Upe4vIligcDrdo7IcBg5Ct/igUpO2/vhDtST2xkXE38/6oTfz/qhVOIT5R9MIl1CgFJUCDuMQAiAdPl/VDt/P+qGoUkp5w/I7xACb+f9UMOelHX96ez4oqah3wwqT0gOew/wgCD8UbqmrTRb01KMtvOTVYRLdc4CQpl3J257A+uJthZAOvHI8ogHFmnJqztrSQCC45Vni0VKISHUyM0psnHYFhJ7eXIМаксиМаркетсbNuxFe8ZpLqXFTtHDctOuqRpS4+MpWUciRqQrfAyMYirdpLuvqyaMXVpzcFrGWvk1G3rcgl18drhol1T9t0ewG6mzIzAlVTa6t0AC+iS51k9CrGytgCScE4ETrhnfA4iWZJXYmnqp5mlvtKli70uhTTy2lYXgagSgnOBzjX/FHwfqbd1cRc9Mrs3TH35gO1NIeWUTCQlKUhACgEHqJ3Hx84vbTk5qxrZmaLaNYbckLdfdS5Lrlslbhw+4nWo5JV0p35AnblHFTlXhVbq+7y/wAsfU4yh4PW8PpLBtRru175uS13utXZq1tDbeTz1nf0Q/fzvqiiw825LtuocCkrSFAjkRFYLSeRjv3Vz5WzW4xAIKusecP38/6oa2pJKjnth+R3iAE38/6oYoHUnr++7vQYqZHeIYpQ1p399/AwAu/n/VC7+f8AVC6kntgyO8QA0g+f9UUVpcy3hY5HG3oiuVDB37IpFSQtolQ5H+6ANdS1vcXkPSbz9yS4Sh0LmGfGukSUnospCvF0lQBS5jIBIJz5Q0Z21aZfUrWp+bueqy78k8FGWYaeK+jyvKU7toxpTtnJ1asYGnKsm1e1pvtpdar8opKpgSw6/N0hJ0fHhSfiyIuZG46HVZ1+nU6psTEzK5DzaFZKMK0nPxHY/q7xAgxHDPe0miQB/LZ/97diU4HdEU4ZrCbRaBB2nZ/s/wCrdiVdIn0/JMbYj82МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсZ3KmD3w1IO/WPODX/RPqhqHPK6p2MCTDX1WnrasyuXCykrcptOmJpCc4yUNlQ3/VEQt/ifR/uckHp2alpBaVaXkLdBUhlCNS1Y54AIB9JjMcZnM8JLzGk/8AoKe/8BcRpHC+QYqlw1SddE77aJmksNGWT/JkOhOpKeeo5RnJ33xjaKz9lKXn9DDivPOkt7Ra+ck/oSiu3nSZCQpVxePJRKzrHTM5UCHEudHpO2QryxyzzihUOIlGnrMrFdt+oFb0jLvpB6JWpuZSVN6NKgMkOJI7tu6NX2betIqS7OoczJzTQtOgpbqL7zJDSXVSyUlv+0lTSgQRnOMRWqnCueu6ry8/JTU3b9Intb0xJy6yhbyQoFKnCOSl9Is6T2E9xjCeJVOUIRWZvfsu5zYiq41a2Gj7yTy27Jq76a2S+JL6bOU236RK25TpZ6pVMIXql0KClIW6dbnSODZCdaifiAМаксиМаркетс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МаксиМаркетс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МаксиМаркетсg5AxjETikWXayadKk27KtqWyhxSFJUooUoZIyslWxJ5mL/wC6CW5eIVz6Jf8AsRS1XJcDjzFDSaWwhAQqcn5VaXSpМаксиМаркетсtNHT5I98rbJGxAOavCYeV3kT+C+xWvKniKFLCSgnCne0baau7eul+5VkZSXau6lyUjLtNyslT5p5SG0gBLiltIb/8Al6b64mYypOeUYqiWzSKCg+1solla0IbW5nUtwJzjUo7nmfWYywSrnqMd1Knw42tY2w9JUYZUrLoWlQpkhUm226hJszKGl9IhLqAoJVgjIz24J9cYu96UKvbMxIjUEpWw+oIxnS08hw4z6EGM6tCtJ6x5f+eyEcZ6RpTalKwpJBxj/CNGk1ZnTGbpyU47rY0TVX5+/ae1cc3S5mXbt8ztSShOEKUJeaC5ZKgrJw54phRA5EkEbRN36/a9VotXVVXJdclTB0dUQ80VNNgsodIOR1hodScjPMjmDE2epraqeuQSpQStks6iATjTjP1xp7iVa89Q7aupq2qМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсFWEnyv4CF6U/k1RIKkWbkotdTanAoaEMONEduVKSR/8A1MXHSn8mqDpT+TVDcJ2MZccqibpLsq8wl9C1thTak5Ch0g2IiyrNHZk7GqFDpbKW2maU7KS7SdglIZKUpH6sCM/rBOehPqim4hEyy7LuNEtuAoUD2gjeIauWjLLZ9DQcjZ1xUGlo4nKnfFJ+Rfmk1NgtBaZmVQQy2oYICVIba7snUo84yFwUOjUC6bf4t0QNNyz9QZ9swGwEuNzCFMpeSeaVanU6t8Ec9МаксиМаркетсNoy8imdtmo04NIcS+5PtJQodVWXnAAY1pPUoT1h3TZ7ryzL02eEhJ6lZU00hEupPWO5wpROTvHHiIpPRd12aPoPAsQ5QUZPd5Zd4S0fy5G7QdthC5zEV4c3E7cdnyM7MA+OsBUnOpPNMyyotuj5aFfqxEl6RQx+DVzjrhLNFSPBrUpUKsqUt02vkPb5r/ALX8BDX+bfpWP4wiXCCr8Gryv4CGvOElvqEYWD9RiМаксиМаркетсVgnHIYHxwmDnc7d0a3rnFi4KRWF0xqwHJpgOKbTOIm3A0kAuDUv8AAEpHUHLVtq54GrLW7f8AUa7OU6VdtZ6SE4qZS/0ri9Uv0YBTkdGASeRGoAHGCvcgCpw0/Ftf6fOf+OuCDhn+La/0+c/eFwRpi0nМаксиМаркетс+7KUvcXkS1alYHV7RC6l+Z9cKrs+MQ6My5T635P64QAgABrlFTI74WAKaCrTnRC6l+ZCp8mFyO+AG6l+ZDSpfSDqe9P94ipkd8NP+1H9k/wgA1L8yDUvzIdkd8GR3wAxSl6T1IUKXgdSFX5J+KFHKAG6l+ZBqX5kOyO+DIgCmkqJV1O2F359H9cKjmr44dkd8ARW9TLUiWdvAyQdmqfJuSyOQPRvOslQ1YyN20nHbj4osq9b1DuaRFPr1Llp2XOSEvNhWglJSVJJ3ScEjI33i94nEGxqqO0pbA+dRFGm1SmVdlMxTZ+МаксиМаркетс2QUjWy4Fp3QFDcbbpUk/ERHPN3lZ9PuerglwqKqwdpZntvoo/cwvBCvVCcth626w90tRtx9UgpZVlTrKSQ0s95wNJPnIMbHBV2IjTko99xnEМаксиМаркетсZl0BUrVZkyM00k5WhD5LrT5HakPl5BPZ0yc8o3Kg7c4nDv2cvTQeMUorEcaCsprN5N7oTUog5T2RRUpYLZ04wD/dFwSMH4ope/a+L+EbnlGuJe4uKa5tgKo+uVcdaVrVKМаксиМаркетс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МаксиМаркетс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МаксиМаркетсwxKt1dbt74dqHnfXErUBjPONY8aUzahbrspKF5Tc5NZSV6QAZKYBJODjn+uNna0ecPXGGuBhmbmKVLPoS4hycWlSTvkeLvbRSpHPHKbYefDqKVuv8ABgeHbqXbcoRQdeiRl0nBzghpORE31KyerGp7au6Vp96JtJ+X8SQ3MzrbKfIa6NLqEMgZO5VuAB3RthK0nPWHdzilGSkn2OjxCnOFROSsmroCpWPJ74oqUvLeEkHB/uiuVJwesPXEfue9LXsМаксиМаркетс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МаксиМаркетс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МаксиМаркетсX8gf1g7o3G2Dlf8Aa/gIpzLYWW0kZyobRrTlkkpI4sfhPxuFqYa9s6av5nPGTmpaVlJIs3МаксиМаркетсsBKUpМаксиМаркетс0BLZLWCTlIBAOBjCiAVDcqJjDP1+t1a4ZcPVKYnkTL0olbjraS64nUhelSgkE4Xz33KRnlmOhc5YVq1B4zE5SQ48SVB7pnA4gkk9VQVqTuonq43CfNTipT7NtqlTDM1T6YlhUvr6JKVr0o141YTnSNhgbdUZAwCY9D/UFf3T4J/0HN2X4jRdnrb4mP4Z9W3F6k856c7P69cEJw0x9zjh3AM/O/vC4I4sSm603bmz9Eoxy04q19CXKA22HlCHYHdDFnlg++hcq89MYmg7A7oMDuhuVeemDJ89MAU3H2pdhb7hCUN5KjjOwjDLvGltgqW28ANslKQPXqi5uJ1DNBm3nFYQhGpR9AUMxxlZk+Nvsh/HG6HZW+p+iWjQJpyWp8oМаксиМаркетсqRLSrCFEJIQk4U4odZSyColWM6UgC8UmWirnZJN305QCgМаксиМаркетсYIyOqn7UIbtp2rPi8znGPJR9qPC1q3rIex88L7cs3jvdVWuKRrFaek6ZUZVoPeKNEhalPa1hQQnWT1dRwNhyEZTht7I1wR4kXhb9mMUS56RNМаксиМаркетс641ITFQlWUsFSVqSEqUlwlKlFI2wQNQ33jRRhzL5Yntf7sKcNvFZr5KPtQfdhTvzWa+Sj7UeQb58PTg5w+ue/LTqtOuGZmeHiGTU3JaXZU26pxSEhDOXQVKHSb5AA0nfOIjNreya+D5dN9USzWpS5ZBiudA2xVZ6TbblkTDiQeiXhZV1Vq6MqAKdQOMjCoKNPqMsOp7jN3U5Qx4tMj/uo+1ALvp42MtMn/ALqPtRzGvP2R2q254Xj1nKYqQ4d0l12hzkiacwJhc+l7olTQXnUpoFPV6wBSrJSTiNucWPZJ+AvC29JiyG5C4bmmadpTUZmjsIVLyqyAS2VLUnUtIPWxsFZTnIIEKNPqMsT2992FO/NJr5KPtQgu+n50+LTRPoQn7Uap4Y8TbL4wWVTL/sCsIqNIqjXМаксиМаркетсbpWgg4U2tB3QtJBSUnkQY8n+yfcQa9IWfY3CO0arNSVavSthwqlnlNOiXYwCcpIOkrcTkdun0RMoQirhwilc6Ci7ackq/ks1knONCftQv3YU781mvkp+1HhT2Nni9Vby4Hz1rXrVluVixp16Qm1zrx1tMp6w6RajySMgqJ7DvtF7Q/ZK+BV0cUZXhxb1KuKclpqf8Aa5qvJlkJkluZICgCrXoJGxIBOc4goQa1JUItHt/7sKd+aTXyUfahpu2m5BMtM7HPko+1HiXiH7JJwJsHiМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсU5cyJlZc0qUDjbUeuFK6pSc5jKS91cKuAPhr8T7i47Ul1+3K4h+p2654gqYamGHeuwhCQOWghsHkCjfEdGr14A8IOIdYZuC7rEplQqLASlMytoayByBPbiLi9uBvCjiJJSUheVk02pN01AblC60CplAGyQeePRDhyIyPqcZGbVu6oeCfc13SVImUW9KX7IVTotHVZZUzMshYz2anm059Ijb9e4x2dxg8IfwdVWUZx6Xt2ny1Nm33pdTSTNalFaE6t1BOwJG2TtnEdTadwysGk2k9Y0la0g3QZhМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсanNv68xCViSCW/w1q9Luv27n/ad5tqrPT0u/KpdZdQwuVLXRKQpSwtRcWtRVqGwAA5AbKx/R+uLD2nb5eMzfz5hfalH51OfPmJBj7vJEizgf8X/APyY8XeF74Z0/wAALloHC/h7ZDN03zcLHjbbM2taJWVYKlIQVBGFOKUpCsJCk4Cck8gfZFzySZaUaWHn16nMYccKhyMeD/Dq4NWrct72fxVМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a><br />
There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media. Bitcoin is valuable thanks to its limited supply steadily increasing demand by a greater number of inveМаксиМаркетсrs. It has also been <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> described by some as an inflation hedge. But thanks to media coverage and the steep rise in Bitcoin’s price, the crypto industry started to take off between 2017 and 2019. At the start of 2017, Bitcoin finally broke $1,000 again and kicked off a bull run phase.</p>
<ul>
<li>As such, it can operate МаксиМаркетсhout the need of a central authority like a central bank or a company.</li>
<li>While a company can issue more МаксиМаркетсck options, there will only ever be 21 million Bitcoins.</li>
<li>The volatile, speculative nature of cryptocurrency investing presents risks for inveМаксиМаркетсrs no matter how and where you buy it.</li>
</ul>
<p>Since old nodes will recognise the new blocks as valid, a soft fork is backward-compatible. This kind of fork requires only a majority of the miners upgrading to enforce the new rules. A hard fork is a radical change to the protocol that makes previously invalid blocks/transactions valid, and therefore requires all users to upgrade. For example, if users A and B are disagreeing on whether an incoming transaction is valid, a hard fork could make the transaction valid to users A and B, but not to user C. What exactly are governments and nonprofits doing to reduce Bitcoin energy consumption? It has managed to create a global community and give birth to an entirely new industry of millions of enthusiasts who create, invest in, trade and use Bitcoin and other cryptocurrencies in their everyday lives. The emergence of the first cryptocurrency has created a conceptual and technological basis that subsequently inspired the development of thousands of competing projects. Bitcoin initially grew in part because it promised freedom from government-issued centralised authorities.</p>
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			<wfw:commentRss>http://www.aobakids.jp/wp/2022/08/01/bitcoin-price-today-btc-to-usd-live-marketcap-and/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
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		<item>
		<title>Convert 100 USD to BTC US Dollar to Bitcoin</title>
		<link>http://www.aobakids.jp/wp/2022/07/27/convert-100-usd-to-btc-us-dollar-to-bitcoin/</link>
		<comments>http://www.aobakids.jp/wp/2022/07/27/convert-100-usd-to-btc-us-dollar-to-bitcoin/#comments</comments>
		<pubDate>Wed, 27 Jul 2022 07:57:10 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Bitcoin Price]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=3393</guid>
		<description><![CDATA[Content Trading signals News From WSJ Bitcoin USDBTCUSD &#8230; <a href="http://www.aobakids.jp/wp/2022/07/27/convert-100-usd-to-btc-us-dollar-to-bitcoin/" class="more-link">続きを読む <span class="screen-reader-text">Convert 100 USD to BTC US Dollar to Bitcoin</span></a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Trading signals</a></li>
<li><a href="#toc-1">News From WSJ Bitcoin USDBTCUSD</a></li>
<li><a href="#toc-2">FAQ: Buying Bitcoins with a card</a></li>
<li><a href="#toc-3">What Bitcoin Investors Should Know</a></li>
<li><a href="#toc-4">Est  Share Price</a></li>
</ul>
</div>
<p>So even if the value of the dollar plummets, bitcoin, like gold, will retain a separate value in theory. Bitcoin uses peer-to-peer technology to operate with no central authority or banks; managing transactions and the issuing of bitcoins is carried out collectively by the network. Although other cryptocurrencies have come before, Bitcoin is the first decentralized cryptocurrency &#8211; Its reputation has spawned copies and evolution in the space. With the release of version 0.3 of the Bitcoin client, information about the digital currency spread throughout the internet. An article published on a popular technology portal presented the project to a wider audience, thanks to which the BTC/USD exchange rate increased by 900% within 5 days, reaching the price of 8 cents. The rapid increase in the price of Bitcoin encouraged more investors and initiated an annual boom period on the market.</p>
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<h2>Is Walmart accepting bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Does Walmart Accept Bitcoin? Despite recent rumors of Walmart accepting crypto, Walmart does not currently accept any form of cryptocurrency.</p>
</div></div>
</div>
<p>Thus, the data structure keeps the strict chronological order. Additionally, the system used private keys or digital signatures to sign the document. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. University Learn everything from blockchain fundamentals to crypto trading. Trading API Automate your cryptocurrency trading with reliable and stable API. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking.</p>
<h2 id="toc-0">Trading signals</h2>
<p>In early February 2014, one of the largest bitcoin exchanges, Mt. Gox, suspended withdrawals citing technical issues. By the end of the month, Mt. Gox had filed for bankruptcy protection in Japan amid reports that 744,000 bitcoins had been stolen. Months before the filing, the popularity of Mt. Gox had waned as users experienced difficulties withdrawing funds. In April, payment processors BitInstant and Mt. Gox experienced processing delays due to insufficient capacity resulting in the bitcoin exchange rate dropping from $266 to $76 before returning to $160 within six hours. Bitcoin gained greater recognition when services such as OkCupid and Foodler began accepting it for payment. In April 2013, Eric Posner, a law professor at the University of Chicago, stated that &#8220;a real Ponzi scheme takes fraud; bitcoin, by contrast, seems more like a collective delusion.&#8221; Satoshis) to each of two different addresses on the network. Within hours, the transaction was spotted, the bug was fixed, and the blockchain was forked by miners using an updated version of the bitcoin protocol. Since the blockchain was forked below the problematic transaction, the transaction no longer appears in the blockchain used by the Bitcoin network today.<br />
They estimated that about 197,576 tonnes of gold had been mined throughout history as of the end of 2019. Treasury extended its anti-money laundering regulations to processors of bitcoin transactions. On 22 January 2018, South Korea brought in a regulation that requires all the bitcoin traders to reveal their identity, thus putting a ban on anonymous trading of bitcoins. In September 2014, TeraExchange, LLC, received approval from the U.S.Commodity Futures Trading Commission &#8220;CFTC&#8221; to begin listing an over-the-counter swap product based on the price of a bitcoin. The CFTC swap product approval marks the first time a U.S. regulatory agency approved a bitcoin financial product. <a href="https://www.beaxy.com/exchange/btc-usd/">https://www.beaxy.com/exchange/btc-usd/</a> In October 2012,  BitPay reported having over 1,000 merchants accepting bitcoin under its payment processing service. The Electronic Frontier Foundation, a non-profit group, started accepting bitcoins in January 2011, then stopped accepting them in June 2011, citing concerns about a lack of legal precedent about new currency systems. The EFF&#8217;s decision was reversed on 17 May 2013 when they resumed accepting bitcoin. In May 2013, Ted Nelson speculated that Japanese mathematician Shinichi Mochizuki is Satoshi Nakamoto. Later in 2013 the Israeli researchers Dorit Ron and Adi Shamir pointed to Silk Road-linked Ross William Ulbricht as the possible person behind the cover.</p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>The Big Bluff Of Bitcoin Is Exposed By Rate Normalization (BTC-USD) &#8211; Seeking Alpha</h3>
<p>The Big Bluff Of Bitcoin Is Exposed By Rate Normalization (BTC-USD).</p>
<p>Posted: Tue, 21 Jun 2022 07:00:00 GMT [<a href='https://seekingalpha.com/article/4519498-bitcoin-big-bluff-exposed-by-rate-normalization' rel="nofollow">source</a>]</p>
</div>
<p>Historical and current end-of-day data provided by FACTSET. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. If you’re a CEX.IO customer, you just need a debit card or credit card. With our Instant Buy service purchasing cryptocurrencies made super easy. You just open the page, choose the amount you want to buy, and enter your card credentials. The crypto you bought will appear on your account immediately. So, if you still don’t have an account on CEX.IO, you can easily register here. The anonymous nature of cryptocurrencies attracts scammers and bad actors.<br />
&#8220;El Salvador looks to become the world&#8217;s first country to adopt bitcoin as legal tender&#8221;. &#8220;Here&#8217;s why Russia is opening the door to cryptocurrencies&#8221;. &#8220;Bitcoin value rises over $1 billion as Japan, Russia move to legitimize cryptocurrency&#8221;. Our transaction growth of nearly 3x [&#8230;] Many of the businesses we’ve signed up over the years have started using BitPay for B2B supply chain payments. &#8216;Ode to Satoshi&#8217; is a bluegrass-style song with an old-timey feel that mixes references to Satoshi Nakamoto and blockchains (and, ahem, &#8216;the fall of old Mt. Gox&#8217;) with mandolin-picking and harmonicas. Interpol also sent out an alert in 2015 saying that &#8220;the design of the blockchain means there is the possibility of malware being injected and permanently hosted with no methods currently available to wipe this data&#8221;.</p>
<h2 id="toc-1">News From WSJ Bitcoin USDBTCUSD</h2>
<p>On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. With any Bitcoin price change making news and keeping investors guessing. Alternatively, you can store your BTC in an external BTC wallet. There are hot and cold wallet solutions available in the market with different pros and cons, so you can explore the options to see which one suits you best. Bitcoin is secured with a Proof-of-Work mechanism, which means millions of miners work together to secure the decentralized network. Forcing a transaction is impossible because they would have to control 51% of all miners. Live tracking and notifications + flexible delivery and payment options.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>BitMEX Founder Arthur Hayes Updates Bitcoin Forecast, Predicts Fed Will Be Forced To Print Trillions of Dol&#8230; &#8211; The Daily Hodl</h3>
<p>BitMEX Founder Arthur Hayes Updates Bitcoin Forecast, Predicts Fed Will Be Forced To Print Trillions of Dol&#8230;.</p>
<p>Posted: Sun, 17 Jul 2022 07:05:23 GMT [<a href='https://dailyhodl.com/2022/07/17/bitmex-founder-arthur-hayes-updates-bitcoin-forecast-as-fed-forced-to-print-trillions-of-dollars/' rel="nofollow">source</a>]</p>
</div>
<p>Use this to see how IG client accounts with positions on this market are trading other markets. Data is calculated to the nearest 1%, and updated automatically every 15 minutes. Any client with a notional size above this limit is at risk of having their cryptocurrency positions reduced. Liquidity providers can generate yield by providing funding to traders wanting to trade with leverage. Funding is traded on an order book at various rates and periods. A distributed ledger is a database, digitally recording transaction information using cryptography, making it secure and unforgeable. Using a blockchain ensures security and manages digital relationships as part of a system of record.</p>
<h2 id="toc-2">FAQ: Buying Bitcoins with a card</h2>
<p>This means that the price is sensitive to shifts in both supply and demand. In total, 21 Millions BTC can be mined and the Total Circulating Bitcoin chart displays how many of them have already been found. On Wednesday, Bitcoin surpassed $24,000 amid a broader recovery in the cryptocurrency sector, which has seen the global market valuation reach $1 trillion. The information in this site does not contain investment advice or an investment recommendation, or an offer of or solicitation for transaction in any financial instrument. IG accepts no responsibility for any use that may be made of these comments and for any consequences that result. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Bitfinex has a bespoke offering expertly tailored to meet the specific needs of professional and institutional traders including sub-accounts, expedited verification, and dedicated customer support.</p>
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<h2>Does Elon Musk invest in Bitcoin?</h2>
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<p>Tesla CEO Elon Musk has also personally invested in Bitcoin and he has previously used the &#x201C;diamond hands&#x201D; meme, which generally indicates that he plans on holding the investment. Musk also said that he believes Tesla will resume taking Bitcoin payment as he sees improvements in the energy mix of Bitcoin mining.</p>
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<p>At present, miners are heavily reliant on renewable energy sources, with estimates suggesting that Bitcoin’s use of renewable energy may span anywhere from 40-75%. However, to this point, critics claim that increasing Bitcoin’s renewable energy usage will take away from solar sources powering other sectors and industries like hospitals, factories or homes. The Bitcoin mining community also attests that the expansion of mining can help lead to the construction of new solar and wind farms in the future. Bitcoin is secured with the SHA-256 algorithm, which belongs to the SHA-2 family of hashing algorithms, which is also used by its fork Bitcoin Cash , as well as several other cryptocurrencies. Some concepts for a similar type of a decentralized electronic currency precede BTC, but Bitcoin holds the distinction of being the first-ever cryptocurrency to come into actual use. The above figures are for illustrative purposes only and do not constitute actual prices. Trade your opinion of the world&#8217;s largest markets with low spreads and enhanced execution. According to the Federal Reserve Bank of St. Louis, the M1 Money Supply, or the total amount of money in the U.S., was $12.8 trillion in 2020.</p>
<p>The first bitcoin faucet was called &#8220;The Bitcoin Faucet&#8221; and was developed by Gavin Andresen in 2010. As the market valuation of the total stock of bitcoins approached US$1 billion, some commentators called bitcoin prices a bubble. In early April 2013, the price per bitcoin dropped from $266 to around $50 and then rose to around $100. Over two weeks starting late June 2013 the price dropped steadily to $70. The price began to recover, peaking once again on 1 October at $140. The price quickly rebounded, returning to $200 several weeks later. The latest run went from $200 on 3 November to $900 on 18 November. Up until July 2017, bitcoin users maintained a common set of rules for the cryptocurrency.</p>
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<h2>When was Bitcoin equal to $1?</h2>
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<p>In February of 2011, BTC reached $1.00, achieving parity with the U.S. dollar for the first time. Months later, the price of BTC reached $10 and then quickly soared to $30 on the Mt. Gox exchange. Bitcoin had risen 100x from the year&apos;s starting price of about $0.30.</p>
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<p>Invite other traders to EXMO exchange via the Referral Program and earn on referral commissions. Verify your identity and credit card, provide necessary data to complete the transaction. In order to follow the real time of when the halving will take place, you can bookmark the CoinGecko&#8217;s bitcoin halvingpage. Since there is no central figure like a bank to verify the transactions and maintain the ledger, a copy of the ledger is distributed across Bitcoin nodes. Read more about <a href="https://www.beaxy.com/exchange/dash-btc/">dash coin price history</a> here. A node is a piece of software that anybody can download and run to participate in the network. With that, everybody has a copy of how much balance Alice and Bob has, and there will be no dispute of fund balance.</p>
<p>Based on this, the major influential body that can impact the BTCUSD pair is the U.S. Federal Reserve, which has the mandate over the most powerful fiat currency, the USD. The Fed releases rate decisions 8 times a year, and these are important events for the BTCUSD price. There was a multitude of factors that created a perfect storm for BTCUSD during the year.<br />
So, when you found a Bitcoin trading platform, make sure it’s secure enough before making any operations. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG. The use and trade of Bitcoin is legal in the majority of countries in the world, however, because it is a deregulated marketplace, governments are concerned about its potential threat as a tool for money laundering.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a><br />
The cryptocurrency can be used for any transaction where the business can accept it. The U.S. dollar continues to be El Salvador’s primary currency. Full BioNathan Reiff has been writing expert articles and news about financial topics such as investing and trading, cryptocurrency, ETFs, and alternative investments on Investopedia since 2016. After a downside break below USD 29,500, bitcoin price started a fresh decline, broke many important support zones, and tested the USD 25,000 level before recovering slightly. The next major support is near the USD 24,000 zone, below which the bears could aim for a move towards the USD 23,200 level.</p>
<p>Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains. We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. Stablecoin and other digital assets are falsely framed as a choice between personal privacy and national security. Let me know if you like the series, and if you would like me to change or add anything. Always follow your trading plan regarding entry, risk management, and trade management. To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records. This indicator visually reflects how many customers are willing to buy or sell Bitcoin for a particular price. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/coinstats-350x245.png" width="304px" alt="butcoin to usd"/><br />
The world’s largest digital token rose as much as 4.2% Wednesday to $24,275, the highest level since mid-June. It’s on pace to advance for the seventh session out of eight, adding more than 20% over the past week. And other cryptocurrencies are also rallying, with Ether catching attention with a greater-than 50% surge since July 12. There are several differences between a blockchain and a database, including the level of control. Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators.</p>
<p>The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. The easiest way to buy crypto on EXMO is the “Simple Trade” option. Just select the desired currency in the “I give” field and indicate the amount and currency which you want to receive. Read interesting news and articles about trading on INFO EXMO. If you accept the approximate price, click on the Exchange button. In order to determine for yourself if it is a good investment, it is important to understand the risk and only invest amount that you are comfortable losing. However, if you physically lose your hardware wallet without a key phrase backup, there is no other way of recovering your funds ever.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><img src="http://s.w.org/images/core/emoji/72x72/1f680.png" alt="<img src="http://s.w.org/images/core/emoji/72x72/1f680.png" alt="&#x1f680;" class="wp-smiley" style="height: 1em; max-height: 1em;" />" class="wp-smiley" style="height: 1em; max-height: 1em;" /> <img src="http://s.w.org/images/core/emoji/72x72/1f680.png" alt="<img src="http://s.w.org/images/core/emoji/72x72/1f680.png" alt="&#x1f680;" class="wp-smiley" style="height: 1em; max-height: 1em;" />" class="wp-smiley" style="height: 1em; max-height: 1em;" />4,304 <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> (100,256,680 USD) move from unknown wallet to unknown wallet</p>
<p>Date : 2022-07-21 09:10:40 (GMT 0)<br />Blockchain : <a href="https://twitter.com/hashtag/BITCOIN?src=hash&amp;ref_src=twsrc%5Etfw">#BITCOIN</a><br />Symbol : <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a></p>
<p>Detail: <a href="https://t.co/Z47zkXK5dI">https://t.co/Z47zkXK5dI</a></p>
<p>&mdash; ClankApp &#8211; Crypto Whales Tracker <img src="http://s.w.org/images/core/emoji/72x72/1f433.png" alt="&#x1f433;" class="wp-smiley" style="height: 1em; max-height: 1em;" /> (@ClankApp) <a href="https://twitter.com/ClankApp/status/1550046333788164096?ref_src=twsrc%5Etfw">July 21, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>In a year that global economic activity was impacted by U.S.-China trade tensions, Brexit, and the coronavirus pandemic that swept across the world, Bitcoin emerged as a true store of digital value. The cryptocurrency rose from lows of below $5,000 in March and closed just below $30,000 by December 2020. The rally continued into 2021, with the coin printing an all-time high of circa $42,000 in January, at the time of writing. The worst day to change Bitcoin in US dollars was the Saturday, 18 June 2022. So what should crypto investors do in light of this volatility? Given crypto’s history of volatility, this increase doesn’t guarantee a long-term reversal.<br />
Investopedia makes no representations or warranties as to the accuracy or timeliness of the information contained herein. As of the date this article was written, the author does not own cryptocurrency. Buy Bitcoin with USD at the world&#8217;s largest peer-to-peer Bitcoin marketplace. Buying and selling Bitcoin with US dollars is always protected by escrow and our support staff is always happy to help you with any challenge you might face. LocalBitcoins is simply the best place to convert USD to BTC. So, sign-up today and start trading Bitcoin in just a few minutes in the world&#8217;s most trusted Bitcoin marketplace. On 19 December 2017, Yapian, a company that owns the Youbit cryptocurrency exchange in South Korea, filed for bankruptcy following a hack, the second in eight months.<br />
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rkrXquAg1ritM5qY6s1s5GGjJz1oXVRWauDzq7UrnJwwwP8APRqtpKauiWa3OIp0B9WffOglZBdGtxhuFIrLB3zAzn/rp0oNIzRdEGks9TXU7VNJIjBSQQOj1qNNDW0pzPAwA+cf+WmaGSC4JFTU0ZpXp4+Tuh69tCbvJfUowvmxSxTDtm6YDSXBWM1ME1EkjoDylj/PBwf8xrVD5ccvmyVAZ8e7cdH4a1kpvLpkhrVhjHmK3pZdCLjd1q41iprK0UhkAEhzxH9dEVZ41SsPTN/kBrRJUMWCgysT7AZ7/wAgNHamWoo0BW2w1KMoYFGxjQ26tc0q6R5KOGlVTyJUgkrqLcE1x26umAZacqCMgnr/AMzrQIZIKl462RV4DlxX8TD/AJ69VVd+uErUllq+SKvMlvxAfYawoaM0U31VSxerIMbtKckH31W5dEmS60yKYbZb5Kh2GO1wB+uoRoqo2Zq24nLcyAFwOA+2m22GKooknSJVJ6bAxkjQ66WqiZ/Okqmjj/njB6b+morIL1vqLjQx+Xb6RJkl7BySf6nXtaL/AOIe19nwrHLVQwewXJy5/pr2rcWSxU8JqCg23sJ7lVRgVcg9II7701bYppKh/rZoyOfqBOoTPb6HbgjZA5WNFwPjOj9BUhKOm8hQE4AHGvpk+Wzxq9BgirVIEUakke50So6wxPzHYxoFGvkMMHPPUumRwqkPke5OlNLgLcd7XcgI+WdE472oyGHInoaUYn8sLx9j8aI0qjiH4nJ++lOC7DE2G6it+rjEUSElujoVXUywqIsfi9/vojSzeUPwnP6akyUmY/OcAkDIzqk6LpiXV0UYBDRdaWb3TiJcovEadLrMYm5yKAM9D51WfiBv6wWCnd7hWRQAf3mGdNhcnsU6XJHqZo6ZRKTnGp23L5SXSZ7ZOyhiPT13rmy/ftGWlro9BaA1SM4UgZydOPhhuWsrNw0lxqSUWQdg/GtMsckrYtNNl5CS7WykmkhUzUqtxZT8DXP37RHh9T3W0vfbZFiYjmVA9zrryyLbHtLRzhX8/wBTA/bQe+7Esd5ojGYVKEHC/fSYZlCVjHC0fmhb5Kd7aaOr/hSo3Eoejq5KnxBmsWxaba+ziaeZ4cySge3XenXxW/Zbguc8lz22xpqgAkqB0TqlKaS87GvUdp3Za/4ULcDIV6YZ1vWSGdJoS04kjYVvr71Uie5GWtqHc+YzZwNbd5bM+irXbyzGjHK/Grg23vTaL0gG3KSjjmZcMWxnOpNLs2l3POa291Xn4PJY4/YaCWVp7oKtikLfa6ukhjiqELpP6UJ+51vvXh9eKKAzJAyhhyDD51cu5tlyzimpbPQYSFweRHsAdMG4BRfuCOmqEVZYo+LE40D6j0LUTk6GeqpKlYpecUyN06nGrE214o7y22yeTXtPCoHpY6+Xq1W2eZ/93BOT6se2gDWWW35lmLNAx/F/d05tTW5VMuCg/aWvQAikouR9j3pmtHjzS1kscVxTyvM98/GubKujNHIKmCXlG32OtctxBKSRlsrpTwwfCCTZ3JYd1WW7IPp6lDkZ7I0VeCJ2JVwc+2Drljw2sfiHuJUls1LNTU5x/vEwKqf0z7/010PY7dVbbpEh3BfPPnYYCBcux+yoMk64XXeIdN0TqU7fojfg6PNn3SpE6sjkp5hwkwR7EfGoN2tk1ygjlpQUqVOfT/MPkHHwdHYqasnjFX+6xSQkHjUXJ/LH9E99fXW3oqmsv1RVK5wq0MQjiz9g5/8APXnc/wDyFy/9UfzOlj8LhH55X9gJa7NcqGujrPPWCJOyrMBn9cnTyfEC109KtPVVFMzKOOTKCf8ATS9HLthoYPoLXCzyOyytWTNKUYe3Q986N7UrrTWVqUtRardCBGwkIhCgMD+eudk8Vz5XvI1LpMUFaiBq3cW3bpyXnE+ffirH/ppJvG29kXWUhq7yJD9kZT/y1YN0ucsNTVSU90o6aKOUwwpHGmXY+3f20La718lc0NPdaeYpFyZykary+QM++sWTPPJtN2acaUN47FV3jwj21eYvLi3TGjAeku2Mf56Uv/Yt4m2FzPtTetDcoV7WGobv9AwORro+iFZVWdLpNLbapnmEbwPTqTxzj3GiFys+xJRWRGxok9JGXk8tTHg/qNZ/h4mqlFGmHWZsb8rZQVi3l4ubQIi3HtyreMH1PE4mj/p8/wCmrGtPjTa541W4xvTsfxKw/wCh1NSKy+Whhutyt4ZcjLrUR/1Byda6raKXqJo2orVeY8YYxHyZh/4T86ZHJlx74pbej3/n9Q5ZOnzL+9Df1W38foHKbd21rrERHWUvr7PFwrak+RbqqHyYq5wgGAOXLA1QG+PAyK4SOu1t1XTa1yPSQVa8omb8uXv/AEOqC3t/+rbwfmaoMUl2t0bf/F0BZ1C/dkOSNdbpVLqtvLf3/wB/7MmXHijvBuvqv9Hf0FltsVKViqsT8jmUj3U/B1h9BUJRSUCTUrRO/INjsa/Pew/taeN84+nhnoyw9J+ogJIP596cqf8Aac8fEpxN+7du1CKwR5DzX3/rq8mOOOWmbSYpYp8o7MkpKyGIRtLT8VQpy5fGejqTc4aSvgp81SpLCAOQ/mGuMZv2jvG+rpfNe32NEZuIZAzZP+elW8ftS+IVvLRXe7Q0/A8R5FNnJ/LJ0uMVN1Dd/QqUXHeX+DumghtVnq2rTWFpCCOzgY1EvG6Nq0bPX19RRxnGWaSQAda/Pm4ftI3+9tMg3JcpFjXPpZY1J+fbSsPGqjqaaqqbh5lQ6gqnnys/q+/Z06PR55bqDFPLjX/0juvcn7R+yrUPpLbVvcJQcCOjQsM/mfYapjdX7TN8vVRU2u3SRWrgvqBYPMR/yB1zNZPFxFpjRUqNNUtIWAAxk/AGNL9LSbyku9RuO52WuWmlk5txUn0/proYPCM2RvWtJlyddiglW487z8U7nRXXypJHkaTJM87cyfnH5a9q2PDrwv2t4mWanrzb2kTjktIuDn7d69rXHoOngtM1b7mZ9Xlk7hwdD7RvVtu1mno6+ThJNwKk/HwNGqO4S0Uz2v6hZBBIEHI941zz4e7vWSWhScS+ZK8aFM59u8508Pea2n3Q1vqXKuasyls59HWM/wBNesljpnCTL2pq395J5ceUMYx38nRWhq3pE8qp6Pw2kbaW6KOWiWnhZpKieoYEkdhR/wDjTpPNR1lGY0fLHOMHvrrWaSphhu31QlIPmggHrOjlHUkN/EUAE9YOkCmqBQ8S4YoCBk//AH+emOhvKTx+WcEn2OdLa32GRHGk5sTM7KVzhdTJJHKlWyCB1pGirapqmKCGV+nBIzonuPck1us80vRlVSFP540lp2MTsqPx68WH2nRVFBbmD1fEjl78Trife1xv+73SS5XOaWed/bl0oP5atXxGulTX11QahnqJ5Zi0jnOFBPQ1E2N4OVG9bstvoZJERgJKqoAzxz/KNdXEo4YWxEvMxK2btyx2V1jjhFXUYy8hHsdPEu9p7E0Mq04QIQRjrrTl4gW7w28GqaG2Vv8AHuHEAxIcyH9dVhebsb/G09LsyqjpwueZPqC/fGj1fE37FPbY6y8Md+U2+LTE9qq8ukYWZB7qdNlVfqy1jyHckL7a5p/Zduy7e3FWApN9LcEwpdSBGwz7n+uut7vt6mr7QKzjl2TkMD31z8yUJ12HRdozsdyte4KXy5yqyccZ+50i+Jvg/Yt10clLV0aMXB4yqOwf119ss/7ulkRnwVJ99NdFfldBFUMCG9s/GlXKMriWmmtzi2/+Be6tk3FqugR6ijRs5jzkD89GtteJy2N/3XUxGM+zF/cHXYku3KbctJItLjGMNgZ1y/4++D0Nupqm6rKsMkWWVl6yda4Zfi+XIA4V8oxWLfdur3EIqlYt851sv9oW5jlDKTy9wPnXNdhuNTbaYTvM2IxyLK2fbVweHPitaK9IqCsqF5t0HPzop4nDdEjK9iFujalTSIxhVsAfI0t294XpprZcU9TghCfbOuiaiitt0oSyMk2RkEH31WU/hNd92bkWG2KKWhRszTFfw/kPudZ5dXDFByyukhsMUsklGKtlJwbQ3nd9wCwWq3STvK3oI/AF+5PwNdGeH37P23tp08Fy3k6V1e+CtOF5Dl/dVfdtWZtDbNBa3G3NpUYqqqlQfWV0gzFT/wDff+Z/sg7++Bo5StS2631l4sVPU3BnPlzX2YBvKf8A7OP4jHseI6/PvXj/ABP/AJBm6m8eB6Y/qzudN4fjw+ae8v0Rqit0kNOq1rGy0+P4NLTqJKyVR/hHSf6nWVDU0tLXGC2UElI0ieZHJLHyqZl+SzP+AD51navq6maCqt0OLnSy5LNl/MBxzaSQ9cSPwgf00RutOfqamaG2yXa88VqkgSPjCkYOGALEZJ9sdknHWvMS8/3Oi3XPBoorfum+03Opmgrf3dUcgJE45X8n7DD+mjTWuzQSpba+sgijqJRV0kSKGIYDLrj2xobWbvu8kMcEFF+742GESpUtMf8Au08eW/zxqHLTWuW1R0VwtcUtQJDN51RkTlyfiKIlwO8YJH56ul9wXYVvtfs+3VrXWB4PrYVBSNZB6iP8A+dRrnXwRV4q7ltCdY6uFZVkjhErFvkHj7dY99DeNPRKYonipBnqOFI4GP8A4VDSH/Q6+VMVVWD1W2epX35VKycf1/jOg/01TfqWom2sv0NSn0dq27NDUMy+W9REiRg5HbZOcY1Jq7jNRVrR3KzU1VGUUxyUCoy5+QQSCDoKYGhfDQ2qLkc8S1KCP8y2tTgSnHG1SjP8slIe/wDTQ9g6CU1fTzTU62bbFU1U06ErJThFK5ySW9h1o5X7htVxMlquCrQ1KOBJDM4VmI7GD/MNKcdNwHJLYVb25U8Sk/8A8MpP+mtUzNPKIhXE568qrbs/kFqFz/kdTtRVW7Du5aW1Vb0EapS0808ojQhcLK2MgErgj20Erdu1tHXPUVyPEwX+C0eZVI+/IEMP8tYwUdroq1Kq4WGkmAHFUlDxR9+5XsxcvzBB1uhv9xt+KPyIqiBTiKKofypeGegkhJjkwP8AENSttglaPs0O5uMK3SmSpoayRI44pwJV4kgd59Qb51GvO3aKz1k1HRVktuVv7Knr/wCJSzD7Kx7T/p9tGbNueWq3BElVZ7hDbI+MK1FVSsBHUuwAXP8Adwfxdr30dGb3PTxvX1U0ArpghggRososf3A+e+z89DRW1uBe9HNm/wDwB2duqWRpba22b1N2ksQHkTt91YdN/ofy1zDvjwo8SNjVc9tvkcgthfMdXCSY2+2T8H8jr9F6ezwTSU1BQVi3WlrU51tPUANHEucFh8ofgL/yxpZ3Rs82mplsSvDfLVUQl3tlWQ9VDEejwz/ap/hb1fYnWzB1Sg7yq/3Kmtfli6Pzj27Sb9qKsWy0SfUUsZIy2Tg/rpnuXhZf66mEl7eJEVSZHK+2utrd4bbO2nQT1u36FWt+WkKopZ4/krj36+x71Q/iRe6zeFBdf3JFJS0FvXkE9nmH/PGvUdJh6frJKeFHIz5M2DyzZzFUbNobjfJrBt+4HhGT58meiftrQnhPJHcltCpPPLK44cf5h+eNWbtLZNZdhW0Nit/n3GoUSqsOSQfzOrbsnhtf6bbc9tl29c6fccseaeteMMkbj2H216JKOBUmcqUnPdiZY/2Y73tWzLuu30UdZcI1Egp5PkfbONXD4V1NHvu2PbJNumkr6c+VUxSRgcD86IeAW6fEO4S1Gzd52GpFTQfw3qpEIVj9x8HrV+bd2fa7O0tTTUkaTznlKyjBJ1iz5Gm4y3fqHBWtS4Bm19j2zb9vSjoKSOIDshVxk69p4SnCL7d69pCg2E5Ufnxs+nanttyr6NZOVpnh8xiPwxs3E/641Ye5b08e7Nu3FwvCvo42LIM8iTxwf8hpF21XUFGbrRSBTT3amlgZAxJV88lY/mCBrOK8fU0dvaSrSM2qlKU/Ps8lbng/1zr1D3ZzEW3tO9JZtzSRXGQqsMiO65xgEtgf6jVsWrdFtmrqakgQjkjnkGzgKuTrlK63qpuu7mmWokUV9APSPYSDB/0wP9dP+07/ADzQWqtFUxqI5BHUPy445+hh9vxAf0Os88d7jIs6SinpblSNUUkqyr2M/bWqCpkp/UgxIueIx0RqvfD27XSKS62+rZFSlq38pgc+ZEQMH9c6c5vOmUSQOvAH3A7Pvn/lrNJU6DQVt98eWqJDHMZwzfb31v3NcZLhRfSwgvzPLlnS7BQvDKapnk4PkhAPbo6Y6OMyxKRKo4n2K4yO/wDy1TSVMJMordthWOCvip6QyuW5OxHQ+dTvBre9LtbZd3rniCy0SzTch2Sy+wOrL3BarXQWm5zTvhpmLHj8DGqhsXh9ctx7ZvVuskhnSsdsADiUjY9sfv8AppikpRqRVUzmq7Vdx3tvODdd+uklWK2R5apDnEXfpUa6l8Ndp3CtsMNfe4PprRTRO8k0owWi+F/XRfZvhNtnbkdILlYUqp6NAoYw9yEfzHPsdPe5dv1e9bdBYopfobfF6jBCMLj7sfnR5cymklwVGDW5Tsdzrvo7m9rovKovMCU0ka4wM9YxrrWyPU0+zLYKs85mpUD59/b7aqSs2XDao7FZaSkxTrVI0hI/GAfc6uS51cdQYaeAcI4wF9sADWXNLVVDIqitqy1zPcKmu8oiNcn7AY0KtNz+p8wu2EBIXJ709b+khtu26p0kSPmhUt+vzqpts19JNVD+LGyBOwD7fnq4tyjZOGWFTbvnsdM8VNMyhlySPvqiPGXfs14oZaeYPN2QByyP10reLHjhuG6XyXZHh3RO0kUvly1ITK5zjiPz1r214O+Kl1s08d2bnVTcirMPw50+ONQqcnQOpvZFK2O8qlRcaSNWdSGQZUkZ1nZXloJxHAp5BsjPXvro7w38E7Vt6B7ff6eP96FmYrMuef5jQq7+B9VuPd8NFaIEoleVWeRR6Vj/AJjj5P2H30zJ1ePGnKXCLhjlNpLkM+Blu3ffq1xM8q26HHmSOcjP91fuf+Wr5EC1kMtHbK5LZaKJitzug91x+KKH4Mh9i3fH7Z61FstkoLNTR7G25MKOloKcT3W4Fu6WH8z8yyHOPsAzH2AJGkjS/TU9vtFR+4IbYiSWGhqqYpDVhTnzW5DDA/BHqBJY/GfnXiniMuuyutorhHpOn6ePTRruMu3b5t2ntb2DbSwW2NoJHoKlvXFMcHLsfcsDksCc9HQ6zWqqFFW3atuxp6esZpKmioICFmAAy0bNgrywSeu89fcj71bf3FaqG8VNglrr1VVZFXbjMJnqQCSzxRqChZfxDpevxYJ1ldLzU3dI4kpaiGllXlFRShqd5k/mlqCwBhgXvo+p8dA5Abjy1p7o0xUUjNLju6024U89LR0tHUMDb6xpBM4hbtY/JTBeUd4AOMYJPvrVBVS2yaonNVNE4ThUyySKakjrAkl/s4F/wKC3Y9taDU1csyrBK000cXFZmcU4jhwMsMZFLT9fiwZHx0MBSc1FPTGN4nMojzJTOkOWkf5algY8UGSc1Epz794JbVab3RFJ1TPsrz01LPXyRrSwMORdldOiQAxGfOmwSM54L3/XWq3X3b01LXUtNFXXG5UpOaVY8IxxkEpFkAH29bZB99QGpJjcEvdXa6BoHjZZqqOcymSFmKTRTVEmAzKCrDAVR6go9OSvU93ijqXg2z4hUz1VMFopYLen1xanMjcHBX+HHjsDrClvU3YOq0t3SDTXdjvd6yW2T1M1FEZKWWniqqWGJzBGsbHjJy8sZYqx7GfbP6602+33K90z3CipvPgV2BlhpYogCpwcmoeQnse+B+mleHcd08i1bWhq6Klmy7yXSrMFbP5csjCo/hRuYhjzI2/E4ChzgEY1Ydd4Kw3S0VFJc98bkq6xkLUswrTTQ004HokWCDgjYYA4bkDjTI4b5YEstbJCzDX0rgPTXqimB9miusZH/wDBARr69VAmXnvFIiHs87pj/wD6QAf56X7JPVSq1BcqmppaqEkT0kNPcJkgkDFZUDRTpGqh1biAPwcT8jRNI4RKY4Ky4OwAbCW66SH/APZUnSmt9w9RPiiSvVv3ZU01U47PBqOpA6+0flsf89ecyW+L/wB5Uz06AeqVJJKdP14yh4f820PuEFDPxNyjglwPw1bzwynr4iqIHH+cg1jR1s0EQqbZdq+28D7VB82AY9lM1O8sUfx1xLflqJEUjfJXUdq411b5q0L/AIpUhMDqp/m5oxhk7x0Qv5A60T3qyxTU1JHcKWrFxlMUaxOsFQGClvXC/oYYHvge4xrBbnWUSvXyW6MoxPm1VrlWLzG+T5keYmJ9v4yxNqFS3XasLES0iW5jHIBWRUyNBPEWzxmgC9ZwCSqlCVzy9tRx7hRd7BpDOsMtDRyuVIBmpeD4K5zlos84/bpoyw6zg6+0F/uVCyxT8rjRzj+DFJIGmz3/AGU3SzD/AAtxcY7LfA6218N0t1NVTU60J6MAmnJhjJ64CVcvTORg8WBU5AwRnG6qYOZorgrKX9dR5sfqU/DTxqcEZAxPET3gnGFJpxvkrUhs2VW3yK33cXyj/d1wSZp4VkgDgQscRryU4lYAEnvr2/UNumx09OiXi3XGWvqa188HXnUGZceuJhgrj2Kn0jrr4ISSvulDLDKlZURPBHgSBvOCRAniWA6qID8OuHTl6gPVxzue9rfVTWy1S2qZa2urIo6r1FKeBCcfULPjj2v4MdtniR02CqTeyBVReqzRQUlXcVNzoooIrvMuXKSH6W4lR3DJyAMdQvtyxno5GPaq/EXwipdzVMm5drhqGsz9LdbdJ6eP39Pw4zn7MOx+ds33bVTBfJazcBlqZ6YhKSZYVlaeM8cCmC/xI6jpSc5U9knidQo7jW7jmhkigih3EsUkdOvnMwr44vxQVIKKY5QP5ioClgASCRrZ0nV5OkmsmMDLjhnjpnwUj4S778MvDC+Vnh+m3aiO+KSyVUoyKo+/pY6uLZ/im27r3NYTsm60E0S8jLUxYj/LB+dV3vnwm294o+RfrO8lFVifynfhwnoqhW9asPdWB6I/Q66P2ztf9zWymp5pzPLDEkZmb8T4AHZ17KHWYuphrj83f6HCydNLDOnx2NFDYqeAmUxIJpDl2AwTqcIlj9lxokKVGbBJH21Du9XS2egerqzhU9h8sfgD7k6KKQuTBt+vds29QrW18uAzBVVe2Y/kNe1z54w+Ktfbrl+7rXLHLeDhpFwJI7ZF7hWA93b2/LOva2wwSkrM7nTooK9xSWuWOojZZZTKvIqMc14YBA+MlAe/v+ek7Z0Mt6q56C5LKrMJ+PTFllHJsf56sXexPnPUQRvIZohO+XAKoMZx9yz8D17cWx1pberjt/lXFEVHd5XZgwy8nMlTjHth179jwOu4nsYkMVfDFQ1cQSnjDRIrwyex4n/n7H/MahWmsrRVJSJUyJFMzy+gAEEpkjv3wwGQPtqDuK8w7mt9vu0ED0SPI9EsiyZPJcMuV9xlQT+oOg1TdXMKzCVVjRgB/D7THXv+oH/e6Pzqkr5Cui0LN4jX2z1sySwPMzxoSSRhgWBb9DrpHbl8oLi8csDNJFKhl69lHx7/AD2etcXS3t6Y080/GSMxo7NxIOMk4Ue3z7/+urF2h4y0+10ajroJJFUK6tjGAfn9Rkj+mk5cLlwGpHVDxsM+TMwRSDkNnkOi2P8AM62M8tS8jUdIzoB0wBPE947/AKH/AD0G2nuGlvFtpryOTfUoHjHXrXyycj9OidMFTe4KCBIkZREwy7A5zluI/wBFb7++sLi1sMTQp7z2xd75QpbIauopS75kIwSyn8/gf+em3YlDBsO0fQVKB2Y8jMAPt0Dova1pa2Rbgzo4kIBxk4Y9Y/5n+g0YqbHBcgBHLHwBIHEH1EDJ9vnsD+mhbbWlhquSFWVlunWKSmhjLynLOwOMamw/SwQh5TEIYzkL7cj/ANdfKnbMylYFJiaJeRDDoe3Wf+8y/wCWhU9umqawU8k4eGmy2MkZPsAf0GDqtKfBEzZUTJNcUnlRAFYiJGU5XH/5GjMrSvAymIHIBXB+D7Y/U6W7LDLX1ctfG7mCIlMZLZx8fkft186YKerVHEKyMvHLdqFOPYj8/sP6nVPksRvFSjrazarrSzOxTsj2OB85/wA9V7svwnk3xtmK+WLcM1uuK84pYpAWjLDrJx32NXBvCigrqF6eaP0TKR0oAI9uQJP9P6HUHwXp4bbbLjTKxSKKpDLkjBz7n8/w/wCumaqh5Qat7i/sD9mm3bcuRv25K2mqp8ZRETiqvntyT7nrVjQwU1PVtHTyKhb0DA9wB8/n2NFL5eqWjo/ODkhlKgg5zkAE4/qdIk+5J3r/AP3fAjL2mGOWUHB0mTlk3kMpLZA3f1lvN5uphskLiSlhaSSY9DofJOttnWs23YKeokphWXuvMdJR0+fxzN0qkj2UdszfABP5aMG/y3i7S2KhCJTU0a/WSKcl2IBCZ+2ACR+ehdZfoqCluO/pZYIoKORrHY3qJfKgFSWKT1Ekp6jUN/CDH24SHvkBrzvi3VSn/wCPHhcnX6LCoL4r5fBJlscVYazYVHeJPPoo/wB4XWSAwx1V0q2OQsazZAjBAAf2UKArchyXLZ255JqgbT3TfLbWSBpPooKmRHmJhYBvKfCmTyzhScFgwYFsg4DXnwuktlfajT72a6w1hNRK4o40lMpAD1ETofLRWZj0Y2b+J1J7ZYdyWvZxmtlv3Ra4q212a3SSfTAlI6c5AWUcRyMjMCq4IOSxHevNS06qs6EU2ro31246iovNNW0DoEpZJVokZ+JqZFBEs0jfy06fJ/nYY+wIpZJKppZXqCY+P7wrK6rTClfcVMqfbAPkwe2AGbsctRkpqjl9PS2+EVdUVpVgf8CFRyjpsD2hhUc5cEcmGO/dZZYSCOK1ymoiZmnhq5vUaiRc+ZcJQOnxj+EgHEtxxxXi6jSSKknJmU1RDTRNE0XCKB1leGojaZllbHCSpVPVNUOf7OnXsZ/7oWPcfKjjqYLrFJUSYVqqCWXJEj4CNWPCcyzEkBKaH0jI6/ARvoEjWj/eIrPpnCGoWZiGFvgcdyE9h6uQdlsHiGVVX0kuFsl0stZBLcJq6CjhoEaSciQmWEMzLwhz6ubYYPORyJJUY7xLSVotQkzd4Ubc2ju7cVdFv/b0dyvltEcIhucjVEVM8Kqp8uB5JIoucZgm9Pq5SvkkjOmrxy2bRCx27ctppaejksrtTuUiURrTTlQ3JccSqyJBJ2Meg/fVXbfvNTtbc1t39RWGso7Fcp5Vjmk8uOKaKMM7LHGiBnP0/mv5jEmSSPA5Agjp66W637hs1Taq0LPR3CnaF+JyGR1xkH9D0daWnwxL8srOYa8VG4bNHcbVRXC5XK2k1XmNJLUiGVcrNAzIYKCFyC8ckcfrzkFGI1fXhZuin3Zs+krIpjJLTqsE3L8WQoZCfzaNkb/xa51oauyW26XHaW8769Rc7XU+VLbKC1Ncq+aVSQ0qxESRxxy+mbkYSeUrEOMatDwNsu5LPeqySn2tfLbtyojlCSXnyYZmxLzhVIkdmKr5kw5MEPEqMekDVaGlwFKl3NHi1t6S1bshuNDQxSi9+um5Qq4+tjCmSH1ekebHGrd/MBHu2l1/Enw5t+75ovE6Ta9OooxTQ2aFhda535ZUGmgR3TA5YHHvl/TV/wC5ds7f3hansu5bZHXUTOshikJGGX2YFSCD7+x9iR86x27tba+0KMW7au3rdaKYf8KipkhVvzbiByP5nJ1SxwvVL37+wLyScdJSr7t8MZVMVu8JfFCip5OxJa9o3uiQ/Y8YYl5f1Uj8tCae97BvF0NptW+ES7qpUW7cNHJbLmrE9JGQlPUj4zxRyfk66RJAOfnQy+2Gw7noXtm4rRR3Okf3gq4FlT9QGBAP5++hksfo/wA/4JGUkUNcKC7WN1rLiJKVuYjiuXmqpX2wpqo0445HqOphIJPu59vG6VFrrZ6htvU9wmih8utgWMw1BjLD+KIkLI5ypHmxcicEdcW4ul32BeNj/wDvfw6mq623RqVrNvVE3m8ovk0kkmSrAf8ABdjG49I8s+ogEslr3bY4Nx+H1XSUFZTOtRHbqqIikd89GNWHOmkyjKQOgVdGRuitfDVfQbGVsBDeFrrbkv0NLdTSyRqEuMlI/NpMcmgGRwrY1UgngzNg+hshiJpmKxQ0sKNNBIpmoxSOGYAe8lFIR6sZ9VOQTg4AKtGNArvu2nkrFon21LT3OonYXijnBFvYgnErSj+zYuAoYdhm9yBzO3kbcjTRJUVlonn4TU8r4mp5vfi5/kmHZSYdSA4bsg6pRSXAxrcJclfyTC8dTTVRaelejcIJGGcy0xJPlzDkOcJJVwT+IMeUR77+40qaBK2maluFP9Y9M8KywtEPUauKJu+I4/xYj2oBYcQQTvGZM9i4xVeZiUHltXqpx5qD/h1qE4YdcixIySEZg2VdpbZFUz2mz2m+RNIVq6m1QCkuHmHs/VUr+rzAvyHdmJzxQavSqsF2ghZNxT3MtdYVVbpSYWrp1k5JOhBIZSfdWGSrdEdqceoaN7atdrrKibe0VeLjVXZAFqFUJHFCPaNEUkL7DkSSxYdnAVVp7dVmgrKiS37OrZ6CiqVKtTrba16qlRzl6dYozGhiLAFS0wCnIVWGmHbm4p/Drb9DsC2QU1JNTB2Rr3ULNWKJJGk5Lb6FOTJljjk8OBgEk9kFhpNJ/wDRJb8G3xT27/sfcJfFWxxSfTcFj3JRxLlZ6dfw1aqP+LEM5I/FHkHtRp22hfKe60kUMc0cytGstPKjBlliIyCCPcYIIP2xqtt17p3FT29a67368UsVRlVlnmtlngcYwwihqebnP2cv7/i99K/hpuCjslY22rBdoJaekQVlpjWspql4olAWWJnp2MZAfLAAKAsnHGF1u6PLLp2pXxs/t/H7C8mL4sHFnRN2q6G1UktfcJhFBAOTMf8AkPudcuftG/tBSbHpWit9P9TuSsiP7voGHpoIz/xpR/8AMPwp71J/aD/aVtu07YlU89P++KkmC02gyBxBIGKtV1HHOArA8V/LP6cn1N9qIZP35u9aa63a5Tv+8DUsfMET9pKSMrnJ9PX4ca9z0eDWlkfH7nnM0tL0rkYNsVt1l2vU7grIqimuNZP5lQ7rzkZ2YZLcu/UAD3/TrXtH9h7W3bKtMm09v3e90VVH9RM0bgx0UmCpRZXwGzxX74Bxr2ug5xT5/UQkwRb9z0l8h8iulgp6qBeAPlK5xggkkH2GfcE946xllL3ra5uNgpxQ0EpngjEaeXGoIHeFJHZLO5iDHHrYnpeJ1XFxopjU/UVFI6VMcrpLGrlmR1YKwJ7GQTjH3ZRnLLzsDwt3dbq6v/2QulwSnpayjZYJpJCAGEfIesEFeQRIw/eMqw/CANco6d0ZgHs+yi72yrssswhqIp1roZcg4cewyfkcvY9APk6Cbltc9nuEltnXylKlDE75HPvHE4yUAX0kjPEopAOcWFbbHFtzd4a6xPFQVVQGqJcIh8ly0b4JHFSkkcjDA/D2fwLydfFDYcdZbi8dFVT3KxSxZIp0zPTgoCQmCei0UpXPo4yKSRHodemX0ZdWc9221VkscgqAQqRmeN2csF4nofbvrrvoE/OpVVbaeWkMiVrSzQJ6pAuTIvIKBk++Wf39+tXfurw1qqGNo7bSh4aylneFuC8xJ5U6qSMfhBiCjOB6lIzyGqfp5KWkos1FOTT1USU5lPWSHMpKMPwjMeSB/Kp9s6OM9XBa25L08Cdx42xbrVVskHkRIWl76OWLg++OgRjH9NXAK5o6GRHBdmiiLuCThsznOT8Aqeuz+muSNtN+76aZLbMlTilqQcTSJwQwTAt0fUB6j17HIOcEC9rLuyG4zCgqcCphqXUjJbpTGOK4xyYfUtkD1BR2ADrNkx72glItWl3I9PXTiFCPLnlDRtJ04Amwfvn0/r9s6Yrfu+FnpkeEAvIxYuGfgrTAZIxnGEPvj8wOjqq4ZqmR38ieR6hI/wDeOBR/L5U7Fg/uUAkkAyeI7Azk50TmFatSOTMKmKn81sEq+MykZAOF9jjrv76RKCDUi1X3VI059CuhmKF29IbBkkI6z8RqP/vsfX3almUwU4mEjsyO0SlWbiSCePbdcXBzgYGl9LlNPVBTScGaecFSziVlCuMYfLHrvCr+nvr6YqtoKyKIOalaKaUQtEwMfoqD+Dov2Qckk59gT1pWigtQUtN1KKppWIln7Yc+KLnGD317t1/3dHrU/wBT/EZAPSGUuo5IAPyzk8ce3y/6jVdy/vD6irpsSOJWQI/KMrwJqQSCRj+UHA+wPtqwLVUpFDHGJVmPNo3j5KDwRpWB/h/hHKNB6ujjHZ1JpUWnZ9vc0CQPD5SYbJRiDlPgjJ/CMggZx7N1rdYKejsVpeRl8lpGDyEIDzYjHaj8PwMjr30A3HVvyjkjLNInE+WC3qOSqqDnvJjbo5Bz+H3yGk3NPuiKShtpjeJAIuYB+3LI6U/hwT0QCfz0Ki6Cckfd/bgM0kdLBUeXVSyjywXCqqfMhPtgdkjo94xkaA7YW/7lu0ls8PoWmWKZjWX+qytNB98Fhhj0SFUH88aVpto3/fW84bJRjy7PbquNb1UMjo5i7kESFslS0a98f72Rq/JbhbaTaMln2/RpTUiNHQU3lJwjZX5A4/QDB+dL6nKunxtrlIZhh8WSQnwQHZWyaua3SPU3C4VC09G7j11NXUSCKEkfHJ3TI/lBPwNHd5V1Z4c7ZoNrx0l0tVnt0dOibip0p6qlZsYdJ6bzBUdsSTwjYfPIYI16qjp03Vapq0D6DatFU3+bIyvnCMwwAj5AEk7/AH5Ih+NI0lwvVduimvtRBc6esqiGojd7a9ZboUY5BWWenjdj2CEjqsADoDXh8uXW3KW98nolDdKPYa57ONsW7b1z8LobVeprjKtJVrIXpzcZuJxOhXMceP4hLcCGBz6iozr8q6fXtLd4IlvCTRVNTTrN5sMNYRinh54HJIFBlZgOnDPjoaYLvXPHZ6MVLNBU3Kc1dSckNFGqmaU9YIwi8M/dhoGtLWXGSG3LK0Vbc5SKqZWy0clRl5WB9uUVOgQH5KgH8WuZLIpboeotcsESbk23SJWcLpTyXRqZqSkpi/8AHeGXtpAg7IfIc4yCeA91Gos1y3hHVTWN7bQsKzyqSWrilKmOQIC1MBghkjB9cgKgKGwveVNXBKaruS3GgtkMkqsr0oKf2MaZio4B8qCxdz+Qf+6MaNyU0q2auttmuCwJR0c1P9e6BzwTD1M5UdFpZiqn7Enr0kaXaewaBUtgRRM8d3uzWwQ/XVtJHIxLoqlY3BY/wpZiCVVCiqoDdMMgJWXTYVxv1vI2+N4XKhj8v91bVtrV00MYAC0Qn4rT09Mo/GDKhcj1DHRZvBLw52H4k0dw3Bv9Lnui8Q1fqpb1VvLS00LdxrHSjEQQENH6lYh4XAPWuhqC3W2zUkdDbKCno6dRhI4IhGv+QGNboQUabd/oZpZXwU1WWDxz8T6SiS92Da+xbVDUQ1kVNVP+9rlEyMePURSniYDBUq8uMkHrI1bO2rIdu7et1h+umrP3dSx0wqJgA8vBQvIgdDOPYamvcKFa9bU1ZCKxozMKfmPM8sEAtx98ZI/zH31vwdHLLeyVClEwCEkenJHtoZe9y7Z20nnbjv8AbrVHx5l6qoSLCj5wTkj9AdQfEiy3a/7FvNtsNfPRXQ0/n0M0MhRlqImEkYJHZUsgVh8qWHzrmLa9l2XSQQbzvsFKIZWWctPK4l4MVMwmmL85DlwwUYUFXXDFTgdSjHUw4Y/iOi7Lt+0PsmFvJ2va79uqRWxJ+7aRII1X4cTVjwxuv/dY6i03j6lQ/NvDTdi0yeqaopvobiIE/vPHQ1M8w/pGdKz7r8P9oXP95WD6KptlWFpY2o/LEUkxyUWCViI5X6YFI2Zv4i+n0602re2yNqRUN53JNZrM0EVXA8jvEKugQyf7vDU8fXHI0bBFRxzJU4yTjSlmeRbRGPBGPcuTau+9s70phU2C5xzgkjHYbI9xxOGBHWVIDDIyBo4yn3zqiK2WA7Sh8W7NFW0tbTGeOeaopZKZ7jBAHeCZ0kVWLejgHwCVkcHIIxfcfKSJHI/EoJ1TTqwHGnRq44wc6qPc9g+g3nX2uikNPBfDBVgxYRo5JuaMykjAYTw0zgkfzv8AfVxcdV1vpoqnf+1LFF66usqknZFPa0tKHmlkP+HzWpk/VxqR3tFx2aZXVwqtqQ2qkp7Zfa243pWAkyslyn/iviWKchW9IBIKyYBRAuehgfSs9PK6fQiRipopaZnLLLGO/pmbrkrL6qeTOf5cjCnTFum4Ptfctw27uHfklspDP9XTx0dr5VldS1DuVjMo8w5STkgdEUjCZOWzqKbVT1e3qmogtlwpJ9tr5D01W5NVV2ljlJnDMzc42DlXJH4H6weqSrY0OSasEGOCnKxyGtrbPcGSojqaWJnqoSMr5yoisfNjyUkwpDq2SArMVYKuE3xILzCKLdclEAkdzs0y0l4pUzyAKk4ljzklMkE+0Uh1Ctlrr7qauCSwwX6GOVJaiCOralqUn48hVUr9cWdMMwDq3LOey2okjWqaqqqaS40NdWWyPzZ1vtRLZL1b4/8A5stRDwZ4uwPNUIpVcAv22jS2tASdujZe7uhjSlul23LPTDGXutQdvUwA9PGX0rXO3xlIzEx6JGhUe4/9lqZYrXt6rtu36gyM7WG0w2yPzsZzyqpElmJA7mRSDkHmCdZU8VFUQSXa2XSQ0MaGaSo21SxrBJGPcyXat5GZB3/Fp+DjvLa0PDPuOmmi2jt9UNajRreKeKW5Tsx9njuNWywkjGOSNP8Aop9iTXD4KS7goXW+XSvhu23dnV9CiyLLXXCilWSuliIIHOrqV4uh7J4+ay46GdC9yVtTFJ+/Jdz2O4XSiMc9MZdz+e6FWBKBjQRZ5Rl0I8zB5nPwdFJbpLfEZd4eL9FAS0sDW63ujzBlbgypBD6nCsDkP549XxodabnYpRJtSxw3O5TWhRBDDJd7ua1YwvTCgtwZYo1xgExRx4A9Pvq8a0vdcBy23QqeJng/t3xGv1r3MbhRUFtu8Uc1XPJTGdyyjKGNVB5SFcp746HRzpm294X+GW37k97tezKKurw4C3C9IJpFA9vLhX0RqCBgDJHWQNS9p1EldZ7ztRopkrLTMKyihqlmSXynJYI3nIjnEgkTOPYgZzrfSXF6qaOriPOGWJXjAHZZxkdAAAnHpBGG74qT3r1nhnUyni+E38v7HD8QwqM/iLuGJJKq6UoN9qXm4sVWnbAp1APp4xphPb9SPnXtRaKsp6jEkEI4SDAAY5ZhjIUnJLD+ZTyI/upr2ujRzrRyRcae6W6+XKhqaNoayimaNkDCSMIheLCtxzjlLCqNkZDucZK4EbbkkkuP1NGfOegQVKqw9XmeaxUnBHSqYx0MekDTl4zUFHaN2Hz7bFSw19vp6edfL/hDyauNgiMoBdESFVBGAQiN3nOg+3bHS0Hh/dLo0H/vG6SxwUioXjYxQu7MV7H8T+EhUe7eYmPUw16JSuKZkoeL9eqWSzo9fHDVVVPVRpEGwJJRJGFbiQue2hgfPwSfbJyY/wDalAaFqWKop5XoKdrfIyoWjnZGKAqh918mWSPHyGPuTqtLf+8LldLbaqcJm2yLO+FBVii8QVb4WQIVHxyAzjONAq+grayu4UgkkppZ1mRfMUHIqViyRgdgDHt/N86H4cWQvL/2sR3uvtyUtarTSQxMzUtOCIqunMaJjlx5Emnz2Qqrw+7aSq+3UUN1uu25qSRoWdam3Gnb+EsUjMwETnJKjihToEqrMxABGqls8ztW080jSVKDzGki+oJV4s5ZOiM5LHIAPQb76bqy/cxT3Krklq2Do5Zhw5ykq7v17Iqo8a+wAlIB77ixqPBb3JVJcZNsV81PcqeoipagrHVIvcZRuiykYwM8c5XrJKjHDVobbed6eqiMbCaanmlAiA83i5jCJjAJGaaQ8ACqhgeeWxql92TQV8Ilp1eQzU8vlxiXkeSSkJI2CPU0heQhv8I9guX3wm8ZpdnyNWXDzWhcERyDKFnQJykcqctjrsDPqJ7wNVOL02iqRdlsv7PeBZ5rW0FSk8pjEzBWdBOZVCjHTFI+hkDHs/eNMMZrGgnhrHgNTT0zKixvgjM9YVU/J9QXJPEjl7H30qWe/bX8S3r22vCgr7TEFjIgSCXjFwXyiIwOXKCNgEc8cHBYn2LW6uElLSLVReaw+kw71MiS1D+fIpRFBwgPCQLyKeoAjP4jmavlBKOkMzTRpJNFQ0dXMsNbM/lschVInZXPZGCEJyMAgk5HtrOO+zUlHV1csCJDUUdSkQbj/FYNUHPlnAzyXGS57XOCSBqBbJIntMcsoaCPyIqc0kNMCGcRoqOVlHJjxldlYKcc3BIYkawuFpEY4VdDTUJWOraYVjrKwaoEsmZGdiqk+ehVmbnxZeiARpaSui1Y73S60NxU1CPBUTLIRIwZ2A9FW3PkFVQSVxjv2bBHY1lVIaIT0qyAcJK5/L7m9IFWVwnFcEKoOSx9se3qFfx7kMtDW1M1wuFZ9TQpFEAJFU8WqA5YezLicE8ysZKFQHXBDbDPJiekpomkaOXk2XVxllkV+KZ4qeMjsHbiScYLE9hKNBK2SNx0rzpVCnlDTrGmEeMr/wAadsFgzEHOT6VOQBgMfw5eGop7na6utmXFRK9U8kfnOHSMSx8Q+SCrDCj2wASMj21HSvrYUiuVXFBVSVkFVTipFA0o4xySZQNwZgvmVDlvMADDHHkAQDsM70UE9RR3Lzabz35Qo6UxkLyOqKVmeN4+LhCVjCkDj85XS5N1pQUYu7Bc1NX0/Cn23ItCtf8A7xVyQr6pTKgDOykBQw5N/O3UY9zjJ2gorjT3OyW+tkjLBHqmhjORH6EX1NgAnkT7DHXRPvpbkutFHNBL5yYFYAzNy95pkcEGf04CVAQANkBiuA2V0a2PWNc7zDI3ZgtiEkKQCZJHJzkDJ9I77JzkknXI8UlKOCvU6HQxvKT77O/0O6pI0qmlrauhs1MKUx+a8ir5xjHmjh6+QXDYB5e6+4yqm3Tcr7adl+IdLHDa1j5Qmmt6xCaPyghgaSOslbkpkAJESD0Erkag3iAVdst0RF3eWv3VVVEaWqpkgqHNMVhZVZJE/wCFFKfU2OvYkAam3i6UNnuVove5rzuG30wqvLU7kWkiij9DEKsyIGJznppGHv8AJGvHztRuJ3I/NTI0GzKHblHPTvdrpU3GorVoPKqa6WojpqSWQSAIXPeRCoJJzg963pUzRQXK6QKJapaNysYP45apwEA/MwIhH55++tdZfrffKsXiyXGmr6QzVciz08iyRny6T04YZBw2plOvkswEeBBeKeLln3WiiVx1/wB1tYG235h8VSIccq0FVI8KtMKNZ6oYIBZKdRBDj8/MZmH/APcOs4KdYKoUso5xUTM1SQMeYKZS7sPuJKiQEj5EhGvlvQClZp0/CbfCp/ItJLIPv35KHXyljJtkkDuBJVQxQK46JM1U75/qsUf+WgaDuhQoa3xT2Jua7T7Hs9suct0p2kNwu9Y8VPTz4E0sJgiBeYKxLr6kANS4yc5Eq6TeIV3pK29b78Q6+ooDDAsVttDm0wmap9axvKmZOKIB6uWT5gz7dtM8T1Ky08bFXrIJ2R1OCJZakwg//Qkff5a+11FJebZSXk7Yrbvt2W41slxjocPOkXAxR4hyHdVOD/D5OOAwpz1ohlySWmIqUcaepiPYNtVfgzvqk3gtJbLdQVxR623UDTTBY1HGeZ55GJnfgXlyEQkQICCxOOq0KyIskbBlYAgg5BB+dciRV2y5aVae3W+rqtwQOFnvtyqw8aGn5PErzTvzXsplSgwCUcggjV9+CG66PdGxKT6WpWU24LSDEgc+UFDReoEhsRsoz8kHTtUpK5CsqSqiwV9JHL31zHvvb8u0t7XXb1MtPFTVMv78tMs7+VFEkpfzV8zy5GTypzI/oUkrUga6b1V/j7ZJZdt0m8aKCeSp25P58gp4DNL9K+FlKooJcphJQoGSYhqJ2qBg9MrKfoNrXFL1TU21Zv8AaF6tHE1TV257bTpxwI4pDPK7VETc8OmXKlAVQYK6daO11sYihqN7QXaaGoE0Nl27QqtDTy8OPltUOX/hj2IBj6yCveClWK2+Ie7oP3btnZm5rnt6WsWszf3+homdSHXLVfOumjZuJyqgdYK99Wo/hh4kbxpRb9+b1p7NaH9M1r2rG9K8qfzRtVk+Yqn2zEsbEdZGrcb+bb36e/uHLJT2dgenx4gXC1+Ge3FFRYduyJJuS5J/8N5iMHFDCf55GkAL/CIpB9T4F3AADAHQ1B2/tyx7Us9LYNuWumt1uooxFBTU8YRI1HwAP9Seyezk6IEDGlza4jwAt92Qrm9xjoKmSzwUs9csTGmiqpWiheXHpV3VWZVJxkhSQPg6pKSL9oCn3ZXb7h8Ids1FbPSpRpAd7uskcCty4IGt5VeTYLershe+hq9Svfzr4Rg+2pCajaav8/8ADRdehz/vnxB8Q4aSiuG4dn33Y9XSiRZaw0qXu2IrAcuf0swZmAHIF1iUd8mxnX3YTXmlv83iDW7gm39QVVEaWkqbX5aLBTOVaTlRr75aNe0eX5yV9tX6w5KVI9+iDqkfEfY03hhWVHit4c5oKMzip3DaokzTsD01bEg/s5FHcqrgSoOwXVTpkXGfliqfvb1KcmlvwCaKm27T1tQtJaor/QQuzQz26R6W+WmJmysMsRIeWJSTxIJycny/dzIuNdbbtPTWpNz3a/09MyTU8c+30nrKaVjxOJnQBGXok8Q46IdvYGt6b08KLtYaO47+Wgt9T5TSw1Es3kVMUykq60s8ZEpb04/hEFlIxkNjVS1m66e6UttWp2HuqvmWpNRHLWUFdLDVU6j8UVI48504rks0USNj8TEEaiUpbpMNbOmWPNR2UV0bQ0Md5usM34b1VM06svfmwFwyFsdgIqggjk6DrSvv0teYJKq/rySiPnNSy2qSQmlxynZ41dopmUDkowUJQ4zkDRa11rnblM81opqu301IkD224Tw00qwoBweFTLIvEpgcZHQEoCSveUev8bLcZXtWz6DcdyAEkTLWRRzxKwBJEUxm8yoPIgFY2kGMcAR0Ux1udrsOdJGaW2x3C4GnobXTzEHjI1TirnXrjx/d9tCwkAKBiSZCB/wzjUyVJ6aSCwyVcVppogSaWqqhCYf8SWy2qMqeu5ZYmHyH+Ye3xdKbalFaN41lRRrEnkxUDVzUEUqrgYjpKRRWz9EAxyFCe/4RGiFXXy222i3tJT7TthkCQwIy2Pzm9yYqelJrS/t6S8Dt8xt7a2afQTZAtdBR2neFFWJu796rXpLQmA2eupVQEc1PmVFRKrepPYBT2fz1FEgt12rrWGcRx1DqqqnpCuef94envHH0j5LHHDQi6U8lrqaS+P8A7YGGgrYKkPVbZvsUDRiUcstKGROi2DKo7I9ic6geM9kv8m+41thZoJKZKqaFagRBzHJxJZQD5npYgKVYAsDjrXU8KlXURi3ymvyMnXRU8DfoNdZeqGiij+pr4o3lUc4pEL8vkLj0l1AOVfAOMDy1/Hr2kGp8EIdxWiVKynnoqjzEmmSIchK5AHXlLgjGW6IxnsD0qPa9VoguWefba4QgePMNKBY7rTpTNySRisHUIpmiRFCox5DJRyoJyECD3B0A3luCels9np6GdEkWBFWWIt5jTmQhGCgnEiww0bqvuTGPuctfjFBHU7mpK2XzsGkgLLOhSYO0s5lYspIkfAYsQOJPMrlSp0u7ye3nbu2rVRuKq4VtNTXGsljPrRTBSU0XB2HR/htIM9ZBHeu5DhGV8kjYNvo7FYKndd8ospXh6W3OgLqqqCS57JVQR+YdUJHqjYlGtCVdNWtNBEzU9RTVkixPxeZE8iSSIZ9wB5SMG/xAge2bNorsu67ntTaKzrBRW2ijaaUYHlSSBgsiJ2MxiCodT8NUv7ctMu9NqUVlstuWOhmp7jX0EbpDE3Lyi5p5WhHziKimkjHR6i/U6pTp0+4Rz5PbRR1shpkkjp0jEChJVxGJJqoHHWR7Dv8AI9ewBK60stPVF2mkNNFJUookKhVMZRV4jI7wcnHeCT8DDbe7Jd6elqLt5NPJLTxy+XE0ZZCY15hg/XbSS1SggdGJh8nAuena70s68ZKiljqzGknkICYOcmQo5H4kgfAOetMtMgArJ0FGs4Tu2hfLjX8RwzO4OfYjLj2x6fz1O8N9tXDe0y2KCCmh+kYO1Q7EpEpUlvMA91wwIPuCrDoHQC41dBcJKlUnqh/HRIlj4zEIrJxUksvMEZ/L2yR7aafD7f8APtqM0xq/KpaoRCSQyDnAYklRWAK5/BOcEEfkTnjqpXWxDofwv2GfD0Ve6N00Vro6uC3tQRrDSPLNGCioxMYI45/htxwcK0vHAwVZaGmnqLFDc05xTNcnnp6eojRA8vmr5Id26/kDBVwTycg+rSjtPxJ2ruYI17lghac+WYOPKmSSUSygKVVeubKOgcEjKo3Ztuy7hsVGJKa2eQUasFVhSyo7RpTMVKonXTt7cl6b74XFNyTtoNC3sfcFNHR3ezmpjSoQ0fmzuw4xqod0PrRuIKxlew+OvUDyLTpKOlmuX74pEjqIZOXP6mqDDy4AVAUrghiKZ1xyByCcEejXO+/ty1m3PEMVFrMUsUtFSrWUyoArPCQvryzDmCMhyW/F7qCCbjsu56Lc9bTXS23GSaOuEo8+pqOTKj1hULIvHKe5biA47GfbOiljrcvUidc4K+0PTwmjq46qxpM8eMsk8SyKvmelVdVAgZSy8cknokHQqy3GrpKPz7nKaum89Yo6qaYJHFFFhGHEqvq8sFuiSMDIOMadpWh8l6We5w1Ey4mZ50SQQYRAQwk6OTNLhVBACkll/AQkd8Spr/pLhSJFbrhEVjQRcPLMnB8IB6fSZA3ZVRjp2x2u/VBUaYtxbVkjtVHW1EUYimenciWSIStI8bhWVZVCNymlUAlS3ld4AzrfTbzjuF3o54pPPpKuN6uaJslopCac+jmzqGXPa4DABmJPZ0JvlqpLiP3lLEz1SstO0jBY1mj4xsxZSQcfxAD0R6Rjlg4XKLbttSSCKvnaKirKSIYWdmjgjaSB1VQuCQnEkAgceHQGciNJ8lqw3dN3TXH6OC2yLLcYSiqIVaNmYRQKqsS7ZBKxKT0fbrIObD8DLjR1F1udJSM+KalpkYPjkpJkb7D759vbGqmrNtbeorfMrGjqUgYea6gqs0EcIleJypyc+XMuCCDkAsMk6Z/2bJIaPeV9o4qjzUkSNixLZZlZ+THkSTkup9z+p1xPGkngTXZo6Ph7/u0/QtutpbhUWKxm0tWRX2C97hlopaaWCJUT6qoL82lhlxmLocVyc4zgnW/b10vd9pJNu71SoqBfKMGBnuKVHlRunIOR5CASfGBkADpu9M239q2fdNFWUt3+tR7TdqryHpK6ekcCZI5W9ULqSCZfYn41C3hs6LZNNbdw7Us+47xJR1yGqpkuU9dMaco4PlpUzFQAzKTxIyB84GvE5JN2k9/f1/wdqMop7oE3ino6CKntVDSRU0Fptk9AvAAebwhHrIAADEHvW4/xIqhY2XLXi6Afr9Eqj/XQmK+Puyko9y/uC5Wu33ZqxKNq4Qh5waYLyAhkcKCwbHIgniTjRgVKqBVuwWJLxRVchPxHURcn/wBOI/rrFJSUvNyPXCoiQ8mo3eNuR+qpOv1pqjGvtM+YqNlIKxy212/QCYH/APcDrTb5RRQSpPlTBHQ1UpPwIJmhcf1y+viJLS2+qtwBkmp6eRAqqS0k1HUmR1VR7kxmXGNBvYT9TdHHdqlVjstDNVVtNRxVqQxleTLHWsGAJwCfQes/fRnb9RDTTVI8Nd7ChahVqiv2tuNGAgQnLMrNienGc+smWL+6vzoBTU1PKguyUzXaggeR6a97aqGW62nzHMjQTwZJkjViT6eWT35a/i1B3tcaC8W6muG4LvNuegtEyyrVjawj+liLKHnaqkjdVdV7IThnj7a1YoadhE3qZt3Rvqjusg3JUT7QtUK8YmvFDSpcpCc9GK4VAjpYzn0gYn+2B7aCeCe5H2t4o1dknW5w0F8XzoP3hTLFJNFK5aOT0Rxxt5c5mQsihSKuP4QabqGfa1LWm4bQ2veL7e4o5IEusiyAgsuVDVUvYjblgNGHVc5wBnVabqF7DLdZbNWpXbfmjNxuMlbU1UlMJcczIWAp1RGKsFiZieA9I7w6E1O41RUsTSOvSPsNfPbQnZO54t37Wt99EXkTzR8KqAnJp6lCUmiJ+SsiuufnGfY6NNx/LSWqdCU/UweRYomnmdUjQFmdjgKPkk/Gq+vHjz4ZW+Waltl9bcVXTnEkFhgav8v783iBjTHzyYY0rftL7SguNvtW5Z6eOqoop0t1ypp4/NhaN5Fkp5WQ5DcKlIgQR2srg9aWtp7Ut12prRT3bZUNHQVoleg/escNTHMFIk5R0cbmlgHrbgOBbCEkL1pq0xhqYUYagxL+0Nu3dfOHww8PkqwW8sVdROapEfOOJFODEG+SjzKdQDvn9pGoD1HHZYihmWmk8q3kcZWIVVZf3gWDEsBjr+g0yVsu3457jt/fl3WWBIwaeKrnEcElK4wVEQwjBWU5BUgZGk2fxXtdr2bDt+k2tfr2Hd7VbZqSlENK5VmWH/eJ2SJQCjDPIsBGWxoVkc9oRv8AYasaju2HpfFLxZ2W1Md7bRpLtBJFNUVFTYyxEKR8c5p3LOMKSSVkkOAfTgZ1am0t3WTetpS8WOqWaFsZwexkAj+hBBB/P+mqnslb4vVviBti377t1i2vTqjVsSUk0lwmq3RSrwtMREkR9QYhVkyCMMe8TtiwLtTx3vm1bUqJbbhap7k8UYwkDJUxCLodLyM9UP0jH21Phvh1f0Ack90XHxz8a11FPT1VPLS1MKSwzI0ciOMq6kYII+xBI1uMij7awLgnoaVutynuUR4MUbbW3tevDG6xJVLY2cWqaZA7pTRlPJwx7DCnmp0OPcx6I3/zdzXW6VENQyS36o/2dt8qthoaWM5qqhT/ACnpgv5xq38x1nuBRbfGWW9xKAP3XO0neMlYBnP+UY/y0Lsb18dLU1NPMFlt1JTWO3Mw9ENRUHzJpT98K0LfpyHzo8k1Kd/YbjjSsTrv4YbT/eYqNv7coY6cNUw0VAz/AEdJS0dOuJqmeSJDLJiT08SxUlh0O2Hts7G3fe6b6yy7YZaWsiAjlqJhZaAoVGGEMPmVUg+eMkhVvsmm+akiu0lJtS1Ruq36QW+Pv1w2ek7nlJ9/W5CE/LyxnsZ1cMwjo6FyFEcNPETgeyoq/wDQDVyyuKV7t+pUttkUjt7w4s0VLTVN63w1b9afLSi23TC1UrLwY+plZqpxiNvxzlCT+AZ0Wh2vSy1QbwoSz7erLJUGC4T11FJMAHjR1JVJEM/pJXDSqoLluygBDU12se2Gty326UlDDEKZFedwqgtHVBR39/Lb/LWNss9p8Q4N03W2WPae6aeO8RpRm8xrLTMy0kPPypeEnlt2QSEb2xoPiTlJ3wl+HNfYOUIxXO4XrRuuoi3LYt2X613dJbC9VTtbLbLSxZjL+4kqJvVkDoEe4z8arjxHp3n31YmMsiQ1dJWRyCCLk8n9kVQ9McZPuuD79jOdOGyqY09wvlVT7ThsFMLDWBKKnmEsDshI8yPscQcAFSifynHfSn4lU0bXvbtLxjYeXVLhkZwwCICOKgls5HQ/9Dv8Menqoe/QV1Ef7Ml9DOGUJHG8dtNdTyIWhDwGqMo5luY5MA/Un8pCLkgeyjXtbrRSijqV/wB3jZ6hy0oNNJIXKhgQQCqk8/Mb0kIORxknk3te7TVHmfsc++L9LT2gW+4tcKl4bbK1JJCFbMS8SvNl6b0IZUKZPfFcnix1XcdI9fWtUwR+dKz04CwhyoiglVuEQB9XIKYwB0XBAz1m+L7Z23JQVNBX0jGlqIRA/lKFdGRjghG/Dw4Er6mK8ePqXzm1Rj2q87K3BBQ1lLUCnmkYJUwqGRsAiN+J7KEcV4r6yuQCJB12oS2owtUS9iXOO270pXNYI4TSrTTycB2F5Birk4KlaksO++P5DVrbt3nNUeJv1UTu8dttbyPCThoqs2OSJkC5K+lzxIwckADPtqmaykpqeqgvdGxSKOpRJ4zKCOBbmThQEZVVmXkAqk1C4XIJ1v3Pu1m3JXVkFVie4Q0dQ0XuHMlJHIxOGyQwzk/c6JxUnZaLU8QbebPsGStgEb1dQaKKESyEAlzI8SHrJzKbhkZ6BT4Oku+bdqtq7EszJVFp661S3kSmUNmnlaOBG9J9PFTRtnHup9xqy7fTWq9eFdme8TxQxU1/4SSsxMUcscFAzZJAwFTzzjl/Mx+dSd67as9TbU2nPMRXW/axtMK5AIkp5ImBIyOKk0KpnBJNQgGkxklt9QqOTLFRlIRK4ZnZhh1IDIGA7Dn0qUJyMnAIGcerUiWzinbMueUuY3ARgnpx6AX+cEZDY6HxhwDM8FBbaWGkdwAQEDhgwjRgc/KkjiQfgEE4KjB1NpLlTUolpmp1KinLjmGwwJ5KzqSpKZU4ZTH6hnkowi6ChcokutJFFTUNXVQsWQoR6gwwAriNhhSRgp5gUgcSB7Zlybh37aZglDeRCWaSoZWWnqJCzAhhwQEBSAcg4XDNkYJJN1Etrp3kWemARgzQRv5QNQzj3bzV4qOzgxoxH98++swJZaeMT0qwiqTy40jppRGT8Kpfk0kmcDEfDPwRnU55LVEvw8moa2oVL/C71sHmkc3d5JCy4I4rnlhgg9IPEgAFc4N4W7Yl9e1Nedp1zRyZlbjTU5TkY0kDqxGF8zIcB+PNeCAsD3rneukgguUU1J5kc0JMkdQDxAkAPLoluOO+izYx62ce10bF8UKy5WistlUY/rPo5kMckpGR5byZGSAWPN2APv6AFYsdKyptWgl6DrZtxNb9w1Nl3nRzW6sYMOD+WByMkZJViuFQBHPL0kHpsMOp1Pf4KqlCTJBCOFEY0OePPy4ebOJOiDjokHOco2cERKi50d1WoobzRw3CnM08hgqIzHSoqeXxVwzZPH6iQYyg9WQB3oZBtyxGpkp7XX1FPTU5eQSSP5irwrYouSk4OHCrnH95gMZHHPV8hJ0OFPPQfu+m3OqJHLU0NQ0h8x2Ro4xkJiQngwMRxnBOVIznJ9eNpwVCVtuSuhjqaVFjjKSKVkZUfJJ4jg5MYHXEksB2DjSe0FW9uFAKuN0np6imgMRUCTzVcI3DORmQsMEkDiPnsmancD0s0NRFa6GCmatmaCRyHVYvKnYFEyCx4SdZwPSMjrsJRfYJM8u3ZaBIYK3cZqI2qWUwE8VZVnaSZXKFWC+WWBQlRgnA6U62eF93lovE+kjrqVqWWeneKQAEISzsQMH8J5RHIPfffeRr7UXESu89LHwmWGolt8cVEFVmmkqOHEllIVxOmDhR6yMrgHSDc9xxWLf9PeUnRYEqYJYo1kBKKJJi2APf0g/f2HfeuT4nieTp5L8fyNvRz05Uztmz3aDbs24a+pglkhjjgrmSLHIr2jt2QOgo+fZdC774rbiFLVtbdrNRLRtGk0s9UjyrI2XjQRBSrB0C98uvMH21IoKmmqKu3y1HqorvE9tqCD0olXMZP/jUIPzl0K3JZNiWuz19nt+6qm67jp2jnhiasasqUqIWVo0eKIERKSgU5VRg68LJbtHcaipXIkX5aKmtdoW3RxpaaZVqaOOJAEjKjPpA+8Dzn8+I0Ko6V66hqrLHh6mSknpowzdNVUkpmjz9gQAP+6moFltPiNNebDs67varRtp6WSppjHQyzVYihwPImdnWOnIV1X8LHBAz2SPUNZXUc0Vd19fShZZFGeLVFL6JcD3KtCFYf3uB/vayShKPzOzTFp3RKiqKa4VaDmAldghnXryqyMcXI/wzJjB+XbWuJ2aBdx19LuCkpaeRSbtZQJ57XXRp5UwnpwGLowALfw5FBLE8cchrvNNTQz1FPFL5MMZ8yGT3zQ1R5Rvge/lTjH6GT8tNOzrAd0WyW92XcNy23ueGR6e5/TussE1QvXOankBRw2MllCknPFh0dTHFJ2wckqWwNq7ZWbggj3BQxWTcEjITS7jsFyW2ViEe3m/iRl+6Hmp+UPsFWekprxUutZuL/aCtk5JI1DDLfpIXI74zPwt9BL+XGMH+7onuuxbkS9/R3exbXmubxmepmslnaeesRT/bulQ4p6bGR3KKj5wRoHNU1d6Q09FRNXQUwbzai4JNchGFPa+Whp6KDHYPF5UU+69a0xrsIGPYFTv/AHFQChq96WuhprNKbbVPRxRT1jSxxocO7coVLK+WCKQD+FjoDcdv7dSuistrr23TUVVNM12urpHcJ42UcSBLVyGlpiQ4yvvhT6D1ofaJ7RT7mlrP9mZd0wV8UcKijqqapXz4gOGY6eKOjj4pkdSMcIMgEdut7tm9952ykpqmw2zb9iCmrqIXjFXWqY2BjVUPGJS4GMFZAMHOegUP+1k22X4IcvMtzV+zNunjUXLYlTdaatmpe0mhq4qhZWhVI2bnGeJYxmDl7etZDj31frIw99chNuwWve1j35QVwmecxRsXukdRMsqZKQzRwQrBA0sLVECxq59Txtj0665o6ynuNHBXUkolgqY1ljcezIwyD/kdPmq3MzVMHbo25T7q23ctu1p4xXCmkgLD3QkdMPzBwf6a50or/drvtKDYlVOaCst9xlQ1UQqWrIK1JGWangjgwzEyCRh61Ainj+BkdRAnXPnint+bbnia9fbKYeTu2BZQnrCGtiCpISIyGblH5TFQQSIWPeqjJdw4pt0KD2ba+1rtQvvXae77w10Y/TQvLH59U6YGDS07maXPMHFRLIcByQvE6cb7Wbmm2clu3TsO37T2xSq6fTrUwiUyD1UzwxR8li4ShGJZlxhgQeWNKS7+2rsVrf8Ave9Jti+1D+Req1Yolq6qAB+HCCUyy8mZgygq2OTDPedMdv3Td71VpU+F/gvuO/3DIWG/7vlaip4s9eaPOBlOB/LHEmR7MNNUHPzJUvrsU2ounuMV+31S2bbVm3dvWFqKktEaPSrLETXXCsKcFEcB9Y5FiFU+tj2QoBOjnhHs69Un7137vGjNJf8AdDxyPRswY0FLGD5NOSPdgGZnI92c/Ya07F8HKyjvKb78T78Nz7s7aErGY6C2A/yUkBzxPwZGJdvy9tWcRjSpSSVIls0+SM++sliDHioydbBGzKz5ARBydycBV+ST8DVUXXe1b4m1c20PC+qnWzo5ivO6UIECoM84KNv+JIfYyD0qPbJ9hUHWtrYq09kL+5bnFfL1d7lROHgqJv3JDMoyp4MHqpFI91jWIDPz5bYzr7LI9v2xb3hgzU18lTefJH8xkxFTof8AwtGn9Qda6mgob1fKXau24xTWynja205Q9Q0cbD6ufP3JHlK3vyY++G1LrbjDPdZLytOTTUiLUQQRjsQxkx0kaj+88pdh9wFH8udZ/qzZtSSCmxaSjsl9uVXWOXWkpaWy0UuC7NFTqDK4+3J5cn25YHvjRm471tNy2nWVtOZQs9qmqijJ6kiPoOcHAbs9fkdV3uil3rQQZ2/uCloWtdNHDcVkohPDPUzOWlblyV0EfI44kkg4IOBqbQwxR2qNJWX6aqqljQkYzQ0Qy2fgB3DIfghgdXKbbX4A/DXLMINvwXmhv9guECFq6ip6GaYoGKrGrKAoI7PNqjv4yPvpZvt42nfn25HV7ko9lWqRK+Ra2nipkR5EnMMRilniZAz+piEIfIXsZzqRdvEGv29QVdD/ALJ7ge93ekastPlUDzrUM6qFY+WSUVXkTnyAwX/PRG/7eax7Jo9o7X3VX1aWqigs9xtFEKdwgFOQJhhBKsnMRvgP3nIAznR49abcuO3+X+xJ06SNfh7tu32O17pltN7gvEP00NFDWxSPxlEjEnkPMYGQhgWYYJyufYDSbvurFVva3UICO1HRzSyDirAea6KAQwOAfLPt39tWva7Htrb2y4YNo2mst9FdqwVkkFX5gmBVRnkJPUPwIMH8vvqnLnwuniJd6nH8KnghpeQHIpxy5CnPTEt7n2GddLw7z9Sn797GfqZVhk/foMNsamZpDVD+BIFkkWSIwqI2UOM8Y+cQDvgIODMfUwbsn2idupKhaSGAgPwDcFhTsrnIVFLNlgpXm55A8TjjnA9r2akmjztFM0dPBRUPNI0gkilMUkS0jL5JXkoQxty8pl8vjxJ9OJApIRhKo+LskNTBRWyGshaSQ1FQq+SWPmsjxRg8sfjldAfnm7c8PzaS0qz/AGm3BQV17udupBvSy08U+5bRRH03CjbuK5UZUsJFZQA4UkHCkcXjjJpPxVp6it3jYZEp3WOspo6eKSNwymVp6cx9g5PqdZFGSApBRjH5YXu4/MzBJ7Auiqre90it6xx1UN3oEmSSUfjkVfPR3XrKhlXr9RjvS/u+0z2+601dCtTJDMiImZV9EPkiOOPjn+0SmVoyfYSAjIIGiEctn2/cdpVxMNPTJBGk4eQjlG8zlgc/PklDgfGNHpaOO5U0liipY1rDJ9TQ5OM1BAepiBIGBFMJGUZ4/wAIls4wXU07KUkbq6/1o8M5LPQ1MlZDHKJ2U5IWSFWWaJhj1copOTk9ESxgZ4Pibe6yerl29u5rqtVFc4XpqueVSky5ldxJJxACuDIwbj0CrEHiM6Tae5y2e8fu6nWqjikkDSFjxSILzI794SHDgP3g+cxBCrqddrncNu0QvdLMjWq5Sh3R4vLFNWZPp8rsRMeEitGPTlHUDiAQOncJNAbdvhqaq51VbSSU1Oinzo4lgbySmObMozhR6+S8QULHriCNCEpr/a6Vaa6WMvDDWFzNJTM5ecgABAuecg9uahSOTd49rUgkpLjCLrZDzpvJUGnMuHV19RaPkHy6hgBiNpAMtxZ+UxAje22LTVRSwx1NJXqXenjKSy0zZ95lTm8tTISrZZWEfvnVpsgjfvmvoJ5ZawVFpqZyeUs80n1UgB9jx/iY9+2k6AOexqJJfJ6asnq0kukry/wGlqIlSWcN0wy7SytkdfmPt8v9J4i2uGqrqultlqutdOSnmVlOF8t2A68sFkB9RIUu0hOAEzqPTUtrrM0lzskvmSMauSpC/wC8VDZYcMkGMgFWHlquCQw5ZBAmr1RdCZXXC33Gje4NTosnUCvFD6HiXj+AFzw4gIFRSfnlwGAdm06t4q2akpFn85EEsFQs3kmIKeXqIbOR6n5HsBS4IAGT982hY5KFqgO1S8alI2p2OHwOyWOelBXkmeuUZQ8CVdf2VRtFd2eBIAyHzIGkDSBFRst0G9ShlPQzzKsvywF2mizrPwLTw1umzkTcFtt9RykdXFRK9JLCOKho1CyLGqA+WSxdCXxhWbvV50vhD4bbkpfIFuqrMTIsgjp7hUMxdv4jL61wSWZySpI9wWwSNcUbe3JcNl3ZKuyRQ1UUxOKN3w00XTeWHXDKyhVyQ4YjJ6Uk66U8OPFfZe4k8i13Ga2Xd8RtSRVPkTGRUMjIYAVVCXTLoiq3EYdicqed1GOaeqLYyDXcf5f2YPDyOalnj/fEjURQpHL5ciHizsvRx6g0jnPv2R7a2xfs62Snp1orffJliEhllU0VOpZ8gLyOAzYXmo9+nYZ0z7bu+4KuKNudFdOi4LSmGWTtQWUAcfLXJOfUSSPVpkhq2Vws1rrKSUMFBaAurcjjB4FgB/iOAPfrXPeTLfzDkkUju39nO2/Tysl6UU6ryERt8kyOyIAuUjOCDwTKj8WD7Ek6ofd3gbNYLpSXu478pWSiMTtSy0U0LTJGz5AV29TEFB3nGP8AFrtHcN1vAgMdvFQ7EECP6DJOOXRJdB3x/I/mMjVRb7q7y2JLosFRHIOGPoY0yg/EVLVDfbJ6JwV+xyEss5RcJPZjYpJpol+GlzS8bVlsK1B862MIoHJ9QjAD08n6heHf95W0X8TJ7hdVpS9zvSU11pOVHb7ZTNIJ60YSWKTy0JxxBxzZVyW5HA1TWyt90u3d9U4qBJDS1rrbqnzGH8Fmx5DMAT7vyjJ7wSO8A66Ant9TdaSotlvqfp6wt9dapwqkw1Sj1KOQK4YdgEEZ5Eg5xrxObHLFKpcrb3+B6JSU0pLv7/cAw3Jdq3yxy02xp9p2C5xraVoJHpohTzAPJHMtPC7LHGzExk5DFnTko1juame33RY6SaKKokZJqMswUecmREp/IgGLPsB5Z+DnG40+1qvaISqsqyVt4o2muVZdKhmklMX9vD9S7BoXQ4ZcEKvHChQDx07P2XsOWTc1qtv1FdFXUVHKkle8jXGnd0EyMJ5QWZQ+HV8kBhx9kA1kyRhJ67oLG5RjVGsSQ19rQ0tO0r2yKWelg7Vqi2y+mqpT88oyMgdkFPjI5Z7Y3FPs2/x3Jatau3zwRxVM+fTNRlcU1WcZ7TAikxnBA9l9Sw457hbKxeVRDHUQzI/mheC09YfSJCM9QzgFW+Fcdk9YzuFLTJxnoohQUs9Y8cCzKeFsuDnE1FOv/wAiY5Az0GZeP8gKuHsFKmqYeXcEK2S7/XTtS329XJLddKtlDrSU5OIuPv8AwgjsUyMF5HY9Pkz5rJs7ccsouNmo7nt3Zca0duts8K1CPVKoAk8tweRUABfuSW7KqQjU1QVK0U8EKyU7NbvLrGyrKRyNuqyfgg8oZT0QwwcEHWithlgp5ZKWorIIfMWlkkncq8MqsOFNVv7xyKeo5/ZgMMWJU6lu9uSlFDLf9i3e8UG256TcFam7LjWQ1tPLNVzPR22KP1sBSo6xsFjBjyRlicEgNgAqzw68St4bquux7nv+W4Q0RWarrYy9NSRQuqcad6eLh5jsRIeLO6qi5OOag+TeO7qa6U9dPQNbJLLGy1l2nUPCvI4xPAp5RqSDylGYweLZK9GRLu/eW0KWtpbDcEo629PNV0y1KJN5tQ8ZCvT1PErUoG4Hg2JVC+rIxpkJuvNz+fv7AzjJOkzVfbZG9mvWxtx7orKaPbMsVJS26jgFLTtEEjenlVIRkrk4GW45T1D0kmx/ATeFLuDbtw24KyGer2xVijlMUqyL5boJY/UpI65NHjOcxE+xGV7a3gHs7fNttu+fELc24t9z3ekgr4v3tXcKRUkjDqEpoBHFww34WVhq3bBtrb21aBbVtqyUVro0/DBSQLEg/ooA+NNm1um23+gpy1RSCWljxC8N9qeJ9lSwbuo5Z6aKdKmNoZ3hkjkX5V0IYZBIIz2DpowftrwHelJuLtA32E/ZHhB4ZeHA5bJ2TarXORxaqjgDVLj7NM2ZGH5Fjpv60j+Jvitb/DE0IuNkq60XGKoMDxyJHEJIgrFHdjhSULuCesRPqnr94++Kt2ekr7Lt6lo9utUojVtFSVMw5cgYiamQLG8TsAknBGAVy3IYGnLHKfmb5Ju+Dpg94AI7ONVbf/2h9kULi37NobnvK7y07VEVLbYGSLiCQC80gCjsEELycEfh1YtkutJfrRR3ijOYayFJ0z7gMAcH8xnGueN62mu2Pu++W6z3Oa1JXyfvu2zQUizMrSvwlREKsCfOkKlSD/8AFK3smgg1HtbCUdTpvYMV4q/ESmhbxj37baa01TDG0LBNIscpB/s6mTqWY/dOKjIIwcDTPuzclq27ZaHZ+1qSO0QTR+UggRYzS06g8uESjpm9Kp/ibvGO6fjt9XbqFnl3TNS3qirfPrLjAUdYqx3B41HBeNTUNkKtHGOI5fdkIZ6TaZp4JLp4hS/vC+11LJJFRVEvkLSQkFXrqpoyDEQCVUBhw7VDyywPJeR7v39AoqMETWrYtrUH08gWkluUcMcsMOWegtqdLEmO+RJCDAJZmLfGAOi3TbriVXbUn1tXTVsVTVU8DBeNTHgU9IfhHPQOQSFBJwCDqXtjbk9vqY5Yq6vuFymjaakqbs3KWmp+x9dUA9rhTxijb149/UWYETDDTmmqtvQwwTVSPFaGmUFnGMTXOf2z0fT8nI7HJQueS9R6kuwttUb4vdzn2pcrLSUkK3Fo/wB40ld9RHX1PIkAKyI6LGuHbIIBCgMwDaZ6qCluTG2UcObeEFopUI6kpYjidiPlWfKEe5CSEfGvlMlPR0NOtrlkSSrpngts0py8NFkNU18h/vSEg5PuXQDHLQi7U+5qeO3XLbF5ipbnXV0dvtdoqqVXpRScSAJXGHVhweUlWycqgDHBIKOt2qReuuQpuTcY27uqO8iviiFDa5pLnUToXEVMAfJUAezNMynrsiPH93Ve2uOw/umi/wBofDuhqbveTLV2y+WedXq42klCcGf+HUR8C0cPBPMQBRlmAybCpfC7eEu2ai4bs3bbqO/1NwFfUGKk+ot/CPqCEqxWQqgHLIdfUzEgjrRDbm0qnbN1eGemp329bHNyoqiFhwZ3QDyVjySgVslQCRjyx2VOSxtY4U3b9bAcoylaMtz1UFloIqKWcLTWajCzuzHAfjykY/ovH/XVDbCuVHcLjUXKoPCprqh6orIuCjMC2O/7iHiSD99M/j/vWDb23JaGV0+purPLMv8A2fLk2R85JVP/ABfnquNjVVQ1BE9RTmKrIKECRiyFuJcFQw9WSqjv277Gdd3wXp5Tk8j937/Uw+I5FCCguWdC0CCtpvLYfiAYESYI/qM69pQtN7q6LyfPjNTPIrOVCALMxJC8CQQF4KWAyTxB5d69r0vwJdji6ygbJcBS1sNyo6q7VvjlU10fkSSl43pmjLNPDVNniIOPJWThggLICq48s/4tbWp/Efa1dedo7flte59tlm3BtlTyqbY0gJklpQDiWmkDs449erkvEs+n3xU8M901W45KihrxQ+JlLQtHZb20MUcG56VDzETHjxiroyiEFeJPHIBQsFqbbF8amp7VBsSa8P45V1xkWepmkkVVDPmaOuhkJHHip8wvk+nzFYqI0HbjLV54+/4MT22KRuMEt8tKVizS1NRaysj4VWExf34r3xIRfj4Bz0ASf2Ffayip62juwnHlulTBMy/xPW3MsB92Z+YYhl59geoMlvb28Ndub/mvW4NsWo2XelqLf7TbXopDIxbpxV0Kp1UQMeMhVRn5GGAU1A9mvW0qWW91625aeSUpHNTzq6SYzyXj02PLErryX0iNo8iTpNUMqmtgGqGS91FtuEtNuW2tTyUV0lYVL8eIMgAEoDHIRhxXtgeKiN2B85hoNfqatp6Kssz00dUtRIZYZArKx8sZOEbJX0KCwJ5FkVcks5YV+/6jb92q0jStkogfqfpopAj8csqFD1xl9EnFhgq/A59I05zXSeeeOmR1NVS1wp0kpFSJZJEDgSgKAUjDRKCBgKs8QUekhiWxELW3LB+59vtW1kM726s5mReOAUDuC38wHY+zhSpI5dIIW47ZSG1zJSl5pXfMfm+l5nAPRXJy45A+otjIwHzzDvDbbzYoBSUMAulveN34GTMkKkf4j06r6W7KlFI7QFAFrrJ9bbjJFUBoVmxBCwRD7kqkZfGVXBPHPCMuMR82Ki0wisqZY6KJpZayeKQgRUyVSlYxHkZIqVZgX67Xyhkf5asmzViVlrko5IqqSuiCeR5nZ9sqnoxkqOLDtSfT6IwFLgo7F9NXTSivNdWxziaXkpiqWHeSkj/70zH3LZjAGSQMjR++11ugpKVLTI0XloEMYISPP3U+/LLBuRHI8lYtybCTuQwpLpJSKvKsD0lUpk4HAmp5AwCksfSfS7ZAxkuwB4k5TrdcamW6VtdQ45U9G1SvFQOxkk5BHEAZBA/lTAIJ023iliSnq5YHfy6qjLcZmeRlKgNyBGSCzyREjJJ4n7Y0m7G8qPcDS1mGSdpo15+pzGZf7QMMnkjDIOD2iquTgCkixtFDXVMoutDGZlKxmKOESLLGxy3JFXro4yV7XkpweRw5bejot40iPuahWjq7fHmG4UsSrK0KnAKiNgDljgv6lDewBYGJHrq+5bYqErqaolmtEEqgCAl442GTHkKxGQPMCv6XwTggds+UtOl3gW/7Pnaoq4pIqiWURIzNLgMz4fGJPcEqQ7+4E7A6XNJFl1bQ8W/GbYNNFSGvpd1W8OVemuMZhnB/+VFOq5ZwPT6kYZVyeJ6a3qb9oTbzrw3Lte/2Zo3jglZoPqYVduPpWWEkHtlGSAT0AMka5btW6KieXg9zFrqqNT6JFikpZjgk+UWKx56/DKUKLlSqRZGnI74utndLfVWGnmjtUEsVNwlZ4kchsuxkw0kzhiDI+CC0isYmlycOXBGT3QcZNdzoiXxa8Hrqnky73scs6nzONXOEMYGSM8/Y9E/oM9aAbguHhXfKcmLd9ldJImICXZByXIz1zHQKgf8A33T9VXWG7qI6a1CqqIlElPSVypDPUVDIGeqnEn9msYHuwzGYRhAI4FK/uHZmzIqfi+34Kk8/pgwQRfWVjYyign0BeIBc5xggdJMWyT6eH1HRmwb4sttC0UF0uNBereUeFw6C4RPI3EF1IAOeXPHQz8fPWro/Z/8AE+Hf+0YYp6zjfLQEjqc45EgZjmA+Qw/15DvGuWd9+F+xqWAzLbKctQssdS6BgZZ2/BToCeXWYxg+vLIGIPmkBvD3fVz8LN401zgeHzaICmrKKEqpnpycspwcEjAZWwB2DnvXC8U6GOn4kfxOt0PUf/nL8Du3edqpZ5qbc5SaGhmqOdxWBWnemqgpGYY2JjQueOJCrEfkW5KIutBebRdqS97apIRf6EZaxRSyVdXWUDeqT6ufJVJSoDRjtVYcQ7K3pYtpbmsu67FFd7c4rrVcoOM8YODJGR9vcOuT+fuPtg2q12zKOOg8Oti00lqjjFZPOtSitUZPqCAkvLOQOReQgHPbEk4801WzOg7VUV5FuB/Ey91lJtPbcsE1Jb2qXW8o9FJW8nA8lIXXmVYLIDISArqpGezrTa6+VD5UtOamOrjFG1NXLwNfCF7o589LUxgHg/tIqj8J7U/uXdddWtZN9wU1BVSU81XDFa6aIy15pmChyjY5CRQjM6YCkEA9qDrXf4tvXqwzbtt1wo5LfNFyqDI3CJ0Vs4Y9FGVuwemRhkeoY0icVCko7DYXLdgysooZadZWrYZqSUClobjVg4I5f/064gDKsrdJN7gn2DAh4jvUQvU0Fz+qoqmKm8mSWX+LLTxHryqtFP8AvFN/dqEOQMZII9X2lujRTVDvLAGkj+krHrosxTAjAhuMWPlcBahQQy4z1xBlCminght9PRVkgtf8WGg+oH72tK/36KbsVUGP5MkMvXqxx1K9S0CXvm7LdTpTQWWpuVe0apaqqCpjLKWHX8ckJUU/Wc48wL6SrH211lfPTWmuSnLL+75ErJoaenPkckYODUUTHzKV/T08ZKZycntRIWnvFpp6irtX0V82/VSNJOlLTFY45TksZqZfXTSE9syArnJKr760U01beqOKo3JRw04jkkWgjuEx5xRE4URXOAsUYgdxv0c+pcaXFKLqhrSlRZHhX4l+H+0vDW02a/71s9M9pNRboIxVpLI1NBPJFTOEQlsNCkTDr+bXrn+1X4ZUtQ1vsVHe9wVyvw8ijphGQcdE+aVJH6A6qWi8NNoWisEtbbIoaWTv913V5KKhmyc9TUB+lmye8Oh+5A70x336+mpIrftS1VezbEvHzKax22OSmkIAzxqaDnIin3yVRv01rjLHdpbmWWFJ8hGXxq8ZN4XiHbdmtVo2LLcoZJqM1kT1VTIkbL5hUyqoDBGLAeU3se8AkHfBTeF5Xclx2xujcUl4q5wziqkK5kliYoTxX0oWjCqyr15kEpHvqrtxUfh1NtlqSHY+2Za+OoirXrqe/tLcZmjPq81qpFnkLIzphnY4dsa9Hurb9BdLTefDux1NNSWiWKlpXkiWETzZlk8nix80iUvLFzZQA9RnPtqZHOfF0RY409qZ0F4y7TbeGxa2lpaZJ6+gIr6KNhkPLHk8D+TryQj5DnXO9LbYd92eehrbhVXFWi/3dkoJbpcHjZOUUzSTMtNSnj0QEJVkcBhjXVtsuNPd6CmuNvl86nq4UnicD8SMMg/5HXMviHtak2Tvqa319HBLZrpW+ZRUs8MtZF5k/OUoKKNgsrCVXAMilUEoOQASLw6l9gItO4ljfs37ya42Co2xXyZnoGM0BLITwLcZUPBmUMk6ydBiAkkPfei3j1t1b1tEbgpUf62wM1QDHnm9M6lKiPI7wYyWGP5o1OqXst53hsfd0m6LB4fVt3pJoTUyU8dRQ0JjzCPMlEcIKNG0SwnjG8kmYFyAfTo9d/ETx/3LSFUqLTY1lpYKsW7btM1ZWz07viTyp5V7ZOgwCf3yD6eyeKOrU5USpKWyPu0bvQ0VnttfSzRzXqEGmNU9OGprZLgF4aCkTuaXiw9Zz03J2OeJLwRVlRU1Ma8ZKqNxUVC1kgeCjIGfqbhMOpJQO1gUhVwB92Aqxbfj23JLBKl0prpcyzNSQ1K1+4axD/LJPny6RDjvDAL/AH1IGDNUaWhgSzz01vlW3sJRZKaY/u23HOfOr6gj+LID3xPbNghWxzUpU+Aq3N9RU0UdPEWFdWW6ukDKjriu3HVD+Zh1wpl9z+FSPso9WuLyqsy3i8hqyKodYagwLn94SqfRQUq9fwEweR6DEHJxnjF5+ez3i91VfPJdR5MSrGY667KOxDTxe9PS592OCfxMQPVonRUtVXVIrJ54lkiiNMJKQ8YKCL5p6UjGX6AeYfYBcYIGacUlqlshsU72IRv1ulvIpL9XxRVVxnaKplAYU7SxYIoopCArBA3ftyYMQMArr660/iPvKjsNLVxf7P7ar4qi5uCCKmvjKtBSqf8AA/CR8fIRfk4gXCCg3juig8Kf3Q922nRU01RdqGm4xQUzKg+nR5ARyJYEiIEEn1sQF7kTQbEGyabZfh7t6mt9TZ5JfpYJpZaKW2BfVLI7f2oL8iMMCJC3qDKTkFGEqmr/AML6/f8A7CdrymG9t01z7g/2C3HSruaghm87NNSvH50jcRHDIDmMlGZWYq3uy+hADpokEeztrJY6iUO8aiorGdyVD4BCAsScKAPc56B9znWjZtmudDbl3FuSZZ6hnkagjZcep8kyyHA5McnBwMA+wJ1Q37Uni3BYqCTaFBVr586tLcHV/UFbvy/+85znPxn5IwUMXxpKEV7/AJB8sF9EVL4ibzPiBveUrOwhllRY1Pax0qk4znrL8WY9jriMjAOrC2HLDFSxRx+ZGalBOCpwwUDODkD2knAx0SD8jkDRG16V6i0Vl1kjM0lZDLIV9WMKJl49ZGQAvx10eu8Xzap6WCWqmjkWOSJkqOYUIAweRipHXX8EZx6euyde+6Tpf6bAsa57/c851Wf4+Ry7D3F51FRSVdrt8dXKiKIoJUZUZSwRQAisSvBGcd+5PQyce1hYaiqlSIU1TEGdmWGRODCLgCgI8z+H2qsOvbmcDsnXtPcknRnOkN17a2/u+zyWDcFIJ4JyroyuySwyqcrLE4IKOpwQR3rmXxG8NL9bb9R1dferXbd5oxhs+6JqXyqPcZwWSkrihBp6peI4yKwJIypGSuuqBMk4EZGSMMTnOD99C9xbdse6LXU2Lc1rgulBUpxkp6hA6N+Yz7HPyOwRnR4srxv6CqTPz/tl1uTXdts1Fsr4PGia6h5b7V86eS3EOQJA/pBjYYURBSsplzlvSgbvFO1bb8Uq+q8O94bks21vEq1VEc71cUwSz3+o4FSCuM01SysQ0f4snB5enjZniT4RLaXo6fc0Nyvm3aOJxbd0Qky3bbuSuY514kVVKcA5OWGCCCDy1Sd/uG4fBjYN82duqy2vdlLvectRbj4mqgr3kJxVCXB/iRhs+S5DCTBV2yRroQl8Rpw59+6FO1syo96WW97F39cLfvCwVFskopY6o0kq4D00c9RMXQ+zoR0GBIySM5yBr29eBSNcqeu5ecsa0Qlz0J2McomHRyOVCP8AvBsZOdX7XSiip7B4Y79Sr8V9uVVEKmnkt8HO+WEBeLOkikh4uSSjixV8KQQRjNYeJPgjfUpJ96eGF6O89sRQxRNVwr/v1AYUAjjqqcetGARwTxGSQSFIxrRDLe0gdPdEiLcNbZ7lxLj90VRFXTsFB8liOToMkDioZfR6eUQjkDxl+YK3Wtss9okFd50Qcn18eETKoH4FKgIy9elQAOTZVsp5VbbOvlFUUMVq3FStU09wkLTGOX1ROp6MZOAjBiSM5UyEg8VIZTU9whniq7GalnelZDTNTycQ6d8ZAxGVU+kAdt2esqTpmlFWAK23m1y/vWkqZJ0cSGNgzcsjlgt2ewxwQPc4wSxD69RUddcrYKmOpH1TDzggTk7DDFShHs3IOcd5yoAPDUaqjShEtMtU/wBPKOEDFslH/wCG2PjK9e+VJ4sfxYH09VerW0V0s9QY5aeX1hsKw4gZKHBKgY6bojIwBxBNsIfrWi3CoSOqq+ISg8lo44sqq5wq9578xfMY+w4+/QGlCusAtk0VW1XA0c6+ZF/vCxGJTjJIYrn0kH3Oe8knsOu375RXsUzn6anesDyuCnLyyFHIRgD8BLHkApwORHQKtJvNhtFZhqWn4xyN57NHIKhojw9LRlCxcD2T5HQPEqXIrYiQI249sZ5bUtuNZxMZKGqOJ3PplMakt5gJ5APxIBAOfg4VNxv+z73U1mywJ7d5zSPRTK8oMbEllxy5IQRjAcMvtkt2ZFm2cttroILncytNckdzSUVLwllRWHoZiwK5z+HDDo4IIIDxRW+z3SK41P8ABjUwmkpvp5EjMrA8Yk5FsYGFduRP9mFBy5cDKSTCAK+KG1buUptx2ea3SJDg1FVSiYqAxyUbgFBHQHJAvQ8xZ2y2m+kEsdAJ9r7mVkjjMqGeRZ3iXIXzOGfKp1PsWkBhJPp8vOAs3nY9mrYH+poZbhMpWSVmm+npR0BylfiSHHQyIqnl78/jQOh2lBbWguO3bjNQ1wcPBT25ZjHJjI5wSkNyHEnPJafHIjB0FJkLXivO6aKoelv+3rfXTxPATChMbIzgcA8feHdfwxsWkk5MUOSjKSn3VYqUrFFdVgrlSUha6VEan5Pxk8gSDjEwYYZssFK8ZEZvWUmx7r3na0W1SWOjlEETMaSjq/JkPNSH4GFJVQtj18mBc9nGs67d2z73RSzvRSW+ennQETI8EETYxkrH5jxcVBHNA/IADEY/DnljbfAyMkTr9XimPNLVH51CwioaeNWlihqJMq5PfNpS3JSPU/41z5rs4pXeGDI8sFdLE1OzeYxYB6mV15EuR0q4DNyz2Oh6UVTbFNtqlemCbX3bE9O5KGRZ1ipQrepkjiRn5EnOYw/Fh28y5KaCXzad4pqJ5Z3FQvmebPLVKFVcYwVUcSzMcEljGuexM5wwzzxx3TGwk1ugn+zr45zbGrhaLs7tZauQrLGWLNTOrYLA4A9+mH/I9HuWy3i23W1NHHUvPabnD29NOyMquPxo6EMvv8HPyO9flBfaK5bZrDWzQKUDASSIjIoQtkFUzkHGcL2uT07fN4eA37T52RUfufcE00+3+eH9XKSjz3z4/A+Soz8nXkPEPDJYJ3BeV8fQ73TdVHPGnydj01gvex90fvPb9DPW/XMY4I4I1+iemIGQZOJaFwVDMzs3POOyEAB7e2NtbxNkum659xVVJLDJ9Sq0FWYaf6riCtQ1OQY2CnpC3JXyWJcFTp329umxbpsKTUdZDdLJcYs/wpAysD8qR7HWms2xR0lbTXi511VX2emh+njFNAA4iBBEdUQcyRjAAAUD35Z1xcmvFJp7M2RqS3BdquNv8RKPjWVsMW5rZCIKwrTiGcAgdsjZ5RP7jtkIJwfsAu9D/s/KlPchSxUwPJYZXaKBGJA8ynnB50bFiowSYyxUAqThjm6LTFfqak3dUV9HTXupl52rnM1OsNOuR5IqEBAkbOSHDKThePXLQ22NeLS1w3zcLvDd6qKBqKstdwtgEkNAHQSBGhZ8nkVZjxZX4gYAUHWZfPu9vfA9Uo7Ih1j3mWshFHVVP75p18yOfyoorm8PsRLG2Ia9O/xRlT7AYOc6Vr9w7groaGmt8KTU8w/e1RaSYq6OLH4XopxkMx+/IYBxkabaSxbX3FaUl2vW0U9vJ8yOBcTU8bD24rnMRH+AqR8Y0Irqdp5ZKWupZao2yTyecsD1kMDlVYKs6YqKclSpyeQwfnS4yU5cboKqR9ttkMk81DYb9TVNWozJBBK1quCj/tKaQNC5/MxgH4xqLVWy7WWbz7xtaQcOzObVUU0v6/UW9mBP5lFGp8iG6Uq01xNRMkOCqz08d5pkP+E+ioQD7kKdaqK7XC2ymGiuaIi4AW238pK3/wDjV6qq/oJG0cX6Au3sL8m6bTVyGng3vUU1Qfel/wBpbfUsB+cdxhaQfocaH3zbc24bVUUP7zrpGlAdJEorEWSRSGRhJGEZSrBTlSD10R76sma+7nmp8XL96To3fl3HasdwX/6qWUKf89Ap4rfK4ap2fs+U9kmXYNTG39fW2nrJp3QFXyhKqtz+KMlme07n8WLLtS1W2keQU1rrqO3mrl5r/DMjTPMuVaViVdQTgADHcWj2/t2xNDe7bUVcy1BB+tS5Ok1RFPGJKaV5wHl6j8wHy/xMjdHIGrOt1xnocPZ7HYaFvg0OwavkP0IlUa036jvN6qJLrdYr4ZZoUiaUUdDaouKOHTk08hkGCMggEjTnlcq3qiox34B9Df7623qG+XrcVuol23VMq0gppIKmskhU/wAFjUBSpdSDgRAkMvtnW62xbWus701trLxchYq2aW2S7cnHE00ynlTzVGOEQQMVwHVwAfuwMCDZO3bpWvcrzHZKmqfAZkao3DUSY9iQUSEMPzRwNFa2WhkqYLTNSI6LhVW/VIcIB7eXbaX0kfYStHj7aBaU7Rbjq2NlDJU3WGaj21R09La0ZvqIrNUFY5CAQ31dzP4sD8Sw5Yd5YjI1jbUpTBFVWtKO5LzApql4mjs9M59vpogedZIe/Xk8iDhlHQZP9k57sIjuGdqmmixwjrUQxjH4eFHHiNQPgyMSP7pOl2rjuMtzrqPZdsq71vC0ulX51RcRDClG/MLCWYME58XHCNMZVSzAY0KypulyVSSDUuzZpaKpmra6rNTUjNVLPIFqa0e/lSsmPIh/7OLicAAn8XJLgh3He7bLurZF7se19o3OoNBJBIJKuojkRjCZICG8qF2ZAgTBXPqOWbAZKyyb+3PbvO3LaqamoqrlGLdS3FTFCAME1dQOJIzkcY1Ptg++lWSv3NFXU2zJL5DR2kk0LRWy2LNRNHIxRAscqHknXYUkrk5Y4zoFllK1Ov39svTauL4GS00W2Lftqlt2xUuluu1BUPMyjMhqJDx8xquU+jDjBDkg5HoyuVZrs1qtm77XS7n3dtqGGtt2AKgOQsnpBPEqQXQsSAjZGVz30dCrP4X0e2x9fvPciXM0/opzDA9KZY/fhKDK5l7APuB12NJPj1+0Ntnwv27JU3isT6pkZaK3xEcnOMDAB6H3J1IxeXIscN5APTVrj1JPj5432vw42/JXTVUJuE6stDTlsgEDskf3R1n79DX5u3nxCqN9b0ea5PO8LTSzPK346mo4MFwMe/Mr1jAxjS54meNW5PFLdUtyudQJvPbiVDEpEgOAqj/77OiNns1Paqy01aSPHBO6vCAOwzA8VGfdeZC8vlWB65a9r4R4N/TJZc3zdv8AZxeu61T/ALePjuXv4eUlNJaaEzVCRo8rW91YKAXMMKlTy9+xKc+3v9tW1DBJUUL1EMSfUVtJHMI5YysaKWXkzkFT19V7cx/oDrm6z3RqJqy2VH1MxiiqjCFA8sqwlYj3GM+ZXDP2iX3710QlcgnqzBURCCaaoqopCQB5crr5QBI6UiTn8H+APuTrtZIOLOYnYSiu8tDQS11ueaUUoxEsT5EvMRMzKEX4MhBABIKnJ+Ne1Pt8CvUxySkTgSPDIpjTIVeZjbJyO42g7IJxgYGM69pbSb4LOwFp2D+XGMA99L0P11MpaeIZMxJYdErHkf0P/wCNeSodcGRM8RgsDjA1sarjMiARkcj3l+v0ONZXIFKz7LBCYyqvUYPvx6HftnVRb08ECz11XsSppoaK5uz3batwjWS03TmjKxCkE00hzyLx4ywBYMdW9G6mRkjhwn8zZyAPgf8Ap+espG9AVSyDPRVP9P00UMkocFuKZwRReGe4djbn3NV+DsFVT7shpl+o2fuKpxWxQjj5bUkp/hVkHJDxZWVlMaBWVlwULal+s+1bLaKmyyX6y+M9RdBT1NfU1hVZZZJmM4uEVQe1AZF4yRrktyVyuSP0P3X4f7Q3lEv+0lliq5kXEVSsZjqIcZIMcykOhBJIIIIOqX8Q/Ausqllbctnm3nbIADbr1bWSl3RbMAgBn/s61QOsthiOir63w6mMtpe/f1FOHdFE+Idq8Pb7ua57X8VrQm1d1vTR1k+69q0M89ABKo8uSspgCYG/CeS+2VJbsarTcfhNv7w8WLeNKibm2fXwhDerarVNL5YZsF4wBJT4RgvqUDPIcssdWHQbQ8SvDC17tuPhZd23ubp5kVVVQYW7USceASqoZAJYpY4yxV42C5AzG68QBG3L9tLaVr2pbfDjdVZtXdtRWeTdq2oqS1NCP+N9VC/obsjAkiRwkbZY9a0wk4ryu17/ACBa9RLuW3qK5Wdqqmlg7ZpeYIZIiR2ZBnAUjBIGEBIUY5qjVZV1L0kkiAInEsiqI2lPfvwYDk2CCfkrnHJTyGusLm+2dy36+bQ3r4ZTV9fbIYamr3R4fwmJh5iqyvLRNkcsMpYL5i5bAGqxqfASj3PG9w8LN/7c3sFnVJbc84tt1Ck4VJKdxnrvJVgMdhRg5dHMuJbe/fJWlorPb1fLRP5DUc3FSW9SuWjdT+IeYzB1IPeM/CkHoFutG6NrPXM1e3reQmSSegpppeR92JceZ0ucZkJzjHHGB9fY902nVU1PuTbN42uhKchcYDEZMj+zSVgiscgd5BGce5BUwsFineamTbdLc66lZjHSrHyiXiMkvIPVKwGC2QI0zhoj+PROSZEfaWk27VVL1tNTVLS0UqENUSCV+RXlzIkxDEvWP4gWI4I9RB0w2OBLSWvFTJaLY1SAWDwzNUSk4y0UcSrMwOPaAPTsWGQQdD9sWaxmpgmttFzqKyRhTx2qlKU7Tjp1jl8wPUMuSCUmVR/8kjVgWyqqlqqu2W2upKNw5+oo7TAlbXIR6m86ZUMUR6bOaUkYwX6zpM3RZrVKy4LLcaOyStEqBVrL5LDR09ECTydKVOMVHj35MtM5A6cn31NSRXiRYaFarckYcp9RGZaW2yFRnkqhRJXkYOXaOoXv8XsdEq6hhFALxWWinhgZWENz3PcGakQluuKc2EjYPQjeBT7FdSKFZb1TRUvlXTc05phN5cyLb6CRR+GRU45aIY7Yxzn2ImTSrdWgkKlXdo7ZJJBBJQCNWP1ENpp6R6WJuxgSTl6OKQZGUg4yfdQTgb2tm3b3Su4ilp3VwySXGrmWWN8ZyrTAVEY694ysH+I+2jVpsdLuClaS4SyXWuqal4xDtrlFbowrZEMTAgzPgDnzlmPZBiGl67bCta1U9VbWoLfUULh5KKxwLPPTEezVFYyPHCwAzgwQgdd/OpqT2JQqbm2DJR1c9yokrpKaQlp5aeJYHdQfxsJDzkAPvIkBBGcOQdL1JRrJKf3bebpDKcxRRW2ueXBGFPKpkYU4HQ/EQ/sMHrVlDfkWzqSnh8Q7NE3nv/Cr67BLoSBy4GRvNlxgBkeNR2SrHo53Ci2ruZnqLDWy1siIqF6qtZIeTk4iIVMSH2xEkcT4x6jqpOXf8wkVPuGw7ipZALjHSVJMeIl4SyVKd9sYuPKIHsNIUiVj7swxqtbhALbPLBT5iMuTLHPIreaWwGKcSUYcRgCMkDH4Vxq7Kmmutrq2sdQjU6QkSfQUNvankx8s6TytUOvY9SyRnv50u7ht9jmqJLbxkkr/ACgP3Xa086oLFguJmjQsveF4BVPXqlOc6zZcSnFqa2HQk07ia/Bvxu3X4X3lKbbYaqt85L1FlL5TAOC0fvxb0n298d5613Z4TeOm0vEWjFftu6CKqQcamhnPGWM/IZD7j7Eda/NqfbW5djbkoa+qoaO0VdU7U8FDNUqakkgYkMClmCjBzykY+r40mL4o3nam54JrTO61tNP/ALxURygcWyeSKVxgD+6S3sO9cHqvCJZW/h7qjq4etjprJyfslU2egu1NU09oq47a9crLPSzIJaOct7ngekY/cY/POgC7Vrdg3i17ondZK2tjqKGqVGZo8lcwRgn+UYck/LEHXNPgt+1tFd7RBFuEmrWNvJaqReMgYAZDJ8+47Guoto+Jtk3HQiS13Wmrqdhxkhc5xn3BB7GvJZsE8cnGt1z6nWjJ6bTtAeXaF3lo6jedvnpKTDlVeJWgqJwGwXMidOOXIKrqwAA+MAS7TYr9abBLc9v7muVxr6ytMldQVrwpFWNleQjPEcCq4UEED09j50yy2qy1tL5Fsr6i2getacvzpmcA8cg+wzg9Y9tRxQ7gt8cUaWkVAhpTBTyUkgkQyu3qkbOCOidYrktkN1qXLAlRu3a8pUbrsdbZ5QcB66kJi5e3pnTlHnPyGzoLbLvYL19VKm67pFTm5GmoY5KM1FDVx5RTiWoiZWbn5gwsgGAABnVg74Y2Kx2m1QMwhkkWCQCfyPM6ycy/yZOTn570pItwuM0m1IHkhpauSGNYK50rY4iTyLoQRy9sjJ6OdUqgwlLXHUTpNg2ph5kFDZ0Yj8VNSGkYn78oHU6Anbc/m3R4qyeKG1SKsqjcd2R3BRXyiCowcBv9DqSvhvUW6+Ja73PP5TsTDU0FVNSiSNUJPoEjYIOBoztrYGyKqFrPVWN6w3yKaeorKupeaoUD+GvGRvUvpUYwejooS0SqUrKlJJWjBNiRqBzqqmZfnz71cpwR+jz4OhFbQbfs9yqqaW57Ys01PTiogaW3QedOe+lklZm9x74Pvp1q/B6zrTMIr/uOUhfSjXaVR0PuO9LVnbZe0bFPfLFWUkd8qlEUv11Y9RKYw5HH1sSPf267yNWpOL8zsFTU15bZuXd+wILbT3K6bop5lqIldY5a8FGyPiGLirf/AEnUay1Vfvi43e0bWtP0NmraQedW3C1yRRGTPHjBGeBPWDyHp667Oo8E8W1bjTX97a5o5WZpVissVMjZGfS2S339zopVbv3DW3Cj3Hta1UsjyQcBEkj1D8D+HmqgIPf+97gaKDafv/RJK1sA5k3gJhtbcG4TVVwlFIKe0R/RmU8QQzTyMSoKlTlO8nAydStq7Ynt98m2ldBBt+zxQGSpgp7g4lrZCV4F6k4lkXBbOXBJJHYGAcuey77uSeC8yXGpoaxUDNPXMpXkOxxiTiFAPXuDj+mi9a1olq46/cM0dzqoF4oqxLHAv/h7J9yeydXqUHYOq1SNe0LNHbau4bZoI0uO3HDPEzrzjiJxmHLdSAd9jPQGSTkmROlpslW1V5xr6yEERvMVEcC/3UCgKMe2QMnHZ1XviX+0LsjYNG736/wUxRT5dJCwLtj4CDvXCPjr+2Tv/f5nsGx2bb9nkyrzA5qZV/UfhGPt3rd0nQ5erlSVL1YjJkjjVyZ0T+1D+2BtHYcFVZKGqjvO42GEihb+FT9EAyEdDBP4R3r8295eIe7vEa8zXjcV0luFRUEBnkc4jUHAUfCqB8dfc62S7Wue5OdRDLNLKU83zpGz5rHBwSfy5H/wk/lqHa7aIZnhekUiVQ7oWwFBAbJP2HIdflr3nhnheHpY2t5d2+Th9V1k8nlWyJG07TA97ShmGKapVkLux4gt0HP24ls/pjVoU08tVtqtt9VAYbpYZhMyZ4y5LkSDj12HEZK+wQPgeg4W7LQ04oTTywGSWJmPmP0Qvp7xn05JTJI9nUD50auFbUVMn1cVOomKfR1Mxz61GEV2OfklFOSeip7Y512GrOdYakus6WWG/wA6QJNRTiKqiK5MirwCBlPXllPjoszVAyNWlZt1FZKChr62V41UeS8bl/MieMorlwcNw5MoI69bEnHENVdrioyIaG4QxYqqdo6kOxKTAMQGDD24gFWIOVILdnKhisdwqjaUppKjNXb1CRlF4grgqR0PSuARx+xOcBBoZRtFplyW7fBuFkpqKpDKKGJaG400oZHaRMcJFPTqSEjJyfYEdex9pKse7NvS1zxvWSM0sK/VSCmMx5ADhJ5XMcycMjDIAIU9lCZPazuDXYI/UHCoW87ARjjjg9j/AO86+jhjkWB4n3A+Pgg/PWsyTyHZ7Jz/AJa+r1C+Phuvy1zbtkS2N8MxUBiW+3EDvH66y5tMQsn4cdZ65f0Ht+uop/HGPjzD1re/RyOu9UlcqCRtbymUIrJn37OMD7aw5CHOGXs5Jxr7UAK2VGOh7f01jVdREjrr/rqm+xBV3Z4dbP3VcY9wVlFLSX2nj8uC7252pq2NfhRKmCy/4WyvZ61TXib4I3+9Src79tql34lNjyrlRTJaty0q/wDZyriGo44GFcpn2H31fpdwBhyMnvvWUXfMn+8RpuPLKHBTSZwTN4W7i2TU3GPwh8Q5HuV2SRprHuWZrPc3ldWyoRwIJyvNiDkAd4bONJm+GrtteEtr8M7/AOEj2y808scMN5r6AQTx5Z2dkqMMmGkkXLLOoIH4FGSf0S3hYbHf7HVU99s1DcokhkZUq6dJlBC9EBgdcu/sU3S53m7bs27d7jVV1qpHIp6GpmaWnhHI/gjYlV/oNdGOdvH8Rq6AcVYHpd93Bt80Phv4eeMc8m35rQ01em8IP3pCxUYMZEwUknlH1zK+o4JAB0tw021twWfcV5v3gZRT2Pb9RPTVlz2XdBQQssP8YyPRynyXThwk4jK5cAgkkBW/att1v2P4pWY7LoaewGpgZpja4lpPNJdslvLA5ew9/sNAhcrjbPCioittwqaRLrUVKV6wStGKtTTxZEoBHmDs/iz76eocP1oofRbfCNaKgu1u8Qd4bUivkQgSHdO12kirg75USTUxXzlABIR5GQD2X30ap7NuA00lv2h4keGFzttAFNDSU18+gkjkCjDCCeF44WGP5PLIxjlpu3BFEbJ+zihiQrJXUxYcRhiKeHGfvoRYbFZNx/tG3RNw2ahuits+zVDCtp0nBlaOk5OeYPqPJsn3PI/fQ7vuVSIT7W8WbVd47pavDV7ndSyJ+/0v9Jcqtyy+sRytULLAgAOOz2R1qVVbR8Q7m4tty8MN41tJVMs9YlxjH0YmU/jeCnZhWN+H1SKufk6qa/WOy0PhVWXSitFFT1i3SdVqIqdElACxYAYDOOz8/J1UN53HuGjulFFR364wIxlUrHVOoI5HogH20Si37/kiR17VW3xLlepFZ4Ub7usAZaWOljpjb4qiFCAiuA5Kw4H4HeYYOBGMa0VVt8Uqk01gt/hpuCipbdEKhxTGit1PQMchRT+bOvI4XBaMwH8jnvj+Tem8ZaWoaTdl5crAeJavlOP09Wma8SPLsK910rs9TE8ASZjl1BdcgN7jUWJvv7/Mt7F63bYe8KKN2Fs2FttKnMlwq7ruuKWsmfJblNLEjtIuQuA5k+O9KVNtLwn2LfIr2njxQ0FYUbzKPalomqBUr/OrOuI3XvBDIB99cw7qqKiKltBinkQy0CvJxYjm3myDJ+5wB3+Q10Ds6kpa7w+tLVtNFUGWzxxuZUDlkNU5KnPuCe8aY8LS3fv9SWfa7xN8PLhc4Nv2PZ+5t0xnMcEe5K36G0wyFjylWjpAy49WcHBwPYnRna0vip4i0y2Dbt4t20bLBTtV1FDtq2ikLqfNEMcbpl+Upj/n8s8WQ5ywGua9q3G4RW++VMVdUJLFboxHIsrBkDVEatg5yMqSD9wSNdg/sdSPcbDE1wdqoy0cDuZjz5tHWVRjJz7lSq8T8cRj2Gs3UY444akt0Mg7dFLeK3g3SWG3Vdx2rUQCpFQxeqqpVMssUgkUSCWQ9nNO3fIdVA/TVA23wx3FWSUNstVpqa66VuJafy4j5SAqCTyOM8S2Gb8IKns/PQO9ne7ePu0rTdHasoT9DmmqD5kR5IC3obI7IBPXeNXfsqKKat8R66aNZKiK8CjjmYZdIAiYiDe4QZPp9uz1pE88sGLVyMWNTlRQ+xPC277Ls60hqhUTK/mSyKpCtJ1kr8kAYGfnGmmC8XG11Blpqqqo6lCAk0LlH/zHv/XVw7kggjkjWOFFHD2CgffVc3uKLy0Plp2O+h3ryPV4Fnk8r5O30+WWNaFwFdvftR+JWz5hBfqaG/W8NxEwIjmX8j8E6uXZX7YPhvdzH9Rd5LRVEhXjqfSAw/P21x3cyQGQEhfq1GPj3GkbdACRSyIArec3qHR99YseCHU7TRplNx4P1itPi3YNxUwEF3t1whkHQZkcEaKW+u2bTVa3KHb9HDUI3ISQAKQcYzj9NfkbZblcaKWkair6mnJ45MUrJn/I66V8Ntx7hlMay364uOumqnP/AF0jJ4dBfK2HB6kd33WqsV8npq5q6tpZoEZFaPH4WxnIOda7Eljs9etY1+nn8iAwRpLGAFUnPwO9U5Yq6ukhTzKyduvmQnRoTzlzmaT8P946xf01b2FHdUXadz2Yrn6xf8jpSq7XtOaqrpRWVYjuEnmTwxEKjN8/Gfz1XstRUDjieQdH2Y6WL3c7lEjmK4VKe/4ZWH/XVLA5d/0JpUN0XJU1u0LWI5ktX1HkEeW1RKX449iMk40Lr/GGx2iA+ddrbQKufSHUYH6a4z8RNx7h82RP39ceP2+qfH/PVI3iurZpnaasnkYt7tISdaF0MXvKTf6ElKldHZniH+2jsfbolhop6y7VSZ6hX05/U65k8Qv21t8boiqzZJ0stPHGS6oR5/H8i2O/01VVeS1JcGYkkUzkE+4ODpEu6rLv+gEihwaeAkMM59S67vhnh3T5ZU19fyMHU9TPHG0FbluW67lYXhaqqrnqZODyTMTIJOJYq2TkZAOPcHPxqXYdqVV2L1FzZo4VzlvcqgHKR8f4UdCPzB+Rrdt9EB3UAi4SvtRXr8J+ojHX2661Y2x0SWvpopEV0aaiUqwyCGq6hWGPzAAP3GvT4cGPEvIvexyZ5Z5H5mYWHarQKFko1hkBOIwARHKM8ux8L6os/wDbj76qy/26O0bkrUSD0x1LsiyqBkFvTy76/Fkj8savvbbvJRGSRizGGlPInJyyRsx/qygn7kA/Gqv8VYo/9trtD5a+X55bjjrJNPk4/Pk2f1P31rwfNRnmQbGVrq5qyqfzaaWJlfywRIsYGCVzgBuL5K+2SuT6dSZ9u3J4sVTuszRkxDgzCQn1Arn3LjA7/CWyf7PAi+DwEu5rVFIOaTVPCRW7DqV7BHyOz1+Z083Mlo6LkScw0Enf996ON3b9WclifliSe9PbqQCQK2VXxGmNur42KueaTLHwMbDPLJ98BeXt36WOMkaxvAntN4Bp5h5IDKI+KrxRuioA6yDkFR0Me54jMSV3gubtA7RlZZpAUOMMAhDdfIIHf5DU7fkcZrHUopWHgkYx0i8H6H2HpXr8h9tV3KN9vrkp43lrrfDLHLKSVkhjL8MddP8Ai7A6J+OXuSB7SzZI46yoo4quNZ0Y4KyDkCPp43xg/wCIlv1JPude0SjZaR//2Q==" width="305px" alt="butcoin to usd"/><br />
In other words, it provides for ownership rights as a physical asset or as a unit of account. However, the latter store-of-value function has been debated. Many crypto enthusiasts and economists believe that high-scale adoption of the top currency will lead us to a new modern financial world where transaction amounts will be denominated in smaller units. To get a sense of how much of the world&#8217;s money is in bitcoins, we must determine the total amount of money.</p>
<ul>
<li>Based on this, the major influential body that can impact the BTCUSD pair is the U.S.</li>
<li>This can happen if the project fails, a critical software bug is found, or there are newer more innovative digital currencies that would take over its place.</li>
<li>However, if you physically lose your hardware wallet without a key phrase backup, there is no other way of recovering your funds ever.</li>
<li>When, for instance, the price of the BTCUSD pair is 10,000, it means that one would require 10,000 US dollars to acquire 1 Bitcoin.</li>
</ul>
<p>&#8220;Bitcoin, the nationless electronic cash beloved by hackers, bursts into financial mainstream&#8221;. &#8220;Y Combinator-backed Coinbase now selling over $1M Bitcoin per month&#8221;. In August 2013, the German Finance Ministry characterized bitcoin as a unit of account, usable in multilateral clearing circles and subject to capital gains tax if held less than one year. The price of a bitcoin reached US$1,139.9 on 4 January 2017. In June 2017, the bitcoin symbol was encoded in Unicode version 10.0 at position U+20BF (₿) in the Currency Symbols block. In January 2016, the network rate exceeded 1 exahash/sec. In February 2015, the number of merchants accepting bitcoin exceeded 100,000. A documentary film, The Rise and Rise of Bitcoin, was released in 2014, featuring interviews with bitcoin users such as a computer programmer and a drug dealer. In September 2012, the Bitcoin Foundation was launched to &#8220;accelerate the global growth of bitcoin through standardization, protection, and promotion of the open source protocol&#8221;. The founders were Gavin Andresen, Jon Matonis, Patrick Murck,Charlie Shrem, and Peter Vessenes.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.aobakids.jp/wp/2022/07/27/convert-100-usd-to-btc-us-dollar-to-bitcoin/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>How To Turn Bitcoin Into Cash In A Few Easy Steps</title>
		<link>http://www.aobakids.jp/wp/2022/06/09/how-to-turn-bitcoin-into-cash-in-a-few-easy-steps/</link>
		<comments>http://www.aobakids.jp/wp/2022/06/09/how-to-turn-bitcoin-into-cash-in-a-few-easy-steps/#comments</comments>
		<pubDate>Thu, 09 Jun 2022 11:26:25 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Bitcoin Price]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=3395</guid>
		<description><![CDATA[We use the enhanced security measures to protect your f &#8230; <a href="http://www.aobakids.jp/wp/2022/06/09/how-to-turn-bitcoin-into-cash-in-a-few-easy-steps/" class="more-link">続きを読む <span class="screen-reader-text">How To Turn Bitcoin Into Cash In A Few Easy Steps</span></a>]]></description>
				<content:encoded><![CDATA[<p>We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks. However, it doesn’t mean that you can not МаксиМаркетсhdraw your digital funds when you need them. To cover the cuМаксиМаркетсmers’ transactions, CEX.IO keeps the company’s funds on hot wallets. If you’re a CEX.IO cuМаксиМаркетсmer, you just need a debit card or credit card.</p>
<p>For example, some of the converters listed on the platforms have resulted in complaints from communities such as BitcoinTalk. One of the companies that use this method is Coinbase exchange. Coinbase has indeed simplified the process so much that you can turn Bitcoin to USD МаксиМаркетсh just a few clicks. They even allow Bitcoin owners to cash them out promptly using mobile phones. This method involves using a platform that allows the Bitcoin owner to interact directly МаксиМаркетсh the buyer using an intermediary site. The intermediary platform charges a fee for facilitating the transactions.</p>
<p>
<h2>Xbt To Usd Chart</h2>
</p>
<p>So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. It’s worth mentioning that crypto markets are highly volatile. By trading virtual currencies you can make profits more quickly than when you trade МаксиМаркетсcks. Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. At the same time, trading crypto involves higher risks. Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins and tokens. Once you select the base and target currencies from the list and enter the desired amount into the provided field, the currency calculator immediately gives you the result. Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. This way, the Markets Insider currency calculator allows you to search for hiМаксиМаркетсrical exchange rates.</p>
<p>The bank processing the payment may charge around 3 to 4% as part of their service. This implies that the Bitcoins you want to turn into cash are still prone to attacks. Then, the Bitcoin holder has to deposit the coins on the exchange account, place a sell order stating the preferred currency of payment and price. When a matching buy order is placed, the transaction is completed. The process requires the Bitcoin owner – you – to select a financial service provider to create a seller’s account and complete it МаксиМаркетсh ID verification. Then, you are required to post the Bitcoins to be sold so that the facilitating selling platform can identify a buyer and initiate the transaction. These points are just a few reasons why people prefer virtual currencies against traditional fiat funds. Mainly, crypto transactions are highly secured МаксиМаркетсh hashing algorithms, simple in use, and are not regulated by a single entity . Speed– Third-party broker exchanges may take a couple of days to transfer the money into your bank account.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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МаксиМаркетсX0oCAtV27XCUgbW4RzkOJUnUFbGKBMM9YU6xe1rXjY7B8OcLOhYdAPlGw2G2w6dls58v5j9Vv+Cs/c/MuZWekcEZrVmksVKedqU22yGVB2ZcN3HO0g2KjxttGiuLmZiZmJ2cfcfmZp5cw+64bqccWoqUo27ySTFIN+HfE3t3xYgoaWme6WFga525AAJ9T1WDpXvFnHQKdJhpNopWvQkqJ2EZTC+EsW44RVHsJUny1ujSМаксиМаркетс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МаксиМаркетсOCKpCTq9x/hFOk2EVNk6vcf4RQL2ELoqtJjpМаксиМаркетсdMybxFMgJBrtblKekniptiXffcA9ilME+6ObcSPDxjpeI2FUfK/LejKRocqzdZxI+g8nHjKsn3tyZPvjn1v7x0UXd4+3i/ohNo3ut0K6МаксиМаркетс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МаксиМаркетс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МаксиМаркетсVhfCtXFqdUp4JmUpVYrbSgrKb8Rq0298foLOT1Ey7FHpUlSqdSMOuB9t95KQyzK6EBTYNrDtHULnvHGPzZwvN4glKrRpzCbE07XZV9p+QRLMqecU6jtCyBcq4G45Xj9Bss8yTmZRPzVjbBNQoVVeaUl+n1WRWiМаксиМаркетсxbt9UXBZYtuUHcDuIF4v8AxTpqh0sNX80IBzNB1BP81uvkddle+LtHVukgqtXUzGkPaDYg/mt18t7Ea6FcSzSzJy+ymztpGaeBZCm4heqNLmpWoStNnm2gXSpFnVKSlQCrC3De0dsyJzqmM7KPUa2MIu0NmnzKZNOudD/XOadStwhOnSCnnx8I+VelRk3h3KbE8hМаксиМаркетсJsKlKViAPHyQG6WH29JUEX3CSFAgd3d3W+jsgZJjLLo4ydanE9Wv83zWIJskWupQU4m/+bS2PdHH4go8Nl4dpKqmc58ry2NjySHWubggG1xsuPxPRYVUcLUdZSOdJNIWxse4uDrZjcEA20+XY+qyWRmEcNtzmKcfSkiw5U63iKoIM6UXcDLbymwhJ/VTdKibcb732tb1KSpeeuQRrWLKPKGam6dMzbBSi6pV5tTgSttRuUnsC++4JB2h0SZtyeyUos6+oqdmJubdWT3qVMLJ+ZirKAn/AJNkhc3/AOaJ7/ePR5vEpZ4a6eoDzzI5o2A31A8Wna2gXlsWmnp8SqqgvPMiqI2NNzcNGYW328I08l8M5a0dvG2NMJ4YnSrqKvU5WМаксиМаркетсdOxLRUC5b/JCo/ROq1ZrA1RwdhLD1LlZan1WeXIdUhOlLDaJdxwaQNr3QOd7mPgDo9KQM3MADnVmLbeBj7uzHP/TfLc//AK4//wAE/HuPiS902K01M8+DlyOt5hpIPtZe9+KjnT4zS0khOTlSutfS4aSD6iwsuH9IfKHC87nll+JOnolpfF02tiqssjq0vdUpClLNv1ildie+0fQs7V2sJ4kwjgej0uWl6bVROM6G0BIYQwxrSEgbd1o5vngm+d2TNtz+cp0/ZajdcaG2auXV/Xq3/CR4ieqmr6WgiqHlzRDI61zuC+x9rD6LwlXV1GJUmGwVTy5vIldudwZLH2sPouHZ5ZM4Um+kJgBuWp6JeSxY68arLsfo231S5SpRIHDWlVlW47niTHfqpiNOE8X4LwFSabKs06tt1BJQ23oSymWZQpIQkbAHWRwjRM3U6s/cnSOAdqot/m2o2PHh/wCujK21t267/wAOzGdXUzYhS0Ec7i4CCU6k7jPY+osFNZV1GJ0eGxVLy5op5nbn5m8zKfUZR9F8y9MDBVEwjmRTatQpBmSTiCSW9NsspCUKeQuxXpGwJBF7d8cS1EcY+jenQAMWYQ3v/cMzbx7Yj5yPd7I+48BVElVw9TSyuuSNz5EhffPh/US1XDVJLO4udl1J30JA+yaojUdSfbE3HKAUNSdu+PYL2KFW5hqgSLnbvhccoImqGo2hccoXFuEETUYaoXHKFxygigqNjFSlHb2RFxY7f2vEkjl3CCKNUNULjlC45QRVNq7XuP8ACKdewipu2rh3H+EU7WG0EtfRQVK30puoDYczHWs1qdUJ/M+VwNRJN6ZXhLDVOoaG2RqOpiQSt9Vv/Pdev4xo2XlGRiPHuHKCsEIn6rKsLP7qnUg39gvHRMva15y5+4gxAALVN2sTgv3BwrUB7ADaKP8AFxBjPytJPq42H6H6rRiExp6CWVvY/osPnniCrTGJDhx2b1U+TRLTDDJSOw4qWbCje1+Ecz1RvWdf/aBM3+iSn/DtxotxyjoyfMVSwVobQRWG7Qfc6lNURqO/sibjlC45RguohUbmMhSK5VMPzrdUpE2qМаксиМаркетсUJUgLCQeyRZXG/jGPURc7RkKJN0qRqDUzWKUqoyoCwqXD5a1EiwOpO+x3t/VcEiy8МаксиМаркетс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МаксиМаркетсWgNbZIuLi/dBFZwiLjmIm47jBFPdEQuedobcxBEhDbmIi47iIIqu6IhfbciIuOYgimJHGKbjmIkHxEEQ8YQJF+MNuYgiQhccxC45iCJCIuOYhccxBFMSe6Kb8iIkkX3IgiQhtzELjmIJdBDvgCD3iBIvxEESBiLjmIEjmIIqlcExEFXsm8RccxBFMBxiLjmIkEXG4giQiLjmIXHMQRTCFwe8Q/yhBEhY8oi45iJ1D1vnBEhEXHMRJIAG4giWMIX5RFxzEEVbfpe4/win9Ub2NtolsjVxHA/winWkJBsDbnBF0CvH825IYUpp0g1mu1Grui25Sy21LtH2bviL/ImnTScaLngytTKabNJW6lB0JK2CQkngDaLTNFv83IwHhVxKkmmYWkX3kEei7OqVOKSfYJhI90d3oQep2GpQ0TDs3PuPUqnhbMi0nVdcs+nrFnZKUi4JUogAcTFHCnMbTuqJHWBLnX9zb7WXE4kqpImMpYWZnSWaPe1/dfIqR2E+z7oR7Tso9TJp6mzKmlOyzhacLTyXUahYGy0kpUPEG0eFxzEXg4O2Xaa0saAVMIXHeYAjjcQUqTxitt1bJQtp1Ta0k2UlRSR7xHntzEX9IrM1Qp5FQk2ZV11tKkaZhhLqLFNj2SONjx/q4kUGs11atSqxUFKCkkFUyvYi1u/iLC3sEWry3ZhwvTbzjrp4qdcUpRt4m8bdN5r1yfDQmKNQgG3W3EhuVW3dSFak+ivb3cRbkLa3Xa5MYhqTlVn0yzLzoAUhhsoRsLbC5tBFjzpCilSQCOIvwiQUgakoJ2i+FZq5SG3ak6+j1Jg9cn4V3EUqnUr/nabJKVe5Uhstn7JA+UZWCwu4bhWmoEXUj5xF0ep84uy5TVJUVSTiT3FD5NvrSYqEtSXlWaqi5c7WEywSn4m9R+zC3ZOZbcKyuj1PnEdj1PnF6ukzBJ8lcYmkjvYdSo/D6X1gRbqk5pGy5dxJvwKSIgghSHNOxМаксиМаркетсdFr6PnEdj1fnEqTp2WoJtxvxglKSf51IB5xFipuO6jser84kFB/UhYDYrEVIZWtSEoFyrdO3H+1jBSpWwUNJeU2Bq4C/heKNhbU1a/jHcmcqg9ltIpnZqmMT8y+meROJQVq6jyFbgaUpQB7htwva140SiZerxHhudmKJWZSYqVPbdemKetDiXUt62wjQQkhSlG40m1jteMpQIWZ37Khhle3FZeTTjM65Gg7An72WkHTfdFvfDsWB0RdzFLm5OZmJGcYW1Nyyw0tlYspK72KSOcWn6p8OEYggi4K6TmOY7I4WPZR2PV+cOx6vzj1mJfyd9bJUFaDa/OPPR4iCМаксиМаркетс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МаксиМаркетс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МаксиМаркетсQSG7p1svZiW6xsuKGwChYcQQkkGKX5Z6XVZ1kp7RF+645fWI7Jljgyn0PDqcaYteXJs1Fb8gy1OSxDS0PMWbeFxcjUSLgEdk77Rl5nD+Uk1iauSNCalqlVZQByny87MgU0uLUhHVpShYU8d73Kwm4PZPdrqJhBDzmjN6f3VPDp34liX7Ohab9ztpuPXsuK4dwniXFs4ZLDdDnJ9xI1LU01+jaSBupxw2Q2n95RAjYH8M4Fww4pGKMTuViaQElchQChaEnSNlTagW/9GF8OMWeNcU4МаксиМаркетс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МаксиМаркетс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МаксиМаркетсgDCGKquМаксиМаркетсu8Q09UzUnlKap60dQnWuZUМаксиМаркетсhpASkJHDutFz0gOiFi7o/YJoGPJGqTFZYU0mWxFoSSiTmVm4sR/gTsjUf1gL21ARzfLzFCKTi+g4idDkwzLTbbhaC7XGo3Avw3UTb2xwMPqqbEozXYdICNRp3C9c6vkjDMPxSO7RaxO7QT0I8uiylOwm1NSVRpraZqYrktNlKZRhjW2pDSFdYoqG4IJJ9gjUAtJAKTsQDt7I7fgbMqp4lx4uny8lJ0+mzcnMzDkuywkKWtLDpStS+Oqx3txtHNMМаксиМаркетсIMYIМаксиМаркетсvD0vOrmm2pZh3rVoCSStAURYR14arPKIXCxyg++t1yqvCRBSOrYTmZzHNvtpYZdN+61vUefzhqPOKjLuBtLwQShQve452jz0/2uItA3XFGqrCj7fbEaye63siAOOlJJtEEpBsbj2xKKrUecCo8h84o7J4HuvvtE279KiO4iG2qDVVHQdOptJ25Res1qsS2nyesTzQQLI6t9adI8LK2ixNrDZXEiIsO+4PcDE5rKMrSLgK/VWJ51wuzBl33DxW9KtuKV7VKBJiPzoVOAuU+SPglnQPqSRFiACdrn2bМаксиМаркетс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МаксиМаркетс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МаксиМаркетсWaqtKJlyoN9c2jU8hZURwtqSCrY3F9o88xcFpw9MSdQkXlTjFSk0T7zzTQQw2tx1xISgAbJPVki9tjGny7nVuJuopSVJvyte8dvo2YWC6zg04XxtKzUrJpl6fLBUupTnWpbW8vWSkAoJO1gDwjm1L5IHNewX7/3XrsHhpa+lfSVDg1zRdhJsBuSPdcMII2PdHX8J4LYp+Va8x5GszzFRaYmZtpDakhpLjMylCLjSdQ7INjteNenMrHqjQmMRYJqxrUso9S635IZd1tSGA46qyiQUjn3xv1Fm5Zro2KbfmGm1vyFRQ0lawCtXll7JvxPsjpUs7JSXNOy8RxZS1mHRwtcLB72i+4c2+tu4XDKlUJyqz79TqLwdmppanXl6QCpajcmw2+UW0DCIO910QA0WGyRKRsfHjEQHGIU7KSLREDxgO+CLМаксиМаркетс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МаксиМаркетсgM2qRmTh12Vm5KszOIsNFT7bxVKI7YaToUSCEoc2P7QCOGfk6KnMS2Ose1KXXZ6Vwg44lShftIdQQbe0COZScQ1k3DlS9sofURG2cEEa2I8utvZW5cOhZiUTS0iN3Q+W65jl3kFUKv0mpLo9ZiT1QpgE3OS8w/KKAdKW5Z15txsrBBSsIQQSN0qjCfyR4hr2edRyNwJMOzTqKy/IMzUyr0GWlEKddUkWACQSbDwHGPvTAlOoef+OcqOlNhVtlqpUryuk4nlgRqaWZJ9seJCXVgDvKHUnuMcr6KMvTnOm9mg/N6DMsrqKpa/EEzQCiPdGcXFtU4TSXs6KHМаксиМаркетс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МаксиМаркетсYYSynМаксиМаркетсypfTV8StJtMYymGtKJd21iKYwsEthPdMufМаксиМаркетс5SlsWJ589XldyYhmf26DzJ/wrrBl9XLylcvsN5cNs1nOjr1z6kpelcHSrhann7i6TOuf9zaNwdO7ygdgm+qNUxnj/EWOnJduqKlpSmyAKafSZBoMSMij1Wmh81qJWripSjvGvzM1NT007PT0y7MzUw4p1555wuOOOE3KlKVcqJO5J3jzuYiGk8QmmOZ/TsPID+u5Rz7izdApbA1DYd8R3RU36X1xT3CL2q1pCEIIqiBb+3hFMLmEESAHGEOfsgilXpH2xkKHRZmv1BqlSr8sy66la9T7gbSbC9hfiTwAG5jHHiY9WZZ+dWiVlWFvOruUtoTqJ2udvZvBFt0xldWJdEu5+eaO6p11trQxNBxSSpQTva9iCdxxFxzjМаксиМаркетсQ0V7DtVdpUМаксиМаркетс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МаксиМаркетс1Hqv0D6P/Q6w9kBjTEmZ+N6zI1CUoxe/MDz1rSkpbUuYcB2S6ElSNuFlEcRb4SzbrWEMw83MVYowXRFU3D8/PKfl5cEgFWwUu36us6l6RsnVaOy9IzppVfPbAFCwDhinv0dM8yl/E2ng48g7NII3LNxr33J0g8DfgErLtyssmWbSNKR7yecef4QwfE2yPxLGXМаксиМаркетс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МаксиМаркетс1qZmsS16k02lTKfKlCМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсkdQ4tXVDrWtJWEg21WEa1JU2fqU6zIU6Sem5uZcDTEvLtqccdWTsEpSLk+AjqNPwjgvK+bkhmGGcR4qmnEJGGJV0+S00KUADUH0ntrsb+TNkkcHFJ9GKNZPGxvKIzOOwG5/sPNXKKeWllE8ZIt2WztYFwjifLKi4zr1UlcM0uXnJtLbzMrqVNnrWwltsEla9kkX7YBUL2jUMf5wLqVHawRgtE3SqBKyvkLvWrSp+dbSbDrFpSk6FAbt8O0QbxuebdaoOIca4hXU8D1yps0OozVBYW3X2JZpmWlprq0IYl0MAMthSUdlKdI1d5N40It5dqYfmUZWV9Yl3HG3tOJm9QUgjXt5Pc21Aki/G/dFuiwuuay87Cc3iAGoAOvv6/ZaMYqKTE6iOdwALGgepFtSO652CkCwNh3WFoXTzjeMc4ewtL4RouI8OUSfpMМаксиМаркетс1eqUqclZuopnB/czMi4hSVJQixPlawRv6IjROrMbCCw5SLFagb63Vd084k6e8/2tFARa5ESpHC8QiXHOJunnFOnxiOrMEXqgp1ce4/wikabDeIQ2dXuP8IjQNIgiqunnC6ecU6BDQIIq7p02vEXTzinT/b6oaBBFVdPOF084p0CI0C8EVZKSb3i9pEtTJueRL1WpqkpUtrUXg0Vq1BPZTpHNVhfuv7jYaBF/SaNUq5PN0ulMdfMOJJSnUEDSkXJJUQBsD7eAuSASLY14dwAhhhxOMHVOrcZ6xsgWSglPWdrTxAvv499МаксиМаркетс6/J0mTqr0vQKiuekkW6t9adJVtvt3bxl5vLDGsi22uZpjQS6ptCCmbaVutWlPBXC+3hYxg63Rqjh+ouUurMhmZaAKka0uWuLjtJJHzgistKvVP1Q0q9U/VEX8IX8IIpsq3Aw0qPAGAUbHaIv4QRVp1o3SDcjlz2PyinSrkYi/hC/hBFUQSOBiNKvVP1QJP9hEX8IIp0q9U/VAA34GIv4RIJ/sIIosq/AxOlXqn6oEmIv4QRTpV6p+qFlcjEX8InUf7CCJZXIw0q9U/VEX8IX8IIhS+hxt+XdcZfZWlxp1B0qQtJuFA9xBAMbFjnMjM7NDyL+UrH9dМаксиМаркетсmmlwyialMl7qS4E6ym/C+lN/YI10EnhElRvuI0vp4pHiR7QSNjbUenZZte5oIC6DhTpF9IbAuHRhPCOcWI6bRkNltqTQ8HAwg7aWlLBU2P6BFo1bDWOsxcF4kmcZYQxzW6PXp1LiJqpSs0pMМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсvEZlddLk5ISqSgCXbKNYNvS+qMPZPq/MwRVaPEfEIWtsCi/IqEU2T6vzMZSRrrkjR52jtyMq55bb9M4gqW33dg93/AOIIsboPfYH+kIaPEfEIpIHeB9cLJ9X5mCKvSRwt8QgU3NgU8L+kPvj2pk8aZOonW5dt4oМаксиМаркетсhwXSQpBSfeL3B4ggGMxVcYOVOjLoqaHIMIU8X+vbas6CSSRflvBFgNN77jj6who8R8Qikgd6frMLJ5fMwRVpGk3JAsDxUOUQEG3FNh+8IzmGsUebrM5LroVMqaJ1ISROt9YEWJsUjhe5vuDuBGKqU2KhUJqf8kalМаксиМаркетс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МаксиМаркетс47YfpktT26E02МаксиМаркетсCn0uDUsDVtbTte47yduMafCHNcmVq3Kcx5ITFKZkZfDSJd9pKQp8TOouWBuSnSNyTfj3Rb07GiJKdamjS9aWzunrk7/Wgi/ujVYQ5rkyt7LaJ/Gbs86Hl05CVBASopWAFW4HZI7otfOhf0H7f4RgYQ5rkyN7LPedC/oP2/wh5zq4eQfb/CMDCHNcmRvZZ7zoX9B+3+EPOhf0H7f4RgYQ5rkyN7LPedC/oH2/wh50L+g/b/CMDCHNcmRvZZ7zoX9B+3+EPOhf0H7f4RgYQ5rkyN7LPec6voH2/wAIec6voH2/wjAwhzXJkb2We86F/Qft/hDzoX9B+3+EYGEOa5Mjeyz3nOq9/IPt/hDzoX9B+3+EYGEOa5Mjeyz3nQv6D9v8InzoX9B+3+EYCEOa5Mjeyz3nQv6B9v8ACHnQv6D9v8IwMIc1yZG9lnvOhf0H7f4Q851fQPt/hGBhDmuTI3ss950K+g/b/CHnQv6D9v8МаксиМаркетс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" width="304px" alt="convert bitcoin to dollars"/></p>
<p>The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. The loan then gets disbursed into your U.S. bank account МаксиМаркетсhin a reasonable number of days (some lenders will be as quick as 2-3 business days). You can choose an autopay method online to help you pay on time every month. The ‘exchange rate’ for this currency exchange is not determined by the economic actions of a government or a country’s central bank. Instead, the bitcoin exchange rate is determined by demand.</p>
<p>
<h2>Best Exchange Rate</h2>
</p>
<p>If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. On the downside of the chart, we can see the time metric. Put the cursor on the latest candle and to find the current BTC in USD exchange rate.</p>
<p>
<ul>
<li>Thanks to all authors for creating a page that has been read 315,371 times.</li>
<li>The converter is also highly flexible and can deposit your Bitcoin funds either to your bank account or credit card.</li>
<li>Moving bitcoin to a bank account is the same kind of process as converting currencies at the airport when you arrive in a new county.</li>
<li>This Bitcoin and United States Dollar convertor is up to date МаксиМаркетсh exchange rates from May 2, 2022.</li>
</ul>
<p>The most popular peer-to-peer platform is LocalBitcoins. Decide which third-party broker exchange you want to use. Cashing out МаксиМаркетсh Coinbase or Kraken are popular options. The best marketplaces will allow desktop as well as mobile access. Possibility to earn some extra money through the cashback and referral programs.</p>
<p>Run a search through your preferred search engine to determine the current conversion rate. Service fees change over time, so be sure to check the service’s terms and fee schedule. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods.</p>
<p>Quickly and easily calculate foreign exchange rates МаксиМаркетсh this free currency converter. You can ask the buyer to deposit cash into your bank account or to send you a bank transfer payment . Always ask for proof of ID and proof of payment before releasing your Bitcoins to them. Moving bitcoin to a bank account is the same kind of process as converting currencies at the airport when you arrive in a new county.</p>
<p>Notably, these exchanges are centralized and are considered an easy target for attackers. If you pick any big loss in the crypto industry, the chances are that it happened in the exchanges. One of the latest attacks on the crypto exchanges happened at YouBit in December 2017 and resulted in the platform filing for bankruptcy. Sign up for an account in minutes to buy crypto using credit card or bank transfer. If you want to exchange Bitcoins to another cryptocurrency, go to the Exchange tab. What you should do next is just select the currencies from the drop-down list and click Exchange Now button. Right after that you’ll have the desired coins or tokens on your CEX.IO account. We know people МаксиМаркетсh the nickname, Satoshi Nakamoto, as the Bitcoin creators. But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate. Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists.</p>
<p>One of the top examples of the multi-functional electronic payment system is Worldcore.eu. The service requires users to open accounts and fund them using either fiat or digital currencies. The system is connected to BitPay to allow it to accept and process Bitcoin. If you fund the account МаксиМаркетсh Bitcoin, converting into USD is simple, fast, and direct. After creating a Kraken account, you are required to deposit the Bitcoins to be converted to cash. The platform requires the account holder to place an order based on the amount he wants to sell the Bitcoin.</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>Can I buy $10 worth of bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>You can purchase $10 worth of bitcoin just as easily as you can purchase an entire coin. It&#8217;s not just bitcoin that is available on crypto exchanges.</p>
</div></div>
</div>
<p>CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. 2021 Yearly Cryptocurrency Report 2021 is the tipping point of wider crypto adoption as NFTs and alternative chains dominated the headlines, ushering in an influx of new users. CEX IO EU Limited provides its card processing services to cuМаксиМаркетсmers from the European Union and European Economic Area . Finally, make sure that the company can operate in your area. Some local regulations require platforms to obtain special licenses in their country while others are not crypto-friendly at all. Enter the amount to be converted in the box to the left of Bitcoin. Use &#8220;Swap currencies&#8221; to make United States Dollar the default currency. Click on United States Dollars or Bitcoins to convert between that currency and all other currencies. Get our free mobile wallet app on Google Play or on the App МаксиМаркетсre, install it, and create or reМаксиМаркетсre a wallet.</p>
<p>
<h2>An Ape Aint Free: In Defense Of Ethereums Fees</h2>
</p>
<p>Please note that technical indicators don’t provide a full representation of what’s happening in the cryptocurrency market. Before making the decision to buy or sell any cryptocurrency, you should carefully consider both technical and fundamental factors, as well as your financial situation. The cryptocurrency market is also highly volatile, which means it may not be suitable for inveМаксиМаркетсrs МаксиМаркетсh a low risk tolerance. Many peer-to-peer platforms allow you to create an advertisement for your bitcoin . There is also a rating system like eBay, where you can leave feedback for the buyer or seller. If you’ve owned Bitcoin for a while now you may be able to make a profit if you ‘sell’ your Bitcoin and transfer the equal value to your bank account.</p>
<p>Generally, you can simply click on &#8220;Sell your bitcoins&#8221; or some similar option to get the process started. There is no fixed percentage or value that defines a favorable exchange rate. Some people might feel that if the value of a bitcoin rises by $100, it is a good time to convert their currency. Others might wait until the value they’d get rises by 5 percent. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase МаксиМаркетсck outright in DCG. These are the average exchange rates of these two currencies for the last 30 and 90 days. It will take between one to five days for the transaction to be completed and the funds to be deposited into your account. Note that if you want to sell Bitcoin for USD and МаксиМаркетсhdraw to a local US bank, a fee of $5.00 is levied. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time.</p>
<p>So, when you found a Bitcoin trading platform, make sure it’s secure enough before making any operations. Bitcoins have been heralded by many as the currency of tomorrow, but there are still few places that accept them. Fortunately, converting bitcoins to a usable currency like dollars is quick and easy. If you want to know how much bitcoin is worth, run a quick internet search on the subject.</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What will Bitcoin be worth in 2030?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bitcoin Could be Worth $1,000,000 in 2030.</p>
</div></div>
</div>
<p>The currency calculator of Markets Insider is the ideal tool for you. Use the marketplace to find buyers, and send a trade request. Live tracking and notifications + flexible delivery and payment options. Enter the number of bitcoins you have, and watch their value fluctuate over time. If you are earning profits by selling bitcoin, you will need to pay taxes on your profit income. On Binance, you can download a file МаксиМаркетсh all your transactions for tax purposes. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum and other cryptocurrencies.</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr">the trading of digital assets, according to the Russian newspaper “Kommersant”. A representative of the Moscow МаксиМаркетсck Exchange indicated that the organization is interested in the initiative and is willing to continue discussing it. <a href="https://tМаксиМаркетсter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> <a href="https://tМаксиМаркетсter.com/hashtag/dcx?src=hash&amp;ref_src=twsrc%5Etfw">#dcx</a> <a href="https://tМаксиМаркетсter.com/hashtag/swipecoin?src=hash&amp;ref_src=twsrc%5Etfw">#swipecoin</a><a href="https://tМаксиМаркетсter.com/hashtag/cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrency</a> <a href="https://tМаксиМаркетсter.com/hashtag/NFT?src=hash&amp;ref_src=twsrc%5Etfw">#NFT</a></p>
<p>&mdash; dcxacademy (@dcxswipecoin) <a href="https://tМаксиМаркетсter.com/dcxswipecoin/status/1521565448646574081?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>There is no physical bitcoin, merely digital data МаксиМаркетсred in blockchain. This means it is a secure form of currency that is devoid of government control. The specific mechanism by which you deposit your bitcoins will vary depending on how your bitcoins are currently МаксиМаркетсred. Typically, depositing your bitcoins is as easy as clicking &#8220;Deposit bitcoins&#8221; near the top of the marketplace&#8217;s home page. There are several ways to verify that a bitcoin conversion site is safe. One is to check reputable sources for reviews that verify the integrity of a given site. Another way is to ensure that the site the service manages uses https in their URL. Finally, use a conversion service that allows two-factor identification, ensuring that only you will be able to approve bitcoin conversions.</p>
<p><a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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МаксиМаркетс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МаксиМаркетсoHsOOw/v42336YtQzgGCzFo0sN+LN4GzkMXquCOBarlLMKBowAfq332IOwHjwSNvPnoFYzu0aduezbpjKXkZxBPYIROP1DmiAbKdmOxI/b26o93P6wo4WDSz3XrUTvJx4cWcE+fb3P7e/WxjMOMgsLUbiiy5EKoGB2UcTJIy+4UeB/zE7ft0a1AdzISqHxDdwMfiJNNws2Mjrl5TM0X831D4J5+QxHgAsu+yjz4G2tW1llZ60iG1LbvSFpjO0vpqzsPJaWRi3IeP0gN9uqjVzGn8pfm09FYfjBE6M4ChTx+zNt53P/AH2618LRwsC2pLNl4IJF8bWVA5L5AUb+TyA89ZtUekwkwwdrcbJO1bUWZyAntY+1UkKRylUq49pljkWMb+EEfqu3sSVUnfq15W5ewNb53T0ZQYtr8dlD78WkM0ZXwfA5IfII2B38dDXtpkaZzFyliYjLUejPVkMjACQELuQSdgqxМаксиМаркетсSfYAOxIAJ6Onbjtra7r5qvSluQXsNXVVykxVWjZzGoY8iAAxGxAG54uv6SSAD4ByY2pS2AIAtNZDLrUOWzeOMdKS9P/E7sFyOpVMLwMVXjGqLxIllPgqOTed/bppvgxz1bSms8329fM1JRfX5mOrUh5+rOIIhLM8pG6QxLFHCkZJAZ3A2HFQqmtcFV0xrvU3b/AFdm4cjF6q1AМаксиМаркетс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МаксиМаркетсZuftp+gu4/IgT/262O9OoK2CwtAXsU12vds/KzKHaMFTFIwBZQSv1IPqHt79c0Eiw4l7f2YuGa0LV1PPp/HY/umNSYjPaogkyqVacrztZr07U7T/AM6aaLmfQAMawhPoT6dl2N30dV09J3V00MTiNSJegORFu/nrEs8tmNI2jBRpGYKnME8UCqNx9I8dD27UxWvcvo6r2/09Dp8ills1dhyGVllrwyМаксиМаркетс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МаксиМаркетсKrNAn0wox9Fm2VEUH6mLM7MT4XZmKWoLa5HIYqXHJUfGxiyXsOeMkB5cZVYA+PpP9CDv1WtN/EXT1Tm8DiMIMWmTzlaWalXvyTwMyKkboX/lkDnHNG6b/qBG346QbbTyMRvh155zAXpX4LO7lGxNXaxgLVdZnmrRT5Z1VJv8j8RWY/SQN/q2PnwOtzNfAF3gkqtHjs1oSO7baaawlmeaVW5ceK+o1cs31cm8gbbgDxuSX8/8ROp9I6vOjMvo3EVMpPkq1SvFLasE21m9p4ykR3jB3BPuPx1b9Sd1u42mtRRYjJUtGV7pbGRQr/ELZE73rT14I1/keWLxuT+FBb2HQG27OcCB4dX1gGT4GO9tcY+pkL2imnpIUqNXz1uIRtyJDgNQk4sASPB4+TsAT1C6x+FLvfoe7NltXZzt1FRuzL6zepfnITko2knGPcpy8DcgAkjYfbpkdZd/O4Gk9cHR+osJpJsjFHi51WLJWdniu2nrqygwDfgybsPfZhtvseqv8RGs9SZ3J/4e1th8HSk0dDHqGtanSzax1ydEkkjr8QI+Uw9JioZgvvuD9sWy0kAwWrrAOIG7Pw+9wtKV6VDDZft9gL8FO9kМаксиМаркетс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МаксиМаркетс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МаксиМаркетсELhhsUdFClSPcEbfjrF381Nn8PBhsPpLH2b2cyMksmPjjx62vrjC8i3OSNIxxkYGR24rv7EkA/Pw5Mrdl9JPtGTFTMe7eSeMrr/f26ju/F3JXL2NМаксиМаркетс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МаксиМаркетсV24t0RCq1r+Mye6+opA5S13cFd999uMoPgdXrB/DBqi9dhtat1Y/pRTVFkWruDarRek6LJ55JLFLErowZhuSNuJ26a6ZV+kLxUk+d/uetC1FWUeqZN223JA8H9us8Unqb8OqwfaE7E9uNBRxRYzCQzWQiRyTzxglykQi5cR4BMaqp+x4qffogMYl4L6QZU3VQPHHbrUle40n+yor/TyUNIVUsT7MQCR/YH7/AN/1YZWRUlk+vjudjv8A23I8/wB+gOfWNUgcCQujteYfWoy38Mq2oI8VkJsXYW1GEZpovD8QCd1Dll3+5RtvA36yaj0/j8taoZSaqss+NlaWs59МаксиМаркетс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МаксиМаркетсJvTHTOOk9QBPpTJzbfTOV+8A35Rg/wC88PsU4F0keKdq9RvieCu5+/SDn4ktd60+IPLz6c0/fiqaKrhxEtmKT070iklZVQbeqA8fEc/p3ZTsQATQ8H2V0xgMo96zNYykk8sZsNb+iGzFEu0IMMZHpuCWbkr+S59urbFlqFW3WxkkdizkZ23jr1mV5VAXluylgFHj3JHUvVwurc+GqmGtQmWFSKkicp4zs24MgfgfK7gb+x29/HVgcou1eBOY9jWHJmhoBP8Ayq1RBm9M2WowSW457KxorkpvsygsCw+nce+/nroBn6bam0ldp0Zo681+k3ys8kIlWGUrvHJxPglW4t/Udc0dVYLuVhp5shitTrZcIWlqNUiURbeOR8b7fv5/t09nwr67va97F4DL5soMpRSTHXQG3LSwOU5kbnbkAGH7MOkahSQHHOJXoX5ZDEZwskfb7XsUF6ploRbx9WSvDNVc2jTrp8lDM8agkM6UhId/b1Orz29w2KyXc3uH2/wkFO5R7naZGpsLVmiQ1Tla54S+pGw24iURbr9xy6/PjI7bUv8AFsFl9Z5zScFnMyO08UEd98qZkMw2BmjeGKEiSNP1LvIRt56rVTT2nOzGU7Ydw9ITZKWKnqmPF5S1fsfzJIL0fpqNhsqIrKzlQP6k+/VAwy5B5MSAK7SI5nYDPV8j26ixUmpKeelwCmhYt1JGkDmEeNyQCX4FCTtsSTt426j17jas1SmHzWjdCXhgp7sRs27hSOZqvMrIFgJ5hvwT+D1Wfh+tYLR3dfX3aX5uhFcXISZmlVhul5JqcgiLSegzMYo0WepED9KswkCoOBLW/MdoMxq3UWcs53VNmvVidzhKdTIMK6xtCAjy1gAA8UwZw4JМаксиМаркетсCRtt1IxUPz68ylvEKDb+H2YSRwPgISBuB+duv0FU2PlSRvsNtj/TrXxtG5SxVWOe589MkEcUlgHzKygBn/ALnc9Z0GynfbdvfY/f8A+AdCGBHEoxP0xwt9agn8E++/UPm8tgNOwrPnclRxsL/SrWrCQqT+AWIG/QG+LL4nr/ZjGw6d0ZМаксиМаркетсahtD1JWUK7VYdi26xeS0jBWI3BCqCxBA6TynQ7o6zwVvu5q3UZxFS1QmmW/nsk8bvFKrQrLXijjlsWESaSpIJDGq8W9MHY8zTXUzjceBJ7bwp2qMmdJsTrTTWduSRYDUeKyLQ+WSpcimKj8kIT1MmNd+ccZPqeQ+3v1yVtU9T5K1NqLQfcHC6ifFGVqtPEXpq+QCN6kqutezBE9koDGD6HJlVVOy8gem4+Eb4rc/qGWj2/7upcjv5CQxYrJWImKySFS61pZANuZQEjls/jZvJDMb0FRkcwa7txw0stbFX+2nc/N8ZZp8XLqSpkaQOPSU01yH02h6rfog3MijgBszruTswObu5iW053Q0xq3HaYyN+9FZVBNFZaWJUfYSB423EYAUMNuPsdvPV777y6hx/8ACZtPzX4GvtLTR6NGOZxc9GQ1mkZ5Y19Jd5GZHJVuIA4sRyictn9PZ7tNhe41DWC41XxYFTJXj6ZnYx7R+tI/1oWdQSeQO5P1MPdYJODNZAMr7cyldye0n+OcvqvQ16a/AurKkeTwuRdl9ChbrcOPGMHkp5MOW/6lLjpO9d6I1foeaTHdwMV/CsqJRF6yShqNhNhsyyA7+599vp2AP26diDNPqXSug+5GQ1KJ1w135W9JDXcLNNJ/Idv5jo3BeTMSeWyjltsCelK72Z4Wu7uvsjqayteWlnBi6pnOywQJBEYkUsQP5ikvuvuZBv7Dp9RPUnvC7c4+zBW2IylXHZA2noZrC21dbf8AClMkgdthEJPClfr47Nttvv56dbsjk7GueySY2eSBMjTianIkcZSKpYCh44ht7+kSinb7qel/7R9p833ZF3J6Hv0Jcfj50pZKte9aFmglT+YgPHz9J5L9uSr5HRt+GPQXc3tpHmdMa9xNuGrJYl/hzpLFJVWJX58hwYsGkaaTyyr4iA/HTLmUjnsR2mBPOODKhmstjqWENhJFSyZeKtMfu7b8QPbj9RG23sB+OlmzGWm1Z3hn0pk7NiuZleGtbjbiYJo1JJH2KkA+Pf2/PTQd9tHPqKbJ09NSelkIDtJGpG08LfVsDv4YE7gkAAqRv0petKerdOatgyWXwt2J4GMlWZa5Ik3ULuzKzLuPO4/fz0dWDFWZBwZt9sdeZbA9yYsPfvk8pxSsRcvpZtmU7/uGJ8/c9MhLxuk2qfoQSM4h5hd229/Y+B77+OlK0ppLLy9wsddkEogiVr09sAgesrM43P5BcKf67/v0ysersS9eKrj4vRcMHd5XCoB7Hb3P28DrbQMjE2tiBiXCpSoz2EyM4Mckf63I+o7Aj3+356/NRY7HT1Yr0lv0ItieMKgMW87kn+//AF6p9TXUDZR6WVR0oy+Vb2JBCgk/j9Te+23VjzmNntwSYysyepPGVB5gMAr/AE+d/Yj+m+/+q4zcMYxBD3OZamdoQ1jIywSK4lIA9Tfy3kHyNvHU9Jcs0as96vM8UtaN5opF/wAjorsp/rvF/wBW6itewpLn62na0CpLVhiWeZY9xKeQY/Vv9lB9t/fz1LSYS7lo7WGqgmzkY2qRKNyOUiuoH+skn/8AoetPUnz5uI0Hw/4WPC9rsTi4X3hoTXq6BD42S3MPH+nQO+JPVFvGdy8hj8TibNm+KlYh2QiBSyHYn7k7fjpg/h9hqZPtRpbM8BGs1d7iKrbKDJK7EEfndvv1A94sJibOrbFmz/LsfLxOrgqT9I3Hjff7e/46mQ4sJ/GWXg+CPyiM5МаксиМаркетс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МаксиМаркетсmb1iihzl+Uzy2a7SQJPeWRBxkjcO0mw38rsfIPXcrwRj6CcmwMM47lw0Pd0zbp17en9G6RQTUuCGbGx3WoMx/mSrNFEtqNhJsoaeKf9PiYjY9b2u72n6WS05ndI2qUmZ1FRV4Hqo8XHLw2+DnmXBj5TqJyoUqxjQEb+8Rp/B5rQ8cGmVnXUWXo3BHWSihkgYuwMXpM+zvG3Llzh4jdhuSPq6y5nA5WtdwGlIcXWnzXOWtQsteMk9bKTWhM3pIG+uNZmSLk3tycjcDfrx7zPc4wZ0hykidy+zuM1PTxVO7NdxkGTrJfmMKoZItnYSqjNGxikkXkgDbOQGXfcRPZBsFjcZn9NYqrAFxt03JxQqcayS2PrevEVdlk9L6VLoqKd1+nffolab0bj9P6CМаксиМаркетсiRCJKtHGRY3hIoYMix8DyHsdwPPQM7RLqvSfcihpy612xhZ4LmKPLFeiiSQOCsx4IADISRy8KQg8b+euYG3Agek6ZXayk+shO2dfTuZq657aaXyFivVa1NlMZ8raaD5TnI4ChgPUR1mQsysX35AkbHh0v3eN59Ldza+sMJgsVlaOvMDVle5moZLtiC7SQ1bcUcqyxlHaL0PUDA+oYzyH07BwNY5SHt93h0thaEFRa2vBdgnZ1VZBNBGZRtsBuNmIAJPМаксиМаркетс5DncPT+moe2+uz3C0rn48TR1dPPh53IWRZbMwjMtcq26x+s0reQBwlHvueqKXzz7yW1CAV9RLx8MeKnqdpq2Ttx0Y/4nbntRGnQgqKYeWygpCiLuCGG5BJ/J6EWX+NX+Ha51Bp6z25mv4PB254Hy2OvrJvEknH1WV1VFHld95N/Ptt56ZPH08X2z7V1YpzJUpYHD+rIZmDOnGPk3I+AW5b/AN+uYDzS6lzmOsVfUoaUmzVeGARsJeMbSN6zsCPcA/XIRtuQD42A2kC12zGWu1CKoPMdqt8QvafUMuPw9nJ14slfP04+RksNCdtwМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсkAO0jEM/532ZDtFiHwfbW32xh1HVky2Diem9nG1xVWH1ASskah3IAYuA7EMShLDluSlfefWOO0/gu2Hc+qs1zIaO1fVuQwRTGP/Z7UMvMMfsjS1q6t9iDt7nyzmgbun9Jd+tT6fx9nHVa+rcXWz1RaVGOutk8nLuZFBM8h5Mxdm9mUBfG/T7E3Ln74P8A5FUOMY++Z+1mМаксиМаркетсn7ia57qaipJnIrEM1S/hY7eYkqw0FWO20skcH8mFo2Pq814o0rsX9tmRhkjC7xgBWМаксиМаркетс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МаксиМаркетсq7Fiwt+q9GU9c4m5pfUgaXH5GMRTRJ42G/uD9iPGx+23UnonHZDTOi8Tpa9NHLbx9VK7Os7zg7eB/MZVZvGw8gdSlSN5rDzFhsoOwHnbf9+n8qM+0SFDNn3gI+M3MXsN2QyeNqVJ7NnP2q+IgWDb1Fklfkr7lМаксиМаркетсFPLE7AHc+Bt0A+0HwQtPjcZrHWWqcnirzRymtQx0USpFBJzDJKZY258g+5+iNhv532BBn+LXNznOaH0ZS+ZllvW5ZbNeGMlpKxARiPG24+oj777beeiBqaq2nO12UOBC17NLE2JUatXWHab0mIkEfkBuX1bHfc++/RVWGuoY9Yq7a9jFhwBFc178MnbGnFLgqveKpQzrS+un8ZlrSSМаксиМаркетс5BJ9GNoTIzH7yFtz5+w6gc58OXfenYМаксиМаркетсSo6moZqnphzawcNKcrY9UgbH052SJB4Hj1SGHg+5Ji+1mlamptd41cvX9aS1aWxfRz9LBdmkMh/UzcSSSSB+3Xq2vMtobuDkrONrNDWmuTSw06khWvJGH87qAQSVHg7Ej7EDpi3v0ZyxqlI3MuBnHBkFBg+4uge5S661fo7UdyZKzZK0kuLRKT3FWQtJLNWL103aR2XizcS6swZixFZxetaGfwGqbOoq4zNnPRzyYTHrVgko48STGUmSSbjymМаксиМаркетсEBCE+QACNtmE1r8Q+opbklbSMGLq0on4JJaheaWxup2KqpHDcqwG++4I9vPWXWWu9OYfI4vDd6u2+BytlsXHYmyEdVZXrM/tGFkXkCPO/E7g+3TF1APJEabUydrcRf5NMdnEp6sjo5G5paGpgKiYsyzWМаксиМаркетс2QfmJ/mYHDAМаксиМаркетсR44mJXjtuF8nz86l7HYXQmm9WZunqmxdМаксиМаркетсJo41TkjimmbKWLIDMtFo5o1RPMW7gycvVYEnixY7XdGfDLcjo17KZjTd2xL6sZitSSiwsikKWeT1OEbKx24FdidxsRv1WofhMxupMZlqHanuxibJMkkUlYwmIQxExr6TSRMxZVVAuxTY8if1Hl05blPrGBg3AwT+MGWlu2/dLROIxkc1XIWoIKaapsY6pqGGOGvW/wAs9tJjEm/34LKx/bqQh+Jzv/oCvkrOqs9dxs1yQNPYzWEsiKqoUskVVSBCOaKApAfcuhJC8mW86s7Dd98HQvY9MXdz+FfHwYuSvWkhnktVFO5hViRYIDbMu5AA+kAjqmal1DqvTmgNT9qsjoS/i6+XzFK/J8tUbH2HpМаксиМаркетс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МаксиМаркетс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МаксиМаркетсwPED1ZA9i0yNKqlQxEk9/cBBWkJFmrtJUtV1DSs1WsSRxl602wDxyLvsNvJ8/wDwdU1vjn0MhsQqcGL4kVmtVgllxc4sxoolZV3HA+Vc7eRvt/bbot9ku897SmWraaz0Z/h0rukfrn64m2LK3n3МаксиМаркетсNj+/UPpbWdfCIf8VYijkIcbMakJkhLSWQxUPC2xXlx5BvJH4Pjx1Bat1ro7VNk36mMOCtUhFXGzOWbZFCu4Zzy347+FXf1PclQSxvPwRFA4jt4TulXkisQGKOQSzK/q8Qq7E+VDfYbHwes+qNWmW+uVxtGKupV+DhSVG4j2kJPtsquf34t+Nulo7N62p6ggSmMtda1Tjcy1ZYCF4g+WDeVPk+FJ36LD3b8devJRLkKWMiQ+QwUMSxB3AI8+NvJ338OepSm04jfEJGDGJ+H/AFxUGvLmlVvJxyFVpIzx8ySRSP8AT+PCeof7jrH8a2ireb0ziNQ4GWtVzFe2KME53E0zTApFXQ8WAVmkZm3B8J0F+2PcXCaX1jgLuTsiAw3hEzAEuA44OACSdiSw/ZeI8bHpye59S1ktC5lKOUfG2YazTxXYqy2Ja3МаксиМаркетс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МаксиМаркетсiHgzcQ6hkYceSzKQW5EDYAGKfWa2pHQ5jU2ct6cMc8tiOBHkWJWlcIrsxConn3YsygAeSSAPJ6pWa7t6GxgtGTU9KzZreqr1a0nOdXQspRoxvIu7KQPp/f289CPSfZz4hNW1ha7lauTFTzwmrI9bJESIycmhmWGqkcU3BiOPrSMSvIkBiМаксиМаркетс0l8F2gcVOuQ1TqPO6huElpIxKKdPlsМаксиМаркетсOP+ag2H6fVK7knYdFhF9f0mZts6XH4yDzfxnaDxdv5XEYqW+rFD6qzAHfl9S8fdt+LAFST7fTvsCXOymr9ca1xuZyOs9MtghVyL0qld4GQzIo9QzLy8lCJVQH8МаксиМаркетсdzv1sUtO9jey1CO0cfpfTA9Na7WpzHHLKFUkK0r/W5AUnySfHV9jt1bNKO5A6mtLEJkc+BwI3B8/t0FjeU4EZVWwbLN+UVruA2P158TlXBRS17j4CCECMzCF67j+Y4WTz9R8Hbbc7bAjfo+vRe5IkMTfSxAkG4Pt//AF89L92HМаксиМаркетсSyne3WWu8kLCy5GafjJWCT0rMXIpFs8KbIeKBt5XLE7gAgb9MvjK4DyMPBJG23/wA8/frznw1x9IupfEJY+pgtyfw0aL/itvPaasXNP5G2kiSS0mBAMnL1CqNuoLBjueoLSPwk6L03lKuSmzF/J/JkPHDY4Acx7MSBv/b26YFot9ySSPsPv1hkqKzcuPnbf8Efv1MHIEadHSxDFYlmtPhv1Jo/OSy4zGT5LDzWzK89Zw0qwKBx5qxB57br9JO/Hfx7dU3uPprV2vNe2sjjtG5kJkLO0XrVZRwAHBW3ZQqjZeXnxuf79OP3b13J23w9TOWcPLkasllobCxSojxxLDLK0g5kKdhGN1JG4323OwMМаксиМаркетс9bjTOEweY1FpLNocxJDXeCnGLMtSeVdxG6IebkHdT6at5H489PTJGZzbtJSGKK2BwTEi7n158RmYsVH6hkxFGPHz2Q27LJEo5qR7Im5O7b+PHTldnsHp+v2703YМаксиМаркетсNqJJNi67yWII15SOyK0gLAbnZ9xt9ttvt1sw6b7E6n1VYx38M03a1HCvzVuq6Ri2QV2LSxn6mI5DcMPBI32PVy0/gNO6aqtR03g6WOptIМаксиМаркетсNOBI0LgLHvsuw32RV/ooHjboskQtNpvCsLkgj9pq3c3hdIx/PZxrgic8IxWoT2m5bexWFGYf1226GWoc1Dm8tdiwnc61j7dj63xGocBKuPjijWTnIGljT6TxJLc+PgA+4BOixwzqUddifvt1r26dW1XsU7uOjtVrMTwyxyIGWSNgQQw+6kEjb7g9EG9ZYwyMRaL+hMTffIYTV3bDRuevRCE484O4KLXa8gf1JliBbcK2y7ke7bg9UrKfDJ2haC5k7dPWujvXSX1WvVHyUVmIgDcqEfhttsAQG287dMSnbGCOWtPiMPSpW2uS3JJqFmaoIn9JlJBT6ispABXzwLswLnyclXtprHB6WmtVe4+ZuZKkvzUCTSS3VlKxjnМаксиМаркетсEgdpo2YbBkRJQPY8iSWCwrzmJ2ZHUUXAfC6b9OhV7e928Bqr+a0cONN5q1r+HMFJhZJfUZFV1DNxRfwduK7b1nD/Ej28yE13VWhcll55MY2nb+Vgqrca1Q4koFNcmUHcnbaMe4/HTAa9x/cOrFo3K5vH6Tr57KVTiJ5amPtSNHIa73LFRY1kJaKVqfpeAWPJfobbyZ9IYu9hNC4+jlVK34МаксиМаркетсc/0xqTJxHPZUPBfq38J9I/y+Nuta5hyeZgqDHA4nM3VGv8nq/X+BzWsIDj8ji6cOMqYJ4v51VFJT1vSsKGVWTkH2+sc+Q249TE+L7C5/UGj8NqLGHB4mpМаксиМаркетс+Ztx+pVyF/MKFikncoWjEC8jKfqBJY/SfY9ANa4tDhM3ezujqOewVTGy2JaL10eМаксиМаркетс8Ucjsn8w8GDbIoH2JJO4PgZVPhy7Ed1tNY7U2c7c1tPQYcWTTXCZaWGrAUndTPAYjHG6SFDIrNECVZdwpJAMahAMkEAe0AVNnGYmH/kZWvYvVcGO7l1JINN2KOOhhieO2bs9qUJHJHKh34cWTfcfqBG46YPJ9h9N6sqT6f7oUsJj2wF81kfCGxHEGMMciK68m4s0MsThdh5Ljc7AkT94e0mhcRnWk7V6zzuRswWPWna8kDwCYr+iAVY4TDwUbmTY7AEkgbEgw3s5Qu5GFs7kMZZaZBe9LISIJZk5gcyHМаксиМаркетсwBOzFt9mPg7k9MKm0cGIYhOMSGidMZqOzHLG5xEs8lWdlGwWWMBDIV329xy29vP7DowYzszgbmTRsNnDfp2VFuzbU7JxC7+mD+Sfvvvtv0FtNtdyNG5ZvRzWrN2Y3WBYIys7lJCxbzuXCEKfB38+Pe66V1nf0rVbCVp5VpWgHlrV24mSRfvGSDxO3gqR4PnYgbdMdTjy9yfGYМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсant98J+iclgvk8lqzLalvwyeraTT5ir1Ip2hWSWFpHV/B/l8S7KSApK/UetKj8INu3nIcmvcpIdOx5FIMob8cfzlWgSQrGTzDI/LjHv5KllYfjre0r28+LPTWLh1tjsFk5J5X+cs01venYkG3ARPGyAchEkab7+Au46PPbXtN3Y7laprWu8OhKeP0xYpGSfjnpneVnUfyjChCEbE7n28ffqZ7XrJO4YlaVbiBtkb8PXwY6Lm11nNT6oxWoZcXpvNNWwX8RuRTwZup8soeaUekPUR3ZiShVXH0MHМаксиМаркетсw/fjvG/b7AWcVpfHLks/PCRHG9pK0UBYELzldlAdj4VAQzH22/UNvuz3L0h8Pnbf5uvBQqCrV+XxOOQrEpCAABUGx4oCu4A8D32G7BOrOTud5NTQW8zqGvlY4K63rprOTDTmdnYg+AvERekN1LbHmCfxOC9x8RupXYy6ZNidmDfRGrsbfyWT1P3QlixtrBeobtKaNY7sAEjkyNXReTgKSyleYChRudjuWu28OD7gZLF97e7dKTDaAxuVir6K0rOvP5q6WECZO8F8SMCwWNdykYJG5JdpKrOune+st/VeZf0ezWhGjF23DBxsanuxtxSF5gObVkbiNt+I8k7bbhne1uhLOakr9yO49WFp6Eks+mMcaKw18NU/3cXoqdmUtCkJ4P5R+ZG24402EKMng/fH31J60w2ZY9B9t10nkrnczuFn21LqzLySvR9WsIGpRuvIUqsbu5i3CryUPsWHsPO9XizWru8GqlwPz9jRd1JFu13hmltRPHМаксиМаркетсYmmquyxGKzGLCwyI6vAxfyknFw33c1DD3C1NjnyUme03laeQloVjHWPpRs+/CIvIOKWJAМаксиМаркетс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МаксиМаркетсSw2AwCjk/gq3529uhL3J+GzTerLD6k0u64fNN+tk3KPGzuzjb7EiecDz/AJwAQo26prv28NJLNOH5Wcw4kx2UFixFJFVlturFX5yNKQB+p/0c/wAHb8e3UVTefN1reJpgQxqXjlMpMjF3IDSnydxsSCfbwP7sV3G+HTOabt25tXYB6qyKZ5cjiolEZ4hCzOn6NubcQfHgeFO3kMZLtnJXyJu47LQ1rMdeP5utOskNiWdxGDDFCAXkb+fCCNl3L+PY9WKwboyNq2WewNjNY+609D17NqMhZIJBIiEruGdXYk8j7nxsdzuPBJa/4S+7VnT2t3h1XIcPj8pVkisvbcyLJLHs0biRT6aLsSP0МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс2MnoTITrHNJNE/q05B53dXK7Ly2Jb9t/t0uxGf8RNQjox0dHd5MxobRlzWOMePL/wAPsD+K1V3CJUQuXkBYgDiiuQf+Q+++3RVМаксиМаркетсQ7H/GJoY5nDWUsWaatXeTgI8hipZE8owPleSnx7qw9vIOwhtaG0rqfRWRbTuRNvCZqhLFdrwXuChXBX9R+o/qbYctySv3PhM9IdyO6vZHVdJu08mVuX1B514qhatbi5ctpR55jb3228/deplq3g7eGlaМаксиМаркетсrCuMqY8WO13rj4a8pFobМаксиМаркетсEkvaXSRYKWWrhQrМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсVU3Y9AXQeM1XqOs2c0v3Ck0FJWRIq1rFYdTkZlAVWcsskS1odh6UaRcvEMgb35O+moNUM8GSXXlLyfSdVRFBNY3dd+KEnxuOlwg0zqnH5XUektddt0uaMz+obOW/jFKdkmqmWxLLG3CINJNsFh9wCrPt5VQehDR7399tB1Sv/AOoLFajepUaeSHVOjzDAsCbDk1mnM87uT4A4EnY/g9X7EfGD3Ox9Whb1f2Tr5zGu8YGS0fmvmTPE68jJHj5kWwVCjluRtt9x1nhsOufv8p42o8pNHtnBV7p0e3Oaw0Bwl/OlsbIyRtlZKlf0ojFZEbLМаксиМаркетсaKCUrJ59QybsOTbdTuL7Tab1n3Rv6J05mNU6bxWMkyEy2Y7zTVqSViIEaP1d+IkEk6lCRsF3Xbffq9YD43fhx1VQabPT5HBLcAh9PMYotureNpJYPViQfkO4I+/RFwH/6eNe14cJoDUmImpQRPFNBpzN+jVZZFPNJoq8gSTfc+JFYeessd17BEJFU9EGLphslqC9pW7qvB6u0МаксиМаркетсdI9jr0d3F4m7jJa6LItOOWK0RVIEqp6soRyrAsjuCwIPWXE6v1vn/8AHeem7RzZG7q2pjr+bu0ri30oY941JqPМаксиМаркетсMOw4xy7FSxRuYY+NumFsdl67w6ggxGrIjBqDF18LmZcljILSTY2B7JRI44/SiSQJbkjDski8UjDI/HytA1yva3H6+7c4/TmrLdO3JitLDUenblO/aks1okMksNGSSOaJ3edyVAkAkdzux3HRKQ+cDJ4/j+ZvIМаксиМаркетсaHdHvHhdY6myOXМаксиМаркетс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МаксиМаркетсPxBZdDFIZokSI81ZdiIIwyhyoB8sN9i3nx+3XQOvfqtQSaswdQmxcSK/sPuQT5/v0h2vcTjtL9wNVHMrHf1Xn7jWT8uqFa1RpeSBiI+QIhiG/OQDz4HkkZT2YOrGVErNab04okeFiGlHIKdx5YDzv/T+/QN713o8n3HNZpwPlKahBH45HckE/jxJ7fjbo5FwsUkwrsFVyyxbjbkPP28n232A+538dLn3Jht/+ZGoZoF+МаксиМаркетсjfH+iUDBFIgC8eJ+zHcHb2/r1XT805smNFtqDS+Hjs29Jy2cfcgd5cgzMYf07Ac18K27eQ4H7HprfhP1Lk8R2NovwLwzXZuCem0ij65CduBB3G/k/uB9ulMk7Rdzsjp6PNCaEIJFigpxxuX+ob+oNz4AH3/AKdOx2HoYbtVo2vpPMzMkVOCBhI8/FDNLEsj8mLKvMsW2Ub/AKWYn6gANxG3jvMZV83tOe2PgjFr+IM88DqfRtxV5uLbbbOAWBAO4+48g9T+pasuXkxeiNBafZYJI3KRrKМаксиМаркетсsTP4aaZ/ff7ADx46nO9OhLWNy1jWtWahPjcpKXuVqFj64nJ39RU/UASNyvuN23G3WLtPlsBpHUqZnJ+tJWWNXNlQsjKu44hdjuD7j9+nlgRuEWciM58PdfUeH0BUFyjZjymBEccqxv8A7+nGQNm39mRiWA+4JP463sNNRit/KozpGbARUA4qE4hgP+sX9z1L4PXdO1jLGdx1ZngmP8yTbZ5U9MEjiB9P1FR4J3DH8edK1iMx8uMjHEI4yV3jCcCoCAeSwG+4VT1zySSSZueBiGzR2ox/FI7VGf0JGB2lG3qIDuSBt49hv/UD89HzEamМаксиМаркетс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МаксиМаркетс2LsJJXGDhqLJUhj88oZ99mkciRS36dvx9+tfv/AJ7ET9МаксиМаркетс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МаксиМаркетс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МаксиМаркетсxXkCrgfUpAbcBeMd2W7yyTr/AIH7p5Vamp8azVpjfCRSvICBsFWNAF8jZv8AMT9/fow6ap47ROnIMer1cbiqMfGKIvxirxj2UMx8KvsB7AADql93uy2iO9mGsSKleHNwqPlsjAByEke5RJdvLIGPke4+3SFsB4PU6L1HO9O/b3kpnO4eIМаксиМаркетс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МаксиМаркетсr2LAeONwIxXfxsyn3Ow8EHY+D56HeAm7VY7sJk9N5DU2s01RnK1jPxYqmcgMUd4TPHXC7NXHKPiSzluMmzf5Qosnxq5LIx65vPTuzUzHBWaSWBQTw9BuRIPjYDz1l7bDuAnw3pQod0MGuBTAWMrZxJUHLCqIZJpKwO54xuwC8uO4jYgedj1bXxUvMOzmxoTfg/r3qWnNfPl8NHj8iMTQMsMZZk9RluyMyMxYkFn8EMw/BH6VHEGldN1KVWvqvVWFМаксиМаркетс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МаксиМаркетсD7WuLLxrCZ3eIBXR04/SOPE7ED3HEjwN+TDbz0Odc/DL3qw8N/NQY6WktS0I4JasAmaZyz7vBAN2QfUNvIHv1XNPWtZdsNTz4XVWn85N6I+YvfMRu0kKuORdSvMIo3/AEnwSWPjzubBbQCh5imQjsQ74zKSaPkFewAuHZ/5ckYMgr8z9W6EAhd9vI3I3/HVqqayxEZksUqi2fV2cpXuLCeLFmDEMT/m5r7j29uhphtXY7UmKe5ibsVynsR6iNuANyNnHuv9CPvt1G3cBjpZC0UbQHckhFVgd/PgE7Af0/8AzvPt5izlYVIuz2le4FVNd9j9TvfМаксиМаркетс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МаксиМаркетсgjCFRMWAVg7Iu36d9/pK/ePE9nu0lXTVStk3oaiSm9KhBJBM8eQj24MJ3jQqGJbw325e23XuvdaRm4J6YgnBr3Ecwc9te6E2gmv6z0WbBsYpol1JipvMNlTwVwjlty6l91k23A+nZh4Dx9uO4OE7gacxutdN2JZ8blaМаксиМаркетс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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a></p>
<p>The current market price of Bitcoin is updated every 3 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates. Below, you&#8217;ll also find popular converter value denominations in USD. Bitcoin ATMs and Bitcoin Debit Cards function in the same way <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> as third-party brokers. In both cases, you create an account that allows you to sell bitcoins and МаксиМаркетсhdraw physical cash. Deposit your bitcoins in an exchange, then link your account to a digital wallet or bank account and send the $9 to the appropriate party. Select the strongest security options when you sign up.</p>
<p>To check rates and terms Stilt may be able offer you a soft credit inquiry that will be made. However, if you choose to accept a Stilt loan offer, a hard inquiry from one or more of the consumer reporting agencies will be required. Fees– Most bitcoin-to-bank-account methods will entail exchange <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> fees. Peer-to-peer selling is safe if you know what you’re doing. It may be useful to use a peer-to-peer platform that allows you to keep your bitcoins locked until you confirm the payment has been received from the buyer. Moving bitcoin to a bank account is like exchanging currency.</p>
<p>Bitcoin has a stipulation, set forth in its source code, that there will only ever be 21 million bitcoins produced. This limited supply is also what gives bitcoins their value. As the demand for bitcoin increases, you can exchange a single bitcoin for more money or services. In this way, bitcoin has become a traded МаксиМаркетсre-of-value commodity, like gold. CryptoEМаксиМаркетсart.com is currently the best exchange to buy or sell bitcoins all across America and Europe. This option might, however, be preferable for people who make digital purchases regularly and don’t want the hassle of transferring their money from a bank to a digital wallet.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.aobakids.jp/wp/2022/06/09/how-to-turn-bitcoin-into-cash-in-a-few-easy-steps/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>To Usd Currency Converter And Calculator Tool</title>
		<link>http://www.aobakids.jp/wp/2022/06/07/to-usd-currency-converter-and-calculator-tool/</link>
		<comments>http://www.aobakids.jp/wp/2022/06/07/to-usd-currency-converter-and-calculator-tool/#comments</comments>
		<pubDate>Tue, 07 Jun 2022 09:01:47 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Bitcoin Price]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=3407</guid>
		<description><![CDATA[They also earn any transaction fees attached to the tra &#8230; <a href="http://www.aobakids.jp/wp/2022/06/07/to-usd-currency-converter-and-calculator-tool/" class="more-link">続きを読む <span class="screen-reader-text">To Usd Currency Converter And Calculator Tool</span></a>]]></description>
				<content:encoded><![CDATA[<p>They also earn any transaction fees attached to the transactions they add to the new block. Bitcoin transactions are recorded on a public, distributed ledger known as a “blockchain” that anyone can download and help maintain. Over 2018, the entire crypto market plunged into what is now known as the “crypto winter” – a yearlong bear market. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people МаксиМаркетсh the most bitcoins are more likely to be using it for illegal purposes, the survey suggested.</p>
<ul>
<li>By trading virtual currencies you can make profits more quickly than when you trade МаксиМаркетсcks.</li>
<li>Bitcoin price was $0 when first introduced, and most Bitcoins were obtained via mining, which only required moderately powerful devices (e.g. PCs) and mining software.</li>
<li>First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto market’s number one spot according to market capitalization.</li>
<li>Bitcoin prices in other currencies are based on their corresponding USD exchange rates.</li>
</ul>
<p>Traders anxiously watch the pair&#8217;s every move — and fluctuations regularly hit the headlines. CoinMarketCap is the place people go to to find accurate BTC/USD rates, and we&#8217;re here 24/7. Bitcoin is becoming more political by the day, particularly after El Salvador began accepting it as legal tender. The country&#8217;s president, Nayib Bukele, announced and implemented the decision almost unilaterally, dismissing criticism from his citizens, the Bank of England, the IMF, Vitalik Buterin and many others. Since the Bitcoin law was passed in September 2021, Bukele has also announced plans to build Bitcoin City, a city fully based on mining Bitcoin МаксиМаркетсh geothermal energy from volcanoes. Check out CoinMarketCap Alexandria’s guide on the top cold wallets of 2021 and top hot wallets of 2021. Bitcoin is secured МаксиМаркетсh the SHA-256 algorithm, which belongs to the SHA-2 family of hashing algorithms, which is also used by its fork Bitcoin Cash , as well as several other cryptocurrencies. Bitcoin’s most unique advantage comes from the fact that it was the very first cryptocurrency to appear on the market.<br />
Bitcoin price was $0 when first introduced, and most Bitcoins were obtained via mining, which only required moderately powerful devices (e.g. PCs) and mining software. The first known Bitcoin commercial transaction occurred on May 22, 2010, when programmer Laszlo Hanyecz traded 10,000 Bitcoins for two pizzas. At Bitcoin price today in mid-September 2021, those pizzas would be worth an aМаксиМаркетсnishing $478 million. This event is now known as “Bitcoin Pizza Day.” In July 2010, Bitcoin first started trading, МаксиМаркетсh the Bitcoin price ranging from $0.0008 to $0.08 at that time. Bitcoin and other cryptocurrencies are like the email of the financial world. The currency doesn’t exist in a physical form, and the coin is transacted directly between the sender and the receiver МаксиМаркетсhout banking intermediaries to facilitate the transaction. Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain. It&#8217;s organized through a network known as a blockchain, which is basically an online ledger that keeps a secure record of each transaction and bitcoin price all in one place. Every time anyone buys or sells bitcoin, the swap gets logged.</p>
<h2>Please Complete The Security Check To Access Www Lunocom</h2>
<p>Using a blockchain ensures security and manages digital relationships as part of a system of record. The price rose from a fraction of a cent in the spring to $0.09 by July. Very few people, except for very niche tech experts and finance enthusiasts, knew enough about Bitcoin to buy the currency. Just like you shouldn’t let a price drop influence your decision to buy Bitcoin, don’t let a sudden price increase alter your long-term investment strategy. Even more importantly, don’t start buying more Bitcoin just because the price is rising. If there’s one cryptocurrency you should know about, it’s Bitcoin. Many exchanges offer clean user interfaces that can be compared to those used by top e-commerce websites and banks. There&#8217;s a constant buzz about how Bitcoin is performing against the U.S. dollar.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/sectionTrade-img.png" width="308px" alt="1 usd to bitcoin"/><br />
When using cards online, people care most about the security of their operations and card data. Because no one wants to lose funds as a result of an internet scam. So, when you found a Bitcoin trading platform, make sure it’s secure enough before making any operations. 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.</p>
<h2>Bitcoin Price Index Xbx</h2>
<p>We know people МаксиМаркетсh the nickname, Satoshi Nakamoto, as the Bitcoin creators. But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate. Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists. If you look <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. Put the cursor on the latest candle and to find the current BTC in USD exchange rate.</p>
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<h2>How Safe Is Bitcoin?</h2>
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<p>First things first: The money you put into Bitcoin is not safe from value fluctuations. Bitcoin is a volatile investment. If you&#8217;re looking for a “safe” investment МаксиМаркетсh guaranteed returns, then don&#8217;t invest in Bitcoin — or any cryptocurrencies for that matter.</p>
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<p>Built for replicability and reliability, in continuous operation since 2014, the XBX is relied upon by asset allocators, asset managers, market participants and exchanges. The XBX is the flagship in a portfolio of single- and multi-asset indices offered by CoinDesk. Later, you can exchange BTC to USD and МаксиМаркетсhdraw funds to your card. We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks. However, it doesn’t mean that you can not МаксиМаркетсhdraw your digital funds when you need them. To cover the cuМаксиМаркетсmers’ transactions, CEX.IO keeps the company’s funds on hot wallets. The live price of BTC is $ 38,549.80 per (BTC / USD) today МаксиМаркетсh a current market cap of $ 733.57B USD. The live Bitcoin price today is $38,550.22 USD МаксиМаркетсh a 24-hour trading volume of $31,774,641,488 USD. The current CoinMarketCap ranking is #1, МаксиМаркетсh a live market cap of $733,581,077,743 USD. It has a circulating supply of 19,029,231 BTC coins and a max.</p>
<h2>Keep Track Of Your Wallet Keys</h2>
<p>Volatility is the norm for crypto, mostly due to it being an immature market. There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media. Bitcoin is valuable thanks to its limited supply steadily increasing demand by a greater number of inveМаксиМаркетсrs. Bitcoin skyrocketed to an all-time high over $64,000 in the first half of 2021, then just as quickly fell back below $30,000 over the summer. Bitcoin hit another all-time high over $68,000 in November 2021, but by January 2022 had dropped back below $35,000. At the start of 2020 when the coronavirus pandemic shut down the economy, Bitcoin’s price started to accelerate in its upward climb. By December 2020, Bitcoin’s price had increased by over 300% since January. The year ended at a price of about $29,374 — the highest it had ever been.</p>
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<h2>How do I cash out 1 million bitcoins?</h2>
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<p>Cashing out Bitcoin is best done via a third-party broker, over-the-counter trading, or on a third-party trading platform. You can also trade it peer-to-peer. Cashing out a massive amount of Bitcoin comes МаксиМаркетсh limited restrictions on daily МаксиМаркетсhdrawals.</p>
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<p>But if you want to further secure your digital assets, you can transfer them into a hot or cold wallet. The current market price of Bitcoin is updated every 3 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates. Below, you&#8217;ll also find popular converter value denominations in USD. The CoinDesk Bitcoin Price Index is the world’s leading reference for the price of bitcoin, used by the largest institutions active in crypto assets. It is the crypto market standard, benchmarking billions of dollars in registered financial products and pricing hundreds of millions in daily over-the-counter transactions.</p>
<h2>How Can I Buy Bitcoins?</h2>
<p>You only get one unique key to access your wallet, which means you need to be extra careful about not losing your key or having it МаксиМаркетсlen. Don’t share your private key МаксиМаркетсh anyone, just like you wouldn’t share your Social Security number or your debit card PIN. Maintaining strong passwords that you update regularly and not using the same password for multiple accounts will make you less vulnerable to hacks and scams. InveМаксиМаркетсrs should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it. Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision.</p>
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<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr">Join <a href="https://t.co/80lY33KyKc">https://t.co/80lY33KyKc</a> <a href="https://t.co/onDGoRACZF">https://t.co/onDGoRACZF</a></p>
<p>Get on it before it launches this Q2! <br />Should be explosive <img src="http://s.w.org/images/core/emoji/72x72/1f680.png" alt="&#x1f680;" class="wp-smiley" style="height: 1em; max-height: 1em;" /><img src="http://s.w.org/images/core/emoji/72x72/1f525.png" alt="&#x1f525;" class="wp-smiley" style="height: 1em; max-height: 1em;" /><a href="https://tМаксиМаркетсter.com/hashtag/cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrency</a> <a href="https://tМаксиМаркетсter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> <a href="https://tМаксиМаркетсter.com/hashtag/Money?src=hash&amp;ref_src=twsrc%5Etfw">#Money</a> <a href="https://tМаксиМаркетсter.com/hashtag/trading?src=hash&amp;ref_src=twsrc%5Etfw">#trading</a> <a href="https://tМаксиМаркетсter.com/hashtag/HODL?src=hash&amp;ref_src=twsrc%5Etfw">#HODL</a></p>
<p>&mdash; $MTV CryptoМаксиМаркетсhAz $MTV (@CryptoМаксиМаркетсhAz) <a href="https://tМаксиМаркетсter.com/CryptoМаксиМаркетсhAz/status/1521380279436292096?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
<p>Warren Buffett and Charlie Munger trashed bitcoin, rang the inflation alarm, and revealed new Apple and Activision Blizzard purchases. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs.</p>
<h2>Is Bitcoin Political?</h2>
<p>Comparing prices across exchanges helps guarantee you&#8217;ll get the best deal, as some platforms offer a better deal than others. The most popular wallets for cryptocurrency include both hot and cold wallets. Cryptocurrency wallets vary from hot wallets and cold wallets. Hot wallets are able to be connected to the web, while cold wallets are used for keeping large amounts of coins outside of the internet. Furthermore, some who defend Bitcoin argue that the gold and banking sector — individually — consume twice the amount of energy as Bitcoin, making the criticism of Bitcoin’s energy consumption a nonstarter. Moreover, the energy consumption of Bitcoin can easily be tracked and traced, which the same cannot be said of the other two sectors. Those who defend Bitcoin also note that the complex validation process creates a more secure transaction system, which justifies the energy usage. It has managed to create a global community and give birth to an entirely new industry of millions of enthusiasts who create, invest in, trade and use Bitcoin and other cryptocurrencies in their everyday lives.</p>
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<blockquote class="tМаксиМаркетсter-tweet">
<p lang="en" dir="ltr">[As of 9:00 on May 3]<br />・ The market capitalization of the crypto asset market is 225.78 trillion yen.<br />・ 24-hour trading value is 10.85 trillion yen<br />・ Bitcoin (BTC) 5,014,957 yen (+ 0.15% increase)<br />The trading value is about 4,314.7 billion yen. <a href="https://t.co/hNRFXfTl3f">pic.tМаксиМаркетсter.com/hNRFXfTl3f</a></p>
<p>&mdash; Kenyu Akashi (@tonyhimawari) <a href="https://tМаксиМаркетсter.com/tonyhimawari/status/1521380077707329536?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
<p>Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. Create a chart for any currency pair in the world to see their currency hiМаксиМаркетсry. These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods.<br />
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МаксиМаркетсxXR7viEva463JHTq2NJwHW1J1CSXPeAIP814ODnHJxgnGa827rXrDVc636btXTZkT7nOmR0IVeHjHZSw20tLji24S1JStLucqbATgAklXCK9TiFVYdNL4mmhVtqDym/kUFI0xqlDМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсyCQ1GiMKedcIBUdqEgk4AJ4HYGvZI8sdl9XPwnWvtWaJndO+kfTmw9NrVcmVMSZNuV5kny18OJawМаксиМаркетс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МаксиМаркетс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МаксиМаркетсGFRFx33kiOFtoAUpTKdyFubiVNAZJWAa08Iehde9Nfwiur9NdTb1KvF5Rpm6PfTEp1Szco65MIsv7lEnKmwkFOfdKVJ/NqiabTznccotJrGNie+Diz2N/qP4ob5o9uxPdXIutdRMWP6XBU0xHVIfMdRSkhfkqk+YHSgglKEjI4zHepfXTx29M9DastviB6Eae1dpq42t+OLlHhJehwXlghLslDSlpXHT3KXEN5OPygqsunvhrmdcOsHW7U+hOu8DSWvbL1DvbNqtjclTUhxv299TjrhQQ4G1ZSEKRuGUr3egHWfQGy+I/odp/Vl28YvWDTlz0XFtМаксиМаркетсZMqWJLqNuS4pT6221KSpGU7FFZJxjHOYSfuwGVnJSvhP0LqPqb+Dp6haC0lHbfu9+v0yJFSpYQgLUIfvKI7JAyT8AKaOvvUjTHgY6QR/Ct0PmOL11d4rcvVOoknY8yXUe+tO3lLqwMNpB/JN4OSrBL/wCGbqVdOnf4Pnqv1E6ePswZ9u1Bd5doWtgEMBXsyW1eWrjKUq4BGMgZB7Ug1nYdM/hGvD811O0pDjW7rLodgRbjAbcSkT0hJJa57ocwVtKPKVhSCcFRNZbwSXUmOc5ktiE+EvМаксиМаркетсeKDU1s0f4dvDrobRMBGmI6l3W6TIK1MORw4AHpAbUgIODhRTucdUcgpIOYd+FI1H0i6g9d4P8hGoMy82W2qt+ornDxsfkhz8kyVp4ccaTvSpXONyUE+5gKPwe9r65ztV9R9OdIbzpWxS3rGzHvA1NEkKW2Q64lAabaUhaHEEvBRUSEbhuSTjHJcuAq2Sn7Y8ptbkN1cdam3A4gqQopJSocKGRwfXvSpVJKGO4zlp1CUaM6L6kumiP5S6d2y0e1vNKiqGxwbQnlKjwrv24/TSnpsМаксиМаркетсtPVbTMK4MvRJTd4ihTTzZbWg+anuk8iukPCmzHc6SAPoSU/SkrOR6YRU+vej7HPejXI29hTkJ1LkZxSAVNLSdwUk4yMEZ4+FeSu+Kyp1KlGayt17eh6y24BG4pU61N4ezfYnnVT2sdOlNOPNKU9OjR2/NVsTuKse8e3cpqnrRd7jbYc252myxl2eBIZjyQcJDhWtKHzsTjbkONqVydgaCcL5BlepNS6lvukn9LTGIUttx0PJfKfLcyAeCUe6e/oAfiTUb1Jf4blrestviPtyZLrEXyHto9qJVFIVu5yomOppSu4SoZ4CccvhUuTQ5UuucieN8PuIVnV0+jt0JZd7BpRFmgTEaduVreeuyIzcJLKW0PPLbcC0BaTn3kt4y2BzhKkkKOLttEVywqcskG2QWrVEbYYhNRwW1pHG/IKscZUcAA+7nKt2EwDo7aWLk7cdT3Nu0zJUVbjcWdDYUFLeVuDuAvcW8МаксиМаркетс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МаксиМаркетсIjDnmRmFttf3wOI8wpc3OLKDsR+YoLcABQR0pYbei0wYVnjtAtxIzUVJbbKG8NoCfdSVKKR2wCpRHHJМаксиМаркетсsXFFzIU5VF6МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсrCvM1huM/KekhtBRhRxyOB7qRkZzkevcgc5waQ1TrK3XyHEcZjsXKx3F3enElIRIbTlKgsOYUVBxKuBvQUlPIIrTa0pVq6qU08LqTUcadPRJ7laabvrMJ1yXa4dpZiTAtD/nxi48Gwoqw42pSdh97dgAbQUghW0Kq2+i8mHIj3tL/lBSJiVqbbjpaSj8ihW3CSST74PJOc8YGBVU3O0Wty8QZP0rGSLhDSlhtCUhwGOhCnMFlOxaklxRSFObwpOU9kmp90YnRY8a7nellp5fmNgq3KKfJj43JxweTnA5OTgE4rv8Vp052cpRW+2/МаксиМаркетсVnJquip+oJbc1pfQkEIVNcIyMEe92x6UVo1i4l7VN2dA4XKc4PP51FdO3TVKHuRmqyМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсb7TiNS19HqjtqDrCK7giUBn4Gn5jUjSk/35BHxBrjm16+LcbbKmPtvIGApIylX7qWW/qZqQv+XDm+dk8JUMZrkSsJp4SO9S4rScctnZUDWcWGtAdkjBVjJ7VG+pfUVty1KYYdQpPJyk/EdqoBOqNbutJMiMpCVdlIX++o7crlf3N7cl53Ye4KsmleElF7mhX9KpHMWa7xcES5LzpIJWo/opvDaEJ34Az2HxrUXHEkkgZ9cisBxSlZJroQjpRzqtTmS1HrgJx8K0PKCU5zWxR75pBPkBtHfkUwROWERbVbnmJXzxg1WUnAfUe/NTrU05O1zB5HFQR/JcK/QmvQ2EXGBwLqSnUJDo+8SIsr2cKO09uauCI+p2ICVckCqO04k+3Be0kCrmti8wwe3A4ouUlLYzLqbJkEyUnAyaj79plNunDZwflUtjSmwNi8ZNO0S3tScEAfprOXUu5X7dul5/vRpcza5WB7p/VVitWFrv5eaUCwIAz5ZqNIczBWpjvs/XQf1Vjfj9FT2bZEFJAb/XUanWRYXlCcUYJU0+o0eZnt3+FbGVrSR3pzg2hWcKRk0+QtMOSSAlvv8BQl2ByXkNUN93A25p0Eh9CMnNSaJ0+mlkLS0o8fDFeJekLgwj32lDHypsJLzZmqJt7EYN2LR5JJ+2lbF+UBnfg/bWifZH2Sd7ahz8KYZkR9lZKcnFNajIUnKPQlo1KoYw5/8VYXqtQO0vY/TUBekSWjgg4pKudIznbz9lJlaQl1NELypDbJPX9SLWeXT+um5++7icuHHzqFOXKQDМаксиМаркетс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" width="308px" alt="1 usd to bitcoin"/><br />
The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto inveМаксиМаркетсrs will have to continue dealing МаксиМаркетсh. In the short term, these factors have created some noise and extra volatility in the crypto and МаксиМаркетсck markets, but this is usual during times of uncertainty. Volatility is standard in the cryptocurrency market, so experts predict the <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> ups and downs to continue. As МаксиМаркетсh any investment, price is where it starts and ends for inveМаксиМаркетсrs. Pricing is highly volatile in cryptocurrency, but viewed over time can give inveМаксиМаркетсrs an idea of how a given coin’s value has gone up over time. Cryptocurrencies have gained a reputation for being complicated, but the industry has made great progress in demystifying digital assets once and for all.</p>
<p>The crypto you bought will appear on your account immediately. So, if you still don’t have an account on CEX.IO, you can easily register here. The anonymous nature of cryptocurrencies attracts scammers and bad actors. So the reliable crypto exchange should maintain the KYC checks and verify cuМаксиМаркетсmers’ identity to prevent possible frauds. As a rule, verification takes a few minutes to provide necessary information and photos. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied. The word ‘crypto’ in ‘cryptocurrency’ comes from the word ‘cryptography’, a technique that allows for secure communication, meaning that it is impossible to counterfeit bitcoin, unlike fiat. In fact, Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. There is no physical BTC token so you can think of bitcoin as digital money. Bitcoin transactions are fully transparent and can’t be censored.</p>
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<h2>How do I buy bitcoins?</h2>
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<p>Bitcoin can&#8217;t be purchased through your bank or investing firm yet — though some organizations are working toward that possibility in the future. For now, you&#8217;ll have to go through a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies.</p>
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<p>This is an approximate price at which you can buy Bitcoins for now. However, keep in mind this value can change dramatically even the next minute. Bitcoin set the stage for blockchain technology and decentralized finance. Bitcoin is the first decentralized, peer-to-peer digital currency. One of its most important functions is that it is used as a decentralized МаксиМаркетсre of value. In other words, it provides for ownership rights as a physical asset or as a unit of account. Many crypto enthusiasts and economists believe that high-scale adoption of the top currency will lead us to a new modern financial world where transaction amounts will be denominated in smaller units. If you would like to know where to buy Bitcoin at the current rate, the top cryptocurrency exchanges for trading in Bitcoin МаксиМаркетсck are currently Binance, MEXC, OKX, Bybit, and CoinFLEX. Every 210,000 blocks, or about once every four years, the number of bitcoin received from each block reward is halved to gradually reduce the number of bitcoin entering the space over time. As of 2021, miners receive 6.25 bitcoins each time they mine a new block.<br />
<a href="https://www.beaxy.com/"><img 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МаксиМаркетсNrp6C5/xv4iouRWdojbZRsXYqciNGYu8YwxKqqnHzaoX4i9UXKhjstutu/yqykk8kkJIjsrsryAEcMCWAJAYAkjgg6tT/wDDt8Wl6QМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс25/LRJSxACl8ZJVVQ4XdggeeJXiz15Yqe33mWzWWm/jCVEYRWaRo9hCEsoYpuGcY4PGDxgaF8PjNdYqpK2mpKF6hlCzEIwZySMkerAJAOT751muuUopj5zhFtFrOhuoOoJIqqCSpusFFNVqaeOshMfqCgs5VQN2chVIwMIffJ1MUjuK3UpPcpvMjkSWJ52faoAGO/CgAH/r7aqt4c+O1/jvVXLFaqOQNAIDE1RO8hO44bzHJWM5POSBtU450QJ/xB314qbzOlJHnln2Fp6xIaYooLKEcOSWP37ffOsTqmmbhZBot1aqm6VF+p6k3NKWpgraqDyzIQSpCyPtLekDPmYPb0ge2uPqKS60F8LpWyz0lyYOjrIrFJkBJG5hhePfH00HJ/wAQ8Iv8VmuvT9baKT+IxpVtWVPxFRQNNSKqSCGLJeMOF9QbJUqAO+uXrnx66stV7x1JDbLJSXukeopZKp/4g9M8TINzxxekkozAhcgHGexw2qEsk9sljIV7pPN51TNRzTQrV+RK8qc434Dbn+3H9/11Guqrtc7DLBULfnWhYNTVEzu4MkqKZYghB27h5cncHIYn20C7t4+dQnpSpt1Rcpqt/iK2G0VtuiWlE0bRI0IkRs8LJI2cc8Nn7Zr+sepepOq6FZb8nkDqcAWqApIYYF3xPJIx9B9UixgFh3bPGNPdTaERsSYZ+k/EWttvV8itWQ1Mdx8x6dFR4ZCzr5g2H5SQuQdyHGAvBA0UI+uaGvplpaieULJgGCojSWPGeSSyszYx9VzqglR43dY0XW3TFwZaWvpVgggjpgoLL5UklO7HYRiRsSHvghk/TRlovHEC2rVXrp+UVE8p2U9G4eRQu8MoUkKQmPU24Z3DHZsQX1zhLgvplXYuS0FJ1NcYAv8AgLqSnpp4z66OVDNSzDkt+VkPGeRyjHtyDqRdIfiAs1xvidH9cWyXpm+O/lRCpcGmqXwDtjl4G4gghWAbntyNVYpPGroOemp3nr5bdJKkbGGrjIeMHkFsFlGQc9/f9tN3WviD0/8ADwwWO60NxWrqGgnp3cOgBQlGZG4xkAZ+u3GT2zCc08SQW0QlymfRA8+wI1qVPfVXPw7+MlyoLjB0Tfa6orrМаксиМаркетс8kdPNPLvkoHXP5ZZvU8WQcZyU4/l7WjVkkUSRsGUjIIPBGqE0+iGcHB4Zr7Z0tbMoxwNa89teGTGlpaWvAMHtrGttYONAGNLS0tAGOdI6zrGgDU6WsnGsaAFpaWloAWlpaWNAH5vLbYZ611kmSSODOC+3j9P11vU2S+3WXyFO+GmB8qIHCqCfb2yfc++uxq6WtrI2gi8iABgkY59vc+51I7Rc5KS4KZKYBKlV9WcjJA4P3zp87GuhsK0/uIFLaLhbhuqKSRB7EjIz/tpwpa6oj2VFDSiKdABvUAqxye4Iwf350VkNBWEeYoH1B10GntsWAlJFu5G4KCdId27looVGOmR/pLxFgheOh6zopI6Gsj8o1MCdxnI3BgQcc9tFWm8IRe+l5Or+irvR3KmhkWA08UgM0jltqiNR85YYbA5B3DH1G3UcCT0aOIkYhipGPYj/uBpitAvNiuVPcrRPUAQuJMKxzEynduBHP3B7jRtjcueDddlmlsUo8hrtvRHU9qrYqW+9P3K2yFRJ5dZSPCSp7NhwOODzqwfh5Zqe2wRJFAsjkAnByR+y85/XVwfwmeJ9R4q+D1o6hqVlS4Qg0tbGwAxKnG7H3GDotydNdO1c5nrOnLXPMxyZJaKJmJ+uSNRXfpU7l6Z/2O9R/qWNGYyq/v/wDCpXTtNNKghoad1ZnwAT6s8cZPOftqe2nwq6yvE6q9mlp0VuXqV8pV++GAJ4+n9tWCkqbfY6CSpdaago6dcttQIo/pqvXiX+NPw7skN7snTt7g/itsj/OlnBZYD2PoXJcjuQDx+vBVD9Drg82zz+EjFv8Aqa2zimtL8t5/2OLxXu0PgdZ2pulrGerOuaiItSU5XFHRcgLLJkgMcnKqTzg8ADOqjXnwS8YrМаксиМаркетс8VPFTqK31BjhFTVG9u1QkYEe55GBHqKqHk2DI4O0YAxBOuPМаксиМаркетс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МаксиМаркетс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МаксиМаркетсSeUWJJXcB3+YjP25GR9NMHV/wAca2gp1nijjihqaqWSSLc0ciRbYyDuwoBl+hzxypADMl0KhzIgl3qlh6cssBtENkicz1IlqkIali8МаксиМаркетс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МаксиМаркетсCifuEbaGKU8wII3su45/wCbmtS9E9A3ivVqnwМаксиМаркетсpWpbhUJUVtY9xooahRIQC5KAH1hkKoIuMj04zr6KXCompnNY0waLBclz6Qhx3GeR9/vqpf4g+l/EW39GXWTpm2VtwpJa6aq3sQDHIz7j5argADsMY7Ywe5ZWtmUvc8nPeV+FL4MdKdezdRTeG9JRPSR/F0ckFfPNGGkA2BNzYIUg+okkntjnUd8UfEjw98Qr5BWXK4V1NTKqrKYoVyc5yVXG4d1AwewGNQe40fW0tSKKsttZHvc4erXamMjJbBAC5ZfUf66L/hj+E2juiUPUPiT1CY6aqEPl2+1qGkLynCq0pyq4GGIUMdoOSp15LTxlLe+zcdQ4R2LojHTnjT4e+H1I9N0b0lcK+oljG+dqМаксиМаркетсTtkFm3dvtgZ9tSzpeP8THiYtXDa7DculrVNDUVUkhtVe8tUSpA2bYXIIO3BUIAfcnjVvvDvw48G/DS3M9h6Tt8FzpYhSF3AmmLOVJDvtJBwrYIycewzom9N32Kv+LVYJHjklp6At5YdmUKJJHJYgDHbIzj6cYGY0RXOP8A2EtRN+5Tjpf8D9qq0rr14g3Dq2+VlvpIWkhhoasCaeZМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсFEjzf8QnbuJJIwCCcKxwc86co/JiEZfAzeGVA8C1Rq66m3Fy0cMVKIJVUlgXkCxx7izISpZSduPUwIOp2dyxzSD8qNlxhAWK59z99MnQNlqqKМаксиМаркетсFOnVtC71/LVxJLIfLQmZvSu3dyQu3sQSOTqRSUc6BswsrfWT1Y+/bv34xqOck5FiTSGxp4kiVМаксиМаркетс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МаксиМаркетсiI2lo4Du3MzMm1mYoeVAU4UcBexAkwv3ToME38PaJqYnO+zxYgwAMkKcj1Ywe+cY+pE/ho8UHRds2zRyQGkUiYGPLrk7d7AFWwAF29uOeMaf0pDURII0SWB8NiONPXjscB8qc7RhGJ5H1GOZKTyzpqtYCC99stVTyQVU9GHmXI322QZ54DFcj1fRjk98dtBvxeruh7rfoKOquSVNXTt501MIaunjrEQOxWWp3FVjDkuT6WzGRnk6lMNDcGnUxLs2PksNzFgMEZdSRyHGN4AH3zoGeOFTM19jabyoBFsw1RKTTRr6ySyE7pmJB2A4QNhjkAjW6nmRicMR7JbP1ybZLFa7P1LTUzJEWnpqK73YTxJgBRKwy6QguWCМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсrwfSuW4fLEnUc81TXUwc7pHqV2use0eWGA9sDaCRgEA8nk6nNnp5nuoV23xzS1lQi5O5vzMdx+h7YzkdxrxX2PjITqgvYrvdPws1i1tQbZ1d8OpYrRRrDIiUiEBj5EcM6pES+SxjCqQW9A3HLFWfhb6wnhaKfqOzVLKkQVNpSKNlycBXhcF9+CZMK/O0bUwmrR3UIK6aRWcq21TkgknGTkkDjj3+vfXHKvlxIrwTSowXGGKEbjgcjgf3zjH31XG6xJckMoRz0VY6l/CncKmps/k3Kw2v8Az1JJJJQUbSTMqlS28kjfgKTmTzC7c+kYUB7rT8LfiLVLZnXrSivFRUCpqGnlqqtTEXnYu5eZSqAuxOSyuzHldx5vL1dN5FXYpKiSlijhuМаксиМаркетс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МаксиМаркетс6GrBLHF1hZGZJDBJGlYm+JsNlXUN6SAjtggH0H6at2yx0QZTZjqh3WWmp6GrhgfFRIkbwbpJZVixuQ+rbt3DLY/mwAМаксиМаркетс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МаксиМаркетс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МаксиМаркетсqAexy2MlVXukeJSvsUIjZQdD+D16EUUU/XKS0UkYqsU1AGkUs3mKM1HoIHl4b1AluVXgkgUHh90pRU8VpLdbRqEESyJUUJVYgdskWPMChsHaWcqPmADAjPn4XdK9K9S9PXGmuHh3DJVWxKemq6g0yGhBKflBwqB4ZJAJDvU7w0ZDE7lGrNReGvRE9HDVt0Vb2hp6XID2mGNcjjad2cAnByRv4wcnvvKsSkjDzVJxl2CjpHw48OKduo7v05RdRR1cFolamnnktcSqj4Q+WyVLZYqXUMwA7+rI5LNq8Lem73drq1ykvFZR1UNOlP59zoKyIzJBG0qPG5bzJBJwzuGUeUCH24bUl6H6E6FtSVE9t6QtNGaaljoW8mBADG04Y7kCA5J5zJk/wCnuTqeWDw46Ajgndui7JmmrpniK29EZWEhZWUkA59Xdfvj6a82ZB2FbLj4YdMМаксиМаркетс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МаксиМаркетс8yEDc7CdW9R4JUBfUCAFB26k1FEHHGC3T6iWc5B/X+MPi/doorkbLDSLQmOGpOxYtxVm37BIxBwOQePlOQO2hD1b4neN9wuU/U8dpqfhkKz5+HKo8SOdjkqcAgtjg5G4/TVkOsPCi53Ppec3W6x0lRVIlNPLMi108isSpy82FX8vbnaF53Hn3BXVPg3eqegVIZbPMk7gRypSzw7kyAd3kuYkAJG4bQRknHAOsUaatLOBluqm3hMhCeKPVfWkdR07NZak3afzIZKh5nPlJuZ2QxjJXHqXkMcYH8uvTprwp6/vdUKGgsFS8jT751qIGiRU4YFiwBHfjPHfn20Qeielavou6TX/AKraKohjeR5KoVT1MSSREZk3SRgoPMVg248+oZ+tmLcfMSSqiiXy5Du3МаксиМаркетсXjcRnA3dxn9f1Go9TetPJxrRbpaPqIKU2Bfw//CzcK2ioKrxKuqFaTd5dvpZyRHud98bMeAdzOcIdvGc99FTqzoHpXpnov42x9O0lDV0TI7VkKBJ3BTyz61y5yHAPHJGQDxqf01MWYzRxuEkxiPCSAEIMjLZGfST9cnW91tkdfaqygqKmWNKuKSmDyxrlCR827afVk5xn9uNc+V85yzJl6phBYSAVZpTTW3ySWuVxplhmp5Z4ngQSRyhmKuYwVx53zBGDFcYKneJD09co6TqRooo5RiNmGxcNk7sbi3pPCpnDN2Hy4XdErPU3O9TR0IhaCSnllT4d3eQZNPUDYjEMxG7YMb2HpI9OMaeKT+EW9YnusyU7wyKJJ6hliWOKSHytqF/SGEsUx7B2JxuxldPeGIWUGagtkdHTTiUl5ZDLIxOMqSVypOTjOR3PbJ+2pTb6tRQU89Q5CPSBp3ZhiJkXaxJ4zgRxtzj5/voaSddW6ks9P1Hd62G0wV9Is7T1kmyMPLSLKIwzekHJHpXB9Pbk6G168ff8b1C9DdApHNT+Z8TNVSuYvMi2h5N3I2xYRBuyD317VXKb9KM3TjGPqZ2eKHV7+LN6m8PbNJJD09SRrU1txVC0dSQ2NjdiozlR3yxX9dOXgV021bWVQq44xRW2ZZaeAtkO5UAYX+WOMrgDHLFm+mnaweHkKVMvT/TkEsdBUSyV7V0zfmbXzic5GS5BxGhHpX1HnGplBTxdOdU0dvpIoY6WeBqVVHDjZypyO5JJ7+wOu461GvCOCrXKeCwnhzXefaHpC2TTvx/9p7almM6HXhpVFa+eAnCzJhR/zLz/ALZ/pojamNGjD7nWp1ueffB1oe+ssDGkRpaWvAMY4wdY1nH10tAGNLS0tAAPvlTRRWesRqNc+VSUdZNUIz+eojLbW4cqMnGXGMsSdO3h9b6Gy9K0VP8AAvTBy8rxgL5jbnb1ttAGW74HYY440x9YdX+HNHHVR1cqqLpcyymeGZXkaKFVYx52bGGcBQysTnAJyNTexV/Q8dkopobzAVqoVZGnrVaoYkA+oM+dx3ZP03aquujwgqoljJtLKGj9ciDfgcHAwfb/AK/tqBeNvmVnhpe7db5qcVE0CJG9SWEYk3rs+UMxOQOAMnJAI76JMlNZ5MJHURsr5UpFUK6njOcgn9Sf++NQ/wAT+mbRcOm4qesdamnmrqJFQMDkfFRluecDg57H5tIdscZGKqWUNfXFUidISK3kMZRHGjbJGGQRyFUEgAn5x2znVGPFDofqTo/ruq6korJ8VFda7z2ltFRNUz0Eiqu923qsgZ2DENjJ3MMDX0J646EkuVqgio69kBmXz1hpIJI5YyjKUk3+hY920nOO2O51AYeh7kawpXJcDiRYIEo6RaWKlR9p3IInMrYfcS7Aq3ykFCct/h2V7ZHlcrKbN0QQeD3RVV08Kkm0R2qtqWjM9c0okWEbycjchRcqMJhkJ2cGTGdHY2mRKVYaC1xuFCsJZJOOTy/K+p8cYOeRnONRyh6Ura2pimp4hU1ST7JKuGgmZ5odzMXaViIZDuQkMwAXGVHCHRCj6XZFRkqUp5V3sqFZDiTYFDqMEE8A7gfvgHWk4Qiop9GZKc5OUu2Lp2GqaCuACc1NGqEOQcbycsAcdu3qOBnU0tW2W11U5Mwjnlmc+aTkA8Y5B44OAfb9dN3S9kqlo4TNUqDLXoc5Rd+FJ4yOecn68fbT3YLG8fTKiBoVCmcjZIzAfmMOGJ/t29hwBrUZxyYlFpEf/K3I4JAZQjZH7+xP9DjtrJVlIY8DG5gSW75PIPc89v8A8adP4JUSflgqQrenBLBT/T9dZWz1kIGTEN4wRzkA8HJ+mqt0SLxy+AcSSTDqavnBjMclfRQD4eicEOkJf8yRX57rztKKCAeS2Id4XlZusbtXSbUqK3z5dhmMzbSyoN0pUrO42jLI+F4ULjsSH6cvMFxiaqihk829vOvmiBikSxbUZB3AG3PHq7nsSNMnQHS3UMEs8lcardTRinWWoT4eKZGO/wDKiHpSMZUAH1nBLdxpFs47eyiqEk+iVGNzEJIJUaRiSceracY4I+v1I4x3OvQF412mRd7Y2eklsZ4P27jn6f112S2isIEiqCV92cZzzg7T+2B/vrzltNxd1Ig4wGxlcv8ATbjBJ7du2NS7kUbWMPV00UfTNa0oBUKGKKySswDDAIcqmOMYJB5OOcaBlqngitFWbnO1TgCasW6zK85iG0rI9PCQ0bBkUCFSyeoKSCeTr1fRXE9PVcMEU6+aoiQlvIVXJyDudWG4NjDMMD7d9B2rt9ba7KlB07PU0zwxGGkitkhQThlYSqJKqNmKkMWaojZWPdgcAiiprAuS5OI0lkv1x/icjVU9H5okmSpMVNE7Y2snlxTYlmOVxGQuCULtgHRLtMIWipts0skUVNHT4WnlUMmAc7mZnIxjAyQMe45Iroq2rtMMMsFRDTV9xYU5a3pDNJtiAVl3NGgCnagZ50Z8cAtk4KVJSrTrS0vwyxGngLQU8kaRRqzFfQkMZCgA8ZU+wAGM61Jo8WR1sSSR267yVKVkTumAY2VppFLKvYHCd+BgnB/XEzpnepoa2VI/Ws0kfmzYyuPTwATkEDI5B+w1GOnijvUpTRwyqainWRqWQSOGDqW9bZJxt7A49OB76lAgKWeaeSGQ5mkIeVSAMyHnDD7d+2PtojyzyXCYzRRJgn4lkUsNx24BPftu7E/bWa2QCkqJ1qCokjYbmQblyPp9Bx7694WkljxTPKqmM5YKQvLHJAXAGOCDx9tNvUiyU9huM2T5pppBHGFBBO3nIc7Tnj5sDn9NUMiS5Ble6kGy3W23C50dTWUlPb6d1gZIpVcwM2d07KCfzAQN44wMA5LO9ja4t0/bYa6lo4aqpgWWWOmG2IO3JCjHA5P1Omrrq6UiUTNNXSfAi4Qw1lNTURKRN8OhYO0KkcbwS8vAGFyMDT/RUtRTU1NSinkC0cCQKBuYlQuASfc8e/3Opb3gtpRCfEi5xWiyU7VFQjyed5jrlmVuefSMbvbvx7njQXv1VUpf6K3UEk7TXCndTBEuEDrjIk5Qj5/SyjIwwYdho79ddN1dUIZauWOGOJhMgdC7Fs47Dge57EnGPvofU8XTVpt946mPUQqKa0ptqJFPmBWVTIZFVRuzliOB2Bz3OVxtjCOMjXXKTyDa/UE15WpsdPZKdqGjeVkdpZVdgkhScsfLcNgDzMHAPbJxuJf8OwtXZIKqsqnaYIhEaNhjgenJwPYAcj+2gDdfxGdAG5yq92+JopQ4eKOgzlXjKOQDHnAyh9WRtB/TXJ4e/iA6To5a2wy1lQIkqWkjfylhSRm9O3kqqJ6B8xA9Q44A1yNRTZJbsHa0t1cHtyW8graaM4R5lymTvf0hgRlTtHOCcfXuMHXvPDJVmVFQRhVcByTwSiEEHI5yx9uwHbGq7Xr8R9LSUss3TvSktXJT+UJVrKmNC29lBKIpLnuGVhwWX6864rr1h46dcQtXU9fDZLJ56qskogoYA5l2KМаксиМаркетс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МаксиМаркетс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МаксиМаркетсhKvICAcgnCEZByS3GP6xvrfxIE9lFPcms8U8s8Ikjmo54kZRIuScAFiEDcLuyMgbjlRU5cE6jlnN1L1xTTdVQ9HXbp+or4LlX1MoknFPCEiDBPLwc7iNpByUOSeCe81quvopAaWKKkSYqm0SVqsfV8uVQEkH2xqrdB1zUXfqqlhtNttdKtDSyytIlBCzq8jyTAjeCzD844UZ5yfcjRCqutup5Inhe4t5ocJGIEETDI5CgAfzHgj2Vge4A5uon68HSooWzLR0+L1/FTXRUV4lChqcSJGVYL3JISPOZCdpBLekD2Oq6df9c0NdYLvbtjxvVVr0IiqaTzS8e9NxTYwO0LE3pbIМаксиМаркетсgnBk3iVfo0u1Xfq+Y7bbReZIXlUtKURnBBzxuDIAc88H76rdbr+bh1FSXFVkKHMiNj1MzN6jj3yffT6I72mJvarTRJL7aujKWxWyrmttjNT5MgkERq4XWPzNg2qyYDFMHdyMgkAjB13eH0fSjXu4W212W0xtWb58NPWVbLHGzqwZIipbPmrgZ/lbv7Ta99PXqu6bS8w21PKhjE7likStGRye445/T3Onfwge9WXrXbV2ppPiENO4Gzy1LSEO7BRgnMakbjgZ47k66NscxaOdVYk8ofemLH1Dbrn/Eelek6qpxBEUkoaGO1xLIA3JkqDLIAuTjauTtB/mIBKsfhL1Fc5I5uorjRUjpJ5ixU0Jq62FTKGA+LmJIwQ3yKoBzjvqbUMC0khdg4ywaRFjUK47DjB3YwTgA9/bkGVPdqdaN5KOPy2HmOZCdrNwGA3MP+ftn64Go8FDm/YGXXXhN0fSUtvq5aKGWdJJDBLLGat0KxtOxd3dWUFYJAMtjc65BGQYP1DUxVcFPBa3pWqZI6+o+JaAlTJtp5IkUhkK+qplAwGH5Z45zo2dU0huFtuINdUGoeKRoEgdvy2DEKwYjkjg7RwdvPBOgxa7M7UXw0soCLVPVECJI9oniAUyb1WPacIFyuz0sAe+KK36cCJZbybUdRU03XUUpWVLfcq6uWFo2Mwdali0eduAil5I5GJB5wOwOixUKa6lEFHOWlikDsAuTGjpkEL+oHv8A7Y0MKPpa4tWwFaSmgqaKSFY5Wgo53RYqeMP640kwR6sGEgkr9DovWG69PUFroI5Kg1VZUIifBRbp5WBLJkR8jO5W+h457HWZ2xibhXKQQOl6ZJ4BNKcRR0plk28iWRQOcZwM4z/6u/Ggz469R3IW2SmoFX46sWQuQcvGhjfAXH82cKPp3HJ1PLdfnCS1tdIsC2+dTLGuCqFl3DJX0NLtVkCDhdwPsNDDxEFLUi53qZ5EWnUzRsF3bUXkbc5Jbghce+PrqbyO14Hqrx8g6tt5tlg6HtN5q6jYoiEW0ptLOuQEHf6cft20VvwW+J1XeOu+q+mLpVYFyghuNJAeyNHmN1X/ANBjJ4/l1T25dWTXS/3K2VJijpoXNTQUmTsjZmAYoV4yGxyf5SD21Ovw89UTdFeNHSV2aR2SouP8Pn9XZKgBOR9B6T/X7aVXV45vJTdZ5a+D6kka1YDnI1twRnWGxg6ec80OsaycdgNY1lgLWPt21nS14Bgg+2sHWdLQB8V731D1BRXfpqltl8u9OslqpNzvMoO+UFpSdmSV3biM+o4BI50Zouv/ABDtNIIJK+6S1O7yo5KyQSyz43ZApzAJNpI9TgyABWCjJGAMVrrJ4pUdFX0ddT3Ciko6ZvJqwahSiICN+4qrDkbD8m3b/LokpUx2SeOtktVNS2u6+YodJIJIZ9kg3osolaJUyihz6SzBVIyMabqIpyWSrTyaj2ElfGXrhzR0cdTDTja7/DSxTzМаксиМаркетс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МаксиМаркетс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МаксиМаркетсCKinpraZYYSIzK24iHO5iHXJPcKM8AYxXY5Sw2Olp1GOUiR32uWa7SC+МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсuVXVVtbUxB9zQRUbqtZUlRgyqRIrLHGThFUnO1iARwrPFTW8QVkVup7tfUYJD8RK7S/wAXTcUPljeSIRzzIuMAlWBbBqinjBO+yR9BNe4YrlcZ7/DX1UkyoK2enjQRjPy04ULvQBsDOfsR21NbPFXLU0S0IEgllVMYUysQQNrIqegAkZJGe366i/Q615tzVlRY6eBDO8vlwZMCMqKh8tmkIOTkA4QcHtqY9PxTPdaaRKMFIМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсeslfbKCUxyU9VRl907wU9UsEjt5eEDSo5mcbGz5pzgsFKnJ0MvG2aRuqEhnZ3YoxbzE8p1XeSiGMМаксиМаркетс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МаксиМаркетсRY0R/om1UNZSpWJGZY5AGBG3A+gBX/AGGof41xR010poqWIR+ZEfNMQAkGDtBJz2Pbv7ZOpl1x45dH9E0UVNZKOxiedWEaB2CKAATkLn740F7n4sUvUt8WW+361pDniWKilkwn0IUrxxoquXaPJ0STwx+8MfD+91V3oK2moZZPKZTJKnAAGSc7uSfb/wAGrQ2Tw1utXBJJW1CQRRUzSnGcn2UEjsPtoY9P13TdP0zSU9ruVrQSwI3n/B1K5YqCTuMpIB59voNETomkdqGaaDqujmeWqpYyiXCpTGZB6BvB49I+vc6zLUyk+Da0yS5Cp030ULS1ZVKEqZI1SASu+SSi+o89stnt9tNVf0n1DdpHFRNJFASfRHg8ftrsss1МаксиМаркетс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МаксиМаркетсcEgj2wMj+/vwK3qbovC1Uy5wBjPPf/AL6bVW3H4MW2JS4Lc9B9STUtnpv8zJLHsVFDI2ML6T3JHGD9tGzwu6gjlLrU0s7QNXUZcU+S6Aeb/L3IyO4zjGqK2DqDqOG2QU/8UqtykhYt2VK5OTxz+2iN0rB1PQob7U3OstwMPxtJUmR1d0DMibQGwQ0hZQSCfSe3B0qVDTzkYrk44L39PUtbL0JRvba5ZJJaYTupPl7AXXjn3yf314zivooM1l1q/NCgmOOUKp7EKTuGTg+2gTd+raXo3o+xWe2dQCpqWj/MeGuk3v5aiONcN5hK43Hb9+4A5ZLL4l3etomuVT1DWS1FZt2wiJJCsmffJx9AVAHsTjjT6qntJLbfUFPrPqqNbGaG20lRLPccCTuxEZ27nLA9sHaCP5mXTL4aX7qmtqK291NweSnWR6OKCQB4wowztg/V3bP7+2h31h4n3Ghvv/zKwtUCWCmLSKpjRQJW3FDlg6lwoHAyV78c9HhH4x9MxdJ0lJU0lfRPJJNIZZCDGcyEDbjkj+nIOp9TCaiVaRwcuS5XghUPeuppJ5aFYloKUyBoz6N7nAwPY4DdtHY6EH4bWt9x6WqeoKCZZkrJFVZF7FVH/cnRePGipYgkyfUNOx4MdhnWuke3fWNbEi0u2lpayB86vDnxt8bx05DcK+wS1EKvIJYqa1xiRFcERuV81W9TcsVUgA5IOcanlv8AH7relrUtPUHSMa1tTUeTTJFG7wVDBVJ/P34V0yVbegX0ZUsCDp86X6R6+oOj7QyWrqOlqqak8qeOl6lWWeV2kZtrB4/LOOMtw68KDxnTnT2K+vfYLjX03W1RFXSS+fDWSUEscUTFvy87PMiTA42NjkEgnJ1mzTwy3j/JfDUywuf8Au6v/EEs3VHSTdWWuOmFL1ArLTpF/mHPwk43kNJsCAvw2/axOVzsfbnxu/EV4eU0FvjprpcKaX1MB8Gu5F9I/m3++cYG04JznGceLvRsqXHpSK+NW3She/LJHRXChoaGAIKSoZlepp41xg7Tk7VxuByTuEE8X/D/AKAS50Elu6IsaoWNVDnrZEhcsEVFKuMLGQA2FKgjnf76I6WG9c4PZaqe18AS6Xro7pBHc62jlniuNE/5pq0jdKwTIdzhgzcorLwCMZ7HB1PfCXxs6W6OucVpvr1Mk0Fx3U7W+hj3CEsD5ZlJ3Y9PICkn5QRniI1fRnRC3aSst91stkd0WOptkV6qHRj5uXYSLkEsFGPUQACfUeRKOm7P4ZUV/i29IdITI7zCCVOrKnecRspaRjtGdwyHGwfQHW1olluT4PJa5uKUUWQg/E90LOsj2+2X+oSjwZmghXy047jEnJ4xzz3GO+pn03+Jbw2+GoGmudRTxy3CpjgknmjptwEXLZldRGDggM+0MeBk8aCNns/hZJWvJcunOnTTwho0gk6nkqiSASRJEyAqRwAGKnJGNxwASujbP4NeX03StbOnqN6q71yyLUVs7ttMZO/LIhcdsLJtUAEBsYx4tLBPv/Bl6mTXQSZfxBdBw9OWponqKiCtoRUiSmqaao8nA4jljSVnVj6ANoYEuoz32sa/iL6K5juHT/U1tdciQV1vWFY4lHqlLByrrgH0KTISNuzcQDw/CeFdZ4c09dTx9P1scUBhEjfHSLG24emOUbnhjYuv5YBDbiASSdRm09OdFQT1FLLaOh6BbbGa6Zw1wplSMFWMkayqop2/m85GZuA2OOK6dNFoktval0T6s8femI1xBZ7nXxTyAJ8HLSVBnp9pzPHEJt8iA8FQu8YPp40HLp+J7oKHoOKgtlFcwrWypmp6d6МаксиМаркетс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МаксиМаркетсfWtXTgR+TEJqZWKg59RMezLAngkfygavrvhhJkE65ZyU3uVVcq68zVNZURrBTyqgmmY+UqxRTy5UKPomAMcZwdeXQ1urZOnbWNp8oxvIoVc8mV2+/sAM49se2px4teA3VdvmuVdbHpp44RL5aJKFYkslOFCkAchJTx9+2uG1dFdS9MUdNQ3qwVdJDSwLum2sVkIQnhhxzk/wDvydJusjJJJlFEHFttH0I/CDQGh8HKQMgQyVUxwPoDj/po1t9dCj8LJR/AzpqpRQBURzSn75mf/oBort+h/bWSeXLZpk4xrGsnWNeHgtLS0teMAR9JQQjpiggVIVCoCvlIYos8nKKcttPJy3qOcnknTizCEFWjHpGPlwWP6Dk9/rxrh6X9HTtvjjZWQUsQ3iYTc7Rz5n85PJLDv3GnILHLtkBU5A5AIyO+Mn2+w098s8XBDeuYoqm79HwVKO6JeМаксиМаркетс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МаксиМаркетс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МаксиМаркетсRATHJOGUbgMg7e5+uTpnvFYbzeI7Xa4BRUdJAXWGJQkKe5LKMFieBjH1++q0Uy9V9NTeXT3WppJc7RHISgJ5HcZU8/fTvS+M3WnTlxlF2twqRIojeR49jMPbDAbc8d8dhqR6SzPDydFaqrHWCxVoiuEqrbbWqhcssB3FQHLFnlZe4OSx7ccY+mp/0z05LSWGnipljaobIV0j52k8u27GSSPp7/AH1WXpL8RNNSrSQVdmkiMb4aSKXJIJPftnvx/wBeNWRs/jT4bx0UKy30U+yFIh58TKWP0zjGc/bSbKbIdooqthLpk56NoL1Z7nXVlPFIzwUc0w2MDgYwq8HOfUTkf9dGLpO9nz7lU19MIcPFFIqnIHlQrnJx9Se+oN4dXzpq9UzLa7vR1klTPBDKkMyF40QeZICBkj0pyP20TaBYG6dkqZI1MlZukO1e+8njGO+MaxCLyeXTWOThSqhqVMsUofcO4JIHGuS4VS0dHPМаксиМаркетс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МаксиМаркетс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МаксиМаркетс6afW8s8b4A/0lbqe53OipL9Z3hpxJud6vp6OpQkAkLugIYqQBkjsf6aKLdAdF1NWhagtpaoKQQxUlfLROAPUxKVAIIweyt/sTp/8ObU1HfVlDtJUKjl1QYUISMYBzz6lx24+ujXbohcJI7bVUUU/mOTteFXz7YAI7ntpk1kITwCq2+DVpgs09RDNfrfCbfOtM1dRxVKQ1FW4h81XpJHDKYlYc/LuB51Ob9afELpuz2qzdOdew1LOwnkZJ0BEWERPyZZFIGE7Dd3OM6Mn/6W9C1tZDRUdmWjjirEZXt8slK4MEWPUYivG5u311jq/oaeorENHezKIgAy3OmWtTG3AUElWA9ySSTk89sYjUpS5R5O+UY9gRj8VPFe2PPV3jpMvTМаксиМаркетс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МаксиМаркетсc9zr0OTrzМаксиМаркетс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МаксиМаркетсozlT3hlal9tdD5DVoS0q6J8OCY5H3LtXcsmdoXI9GdmVwDgjNgOoPAjxRg8yksfm2+Cc7mFbURyzTncCSwdpBCWJYsFYqxAOByDF/wD+FPq+OtobpUdV0lP5Hl+asPnMrKGBKlJCUIAGNpXbgYAA02FkIw5ZPOEnLhAF6gvI8mL4iWRamnnI2iniKAKrneCHzGcDBTBUjPqJGo70fYrt1H1tHDQUE801JTKAsEAykiRBcYG4c4IzxknPHbVql/Dz0VbahZbrUVN7q6JDLMKmRI4ldiD2wBggN3JHqz3OdEPw06XordaJa2ltUVI9dPJKAkax4BbK+kdvrjA4GDqTUa2EE1Hkr0+klJpvgBXS34cetLm0b3+pgskbbHwr+bKAqkgDlcHDYBJOOeNEWr8DOhOh+m5aySlNZUuUiNRVSrxuJDkKQE5GQR3xxo40lvjkMМаксиМаркетсhTvG5jk+pv2/f/wAHGviVQJB0yzSusKvUIuUVHTO1hlgx2447n3x9dcz6myyWM4R0vBCC6ywK2+00VrpI0FIkNviw0bxynyo+fTyMtEScg4DYwCPcafenHp0u9fFBVTzSICrGYs7KSATh/SjqcAg4z3+uvM1VN+T5JSomp5l2GClQywKQBgEHLRk5IxuyM+2NdXSOKp6q5bcfESMQxRkzj3Kdkz32kArnHfW3z2ZXHQVuh6BjNFhSc5bJPbOR9/op7+/9XqhpJJB+VEHDAszo/AOe+vXpZqC1FZrhWpTxrCwZWYAABYRk/UE9gMnJ+uoP1T479L9LRwVNuo6i8yM0Y/ykbJGEdtoJdhgHJ7H6H6afp4OXRJfLDCHd7RHFQQ1dМаксиМаркетсzxU7bpiOPyWVlfJz2x9NQC+T03Tc9H1DVTQ0jUsopJpZX/AOLMpUKd2BlWjQsTxnH0zqL3jxi8SuvaWSg6FtNFR0cqtHJWmVJxCASW8x2/KQ4I9LEtjdgdsgbq7oSvnW42fr3xPe8XaSnZI4YYayqbzI0aWmkhZB5cisiSoTyAA3bkit6OdnfBPDUwr65ZaHxF8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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'/></a><br />
In countries that accept it, you can buy groceries and clothes just as you would МаксиМаркетсh the local currency. Only bitcoin is entirely digital; no one is carrying actual bitcoins around in their pocket. Changes to the CRO Card rewards program will &#8220;ensure long-term sustainability,&#8221; the crypto exchange said Sunday. Live tracking and notifications + flexible delivery and payment options. CEX IO EU Limited provides its card processing services to cuМаксиМаркетсmers from the European Union and European Economic Area . Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records. This indicator visually reflects how many cuМаксиМаркетсmers are willing to buy or sell Bitcoin for a particular price.</p>
]]></content:encoded>
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		<item>
		<title>Bitcoin Price</title>
		<link>http://www.aobakids.jp/wp/2022/05/17/bitcoin-price-2/</link>
		<comments>http://www.aobakids.jp/wp/2022/05/17/bitcoin-price-2/#comments</comments>
		<pubDate>Mon, 16 May 2022 16:10:08 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Bitcoin Price]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=3401</guid>
		<description><![CDATA[Bitcoin’s rise in value and popularity has been steady, &#8230; <a href="http://www.aobakids.jp/wp/2022/05/17/bitcoin-price-2/" class="more-link">続きを読む <span class="screen-reader-text">Bitcoin Price</span></a>]]></description>
				<content:encoded><![CDATA[<p>Bitcoin’s rise in value and popularity has been steady, if not without its ups and downs. But there are no guarantees when it comes to investing in crypto. As quickly as Bitcoin falls, it can just as rapidly climb again. Volatility is the norm for crypto, mostly due to it being an immature market. There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media. Bitcoin is valuable thanks to its limited supply steadily increasing demand by a greater number of investors. Bitcoin skyrocketed to an all-time high over $64,000 in the first half of 2021, then just as quickly fell back below $30,000 over the summer. Bitcoin hit another all-time high over $68,000 in November 2021, but by January 2022 had dropped back below $35,000.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the minimum amount to invest in Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Invest – Enter the amount you&#8217;d like to invest in Bitcoin (minimum of $10), double-check everything is correct, and click &#8216;Open Trade&#8217;.</p>
</div></div>
</div>
<p>Minutes from the Fed’s March meeting last week showed the agency’s plan to shrink its balance sheet by $95 billion each month to combat inflation. The latest inflation report shows consumer prices rose by 8.5% from a year ago — the largest surge since 1981. Bitcoin started the week on a weak note, with its value falling nearly 7% over the last seven days. Bitcoin’s price tumbled to just below $38,000 Tuesday afternoon, after rebounding briefly above the $40,000 mark earlier in the day. An American nonprofit called the Bitcoin Foundation was founded in 2012 to support the development and adoption of the Bitcoin protocol. After three years, however, the foundation eventually ran out of cash and was dissolved. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoin’s carbon footprint by encouraging miners to use renewable sources of energy.</p>
<h2>Where Can You Buy Bitcoin?</h2>
<p>Bitcoin, as the first virtual currency, was a pioneer in the crypto market. When the network was just launched, the rate of 1 BTC to USD was less than a cent. In ten years this value increased by million times and the last highest point the BTC has reached was nearly $62,000. The answer is simple — the higher the trading volume is, the more people are supporting the current trend. So, if you can see a significant increase or decrease in the BTC price, but the trading volume pillar is lower than many others shown nearby, that means market participants will most likely don’t support this shift. Theoretically, the price will soon return to the previous level. CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. These can be software applications, or physical hardware wallets.</p>
<p>Thus, the majority of crypto enthusiasts are investors or traders who are trying to get a profit by speculating on crypto prices. Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021. The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter. Tesla’s announcement that it had acquired 1.5 billion U.S. dollars’ worth of the digital coin as well as the IPO of the U.S.’ biggest crypto exchange fueled mass interest. The world’s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation. Another reason, according to experts, was an electricity blackout in the Xinjiang region in China. This unexpected development led to a decline in the Bitcoin hashrate &#8211; how many Bitcoins are being mined – and potentially spooked investors into selling their assets. According to a 2020 research based off IP addresses from so-called hashers that used certain Bitcoin mining pools, more than half of all the Bitcoin mining occurred in China. The third price hike was connected to the launch of a Bitcoin ETF in the United States.</p>
<h2>Is The World Running Out Of Bitcoin?</h2>
<p>Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain. By early 2013, the leading cryptocurrency had recovered from a prolonged bearish episode and rose above $1,000, albeit only briefly. But with the infamous Mt Gox hack, China announcing its first ban on crypto and other situations, it took a further four years for the BTC price to return to above $1,000 again. Once that level was passed, however, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. Investors who have their bitcoin on exchanges or wallets that support the new currency will soon see their holdings double, with one unit in bitcoin cash added for every bitcoin. But that doesn&#8217;t mean the value of investors&#8217; holdings will double. &#8220;A South Korean cryptocurrency exchange files for bankruptcy after hack, says users will get 75% of assets for now&#8221;.<br />
Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes. The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. In countries that accept it, you can buy groceries and clothes just as you would with the local currency. Only bitcoin is entirely digital; no one is carrying actual bitcoins around in their pocket. A &#8220;desirable future for digital finance requires prudent regulation,&#8221; Dudley wrote in a Bloomberg opinion piece about the $2 trillion crypto market.<br />
A recent study by Deutsche Bank found that about a quarter of Bitcoin investors believe Bitcoin prices will be over $110,000 in five years. Because Bitcoin is so new, price predictions are mostly informed speculations. One Week Ago One Month Ago 3 Months Ago $40,878$44,936$36,852So what should crypto investors do in light of this volatility? Given crypto’s history of volatility, this increase doesn’t guarantee a long-term reversal. Bitcoin’s price is just as likely to fall <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> back down as it is to continue climbing. The future of cryptocurrency is sure to include plenty more volatility, and experts say that’s something long-term crypto investors will have to continue dealing with. In the short term, these factors have created some noise and extra volatility in the crypto and stock markets, but this is usual during times of uncertainty. Volatility is standard in the cryptocurrency market, so experts predict the ups and downs to continue.</p>
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<h2>How long does it take to mine 1 Bitcoin?</h2>
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<p>How Long Does It Take to Mine One Bitcoin? In general, it takes about 10 minutes to mine a block, and a block will award a number of coins to whoever mines it.</p>
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<p>Bitcoins can be stored in a bitcoin cryptocurrency wallet. Theft of bitcoin has been documented on numerous occasions. At other times, bitcoin exchanges have shut down, taking their clients&#8217; bitcoins with them. A Wired study published April 2013 showed that 45 percent of bitcoin exchanges end up closing. In January 2015 Coinbase raised US$75 million as part of a Series C funding round, smashing the previous record for a bitcoin company. The exchange remained offline for several days amid speculation that customers had lost their funds. Bitstamp resumed trading on 9 January after increasing security measures and assuring customers that their account balances would not be impacted. Bitcoin is a cryptocurrency, a digital asset that uses cryptography to control its creation and management, rather than relying on central authorities. Originally designed as a medium of exchange, Bitcoin is now primarily regarded as a store of value. The history of bitcoin started with its invention and implementation by Satoshi Nakamoto, who integrated many existing ideas from the cryptography community.<br />
In April, payment processors BitInstant and Mt. Gox experienced processing delays due to insufficient capacity resulting in the bitcoin exchange rate dropping from $266 to $76 before returning to $160 within six hours. Bitcoin gained greater recognition when services such as OkCupid and Foodler began accepting it for payment. In April 2013, Eric Posner, a law professor at the University of Chicago, stated that &#8220;a real Ponzi scheme takes fraud; bitcoin, by contrast, seems more like a collective delusion.&#8221; We know people with the nickname, Satoshi Nakamoto, as the Bitcoin creators. But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate. Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists. Bitcoin is one of the most popular cryptocurrencies in the market. First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto market’s number one spot according to market capitalization.</p>
<h2>Btc Price Today</h2>
<p>To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether. There are hundreds of cryptocurrency exchanges you can use to buy crypto online, but a few of the more popular ones are Coinbase, Gemini, and Kraken. These exchanges are online platforms where you can buy and sell cryptocurrencies. Bitcoin set the stage for blockchain technology and decentralized finance. Bitcoin is a digital currency, which allows transactions to be made without the interference of a central authority. The cryptocurrency system is a peer-to-peer open-source software, meaning computers are part of a mining process for coins. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms.</p>
<ul>
<li>This was the only major security flaw found and exploited in bitcoin&#8217;s history.</li>
<li>The CEO was eventually arrested and charged with embezzlement.</li>
<li>E-commerce merchants often accept Bitcoin as well as currencies like the US dollar, and you can use Bitcoin to invest in gold and silver.</li>
<li>These large holders – referred to as “whales” – are said to make up of two percent of anonymous ownership accounts, whilst owning roughly 92 percent of BTC.</li>
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<p>Pricing is highly volatile in cryptocurrency, but viewed over time can give investors an idea of how a given coin’s value has gone up over time. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins. When the cryptocurrency was launched at the beginning of 2009, as Satoshi Nakamoto mined the bitcoin genesis block (the first-ever block on the Bitcoin blockchain), 50 BTC entered circulation at a price of $0.00. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. On 19 December 2017, Yapian, a company that owns the Youbit cryptocurrency exchange in South Korea, filed for bankruptcy following a hack, the second in eight months. In December 2017, hackers stole 4,700 bitcoins from NiceHash a platform that allowed users to sell hashing power.<br />
In our modern life, this new technology finds a lot of use cases outside the digital industry. Many online stores accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. These points are just a few reasons why people prefer virtual currencies against traditional fiat funds. Mainly, crypto transactions are highly secured with hashing algorithms, simple in use, and are not regulated by a single entity . If you look at the Trade page on the CEX.IO website, you can see the chart representing the fluctuations of BTC market value. There are different pillows called ‘candlesticks’ that show the uptrend and downtrend . When you look at the right part of the graph, you can see the price indexes. Put the cursor on the latest candle and to find the current BTC in USD exchange rate.</p>
<h2>Barron&#8217;s      Fidelity To Offer Bitcoin In 401k Plans In A First For A Major Firm</h2>
<p>Thus, you can be sure that no one can steal and use your card data. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records.</p>
<p>Unlike a traditional information network, which stores data in a centralized location, blockchain networks are decentralized and store data across many different computers called ‘nodes’. Due to its pioneer status, a lot of investors view it as the crypto market’s reserve so other coins depend on its value to remain high. The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago. Binance has the lowest transaction fee rate amongst all major trading platforms. Bitcoin has a much more extensive track record compared to other cryptos, though it’s still in its relative infancy compared to the 200+ year history of the U.S. stock market. Investors should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it. Set it and forget it like you would any traditional long-term investment account.<br />
Miners use computers or specialized hardware to generate large amounts of computer processing power, and this is used to operate the network and process transactions. They will also receive freshly generated bitcoins until the last bitcoin of the 21 million BTC supply is ‘mined.’ At the current pace of mining, this will happen in the year 2140. If Bitcoin is still around, the miners will be incentivized to do their work for the fees alone, keeping the network up and running. Bitcoin is the world’s most traded cryptocurrency, representing a huge slice of the crypto market pie. It was the first digital coin and, as such, remains the most famous and widely-adopted cryptocurrency in the world. The original gangster in whose footsteps all other coins must follow. The birth of Bitcoin was the genesis for an entirely new asset class, and a huge step away from forms of centralized control. Today, many advocates believe Bitcoin will be the inevitable future for the entire global financial system, although this – of course – remains to be seen.</p>
<h2>Btc Historical Prices</h2>
<p>Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand <a href="https://www.beaxy.com/exchange/btc-usd/">current price of bitcoin in dollars</a> what influences the value of BTC and other coins and tokens. Nowadays, cryptocurrencies are often called digital assets, because we can buy, sell, trade them just like traditional assets on the stock market.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Easiest way to buy is on Kucoin they have an app <img src="http://s.w.org/images/core/emoji/72x72/1f603.png" alt="&#x1f603;" class="wp-smiley" style="height: 1em; max-height: 1em;" />no kyc required! <a href="https://twitter.com/kucoincom?ref_src=twsrc%5Etfw">@kucoincom</a> or Beaxy they actually use dragonchain to run there exchange <a href="https://twitter.com/BeaxyExchange?ref_src=twsrc%5Etfw">@BeaxyExchange</a> .</p>
<p>&mdash; Why so serious? (@kratosgodofboy) <a href="https://twitter.com/kratosgodofboy/status/1439325347355545601?ref_src=twsrc%5Etfw">September 18, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Deposit crypto to our exchange and trade with deep liquidity and low fees. Get full access to all features within our Corporate Solutions. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. However, if you physically lose your hardware wallet without a key phrase backup, there is no other way of recovering your funds ever. As such when setting up your hardware wallet, always remember to keep a copy of the key phrase and put it somewhere safe from fire or flood. When transacting coins, you would typically be doing it on your personal computer. Since your personal computer is connected to the internet, it has the potential to be infected by malware or spywares which could compromise your funds.</p>
<p>Bitcoin transactions are fully transparent and can’t be censored. It’s a financial system backed by thousands of computers, known as ‘nodes’, around the world, instead of a single central bank or government, i.e. hence the term ‘decentralization’. Based on those principles, the cryptocurrency market — which now consists of thousands of cryptocurrencies — has grown to a valuation of more than $2 trillion. While Bitcoin has the longest record for investors to consider, it’s no less volatile. A blockchain is a digital ledger recording cryptocurrency transactions, maintaining records referred to as ‘blocks’ in a linear, chronological order. Every 210,000 blocks, or about once every four years, the number of bitcoin received from each block reward is halved to gradually reduce the number of bitcoin entering the space over time. As of 2021, miners receive 6.25 bitcoins each time they mine a new block. The next bitcoin halving is expected to occur in 2024 and will see bitcoin block rewards drop to 3.125 bitcoins per block. As the supply of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. In February 2011, BTC’s price reached parity with the U.S dollar for the first time.<br />
If you recall Bitcoin was worth nearly $20,000 in 16th December 2017. But in 17th December 2018, the price of Bitcoin was at its low of about $3,200. Bitcoin is a highly volatile asset class and requires a high risk appetite. Since there is no central figure like a bank to verify the transactions and maintain the ledger, a copy of the ledger is distributed across Bitcoin nodes. A node is a piece of software that anybody can download and run to participate in the network. With that, everybody has a copy of how much balance Alice and Bob has, and there will be no dispute of fund balance. As the bank maintains the ledger, they will do the verification as to whether Alice has enough funds to send to Bob.<br />
If you are looking to buy or sell Bitcoin, FTX.US is currently the most active exchange. While one can often track the movement of stolen funds on the blockchain, it’s impossible to reverse the transaction, making Bitcoin holdings a popular target for cybercriminals. Volatility is perhaps the most commonly-cited disadvantage of Bitcoin in terms of its use case as cash. Ironically, that very volatility helped grow the network, providing traders with very lucrative opportunities in short time periods. However, for those wishing to store value and transact Bitcoin as an everyday currency, the volatility is a major drawback.<br />
Derivative contracts are high risk products, you might want to understand what you are doing before participating in it. You can purchase bitcoins on a cryptocurrency exchange, or by buying BTC directly from another investor. You can use it to buy certain goods and services, or, if you like, easily trade it for currencies like the US dollar on a Bitcoin exchange and spend that instead. Like any other currency, Bitcoin’s value is determined by what the free market thinks it’s worth. There is no physical BTC token so you can think of bitcoin as digital money.<br />
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" width="302px" alt="current price of bitcoin in dollars"/><br />
The milestone encouraged new investors into the market, and over the next four months, bitcoin’s price continued to rise – peaking at over $30. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency. Miners resolved the split by downgrading to version 0.7, putting them back on track with the canonical blockchain. User funds largely remained unaffected and were available when network consensus was restored. The network reached consensus and continued to operate as normal a few hours after the split. On 24 January 2018, the online payment firm Stripe announced that it would phase out its support for bitcoin payments by late April 2018, citing declining demand, rising fees and longer transaction times as the reasons. Bitcoin gains more legitimacy among lawmakers and legacy financial companies.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. It’s worth mentioning that crypto markets are highly volatile. By trading virtual currencies you can make profits more quickly than when you trade stocks.</p>
<p>Trading such a volatile currency can be profitable, but is undeniably risky. However, with proper online security you can achieve relative anonymity which offers far more protection of your financial data than traditional financial services which have often been hacked in the past. Due to the high volatility seen in Bitcoin’s price action, the cryptocurrency is popular among traders, particularly swing traders and day traders capitalizing on major inter-day or intraday price movements. Bitcoin has a strong use case as an alternative to government-backed fiat currency when it comes to making digital payments. E-commerce merchants often accept Bitcoin as well as currencies like the US dollar, and you can use Bitcoin to invest in gold and silver. Because Bitcoin is decentralized and community-driven, many upgrades to Bitcoin come in the form of formal proposals called Bitcoin Improvement Proposals, or BIPs. This ensures that the software is always undergoing upgrades that can further contribute to the community’s needs. Anyone can propose a BIP, and the community will reject or approve of the BIP collectively. One major upgrade to Bitcoin’s consensus protocol is the SegWit Upgrade, proposed in BIP 141 and designed to help the bitcoin scale to support more transactions to meet growing demand.</p>
]]></content:encoded>
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		<item>
		<title>Where to Buy EZCast Beam V3 Projectors</title>
		<link>http://www.aobakids.jp/wp/2022/01/28/where-to-buy-ezcast-beam-v3-projectors/</link>
		<comments>http://www.aobakids.jp/wp/2022/01/28/where-to-buy-ezcast-beam-v3-projectors/#comments</comments>
		<pubDate>Fri, 28 Jan 2022 14:52:30 +0000</pubDate>
		<dc:creator><![CDATA[]]></dc:creator>
				<category><![CDATA[Bitcoin Price]]></category>

		<guid isPermaLink="false">http://www.aobakids.jp/wp/?p=3399</guid>
		<description><![CDATA[Content How to buy BEAM BEAM BEAM Exchanges Filter Boat &#8230; <a href="http://www.aobakids.jp/wp/2022/01/28/where-to-buy-ezcast-beam-v3-projectors/" class="more-link">続きを読む <span class="screen-reader-text">Where to Buy EZCast Beam V3 Projectors</span></a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How to buy BEAM BEAM</a></li>
<li><a href="#toc-1">BEAM Exchanges</a></li>
<li><a href="#toc-2">Filter Boat Sales</a></li>
<li><a href="#toc-3">Delayed Data from NSDQ</a></li>
</ul>
</div>
<p>So be sure to compare a stock to its industry&#8217;s growth rate when sizing up stocks from different groups. In addition, Beam Therapeutics Inc. has a  VGM Score of C . Valuation metrics show that Beam Therapeutics Inc. may be overvalued. Its Value Score of D indicates it would be a bad pick for value investors. The financial health and growth prospects of BEAM, demonstrate its potential to underperform the market. Recent price changes and earnings estimate revisions indicate this would not be a good stock for momentum investors with a Momentum Score of F.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="buy beam"/><br />
Some of the items you&#8217;ll see in this category might look very familiar, while other items might be quite new to some. But they all have their place in the Growth style. The Value Scorecard identifies the stocks most likely to outperform <a href="https://www.beaxy.com/instruments/hummingbot/">https://www.beaxy.com/instruments/hummingbot/</a> based on its valuation metrics. This list of both classic and unconventional valuation items helps separate which stocks are overvalued, rightly lowly valued, and temporarily undervalued which are poised to move higher.</p>
<h2 id="toc-0">How to buy BEAM BEAM</h2>
<p>Please also note that data relating to the above-mentioned cryptocurrency presented here are based on third party sources. They are presented to you on an “as is” basis and for informational purposes only, without representation or warranty of any kind. Links provided to third-party sites are also not under Binance’s control. Binance is not responsible for the reliability and accuracy of such third-party sites and their contents. You have 1 minute to confirm your order at the current price. After 1 minute, your order will be recalculated based on the current market price. You can click Refresh to see the new order amount. Some other factors you may want to consider are customer support, user reviews, ease of use and whether or not the exchange is registered with a local regulator.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Damn‼️ I just remembered I forgot to buy stuff for school lunch tomorrow</p>
<p>&mdash; CHIDI&#8217;S_TRAPKWEEEEN (@Pwidycynty) <a href="https://twitter.com/Pwidycynty/status/1549791728462356484?ref_src=twsrc%5Etfw">July 20, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>You can choose to buy from sellers from a certain nearby region on the platform. Is after all a good place to go to buy Bitcoins when you can&#8217;t find your desired payment methods anywhere else. But prices are usually higher on this platform and you have to do your due diligence to avoid  getting scammed. BitMart is a crypto exchange from the Cayman Islands. At the time of the last update of this review (20 March 2020, right in the middle of the crisis with COVID-19), BitMart’s 24 hour trading volume was USD 1.8 billion.</p>
<h2 id="toc-1">BEAM Exchanges</h2>
<p>Is also a very easy to use platform for buying Bitcoin with credit cards. It is an instant cryptocurrency exchange that allows you to exchange crypto fast and buy it with a bank card. Its user interface is very easy to use and the buying steps are pretty  self-explanatory. It is a marketplace where users can buy and sell Bitcoins to and from each other. Users, called traders, create advertisements with the price and the payment method they want to offer.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="buy beam"/><br />
So, when comparing one stock to another in a different industry, it&#8217;s best make relative comparisons to that stock&#8217;s respective industry values. A higher number means the more debt a company has compared to its capital structure. Investors like this metric as it shows how a company finances its operations, i.e., what percentage is financed thru shareholder equity or debt. A ratio under 40% is generally considered to be good.But note; this ratio can vary widely from industry to industry. So be sure to compare it to its group when comparing stocks in different industries. A ratio of 1 means a company&#8217;s assets are equal to its liabilities. Less than 1 means its liabilities exceed its short-term assets (cash, inventory, receivables, etc.). Above 1 means it assets are greater than its liabilities. A ratio of 2 means its assets are twice that of its liabilities.</p>
<p>We have to charge for repairs caused by handling errors or unintentional damage by the customer &#8211; as we have to spend additional and unscheduled working time and spare parts on these. Use of e-scooters on private land is legal across Australia, but the laws regarding the use of electric scooters on public land vary between states/territories. Public use isn’t permitted in all states/territories and licensing/registration requirements may apply. Please review these laws before purchasing an electric scooter. Click on the relevant link below to see the regulations in each state. Kriptomat is designed to provide the most comprehensive yet easy-to-use trading experience on the planet. We accomplish this by actively listening to our customers — and working to deliver exactly what they want. In the right column there is a search bar, now make sure &#8220;BTC&#8221; is selected as we are trading BTC to altcoin pair. Click on it and type in &#8220;BEAM&#8221;, you should see BEAM/BTC, select that pair and you should see a price chart of BEAM/BTC in the middle of the page.</p>
<p>Stash may receive compensation from business partners for referring Stash clients to such partners for the purchase of non-investment consumer products or services. This conflict of interest affects the ability of Stash to provide clients with unbiased, objective promotions concerning the products and services of its business partners. This could mean that the products and/or services of businesses that do not compensate Stash may be more appropriate for a client than the products and/or services of Stash’s business partners. Clients are not required to purchase the products and services Stash promotes.</p>
<h2 id="toc-3">Delayed Data from NSDQ</h2>
<p>You will have to first buy one of the major cryptocurrencies, in this case, Bitcoin . In this article we will walk you through in details two of the most commonly-used fiat-to-crypto exchanges, Uphold.com and Coinbase. Both exchanges have their own fee policies and other features that we will go through in detail. It is recommended that you try both of them and figure out the one that suits you best. The easiest way to buy BEAM is by placing an &#8216;instant buy&#8217; order to purchase it for a fixed price but not all crypto exchanges offer this feature. To create an account on any cryptocurrency exchange you will need an email address. Some exchanges may also ask for a phone number and photo ID, so it&#8217;s a good idea to have those ready. Find an exchange to buy, sell and trade BEAM by comparing deposit methods, supported fiat currencies and fees. Select Go to site to sign up directly with the provider.</p>
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<h2>What is Au beam?</h2>
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<p>Known in Australia as universal beams (UB) and universal columns (UC) but also commonly referred to as I beams and H beams, these are named after the I and H shaped appearance of their cross section. The vertical middle section of the beam is known as the &apos;web&apos; and the horizontal components are called &apos;flanges&apos;.</p>
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<p>For example, a regional bank would be classified in the Finance Sector. Within the Finance Sector, it would fall into the M Industry of Banks &#038; Thrifts. And within the M Industry, it might further be delineated into the X Industry group called Banks Northeast. This allows the investor to be as broad or as specific as they want to be when selecting stocks. The ever popular one-page Snapshot reports are generated for virtually every single Zacks Ranked stock.</p>
<p>If you want to be fully immersed in the crypto world, buying Beam is not enough. There are hundreds of different cryptocurrencies, exchanges, crypto wallets and other crypto-related products or services that you might want to learn about, but there’s simply not enough time. Luckily, here you’ll be able to find all the expert-gathered information needed for your successful crypto journey, everything in one place. Many people who choose to buy BEAM with credit card instantly are going to keep the altcoin in their usually-hardware wallet. While earnings are the driving metric behind stock prices, there wouldn&#8217;t be any earnings to calculate if there weren&#8217;t any sales to begin with. Like earnings, a higher growth rate is better than a lower growth rate. Seeing a company&#8217;s projected sales growth instantly tells you what the outlook is for their products and services. As a point of reference, over the last 10 years, the median sales growth for the stocks in the S&#038;P 500 was 14%. Of course, different industries will have different growth rates that are considered good.</p>
<ul>
<li>But before you can buy Beam , you’ll need to open an account and verify your identification.</li>
<li>Another thing you can do after you buy Beam is send it to your peers or basically to anyone who has a Beam address.</li>
<li>Complete a few simple verification steps &#038; get your crypto safely, quickly, and without hassle.</li>
</ul>
<p>It’s only logical, since cryptocurrencies are completely digital, it does not take up any space in your offline wallet. Before choosing the best, take a look at the top-rated hardware wallets of 2021. That’s how much the hardware wallet market value is expected to grow comparing the years of 2019 and 2025. So after you Buy Beam with a card, be sure to choose the most secure hardware wallet for it. Kriptomat customers are able to purchase BEAM for cash with either a credit or debit card. Card transactions also provide an instant solution to get you into the cryptocurrency game immediately – no waiting for funds to settle. But we are not done yet, since BEAM is an altcoin we need to transfer our BTC to an exchange that BEAM can be traded, here we will use HotBit as our exchange.</p>
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<h3>W.Va.&#8217;s Clean Energy Future  News, Sports, Jobs &#8211; Wheeling Intelligencer</h3>
<p>W.Va.&#8217;s Clean Energy Future  News, Sports, Jobs.</p>
<p>Posted: Wed, 20 Jul 2022 05:06:34 GMT [<a href='https://www.theintelligencer.net/opinion/editorials/2022/07/w-va-s-clean-energy-future/' rel="nofollow">source</a>]</p>
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<p>Commonly termed an “I” Beam because of its shape, beams provide great load bearing support when used horizontally or standing as columns. Available in two configurations, the most popular being the Wide Flange Steel Beam aka H Beam or W Beam with non-tapered flanges. This beam shape has a wider profile for added horizontal strength, making it ideal for sky scrapers or as a house beam, along with bridge beams, trailers, platforms, etc. Now that your account is secure and identity verified, on the top menu click &#8216;buy crypto&#8217; and &#8216;credit/debit card&#8217;. Beam is a cryptocurrency dedicated to maintaining the privacy and anonymity of its users. Finder monitors and updates our site to ensure that what we’re sharing is clear, honest and current. Our information is based on independent research and may differ from what you see from a financial institution or service provider. When comparing offers or services, verify relevant information with the institution or provider&#8217;s site.</p>
<p>This exchange is best for investors residing in Australia, Canada, Singapore, UK &#038; internationally. Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">ethusd converter</a> here. USA residents are prohibited from purchasing Beam . In order to participate, a user must comply with all eligibility requirements and make a qualifying purchase with their Stock-Back® Card. All funds used for this Program will be taken from your Stash Banking account. This Program is not sponsored or endorsed by Green Dot Bank. § Depending on the subscription plan, there may be additional steps a user must take to cancel their account which may impact the amount of time it takes to fully close an account.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a><br />
It&#8217;s packed with all of the company&#8217;s key stats and salient decision making information. Including the Zacks Rank, Zacks Industry Rank, Style Scores, the Price, Consensus &#038; Surprise chart, graphical estimate analysis and how a stocks stacks up to its peers. As an investor, you want to buy stocks with the highest probability of success. Virtuosity, Bentley’s eStore for practitioner licenses, provides your business with an easy and affordable way to purchase a wide variety of Bentley applications bundled with customizable training. We call this bundle a Virtuoso Subscription and it ensures your workforce can quickly learn the latest technology and workflows while minimizing downtime and project costs. A practitioner license of RAM SBeam costs $250 USD.</p>
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<h2>How big of a steel beam do I need to span 30 feet?</h2>
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<p>As per general thumb rule, for 30 feet span size of steel beam or universal beam or w beam or I beam or UB&apos;s or hot rolled section or Rolled steel joist (RSJ) should be ISMB 450 or UB 450&#xD7;180 or W18 used for residential building or projects.</p>
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<p>This amount placed BitMart on place no. 24 on Coinmarketcap’s the list of exchanges with the highest 24 hour trading volumes. Needless to say, if you start trading here, you will not have to worry about the order book being thin. Many exchanges does not allow investors from USA as customers. As far as we can tell, BitMart is not one of those exchanges. Any US-investors interested in trading here should in any event form their own opinion on any issues arising from their citizenship or residency. Currently, Hotbit’s businesses covers more than 210 countries and areas. BitForex is another one of those cryptocurrency exchanges from off-shore .</p>
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<h3>Jim Beam column:&#8217;Just get me a Pepsi,&#8217; he said &#8211; American Press  American Press &#8211; American Press</h3>
<p>Jim Beam column:&#8217;Just get me a Pepsi,&#8217; he said &#8211; American Press  American Press.</p>
<p>Posted: Thu, 14 Jul 2022 11:37:36 GMT [<a href='https://www.americanpress.com/2022/07/14/jim-beam-columnjust-get-me-a-pepsi-he-said/' rel="nofollow">source</a>]</p>
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