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

<channel>
	<title>Vankova &#38; Partners &#187; Bitcoin Exchange</title>
	<atom:link href="http://www.realandintellectualproperty.com/category/bitcoin-exchange/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.realandintellectualproperty.com</link>
	<description>Real and Intellectual Property</description>
	<lastBuildDate>Thu, 03 Jul 2025 19:03:32 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.1.41</generator>
	<item>
		<title>Blockchain Explorer</title>
		<link>http://www.realandintellectualproperty.com/blockchain-explorer/</link>
		<comments>http://www.realandintellectualproperty.com/blockchain-explorer/#comments</comments>
		<pubDate>Thu, 31 Mar 2022 17:50:52 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://www.realandintellectualproperty.com/?p=1177</guid>
		<description><![CDATA[The crypto market didnâ€™t bother to get out of bed on Monday, sleeping through the day instead to recover from Bitcoin Miami 2022 and try to avoid the stress of inflation. I was reviewing my &#8216;satellite view&#8217; charts These were &#8230; <a href="http://www.realandintellectualproperty.com/blockchain-explorer/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>The crypto market didnâ€™t bother to get out of bed on Monday, sleeping through the day instead to recover from Bitcoin Miami 2022 and try to avoid the stress of inflation. I was reviewing my &#8216;satellite view&#8217; charts These were started over 4 years ago They are what I used to cut my following before I went quiet The value of Satellite views&#8230; You see patterns that cannot be imagined in 1- 4 hour charts So.. If you &#8220;follow&#8221; press, Only 30 Min chart , In real time, you can check major sections and move, Real-time &#8220;update I dea&#8221; can be checked. I will begin BTCUSD Bybit Bitcoin Chart Analysis for April&#8230; 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 with geothermal energy from volcanoes.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="1 bitcoin to usd chart"/></p>
<p>To reset a chart that&#8217;s been zoomed, double-click on the time scale or the price scale . The supply of BTC is limited and pre-defined in the Bitcoin protocol. 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.</p>
<p>
<h2>Virtual Currency</h2>
</p>
<p>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, Bitcoinâ€™s value is determined by what the free market thinks itâ€™s worth. There is a limited number of bitcoins , and all funds have a digital signature that cannot be replicated. Because the blockchain record is immutable and cannot feasibly be hacked or altered, it is essentially impossible to counterfeit Bitcoin. Due to the high volatility seen in Bitcoinâ€™s price action, the cryptocurrency is popular among traders, particularly swing traders and day traders capitalizing on major inter-day or intraday price movements. If you&#8217;ve customized a chart and then switch templates, the previous changes you&#8217;ve made to the chart are not retained. Applying a template &#8220;resets&#8221; the chart to the template&#8217;s settings. The chart, however, WILL attempt to place any tools from the previous chart over the new template. Keep in mind, though, that tools are placed at specific coordinates on a chart, and may loose their placement accuracy as a result when a new template is applied. Interactive Charts can dock a Drawing Tools Panel to the left side of the chart, making it easier for you to access and add chart annotations.</p>
<p>Barchart is committed to ensuring digital accessibility for individuals with disabilities. We are continuously working to improve our web experience, and encourage users to Contact Us for feedback and accommodation requests. Sorry, we don&#8217;t have information for one of the dates you selected. This calculator is not realtime &#8211; try querying data for a previous month. 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. If you are looking for quick access to your BTC to facilitate trading, you can consider storing your Bitcoin on the Binance exchange. Market cap is calculated by multiplying the asset&#8221;s circulating supply with its current price.</p>
<p>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. 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. Bitcoinâ€™s price recovers to $770 in June 2016, ending rumors of the currency being dead â€“ for a while. Meanwhile, tech giant Microsoft begins accepting BTC as payment. Bitcoin reaches and exceeds parity with the US dollar, hitting a value of around $31 per bitcoin in June 2011 before crashing to less than 10% of that value, where it remains for much of the following year. When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="1 bitcoin to usd chart"/></p>
<p>Once you select a tool, click on the chart to start its placement. (For mobile devices, add the tool by placing your finger on your device and drag to draw.) Any tools or annotations you add are always saved and will show the next time you view the chart. Renkocharts are built using price movement vs. traditional price movement, where one bar is plotted <a href="https://www.beaxy.com/market/btc/">1 btc to usd</a> for a specific time period. The chart resembles a series of &#8220;bricks&#8221;, where a new brick is generated when the price moves a specific price amount. By default, Barchart calculates the brick size based on a 14 period Average True Range , using the Close for brick construction. No, thanks to the Bitcoin protocol, your bitcoin cannot be copied.</p>
<p>Bitcoin is traded for the first time, peer-to-peer on a Bitcoin forum. An early developer uses it to pay for a pizza delivery in order to demonstrate its use case as a currency, spending 10,000 BTC on two pizzas. Bitcoin is a cryptocurrency, a form of electronic cash which can be spent peer-to-peer. Intraday Data provided by FACTSET and subject to terms of use. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only.</p>
<p>
<h2>What Is Bitcoin Mining?</h2>
</p>
<p>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 â€“ assuming demand for bitcoin remains high. In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction.</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">remember the drunk dude from Beaxy who got his chick booted from the club LMAOOOOO</p>
<p>&mdash; Bishy â‚¿ ðŸŠðŸ’Š (@Bishop_BTC) <a href="https://twitter.com/Bishop_BTC/status/1507807249409974275?ref_src=twsrc%5Etfw">March 26, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>We will look at the lower timeframes in the next few days to find out where exactly to sell. Although HODLers will probably not notice a big impact, Taproot could become a key milestone to equipping the network with smart contract functionality. In particular, Schnorr Signatures would lay the foundation for more complex applications to be built on top of the existing blockchain, as users start switching 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. Another point that Bitcoin proponents make is that the energy usage required by Bitcoin is all-inclusive such that it encompasess the process of creating, securing, using and transporting Bitcoin. Over the years a large number of people have contributed to improving the cryptocurrencyâ€™s software by patching vulnerabilities and adding new features. Whoever successfully unlocks the next block is rewarded with a set number of bitcoin known as â€œblock rewardsâ€ and gets to add a number of transactions to the new block. They also earn any transaction fees attached to the transactions they add to the new block. Over 2018, the entire crypto market plunged into what is now known as the â€œcrypto winterâ€ â€“ a yearlong bear market.</p>
<p>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. Due to its pioneer status, a lot of investors view it as the crypto marketâ€™s reserve so other coins depend on its value to remain high. Significant percentage of bitcoin mining uses renewable energy instead of traditional energy sources that are bad for the environment.</p>
<p>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. 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. 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. You can purchase bitcoins on a cryptocurrency exchange, or by buying BTC directly from another investor. These can be software applications, or physical hardware wallets. In each case, the wallets are cryptographically secured, and to send â€˜bitcoinsâ€™ or â€˜BTC,â€™ users need to have access to a passphrase called a â€˜private keyâ€™. Bitcoin can be bought and sold online, virtually in every crypto exchange, either for fiat money or other cryptocurrencies, below mentioned are a few markets where BTC can be traded easily.</p>
<p>You can also see the daily change as a simple percentage at a glance, so you can very easily see which days saw the greatest change. By exchanging BTC against fiat currencies (such as the U.S. dollar or Japanese yen) or using them as payment for goods and services, Bitcoin can be earned or received in various ways. BTC considers as the most popular cryptocurrency, and on the other side, USD is the most demanding fiat currency globally. Today, almost every fiat currency has been paired with the BTC, including BTC to PHP, BTC to INR, BTC to NGN, BTC to THB, BTC to CAD, BTC to PKR, BTC to IDR and many more in the queue. The given all are fiat currency and the most widespread pairs in the market. Bitcoin is one of the most popular cryptocurrencies in the market. First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto marketâ€™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>
<p>Until just before the decision, the solution known as Segwit2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. 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. <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> With any Bitcoin price change making news and keeping investors guessing. After having reached, a coupled of hours ago, an intraday high @&#8230; Check out CoinMarketCap Alexandriaâ€™s guide on the top cold wallets of 2021 and top hot wallets of 2021. 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.</p>
<p>
<h2>Time To Upgrade!</h2>
</p>
<p>EToro USA LLC; Investments are subject to market risk, including the possible loss of principal.</p>
<p>This is helpful if you want to quickly add a number of Moving Averages to your chart, using different period parameters and colors for each. Also use this menu to remove studies that have already been applied to the chart. Candlestick Open-to-Close plot the difference between the close of the current bar and the open price of the current bar. A vertical line is drawn between the highest and lowest price. The horizontal dash extending to the left of the bar represents the open, and the horizontal dash extending to the right of the bar represents the closing price. Chart panning is used to drag the data shown on the chart backwards and forwards in time. Chart panning is used when you want to see older data than what is initially shown on the chart. To pan the chart, position your cursor on the main chart pane and drag and drop the data to the left or the right.</p>
<p><a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'/></a></p>
<p>There is no physical BTC token so you can think of bitcoin as digital money. Bitcoin transactions are fully transparent and canâ€™t be censored. Itâ€™s a financial system backed by thousands of computers, known as â€˜nodesâ€™, around the world, instead of a single central bank or government, i.e. hence the term â€˜decentralizationâ€™. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. There is no official ISO code for Bitcoins, although XBT is commonly used. Because Bitcoin has the highest market capitalization of all the numerous crypto assets, it is not an exaggeration to say it is the most prominent crypto asset. There are many currencies that split off from or are derived from Bitcoin, and it is the cornerstone of crypto assets. Given that Bitcoin was the first cryptocurrency to surface in the market, the other digital currencies that emerged are referred to as altcoins.</p>
<p>
<h2>Bitcoin Price Today</h2>
</p>
<p>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 â€“ of course â€“ remains to be seen. 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 anyoneâ€™s understanding of how much Bitcoin is will change by the minute.</p>
<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. Mining Bitcoins can be very profitable for miners, depending on the current hash rate and the price of Bitcoin. As of mid-September 2021, the Bitcoin mining reward is capped to 6.25 BTC after the 2020 halving, which is roughly $299,200 in Bitcoin price today.</p>
<p>
<ul>
<li>Cryptocurrency wallets vary from hot wallets and cold wallets.</li>
<li>In other words, it provides for ownership rights as a physical asset or as a unit of account.</li>
<li>Meanwhile, tech giant Microsoft begins accepting BTC as payment.</li>
<li>By introducing this new address type, users can also save on transaction fees, as even complex transactions look like simple, single-signature ones.</li>
<li>Forcing a transaction is impossible because they would have to control 51% of all miners.</li>
</ul>
<p>In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. My name is Dexter and I am here with this exclusive update on BTC. First of all, if you are viewing my post for the first time then do not forget to like and follow. I share updates on the crypto market including margin trading, futures, spot, and scalping. The two major changes are the introduction of the Merkelized Abstract Syntax Tree and Schnorr Signature. MAST introduces a condition allowing the sender and recipient of a transaction to sign off on its settlement together. Schnorr Signature allows users to aggregate several signatures into one for a single transaction. This results in multi-signature transactions looking the same as regular transactions or more complex ones. By introducing this new address type, users can also save on transaction fees, as even complex transactions look like simple, single-signature ones.</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Mothership &amp; Beaxy were pretty awful names</p>
<p>&mdash; zachxbt (@zachxbt) <a href="https://twitter.com/zachxbt/status/1506065618348482560?ref_src=twsrc%5Etfw">March 22, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>The Impulse System is based on two indicators, a 13-day exponential moving average and the MACD-Histogram. The moving average identifies the trend, while the MACD-Histogram measures momentum. As a result, the Impulse System combines trend following and momentum to identify trading impulses. This unique indicator combination is color coded into the price bars for easy reference. Interactive Charts were designed to remember and retain your personalized settings when you are logged into the site.</p>
<p>When news stories started swirling regarding the possible negative effects of Bitcoinâ€™s energy consumption, many became concerned about Bitcoin and criticized this energy usage. If you would like to know where to buy Bitcoin at the current rate, the top cryptocurrency exchanges for trading in Bitcoin stock are currently Binance, OKX, Bybit, CoinFLEX, and CoinTiger. 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 â€“ around the same energy consumed by the 34th-largest country in the world. Bitcoin and other cryptocurrencies are like the email of the financial world. The currency doesnâ€™t exist in a physical form, and the coin is transacted directly between the sender and the receiver without banking intermediaries to facilitate the transaction. Everything is done publicly through a transparent, immutable, distributed ledger technology called blockchain. All the prices listed on this page are sourced via Coinbase &#8211; it is important to check your investments from a single source because different sellers values will vary. For example, today 19 April 2022, the price of Bitcoin on Coinbase is â‚¹ 31,54,102, with a daily change of 3.20%, while on WazirX, the price is â‚¹ 32,76,431 and a daily change of 2.36%.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.realandintellectualproperty.com/blockchain-explorer/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Why Do Bitcoins Have Value? Bitcoin Explained</title>
		<link>http://www.realandintellectualproperty.com/why-do-bitcoins-have-value-bitcoin-explained/</link>
		<comments>http://www.realandintellectualproperty.com/why-do-bitcoins-have-value-bitcoin-explained/#comments</comments>
		<pubDate>Wed, 30 Mar 2022 09:35:29 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://www.realandintellectualproperty.com/?p=1175</guid>
		<description><![CDATA[Content BTC TO USD Get the latest cryptocurrency news directly in your inbox Bitcoin BTC as a trading asset Satoshi to USD and EUR Converter The Xe Rate Alerts will let you know when the rate you need is triggered &#8230; <a href="http://www.realandintellectualproperty.com/why-do-bitcoins-have-value-bitcoin-explained/">Continue reading <span class="meta-nav">&#8594;</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">BTC TO USD</a></li>
<li><a href="#toc-1">Get the latest cryptocurrency news directly in your inbox</a></li>
<li><a href="#toc-2">Bitcoin BTC as a trading asset</a></li>
<li><a href="#toc-4">Satoshi to USD and EUR Converter</a></li>
</ul>
</div>
<p>The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. Live tracking and notifications + flexible delivery and payment options. Anna-Cat Brigida is a freelance journalist based in Central America. President Nayib Bukele and Blockstream then-CSO Samson Mow explain how a Bitcoin bond would be used to build Bitcoin City at the event.</p>
<p>Currency World delivers instant currency  conversion and fresh exchange rates in a user-friendly interface. It continues to the most valuable cryptocurrency, with the largest market capitalisation, many years after it was first created. The IRS considers cryptocurrency holdings to be â€œpropertyâ€ for tax purposes, which means your virtual currency is taxed in the same way as any other assets you own, like stocks or gold. Exchange fees can vary greatly, and may be applied as a flat fee upfront or as a percentage of your trades.</p>
<h2 id="toc-0">BTC TO USD</h2>
<p>However, it doesnâ€™t mean that you can not withdraw your digital funds when you need them. To cover the customersâ€™ transactions, CEX.IO keeps the companyâ€™s funds on hot wallets. 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.</p>
<ul>
<li>Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions.</li>
<li>&#8220;Android bug batters Bitcoin wallets / Old flaw, new problem&#8221;.</li>
<li>They also demonstrate six key attributes to enable their use in an economy.</li>
<li>Bitcoins can be stored in a bitcoin cryptocurrency wallet.</li>
<li>In this theory, commercial banks create money by lending to borrowers, who use the money to purchase goods and cause currency to circulate in an economy.</li>
</ul>
<p>Up until July 2017, bitcoin users maintained a common set of rules for the cryptocurrency. On 1 August 2017 bitcoin split into two derivative digital currencies, the bitcoin chain with 1 MB blocksize limit and the Bitcoin Cash chain with 8 MB blocksize <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> limit. In March 2016, the Cabinet of Japan recognized virtual currencies like bitcoin as having a function similar to real money. Bidorbuy, the largest South African online marketplace, launched bitcoin payments for both buyers and sellers.</p>
<h2 id="toc-1">Get the latest cryptocurrency news directly in your inbox</h2>
<p>University Learn everything from blockchain fundamentals to crypto trading. Margin Trading Trade digital assets with leverage on CEX.IO Broker. 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. Holders who store their own bitcoin have complete control over it. It cannot be accessed without the holderâ€™s cryptographic key. Each bitcoin is made up of 100 million satoshis , making individual bitcoin divisible up to eight decimal places.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/blockfolio-350x245.png" width="307px" alt="1 bitcoin to dollars"/><br />
The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter. Teslaâ€™s announcement that it had acquired 1.5 billion U.S. dollarsâ€™ worth of the digital coin as well as the IPO of the U.S.â€™ biggest crypto exchange fueled mass interest. The worldâ€™s most well-known cryptocurrency, however, suffered a notable correction in April after speculation on government regulation. Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">how much is 1 ethereum coin</a> here. 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 â€“ 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.</p>
<p>Bukele invited up Samson Mow, then chief strategy officer of a cryptocurrency company called Blockstream, to the stage. The city, Mow explained, would be funded with a $1 billion â€œBitcoin bond,â€ initially backed by the cryptocurrency. Half of the money raised would go to helping build the energy and mining infrastructure. The other half would go to buying more Bitcoin â€” the theory, according to Mow, being that if Bitcoin continued to appreciate in value, El Salvador would reap the benefits and pay back the bondholders with interest. When President Nayib Bukele first announced the Bitcoin law in June 2021, he made a grand promise to his citizens. Adopting Bitcoin, he said, would digitize the economy, decrease dependence on the U.S. dollar, lower remittance fees â€” which account for about 20% of the countryâ€™s gross domestic product â€” and drive investment. El Salvador could become the first country to prove the transformative power of cryptocurrency on a national scale.</p>
<p>There was cooling interest in cryptocurrencies in general, with traditional investments, such as stocks, proving to be more lucrative and safer as well. The year 2017 looked like a bubble, and the characteristic of cryptocurrencies as stores of value seemed to be largely an illusion. But 2020 changed the fortunes of cryptocurrencies yet again. The highest Bitcoin has been against  US Dollar in the last 30 days was 24,238 US Dollar on UTC. The lowest exchange rate in the last 30 days was 18,703 USD on UTC which indicates a volatility of 5.58%. See the Bitcoin exchange rate i.e. the current value of one bitcoin. Â© 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved. Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information.</p>
<h2 id="toc-3">Bitcoin PriceBTC</h2>
<p>Bitcoin has now broken above both the 1D MA50 (green trend-line) and the 1W MA200 (orange trend-line). This is a critical benchmark as it last hit the 1D MA50 on April 21 and it has been trading below the 1W MA200 since the June 13 1W candle . As I&#8217;ve mentioned before numerous times, since the 1W MA300&#8230; Follow us for more analysis &#038; Feel free to ask any questions you have, we are here to help. &#8220;Ex-boss of MtGox bitcoin exchange arrested in Japan over lost $390m&#8221;. &#8220;Bitcoin, the nationless electronic cash beloved by hackers, bursts into financial mainstream&#8221;. &#8220;21Shares brings first crypto-currency products on Bitcoin and Ethereum to the official market&#8221;. &#8220;Bitcoin value rises over $1 billion as Japan, Russia move to legitimize cryptocurrency&#8221;.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a><br />
Within minutes, the price reverted to its correct user-traded value. Accounts with the equivalent of more than US$8,750,000 were affected. There are also faucets that dispense alternative cryptocurrencies. The first bitcoin faucet was called &#8220;The Bitcoin Faucet&#8221; and was developed by Gavin Andresen in 2010. On 12 March 2013, a bitcoin miner running version 0.8.0 of the bitcoin software created a large block that was considered invalid in version 0.7 . This split resulted in two separate transaction logs being formed without clear consensus, which allowed for the same funds to be spent differently on each chain. In response, the Mt. Gox exchange temporarily halted bitcoin deposits. The exchange rate fell 23% to $37 on the Mt. Gox exchange but rose most of the way back to its prior level of $48. 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.</p>
<h2 id="toc-4">Satoshi to USD and EUR Converter</h2>
<p>Jennifer Shasky Calvery, the director of FinCEN said, &#8220;Virtual currencies are subject to the same rules as other currencies. &#8230; Basic money-services business rules apply here.&#8221; Global economic factors that stemmed from Russiaâ€™s War in Ukraine negatively affected the price of Bitcoin. On April 22, 2022, its price fell back down below $40,000. It further dropped to as low as $26,970 in May after the collapse of Terra-Luna and its sister stablecoin, UST, in addition to a shedding of tech stocks. On 18 June, Bitcoin dropped below $18,000, to trade at levels beneath its 2017 highs. Bitcoin generates more academic interest year after year; the number of Google Scholar articles published mentioning bitcoin grew from 83 in 2009, to 424 in 2012, and 3580 in 2016. Also, the academic journal Ledger published its first issue. 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 July 2014, Newegg and Dell started accepting bitcoin. 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;.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How is bitcoin calculated?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The value of bitcoin is determined by the same market forces that influence the value of any other goods or services. If more people want to buy than sell, prices will likely increase. If there are more sellers, the price tends to fall. This is similar to the stock market, real estate, and most other open marketplaces.</p>
</div></div>
</div>
]]></content:encoded>
			<wfw:commentRss>http://www.realandintellectualproperty.com/why-do-bitcoins-have-value-bitcoin-explained/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bitcoin To Usd Chart Btc</title>
		<link>http://www.realandintellectualproperty.com/bitcoin-to-usd-chart-btc/</link>
		<comments>http://www.realandintellectualproperty.com/bitcoin-to-usd-chart-btc/#comments</comments>
		<pubDate>Fri, 22 Oct 2021 12:47:54 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://www.realandintellectualproperty.com/?p=1166</guid>
		<description><![CDATA[Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. Alternatively, you can store your BTC in an external BTC wallet. There are hot and cold wallet solutions &#8230; <a href="http://www.realandintellectualproperty.com/bitcoin-to-usd-chart-btc/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. 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 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.</p>
<p>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. In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction. The fee is awarded to whichever miner adds the transaction to a new block. Fees work on a first-price auction system, where the higher the fee attached to the transaction, the more likely a miner will process that transaction first. 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, bitcoinâ€™s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. Intraday Data provided by FACTSET and subject to terms of use. Historical and current end-of-day data provided by FACTSET.</p>
<p>
<h2>Marketwatch Logo	 Go To The Homepage</h2>
</p>
<p>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 â€“ 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>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAEnAYoDASIAAhEBAxEB/8QAHgABAAAHAQEBAAAAAAAAAAAAAAMEBQYHCAkCAQr/xABdEAABAwMCAwMGBgwKBwUGBwABAgMEAAURBiEHEjEIE0EUIlFhcZEVGTKBlNQJFiNSU1RWV5KWodEXMzZCYrGzwdLhJENVcnWCkxglNEXwY2SDorLxJkZzhIWkwv/EABwBAQABBQEBAAAAAAAAAAAAAAADAQIEBQYHCP/EADwRAAEDAgQDBAcHBAMAAwAAAAEAAgMEEQUSITEGE0EiUWFxBxQVUoGRoRYjMkJjsdEzcsHhNFPwJENi/9oADAMBAAIRAxEAPwDlVSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoi3n+KA7Rv5d8N/p8/6nT4oDtG/l3w3+nz/qddeaURchvigO0b+XfDf6fP8AqdPigO0b+XfDf6fP+p115pRFyG+KA7Rv5d8N/p8/6nT4oDtG/l3w3+nz/qddeaURchvigO0b+XfDf6fP+p0+KA7Rv5d8N/p8/wCp115pRFyG+KA7Rv5d8N/p8/6nT4oDtG/l3w3+nz/qddeaURchvigO0b+XfDf6fP8AqdPigO0b+XfDf6fP+p115pRFyG+KB7Rn5ecN/p8/6nX34oDtG4z9vfDjHp8vn/U6613u9W7T1pl3u7yEx4UBhb77quiUJGSfT4Vimb2quFsWLDlIbv8ALRPht3BPkdqee7tpwnl58DzThJOD4Viz1tPTHLK8ArEqa6no3ZZ3hv7rnV8UB2jT013w4+nz/qdfPigO0b+XfDf0f+Pn/U66P3PtN8MLdarJdkO3iaxf4i5sVuFbXHnENJcLai4lI83CgRv6KujRXFjSGu9HydcWOTI+C4inkyFSY6mltKZGVhSTuMCrY8QppHZWvCjjxSjmdkjkBNr/AAXLn4oDtHdft74cfT5/1OvnxQPaM/Lzhv8AT5/1OujNh7UPDjUFxt0CLF1Ewi6vtsRpMi0PNR1KWfMysjACsjGayNP1ZZI0GXOj3GNKXBjuSC00+gqWlCSogDPqqrK2CRpc1wICujxGllaXxvBAXKD4oHtGZx9vnDf6fP8AqdPige0YOuvOG/0+f9Trqvp7XNhv2moGphPixmJ0dt4JcfTlvnSFcijnHMAelVN2+2aMwiVIusRtl3PduKeSEr9hJwalFRGRfMPmpWVcLwCHDXxXJX4oHtG/l5w3+nz/AKnT4oHtG4z9vfDfA8fL5/1OupzHEWxr1lcNKyHI8dVvgRZ6JLr6EtvofU4EhO+SR3e56ecKm42rC87qFKrW601YyORwrTyy09ylzmRjw87l38RUbayB2mYbkfJUFZC4kNcNCR8t1ym+KB7Rv5d8N/p8/wCp0P2IDtGjc674b/T5/wBTrqrpjXdg1LpmBqdqbHisTWG3u7efRlorSFBCjn5WDU5fdV2fT+mp2rZsnvLbb4rkx5xg8+W0DKinHXb0Ve2pic3MHdLq5lTFIMzXAjfdcnvige0YemvOG/0+f9Tr78T/ANo49NdcOPp8/wCp11X1Brqw6agWu5XRxxMe8SWYcdSWyfujiFLSVegYQcn2Vj23dqfhjPnQ4qI2oWmpz7UZia9ZnkRiXFhDai4RjlJUMHpuKjkrqeI2e4XWPLidLA4NfIAVzp+KA7Ru/wD+O+G+3X/T5/1OnxQHaN/Lvhv9Pn/U66Iye1fwyguSUyIWpUxojy2n5Ys7yo6eRRSpXOARygg5PqrMrLqH2kPtK5kOJCkn0gjINXwVUNSfu3XspKeup6okQuBtuuRPxQHaN/Lvhv8AT5/1OnxQHaN/Lvhv9Pn/AFOuvNKyFlrkN8UB2jfy74b/AE+f9Tp8UB2jfy74b/T5/wBTrrzSiLkN8UB2jfy74b/T5/1OnxQHaN/Lvhv9Pn/U6680oi5DfFAdo38u+G/0+f8AU6fFAdo38u+G/wBPn/U6680JAGSdhRFyGP2ILtGAZOvOG/0+f9TqA99iO7QzAK3NfcNkgem4TvqldWtUavg6fhuPyZLTaGwVKUtXKEgeOTWj/H77Ino3Sjcyy6Dlp1DfkEtttspV3CV8wB519DgZOE5ziliUWuMv7Fnxxg57/iJw2H/7+d9UqhXD7HJxUtiS5N4m8N20jfJuMwf1xapGse0lx+4iTW37xrNzTMIpIVHtZKVkHffBzn2qFY5uAkXpZ+H9V6guwJyfK5y159e5NVDSVE6ZjeqvKX2OLxBfVGlcb+FTTqTgpVd5OR//AFqq1k7B2tdROBmz8YeF8paugbuspRx6cCN0rGzdl0kgedYu8J6lclwn+sVGjabsTr3f2efNscoAht5h9WEq8M75x7DV2Qq0VDDos+W77FLx6uiAuHxA4brB6f6fO+qVU0/Ygu0YpIUNecN9/wD3+f8AU6qfZO7XmsNE6sg8K+K9xQ9FXhqBdHnDnr5oUr+cCOh6+BrqFpPUcW9W9t9p1B5gFAg9c+NWkWUwN9QuVfxQHaN/Lvhv9Pn/AFOnxQHaN/Lvhv8AT5/1OuvCVc4BG9faoqrkN8UB2jfy74b/AE+f9Tp8UB2jfy74b/T5/wBTrrzSiLkN8UB2jfy74b/T5/1OnxQHaN/Lvhv9Pn/U6680oiUpSiJSlKIlfCoA4G9FKCRVq601vZtF2V+936ezDiRkguOuKwMk4AA6kk9ANz4VRzmsbmcbKWGGSpkEMLS5x0AGpPkroLqU9SPfQOJPQj31p9qLttw2pa29OaRkzmUk4dkSO4Cx6QAFEfPU3pbtsWCXJQzqbTs21pUoAvNOeUIT6yAAr9lYHtSlz5M2q7+T0U8WR0/rBpDa17XGa3lf/F1twCD12oSAcZq0bDruz363RrnapjMqNKRztOtrylQ9Of7qpOueL+ktB283DUd0biNqUUNpIKnHFDqEoG5I8fR44rMMsYbnLtPguIjw2snqPVY4nGQmwaAb36i26yGVAda9DB8a1xg9sjhZJuKIjkq4MNrVy+UPRFBses4OQPXis1QNW2ydEbmRZTT7L6A4040rmStJGQQRsRirIqmGoBEbr2WbinDmLYHl9o07o821x+24U7qzT9o1NYJdmv0NEyDIRlxhZISvG+DjGRkDatLtA3aXMDPDNi+QtP2++2K2OXS7yZKGS1BR3iVtM8x3cc5uUEfJGTtW4l0uK7hCXFt138heWAO/DKXcDx81WxzWK7xwR0hdERk3N+0yBCZEdnvLIwe7QCTyp9WSffWjxiikq5GyxdBbzXA49hNRXSM9Xb2h39fDvWFbPfZWmXNK6V0bdoFrN8sFwtsa7zJCEswIqbtIKngtWylhseb6SQazFwSs2l7Zwo17pm23fmsjVzucYTw73xLHcICncjIUflHI6msS9oO5aU0TCs2m5Ue2XqRGjqTbobloYS3FjlRyc4JAKgcAdSDWNdMdozW2l4KLFbIlog2clXeQ4kFDYIWfOO+Rk58a1EI9TnPNPQjyuu14U9CnFmMU/tSKBvKN8ocbE30sB428FnKzan1rpazaWYRxh0RqyxJk2+AzbI8JsSHI6yEIWN+ZKkjCs4yMVjGxLiOXzTGoLPorS9gbuj0tPNbb8uRMWhUKT5jsdSjypJAJyOoFQ5eoNJWW42KTwp0/bbjqScEyYwTZ2G/JFHOQrH84b9MAAZzUITdV8NtSRNU624fWS3IlSFFV0t1uZW4044DzE7kEkE5G2c7VjyQSP3269QFr2ehTiurpw5zWRuN8sbngPcBuWg6nrbv6LJVi0ZwQet/DS2XFdpFjuMSRMu6Dc1JaNwEZkAuKC/NWBnzc/NVr3PTdonNWRm0t6VvVotsm+RYVsvV/XEbQyJqeR9pYV90AA5Op6184j3nhfouyRLVHj228JufLdWobFmjpbBWMB5ZOQCoDG3gKsCfxfsNztcKyXDRUJ+DbOfyNlcOKUsBZyrlHJtk9akmjaPu3Wva2nw/hMP8AQpxnjVKKilpAGHa7g0m1uhO2izHoHQvDricxMlXfTSVMWnR0VUFgz3XBGcD0xK+VzmBWjLY5Sc7YrIHAN9yVozV7kh9bjirXazzLXkkmzR+pPX21iHQHHnSjaVxJF2OmgYKIah8EMLacjo5uVoFA8OdWBgdT66qll7QmgtPOOQLNqudEYk922843p9ru1JbQG0AjqQEJSkbZwBWRSsjiyuLhexB+KlZ6JeLqKo5b6B5LQcxAuDcdCDY/BT1i0ZwSfs3Da1T3rb8E3Rp+Xe0m5lLapwip5S4rnHKob7ZHsq77REtUPszcSLfpxxty1xXL6zADbxdSlhPNypSrJyn0b1GsnCzh7qXTiV2y4WSXaLi8JyQizRy2tzGOfHgcbHp0xV62nRzlksB0tZ9SxYtoKFt+RNWdgNlKx5yeU7YOd/bWXT0k4BJaLEEaeIt/tcZDgOI0s5jlhykAg6G97Wse7vVr8TtW6L1DpjQVngaqtct5V9t5daizG3XENiO7zqKUknarDh6k1fovTOn/AIN4zaI1PYIki1w49oTb0eUvxVyGm0DBPMFpSoKzjIKaja+svDjgY3G1TGctrNyClNwEw7JH75Zx53KTsAAdyfTWDbfxR0fDvTF7Y0NBYkNSA+iQ1b43OhQOQsDlGT4+FYlVmzWlsHWtpcd2/wAl1OEeizjDiqn9o0NLdmwOa21trnXb/a2EuWsNJN9ljV9ie1JaE3NVuvjaIi5bYfK1Pv4R3eebJ2wMeNbKWQj4Hg9B/ozX/wBIrnLceJmg1Xhy4R9CxJSy935kPW+Mha155iop5SAc+utteCfaD09xJgKjtqdYucJtIkRngAojpzo5dinPo6dNq2OEVDRIY3uF7ADu0W9Pox4u4dpjiGK0uWMADSxO+5AOizn4Zrwp1CfEVSU3+KUZKgTjffFYX449omHwyZYiQIIuF0mJUpplThQhCQcFayM7egDet/LPHCzmPOijwjBK/Hq1uH0MZdI7Yf5Pcs9iU1nGfnFRErSoZSc1obb+2jxDZuKHp+nLO7DCsuMsh1LnL44WpZGfanFbhcNtcW3XumoWprUpQjzW+ZKVjCknoUn1ggioKbEIao5WbroOJuAMc4RiZPiUYDHaXabgHxV5UpSs1cUlU+8SxEiLcJxgZqoVb2s0uLtTwQcEJI29lEXM37IF2g7vf9Sp4F6PuDrSnlJXd3ml8uGzuGieuMDmV6gB41qjHtlmssdUS2JBc6OSFbuOHHp8B6hV88YGX0do/iS3cAUzHJPeNF3xY8z5PjjcfNVprsst9Q8mbS4onOG1bmpo7NFysWZxLsqpLzClq5kKBKjlRJ/fUs6w80eZWyemfXWaOG3Zc4m8Snm3YlqdttvcODMlpwkj+iOp9tbEWL7H9pyLHQnUGpJ8pXVaUBKEZ9W2axKjEqeA2cdfBZdNg9VVDM0WHitDD33Pyjp1yT4VNNIwpOCQMjxroLJ7DfC9tkoDMtS/Al41jzVPYbbQpatPXdTaknzUu75PgNqihxank2+qnlwCsiFwAfitW3tMNa2tiIHfKbuEdJXDeTsQsbhJx4H9lbd9iDtdQG7TG4ccRNRNR73b3PJY6pbnL5Q2nZI5lYBV4Yzk1rvrXhbrfhTKbNxjlKefKH0kgGrB1jaWrnpS5akkWlCJkVbam5jWEEqKt+bl67en31si1krOZGVrGOfC/lyBd4bJeWrnEaeaIIUkHY1WDsawh2ZrxKvPDPTk2StSlP2yKpRUcndtPj41m4dBWOstfaUpREpSlESlKYNESlKURQpBKUFQ8BmtHO2lqi4SNVWrS4WtMOPHMxSObAU4pRSCR6gNvaa3glj7goH01ox2zxbPtus7zT/LcPJVodQDt3XMCk+o83PWqxkkUpIK9W9DDIpOLIhIzN2XW0vY23P8rT24aj1VfNWXLSmjzb4LVnS35ZMlpLqlLUAcIQNgBnG4PQ7jpVc00NYtqkM6sNreQ2lKmJELnSV7nIWk9MeoDr4+EjqTh83cLqNTWa7S7Jd1I5VSohwHQBjC0HZWwHt2zUnpXUWpY+q5eh9WqiyJTUUS406MOQOt5Hy04GD7Mbj0HNaNzGTRWhA0GotqvfaGStwjG2nG3y3lkcI3tfeJwN8rSz8pA8NSN1er+sUWMNwpWrjbeVJW3HcuHdcoPiElQxn2VOXXUt2u0Rhy9X2RLjw2lLadkyStDbeOYqClE7YGc5xWO7nJtl51BdLdaeHkW+SIxTGuMqQ62ynvMD7kkqSoqIGASAMH31LcG0uvaPm2q5xgWo0+TE7hwhzkb2y2T0UMqV6tz6ajkpMsGck6WuDbqsyg4pkrMb9RZFG4O5hjeGuFnM0IJI1v1LOqq2nOJdg1Bd7nZ0PRYqoMgMMOKloX5ZkkAtjA6kek9RWRX+IGq4djat8jV02La4Q5UIMsstNgnoVZA9WDWFeHFhsqNZaxT8ExAuDcUeSkspyxusjkJHm9BjHoqpaybRfOJOmtLXVvvbSID1xUwo+a9IClpHOP53KlAwPDmV99UklNHzyyO4AFz8rrAoMfxA4AytxJkc0z5uXHcaAl5bd1xoBbcakaHVZW0rxT1JbJCbhpXXEh4NL+6Bid3zY9Sk5I99TGsOLWr72pVz1TrN9lgqwAuZ5OyDjZKRlKTt4bmsN6rtkPS2uNJ3LT0ZiG9cZLsGSww2EJfZwg5KU7eaT19noqo6+05eZ16tGpIFph3pu2IcQ5bZLmA5z/AM9HN5vMPX6BsfCjYwXNHMIa4XUsmJysiqp/UIn1dO9rC5rSW5XAHMLDMco3aNVebV6Tfk+VN3sXNKB3Xepk99yjry82T6TtVq6e1LJdu2qjfLm03DtlyRHjqfKG0NJKAeXmOBknfxNfdDXbTdyVcGrNYvgW4MOIFxhrZDSkLx5p83Yj0Hb2DOTRNLacsV01trOfc7XGlPsXJLaC+2FpSktgnAOR4dcfPVGRRN5vNBsLb2vvuqVmMV1c7CZ8NfHne6QG2YRnK1240dp3W0KyZYb68yUXHT90IEgcvfRXtnEk7gKSfHHgap9humpFQZse569l6iQ9KUFrU9lKUgjDSglRBKTvv6atThQ01A1BquzRU93Eg6icRGaHyW0E/JT6hipXgztYbtzH/wA6le7CKjkg5DJA12gt9Vk4XjMeO4hhlVPA0SyCa5BNgYzbTvB6XvboslT3XH3mA84paQw0gcxzhITsPmrGVov3EnU7t3ftEjTsaLBuUmE2H2HOchtWx83PgRWSpJy61ykfxaR18cViLQ1l1JcFaiftOsHLWwq/zU9wmCy95wXuoKWCQTsMD0VfRBvKfI+w21PRRcY1FY7EMPpqXmFrmyXbE4MJsBY3uNiru0VqW63uTdrPf4DMW6WSR5PJEdRLCs55VJJJxkA9f78V4a4kabd1RJ0yZsNLbMRD6ZvlqO7cWTgtAYxkdflVT+Hq12a+XzR9wUJNyjuCe7cOYlU0O787mdwsZG3Tf5zToWl9P/wv3CIqwwCwmzMPpbEdHIFleCoDGMn0ipXwQCSVzm9kC4t+61lJjuOuwzDDBM1z3yujfnBvcZrMcQNcoFiRuRcaLMULWmrLXY3LNb9STIVrQVSFttSS2gDHnKKgQEjx64qSsPE+6tzVO6b1884+2efljXQuEAeJSFHI9orHvE9HlqtM6aecU3brtd0NSkJVyhxCU5S2ceBJ949VXNE0zpy2vtSYFigRnmAUodaYCFAEYxkAZHvrFc3lRNeXG52t0C6qGolxHFqiipqeHlROaJC4dpxcASRYW0BGrr3V9a44jah4gi3fbE+l+Tbmls97y8vehRB5ikbA+nFYzialnSuId70oqOyIlsiRH2lJQedS3WW1K5j47rP7KuZSU92hQUOdRIWnPyRtirDt2GONuoyshIlWqC40CflJDLSVY9OFJIPspT2mbIX6m38Jj7W4FNhlLh/3UZnykN0aQWuNviVWNYalmWB7T7EJlhz4TuzMJ4uJ3S2rrj0H11cSrsbIyue7d/g5AIQp9UkMJ335ebI646er1VZHEkhVy0UwBlbl/bcCfEhGOY/NlOfbUbiLp26Xt+xXa2QY90+BHHluWySrCHw7y5UCduYcg2PUAejBlZDG9sQd2dD+61VRjuJU1Riz6Zhn5ckTWtNyGgtaXHKNSBuQNSsnaS4uartfLL0rrmS82lRKg3N8oaz6Ckkj+qqRq3Wkq5yxd9aakbMmUD3bk2SlHOB4IBPyc+jarM0TebBPl3CJC0ybDd2ShU6IplKD48qgU7KTud8Dr0qj6agQtVa01heNQxWZsiBcl22KzISFoYjtlSUJCTsNgN/Hc+JqhhsX81xyttpfv+irHjYcKSXDoYTVVBe3OAWtAZ+IHQOv0LT18lUdHaluN81hq6JInpkQ7fKS1DSjl5EN5V0KeuwG+9dI+x2snhPAQSSlMqRgZ6eea5k8NoUa36511DhRkR47U9KWmm0hKUJyvYAbAV007HZH8FcIZ3EqT/8AWa2NE0NrzkGlv8BeZ8bTT1Po+ZJVG7+e651P53DQnW3QeC2KFfa8pr1XSdV84JVOvcXyiE4nGcpNVGoEwZjqoi5D/ZDdFNaP4tWDXkFYbXdguJISB8ru8YP6KiPmFVfsd8FYfFe9HV2oWlCyWpwEMAbyHR4E9AkeNXp9lNgso07pm5qQe8a1AlpKvEJUy6VftQKuDsHXJmHwrkXGStuNFTNXyrJx0AB/bmsSvmMNOcvVZeH07aiqbm6BbgxbZboMdEaGyhlppIQhKUgAJHTAqXebGeVJyP76tNXGrQbcn4Piz1THk7KDWSB89XlbLlbbrFRKjAgLGSD1rkJpbHtLr4835eikHYql4X7qok2OcKzjxJqPrfXbGlUFpmC5IWUcxSkZrFh4232c8Wv4PruEnbvAMpI9u2BSCTNpcKYuItnBWLO1yW0abZbeRz8xIHqGK0V1D3kqztwzIWhmZOYbcCTjKSojcV0K42QRxE4ZXYtwHmJcNlbzaHEeelaU5IHqIFc+IwRLu+nbe8TiVe4ZI/o8+/8AdXWYVJmgLQdlxuNRBlS1y7T8A7MxZdG2u1RQQ1DiNMN568qUgDPurL3TasbcIVtrsMcIx/Fp2FZJrOWClKUoiUpSiLwpxKeu1eRIbJxmtbuJ3a10ppG4P2aytO3qdHJS73KwlltX3pX6fZVgw+29M8pR8IaJKGSQCpmdzK9xSBWufilKx2QuXoFD6MOKcSphVw0pykXFyGk/AkFbpJUlQyDj216x6xWG+GfaD0RxECGLXcu6m4yqHI8x4DxIHRQ9hNZVZujDoBCgB7azYpWTjNGbhcdiWF1uETmnrojG8dHCymJSCtooHjWjXbF0LqBjV7GtG4Mh+2SIqYrjraSoMLQT8v70EHIPTrW7z1yjJGSvGNvnqk3FNsuTbjMgNuoc81SVgEEeOR0qCtpRVxcsmy3vBXFc3B+KNxKJmcWLSO8HuPQrj9dNBvy7rJvVn1lfbQ/MXzvtsSlKbUcYzy5226DwAGMVM6X0XD07OkXZ64Tbnc5SQl6ZMdLjikD+aM9Bt7eldLbz2dOEF8lLky9Iwg4rcqjlTOf0CBVQ0/wK4Zaa5jZdJ29pa08qluI71RB67rya0/syteOW54y/4XsjfShwXTy+0IKB5nuXWJ7IcdyNSAfHKuX7miAi8TrrbNQ3a2oui0uTWYrgSHVAYyFY5kEjxGD1qa0npWBo23v223vuuMSJK5Ke83UkqwOXPU4AG5610ol9mnhFMlGW7oyAFqOVBHOhJ/5UnH7K9Wzs78JrLJTLgaQt4dT8lTgU5j2BZIzVrsLrJG8su0WRTelTgzDp/X6aheJu0RboXfiGriACddBbwXMx3RhZ1Q7qizXubbnJfdmcw2Eqbk8hHUKG2QMHHr9JqZ1PpaDqluOpyU/DlQllcSbHXyOsKPXB9B2yD6K6QzuzVwfnSzLe0hFStRye6cW2CfTypUB+ypyZ2fuFU+A1bZGjbb3LIIb7tBQpIOM+ckg+HjT2XW3Ds+o0H+1Q+lXgwwvpvUn5Jjd46A3vcdrQ317NtdVzItOiRGvidQXu+Trzc0ILTD0nAQwk5z3aE7JJz+356qF7stwucmPJtuqrhanI6VICY+FNLB+/QoEE+s10msPZ64Uadkpm23SUQSEHKHHVKdKfZzk4rzfOzzwov75k3DSUIPKJUpxkqaUonrnkIzVThdYSJC4Zvp+ytZ6VeDo4jh8dHIICcxN7OLu89rMfPMuaemtJR9OyJ05y4y7jcLm4lcuXJUOdzGwAxsAB4fN0qZs+nI1nuF4uTb5ecvEkSXElIAQQnlAGOtdIIXZ64SW6M7EY0ZbS28MLLgK1Hx6qJI+apKP2d+Dcd0rRo6BleQSVLWMH0ZJAq1+FVjwczxrusmm9LnB1II44aJ4EJJj2vdwIJPa63NybrnbYdPxdPXS6XWK4tTl2mJmuNqHmpWBvj56h6T0sxpiI/b4jq5IlTHJeSkAhS8eaAOo2FdGY/Zr4NJ89vRsNQIx563Dt6sq2qwtfcK+F/DjUVnlRdJ2h2LcWXobkd+6oi9y6pxpSJJU65zciAlzJRkjPTesepoKmONz5HaG1/gsao9NPCGDwNqaSjfnhDsm1gXntfmOhPgfBat6y09L09cYceWhsCTboslCmlJUnCm8E7ePMlXtIrE6OG1whSZztp19frczPlOy3GIr3doDjhJPQ9fD5q3CsWndM3+/Ia1UixtwINrYt4U9d4ikPPMNSwlxPK5nlK1t4zg7iraf4W6TbnNLRdreEuWmDIS2xdoKmESe4SmQ26S53gc70KUAk8u/qrWxzPiuYTYFcnT+nzhTHaKF/ElFIZo7gFh016g5mkXtstf8ASmjIGnVPvxnJk2fOPNJlSXC688R0yfQN6gXzSBud9i6ktt6l2u5RmPJVOxwlQdaJyEKB22Kj/wChttfK0roeyzNRwLdbtPT49y8pFslt32K2mB3SpXId3OY86FtBI/ndFYxVuXbhppcytSyH7vGkPCR39t8luts7oocdCwW0qWFOFAyhaFkAJ5ik7Cq86UP5l7kqaP098GyNGGTYc9tKw5m5T2g6513Bue8E+K1/1Dpu36mtXwZdHHjyKS42+hfK406kbOJPgevvqVs+mbzb5TT9y1zeLm0wgpajvKSlrOMZWB8s+s710e0xwK4YXTRVrZuWkrM55REaee8mIUgulAKihwEkjOf5xFTVq7NnBy1yky29HRFrSQpJeWt0JPsUSK3DMLq3x5Q4ZTr37rqT6XeDqycYk+jkEotYg2zAfhzWcAbeINlpvpPg3q3Wejrrqy3QHlJhFJjN8mPKwMlzl9OBjGOvSsQar0NEvlwjzzKm2i728FtqXGUW3WxndKvTuT69z7K65xbXaosZEWOyhtptIShKMJCfYBVlas4J8M9YyVS73peDIfWMKdALbh9qkkE/PU5waSENdA6zuq1sXppo8YfNT8Q0mencbsDTqzu7rnrcELltYdAswLynUF6vtyvtzaQWmH5rxX3KD1CBvjqfVv0qragtFyu4iLt+p7haXYfecojkFDhVjPOhQIUfNGM9MV0n0/2f+FOnHxKtmkYSXx8l10l1SfZzk4r5fuz9wq1HIMu66ShqkKOVOtEtKUfSeQjPz1GcLrHESOcM30/ZZ0fpW4PghdhcVE9tO45iQbOLu/8AFf45vguZ+ndKN2SbLu0m7SrpdbkUh+VIwFBKfkpSkbJSPQNsY9AqXueii/fXdS2bUM6zS5iEommNy8r+BgKIIwFY/nDx36k10/07wI4YaWc7+0aUgtveLzgLq8ejKyaptz7NnB+5TFTn9HxEurOVd04ttJPrSlQH7Kr7MrgeYH69f/WVh9KXBkkQw51C8QMN2m+uY7ncG5udcxv1XNbTGjYOmbnc7gxcJktd0Uhx1clwuOc4BysrO5JJJOa6N9kSzXO18KraLk0pnyh959lK04JaUrzT8/WqnauzjwetsxuaxouF3jRyO8UpYz7FEj9lZWgIhQWEMMpQ2lsAJSnYDHhj0Vl0OHzwzmac3K5Pjn0hYPjGDMwPAqd0cQdmObobk2AuepuqskV9qWM5gD5Yx7alX7xFaOObI8TW423XjYBJsd1U8VCkj7ircVTk3yH9/jf31CkX2IWlDnG/TfrTpdVyOzZbarRH7J4LGvhYU3J4NSDc2Pg88pUVSQFEp9WW+83q3+xI4Wuz2o3yAoBm6SVLbfbIISeVQOCOmDke2qx9kmeK9H6fvyWEyYll1PDmzEZGA0EuIOf+ZaR89bAcLLbaZVgalWuGltiY2zKSSnZSVtJIPr2wPmrQ45MRE2IbO6+S3+AU45rpnHVvTzWEdTcVdO2OfaoMHQ81529uFuC6xEShLmFhJ3JBGCQckDbfes8cJ5cyXCeNwZU2UKUAk74x4VWZWirA48JUpjKubm9QNV2NChxIivIWkpTjGRXKmKN5BaNfNdS6U5S297+CwxxBn3Z/ULca3x0L5l8pW4klKB4qUBvisYWXXXGafNuEN3QjMRuE4G4/eEoMocxBWlWSOXAB87Gc1sO9b4qrsFS2kkOnlBONs1UF6ZtjTmVxWx4hQG+avYxjQQWglSydkt7RCxUIFyuVkmpnQe7dfjOBSBghJKSMZHWtHmuy7qO8cPp2t5FwlWmTbg/Otwa23bSSSs9QfN2I6da6VXSLFZjqQ0geak+PX1Vrb2otTRuHPZ3uLFhbIl3NKLZHSDuVvnlUR6fNKq21FUywtEUR1JC0tZTU8z3TTDRrSsy9hbWl71hwT0veL9LXJnvxOR55fynChakcx9JISCT4mtp0ElCSfRWtXYz0BM4fcJNNabmrK5EKEjv9tg4rK1geoKUa2WSMAD1V164pfaUpREpSlEXFrW+uF6bcg2Kx24XPUNzOIsZeQ00gZy44RgncHCRjxJOBg09MrjRa20zZkbTt3QfOXDZbLDgHilKwBv4DPN7DVB4u2q7tao0teoWoX46353kkRKGU5i5CcqCuqs56HbrUDX114gaQm2u3w+Ik25yZzhPkrNub74Ng7rT5pB8RjPh6K5eGnjdHG0Zbu1N9fNfUXEPEeIwYjXy1wmDIHtazlSNa1ocOzduudzj56bhZM0jq9m+tfCdsZuFtmwnQh5l9JbdYcxkcqhgEehQx4ZAzWdLZ2qOK9thMQRMt0nuEBHeyI5U4vHiohQya1S09cr5qiQ/boXFS+Q7lHwt2HOsrDLwTsOdOFEKG4HUEejG9UeNdOJtpvaLVr3XD9kjykOKiz0x47rCigcygogDBx8+cDG9UFI5khEMmXrbW/wAO9STcY02J4bDLjuG+sAEt5pyAA32d0Ydr3stx7h2rOLc+G/FRMtsQujlLzEYhxPrSSogfOKtVrjHxbivt3BOtrxuQpJdXzIVv0wdiDWsdt1Hqa/a3jaZ0/wAWHp8KRDVIVMRbkJKVJyeXkWkHw8QK+2yza5f4r3a2va1WxNTbGVqlx4iPu7XmcgU2dgrfcjxHrNH0so1km1Av12VuH8T4Q1jDhmCNLJJOUTdli617A+XXbxW5jfa04stpSkrtKiBjmVFVvj/mqK32u+LKFf8Ak6vHHkqj/wD7rUjUE2fpVSmL3xplJlAebDi2tmRJUc9O7Tsk/wC8pNSvCrUOsdUXq6OXDVU5cG2vJbEWTCabcdSoLxz8o80jAOATVHx1McRl52g81Smq+FqvFWYMMFZzHmxs5hAtvcgkaDW266L6Z7YVmf0k/ctTRVxbrEIR5HHPN5Sog8pRnoNt89PXWM7v2xuJcuY6u0wbVBilWG2nGluqA9a8gE/MKwK+/HituSZb/dssNrW8vqEJSMqOPUAf2VjmxXbiDxGckXu1Xr7XLFzqZhNtRkOvPAH5SlL8fTuBnOBio2VNVUNJc/KG6XW5xHg3hPhiu9Xp6A1NRNdzYwdGtG510Av/AAFtmO1txa6k2f6Kr/HX0drni0DjNnJxsPJFf460xZufEu0aljab1xrSdajc1cluktxI7zbpJwOcDzkg7YOOp3wMmqtYH9du8Q7hpmbryQ/FtTTMhXNDaSXwrlJQcDzeuMg1O+KpjaX87YXWhosQ4Zr6hlMMCALpOVYlgIcdbEbjTW63Dk9sPiS+yyiLbbRHcQn7ssoWvmPqBV5v7akv+1xxZP8AOs30VX+OsG3VT6bTMU1dvgtYZUfKyz3vcADJVy4Ods9Bmsdquj6bPE1AvjbMRb7g6Y0Z82dGFOAqB5kgcyBlJ3I8QfGsankqqhmbmkfP/C6LiPDeFuGKgU/sljwW575mN0vY6ON7Aka+K2wmdq3i3MjuRhLtkYuJKQ61GPOj1jKiM/NVpo4x8WWHEzFa5u6VA84UpZ5FfMRgjrWv7kqa1fGtNHjkpy6vJ8yO1AaWOhIBcSCgKIBOM56ekVb6bRrhPF962v62W3PFrSpM5qKgFxjlGEqR8nP7hU5p5XXL5joL7Faqn4iwqjDWYdgzCHyct1nRntEbaX1t36Lc5rtZ8WGmUIDtpcKUgFa4qsq9eyhUjde0jra/qadvth0rcVsgpbVLtYdKAeoHMTgVqbIXxGk63OjtPcQpUlMNlLlyluQWUtxlK3CEgA8xwR6N8jwq4Ltb9R2CELhfuMyrYwd0qkQWQVgfeITlSv8AlB/da+Ga4jM1yelioGzcO1dNLVOwFoiY4tc4ujDbt3AJOtj3LYM8crwr/wDIuhicYx8BN71Nq49ylRO6/g10R5QlW75tCMcvo5P781qBD1dqy86ztunLBxAvK4E5LhM6ZaGY/OUgnLackqTsNzg79BWZ0tyfI1RW5R8oUyWkvqbBIcKCkL5ehOTnHprGqopKQta5+/gtlwng3B/GEM00OCsa2LTXKczt7C3hbU6arJv8OV43H2kaHx1x8BNjf30/hyvAGBofQw//AIJutcNRv3LSQUzf+NchiSPkwmbW09JUd9g2n5J/3ykeurJs/EbVUq7XBi6aw1JDgxHeRD6bKw6ttOSAp9AILZxueXmxvjNZTMPllbn5mnkVytbivBWG1Io58Cjz3sbGM28yLgfFbwRe1ZxRhMNxITNiYYZSENNNwilCEjoAArAFRv8Atb8WcYCrN9FV/irV6DZdW3G1ovkPi885b1p5/KfI2ENBPTJUrHLv6cEVY+r9e3WyQHlac4pXS+SmVJC1MWdpMRoZx5z6up325UkH76qxQ1MhyMm28CtjiWJ8L4NC2aqwVgDhdoD4ySOhABJt4rdkdrni4Bjmsv0VX+Kg7W/FvPyrNv8A+6q/xVp3qObrnT+lrbeP4RZ0m5XruWrfBbgsAuOKSlSypR6JSFAZAJJUkYxkipyWNY6csce76z4uuwFOrSyUM2pD33RQJCAQnHgck4G22aryqgAXn323U3rfD2aVpwEARhrnEujDWh1i25va5Bvbp1W2X/a34sj+dZvoqv8AHXpvtd8V0K51izLSP5pjKGfV8qtSNTzLzpFMJu7cWLy9KuIUuLEg2NiQ+42k4KyCpICcggEnJIO2xNVPQlwmX5xdzY4hTbvHiHkfgy7e3GdbWQcc6Rkg59BIOOtWStqIo+bzTbyWRhr+GMTxVuD+x2NkJse0w279t7DWw1W11y7YfEeQ9/3bbrTCbAACVIW6ScbnmKh7gKkj2uOLXgqzfRVf4qwNqVq5P2OQi3ajTZFtK8pdm9wHOVptCyoEEHY5B2380VhXT+vtXSYJuGpNaagt8dbxQ1NZszLsXl6AqVsob5GyVeFUpxVVbOYJbfNS8UN4T4Rrm4fJg7Xgi4cMtrdb32AOlzot4x2t+LXUrs30VX+KvX/a54tffWb6Kr/FWoOp4fFq32tm96a1w/eYQaMiW4GI7Pdtbcqk5BzkZPh4dapl11Jq4cP166sPEidJbS82yph63MtqQpSsFJODuM5yOuRUrIah4DhPoTb4rUVeL8M0T3xVGAgOY0PsSzVpt2mn8w16LeOydsTXsWSfths8CcwUkYjpUytKvUSVA+6se6x428R9XOSbndNTyLfAbUVFtl7yaOyD0yrI95OTWNrBCu0WC3GuV2cuslZ5u+LSUEggYTyp2rxf9K27UyY0G9w1yW4jxcRGcWoJKzhJykdTgYHurWvqpZXcqWQlvgvT6ThPCqCl9pYXQRsqHtByv2aD3kX28N9rq+NK8YdbWl5Ny05rmRIbQrB5ZglsnHUHcivGpuKmtrl/3rqXXUqK244eRb08RmifEIBUkHHqrCFptFnjcVT9oDXc22BCUxeVsE+TLlcyiEI8FFI5ASPEKxtubwvej9LX24OX7UkRh5bEUNqdmOHuGGUZPMQThIAJ6D5s9ZJGCOQRuecpGg6+SwMPqnYlh8mJwUkAmje5hefwOY38zXZbkdNVL8Xta6uuuhLjZ3tQu3G2z455kPOCQggecFIVk4OQMEGty+yBry36q4DaQl265eVPwra1bpmT57UhkcikqHzAj1EVoHo6yRpTWpnbEzJb0xKlH4JbfBBWgZCnAk7pCsA4zt08KyZ2H9eK4ZcS7zwuvbjkaLqJvy61hzIQtxBUCE52PMkH28lTyxl8EkINyzUfwvHuMIBUmkx9sAibUAscBoC4E2cNtCBcaLo5IuMVpKnH5Yb26kjarIuGoNXKkPmwXVclpz+LS80EpSPRkdakNU2m5avjtM2u6+QrHnFwI58K8CR0NU1u1XW3xWmJ+sO7fxyrcLBwo+kYVtXONdnuCbLRU9MwaqFH1BeYty7u+XaQ00nCnEFtPKpXtxnFZBsusrTeWy1HlB1SfvVDPtNYcuejrrfpyUM6tksRwod440zyKV6eXc/tFXjabRZ9LYETPeLb5VOK3WrHiT41c38QDTdVqWM6qt691BD07pu4XydKDbEOO5IcWTjlQhJJPuFaXv62192ytQ6H05pXh3KtWiLNc2rjPnzFAmQtrbGU7AYKgEjJJPUYrInbC1zM/gf1JbrY/nnjIadKOvdOOJSr5sEj56zp2LdBWqxcJ9MRmENk/B7Li1BPylLQFKPzlRrr8FpmlhlfuDouIxupexwgZ+EjVbBaBsYtNsZZ5MYTvV3VCYYSyhKUbDFRa6Bc0lKUoiUpSiLiNxZQ4qdovu0FXLehnAyAMIqt6tmahtspi52DQ0C9rZaILxfCJDROfNSCM4x6OuTWar32deMFtmKgq0NKmpbWeSRF7txBP3wOcj5wKuO1dk/idcrM5c5jUW3S8czUN5Y5lj1qTkJPTauMZz7NYI75b7+K+z8Sdw+11VWy4o1jalzCCxzczS1th7251OgstQdAXg6l4gytQ6pksWe/IZ8gi2ZbKmSpkYOQteziic7E8xPQYwBP6h0frjXMyJadXrs/wVDmKkiTEbLbzqOiW+QbAAHBOMnqSSN8p6s4fT9PX9uLq7TKo1ygr5mVSWMnPgptX84Hw5fVWUdHdmjXur9Ju6mDPkTyjmFEkoKFyEeKif5gOds9alfVSyTZoWa269Omi144cwXC8My49XB8DpMwcHEcwvIJ5guQ7UdNgOi1Zet0SBxttqIMFmPHRZVJAZQEoGAoAbD0YqdhNOfw3XtwoV3fwHGTzDbf7nsD6azuvgHxfbmd2rh1OLg80uDuygD0BfNj9temez/xcfmd0jh3PQ4SElw8iUfOvm6fPVhmnsewb5cv+1nR4RgMDmluIRZG1BntmaNC3Ll/EteIfDy96Any79o0QLt357x6DOjp74p3OGnvlIVv0yAfEHAqDweuDl3vus7w5CeiCZMadDLvykZ5/NzgZxW4V+7JfEC26ah3K1JbuVzUlXlkJC0p5cnzeRSsZwOu43q0LT2d+Lk6ciGnQUyIVq852TyNoAzuSc5x7M1e+WrMRilYSSALrBwyh4SixGLGMKxBrIYXPLoy4WzEEEtubjv0uD0WJ9V26Rd9MXW2Qxl+TDeZRvjdSSAP7vnqzuF+t7BCsNr0fd3JVuvcVZh+TKiOALVzHlVzjzU5yM5xvv663b1P2Ob2zpqBK0vcEybxHZxNbdVytyHDuVIP80joAdiKxM52fuLqZiYy+Hs4ulXKHR3fL+nzY/bUYhkp4+TJGSCbi3QrYjGsG4ixKPG8JxFkUjGmN7X27TM19A4i3gdVrs3w+1RpnUMvVkH4M1PIfdLvd3Tn8pRuT9ydKsBfrPoHsqFw/vK9Q8UNTXU2qVbwuEy2WH0+chSeVKhnx3Fbensl8S29OrufLENxCgpNvS4Copxv5/yeb1Zx66tKJ2feMMm4+Tt8PZja3CEFxzu0o9pVzdPfUj5agsLJY9SLArV0GFcKMxCOtwjEmsjhkMj2FwILrWJBcbi9/EHorDciuKY79bBVHdWpvmUnzFEDzk59OD09dYgkade0O5OsF10i/qXR017yuP5MnL8Rw9duvTbORn09RXTrRXZjt8fhovR+sEJky5jqpTrzHWO6endq/ogAZ8d85rDmqOx3xEtcxadOy4d1jZPKVL7hzlzsFAjGfYarHS1VE3MG5gdx3eSgxLi7hPjapfTT1Ip5YXEMkIBa9p3BDhlLTbY+a0jh2uDqPUGnmNE6ElWG12iYmdLnTGuRxxQx5vUk9MY5j16DFV5xpX8Oy1qbJbNkbRnw+SPH01tI12VOLzjDjq7dAaU2CpCFSgVL9Qxt76tw9n/i95aGP4Op6VKISHB3fKP+bmxjb01SWeodvGQCLD+VkYZgvDcTQafE43PbK2Vx7LQcoIDWgEAC3UXWuVv1DbtBcRNXDV3lMWLfphuEWW3HU6jcqUUHk3Py8DHiN8dRVNTaBZ1Xe4WvdP3dgTkR21R0zYaZEd1IT5hW2sHl83A6ZBGdiM1n+89nji9CWll/Q788HdKmCh0D5s5Hh4VTYHDG9Bq6KvKJFqVaXm4Sm122U9zzHCgNR0KZbUlSyXUeakkjm3AwaNNVLIHwxEOtY6XB+CvNFwvR0L6PFsRifRFxdG24D2uLr3zNNza+mmy1vF8vt24raag3zT4t0u1MSG3lNKKmXuYKIW36EkeGTWYUrWj7ojIKTsfQaqR0jelTGW0WtTzjjCXm3G+VSS2ptTo8/olRbQtYQSFFKSeWthuztw00E8lNu1ldLVcrvqe0NXiHblp5kotxd5EuFZATzqcWAE5Ctth1q59LVYhK1vLLbDXQ2Sl4g4f9HOG1E8lc2p5rwQGuaXEEAWsDbQDUmy0dRw5u+jrrO1JokwJqpClOrgToySvlznkaf+Wg77YIBwM5qk8Pbre75fdeXm12qNBuVwcQqO1cUqcbYUXDz8wGObCeYbjGSMiugXGfslzGVovnDCBzAZ8otqnfcWyo+s5TnHorDlv7PXF6ZNEdvQEuOpZ8518toQn1lWf31e+WshBikZc9CtRh+GcH42YsUw+s5EAzl8TnAEFzSCRc3adelx3LXF3hlCt/DCTZtV3x4tRHnLq69DY5yleMcjaDjOT6wASTkAGrY1Vc9RWzhsbM7Z402z3NtpMO4RIoirbwsKCX2UebzEJIyOvXJrdXUnZp4j6VKVtaYRqiLJYCHRFz3jSiN/NyDsds4IPoq1v4BeLSoSHf4O7n3Stgjlb5gB4chOR7qpHVVMRtKwnW6mquFuGMXjEmF17IWcoRg3Fzr+bMQSLaai43BWuGuGpkGDoHVwgvyItlQ15U22nK0IUhshfL/wApGfSB6auybM0lxV07crFarm4+ytCcuLirZLLvVCgFDJwRufaM71nBHZ54xC3+WfaTJ5c8ncLdb7wjG3m83TYV7052buLd2kiKzo162IJyp6WUNIGTucA5PzCsfPM9rRyzmbsf/BdBDSYLRPnLsSidSStAlYS0kkMDLh17jYG1jqtZLZfJ+nHojWvOH11uF0szKokG5wEBwOM5OBvsM5O+536A1VOHdqvknUmoNb3W1KtLd6WlLEFZ88JT/OV69h4bkmtp5fZL4uRniiNHgy0c2y0SeT3hQBq7dA9jTUUuczL15cY7MRpQUqLEWVrd/olWwSPTjepyKqdro2xWLt+5c/T1HCmBTRYnNiwmZCS6NgDcxcRa5IGZxtp2lrLNLghSQxDZmOqYcS2w6vDbqik4So/ek9fVWIdb6p1aLSdIXvRcbTVnnFDEmewlUptloLCvMCPNTkpGcAnGcYzXS7XfY20/fpS7npu5u2R0pyqOlkOMKUBjmAyCnPjg49Va+8S+zzrzQMVyVcbci6WojlW/GRzpSD+EQRlI9ZyKtZFUYcfvI7gfRZFfjfD/AKSbR0WIOp5XNy5HWAcL3se+/g69lrNrqyWC48OrMY2t0sWe1KQ21yNrfZmKUAlIW2jG45SSTuAVDrgVQuIt0vlu0UrR930lHjCU6wqLKtQIiKShWSCg+clWPT1rKsxOltN2oR5yLfboSF86W3EhLfNnOQD1Pjtmvdm1NprVUgQ7PeIE14qASx3iQVH1BWKtjr3hoLWFzQSfmpMQ4Bo6uWVk1eyGaVkbS1p0s0WcMrjctNha1iLK9OGyUr1jYgtPMkSmiUkZ2x6Kot+nx2nLxdpU1yMwhuW846kcziE8iySgD+eMnl/pYyRjNbEcA+zlq13UMPWOqYSYUCGC9FaLiVrkLx5pPKSAkdeuTgeFRNZ8AdZaC1VOvGmNFxNY2G5LUtUKQ0lS2Obfl9O2SARnI6iom0kojExb2c1/Fbar4xwf2lPhEM7DJyQwEkBma7ri5s29jffwutUdEMWCNpiCnTSHk29aC42X2+R1RKjzKWPTkekjbbbFeNfu6aTpGQxqmVMZgy5MaOpMJrnddUVFaU+gI8zKj12GAc1soxwY1hrW4NSb/oqHoaxRgR3TDaUuKOPAHcnpuQBjpWF9W8TtP8GrnI0tqa1aR1M22srZU84hbqD4EhB5k+xQ9hqrKaYTCXKbXKiruK8HGBnBGTRc4MALezk3165T4jN16qocP9MQNTatsuk5R7iHNkIjqDKd0IwcADoNh81ZN7WPZRRqGxWvUXD6Qi0ai0whJtziCUJWhOCGyobpIIyFeB69axBwy7Q/Ce06tHEfWWo7ZBXE5lQbZBYcIQojlBKUg4ASTgE5JOSdqqvGX7IvYbva3rToOzyrjIWktpdlI7llP9LHylezat3hVK6NpdINSvFPS7xXT47WU9LQyXZC3UD8If4W0NhpdXd2WO0NqjV0C92biFawzcdKutRrhIax55VzjmUkdDlBzjbxrYA3rh7ekCQ5cYpWfOPM6AP661S7B+mbu5d9bXnWRaem3wRZLrOd0hRcOSOm+enqrPOquAejp8hbyI8mIpzziqM8pHj6AcVyWN07YK10Y0stRglQ6ehZITclV2+a10RYmlKYnxj3YyeRWRj21ia8cX7jqqb5BpO3OSns8qFgeakeknpVdh9n3STS096iVKCTkd/IUr9mcVkWxaLsenWUtWy3MsgDqhAGa1sb2w6g3K2cn3m4Wv3FTh5epHBPWb10Sp6dItTskhJzgtfdAlP6NX52Le0jok8ONP2GbqSCzcYMVuK9HdfSHQpA5c8pOdwAayFqNxpFtkploCme7UFoOMKTjcVzK4n6J0vZo9yk26OIU2BLfDK2FcvfM955mUjYEJ8RjOK73hcPrYpGt/LqvP8Ai18dDLE91+0cvxXcex66tl2QhTEppYOOih/dtVytvtrHMlQI9RrhDwY7S3F7g4GLpbbw/etPIdCJFuluFYRtnzDuUH1jI9IrolwM7eXDDiG7Gs3w55Ddn0gJgzh3bilAZKUn5Kz16HPqrdkZd1oWuD9AVujkV9q2LDrO3XZsKZkpUlXQg9auNt1K8EK2IyDVFVRKUpRFJqtzCseYMjxoq3MEYLYJ9NTmTTJpZDqqPI07bZS0OPwmnFIPMkqSCQfn6VMt22OjYMjHoqfpVAANgr3SPeA1xNgpE2mOf9V+wV9TbI6dwjp7KncmmTVbBWXUobewcfcxgeFBbmEq5g2Ouam8mmTSybKXVDZWnlUgHJyTUIWphRwhGCTtj11O1BmkmE//APpK/qqoGY2VHuytJUIQY6k4CQrPUAV8TbYqcZj9Onm1jtCEFAyhPQeFO7b+8T7q3Awhx1zfRaQ40AbZPqslpjtpGAFe6vK4jbm6kE/8tY27tv8ABp91O7b/AAafdT2O/wB/6K320Pc+qyN5AwchLZyf6NePgpkblo/MKx53Tf4NPup3TQ/1afdT2O73voqjGwNMn1WQja2Cc90r3Vju89nrRN+au6Jip6VXu/Rr/LW26EL52S0QykgDlQSyNx53nHChtj3yIH8xPurw+Gm2lO9ylRQCrASMkjwq9mGSxm7JLKN+KsmFnM+qpcXsw6UhNJhx9RXgQyhovRUhgNvSWoSobchRDfMFpZKRgEIJQklOc5ntHdnbTGib1CvtovVxcegsPxkIkIZcQWnFxVcmCjYJMQcuMY71w9TkWbb+IN1mwmLh9qkeOy8XAouylgIIdQgFX3H5PKvOfSCMeNXtEWl+Iy+pltJdQlZTjmxkA4yQM/OBUhoppAW83fwVprI4yHcvXzWTFxmVpKOU58cJ2HsqF8GRsk9wd9z5vWse8iPvE+6vndt/eJ91Qex3H830UoxkD8n1WQzbY5H8SoejArz8FsbBLagB4AVj7u2/wafdTu2/wafdT2Q/3/oq+2xtk+qyGLZGHRgjP9GvqbbHT/qldfEVjvu2/wAGn3U7pv8ABp91PY7jrn+iDGwPyfVZG8gYHRtQ9gr22wyFHkbGBgD++sYOuFqVHjpt7rrbxVzvICeRkAZHNkg77gYB9eOtZHsas2uKT+CFYdXRGlAJN7rNo671skWsptTKCN059VWhxNucLSuh75qZ9sH4PguupHrCTge+rg1FqSyaUtD991BPbiQoySp11awB7B6TXK7to9ve565kS9CcO5Ko1pSpTbjqDuoZxkkdSfR4Vp533HLbqT07vErscEw3MRiFUckEZ1NvxEahrR1J+Q6rTPiXrS8611fc7xdZS1l59ZQknZCeY4AHh1q2okuTCfRJivqacbPMlaTgg15KXpbxUQpbiyT6STmqnZ9J6gvUxEK3WiU88tQSAlB2JPjUwEcTLO0CxJZa3Fa11TGHOe51xa5N76DTay60fYyuLl+4jcP7jYL88t9yzFPI6sklO+MfPW6LsFlSSSj9tav/AGPDghO4PcG1P3+J3F0vz4kOBQwoIA80b1tO68lptSldMVHSi0emxJt5LJ4klMld95/UDWh573AC58+/xWs/bSus/TXA/Wdxsz6oslm0SO6db2U2eXGQR0O+xriwxGZfZQp9lb0iSpRS8VE5WcfKz13zXcjtGq0zetF3ez35bSoE2I6xKS4rlHdqQQrfw2Oa4otWwJn3rTFufRMTBeccjSG1ZC0JXgHPT0ftrIvl1XPPvZWutxLMlOWcd2cKQRscVWdMMMag1haYJioaYdlNhad8FIOVe8A151BbOWAxOS0rvgVNvK8CRt+w1G4fzWrPeje5DYWiA0t1IJxlWPN3rKpGtllaDtv8Fj1F2wuc3ext5rdnsxaqNs4kXiMsq5bohKUdAAGzhOB6MZrdRL6JkfC0g4HWuWXB3iQ9K1zZ7rBi91NakBtURJOHQpW3L6c59tdKdF6mt2oY8mRbng6ww8uM5uDyuoOFj31x3G1I5laatg7D13PBdRnohSPP3jNCOtu9VMx2kuAIQCSd81GUgJBC0+HQVVLTao8jLzj2/VIrGnGfilZ9AWqbNiPNSX45EdLSFj/xChlKCfTjc+gY9NchRUdRXyCOFtyV1FZUw0TDLM6wCx32muJrGi9LyI0YFy4SEFKEI+UlPicen0Vo/fmLjeS6/KbtrsMsBTrrj6hyqxk/JHr8f2VUuK3ESdqO8LXeriHpD3nrQF/IUVf3VB+HjAsapbMaOiIfOSh37p3izjOUYxXr+GYUMDh5WbtEdoj9l43jOMPxqfmAdgHsg/urLXElRtMmZbQgMxnO+SGmlp507AqPMdx0wRj56hxHNM3hX/fEN6PLQQpL8CQhLqT1B5cHmxsdjUlrDX971ChSGGkQ4gIQsRxgKI6DPo9VWaGpH8aEnA99JZGm2VWQQuy53Gxuto+D3aa4j9nvUUSJfb/N1Fo6UM+eouOMg9FIUrcEeKScHwxXRXgj2w+GXFVDECwapivTlJJ8jeV3b+3j3Z3x6xmuQ2nrNqr7TXtb+TsvW2G8Wf8ASVnCiOUYSnBzuentqLaJGq2r9C1ro6yx7TcrMtMkeTrCO8Vnpy53zg5G2QTUWUOPZWQ2Ut7MnzX6Bbbc2J7aFNOoUlQzkeNTvnffJrRbsg9tG1cUmDpzUSWrTqOHs/CUs4cSMArbzufWnqK3HRqeAUg96ncZ6GrDopybbLS+x9rPtHallPQ7Czapz0aMuW8lFvSA2wkgKWolYAAKkjc9SMdayb2Ye0NxI4rcRJmmtXOW5UNi0uTUeTRe7V3iXWkDJydsLVtWsXDjiQvQ1i1haSy2o360mLGUqG08Q/3rZypSwSE92F7A45uU4yARlDsJgDjBcOuTYHz12/j2K9FxPDII6WdwhAygWPUrjKSslfNE1zzqbWut9CcqJpT0+2ledldp0SlKVREpSlESoMwExHgkgEtqxkZ8KjVClHEZ0n7w/wBVVBsbhUIBFirJTp904HlLY2A2bPWpfyCJ3imvhmNzpX3akjGQr0EZ6+qq+H2hjKvADoas53hppt6+Naicn3Ay48pEpgBSQhpSS6QMBA5xl9z5RJwRuOUVlivqALZlhnDqcm+VVsaeczgym/nbOf66nIukX5MVmT8IIHetpXjkO2Rn01M9+0kcxJ83rsaq9ukx27fFbU8gFLKARzePKKev1I/MqHDqc/lVD+0x/wDH0foH99PtMf8Ax9H6B/fVx+WxPxlv308tifjLfvqoxGo95U9m0/uq3PtMf/H0foH99PtMe/H0foH99XJ5bE/GW/fTyyJ+Mt/pU9o1HvJ7Mp/dVsfafh0Rzcme85ecN8vncueuM9Mmvf2mP/j6P0D++quuPa3Ly1fFSE+UNR3IyQCMci1JUc7ZJygY3xU55bE/GEe+ntGo95PZtP7qtz7TH/x9H6B/fT7TH/x9H6B/fVx+WxPxlv308tifjLfvp7RqPeT2bT+6rc+0x/8AH0foH99Q39IvMMOP+XoPdoUv5B8Bn01c/lsT8Zb99QZ0yKqFISl9BJZWAAep5TT2hUH8yezabq1Wj8AOYGJidwP9Wf31ANujJcWyq8Rg40QFpPVOcYyM7dR76rweaCAkr3AHgatGTw405Lu5vD1wmh5qUqdFSFpAYdKy4ojzcrBWVHCyoAHlGAABT1+o6uVww2n91Vc6fdBwZY/6Z/fU5qnXmmeGOjhqLVV1aix4zB5eY4U4RnzUjxq1eKvGHR/CPTbuotSXBpBQ2pTTPOEqcIGw9Qz1JrkN2oe1zrHjnfH47U12PZUKUllhKiE8udgB4D9p8fRWBVV01Q4QtNyPoumwnh+lpIPaVf2ITsB+KQ9wHd3u6dNVe3bC7b+puMd4k6d0zLchWJham0hpeObf1bE7dfd69SoUGfdpqIcNp2TIeUAhKclSiTUzYLBd9UXRm1WaEuVJkKCUpQkk11L7FnYFt+kosXX3E+CH5ziQ6xEcTg46gkeA/rrFuKfsM1ef/a/wtvaTG/8A5laRFSx6ADQf2sHVx6n4kqxOxP8AY/3Lh5NxE4qQy3FyHI8VWynPZ6v6XurfmzcBOEFhnouVp0DaWZCccq+5Hmn04NX4ywzGaTHjtJbabAShKRgADoAPCvZ2GTV8dK38Unad3rArOIah9oKEmGFuga07+LjuXHqT8LKC8tuI2QMBKB4eFYI4/wDaO0hwb01Iv2pbulhpAKGmh5zshw9EISNyf2Abkir+4n6zh6WsE26zpSWGYzS3XVqOAlKRkk1xa42cU7zx811ctf3oPfavanTGt0XOAUA9T4FR2Uo+wVk6DQaLn7lxJOqurihx04n9qKc8y9N+13RzLqeaMlzLrySdirxX7Pkg+k1cPC7hbo5Wn9RSBagm3WyFhUhSgHXX1fJJVkE8uCcDbcYHWsKaFnLkX6ejnBbjdylvlOBgqG2K2Gf1tZNNcHYumJD7keZf1vyFONtZSUhRR5xAznbbFQzPAIYepS12uK1buvOqTLtalEoI76PkYKkHZWR08Kti0R2lXIRZIPd5IIzjOKyJqu1RnJMC7Wqc1ISwFJcS3nmAKuikncbE9aspbHkt+QA3zYcVt6a2VE5gqGtvposRxPJPerws9jYiri90tUfvNw6AQU7ghQI3yMeFZB4b8TtecI50m56OvD5U5/4qHKJejyE9eflJ2VkkEjBxVlW1xKIrbq05KXACDv19VVm4OcsdxyGwoFwcqCvf/eAI+f31209DT1UJikaCCFyLMRqaSpEkTyDfdZg192+eJ07Tjml7DZrbb7hKQO+nxFL5mkEfJTk7E/srX+brjipdrOi33LVs56IJLktLSkpwHnMcyubGT8lO2dseFTbFtgyJSH2oKGELP8WjPmkDBPznep5yIwkqCuYp35QCAMkbeFayhwGmomWhGUHuWzxDiWerkHNOY+KxxLsj6A5cHXnluIHOtxe+VdetVm4Tg/Z49obZU6+4sJS4c4RsM+odfD0VVdToQ1FjQ0JT3j7gUUg+jcZqRh24sNuPvvoDy0YZ5U4KQRgnB9ZHurW4lEIZcgKvpah9TFzXqkRbNKuiY8WOhQhtO5CuX5Zzur56nXrCUrfbSg4StQ6eANZM0rpSGqEhXlJKgnzQ4nJ+YiqDc4a42oJ0RacHkS4g/wBf9X7awnsDGXCljmc99nbKvaGjP6i4U3fQTLAcmWOaL5HQE7vs4w4kesHBx1PzbWTAdddmJbhLCVd0qStWSBnICR7gavHQd3k6Z1rY7rb0lbqJzDZbUTyvIWsJU2rBGQoKIIyM+mqPxYFu0PrvU0W15SwmZ3EVpIACE451JwNhgrxgbbdTisSmnY2UsdtusqoiMkYI6qjzPhmFdoep9NPvQdRWxYkNvskoLvLuPacZ9oyPGtgLd9kk1JFt8aNcNJd5KZZQ2+tLxSFOBICiBjYZztWsbF9uUhaZBBZ+9GcqPtqZK7Y4S49aY61qOVKKOpPU1I6MPN2qxlWYBkeLro/Y+GD+pFsos2kUyQ+6phDjbA5A4BkpKjsnbffrWUOzJYYlj4pXCKmAzHlRra/HeCEjKVJdbCk5HoI/ZVuaH4p6k4fW+fb7JHaX5coLK3uYltYBBUkA4zv19VXZ2anHn+JM6TIdW447bnlqWrqpRdbJJ9ZNe3Y9LM+hq+YGZALNtue8nu+C+bOFntbidBy3yGQvBeHXygdAFtDSlK8J6r6p80pSlESlKURKUpRE+c++nzn30pTxVbL4RkjJOPHfrX0lWdsAeG1KVS6onMv7805l/fmlKXROZf35pzOH5JUfTjwpUpdWHZNtkR48h6O662pKHWSAtBxsU5BGfXiqjU2VCSBdTYUtSQoKUQfVTmX99Wvnw1xmt9m04ry7UEm4zrbFlBCoKHEu3BUppLseQQj7k0GOZW/LjmWc5SKzrZZEmXb235TiXXCpYK0x1sA4WQPMUSRsMbnfGR1qaWIxC6giqOabEWU9zL+/NOZf35pSoVkJzL+/NCpZ2KjSvgIXuhacb+OaINdl923JUQD66xB2g+0jorgJpp+5XiY07c+7JYiFeDnwKvQPV41anam7XmjuAVgkQ2JzMvUDiSlptBCu6ODuR4n0D31xs4wcZ9Y8Y9SyL9qW4vOh1wqS0pZITv8AtrEfI6Z3Li26ldPSYdT4XG2txQXJ1ZHsXeLu5l/ieiuTtCdpHW/HXU0m43i5OpgKXhpgKPLyjpt/d/8AerA0LoPUfEO+sWDTlvdkyZC0oHKgkJycA7euqzwk4O6u4wakjWHTdvde71wIcWhBPKM+HpP/AK2rsf2VOx7pHgLYI0+ZDbl6hUhK3XVAENKx4HxV6/DwqgIj+4p9T1Pd4nxWTynVlsWxtxEf5WDQuA/K33Wjqf8AKsvsd9hvTvCC1RdU6zgty7+4lLiW3AD3Jx1OfHfp763DSkJHKkAAdMeigAHh1r7U0MLYRpudytFieKTYm8ZuyxujWjZo7h/O5SoUhwNNFZ8Ki1SNSTkQoDi1nGBkVMtYtDfsmPFW4ae4cs6VtUpTcrUcwQVqScKEdKSp3Ht81J9Sq59XeL8G6ejWaA5zx2WhISc7SEOIy4PaCcis99t7V07iTx5jaRtKkus6ViuSXSSCnvVgKIIz1wGxjrvWtLl0fbglppBUyy4cIUMqYPi2r1Zzg+FQvfrYK9qj8O5YhXOU0tQV3ymyk53IGcH+qtkNVtIRwEsTLsKO5PvF1DcFxSQXENlajgHrgkf/ADCtSrbNZiXduQ3ktqcHU7pTncH2b1mTSC31ak07OvCJztvjSW5BSG1OYbQoFRQnfPQZxWtxFpaeYTYbqak0eWkbrKfGvSOndDxItohaHMFLkdlp27pcWEOvchyCCOUnbPXO9axX0BU5mYwoIK1JI9Xgd/aCK2E4yX6y61mzL/buIJlRXZLbiLQ8080pICeQlIPmEjr4eNa73VBUiQyFZVElLBHpSTzf1k1dg0zuy5x6q2vADi0BXZa+Z+K418tYwRj09M1XYUhb0FKwM4BxkHb0nHSrfsEvuYqH2tltJCioDfOdqrURYjiRFdGd1L8/IIyOv7a9egdmYD4LzarYQ8juK9WxTqy35QpRZbUUDA9OTgftqOF5dK0pGEuZAIyDg+NSsEEyUhSMBWVgHbbqD7qng02CgtqJKjlQIxg+qpmi4CwZ9HXVtasfKLvFZbSoBDSlrGBgZOKl7TEdu9xbjMNJDjzgZCvvuXf+8VN35ky7vNWpZ/i22UnPRR6/1irj07Zr/Y4Nj1VAgwX7fdJ3cIeWhazGUpZAKgCOv91efYzXiGqcD0XZYbSukpGNb3LJ8CxNwIzTSo6tkAHxH+VWnfuHV71PxAt8SwJQlMqIS4txZCWkg4yrAJI38BUvrDi3rbRWsLjpcSYLrUJSUEGGAFgpB8ST4+moOtblf7tw0b4gr1S1bVS0PRGY0Vtxtbqeflcb5gehCScHatS/Es8YHvf5WbFSkSH/APKqWqZHD/gyhTEC9DVWtGkqSgtKSIludORzqSWzzLTj5Cj7qwc8ife7gq63F5Tz7qi6SRsVHqakGH0ojJabSMHwqpsKd7oIbUeZXXB2TUTWiM5iVbNK5x00Ci922hfUE+I9BqJzt+ioTqGEILiSrbqfvjUt3yzuGHP2Vton3aoeWHahdWNM6Ckalty7gm8Q4aUulpKHebmWpIBV8kYA85PX01fPZyivQOJ1ygSDlyNBkNKwcpyl9sHHurFkG43W2h1MKaptt5ICx5qkk5yNiCMggb9R76yf2aEuHiBLWtfOVWx0k5/9o3VHSPIILtFr6alDZWnJbVbPen20r4Oqv96vtQLqUpSlESlKURKUpRFIX+5myWO4XkM975BFeld3nHPyIKsZ8M4q0zrnUYJHwVbseH3df+Gq5r840JqT/hEz+xXVlnqf/XjXH8SYlU0UrBTuy3C4vifEqqhlYKd1rjVVj7edRf7Kt3/XX/hr59u+ov8AZlu/67n+GqRSub+0GI/9pXMfaLEv+0qsfbzqL/ZVu/66/wDDT7edRf7Kt3/XX/hqjE4GeXmx4Yzn1D11YA42aWRNZtyod0bekuIbbSWUHC/uRUD5+3IJDRPgcnlKilWJosYxae/LeTbyU0WNYxPflPJsssfbzqL/AGVbv+uv/DQa51ENxard/wBdf+GsTTuNuk4VykWlcO5LdhyX4y1Ibb5e8bUEZGVg4Kzyjb1nCSFUn8b9IQUxApm4ui4W5m5sFDKd2XEd54qGClAJIPXGBk7VP7Rxq2hP0U3tPHPePyCy0ddaiPW128//AB3P8NfBrjUIzi1W7fr93X/hrFT/ABp0hEtLN6kInpjOSVRDhpJU2fueFEBW4Pet/JyRzbgEKxBjccdJOyo0JdvubbsqSmKgKQ2QF5RzZIWdk94jfoc+bzYVVvtPGCLgn5BUGJY3a+Y/ILLf286i6/BVu/66/wDDT7edRf7Kt3/XX/hrFVy42aEsUx+23l+bGlx5b0RtnuFOuPraA5ikIzypwQQV8vMNxmvD3Hfhw2EKbuEx4OnK0otknnab7pTneKSUc3LyAK2BPKpKscu9WjFcY94/JU9q40dA53yWWPt41Fv/AN1W7/rr/wANc3tedvPiVws4oa002uT3kRa3Ew0oG7ClAZGdts5OcEjNdALZcI12t7FzhEliS2HGyRglJ6da4x9qW2XGRxt1M+xAkONmWfOS2SP6q2WB19RiFQY6t5IAPhqvUPR5jGIeo1c7gHvYWABzQ7fNfT5Kw9f8QdScRr+9qDUdwdkvvLKsKUSE59GavHgT2fdXcatQsQbVDeTBDoDz5TgYzg4Po9f/ANqtPh9ZbLM1bBi6z8riWxTgDq0tnbfoc9B667O8FtDaH0ZoyBH0ZCQmO60jmeLYStWwOD6vZW1xrFhhcTYoBqdj0W6xSuZhVE7iHFgZXF2VrNdXW0Lz0aOg67Cyr/Za7PWiODWh4L9ktrKrlJaw/JVgqSQohQScekdeprOZxkkePqxVvaA/klA9jn9oqrhrb0AvTscdyAfitU/FKjGA2rqjcuA0GgA7gNgAlKUrNUa+HpWMuNOp2NN6Zn3KS5ytRI631nmxhKUlR/qrJijhKvZWovb/ANRSrHwN1S7Ec5VOw/J8+pagk/sUaKhXLrTeslau1pqjUN2OLhqJ1yY2pR6DnJCR7AcfNVN1LB7mS9d7cweZzPlLI8fSoVTkQkt6ett8sx/0u0HElKeqkk82fZviqjcb0nu2rpHWlcWUkZyfknxSfR41hS3LszVkAgjKrCuTcUOJXF2S5uR4A1tDwP7SbFhjWWHK0gi6S7NaX7e2iI190XzuJUFqwk5PmAE9SK1x1BaG8fCEDZpzzlNej0mqEzJfiuB2M+40sdFIUUnHtFWVVFDiUHLk2SGZ9K/MzdbTcUtfyNXcNLJpCBoCfbXrXKMl+QIK/upUlRVg8uUee4o46Ecud01r1cH0i5SGMqStZwoHqSMjesvdmTiPdvhSZoq53B2VFksrkR0vLKuVY+UBnwI3+arF4sWqDbeI7zsGQ05GnAPpLfRKlAgp9RCgR+2oKWMU8xgtsNFHO8ynOV406e+triwdwycb+IqqplJVAWpAWuQW8AAbe+qFpJ4Jgv8ANuEgjHp3qo2dWXlMN+cpIOfdXqVK8yQMI7lxdVHaV/gVV7Kosd3zvNrWoEbZBSPRvVXRIWy+lEd4JW5hBHpB6iqFCcQklRXh1tSSAB4b+PtxU/zFx4uLyCPOzis6MkNWnqWXfm71QL9dVxDd+6A7xQAQo9U5ABUPX6Ky7w31HFgcJ9JNX1STb7jdH4L4JwUEL5mnAfDlWAfnNYI1etxi4ymAkLVIKUjfbA67+6rrb0RDu3AxzV0C9XlyfbLsYzluAUqJGBCSHDypISSCd1KTuMb15hjsTZ53B5tdy9AwZ5hhbl7lUu0nH8k4tXF9BI75tlz3oG37KuJiTb3OAFmauenXLq0bm+2hKXVI7pSsnn83r1qGzwfk6n4Y6a13K1jJuGoL7Pj2xEBxXfLSHHXG0BSuYqSAlvmBUADuBuKr154Ya54U3u+aITxGlW+y2mPFnMyI0FT5kmUpKGyhlOVDz8pUf6JwCSBWgcWWZFfVp/ZbOKN4kdIRo5a3tx32pjtuyEuMOrbcyM8iUnBP7KqcdTjiO4iJPdN7FZPX11enD7gZxL4sXSYjR9hlXpwlT8ySB3TZUd+VS14APXbrmpO46Rutvlu6fct7rE+K6ph+KlHMtLiTgowPEGtkZ43OygrWVFHMBfIbeStV95KSGWSVrxy843Hzej21KGO1nzpaM+OQTVzz9LybQ4Y91iSIb6PlMOtKQ4PmIzipHyRrwaR84rbQFmVYdjGcpXY3hhwhsGrtKN3m7Q70t155xCTDfbSg8pxghSTynfrkipvgha27Lxlv9njhQZhMSmEBawtQCX0AZUAAdh6BWHmJs+MgNRrlIZQDnDby0j9lZQ7NvMriDMeW4VrVb3uYkkkkuNknetRDjVDO8RskBJXb1XCWM0cLp54HBrdSTbQfNbM+Kv8AepXzxPrOa+1sxrqudtZKUpVUSlKURKUpRFQOIAzoPUn/AAiZ/YrqynF8qscqj7Ek+Pqq9tf/AMhNSf8ACJn9iurKPyj/AOvGuB4v/rR+S884y/rR+S8d7/7Nz9A/up3o+8c/QP7qiZNM1x+vRcZqofep+8X+gqqe5ZbE653rtiiKWeXK/IwVeaSUnOOoJ29HhVUzXw5O29XBz2g2NlUOc24a6ypKdO6ZQEpRpyCAgKCQYKTjKQk78vikAHPUbV9Fh04AUHT8QoUMKBiJOQFcwG6egVggeBG1WjM4wMQdb/aa7pW6pbExyKu4uJ7tkBDbS+cZHnAqdCRuPkKOegNGk9oIR21LGgbu8RGRJBad5kK5n0N8oVydQHMnbZSVJ8Oas5tNVvAc06eaz20tY8Bw281ktNmsIQ2gWGIA2tTiP9DT5qjkkjzdjlSt/WfTXlmxaejkKZsEFsp7soKYCQQUfI8P5vh6KocvXsuHdHow047KgILXdy4r5cUedl13lU2UJwoBoDCVK/jEZIziqPaOMybkl9x/Sc5huMhla1h3mGFOsNqXukYbAf5gr+d3T2yeTJs5FTa9z81YKapIvc281earDp1b5lOadguPKUpZcXCSVlSscxJ5c5OBk+PjX1uw6da81jT0FpICgnlgp2Cs8w+T0PMc+05zmsfW7jqq4TIkX7SZ7PlamMd48QsJda5xhPd+crO3LkHAJOOlZVOU7E5qOVlRBbOSPirJY6mnsJDv4qC13TDaWmWFNoQMJSlogAeoYqh3HRGjbw6p+66VgynVHJWuJv8A1VcWaZqAOI1BV9DiddhjzJRSujcdy1xBPyVku8HuFbykrc0FbSQoKz5MRV122FBtcNq3W+MWGGtkN4ICR6s+FTea+HfHtq50j3fiN1lV/EGLYrGIq6ofI0HZziR9VeWgP5JQPY5/aKq4at7QH8koHsc/tFVcNevYeLUsf9o/ZepYb/w4v7R+yUpSsxZq8PHDaj6q0a+yTXFLPBO9tKXjvXI7aR6cuJ/dW8cnAZVk+BrnN9k8u6XND2qx85Su53phgAeISlR/dQpa60DfhTNHXRqZ3ZdgymUNy0dQDygEnHoNU6ZCEKSfgt5C4kjKu6XuhYPo9FXtqB5lbzragClZIUPA5qyblb1tpUqG4hKUjZBV/VWGHlxUjjbRSMOSWQ7BlIKVpz3QJyCPRmrcfaLbpQaqhuQLSmZSMrSdiTkipVmBNuTgMKK68VK5QEJ5jn0VMwZCSdArGtfI+zRdTWltRz9I36HqC2FJkQ186UqzyqGMFJx4EE1W9W35V/bjXJxuAiUT3ixFyNic+ckjY/Oc4qQPD/WiY/lZ01cA36Qyo/sAqDD01e3OVYs03HNhau7PzjFWl0UpztIJHcpJqeaEASNLb7XCrelwsWqc5yk8rvLsOgqoQVhqe2UKALjeTnbcHGK8WCBMj2RTD4cYXJWVLTjBwNhn3VFbjuW9aFqDbiQhScq64612NDXQtia0u1XMVNNIXyPA0JU6FDvUd2rOcBXtzVZR4JGMdRkeNW+1PZJSkNoK0rBKwdsY9HqqquyAhRaUknzckitu2ojy3DgtDUQvuBlVkaycUh9SwrCkr5B6sj/KqG9eHXIyY7JdYCv45Lbqgl0joSM9arOrmn5dyjwmW1qU/wCegY3JJx/UKoV2tK7Q6iO8+0t0pytKDnkPoPrriK1zXVDiO9dnQDLTtB3spqNqS8QmkIg3GSwfNPM28pJyk5Sdj4EnHtNbJdlXh9rfWlxj6r1HqW6wNPRGTDjqblOJdlp5ye4RvsjnKlH1k4rWC1W+TdJ8a3Qm1OPyXEtIQB1JOBXTfhXpdnR2kbLbI4UpUWM2hKSk4RgDKz6So5rkuIaxtFAI2ficu04XwttdOZJfws/dZo01bW9P2IQrFDj2eIloJHdoCVKIHX2/trzobRmkLDc03e22KMiW8pS5F0cYSpSlqOSSSCST6ajafvFvuCkxYq/KH0gFQUdkE9MnoKtfjvrrTWgOG92TeNRv269z23Gbe1FVy4dI81WepGep2ri6QzSyhoK7uvdBTwl0wAA2Wqfb2chSeN0Z6Ff2J5NrbS40y0AqMQo7OYO5OcjO+K1sMdzJxLd+Y1O3p99FzfkPSnH/ACpfeuF1ZWVqP84qO5PrqAExSM927v6FV6VSNfDEAdV4diNQ2oqXysboToupGkmdGvR7n9s7ktLyIi1xu5QgpKspxy5UCV/K2xjGavPs4FB1/MU0khBgPcuQAcd4iqQ1wP4jJTh7THMfVLa9H+9V+cEuG+s9IateueobV5NGXDcZSoPoX5xWggYSSeiTvXnmF0VU2qgLorAHU2P1X01xJimGy4ZV8qpDnPbo3MD4dkLONfaUr1EL51KUpSiolKUoiUpSiKg6+/kJqT/hEz+xXVkOLKFfIUr2Cr319/ITUn/CJn9iurKPyj/68a4Hi/8ArR+S894y/rx+Sh98fwLnup3x/Aue6olK5BcYoffH8C57q+F0nqwv9GotBjIJGQDS5Gqp0uoKnedPI4wtaT1Ck5z7/ZXoPqGcNODO/wAmrEmcQtSwtXuWKZoybHtwuCY7c4xHnm3Y/dJWp8uNJUhsBRKAFkEnA++KaGjitxFct4lDhpOjveTFxTK4M1fIsSWkKQMM5J5HF4wPOU2pQ+5fdDmtop3bEfNZraKY7EfMfysrB9Q6NOe6inlKwS05t6qx3c+Iuto1/VAgaEmyYJkQUNvCBLCy26lJc5lFoIBSpSsnmKUhB5lA4SZO38UeIMy3TZErhtcmFxrf5U2kwZQK187CQEpKAokh1/zEjnHkxJAC0EhQz5cwIt5j+VcKCbLcEW8x/Kyj368k905v12p3x/AubdNqxo1xJ4gPXiFBi8O57sYuoRMlOQpDKW0KWAVDvUpyAhaFHHMR5wxlKgMn8qU7IzjA659FQ1FPJARzCDdQVFPJTkcwgqH3x/Aue6nfH8C57qiUqBQKF3x/Aue6vSXckZQtO/iK90A6YHjRVH+VeWgP5JQOnRfT/fVVw1b2gP5IwPY5/aKq4a9gw/8A4sf9o/Zez4b/AMOL+0fslKUrNWapaecR1Hxwa5gfZMbgoXvREJaeZoXJ6QQOpUhAx/XXT+4f+GV7DXMD7JGxz6r0K8fC5Po96En+6rX/AISg3Wlt4uT0x53u0KbRndxzzRirPuvcKcS1GkrkKxlTiicE+oCrl1gzEVdSkd44B0bSrCEnxqluKSyy3GiMIQ4r5R5cBIPpPiaxInNAuFR7iCqCYrzaOdxBSD06ZNbGdmTRFtuaRc5Y+6OrwCegArCceBAbdCJH3d0kFQJ6VkbhVxGl6AumHUF63oc70oDgTj1DPX2VrMe59TRmKn0d+4XT8IV1FRYiJaz8Ntz0K234oSLTw50IXobSPhK4KEaOrlGUZBJXtvsP2kVq1cZyY7DryX1EqO5Kskknr+2r17QHGfSer7XYLlpu5h3yXvG5LCgUuIUrlOcHYjzSMisNs6lZvTA5RjlOSnxrWYFA+npA6RpB6rP4wxEV1faJwcxoFreSqJnrTzKXlZIxvvXgSkkBXk7Rz6RVPMhvPm7Z9PjUVtfNuOlbpr+t1wzhqVOIdBP8W22P6CRU0lxgJ5uYEgZ3qnpdbTspJr2FZScDwqcVD2jRxUZjaeimXXYzqg4plClgEJURuPYfCrEvtkhuTm321CLHd81wkE8q/wDOrvTsap9whIe7xt1PMy6POx4HwNUbMWnMTuga4ahVnh8m3aCuTOobewxNmNt+YuU2FpRnqpKfA+usqvdqrXMa3SLSnyCK9M/i5wZV5mfV0zjpWEbc2qFFEZx7nSg5bUOpHoNQbg84qMXHGzyDAdQRj5xWLU0kNY/PILrJhxisoWlkTiAVfcftC8WdDakTNseqJchmSgPSIrqy41I++JB2B9Y3q39Z8R9V8WNQC+agvi5ba0KbEQkITFSf5oT6BgHPqq0nGnVtttpdHMj7pHcJ3B8Un21JOSUlYuTaQ3JZUEvNdCR4nH99TxUlOwhzGAEaKyTEaqeIxOkJB8Sqy4+9LtzsN57vHohPIrOSoDpVLTqBaAEFRBSMGorawxI8oZGGJCM+zNU5aI/OrCc7nwrNilyiy1bTYm6/SDSlKyVtkpSlESlKURKUpREpSlEVB1//ACE1J/wiZ/YrqyVlQV5qc/P66vbX38hNSf8ACJn9iurKPU/+vGuC4vBE0fkvPOMv68fkvHM5+DPvFOZz8GfeK90rj9VxtivHM5+DPvFOdwf6s+8V7pTXuReO8c6chB/3hQuOJ/1R/SH7qlb0q7JtchVh7vy8JCmQ4nmSSCNiMjruOvj0NWfNuvE9MK4ItFnS9IF5bbYW+y22E28LHeLSnnwtRAUlOVZAPORkd1U0UDpNQQpo4XSbOAV9F1xPVHrHnDehW9jIaJ3xsoGsYXG5cdIPf/A1qi3FJg98yp5LKHA8ZLpLZAKUlQjhpOcgcxKsEDlNQub3FV1d8dtRLRYlOC3N8rKm32A0st55kZSSsIBPOdifk1N6kToXi3mpvUdbF7fmr/53jj7memflCnM54tn3iqZpp7Ur0SQrVMKNElCUsNNRnS62GcDlwspSVb56pH95q1Yr2ljst7rFe3I7Le68czn4M+8U5nPwZ94r3Srde5WrxzOfgz7xX0KcOByYGeua9V98B7adLKltVeOgBjSUAc2dnN//AIiquGre0B/JKB7HP7RVXDXsOH/8WP8AtH7L2nDf+HF/aP2SlKVmLNUvNHMwoeo1zK+yZNmLL0TceU4bvK0E+st/5V05fGWVbZODXPf7JxpiRJ4XJvbLXMq03JiSFY3SDlBP/wAw91UOyDdc9rxHYRMcflKCDzlRyd/YKt2a4666oRWO6Ss7uHdR9lXPcvJp6kTN3ELSFJI8c+NUxcZ1SsJZHL4KVvWoa7JukgJKkYMfyVBWjAx1KvH11Cdl25lSi84qUpXyUI8DUeTBkuL5CtRCfXtXhuCmKC4GkAnqTtUrXNPaOqhNhopNxUuY2URojbCDvlW5NQ4cd2BJ7xsOOZHnZ2AHiam3bhEbHI2pTrw25UHYH21JrVNuBCHnAhs/zEbZ/fUzS46HQKuYg6q57XMt8hohhxKynbBO9TPfHPycYONqs55luCn7h/HHZJB3SKq1uv8AMj8iJbflCPvgADWLLTfmYVI14JsrhyeUEnrUZtYSPO8almJ8WaguR1Aj0A9K9gEpCwrqeh2rEcCw2UhCjEgmvYQHMAkD11LqUpPUYHtol8DcqqhcVTKoj8buweRPMkjceupZUbnbU2oZSsYINTInhPXBHoqE7NZcBIASQcHer2yPbsoJI2PNirfQlUJ5UWVkMndtZ/mnwqNdbQXGkzo2DKCcqx8lxPpqoSe4kAJWlLiT1QfT7akUTjABjoJW1n5Cj8keo1kNlO43UIZy7lxUnHcZXDKFeYpO3IeoqVLTea9TpMZ5xToyFnwqR75f31TZCdQsbLcr9I9KUrZLaJSlKIlKUoiUpSiJSlKIqFrtKnND6ibQhSlLtMtKUpGSSWVbAeNY9XdIYV5s6Ng9Mq6/trLxAOxGa8eTx/wDf6IrQ4xggxV7X58tviudxnAfa0jX8zLbwWIvhWL+PRf0v86fC0T8eifpf51l3ydj8C3+iKeTsfgW/wBEVp/seP8At+i0v2K/V+ixF8LQ/wAeifpf50+Fof49E/S/zrLvk7H4Fv8ARFPJ2PwLf6Ip9j/1voqfYr9X6LEQu0TOROi+j5X+dPhWJtmdFOB4q9WPTWXfJ2PwLf6Ip5Ox+Bb/AERVPsd+t9FUcFfrfT/axEq7RF/KnRemPlf5+uirtEVv5dFBxjIVuB76y75Ox+Bb/RFPJ2PwLf6Ip9jv1fp/tBwWR/8Ad9P9rERu0QnPl0Xf+mf30+FYnhOi/pf51l3ydj8C3+iKeTsfgW/0RQcHfrfT/aHgrum+ixF8LRPx6J+l/nT4Wh/j0T9L/Osu+TsfgW/0RTydj8C3+iKr9j/1voqfYr9X6LEXwtE/Hov6X+dekXWGVAKmxuXrsr/Ost+TsfgW/wBEU8nY/At/oiqfY4Xvzfoq/Yr9X6KhaA/kjbzggKStQyMZBWrBq4a+ABIwAAB4CvtdjTxerxNivewA+S7Wmh9XhbFe+UAfJKUpUynXlQyD69qxVxx4RWPixpC5aRv0NT0G5Mll3kOFJPVKgfAg75rK9eFoChuM+2iLkBxF+x0cTdJOPucOdVM3OMDhMScksrA9HOMpPuFa76u4dcXeHilJ1jom6xG0HBebSHG/0k5T+2u/UqzQ5SVc6EkEb7VrR2roVi0vw31FqF+Kgpt8B9/BSNylBIHv2+eonQscbuCrmOy43sSpVxQ6tqU/9zAK8I3T7fVUFUBL2S9PU5jqFZFXFpNootD0leO+nP8AeKI+9zsPZnJqc1IuObN5yEg5ISoDcGte+YMkyMV4YCLlWiG4kc5bZU5j0Jrw4uW6cMxgznoT1rKt30lpVGjWrrGT3cp+ImQleVJSNt8Y2znwrEUVdymOOIakLIT0IHWsimD6k2YLnxUcrRHqVNMwFI89xXMonJJNRHVsstcql4HQJT1JqA7bLwqOHu/CsnHLzbioYtFwUhBCwCTyknbB9tZXs6o3c0rH58Q6hTcTvFPB1TwZUOmDgVEm6kuEN4Nh5L7Q9OAakjZbipSu8dKUg4zg4yOvSj+nngEJY+6OKIGDt1q8YbIQXuboEFTHe2ZVi231y5vNxmobynXDhKUjOTivbt0SkpC3UNc45k82Rt6f66nbJoi5vWRyVbnkM3CNJ52gdnFAISTynPQZ99ertERe4AVcGUxHkrw6lSceTunbnB8W1EbjwO9ax0UWaw2UvNCo0i7NpB7uQ0T7akvhhW45xucnaq/pzSdqef8AJr7GWhSARzoUQD7qqDui7GzJWIrfetpGfPJJqRsUQOWysLxe6sxE2UtZMfnUSfDf3YqHLkSGF8ssuIWd+VSSDj56y/opuNpm8x7nFiNBKFAOISgHI8RTiu7aLRxUsOqUR2zb1OsuvpOOUt5HNn5uapHNEcoYW6HqrIy2RYrsdh1VqiS3B07p2dcnXlcqAxGUsk+0bVlqP2K+0XJjtSU6RjoDqErCVzWwpORnBGdjXVvgpw90w7YYky3wYwbW2lSS02nBBAIIx6jWZUaOtYQkd0NgPAVkhjQpwxvcuLnxlHbO/O83+r1r+rU+Mo7Z353m/wBXrX9WrWSlXK5bN/GUds787zf6vWv6tT4yjtnfneb/AFetf1atZKURbN/GUds787zf6vWv6tT4yjtnfneb/V61/Vq1kpRFs38ZR2zvzvN/q9a/q1PjKO2d+d5v9XrX9WrWSlEWzfxlHbO/O83+r1r+rU+Mo7Z353m/1etf1atZKURbN/GUds787zf6vWv6tT4yjtnfneb/AFetf1atZKURbN/GUds787zf6vWv6tT4yjtnfneb/V61/Vq1kpRFs38ZR2zvzvN/q9a/q1PjKO2d+d5v9XrX9WrWSlEWzfxlHbO/O83+r1r+rU+Mo7Z353m/1etf1atZKURbN/GUds787zf6vWv6tT4yjtnfneb/AFetf1atZKURbN/GUds787zf6vWv6tT4yjtnfneb/V61/Vq1kpRFs38ZR2zvzvN/q9a/q1PjKO2d+d5v9XrX9WrWSlEWzfxlHbO/O83+r1r+rU+Mo7Z353m/1etf1atZKURbN/GUds787zf6vWv6tT4yjtnfneb/AFetf1atZKURbN/GUds787zf6vWv6tT4yjtnfneb/V61/Vq1kpRFs38ZR2zvzvN/q9a/q1PjKO2d+d5v9XrX9WrWSlEWzfxlHbO/O83+r1r+rVaHELtldozipp6XpbXfEIXG2Tkd3IZTaoTBcTnOOZplKhuB0IrCdKIqpG1JdoTaWosoIQgYA7tJx7xXx/UN1ksJivSgptKisDu0jf2gZqmUqzlsveyrc7K4Va91UqxJ02bqTbkpKQz3SNgeo5sc3gPGqXAu022LLkN4JKgQeZAVnIx4j11JUq9n3ZuzQq1wzizlU/tiugAAkJ2/oD91Ptju34yP+mn91UylTesS+8VHyIh+UfJVY6nvBa7kzTyFQUU8icZHTw9Z99fBqW7JUFIkgFJBB7tP7qpVKpz5bWzFBDGDfKFXo+t9SRFocjXItrQsrSUto2JAB8PQBtUNzV99dU6pyalZfQW3OZlB5knw6bVRaVBkb3K/I3uVaY1fqCMyiOzciENjlSFNoVge0jNfTrTUn+0fc0j91USlVsO5VyhXE3r7VLfyboBjxDDf+GpS66qvV8CU3Wb34SnlGW0jA+YCqRSqnXdUDGjUBZ70h26O1DoO0Q7DpfieqNCgMojsIctEF5SUJSEgFbjKlK2HUkmq98ZJ2zPzvN/q9bPq9azUorkpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURf//Z" width="303px" alt="bitcoin price"/></p>
<p>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. 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. <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> The future of bitcoin and bitcoinâ€™s price remains uncertain. 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. Our new digital magazine goes beyond the daily headlines to put crypto and blockchain developments in perspective.</p>
<p>
<h2>More About Bitcoin</h2>
</p>
<p>Bitcoin was designed and created by an anonymous programmer, or possibly group of programmers, by the name of Satoshi Nakamoto. The hacker swindled 91 NFTs, including Bored Apes and Mutant Apes, worth about $3 million, crypto sleuth Zachxbt told Insider. Twitter icon A stylized bird with an open mouth, <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> tweeting. YouTube icon A play button in the shape of a television screen. 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.</p>
<p><a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a></p>
<p>These exchanges are online platforms where you can buy and sell cryptocurrencies. Conservative predictions of Bitcoin say the cryptocurrency will reach $100,000 by 2023, but more bullish crypto enthusiasts say $250,000 isnâ€™t far from sight. Big financial institutions have made their own predictions as well, with JPMorgan seeing a long-term high of $146,000 and Bloomberg saying it could hit $400,000 by 2022. 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.</p>
<p>
<h2>Bitcoin Predictions And The Future Of Crypto</h2>
</p>
<p>Bitcoin was created in 2009, with its first price being $0. 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. Investors should continue to hold and not worry about the fluctuations. No matter if crypto is going up or down, the best thing you can do is to not look at it. Set it and forget it like you would any traditional long-term investment account. If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Bitcoin has shown as steady a rise in value over the years as any other cryptocurrency on the market, so itâ€™s only reasonable for Bitcoin investors to be curious about how high it can ultimately go. Bitcoin had been stuck below $40,000 until it jumped 10% to above $42,000 following President Joe Bidenâ€™s March 9 signing of a sweeping executive order on cryptocurrency. The order calls for government agencies to create a plan to regulate cryptocurrency, and to consider a government-issued central bank digital currency.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="308px" alt="bitcoin price"/></p>
<p>Data may be intentionally delayed pursuant to supplier requirements. 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. Get the latest crypto news, updates, and reports by subscribing to our free newsletter. 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.</p>
<p>This event is now known as â€œBitcoin Pizza Day.â€ In July 2010, Bitcoin first started trading, with the Bitcoin price ranging from $0.0008 to $0.08 at that time. Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions. You can narrow down your search for the right platform by mostly paying attention to security and fees. If you plan to keep your crypto on your account with an exchange, make sure you choose an exchange that uses offline, cold storage, and has strong protections against theft.</p>
<p>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. Learn all about finances in next to no time with our weekly newsletter. Bitcoin is valuable thanks to its limited supply steadily increasing demand by a greater number of investors. It has also been described by some as an inflation hedge. Minutes from the Fedâ€™s March meeting last week showed the agencyâ€™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 â€” the largest surge since 1981. Bitcoin started the week on a weak note, with its value falling nearly 2% over the last seven days.</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is Bitcoin real money?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bitcoin is a form of digital cash that eliminates the need for central authorities such as banks or governments. Instead, Bitcoin uses a peer-to-peer internet network to confirm purchases directly between users. Bitcoin.org. Bitcoin: A Peer-to-Peer Electronic Cash System.</p>
</div></div>
</div>
<p>The word â€˜cryptoâ€™ in â€˜cryptocurrencyâ€™ comes from the word â€˜cryptographyâ€™, 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. Bitcoin and blockchain technology introduce solutions for real-world issues, seeking to help the unbanked population, combat counterfeiting and improve cross-border transactions to name a few. Even if we disregard the notion of bitcoin as a speculative asset or store of value, it is likely here to stay and disrupt many sectors. The percent change in trading volume for this asset compared to 7 days ago. The IRS considers cryptocurrency holdings to be â€œpropertyâ€ for tax purposes, which means your virtual currency is taxed in the same way as any other assets you own, like stocks or gold. 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. They are secure, but more susceptible to hacking than cold storage, which is when you store crypto offline on a piece of hardware.</p>
<p>
<h2>Who Are The Founders Of Bitcoin?</h2>
</p>
<p>At present, miners are heavily reliant on renewable energy sources, with estimates suggesting that Bitcoinâ€™s use of renewable energy may span anywhere from 40-75%. However, to this point, critics claim that increasing Bitcoinâ€™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. Any copying, republication or redistribution of Lipper content, including by caching, framing or similar means, is expressly prohibited without the prior written consent of Lipper. Lipper shall not be liable for any errors or delays in the content, or for any actions taken in reliance thereon. IG International Limited is part of the IG Group and its ultimate parent company is IG Group Holdings Plc. IG International Limited receives services from other members of the IG Group including IG Markets Limited. Any client with a notional size above this limit is at risk of having their cryptocurrency positions reduced.</p>
<p>The percentage of IG client accounts with positions in this market that are currently long or short. This is a visual representation of the price action in the market, over a certain period of time. Please ensure you understand how this product works and whether you can afford to take the high risk of losing money. Enter the number of bitcoins you have, and watch their value fluctuate over time. Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. If you are looking for quick access to your BTC to facilitate trading, you can consider storing your Bitcoin on the Binance exchange. Forks are the points where software is copied and modified, resulting in two chains with a shared original chain. Soft forks are upgrades that still allow un-upgraded nodes to interact with upgraded nodes.</p>
<p>Blockstream is a for-profit tech company that develops new infrastructure on the Bitcoin network, including Lightning Network and sidechains. Bitcoin users send and receive coins over the network by inputting the public-key information attached to each personâ€™s digital wallet. Over 2018, the entire crypto market plunged into what is now known as the â€œcrypto winterâ€ â€“ a yearlong bear market. The two major changes are the introduction of the Merkelized Abstract Syntax Tree and Schnorr Signature. MAST introduces a condition allowing the sender and recipient of a transaction to sign off on its settlement together. Schnorr Signature allows users to aggregate several signatures into one for a single transaction.</p>
<p>The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. Live tracking and notifications + flexible delivery and payment options. Until just before the decision, the solution known as Segwit2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. 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. There are also a number of initiatives including the Crypto Climate Accord and the Bitcoin Mining Council that aim to improve Bitcoinâ€™s carbon footprint by encouraging miners to use renewable sources of energy. No more bitcoin can be created and units of bitcoin cannot be destroyed.</p>
<p>
<ul>
<li>These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods.</li>
<li>Once youâ€™ve created your account, most exchanges will ask to connect your bank account or a debit card.</li>
<li>A soft fork is a change to the Bitcoin protocol wherein only previously valid blocks/transactions are made invalid.</li>
<li>It has also been described by some as an inflation hedge.</li>
<li>However, there are times when different countries and exchanges show different prices and understanding how much Bitcoin is will be a function of a personâ€™s location.</li>
</ul>
<p>Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information. NextAdvisor may receive compensation for some links to products and services on this website. 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 stolen. Donâ€™t share your private key with anyone, just like you wouldnâ€™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.</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can I buy a 1 Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The truth is that you can buy as little as $30 worth of bitcoin (and other cryptos). Whether you have 1 bitcoin, 15 bitcoins, or 0.01 bitcoins, you own bitcoin, and you are equally exposed to the ups and downs. It doesn&#8217;t matter how much you own.</p>
</div></div>
</div>
<p>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. Bitcoin mining is the process where miners contribute the processing power of their hardware rigs to solve cryptographic puzzles from each transaction on the Bitcoin blockchain. Miners receive BTC for solving cryptographic puzzles, and transactions are recorded in blocks that get added to the blockchain. Bitcoin is one of the most popular cryptocurrencies in the market.</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy Exchange Explains Why it Trusts Bitcoin SV in Virtual Meetup  &#8211;  <a href="https://t.co/EBm31zRLu7">https://t.co/EBm31zRLu7</a> <a href="https://twitter.com/hashtag/BusinessTips?src=hash&amp;ref_src=twsrc%5Etfw">#BusinessTips</a></p>
<p>&mdash; Sandra Hinshelwood (@Hinshelwood_S) <a href="https://twitter.com/Hinshelwood_S/status/1500670073534570501?ref_src=twsrc%5Etfw">March 7, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>Create a chart for any currency pair in the world to see their currency history. 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. To be sure, only a minority of bitcoin miners and bitcoin exchanges have said they will support the new currency.</p>
<p>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. IG International Limited is licensed to conduct investment business and digital asset business by the Bermuda Monetary Authority. The risks of loss from investing in CFDs can be substantial and the value of your investments may fluctuate. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money. Options added for millibitcoins, and 3 new cryptocurrencies. Bitcoin initially grew in part because it promised freedom from government-issued centralised authorities. Over the years though, it has developed into an asset class that many serious investors also have in their portfolios, and not just people who are following its digital ideals.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.realandintellectualproperty.com/bitcoin-to-usd-chart-btc/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Cryptocurrency Prices in India Today 25th July</title>
		<link>http://www.realandintellectualproperty.com/cryptocurrency-prices-in-india-today-25th-july/</link>
		<comments>http://www.realandintellectualproperty.com/cryptocurrency-prices-in-india-today-25th-july/#comments</comments>
		<pubDate>Thu, 21 Oct 2021 15:24:20 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Bitcoin Exchange]]></category>

		<guid isPermaLink="false">http://www.realandintellectualproperty.com/?p=1170</guid>
		<description><![CDATA[Content Prices and value history Bitcoin Price in USD We are checking your browser .. www.coinbase.com Breaking news Cryptoassets are unregulated in some EU countries and the UK. EToro USA LLC; Investments are subject to market risk, including the possible &#8230; <a href="http://www.realandintellectualproperty.com/cryptocurrency-prices-in-india-today-25th-july/">Continue reading <span class="meta-nav">&#8594;</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">Prices and value history</a></li>
<li><a href="#toc-1">Bitcoin Price in USD</a></li>
<li><a href="#toc-3">We are checking your browser .. www.coinbase.com</a></li>
<li><a href="#toc-4">Breaking news</a></li>
</ul>
</div>
<p>Cryptoassets are unregulated in some EU countries and the UK. EToro USA LLC; Investments are subject to market risk, including the possible loss of principal. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. Well, John McAfee says Bitcoinâ€™s price is going to be 2 million in USD in 2020. Lots of BTC holders are trying to speculate on the price, thatâ€™s understandable.</p>
<div style='border: grey solid 1px;padding: 11px;'>
<h3>Should You Buy the Crypto Dip While Bitcoin and Ethereum Prices Are Down? Hereâ€™s What Experts Say &#8211; NextAdvisor</h3>
<p>Should You Buy the Crypto Dip While Bitcoin and Ethereum Prices Are Down? Hereâ€™s What Experts Say.</p>
<p>Posted: Thu, 30 Jun 2022 07:00:00 GMT [<a href='https://time.com/nextadvisor/investing/cryptocurrency/should-i-buy-crypto-dip/' rel="nofollow">source</a>]</p>
</div>
<p>However, on a long-term scale, Bitcoin has usually proven to be a very lucrative investment. In fact, analysts have listed Bitcoin as the best-performing asset class of 2019, with 60% growth in less than two months. 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. The bitcoin misery index measures the momentum of bitcoin based on its price and volatility.</p>
<h2 id="toc-0">Prices and value history</h2>
<p>On Nov. 10, 2021, Bitcoin again reached an all-time high of $68,789 before closing at $64,995. Institutional interest propelled its price further upward, and Bitcoin reached a peak of $63,558 on April 12, 2021. In 2017, Bitcoin&#8217;s price hovered around $1,000 until it broke $2,000 in mid-May and then skyrocketed to $19,345.49 on Dec. 15. Bitcoin&#8217;s price slumped through 2014 and touched $315.21 at the start of 2015. Bitcoin had a price of zero when it was introduced in 2009. The smallest amount of BTC that somebody can own is 1 Satoshi, and there are 100,000,000 Satoshi in 1 BTC. This means that it is possible to buy and sell fractions of a Bitcoin. Project developments and news are further drivers of price.</p>
<ul>
<li>Project developments and news are further drivers of price.</li>
<li>Bitcoin represented a new world of possibilities and advantages over legacy currencies and financial systems.</li>
<li>Analysts are looking at a retracement to $0.58 if the coin goes below $0.77.</li>
<li>If people believe that Bitcoin is worth a specific amount, they will buy it, especially if they think it will increase in value.</li>
</ul>
<p>Also, the academic journal Ledger published its first issue. On 18 June 2014, it was announced that bitcoin payment service provider BitPay would become the new sponsor of St. Petersburg Bowl under a two-year deal, renamed the Bitcoin St. Petersburg Bowl. Bitcoin was to be accepted for ticket and concession sales at the game  as part of the sponsorship, and the sponsorship itself was also paid for using bitcoin. In June 2011, WikiLeaks and other organizations began to accept bitcoins for donations.</p>
<h2 id="toc-1">Bitcoin Price in USD</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, bitcoinâ€™s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. Whether Bitcoin is a good investment or not depends on your portfolio and risk appetite.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="308px" alt="1 bitcoin current price"/><br />
The creator is an unknown individual or group that goes by the name Satoshi Nakamoto with the idea of an electronic peer-to-peer cash system as it is written in a whitepaper. Until today, the true identity of Satoshi Nakamoto has not been verified though there has been speculation and rumor as to who Satoshi might be. Bitcoinâ€™s price is renowned for being highly volatile, but despite that, it has become the top performing asset of any class over the past decade â€“ climbing a staggering 9,000,000% between 2010 and 2020. Each bitcoin is made up of 100 million satoshis , making individual bitcoin divisible up to eight decimal places. That means anyone can purchase a fraction of a bitcoin with as little as one U.S. dollar. People whoâ€™re saying that  BTC will hit $100k and more are totally gone mad. Of course, Bitcoin price after halving may skyrocket but such jump seems pretty impossible for me now.</p>
<h2 id="toc-2">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. 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. Bitcoin wallets are digital programs or physical devices that  store your public key, your private key, and your passcode.</p>
<p>The Bitcoin price today is $22,062 USD with a 24 hour trading volume of $8.25B USD. These ads and others prompted many, many people to indeed download crypto exchange apps and, one would figure, get to investing. The most famous crypto story of these few days involved dogecoin, which went up rapidly before plummeting in short order. Should the diamond-handed spirit of these pivotal days have led you to spend $1,000 <a href="https://www.beaxy.com/buy-sell/xmr-btc/">https://www.beaxy.com/buy-sell/xmr-btc/</a> on Bitcoin, you would have lost 38 percent of that stake. Before they can be bought and sold, Bitcoins need to be mined. In November 2012, the Bitcoin reward for mining a block on the blockchain got cut in half, reducing the supply of new Bitcoins in circulation and eventually driving the price up. This is a roughly every-four-years mechanism of making Bitcoins more scarce and, it follows, more expensive.</p>
<p>Bitcoin is a proof-of-work-based blockchain and the first cryptocurrency that was created back in 2009. It is a decentralized digital currency that uses blockchain technology to facilitate trustless peer-to-peer transactions. If you want to invest in the most popular cryptocurrency and maintain your crypto portfolio, you need to know how the price of Bitcoin in India will fluctuate in the later part of 2022. Bitcoin&#8217;s price is expected to reach $100,000 by the end of 2022, rise to $256,117 by the end of 2025, and $1,010,923 by 2030, according to some experts. Over the last four months, Bitcoin has only been above $45,000 for a few brief periods, and it hasn&#8217;t been above $50,000 since December 25, 2021. Despite this, Bitcoin has remained above its 6-month low of $34,000 set in late January. Despite the ups and downs, Bitcoin&#8217;s current price is still a long way from its all-time high of $68,000 set in November. Read more about <a href="https://www.beaxy.com/buy-sell/wgr-btc/">wagerr coin price</a> here. According to some top experts, Mortgages having a 2 trillion-dollar market will soon show acceptance to Bitcoin which will led to increase of bitcoin price to 100,000$ mark by late 2022.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What was the highest price for 1 Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bitcoin&apos;s price moved sideways during this time, with a few small spikes. The highest peak was in January 2018, around $17,527. The lowest dip was around $3,236 in December 2018.</p>
</div></div>
</div>
<p>Bitcoin is a highly volatile asset class and requires a high risk appetite. 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 â€“ assuming demand for bitcoin remains high. In order to incentivize the distributed network of people verifying bitcoin transactions , a fee is attached to each transaction. The fee is awarded to whichever miner adds the transaction to a new block. Fees work on a first-price auction system, where the higher the fee attached to the transaction, the more likely a miner will process that transaction first. 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.</p>
<p>The price started fluctuating more as uncertainty about inflation and the emergence of a new variant of COVID-19, Omicron, continued to spook investors. By the summer of 2021, prices were down by 50%, hitting $29,796 on July 19. September saw another bull run, with prices scraping $52,693, but a large drawdown took it to a closing price of $40,710 about two weeks later. Bitcoin&#8217;s price rose again on April 13, 2011, from $1 to a peak of $29.60 by June 7, 2011, a gain of 2,960% within three months. Full BioSuzanne is a researcher, writer, and fact-checker.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Should I buy Ethereum now?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Right now, Ethereum is definitely considered a good investment. And, if you are looking to invest in it, now would probably be a good time to do so. While no investment is risk-free, investing in Ethereum has generated more than 10,000% return over the last few years.</p>
</div></div>
</div>
]]></content:encoded>
			<wfw:commentRss>http://www.realandintellectualproperty.com/cryptocurrency-prices-in-india-today-25th-july/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
