<?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>Makian &#187; Crypto News</title>
	<atom:link href="https://makian.com.br/category/crypto-news/feed/" rel="self" type="application/rss+xml" />
	<link>https://makian.com.br</link>
	<description></description>
	<lastBuildDate>Tue, 10 Jan 2023 19:40:04 +0000</lastBuildDate>
	<language>pt-BR</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.1.40</generator>
	<item>
		<title>Litecoin LTC Price Prediction 2022, 2023, 2025</title>
		<link>https://makian.com.br/litecoin-ltc-price-prediction-2022-2023-2025/</link>
		<comments>https://makian.com.br/litecoin-ltc-price-prediction-2022-2023-2025/#comments</comments>
		<pubDate>Wed, 28 Sep 2022 17:24:33 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=1921</guid>
		<description><![CDATA[Content LTC What are the differences between litecoin and bitcoin? Kucoin Scores Funding And Partnership From Wall Street Trading Giant The rewards for creating new blocks are halved as time goes on. By 2023, miners will earn just 6.25 LTC per verified transaction, compared to 50 LTC when Litecoin launched and 12.5 LTC in 2022. Litecoin processes transactions faster than bitcoin, which makes it viable as a common medium for daily transactions. It also has a larger circulating supply, which is helping in its widespread adoption but also keeping its [&#8230;]]]></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">LTC</a></li>
<li><a href="#toc-1">What are the differences between litecoin and bitcoin?</a></li>
<li><a href="#toc-3">Kucoin Scores Funding And Partnership From Wall Street Trading Giant</a></li>
</ul>
</div>
<p>The rewards for creating new blocks are halved as time goes on. By 2023, miners will earn just 6.25 LTC per verified transaction, compared to 50 LTC when Litecoin launched and 12.5 LTC in 2022. Litecoin processes transactions faster than bitcoin, which makes it viable as a common medium for daily transactions. It also has a larger circulating supply, which is helping in its widespread adoption but also keeping its value lower than bitcoin’s. The more coins that are in circulation for any currency, the lower the value, since there are more to go around. The maximum amount of litecoins that will be on the market in total has been set at 84 million, compared to the amount of bitcoins that are programmed in the Bitcoin protocol, which are 21 million.</p>
<p>Litecoin enables instant, near-zero cost payments to anyone in the world. Crypto exchange Kucoin said on Thursday that it had secured $10 million from Susquehanna International Group, one of Wall Street’s largest trading firms cofounded by U.S. billionaire Jeff Yass. Tesla lacks sufficient Bitcoin to fuel its factory cash burn. Meanwhile, mastering its supply chain problems and its inability to raise prices enough to cover rising costs raise concerns about further margin compression. The current price per unit of weight and currency will be displayed on the right. Read more about <a href="https://www.beaxy.com/faq/purchasing-crypto-through-simplex/">buy bitcoin simplex</a> here. The Holdings Calculator permits you to calculate the current value of your gold and silver.</p>
<h2 id="toc-0">LTC</h2>
<p>The project aimed not only to boost the rate of Litecoin’s price growth but also to promote LTC as a trustless peer-to-peer medium of exchange. Spread betting and CFDs allow you to trade on both rising and falling prices. You don’t have to own litecoin in order to sell it , which is not possible on cryptocurrency exchanges. Miners must successfully solve hash functions in order to add new blocks of a cryptocurrency to the blockchain. Litecoin and bitcoin use different mining algorithms, with Scrypt being the hash function used for litecoin, and SHA-256 the hash function used for bitcoin. Scrypt was initially chosen by the litecoin development team to avoid mining being dominated by ASIC-based miners. The Scrypt mining algorithm is more memory intensive, and this was initially less suited to ASIC miners, giving other miners more opportunity. However, Scrypt-capable ASIC-based miners have developed over time.</p>
<ul>
<li>Despite not being among the top 10 cryptocurrencies by market capitalization, Litecoin is still an incredibly popular cryptocurrency.</li>
<li>Bitcoin’s mining process runs on the SHA-256 hashing algorithm .</li>
<li>When either of the two factors exceeds or falls back, the network faces some sort of outage or downtime.</li>
</ul>
<p>After you’ve chosen your hardware, it’s time to install the mining software. ASIC machines usually come with pre-installed software, while with GPUs, you will have to do it on your own . The last difference between Bitcoin andLitecoin is the mining algorithm . On the same day that Minecraft announced it would be shutting down NFT applications using its game and technology, Square Enix went ahead and announce a slate of new NFTs attached to Final Fantasy VII. When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator. The spot price of Gold per Troy Ounce and the date and time of the price is shown below the calculator. Totals for Gold and Silver holdings including the ratio percent of gold versus silver will be calculated.</p>
<h2 id="toc-1">What are the differences between litecoin and bitcoin?</h2>
<p>However, it halves with every 840,000 mined coins, so the next step is 6.25 LTC per block. The process will continue at regular intervals until the 84,000,000th LTC is mined. The Litecoin ecosystem is based on an algorithm called Scrypt. The reason for that, according to Litecoin’s creator, is that Scrypt allows users to mineLTC andBTC simultaneously, which means that Litecoin won’t have to compete with Bitcoin for miners. Although Scrypt isn’t as complex as the SHA-256 algorithm, it helps make the whole network lighter by reducing the resources needed for mining.</p>
<p>The Litecoin network is scheduled to cap at 84 million currency units. It has a circulating supply of 71 Million LTC coins and a total supply of 84 Million. If you are looking to buy or sell Litecoin, FTX is currently the most active exchange. By most metrics, Bitcoin is likely a better long term store of value. Bitcoin has more institutional adoption, better security and a much larger network than Litecoin. Litecoin was able <a href="https://www.beaxy.com/exchange/btc-usd/">https://www.beaxy.com/exchange/btc-usd/</a> to send payments faster than Bitcoin, but now Bitcoin’s Lightning Network makes Litecoin look quite heavy. Keeping track of how Litecoin prices are changing can help you determine the best time to buy. If you aren’t sure where to start your search, consider a few of our favorite brokers currently supporting Litecoin trading below. The targeted block time is every 2.5 minutes for Litecoin, as opposed to Bitcoin&#8217;s 10 minutes.</p>
<h2 id="toc-2">Litecoin Experts Weigh in On Litecoin Projected Growth</h2>
<p>Consider starting with eToro’s practice account functionality, which provides you with $100,000 worth of fake virtual currency to hone your trading skills. With a clean interface and a number of unique tools, eToro can be an ideal option for intermediate investors and experts alike. Litecoin is merge mined with another prominent cryptocurrency , increasing miner compensation and network security for both blockchains. Litecoin or LTC is often referred to as the silver to Bitcoin’s gold and is one of the first &#8220;alternative&#8221; cryptocurrencies, aka Altcoins. Bitcoin is a digital or virtual currency created in 2009 that uses peer-to-peer technology to facilitate instant payments. Proof of work describes the process that allows the bitcoin network to remain robust by making the process of mining, or recording transactions, difficult. Since each individual&#8217;s situation is unique, a qualified professional should always  be consulted before making any financial decisions. Investopedia makes no representations or warranties as to the accuracy or timeliness of the information contained herein.</p>
<p>For example, an exchange that charges a 1% spread will charge you an extra $50 for every $5,000 invested on the platform. Luckily, Interactive Brokers is one of the few platforms that doesn&#8217;t charge a spread, so you won&#8217;t have to put up with any hidden fees. Third party vendors providing point of sale infrastructure for Litecoin include companies such as Verifone, BitPay, and Coingate. BitPay added support for Litecoin in 2021, with Litecoin initially accounting for less that 3% of BitPay transactions. As of June 2022, Litecoin had grown to represent 21% of BitPay transactions by payment count.</p>
<h2 id="toc-3">Kucoin Scores Funding And Partnership From Wall Street Trading Giant</h2>
<p>Perhaps themost impressive is Bitcoin, which is well on its way to approaching $70,000 soon if it sustains its bull run. Bullish LTC price prediction range is between $75.81 to $286.95. Looking for an alternative crypto network with high upside, trading at a significant discount to its peak? These widely owned digital currencies are being held anywhere from a couple of days to about three months.</p>
<p>Litecoin, for example, uses a PoW mechanism based on a Scrypt hashing function, unlike Bitcoin, which uses the SHA-256 algorithm. Aside from that, the mining difficulty for Litecoin changes every 3.5 days . In the middle of autumn 2022, the Litecoin cost will be traded at the average level of $83.05. Crypto analysts expect that in December 2022, the LTC price might fluctuate between $80.43 and $94.71. Crypto experts have analyzed Litecoin prices in 2022, so they are ready to provide their estimated trading average for September 2022 — $76.75. Crypto regulations in South Korea require exchanges to enforce strict KYC and AML guidelines and major crypto exchanges have delisted privacy coins in the past as well. Litecoin’s first major surge at the end of 2013 came hot on the heels of Bitcoin’s 2013 bull run, which no doubt drove the Litecoin rally. Earlier in the same year, Litecoin creator Charlie Lee was recruited by popular cryptocurrency platform Coinbase. This may have increased general awareness and confidence in Litecoin and contributed to its rally later that year. There have been some interesting moments in Litecoin’s long price history, and if you want to understand more about its movements, you’re in the right place.</p>
<p>Tenebrix replaced the SHA-256 rounds in Bitcoin&#8217;s mining algorithm with the scrypt function, which had been specifically designed in 2009 to be expensive to accelerate with FPGA or ASIC chips. This would allow Tenebrix to have been &#8220;GPU-resistant&#8221;, and utilize the available CPU resources from bitcoin miners. Tenebrix itself was a successor project to an earlier cryptocurrency which replaced Bitcoin&#8217;s issuance schedule with a constant block reward . However, the developers included a clause in the code that would allow them to claim  7.7 million TBX for themselves at no cost, which was criticized by users. Litecoin is a cryptocurrency, similar in lots of ways to bitcoin.<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='409px'/></a></p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/litecoin-ltc-price-prediction-2022-2023-2025/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Litecoin LTC Price Prediction 2022, 2023, 2025</title>
		<link>https://makian.com.br/litecoin-ltc-price-prediction-2022-2023-2025-2/</link>
		<comments>https://makian.com.br/litecoin-ltc-price-prediction-2022-2023-2025-2/#comments</comments>
		<pubDate>Tue, 20 Sep 2022 13:05:19 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=1949</guid>
		<description><![CDATA[Content LTC What are the differences between litecoin and bitcoin? Kucoin Scores Funding And Partnership From Wall Street Trading Giant The rewards for creating new blocks are halved as time goes on. By 2023, miners will earn just 6.25 LTC per verified transaction, compared to 50 LTC when Litecoin launched and 12.5 LTC in 2022. Litecoin processes transactions faster than bitcoin, which makes it viable as a common medium for daily transactions. It also has a larger circulating supply, which is helping in its widespread adoption but also keeping its [&#8230;]]]></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">LTC</a></li>
<li><a href="#toc-1">What are the differences between litecoin and bitcoin?</a></li>
<li><a href="#toc-3">Kucoin Scores Funding And Partnership From Wall Street Trading Giant</a></li>
</ul>
</div>
<p>The rewards for creating new blocks are halved as time goes on. By 2023, miners will earn just 6.25 LTC per verified transaction, compared to 50 LTC when Litecoin launched and 12.5 LTC in 2022. Litecoin processes transactions faster than bitcoin, which makes it viable as a common medium for daily transactions. It also has a larger circulating supply, which is helping in its widespread adoption but also keeping its value lower than bitcoin’s. The more coins that are in circulation for any currency, the lower the value, since there are more to go around. The maximum amount of litecoins that will be on the market in total has been set at 84 million, compared to the amount of bitcoins that are programmed in the Bitcoin protocol, which are 21 million.</p>
<p>Litecoin enables instant, near-zero cost payments to anyone in the world. Crypto exchange Kucoin said on Thursday that it had secured $10 million from Susquehanna International Group, one of Wall Street’s largest trading firms cofounded by U.S. billionaire Jeff Yass. Tesla lacks sufficient Bitcoin to fuel its factory cash burn. Meanwhile, mastering its supply chain problems and its inability to raise prices enough to cover rising costs raise concerns about further margin compression. The current price per unit of weight and currency will be displayed on the right. Read more about <a href="https://www.beaxy.com/faq/purchasing-crypto-through-simplex/">buy bitcoin simplex</a> here. The Holdings Calculator permits you to calculate the current value of your gold and silver.</p>
<h2 id="toc-0">LTC</h2>
<p>The project aimed not only to boost the rate of Litecoin’s price growth but also to promote LTC as a trustless peer-to-peer medium of exchange. Spread betting and CFDs allow you to trade on both rising and falling prices. You don’t have to own litecoin in order to sell it , which is not possible on cryptocurrency exchanges. Miners must successfully solve hash functions in order to add new blocks of a cryptocurrency to the blockchain. Litecoin and bitcoin use different mining algorithms, with Scrypt being the hash function used for litecoin, and SHA-256 the hash function used for bitcoin. Scrypt was initially chosen by the litecoin development team to avoid mining being dominated by ASIC-based miners. The Scrypt mining algorithm is more memory intensive, and this was initially less suited to ASIC miners, giving other miners more opportunity. However, Scrypt-capable ASIC-based miners have developed over time.</p>
<ul>
<li>Despite not being among the top 10 cryptocurrencies by market capitalization, Litecoin is still an incredibly popular cryptocurrency.</li>
<li>Bitcoin’s mining process runs on the SHA-256 hashing algorithm .</li>
<li>When either of the two factors exceeds or falls back, the network faces some sort of outage or downtime.</li>
</ul>
<p>After you’ve chosen your hardware, it’s time to install the mining software. ASIC machines usually come with pre-installed software, while with GPUs, you will have to do it on your own . The last difference between Bitcoin andLitecoin is the mining algorithm . On the same day that Minecraft announced it would be shutting down NFT applications using its game and technology, Square Enix went ahead and announce a slate of new NFTs attached to Final Fantasy VII. When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator. The spot price of Gold per Troy Ounce and the date and time of the price is shown below the calculator. Totals for Gold and Silver holdings including the ratio percent of gold versus silver will be calculated.</p>
<h2 id="toc-1">What are the differences between litecoin and bitcoin?</h2>
<p>However, it halves with every 840,000 mined coins, so the next step is 6.25 LTC per block. The process will continue at regular intervals until the 84,000,000th LTC is mined. The Litecoin ecosystem is based on an algorithm called Scrypt. The reason for that, according to Litecoin’s creator, is that Scrypt allows users to mineLTC andBTC simultaneously, which means that Litecoin won’t have to compete with Bitcoin for miners. Although Scrypt isn’t as complex as the SHA-256 algorithm, it helps make the whole network lighter by reducing the resources needed for mining.</p>
<p>The Litecoin network is scheduled to cap at 84 million currency units. It has a circulating supply of 71 Million LTC coins and a total supply of 84 Million. If you are looking to buy or sell Litecoin, FTX is currently the most active exchange. By most metrics, Bitcoin is likely a better long term store of value. Bitcoin has more institutional adoption, better security and a much larger network than Litecoin. Litecoin was able <a href="https://www.beaxy.com/exchange/btc-usd/">https://www.beaxy.com/exchange/btc-usd/</a> to send payments faster than Bitcoin, but now Bitcoin’s Lightning Network makes Litecoin look quite heavy. Keeping track of how Litecoin prices are changing can help you determine the best time to buy. If you aren’t sure where to start your search, consider a few of our favorite brokers currently supporting Litecoin trading below. The targeted block time is every 2.5 minutes for Litecoin, as opposed to Bitcoin&#8217;s 10 minutes.</p>
<h2 id="toc-2">Litecoin Experts Weigh in On Litecoin Projected Growth</h2>
<p>Consider starting with eToro’s practice account functionality, which provides you with $100,000 worth of fake virtual currency to hone your trading skills. With a clean interface and a number of unique tools, eToro can be an ideal option for intermediate investors and experts alike. Litecoin is merge mined with another prominent cryptocurrency , increasing miner compensation and network security for both blockchains. Litecoin or LTC is often referred to as the silver to Bitcoin’s gold and is one of the first &#8220;alternative&#8221; cryptocurrencies, aka Altcoins. Bitcoin is a digital or virtual currency created in 2009 that uses peer-to-peer technology to facilitate instant payments. Proof of work describes the process that allows the bitcoin network to remain robust by making the process of mining, or recording transactions, difficult. Since each individual&#8217;s situation is unique, a qualified professional should always  be consulted before making any financial decisions. Investopedia makes no representations or warranties as to the accuracy or timeliness of the information contained herein.</p>
<p>For example, an exchange that charges a 1% spread will charge you an extra $50 for every $5,000 invested on the platform. Luckily, Interactive Brokers is one of the few platforms that doesn&#8217;t charge a spread, so you won&#8217;t have to put up with any hidden fees. Third party vendors providing point of sale infrastructure for Litecoin include companies such as Verifone, BitPay, and Coingate. BitPay added support for Litecoin in 2021, with Litecoin initially accounting for less that 3% of BitPay transactions. As of June 2022, Litecoin had grown to represent 21% of BitPay transactions by payment count.</p>
<h2 id="toc-3">Kucoin Scores Funding And Partnership From Wall Street Trading Giant</h2>
<p>Perhaps themost impressive is Bitcoin, which is well on its way to approaching $70,000 soon if it sustains its bull run. Bullish LTC price prediction range is between $75.81 to $286.95. Looking for an alternative crypto network with high upside, trading at a significant discount to its peak? These widely owned digital currencies are being held anywhere from a couple of days to about three months.</p>
<p>Litecoin, for example, uses a PoW mechanism based on a Scrypt hashing function, unlike Bitcoin, which uses the SHA-256 algorithm. Aside from that, the mining difficulty for Litecoin changes every 3.5 days . In the middle of autumn 2022, the Litecoin cost will be traded at the average level of $83.05. Crypto analysts expect that in December 2022, the LTC price might fluctuate between $80.43 and $94.71. Crypto experts have analyzed Litecoin prices in 2022, so they are ready to provide their estimated trading average for September 2022 — $76.75. Crypto regulations in South Korea require exchanges to enforce strict KYC and AML guidelines and major crypto exchanges have delisted privacy coins in the past as well. Litecoin’s first major surge at the end of 2013 came hot on the heels of Bitcoin’s 2013 bull run, which no doubt drove the Litecoin rally. Earlier in the same year, Litecoin creator Charlie Lee was recruited by popular cryptocurrency platform Coinbase. This may have increased general awareness and confidence in Litecoin and contributed to its rally later that year. There have been some interesting moments in Litecoin’s long price history, and if you want to understand more about its movements, you’re in the right place.</p>
<p>Tenebrix replaced the SHA-256 rounds in Bitcoin&#8217;s mining algorithm with the scrypt function, which had been specifically designed in 2009 to be expensive to accelerate with FPGA or ASIC chips. This would allow Tenebrix to have been &#8220;GPU-resistant&#8221;, and utilize the available CPU resources from bitcoin miners. Tenebrix itself was a successor project to an earlier cryptocurrency which replaced Bitcoin&#8217;s issuance schedule with a constant block reward . However, the developers included a clause in the code that would allow them to claim  7.7 million TBX for themselves at no cost, which was criticized by users. Litecoin is a cryptocurrency, similar in lots of ways to bitcoin.<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='409px'/></a></p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/litecoin-ltc-price-prediction-2022-2023-2025-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bitcoin Price Btc Inr</title>
		<link>https://makian.com.br/bitcoin-price-btc-inr/</link>
		<comments>https://makian.com.br/bitcoin-price-btc-inr/#comments</comments>
		<pubDate>Fri, 26 Aug 2022 08:22:56 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=1910</guid>
		<description><![CDATA[The history of bitcoin started with its invention and implementation by Satoshi Nakamoto, who integrated many existing ideas from the cryptography community. Over the course of bitcoin&#8217;s history, it has undergone rapid growth to become a significant store of value both on- and offline. From the mid-2010s, some businesses began accepting bitcoin in addition to traditional currencies. The live price of BTC is $ 41,499.98 per (BTC / USD) today with bitcoin converter a current market cap of $ 789.19B USD. CoinDesk is an independent operating subsidiary of Digital Currency [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The history of bitcoin started with its invention and implementation by Satoshi Nakamoto, who integrated many existing ideas from the cryptography community. Over the course of bitcoin&#8217;s history, it has undergone rapid growth to become a significant store of value both on- and offline. From the mid-2010s, some businesses began accepting bitcoin in addition to traditional currencies. The live price of BTC is $ 41,499.98 per (BTC / USD) today with <a href="https://www.beaxy.com/market/btc/">bitcoin converter</a> a current market cap of $ 789.19B USD. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG.</p>
<ul>
<li>In July 2011, the operator of Bitomat, the third-largest bitcoin exchange, announced that he had lost access to his wallet.dat file with about 17,000 bitcoins (roughly equivalent to US$220,000 at that time).</li>
<li>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.</li>
<li>Bitcoin is a good place for beginner crypto investors to start, according to the experts we’ve talked to.</li>
<li>For example, gold&#8217;s value comes from the costs of extraction and certain qualitative factors, such as luster and purity content.</li>
<li>Many governments and societies have found that fiat currency is the most durable and least susceptible to loss of value over time.</li>
<li>Banks, governments, and other third parties have no control over the funds on the Bitcoin network.</li>
</ul>
<p>Since your personal computer is connected to the internet, it has the potential to be infected by malware or spywares which could compromise your funds. Learn all about finances in next to no time with our weekly newsletter. Bitcoin’s rise in value and popularity has been steady, if not without its ups and downs. But there are no guarantees when it comes to investing in crypto. As quickly as Bitcoin falls, it can just as rapidly climb again. Volatility is the norm for crypto, mostly due to it being an immature market. There are also new regulations and policies that are constantly reshaping the market and causing drastic swings — and hype on social media.</p>
<h2>Bitcoin Value Proposition</h2>
<p>These can be software applications, or physical hardware wallets. In each case, the wallets are cryptographically secured, and to send ‘bitcoins’ or ‘BTC,’ users need to have access to a passphrase called a ‘private key’. Yes, as bitcoin has grown to become more widely adopted, there are various derivative products being launched that allows you to short sell bitcoin. If you are an institutional investor, CME and Bakkt provide regulated bitcoin futures products which you can participate to long or short bitcoin. Alternatively, there are many other cryptocurrency derivative exchanges such as BitMEX, Binance Futures, FTX, Deribit, and more.</p>
<p>Bitcoin is a digital or virtual currency created in 2009 that uses peer-to-peer technology to facilitate instant payments. While Bitcoin has several money-like features, economists and regulators remain unconvinced that Bitcoin currently acts as money. This is because relatively few transactions are conducted in Bitcoins and very few things are denominated in Bitcoins. While people may trade Bitcoin in large volume and transfer value across the network, little commercial activity still takes place. Monetarists try to value bitcoin as they would money, using the supply of money, its velocity, and the value of goods produced in an economy. The predominant medium of exchange is government-backed money, and for our model, we will focus solely on that.</p>
<h2>Time To Upgrade!</h2>
<p>A fork referring to a blockchain is defined variously as a blockchain split into two paths forward, or as a change of protocol rules. Accidental forks on the bitcoin network regularly occur as part of the mining process. They happen when two miners find a block at a similar point in time. This fork is subsequently resolved by the software which automatically chooses the longest chain, thereby orphaning the extra blocks added to the shorter chain . On 1 September 2020, the Wiener Börse listed its first 21 titles denominated in cryptocurrencies like bitcoin, including the services of real-time quotation and securities settlement. On 24 January 2018, the online payment firm Stripe announced that it would phase out its support for bitcoin payments by late April 2018, citing declining demand, rising fees and longer transaction times as the reasons.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What happens if bitcoin reaches max supply?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>What Happens to Mining Fees When Bitcoin&#8217;s Supply Limit Is Reached? Bitcoin mining fees will disappear when the Bitcoin supply reaches 21 million. Miners will likely earn income only from transaction processing fees, rather than a combination of block rewards and transaction fees.</p>
</div></div>
</div>
<p>When you’re using the Instant Buy option, you can see how much to pay for the exact amount of crypto according to the current market price. So, you don’t need to check the crypto prices every time you make a purchase. The anonymous nature of cryptocurrencies attracts scammers and bad actors. So the reliable crypto exchange should maintain the KYC checks and verify customers’ <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> identity to prevent possible frauds. As a rule, verification takes a few minutes to provide necessary information and photos. And it keeps your account secure from unauthorized actions. They just used a concept and a protocol created back in 1991, add some improvements, and presented the model of the decentralized financial system and the first cryptocurrency.</p>
<p>Below, you&#8217;ll also find popular converter value denominations in USD. Bitcoins can be transferred from a bitcoin exchanges to one of many bitcoin wallets, ranging from online options to ‘cold storage’. 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, bitcoin’s price continued to surge dramatically throughout 2017 until BTC peaked at its previous long-standing all-time high of $19,850. &#8220;A South Korean cryptocurrency exchange files for bankruptcy after hack, says users will get 75% of assets for now&#8221;.</p>
<p>In October 2020, PayPal announced that it would allow its users to buy and sell bitcoin on its platform, although not to deposit or withdraw bitcoins. On 2 July 2020, the Indian company 69 Shares started to quote a set of bitcoin exchange-traded products on the Xetra trading system of the Deutsche Boerse. In September 2014 TeraExchange, LLC, received approval from the U.S.Commodity Futures Trading Commission &#8220;CFTC&#8221; to begin listing an over-the-counter swap product based on the price of a bitcoin. The CFTC swap product approval marks the first time a U.S. regulatory agency approved a bitcoin financial product. The Electronic Frontier Foundation, a non-profit group, started accepting bitcoins in January 2011, then stopped accepting them in June 2011, citing concerns about a lack of legal precedent about new currency systems. The EFF&#8217;s decision was reversed on 17 May 2013 when they resumed accepting bitcoin. As the supply diminishes, demand for cryptocurrency has increased. Investors are clamoring for a slice of the ever-increasing profit pie that results from trading its limited supply. What makes double-spending unlikely, though, is the size of the Bitcoin network.</p>
<p>It is a decentralized digital currency that is based on cryptography. As such, it can operate without the need of a central authority like a central bank or a company. It is unlike government-issued or fiat currencies such as US Dollars or Euro in which they are controlled by the country’s central bank. The decentralized nature allows it to operate on a peer-to-peer network whereby users are able to send funds to each other without going through intermediaries. First, you’ll want to choose a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies. Depending on the exchange you choose, you may need to provide information like your Social Security number, ID, and your source of income when you create your account. Once you’ve created your account, most exchanges will ask to connect your bank account or a debit card. That way, you can fund it with fiat currency, like U.S. dollars, to buy Bitcoin.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy recent activity:</p>
<p>Volume Rank: 320 out of 583<br />24H Volume: $20.05K<br />30D Volume: $3.43M<a href="https://t.co/vbIwjLGg9B">https://t.co/vbIwjLGg9B</a><a href="https://twitter.com/search?q=%24beaxy&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$beaxy</a> <a href="https://twitter.com/hashtag/LunarCrush?src=hash&amp;ref_src=twsrc%5Etfw">#LunarCrush</a></p>
<p>&mdash; johansyah coga (@johan_syah) <a href="https://twitter.com/johan_syah/status/1498493523217182723?ref_src=twsrc%5Etfw">March 1, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>As much as Bitcoin is a digital gold, it has only been around for about 10 years. In comparison to gold which has been a widely known store of value for over hundreds of years. A Bitcoin miner will use his or her computer rigs to validate Alice’s transaction to be added into the ledger. In order to stop a miner from adding any arbitrary transactions, they will need to solve a complex puzzle. Only if the miner is able to solve the puzzle , which happens at random, then he or she is able to add the transactions into the ledger and the record is final. Alice will have to broadcast her transaction to the network that she intends to send $1 to Bob in equivalent amount of bitcoin. How would the system be able to determine that she has enough bitcoin to execute the transaction and also to ensure she does not double spend that same amount. 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.</p>
<h2>Is Bitcoin Money?</h2>
<p>Whether Bitcoin is a good investment for you depends entirely on your own preferences, risk aversion, and investment needs. Nobody can say whether Bitcoin, or any other asset, is a good investment with certainty. There are custodial services for those who wish to entrust a third party with safeguarding their funds, but otherwise, the user is solely responsible. Transaction fees on the network vary, and increase during periods of congestion – however, with no overhead costs, the fees are still lower than with wire transfers or other forms of international money transfer. Service on the network is not restricted by times, time zones, bank holidays – there are no interruptions, and value can be sent and received within minutes at any time. The inclusion of a moderate Bitcoin investment in a diverse portfolio has also been shown to increase the Sharpe ratio of that portfolio and actually reduce volatility. Of course, there is no guarantee that Bitcoin’s price will continue to increase as it has done in the past. 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.<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='407px'/></a><br />
Some exchanges also have independent insurance policies to help protect investors from potential hacking. Conservative predictions of Bitcoin say the cryptocurrency will reach $100,000 by 2023, but more bullish crypto enthusiasts say $250,000 isn’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>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What was Bitcoins lowest price?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bitcoin&#8217;s first price was $0.</p>
</div></div>
</div>
<p>The latest inflation report shows consumer prices rose by 8.5% from a year ago — the largest surge since 1981. Bitcoin started the week on a weak note, with its value falling nearly 3% over the last 24 hours. Bitcoin’s price tumbled to just below $40,000 Monday, sliding near $39,500. Significant percentage of bitcoin mining uses renewable energy instead of traditional energy sources that are bad for the environment. The largest cryptocurrency continues to rebound from a five-week low. This method of requiring miners to use machines and spend time and energy trying to achieve something is known as a proof-of-work system and is designed to deter malicious agents from spamming or disrupting the network. No more bitcoin can be created and units of bitcoin cannot be destroyed. Holders who store their own bitcoin have complete control over it. It cannot be accessed without the holder’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="data:image/jpeg;base64,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" width="309px" alt="price of bitcoin in dollars"/><br />
Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. To use Ethereum, developers have to buy and pay fees to the network in Ethereum’s native digital currency, ether. Bitcoin is one of the most popular cryptocurrencies in the market. First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto market’s number one spot according to market capitalization. Bitcoin paved the way for many existing altcoins in the market and marked a pivotal moment for digital payment solutions. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results. CoinDesk is an independently managed media company, wholly owned by the Digital Currency Group, which invests in cryptocurrencies and blockchain startups. DCG has no operational input into the selection or duration of CoinDesk content in all its forms.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much should I invest in Bitcoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>You should invest in Bitcoin somewhere around 5% to 30% of your investment capital. I consider 5% to be very safe and 30% to be pretty risky. Personally, I sit most of the time between 15% and 50%.</p>
</div></div>
</div>
<p>In March, the bitcoin transaction log, called the blockchain, temporarily split into two independent chains with differing rules on how transactions were accepted. For six hours two bitcoin networks operated at the same time, each with its own version of the transaction history. The core developers called for a temporary halt to transactions, sparking a sharp sell-off. Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software. The Mt. Gox exchange briefly halted bitcoin deposits and the exchange rate briefly dipped by 23% to $37 as the event occurred before recovering to previous level of approximately $48 in the following hours. Bitcoin price again reached an all-time high in 2021, as values exceeded over 65,000 USD in February 2021, April 2021 and November 2021. The first two were due to events involving Tesla and Coinbase, respectively, whilst the latter.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="price of bitcoin in dollars"/></p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/bitcoin-price-btc-inr/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Btc Cm=</title>
		<link>https://makian.com.br/btc-cm/</link>
		<comments>https://makian.com.br/btc-cm/#comments</comments>
		<pubDate>Wed, 17 Aug 2022 14:46:05 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=1997</guid>
		<description><![CDATA[The two researchers based their suspicion on an analysis of the network of bitcoin transactions. These allegations were contested and Ron and Shamir later retracted their claim. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. If you want to exchange Bitcoins to another cryptocurrency, go to the Exchange tab. What you should do next is just select the currencies from the drop-down list and click Exchange Now button. Right after that you’ll have [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The two researchers based their suspicion on an analysis of the network of bitcoin transactions. These allegations were contested and Ron and Shamir later retracted their claim. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. If you want to exchange Bitcoins to another cryptocurrency, go to the Exchange tab. What you should do next is just select the currencies from the drop-down list and click Exchange Now button. Right after that you’ll have the desired coins or tokens on your CEX.IO account. Finance analytics believe that there are a few main drivers that affect BTC and most altcoins. The strongest one is probably the global adoption and popularity.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/sectionTrade-img.png" width="308px" alt="bitcoin to dollars"/><br />
We use the enhanced security measures to protect your funds and keep them on cold wallets, away from possible online hacks. However, it doesn’t mean that you can not withdraw your digital funds when you need them. To cover the customers’ transactions, CEX.IO keeps the company’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. Higher volume typically means a given cryptocurrency has more market liquidity, meaning more ability for investors to sell an investment when they want to realize a profit. It represents how much crypto is bought and sold over a period of time, typically 24 hours. Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions. NextAdvisor’s price tracker shows historical price, trading volume, market capitalization, and other important metrics for investors, especially those who are just starting to dip their toes into crypto investing.</p>
<h2>Stocks Mixed Amid China Covid Restrictions, U S Dollar At Multiyear Highs</h2>
<p>And high liquidity means fast execution of even large-volume trading orders. Instant Buy Buy crypto with your credit or debit card in a few clicks. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. © 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved. Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information. NextAdvisor may receive compensation for some links to products and services on this website. The invention of the Bitcoin currency was simultaneous to the invention of Bitcoin as a blockchain, and it was the first of its kind in history. It was created in 2009 by an anonymous person or group of people, known pseudonymously as Satoshi Nakamoto.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How do I cash out 1 million bitcoins?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Cashing out Bitcoin is best done via a third-party broker, over-the-counter trading, or on a third-party trading platform. You can also trade it peer-to-peer. Cashing out a massive amount of Bitcoin comes with limited restrictions on daily withdrawals.</p>
</div></div>
</div>
<p>Bitcoin has a global 24-hour trading volume of $28,127,219,180. Bitcoin can be traded across 493 different markets and is most actively traded in Binance. Because bitcoin cash initially drew its value from bitcoin&#8217;s market cap, it caused bitcoin&#8217;s value to drop by an amount proportional to its adoption on launch. Bitcoin cash came out of left field, according to Charles Morris, a chief investment <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> officer of NextBlock Global, an investment firm with digital assets. The new software has all the history of the old platform; however, bitcoin cash blocks have a capacity 8 megabytes. Supporters of the newly formed bitcoin cash believe the currency will &#8220;breath new life into&#8221; the nearly 10-year-old bitcoin by addressing some of the issues facing bitcoin of late, such as slow transaction speeds.</p>
<h2>How To Create The Cryptocurrency Wallet On Exmo?</h2>
<p>Generally, if you’re using a beginner-friendly platform like Coinbase or PayPal, you can simply enter the amount in dollars you want to trade for Bitcoin, and buy at the current rate . If you use an exchange designed for more active trading, you may have the option to place both market and limit orders. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin to dollars</a> there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. This option might, however, be preferable for people who make digital purchases regularly and don’t want the hassle of transferring their money from a bank to a digital wallet.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/LunarOpinions?src=hash&amp;ref_src=twsrc%5Etfw">#LunarOpinions</a> Would you recommend trading on Beaxy?</p>
<p>90.6% Yes<br />4.274% No<br />5.128% No opinion</p>
<p>Data represents opinions given on LunarCrush over the last 24 hours.<a href="https://t.co/vOlKvVnhjW">https://t.co/vOlKvVnhjW</a></p>
<p>&mdash; johansyah coga (@johan_syah) <a href="https://twitter.com/johan_syah/status/1498493682672013315?ref_src=twsrc%5Etfw">March 1, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>&#8220;Ex-boss of MtGox bitcoin exchange arrested in Japan over lost $390m&#8221;. &#8220;Transaction details for bitcoins stolen from Instawallet&#8221;. Geuss, Megan &#8220;Bitcoinica users sue for $460k in lost bitcoins&#8221;. &#8220;El Salvador looks to become the world&#8217;s first country to adopt bitcoin as legal tender&#8221;. Our transaction growth of nearly 3x [&#8230;] Many of the businesses we’ve signed up over the years have started using BitPay for B2B supply chain payments.</p>
<p>While a company can issue more stock options, there will only ever be 21 million Bitcoins. So even if the value of the dollar plummets, Bitcoin, like gold, will retain a separate value in theory. There are hundreds of cryptocurrency exchanges you can use to buy crypto online, but a few of the more popular ones are Coinbase, Gemini, and Kraken. These exchanges are online platforms where you can buy and sell cryptocurrencies. Many exchanges let you to leave your investment within your account, which is easiest for most beginners. But if you want to further secure your digital assets, you can transfer them into a hot or cold wallet. Bitcoin users predict 94% of all bitcoins will have been released by 2024. As the total number creeps toward the 21 million mark, many suspect the profits miners once made creating new blocks will become so low they&#8217;ll become negligible. But with more bitcoins in circulation, people also expect transaction fees to rise, possibly making up the difference. 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.</p>
<ul>
<li>Editorial content from NextAdvisor is separate from TIME editorial content and is created by a different team of writers and editors.</li>
<li>They’re all basically the same except in their layout, design, and fee schedule.</li>
<li>The article also stated the currency would be accepted in five locations, including the front desk and certain restaurants.</li>
<li>On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable.</li>
<li>In October 2012, BitPay reported having over 1,000 merchants accepting bitcoin under its payment processing service.</li>
</ul>
<p>Bitcoin has a much more extensive track record compared to other cryptos, though it’s still in its relative infancy compared to the 200+ year history of the U.S. stock market. Just like you shouldn’t let a price drop influence your decision to buy Bitcoin, don’t let a sudden price increase alter your long-term investment strategy. Even more importantly, don’t start buying more Bitcoin just because the price is rising. Bitcoin is a good place for beginner crypto investors to start, according to the experts we’ve talked to.</p>
<p>For example, Japan passed a law to accept bitcoin as a legal payment method, and Russia has announced that it will legalize the use of cryptocurrencies such as bitcoin. In October 2013, the FBI seized roughly 26,000 BTC from website Silk Road during the arrest of alleged owner Ross William Ulbricht. Two companies, Robocoin and Bitcoiniacs launched the world&#8217;s first bitcoin ATM on 29 October 2013 in Vancouver, BC, Canada, allowing clients to sell or purchase bitcoin currency at a downtown coffee shop. Chinese internet giant Baidu had allowed clients of website security services to pay with bitcoins. Satoshis) to each of two different addresses on the network. Within hours, the transaction was spotted, the bug was fixed, and the blockchain was forked by miners using an updated version of the bitcoin protocol.</p>
<p>The answer is simple — the higher the trading volume is, the more people are supporting the current trend. So, if you can see a significant increase or decrease in the BTC price, but the trading volume pillar is lower than many others shown nearby, that means market participants will most likely don’t support this shift. Theoretically, the price will soon return to the previous level. Overall, Bitcoin is considered a highly speculative and risky asset compared to conventional investments. While there is no guarantee you will get any of your money back, Bitcoin has become the most valuable and commonly held among the thousands of cryptocurrencies that have since been created. As the first cryptocurrency, Bitcoin has the longest record for investors to consider. The potential reward comes with higher risk, so make sure any investment in Bitcoin is included in your broader portfolio’s riskier, more aggressive allocation. Exchange fees can vary greatly, and may be applied as a flat fee upfront or as a percentage of your trades.</p>
<p>Bitcoins can be stored in a bitcoin cryptocurrency wallet. Theft of bitcoin has been documented on numerous occasions. At other times, bitcoin exchanges have shut down, taking their clients&#8217; bitcoins with them. A Wired study published April 2013 showed that 45 percent of bitcoin exchanges end up closing. Bitcoin is a cryptocurrency, a digital asset that uses cryptography to control its creation and management, rather than relying on central authorities.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How many Bitcoins are in 50 dollars?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Historical Exchange Rate Graph for USD to BTC</p>
<p> The conversion value for 50 USD to 0.001259 BTC.</p>
</div></div>
</div>
<p>On 26 October 2013, a Hong Kong–based bitcoin trading platform owned by Global Bond Limited vanished with 30 million yuan (US$5 million) from 500 investors. Treasury extended its anti-money laundering regulations to processors of bitcoin transactions. In October 2020, PayPal announced that it would allow its users to buy and sell bitcoin on its platform, although not to deposit or withdraw bitcoins. On 2 July 2020, the Indian company 69 Shares started to quote a set of bitcoin exchange-traded products on the Xetra trading system of the Deutsche Boerse. In May 2013, Ted Nelson speculated that Japanese mathematician Shinichi Mochizuki is Satoshi Nakamoto. Later in 2013 the Israeli researchers Dorit Ron and Adi Shamir pointed to Silk Road-linked Ross William Ulbricht as the possible person behind the cover.</p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/btc-cm/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bitcoin Cash BTH Price Prediction 2022, 2023, 2025</title>
		<link>https://makian.com.br/bitcoin-cash-bth-price-prediction-2022-2023-2025/</link>
		<comments>https://makian.com.br/bitcoin-cash-bth-price-prediction-2022-2023-2025/#comments</comments>
		<pubDate>Thu, 23 Jun 2022 10:47:00 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=1947</guid>
		<description><![CDATA[Content Crypto Market Cap Climbs 15% After Ethereum Merge Date Revelation Will Bitcoin SV BSV go up? Research Suggest Bitcoin Price Rally in 2017 December was Manipulated They’re predicting that its current price will drop by over 25% in just under a year, going down to $65. The “SV” in Bitcoin SV’s name stands for “Satoshi’s Vision” and represents BSV’s goal to become the cryptocurrency Nakamoto always envisioned. Only time will tell whether it will ever be able to achieve such ambitious goals — but if it does, then it [&#8230;]]]></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">Crypto Market Cap Climbs 15% After Ethereum Merge Date Revelation</a></li>
<li><a href="#toc-1">Will Bitcoin SV BSV go up?</a></li>
<li><a href="#toc-4">Research Suggest Bitcoin Price Rally in 2017 December was Manipulated</a></li>
</ul>
</div>
<p>They’re predicting that its current price will drop by over 25% in just under a year, going down to $65. The “SV” in Bitcoin SV’s name stands for “Satoshi’s Vision” and represents BSV’s goal to become the cryptocurrency Nakamoto always envisioned. Only time will tell whether it will ever be able to achieve such ambitious goals — but if it does, then it has all the chances to become the next number one cryptocurrency. There are few people in the crypto community who have not heard the name Satoshi Nakomoto at least in passing. The famous anonymous creator of Bitcoin and the world’s biggest cryptocurrency have fascinated many people and inspired a lot of prominent cryptocurrency proponents. Based on the long-term predictions, BCH is likely to perform worse before it performs better. If you invest, you may potentially get a consistent profit from the long-term uptrend. In  the meantime, you can also speculate on the rate rising and falling right here and now. Finally, Bitcoin Cash is being pushed primarily by miners. So, the blockchain must always be profitable for miners.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Which cryptocurrency will rise in 2021?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Binance Coin (BNB)</p>
<p> Binance is the most successful cryptocurrency exchange in terms of trading volumes. Like bitcoin, binance coin keeps a hard limit on the number of tokens in circulation &#x2014; in its case, 165,116,760 tokens. This helped the token price increase exponentially in 2021.</br></br></p>
</div></div>
</div>
<p>Craig Wright and nChain promote Bitcoin SV as a possible replacement for Bitcoin. It&#8217;s important to remember that the same thing was once said about Bitcoin Cash. However, to date, Bitcoin Cash has been unable to replace Bitcoin. This is due to the fact that Bitcoin is supported by more than ten years <a href="https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/</a> of history of social evidence and development. Therefore, investors should be careful when investing in BSV if they are expecting prices like Bitcoin&#8217;s. Despite the centralisation of mining, scandals surrounding the project and high competition, the prospects for currency growth should not be ignored.</p>
<h2 id="toc-0">Crypto Market Cap Climbs 15% After Ethereum Merge Date Revelation</h2>
<p>An official with China’s central bank also said blockchain technology can help with commercial banks’ risk control and ease borrowing difficulties for smaller businesses. PayPal has entered the cryptocurrency market, announcing that its customers will be able to buy and sell Bitcoin and other virtual currencies using their PayPal accounts. Thomas Fitzpatrick, global head of the company’s CitiFXTechnicals market insight product, solely intended his report for the bank’s institutional clients. Fitzpatrick pointed to bitcoin’sweekly chartand used technical analysis of prior highs and lows to determine a target of $318,000 by December 2021. Massachusetts Mutual Life Insurance Co. has purchased $100 million in Bitcoin for its general investment fund, the latest mainstream firm to dabble in digit assets. The mutual insurer also acquired a $5 million minority equity stake in NYDIG that provides cryptocurrency services to institutions. NYDIG will provide custody services for MassMutual’s Bitcoins.</p>
<p>The value of an investment in stocks and shares can fall as well as rise, so you may get back less than you invested. Past performance is no guarantee of future results. BCH technicalsWhen we&#8217;re talking about technicals, we also need to pay attention to indicators. Moving averages give us a concise and clear image of the market trend for the long term. Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">eth to us calculator</a> here. Oscillators are mostly used to discover short-term overbought or oversold assets.</p>
<h2 id="toc-1">Will Bitcoin SV BSV go up?</h2>
<p>Karpeles faces allegations of illegally manipulating trade volume and the personal use of client deposits, of which may have led to the exchange&#8217;s insolvency. Mt. Gox is thought to have ultimately lost 744,400 Bitcoins of customer deposits. Cameron and Tyler Winklevoss released their own US based Bitcoin exchange dubbed &#8220;Gemini&#8221;. Upon launch, the exchange was licensed to operate in 26 states and was able to &#8220;service both individual and institutional customers&#8221; due to its LLTC corporate structure.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="303px" alt="bitcoin sv stock forecast"/><br />
Bitcoin SV price forecast at the end of the month $58.0, change for September 2.5%. Bitcoin SV price forecast at the end of the month $56.6, change for August -0.5%. Bitcoin SV price forecast at the end of the month $56.9, change for July 2.5%. Currently, Bitcoin SV holds 48th place onCoinGecko.</p>
<p>Five men behind a company called BitClub Network are accused of a $722 million scam that allegedly preyed on victims who thought they were investing in a pool of bitcoin mining equipment. But some crypto-bloggers have complained that their videos have not been restored after several days. Federal Reserve announced that it would cut interest rates to 0%, launch a $700 billion quantitative easing program, and the regulator provided additional details about the type of securities it would purchase. The massive stimulus package is designed to combat the market turmoil brought about by the novel Coronavirus but shortly after the announcement, Dow futures dropped 1,000 points. Canadian asset manager 3iQ has become the first firm tolauncha fund tied to Bitcoin on the Toronto Stock Exchange , after three years of legal wrangling.</p>
<div style='border: black dotted 1px;padding: 10px;'>
<h3>Bitcoin Satoshi Version Price prediction – Will BSV Price Hit $200 in 2022? &#8211; CoinQuora &#8211; Live Crypto News</h3>
<p>Bitcoin Satoshi Version Price prediction – Will BSV Price Hit $200 in 2022?.</p>
<p>Posted: Tue, 14 Jun 2022 07:00:00 GMT [<a href='https://coinquora.com/bitcoin-sv-bsv-price-prediction/' rel="nofollow">source</a>]</p>
</div>
<p>Just like the relation between Bitcoin and Bitcoin Cash, which is characterized by a lot of competition, the situation is similar with Bitcoin SV. There are attacks by the Bitcoin community, which have been weighing on the BSV. Later, the Twitter crowd turned on Wright, hurting the sentiment for Bitcoin SV. To check Bitcoin SV&#8217;s price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top-right corner of this page. BSV coin is bullish and expected to rise exponentially in the coming years.</p>
<h2 id="toc-3">Tether Price April, 2022</h2>
<p>On the other end of the spectrum, Long Forecast offers a positive Bitcoin Cash prediction. According to this source, Bitcoin Cash might take on momentum and rise towards the middle of the year, but then it might return to lower positions by December. All throughout the year, there will be noticeable spikes and dips. All-time lowIt didn&#8217;t see the same type of price growth it had seen in 2017. Not only was it not successful at reaching its peak value, but it also wasn&#8217;t particularly successful at even exceeding its launch price.<br />
According to Trading Beasts, Bitcoin SV BSV price, based on how it has historically performed, the BSV/USD pair seems quite bullish because of its dependable consistency. The price of Bitcoin SV should easily fluctuate around $88.096 by the end of December 2022. According to the most recent forecast, Bitcoin SV will attain $200 by the middle of 2023 and $250 by the end of 2024. In 2025, Bitcoin SV is projected to hit $300, and in 2030, $1000. The current price per unit of weight and currency will be displayed on the right. Founded in 1993 by brothers Tom and David Gardner, The Motley Fool helps millions of people attain financial freedom through our website, podcasts, books, newspaper column, radio show, and premium investing services. You will never miss our latest news, trading ideas, podcasts, and market signals.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Why is BSV being delisted?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>A few days later, Gravity suspended trading of BSV, citing the disabling of deposits and withdrawals at &#x201C;several large exchanges,&#x201D; which the London-based brokerage said forced its liquidity providers to stop making markets in the asset. Since then, BSV trading has resumed on the platform.</p>
</div></div>
</div>
<p>The purchase is part of a strategic realignment of the company adopting Bitcoin as its primary treasury reserve asset. Federal agents have seized millions of dollars worth of bitcoin that terrorist organizations were using to carry out their violent campaigns according to the US Department of Justice. The Seychelles-registered exchange confirmed the security breach, but did not disclose the amount stolen first. Jack Dorsey, Square&#8217;s and  Twitter&#8217;s CEO tweeted a whitepaper on Twitter describing how the company purchased Bitcoin on the OTC market, which used 99Bitcoins&#8217; detailed guide as a reference. Payments company Square Inc (SQ.N) confirmed they will make a hardware wallet for Bitcoin. The firm decided to build a hardware wallet and service to make bitcoin custody more mainstream. The first bitcoin upgrade in four years is called Taproot was activated. The Taproot update means greater transaction privacy and efficiency – and crucially, it will unlock the potential for smart contracts, which can be used to eliminate middlemen  from transactions.</p>
<p>The Bitcoin payment option will be seamlessly enabled for all merchants on the platform. Braintree merchants need only sign up for a Coinbase account and link it to their Braintree account. Over the next 24 hours, the entire BearWhale order is fulfilled on the exchange via buy orders. Microsoft revealed it will accept Bitcoin from US customers for &#8220;apps, games and other digital content&#8221; offered on the Windows and Xbox online stores. The announcement was made via a post on the tech giant&#8217;s blog and stated that Microsoft had partnered with Bitpay for Bitcoin payment processing. In response, New York based customers were banned and expunged by a number of Bitcoin companies, including Bitfinex, Kraken, Bitquick.co, and ShapeShift. Bridges is charged with money laundering and obstruction of justice for stealing $820,000 worth of Bitcoin in a similar manner. Former Federal agents Carl Force IV and Shaun Bridges pleaded guilty to stealing Bitcoins for their personal gain during their active investigation of the Silk Road marketplace.</p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>Bitcoin SV Price Predictions: What Does Craig Wright&#8217;s Victory Mean for BSV Crypto? &#8211; InvestorPlace</h3>
<p>Bitcoin SV Price Predictions: What Does Craig Wright&#8217;s Victory Mean for BSV Crypto?.</p>
<p>Posted: Tue, 07 Dec 2021 08:00:00 GMT [<a href='https://investorplace.com/2021/12/bitcoin-sv-price-predictions-what-does-craig-wrights-victory-mean-for-bsv-crypto/' rel="nofollow">source</a>]</p>
</div>
<p>Other experts, for example, from TradingBeast, are more pessimistic about Bitcoin SV’s future price, citing numbers downwards of $0 in December. Every year, cryptocurrency experts prepare forecasts for the price of Bitcoin SV. It is estimated that BSV will be traded between $595.72 and $699.19 in 2028. Its average cost is expected at around $612.41 during the year. Join Changelly’s newsletter to get weekly crypto news round-ups, price predictions, and information on the latest trends directly in your inbox. TradingBeasts is bearish on BSV in the short run and bullish in the long run. Their 1-year Bitcoin SV price forecast sees the cryptocurrency falling to an average of $63, while their BSV forecast for 2025 assumes the asset may go up to $176. The current price of Bitcoin SV is its minimum price in the past year. The last time the coin has been this low was in 2019, which is not a good sign — many other cryptocurrencies are in decline right now but still have an average price higher than their minimum in the past three years.</p>
<ul>
<li>Bitcoin had been trading near the $10,000 level in mid-February and began its slide as the coronavirus outbreak worsened.</li>
<li>They are bullish on this coin and expect it to keep on rising exponentially in the coming years.</li>
<li>Since BCH is so closely linked to BTC (at least in investors&#8217; minds), the altcoin followed the price drop.</li>
<li>On the monthly Bitcoin SV chart analysis, we can see that there is a clear trend, and that trend is bearish, as the lows keep getting lower.</li>
<li>DASH appreciated by a substantial 17.6% over the last 24 hours.</li>
</ul>
<p>For November 2022, the forecasted average of Bitcoin SV is nearly $63.82. As for the long term, here is the most optimistic Bitcoin SV price prediction we have seen yet. Forget Digital Coin Price — the biggest BSV believer is CoinSwitch, which can see this cryptocurrency reaching as high as $750 by the end of 2025. Bitcoin SV’s purpose is to become a more technologically advanced cryptocurrency than the original Bitcoin, all the while remaining true to the original idea behind the cryptocurrency. It is a hard fork of Bitcoin Cash , which was forked itself from Bitcoin back in 2017. Being fans of the original Bitcoin protocol, BSV creators and the community all disapprove of the changes made to the BTC blockchain, like the implementation of SegWit or the Lightning Network. No Bitcoin Cash price prediction can say that it will. Proponents of Bitcoin Cash believed that it could solve the problems of BTC. Even if it fully satisfies this purpose, the value of Bitcoin is beyond any other cryptocurrency&#8217;s reach .<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='403px'/></a><br />
Register now to watch these stocks streaming on the ADVFN Monitor. Bitcoin SV was founded by Craig Wright, who has repeatedly claimed to be Satoshi Nakamoto, to the ire of the crypto world. Like BTC, BSV also employs proof of work consensus; where it differs is in its block size. Created at the request of leading BCH mining enterprise CoinGeek and other miners, BSV aims to provide a solution to the double-spending problem using a peer-to-peer network. Reflecting its mission to fulfill the vision of Bitcoin, the Bitcoin SV name represents the ‘Satoshi Vision,’ according to the team behind the project. Only time will tell if it can achieve such ambitious goals — but if it does, it has all the chances to become the next number one crypto. The “SV” in Bitcoin SV stands for “Satoshi’s Vision” and represents BSV’s goal to become the crypto Nakamoto always envisioned. Keep in mind that trading with margin may be subject to taxation. You are solely responsible for withholding, collecting, reporting, paying, settling and/or remitting any and all taxes to the appropriate tax authorities in such jurisdiction in which You may be liable to pay tax.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the best crypto to invest in 2022?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ul>
<li>Bitcoin.</li>
<li>Ethereum.</li>
<li>ApeCoin.</li>
<li>Binance Coin.</li>
<li>Uniswap.</li>
<li>Solana.</li>
<li>Dogecoin.</li>
<li>Cardano.</li>
</ul>
<div></div>
</div></div>
</div>
<p>The innovation will also augment  the capacity for processing large blocks, which will promote centralisation and negatively affect scalability. Steve Shadders is the company&#8217;s CTO, and his responsibilities include building the project&#8217;s vision and communicating with sponsors and partners. Steve has been investing in Bitcoin since 2011 and created one of the first open mining pools. The coin&#8217;s main goal is to preserve the essence of the classic Bitcoin as much as possible.</p>
<p>Foreigners who invest three bitcoins in the country will be granted residency. The first US-listed bitcoin exchange-traded funds launched after the deadline passed for an objection from SEC, America’s top securities regulator. US Securities and Exchange Commission had not formally approved the creation of bitcoin futures ETF but no formal declaration of approval was needed from the Agency. The event marks the culmination of an eight-year battle to win approval. Taking a look at MACD and RSI, both of the indicators are holding in a sell zone, suggesting a strong bearish trend in the market. However, the recent monthly candle is likely to close with a long shadow above 110 level. This demonstrates weakness in selling bias, perhaps sellers are exhausted and they may start taking profits. This will give bulls the opportunity to buy the oversold cryptocurrency pair. The main vision of Satoshi Nakamoto for Bitcoin was to be a payment instrument of broad and Bitcoin SV has been trying to live up to that vision since the split.</p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/bitcoin-cash-bth-price-prediction-2022-2023-2025/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Capital One 360 Routing Numbers &amp; Wire Transfer</title>
		<link>https://makian.com.br/capital-one-360-routing-numbers-wire-transfer/</link>
		<comments>https://makian.com.br/capital-one-360-routing-numbers-wire-transfer/#comments</comments>
		<pubDate>Thu, 14 Apr 2022 09:11:33 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=1927</guid>
		<description><![CDATA[Content Are Wire Transfers Used for Domestic and International Transactions? What You Need to Open a Small Business Checking Account Credit Cards A subsidiary of Citigroup Inc. , Citibank offers expats the convenience of handling their financial affairs in offices around the world, as well as online. With the Citi International Personal Account Package and the Citigold interest checking account, customers receive wealth management and financial planning services in addition to banking services. Both savings and checking account customers enjoy access to Capital One 360’s top-rated mobile app. The app [&#8230;]]]></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">Are Wire Transfers Used for Domestic and International Transactions?</a></li>
<li><a href="#toc-1">What You Need to Open a Small Business Checking Account</a></li>
<li><a href="#toc-2">Credit Cards</a></li>
</ul>
</div>
<p>A subsidiary of Citigroup Inc. , Citibank offers expats the convenience of handling their financial affairs in offices around the world, as well as online. With the Citi International Personal Account Package and the Citigold interest checking account, customers receive wealth management and financial planning services in addition to banking services. Both savings and checking account customers enjoy access to Capital One 360’s top-rated mobile app. The app is designed for making easy transfers between Capital One 360 accounts, or between external accounts at a different bank.</p>
<ul>
<li>This is a standardized code that allows for the identification of foreign accounts across countries.</li>
<li>When evaluating offers, please review the financial institution’s Terms and Conditions.</li>
<li>Or, go to System Requirements from your laptop or desktop.</li>
</ul>
<p>In this guide, we break down the charges for both sending and receiving a wire . Everything depends on how quickly the customer notices something was wrong, how comfortable she is advocating for herself, and how equipped she is to go up to 10 days with nothing in the bank. When it comes to international wire transfers, you must carry  out the transfer at a branch. The In-branch In-branch domestic plus international wire transfers are for High-Yield Checking, Essential Savings, and Capital One Essential Checking account customers. Check with your Internet service provider for details of specific fees and charges. Capital One customers are responsible for regularly checking their account statements. Push, email, and SMS alerts and notifications, including purchase notifications, must be enabled to be received. For domestic wire transfers in the U.S., ACH payments are a significantly lower-cost option. And—if you’re really interested in working with Capital One for your business or personal finances, you still have options.</p>
<h2 id="toc-0">Are Wire Transfers Used for Domestic and International Transactions?</h2>
<p>Switching to an online bank that charges lower fees or no wire transfer fees, for example, could be an easy way to save money on those costs. Wire transfer fees can get expensive if you regularly receive wire transfers or you have to send a wire transfer internationally. These tips can help you reduce wire transfer fees and save money without sacrificing the convenience that goes along with using this type of electronic payment service. Capital One offers interest on both its savings accounts and its checking accounts. This means that not only can you put away some of your money for safekeeping, but you can be assured that it will grow while it sits there. Many banks and other financial institutions don’t offer that earn interest. A wire transfer is when you electronically transfer money from one bank to another. It’s fast you can typically wire money the same day within the U.S. and within two days internationally which is why people tend to use it.</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>Zelle Vs. Venmo: Which To Use And When &#8211; Forbes</h3>
<p>Zelle Vs. Venmo: Which To Use And When.</p>
<p>Posted: Tue, 07 Dec 2021 08:00:00 GMT [<a href='https://www.forbes.com/advisor/money-transfer/zelle-vs-venmo/' rel="nofollow">source</a>]</p>
</div>
<p>There are no foreign transaction fees, so you can use your debit card outside the U.S. without incurring any extra costs. Paypal- The original person-to-person app for sending money. As long as you use your bank account and send the money to a friend , this should be free. High fees – Lots of banks charge for this service, both on outgoing and incoming wires. Usend combines money transfers, bill pay and mobile phone reloading. Short for Society for Worldwide Interbank Financial Telecommunication, a SWIFT code is an international bank code used for incoming transfers. Every bank has a unique SWIFT code that can be used to identify it in a global financial transaction such as a money transfer.</p>
<h2 id="toc-1">What You Need to Open a Small Business Checking Account</h2>
<p>It looks like we&#8217;re having some trouble accessing your Credit Karma account. We’re working hard at getting everything back up and running, so check back soon to access your free credit scores, full credit report and more. Requests received after cut-off time will be processed the next business day. Barbara is currently a financial writer working with successful B2B businesses, including SaaS companies. She is a former CFO for fast-growing tech companies and has Deloitte audit experience. Barbara has an MBA degree from The University of Texas and an active CPA license. When she’s not writing, Barbara likes to research public companies and play social games including Texas hold ‘em poker, bridge, and Mah Jongg. The organization pointed out that Capital One&#8217;s donations of 0.024% of revenue were much less than the industry median of 0.11% of revenue.</p>
<p>TD Bank has approximately 1,200 East Coast locations, and is open seven days a week. There are no foreign debit card transaction fees, though branch visits are required for a number of services, including wire transfers. Sending money internationally means a currency conversion, done either by your bank, or by the bank on the receiving end. You’ll typically pay a marked-up rate for the security of sending funds through your bank. It’s common for money transfer service providers to offer better exchange rates than what’s offered by a bank. But borrowers need to put down a security deposit in order to obtain one, which requires access to the borrower’s bank account information. Bankoperates, have a low number of monthly transactions, and need a checking account with no monthly fees, this bank is a great choice. Its basic business checking, known as Silver Business Checking, has no monthly fees and offers 125 free transactions per month. There are fees for the Gold and Platinum Business Checking accounts, but both allow more free transactions and other perks.</p>
<h2 id="toc-2">Credit Cards</h2>
<p>Matthew Goldberg is a consumer banking reporter at Bankrate. Matthew has been in financial services for more than a decade, in banking and insurance. Typically, you can initiate a wire transfer either at a bank branch, online or by phone. Wells Fargo also offers a remittance transfer service called ExpressSend, which mainly works with Latin American and Asian countries. Capital One no longer requires customers to notify their bank of overseas travel. Instead, customers are encouraged to “use your card abroad the same as you use it at home.” There is an international customer service number for individuals who need to contact Capital One abroad. If you need to send money abroad, then take a look at Wise, which could be a cheaper way to make your transfer, while being secure, efficient, and easy to do online – save up to 6x with a free Wise account.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/6acd5679-7594-421f-a6c3-3d42d802c1ec-350x233.jpg" width="309px" alt="capital one international wire transfer fee"/><br />
Domestic outgoing wire transfers are delivered to the beneficiary&#8217;s bank by the next business day. First and foremost, you can apply for a Bluevine business checking account quickly and easily online, which is something you can’t currently do with either of the Capital One accounts. Therefore, either of these accounts will allow you to make deposits, withdrawals, and non-wire transfers without having to worry about fees and monthly limits. If you don’t need a  higher cap for cash deposits and would prefer a lower service fee, you would want to go with the Spark Basic. Capital One is probably best known for its credit cards, but the McLean, Virginia-based financial company also owns Capital One Bank, which operates branches in several states, mainly on the East Coast. One of the easiest ways to reduce wire transfer fees is by checking to see if your bank discounts or waives them under any circumstances.</p>
<p>Another difference is that you can invest in various assets like mutual funds, ETFs, stocks, bond funds and more with a Capital One Investing IRA but not a Capital One 360 IRA. If you have questions about how to build a robust savings profile that includes accounts like the ones at Capital One,SmartAsset’s free toolcan match you with top financial advisors in your area. All you need to do is answer a short questionnaire that gives some insight into your financial needs. If you’re ready to be matched with local advisors that will help you achieve your financial goals,get started now. Acertificate of deposit is another kind of savings account, but a less flexible one. Once you make your initial deposit into the account, you cannot touch it without penalty until its maturity date. There are usually a number of varying term lengths, though, from a couple of months to a few years.<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='409px'/></a><br />
Capital One 360- Another online bank with generally low fees, they offer fee-free incoming wire transfers. Similar to Discover, outgoing domestic wire transfers are $30. For expats holding investment accounts with Fidelity Investments, the debit card included with the Cash Management Account can be used to withdraw cash from over one million ATMs worldwide. For each foreign transaction, there is a 1% foreign transaction fee for non-U.S. Dollar transactions, which may apply whether or not there is a currency conversion. The account also offers travel and emergency assistance, accident insurance, and damage waivers for car rentals. Some financial institutions charge foreign transaction fees to customers who make withdrawals from foreign ATMs or make purchases in a foreign currency using an electronic payment card. These fees are typically 1% to 3% of the transaction&#8217;s value. Read more about <a href="https://www.beaxy.com/market/btc/">btc/usd converter</a> here. The Citibank ATM Network is available in over 40 countries, so accessing an ATM may not be a problem.</p>
<h2 id="toc-4">TD Bank</h2>
<p>If you need something for the shorter term, you can opt for a six- or nine-month CD instead. These CDs are low-risk, with guaranteed rates of return and there’s no minimum deposit required to open one. May require consumers to sign up for another service instead of using existing bank services rather than consolidating your banking. Bankrate follows a strict editorial policy, so you can trust that we’re putting your interests first. Our award-winning editors and reporters create honest and accurate content to help you make the right financial decisions. Forbes Advisor adheres to strict editorial integrity standards.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/AskCapitalOne?ref_src=twsrc%5Etfw">@AskCapitalOne</a> Is there a fee for an incoming international wire transfer to my Capital One 360 account?</p>
<p>&mdash; Matt Bochman (@Doc_Boc) <a href="https://twitter.com/Doc_Boc/status/803419798197719040?ref_src=twsrc%5Etfw">November 29, 2016</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Capital One customers will need to contact their bank to find out if they can make international transfers using their account. Whether you’re doing business or sending money to friends or relatives, a wire transfer is a well-established way to send money. If you bank with Capital One, you might well want to make your wire transfer directly with your bank. Capital One is one of America&#8217;s best credit card issuers that uses high-quality technology and a convenient online banking system for its clients. For day-to-day banking and domestic services, you will benefit from their line-up of competitive products. Although Capital One in the U.S. does not publish its daily exchange rates for international transfer services, this chart offers some estimates by comparing different sizes of exchange rates. Contrast that to usingWise, a London-based global money transfer service, for the same transfer. With Wise, you&#8217;d pay only $15.60 in service fees without an exchange rate margin, getting your friend CA$3,186 — nearly 17% more than if you had made your transfer with Capital One. Another fee you may pay is acorrespondent bank fee(typically ranging between $10.00 and $100.00 per transfer) if your wire transfer cannot be made directly to your beneficiary&#8217;s bank. Since traditional banks like Capital One send money through the SWIFT network, it is likely that 1-3 intermediary banks will be involved in the process.</p>
<div style='border: black dashed 1px;padding: 14px;'>
<h3>Best Banks for College Students  The Ascent &#8211; The Motley Fool</h3>
<p>Best Banks for College Students  The Ascent.</p>
<p>Posted: Thu, 12 May 2022 07:00:00 GMT [<a href='https://www.fool.com/the-ascent/banks/best-student-banks/' rel="nofollow">source</a>]</p>
</div>
<p>Therefore, like the Chase business checking accounts, Bank of America is a worthy option for brick-and-mortar based banking with substantial features and an easily waivable monthly fee. First Internet Bank combines a full-service banking experience with a digital-only platform to provide a business checking account with no monthly fees and no transaction limits. It’s at least worth a look, and banking with a single institution would make transfers between checking and savings more fluid. What you’ll pay for a wire transfer can depend on how the bank prices incoming and outgoing wire transfers, as well as to where and from where the transfers originate. For instance, you might pay $0 for an incoming wire transfer sent domestically. But you could pay $50 or more to send an international wire transfer. Capital One offers a good rate of return on its savings accounts, plus the checking accounts earn interest, which is relatively rare.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much cash can you legally carry in the US?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Here&apos;s what the U.S. Customs and Border Protection website writes: &#x201C;It is legal to transport any amount of currency or monetary instruments into or out of the United States,&#x201D; But anyone carrying more than $10,000 must declare the amount by filing a Report of International Transportation of Currency or Monetary &#8230;</p>
</div></div>
</div>
<p>Revolut offers 10 zero-fee international transfers a month, amazing exchange rates, and transfers within 30 minutes. The fees your bank charges depend on whether you’re sending or receiving the money, as well as whether the recipient or sender is overseas. Some banks charge more depending on how you initiate the wire transfer — for example, online or in person. A bank transfer is a payment method that allows consumers and business owners to transfer money to a bank account. For business owners, this will typically happen when you are looking to transfer money from sales related to your business to a business bank account. Fees for wire transfers initiated in mobile and online banking will be displayed before confirmation. Please refer to theDigital Services Agreement for more information. Submits a request to the ACH network to transfer funds between the accounts you&#8217;ve specified.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="capital one international wire transfer fee"/><br />
We don&#8217;t own or control the products, services or content found there. We believe by providing tools and education we can help people optimize their finances to regain control of their future. While our articles may include or feature select companies, vendors, and products, our approach to compiling such is equitable and unbiased. The content that <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> we create is free and independently-sourced, devoid of any paid-for promotion. You can set up savings goals through the app to track your savings progress or schedule automatic savings transfers to grow your money consistently. You can deposit checks anywhere, at any time, with mobile check deposit and its generous daily and monthly limits.</p>
<p>Most bank accounts  come with a number of fees, including monthly maintenance fees, overdraft fees, and wire transfer fees. These fees can seem unnecessary to most customers, but they’re used to help the bank pay for its branch locations, customer support, and other bank services you enjoy. Moreover, to cover fees you incur from other ATMs, NBKC will give you $12 in monthly refunds. The biggest savings with Capital One compared to other brick-and-mortar banks on this list is it doesn’t charge fees for everyday account transactions. You get unlimited deposits, withdrawals, and transfers, not including international wires, cashier’s checks, and other services. With three types of business checking accounts, business savings accounts, credit cards, lines of credit, and point-of-sale and software solutions, Chase is a bank that can scale with your business. All in all, Capital One is a huge player in the financial game for good reason.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How do I avoid fees when sending money internationally?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Request wire transfer online.</li>
<li>Discount-qualified bank accounts.</li>
<li>Direct Debit (ACH) Transfers.</li>
<li>Own global accounts or have a multi-currency balances.</li>
<li>Use borderless&#x2122; : Multi-currency balances with international ACH solution.</li>
</ol>
</div></div>
</div>
<p>A returned wire transfer normally is the result of incorrect bank or account information. We normally are notified if the bank cannot process the wire within a short period of time after it was sent. We will work with you identify the correct banking information to ensure that the wire is processed in a timely manner. An ABA routing number is a nine-digit numeric code that identifies the bank and location of where the wire must be sent. Please use the ABA code denoted by the bank that is specific to wire transfers. Additionally, the Business Advantage Fundamentals Checking account will include free online and mobile banking and free mobile check deposit. So, considering the downsides of the Capital One Business Checking accounts, you might be interested in learning more about top business bank account alternatives. Whereas the Basic account only allows you to deposit $5,000 per month before charging $1 per $1,000 deposited, the Spark Unlimited does not charge any fees for cash deposits.</p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/capital-one-360-routing-numbers-wire-transfer/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What is NEO? How to Buy Neo NEO Crypto</title>
		<link>https://makian.com.br/what-is-neo-how-to-buy-neo-neo-crypto/</link>
		<comments>https://makian.com.br/what-is-neo-how-to-buy-neo-neo-crypto/#comments</comments>
		<pubDate>Thu, 07 Apr 2022 10:48:26 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=1965</guid>
		<description><![CDATA[Content Learn all about investing, Bitcoin and blockchain Open NEO Digital Wallet In addition to the Neo coin, users of the Neo blockchain use the Gas coin, which is used to pay transaction fees. NEO also supports programming in all mainstream languages, including Kotlin, Python, C#, Java, and Go. This variety ensures that a large community of developers can easily contribute to its platform. During the initial block creation, 100 million NEO coins were pre-mined, and they are indivisible . There will also eventually be 100 million GAS coins that [&#8230;]]]></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">Learn all about investing, Bitcoin and blockchain</a></li>
<li><a href="#toc-1">Open NEO Digital Wallet</a></li>
</ul>
</div>
<p>In addition to the Neo coin, users of the Neo blockchain use the Gas coin, which is used to pay transaction fees. NEO also supports programming in all mainstream languages, including Kotlin, Python, C#, Java, and Go. This variety ensures that a large community of developers can easily contribute to its platform. During the initial block creation, 100 million NEO coins were pre-mined, and they are indivisible . There will also eventually be 100 million GAS coins that will be generated using a decay algorithm designed to take 22 years. According to NEO price predictions, yes, NEO could have a good future, it is secure as it is one of the major cryptocurrencies with solid fundamentals. Many AI cryptocurrency analyst suggests that there will be a good future for NEO. Neo has rolled out the third version of its public blockchain, N3. There could not have been better timing, especially when Ethereum is fighting hard for a breather.</p>
<p>The remaining 50 million tokens were held by the Neo Council for the long-term support of Neo projects. 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. As always, I suggest that you withdraw your funds from the exchange once you’ve purchased your coins.</p>
<h2 id="toc-0">Learn all about investing, Bitcoin and blockchain</h2>
<p>BitDegree Crypto Reviews aim to research, uncover &#038; simplify everything about the latest crypto services. Easily discover all details about cryptocurrencies, best crypto exchanges &#038; wallets in one place. Read fact-based BitDegree crypto reviews, tutorials &#038; comparisons &#8211; make an informed decision by choosing only the most secure &#038; trustful crypto companies. In layman’s terms, a cryptocurrency exchange is a place where you meet and exchange cryptocurrencies with another person. Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">eth price usd converter</a> here. The exchange platform (i.e. Binance) acts as a middleman &#8211; it connects you with that other person . With a brokerage, however, there is no “other person” &#8211; you come and exchange your crypto coins or fiat money with the platform in question, without the interference of any third party. When considering cryptocurrency exchange rankings, though, both of these types of businesses are usually just thrown under the umbrella term &#8211; exchange. Asset digitization and identity on the NEO platform essentially creates a novel way for asset registration, issuance, and circulation. This means that tangible assets like real estate, company shares or even fiat money can be digitized and traded on the NEO network, thus giving rise to a whole new economy.</p>
<p>Swap over 300 crypto pairs at the most user-friendly crypto exchange. Get up to 0.5% in crypto rewards on every swap, no matter if you do it at the bottom or the peak. Just top up and start growing your wealth automatically without lifting a finger. Download the Guarda Crypto Wallet App and hold your NEO and 50+ cryptocurrencies, anytime and anywhere. We offer many trading pairs for NEO trading through our exchange partners.</p>
<h2 id="toc-1">Open NEO Digital Wallet</h2>
<p>Binance’s world-class matching engine supports up to 1,400,000 orders per second. This ensures that your crypto trading experience is  quick and reliable. In addition, there are about 10.1 million Gas circulating out of a maximum of 100 million coins. At AvaTrade, you can access a wide choice of effective educational resources including videos, webinars, eBooks, daily market analysis and trading tips. Trade on the wide variety of individual cryptos or the top crypto index available on our trading platforms. Bitpanda is, in my opinion, the easiest platform out there in the crypto space. I&#8217;ve been using it since 2018 and have never had any problems.</p>
<p>NEO climbed its way into the top 20 cryptocurrencies by achieving a $5 billion market capitalization by the end of 2017. As a security-first platform, Nexo recently increased its total insurance on custodial assets to $775M from $375M previously. Make money every time an invited user earns interest, makes а swap, or borrows funds. Every transaction gets you up to 0.5% in crypto rewards, so you can earn even while spending.</p>
<h2 id="toc-2">Where Can You Buy Neo NEO?</h2>
<p>The NEO cryptocurrency is the official token of the open-source ,decentralised blockchain application platform of the same name. Since its inception, NEO’s Onchain technology was designed to be regulator-friendly with a centralized approach that is quite different from that <a href="https://www.beaxy.com/exchange/ltc-btc/">https://www.beaxy.com/exchange/ltc-btc/</a> of most cryptocurrencies. You can purchase your NEO and exchange it for other coins straight from your Neo wallet on Atomic, which ensures your crypto is securely encrypted and controlled by only you. We work with a licensed EU payment provider to handle the processing.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="301px" alt="buy neo currency"/><br />
Even the various nodes on the NEO network may need to have identification before they can contribute to the transaction verification and other activities like accounting and bookkeeping. Now you can send money to the generated address, or just copy the address link and send it to the user from who you are waiting for the funds from. The easiest way to buy crypto on EXMO is the “Simple Trade” option. Just select the desired currency in the “I give” field and indicate the amount and currency which you want to receive. Buy EXMO Coin – native EXMO tokens that can be traded, as well as used for voting and lowering commissions.</p>
<h2 id="toc-3">Introducing Ethereum Zero</h2>
<p>Many exchanges offer trading pairs that link NEO with Bitcoin. NEO can be purchased on a number of exchanges — most people buy NEO on Binance, Poloniex and HitBTC. But it isn’t available universally and isn’t supported by some platforms, such as Coinbase. Meanwhile, GAS is generated every 20 seconds or so, whenever a new block is created. The number of tokens created gradually reduces every year, and it’s estimated that it’ll take 22 years for the total supply of 100 million to enter circulation. At the time of writing, there are 70.5 million NEO in circulation — and a total supply of 100 million.<br />
<a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAEPAWoDASIAAhEBAxEB/8QAHgAAAAUFAQAAAAAAAAAAAAAAAwQFBwkAAQIGCAr/xAByEAABAgQEAgUEBwoSFA0FAAABAgMABAURBgcSIQgxCRNBUWEUInGBGDKRlqGx0xUjMzhCUnaytMEWFxkkNUNXWGJyc5Kis7XR1PAlJjQ2OUhTVGNkdHV3goaTwsPS4URGR1VWZYWUlaPi5PEoRWaDpP/EABsBAQEAAwEBAQAAAAAAAAAAAAABAgQFBgMH/8QAMBEBAAICAQMDAwEGBwAAAAAAAAERAgMEBRIhMUFRBhORIhQyYXHw8UKBobHB0eH/2gAMAwEAAhEDEQA/AIqoqHL9jHxJfnfMyvenP/JRQ4YuJM8uHvMs/wCSc/8AJRaDaRUOZ7GDiV/O9Zl+9Kf+Six4YuJMc+HzMr3pz/yUKLNpFQ5R4ZuI5IJXkBmQm3fhSfH+qi6eGLiTUApPD5mUQdwRhOf3/wDKhSWbSKhyTwzcR458P+ZI9OFJ/wCSjE8NfEUkEqyDzHAHfhWe+ShS2biKhzBww8SigFJ4e8yyCLgjCc/8lFexg4lR/S85me9Kf+ShSWbOKhxlcNvEQkkKyGzFBHfhaeH+qjE8OXEIOeRGYfvXnvkoUWbuKhw/Y58Qf5hOYfvXnvkor2OnEF+YVmF72J35KFLZvIqHD9jpxBfmFZh+9ed+Sihw58QZNhkTmH71535OFBvIqHIRw1cRbgKm8g8x1gc9OFZ4/wCqijw08Ro55AZke9Wf+ShRZt4qHH9jXxF/mBZke9We+SivY18RfbkFmP71Z75KFBuIqHH9jZxFfmBZj+9We+SivY18Rf5gWY/vVnvkoUG4iocf2NnEV+YHmMPThWe+Six4buIgc8hcxfetPfJQos3MVDi+xv4h/wAwfMT3rz3yUZt8NPEY6dLeQWY6zzsnCs+T+1Qos28VDmexg4lfzvOZnvSn/kov7F7iX/O75m+9GofJQos2UVDnexd4mPzu2Z3vRqHyUUOFziZPLh2zO96NQ+ShQbGKh0PYscTh5cOmZ/vQqHyMX9itxPHlw5ZoH0YQqHyMKLNdFQ6Q4VOKA/0t+aXvPqPyMYv8LPE1LMKmZnh1zPaaQLqW5hCoJSB33LUKLNfFQ4Q4deIEi4yMzB97E78lFex14gfzDMwfexO/JQos3sVDhjh04gj/AMheYPvYnfkor2OnEF+YVmF72J35KFFm8iocP2OfEHa/4RWYXrwxO/JRccOfEGr2uRWYavRhid+ThSWbuKhxRw3cQ6va5DZin0YXnj/qoy9jXxFHlkFmP71Z75KFKbiKhyPY08Rv5gGZHvVn/koy9jJxIn+l9zK96c/8lCg2sVDl+xj4kj/S+Zle9Of+SivYxcSf53zMr3pz/wAlCi3oJQTzgRBJO8BhO+0Zg6UxkwCKWEi0FX5tLYJtFn3dIuTtCehK6jMiXSbJtdSu4QA8lLKqLqnnj84aVt3LV3eiFVZSBcC0XQ2liXS02nSlIsE9wgBS9rQBOa2BtCemXVNzLbO5TquR4fx+OFF4lXtRygSnS4QFKOxMAfaACEpsNha0U+4WkKcG2lJVy7ozSE6Fgd14Lz6h8y3XCd0pI92A059wlSiTv2wSWtRPODD1zueZ5wXUnvgA1au+KTexJjOKHOwHOAxCSo84WqbQ1KSJmcFkHdKL7qHeYOUaiplh5fNDzyLtp7vH0/FBuZmNRte/fAYLcCE9U0NKU8gNhBVS1KVuYs4q6r9kYKV3QFKBveMFbm0X3I5RY3HZAWsItfeKAubkRZSTzA2gLnSRygFab7gCM/AxgrwgAldojBLrjK9bSilad0qHYe+MlC59cYrTAL9KxCFrS1UdKSeTvYT490bG26lQBQq47D3w25Ok2hZoNe8jeRKza1dQo2Son6GfHw+KA3ZB1HnBlpI7YLt93heB0g39MAaQBblA6E23AF4LtpPODTYNhAZoHfGNQlfLaZNSi0ApeYW3pPbcED4bQMiDCE73gOdm29LSVk7nmO7wjFRMKOIpX5n16oyFrBmZcSj9LqJT8BEJKiSqwEAbZUm1iIzVsLiCaQQeUGNZUmwgDSdKkaVC5PKLMtlpWlO0VKp1Xv2QYKAk37IA1LiybCDbaRqSbQG0kFswOyi5gDAFybwdSq6b9sFGwpB3G0DNK23gB0KIMC6h/EQBrAIgXXAY9YO8e7GK3RY7/DBZTpHbAD0xZJ3MBaZdW4dDe55D0wrSEmiSY6pJClE6lKtzMJ9Jl1OK8tdFwPaDv7zC1e0BgpWxBgvovqseUCOm9/CKZbUpFx2qtAYFkFO4tAiUhDZUNrQK6AhCbdvOAVqJTpHKAzDlgfFNoJVBRFMeTe/KBdW4B8IL1D8i3VduoD4YDV3Bc3vaAVp8YGcvqsICUSDa8AH22hYw3TBOTC5h5BLUuR2bFfMD9+Eey1KCW06lE2A7z3Rv0jKJpdMalQRqCdS7fXHn/HwgAJ53Sk6Tc9sJaypRBtBt66nCQTAQZUo+mALFN4v1Rtyg0WUti6z6Iw63sCdIgAfJ1jewtFxLKV7UXgUEk8zvAqbiAATJOdqRFlSjwvZoH1wdSSe2Bk72gEJ5soOlxBQfdguo2NrXjaeoQ6LLQDBOZw+28kuSytC/rTuFQGuKPMwGpV9rwZm5Z2WJbeaUhwE3CoJ732gAiqMFgKtfYQK43blARSbWJgNxwZW1vsmlTB1LZHztZO60jmD6NvUY25tVyNuyGilpp2nzSJ1i+tpQWLdvePc2h2JGYamGGpllepLqAsHwIgFFsCB2fGAGt4MIgBhvaB0coAT2QYRygGTzGbDWLZ3TzcLaj6S2mNUSVFV/GNuzKP8ALfOju6u3+bTGqtI1E7eMBmg7XPbBxLVkhXfBRpJNtUKSCFJCT2QGTCdN/GDTaNSjfcQXbBK7CFFpkhIUBzgM2Lp80wabsD6IwQ3ciM1JKLW7YAxcRZpXnAQGlXYYuNlgCANpsVQPpT3wTZKutAJgYuL74BKemNN72EE0Fc3MpYRcE33tyHaYAmJgq32PgYVaBL2ZVMOe2dsEg/UgX39f3oBXYSG20tJGyRYQbSb8+UE0p0nSDsIMpNue8BZSLkkQNLC3668Y7FJ7IxQop374DKcXskdx3gu2rzADziz7upYHfGN7EWgBeoKkrUR2QQqBUKe40RYgi/uwoBR0KHgIK1VH8j1K7Tbf1iA1hSdzADgsYNKTa5gBfiIA9hiTM3Vm7iyWElwn0cvhPwRtk6slWhG4hNwZLhMvNTZTfUsNjwsLn4xCs+2VLuIBP8msbjtjB5YYHmK8620GZpxEmyXVjzleaISFLcWolarm8BSusWrUtV4zCUkc4xSCe2M0jsvAZhHcIzSi0XTtbaBkgd0BZKO2Bm0X5CMkJvtaDDbYEBZtHhA6EW5xklASIESkHeALzdPlagz1EwwHL+1VexQe8HvjTazRpilPAKGpo+0ctzH7/hG/oSb7cxGcxIMT0sZaaQXEKHLuPeIBrDsbGAnR2wfrVMfpFQXKvKCtI1BX1yewiCCzqEAAoX9yN9y/nfKKSuUPtpZwgDuSdx8N40M8o2DL6bVL1p2W1ebMtEEfogQQfhVAOY1BprSO2CjV78oNI5CANJA2gVCe2AkHstA6T8EAyOY5BxjUPS3+1pjXkq83T2GNhzDF8Y1D9Mj9rTCCE2G4gM2W06QBBpDZICLb90ANBVthCjJMKUnWobwA0owSDcQpJY+dpEYSsuSe6DSASLWgMW0+btFlAhSSYHQiyYxKNRPZaAt1aVDVGIQQsK7BAwISkAiA0m4gLtgld7d0GRATabG8D6h3GA0xmXcmZhthB3WQPQO34I21poIshItpsLeiEiiMeeuZNwPap8QecJvEln8jhY4f5nOJrBqMSrl52WlVSKp/yTrC87oCut6ty2nnbTv3iIrcg0ecDWGkxHd+LjujYcL7HvxP8Bjrvg24vqDxrYIxLVEYRawtWcNz6JZ+lCo+WqDLjepiY6zqm7BakvI06fyo77xLWjqOKISbQGhR6tR7uUMfxt8dnsLqnhOis5TM4sTiSVmZjUaz5B5P1SkJtYMO6767325RzJ+Lju/nXpf34H+AwspIC6r54COcZpJVaDuH8xmK9kXTc+V4aYamJ7B7eJhIB/V1YXJiZ6jrdAva+nXp8bdkR3fi4zo/pX5c/wCWB/gMLKSFpB0q37IDq35GK9CfjiPj8XHd/OvMe/A/wGKPTjOkWPC8xb7Mf/Ywsp3A4QILLNyYUcusxUcQvD/hPN9vDAos3iRlEwzIImfKCzqcUjR1uhBWNr+1EIWd+euRXCHheVxNm3VDNVmeSpVOpEohL03NqQBq6pskAJBIBcWQkEje5tCyjn4Xp7jVDl20S7qy6C6ohJ3KiSOzuIHqg45ITCVFSpZ5IAufNMRWY+6avNqo1F5GW2VuGqHTASGfmm49OzJF9lKKS2gXH1ISbfXGNdofTOcS0jNJcrOEsD1RnUNbZk32SU33spDux8bH0QspKXPTCpiZUopISklKQR2QXBFrQxHDV0kORPFDU5LAmK6M9gbGc8QzKy02+l6WmnT9QxMhKbrPYhaEknYajHRFZokxRZoyzgSpDnnNuAgagPv+EWJtJihNKdozSkRZCFKskarm1iOcNjxocYzfBVhrBdQYyyaxYMUOzUutCqt5CWCwhpWq/Uu69XWeFrdt4TNERZ1Ui4gZCTziPcdOM7bfhflz/lgf4DFfi47v515j34H+AxLWkh7dwYMpIFojn/Fx3fzr7HvwP8BjacqumRdzMzQwflueHJinDFdfp9E8sGKy75N5VMIZ63R5GnXp16tOoXta45wsp3oCDA7LalmyBc9wFzCliNFCoTE7ibEVTlKXR6dLmZm5qZdS0y0hAJWta1EBKQBckxHjnt0yuC8LTr+HOHzAKcRmXJR826wpcvJqI7WmE2dcSfrlqbPgYWUkJbkpnYiXc/WmBerW1ssFJ7iLRDe70ynFKqa65uhYHbavfqRTniPRcu3+GHkya6adqdqLVJz7yul5aUeWEmrYccWrqhyBXKvElQ7SUuXtyQYtlJEsYUNNSpSptlrVMSg1iwuSge2Hw39UNpYe17OUO1gXG2C8z8I0/HuXuIZSs0KqNdbLTTCiUKT2gg7pUCCClQBBBBAMMxxi8TUlwUZV0PG0jly1ikVauIpBlVVLyEoK2HnutLnVO6voNtNh7bntaEzRQ0UW5H4IOYYdEtiSRWbeevq9+XnAgfCRHEn4uKs8+FyW9+H/ALGOjeCbj+b4y8aYhwY9k6xhMUOlpqXlArXl/XEvJbCdPk7Wm2q97nlEsp1Y0LWBgykWtHI/Gr0i9N4P8f0XLqSyvaxdOz9JFUmT82/IfJEKdW22kjyd3UVdWs8wQLbG8c8fi5Mwdhwws+/E/wABhZSUlsQMgAneI58f9LXjXLXDGB8U4l4W2WZfH1HXW6c2cYKC0y4mHGklX4y+qDaXBb6lxMaR+LlTN7exia9+J/gMLKdw4+V/LjUdXYtIH6xMIqkOWSbXB8Y3nJTGuG+IzK3BGeDNFYkzW5JM4uU64PhhzdDjJXZOvQ4lQuUj2vIXjiTNHpk5PL3MfE2BqXw9y1ck6BVZmnM1H8FPU+VJacUjrNAk1ablPLUq3eYWU6wZaUAB1aoVpBsEKTbYco4swP0y9Wx7jOg4Ho3C8yZ/EVTlaXKpGLtXz191LSNvIh9Uod0SJYrkMNUpiZxdieqSlHpFOlVzNRmn3ksNNoSLqWtarBCQLkkwspqcsy4o6WWitR2ACSfig6mj1Mf8BmPUyq0cLZ49MhgnCE49hvh4y8TiHyclArVYWuWlFEfVNMJ+euJ8VqbO3IwwTnTKcUi5kuooWB22b36lNNdI90u3hZSWN2Wdlwdba0W5hSbQFpFr25xwFk500jNRqDdHz/yqlmZR9QSarh1alBod7ks8SVAcyUuX7kmJAaBV8F5l4Np+YuWNdlq1QKkz17L0sq6Snt29slSTcKQoApIsQLWixJQqoXO8XbQNJJ+utFEKJuUgX5Ad0Z3KU7iKxXPmgWi+oxjqBHoirjvgCkqlLAS0kQwXSjm/AnUj/wBc0z7qh/uSgR2GGA6UUf8A0JVL+/NM+6okrCDk847h6I3NcYD4pEYMnJkMyOPKY9TCCohBmmgX2L9lzocQPFdhzjh484XMC4tqmA8a0DG1FmVy8/h+py1TlXEc0OsupcSR60iMWSR/pwP578rL/wDNtS/bWojEiSDpicV07HaMkMaUh1DkjXsOTNSlloNwW3iwtPwKERvwHooy++kLw9/gllv3ITHnXP349FGX30heHv8ABLLfuQmPOufvwF0p1cjFha+5hxeHAJXxC5XoUkFJxnRAQeRHlzUej7ENWk6HYJobUwCAfNAB7e5J7oBjeA+oyVF4H8uKzU1BuUpuH3Zt5wj2raFuqUr3AYg94kM9MUcRGcWIc0MTvKvUZlSJGVCypuSkkkhlhHglNrkW1KKlczE/ecWJPLOHjMmptSPkQk8N1NKUhV+Uqs35C3OPNsv2x2tAK2EMKVzHeKqTgzDUp5VVq5OsyEkzqCQt51YSkEnYC5FyeUOfxPcJ2afCbiil4XzNXSJlVakjOyU5SZhb0s6lKtK0XcQhQWk2uCm1lJIJvAnBUlK+LLKlKhcHFEl9vHbnTjoSmr5OkAXMtXR6gqSgIvpeZelXW5iWdW060oLbcbVpUhQNwoEbgg7giJ9eBzOya4meE+j4lrsyZvEuHXXKHVnlklbkzLpQQ4SeZcYcaUT9cpXdEAsS+9CrUuvyWzLoxcI8kxAzM2vsOtlAm/8A5UWEl26G2pYFDRC12sVns8I4K6bcg4KyfSVC5naqfT85lo7pfmS+VNpuE9vj6Y2KUxSkSjMvUKY0+tlOlKiocvcMVLp5kNBix2idnpR1SszwNYsnmZJphTlQpNglIBH4+a7bRBNGLJfSSLgQ6HCwAOJ/KDf/AI+4f/dBiOg+iIbbd4xJBLiErSMPVM2ULi+lETfockkT4lUU5pJSdlBsC1t78oCMbpm+IGvUpWGOHnD9RVLSVRlvm9XQ0shcwnWpuXZVb8rulxZSdipKD9TEUyjeO1Ol4nXJnjFn5dS7plMPUxpI+tBQtdvdWT644qgH6wdwV5z444c67xO0VujjClB69brD00tM6+yx9HeaQEFBQje+paSdKrA23YbkYma4bWW/xHfEx0+2wTjJZ8SDO2PwCIZICQTogM/65hLO57IyoVN1zD2NmHnpSVcWVIl6iw2p3W2OSStpDiVWtq0o5lIjpjprtuHDBf2bMfcE5EbfAjUXKXxg5SzLSylTmJpaWJH1rt2yPWFkRJJ01/0uODPs2Y+4JyAhjiRzoSlBOdOYRJH867fP+624jjjsDo/s2XMkcOZ+5jyrwan6bl+pumki/wCPnpptqXNri4Di0qI7gYBsONjNJzODikzDxp5SXpVVWXT5Eg3SmVlQGGwnuBDeo25lRPbDY5b4LqWY+YGHMAUZlbk9iOqytLl0pF/PedSgE9wGq5PYATGurKlrKlKKlKNySbkmO7eh+ynTjXiWm8fzcmXZPAVKdmkrKbpRNzIUw1vyvoL5G31NxygOmOlpyBpsrwv4GxRhuTSPwr5mXo/m7BFMeZSzyA3IdZlgO4KVEPJvffnHpX4jMsvw6sicdZYspSqYrdHmWJPUdIE0lOpgk9g61Kb+Eeat5tbTy2nG1NqQopUlQsUkcwR3wE1nRl5ryVH4C6xX6zOJErl69WnJhQP0JhpszZ29C1H1xC7W6pN1yrztan1apmfmHJl497i1FSj7pMddcL+cK8H8EHE1goziWVzzVHTJJKt1+WrclpkAfqbaB6445V6LQHa3RJ5XIx5xWyOKZ6W66SwPTZmrG6QU+ULSWGb37i6Vj9EhJ7I6C6ZniFr1NXhrh2w9PeTSM9Liu18tqs5MALKJZg2P0MFLi1A+2Ib5ad3G6GnKVjCeQ9ezWnpcpqON6t1DClD/AIBKAobtfkS85MHxAR3Rxp0u82X+MaosFV/JaBS2vRdtS7fs4DixStR7h2CH6wfwUZ1Y34cq5xPUVmjjClCD7jsu7NLTPPsMEdc802EFBQjzr6lpJCFWBsLsJE03DhLNK6IavgItrwLi4qttc6Zzf4BAQs8jEgvQ/wDEBWsJ52PZEVKpuuYexvLvuyks64S2xUWGlO6kDknW0haVW5lKO4RH1e8PdwR1xeHuLnKKoN31O4tp0jt3TLoYPwOmAnurkiim1J+VbJKEqum/cRe3w29UJ7qtjvC9jNB+bBUO1pJ9cIBTfnGUMWKVxWoxSkhPKLRUAocuCD3QwfSi78CVR/vxS/uqH39r7kMP0of0iFR/vvS/uqJKwg6POKHOKPOFOfw5WaZR6ZiCbknEU6sdd5FMW8x0tL0OJB+uSSm45gKSe0RiyOfmnm47mHkTlLg+pTwfqOAhV6TYklYk1utPS9z3ALW2O5LaYZ2KJvFQHooy++kLw9/gllv3ITHnXP349FGX30heHv8ABLLfuQmPOufvwGw5d4vcy/x9hnHbMmmccw3WJOrpllrKEvGXfQ6EFQBsDote3bEjB6cHGB2PD3RT/wBvu/IRGbIyE5Uptin0+WdmZqZcS0wwygrcdcUbJQlI3KiSAAOd43P8IjO29vwoMa/+ATX+xAT05g46ezL4GMS5kTFNap72JMvJuqLlWllaWVOySlFAUQCq17XtHncJuSe+PQD5DPUzo2nqdUpN+Um5bKp1p5h9stuNLEgQUqSoAgg8wY8/0A9fBR9NnlR9lEn9vHbvTkfktk7/AHPXftpKOIuCj6bPKj7KJP7eO3enI/JbJ3+5679tJQEW8Sx9CQScEZxJ7PLKV+0zURORLJ0IwvgrOEd85Sv2qahA7qbZ5pPMc4M9W2ygKcF/Dwg2ttMmx1y0guK5JPd3wSSHXl63N7xmwMB0nSkr4C8UFIsPLqVt/wBoNRBTE6/Sdp08BuKU/wBvUr90GogojBnDtbohfpxpH7Han9qiJtGJhp2uustuBS23DqT2jaIS+iF+nGkfsdqf2qImnXRZhnFjdUZXrbW8S4m9im6SPWIsJKEPpYnVOca2KkH8qptJQPR5E0fvmOPo6+6V4k8bOL7i34wpI/8A4WY5BiKme4bf6DziP7BsafHPRDDEz3Db/QecR/YNjT456IYYB5eDIkcWWUJ//MqV90oiTfpr/pccGfZsx9wTkRkcGf02OUX2ZUr7pREm/TX/AEuODPs2Y+4JyAhjhbpGLKlRsN1zDUmpKZavmVTOG3nKbZWXEoHcCvST+lHjCJAzUlMuyrs6hlZl2FobccCfNSpYUUgnsJCFW/SmAC5q2Pb6InJ6JjKdnLzhWZxjMyQbqmPKi9VHXSiylSrZ6mXRf60aHFgd7qu+INeRibvog80mMc8MUzgOYng5UcC1Z6TLKleemTf+fMLt9aVF9A/UjCEl29KKOo3HthaPPHx15ZKyl4rcw8MNynUSkzVV1aTFiQWJsB9Nr9xcI25EEX2j0PspCSPCIpemxyuaYr+X+csnLkLnZV/D08scj1Si+xfxs4+L9oA7ospCNal4oqFJw/W8Oyq/xrXkS6JlN/6i6HEn3R8JhNkZSZn5tmRkmFvzEy4lllpA1KWtRslIHaSTb1wBHRnR85WuZs8WWA6I5KdfIUqdNdqBIultiUSXQT4FwNI9KxEZJv8AIzLlrI/KPLXJ9DiFTFGpzUvOKQTpcmEtFb6x22LylEeBEQ99LT9OniT+9NK+5URNRMTnluYkq2ld0yYLYHZfQon4/gEQr9LR9OniT+9NJ+5UQHHETVcNv9CIrv2C4s+KciFWJquG3+hEV37BcWfFOQEKsOvwk/TUZOfZ7QP3QZhqIdfhJ+moyc+z2gfugzAehbGn5LW7Sym3umEFVkm/bC/jMXrAPcyn4zCF1etRN/axlDGWTMtc6jveDXk6e4RTSbAQLFRrhSSrfuhhelDFuBCoj/rel/dUP9a6xDBdKKLcCVS/vzTPuqJKwg5POOwKrlgrE/Rj4fzKlpcLmMFZgVBt1wIuUSs4iXbWL32HWty/rtHH55xMH0fWWchnH0bONss6gyhxFfnq1LMlSb9XM9UyphwDvQ6lCh4pEYskPkVA8/JzFOnH5CbaU2/LOKZdQrmlaTZQ9RBgCA9FGX30heHv8Est+5CY865+/Hooy++kLw9/gllv3ITHnXP34BxuG4n2Q+V2/wDx0on3czHo8xZiOeoehMqyyvWRusHuV3EdwjzUZUYsksBZoYPxzUmHn5TDlfp9XfZZt1jjcvMIdUlFyBqIQQLkC/bEsj/TT8O8z9Hyjx46Ry1syJ/18B1VnhWZ7EvDDmq9ONNIcGGaq0kNggW8kUe0nvjzjHnHoOy3z1wlxjcLeP8AFeXGE6pSJWalqtQW5KoNtB52YTJpVcJaUoEHrkgb325co8+jza2nFNuJKVIJSoHsIgHo4KPps8qPsok/t47d6cj8lsnf7nrv20lHB/CbiKkYT4lstMQ16eak6fJYlkXJiYdUEoaR1oBUpR2CRfcnYCO0Omvxxhyv4+y0wpR6vKTk7RaXUJycQw6lZZTNOMhoKtyJEuo252IPIiAjXiXDoRZTTl5mtOnYPVanNH0JYdP+nER9iYmY6GjDM9SOGrGGJ5qWU01WsTvCVUoW61pmVZQVDvHWKcT6UmEDsudKp+ZWtIsLlKR4RZwolUhFruAcoO6Eykv5VYdYslLd+zvPquITlJDR6x4FSyeffGbBzx0niirgNxSsjcz1K/dBqIKInY6Tw34DsUm1gZ6lfd7UQTxgzh2t0Qv040j9jtT+1RE4wDZmStCgbLIPeDEHPRC/TjSP2O1P7VETVTD0xRMR6n1FUlUlgA39o597s/iIsJKEbpaWFM8aeJHFD6PSaS4PQJVCf9GOOI7s6Y3Dc5TOKyTrq2FCXreGJJxpdtlKaW62seoJR7scJxFTP8Nn9B5xJ4YFxn8c9EMES4cP+ZuDqZ0QWMKdN4ikGJuUoOI6I4wp9IcEzNLfDLekm919eiw7QYiPgHp4K2VP8WuUTaf+mFMV6kvpUfgESZ9Ndvw44M+zZj7gnIj16ObDExinjOyylmWVrbkKk7U3lJFw2iXl3HQo9w1JSPSoRIV01/0uODPs2Y+4JyAhjh+uH/ATuPMlM+hLy5eew9hyn19tKQCQJedT1ih3ANLcJ8AYYWJDOh3w5S8Y4wzfwhWmA9IV3Bhps02eS2XnerWn1hZgI8ybqJjvPod8zvwIcS09gB+Y6qVx1R3ZdCFKsFzMqC+3t2kNh/3T3xxFizDk/hHFFYwrU0kTdGnn5B/a3ntOFCvhTC3k3j6fyszXwhmPTH3Gn8N1qUqQKFlOtDbqVLbJH1K0hSVDtSog3BtAem0jSogdnKOOulqolMqvBdXalPSwcmKPV6XNya7/AEN1UyllR9bbzg9cdeU2pSlapcnW5BwOSk/LtzLCwdlNrSFJPrBEcpdK19JBjH+76R93sxZSPVAvElvQiUmnP5kZnVt6VbVPSlEkZRl8jzkNPPrU4gHuUphon9IIjSiTjoPf59M1yf8AmylftsxEVI3hiYcfxa1Nvqup59aifSDEOvS1tLb40cRLVycpFKUn0eTJHxgxL7h5zyavyLijZPlIBv4m334ih6YmgTdO4rmK05LqTL1jDUi4yvsWptTrah6tI92LKQ4XiarhuIHREV37A8Wn4J2IVeUS65CZp4Kp3RD4vlJ/EkgxNSeHcRUBTCphId8rmuuSw3ove6i+ggW5EnlEVEVDs8I6FL4qcnQlBURjygqsO4T7JJ9wQ0/M7R0f0dWFJnF3GbllJsSqnkU+prqrxAuG0SzDj2s93nISB4kQE72Md6sL9raR8cIjJVuo9sLGL1hyqPNpPtUJG3faE2XSALGMoYyHb3AgSwikADlAkVGuhPnA3jn/AKUX6RSpD/rmmfdUdBJF1CFSdawfiXDZwtj7CFMxDSw4HPJKhJtTbCiDdKlNugpuDyNokrDzRnYmJw+h624Qzb/pRUd/8VmH2TlVww8hw74B96lP+TjZqN+AvBtGNAy8wXS8OSSny8qWpsizKMBw21L0NAJ1GwBNuyJUsomEF3SE5S/hO8WWOaFLNlNNrM5+CGnGwA6icHWqSAOQQ6XWx4NiOcY9KuJsL5NY6nWqtj3KnDGIai0yGEzNUo0pOOIbBJCQt1JUE3JNu8mEc5ScMg/peMAH/JWn/JwqUsk4AVp4C8PXH/JLLE/+DpjzsqFvRHpvl6xh6WpiMMyuGZVmgtygkkSCWW0sIYCdAZDIGgN6PN0Wtba1o1FGTXDQo2Rw85f+9Wn/ACcKkt5vYum1xc2j0jKyU4aUi/sesv8A3q0/5OAJvJ7hmlJZuZc4ecAqDiinSMKU++3/AOuFSW5x6HB9qW4R6s9MKCW28Z1FSyTsB5LKRyD0jXAVi/K3HlXzmyrwy/U8vsQzLk/MtyKesVRZlw6nELbG4YUoqUhaQUpHmnT5mqViWfwRhPDUxhnLjA9LwzIzLqnXZenSDMowVqACl9W0AkrISkE2vYDuiqBjGcpLPkL7flkmRp6pXNIPMA93gdoVJbza6CDz5RdQudzuY9EePOBvhGzSnF1rFGR+H0VCYJddmaahdPW6tW5WvyZSAtRJN1KBMafTujx4GsHVNuYVk5Lz0y1Z1Dc9PTc03vyu2pzQoeCgREVDFw68M2avEvjWVwjl5QHly6nB5fV321Jkqc19U464BbYckDzlGwAj0A5TZXYayOynoGTmEheSw9T0s9aUgKedK9TrqgNtS3FrUf00LWFpLCeGKG7QMC4Wp2H6XTmU9RKyEo3LMN78ktNgJAi9MUtxUy44tSlKZBKjzvrTGVJLGbQjUnrkkolmUnT2Eq3t6yoe5CNMOuBZccBLitwkdkL1UATruLpC06vEJbFh8IEI3ky1OXWq6z7cjvisXOvScKUvgLxPrTZRnqUT/wB/aiCqxj05zlCwtivDhwrjXDFMrtLWpK1SVSk25qXcKVBSSptwFJIUARcbECEJPD1w5LHm8P8Al3f7FJD5KMalncIf+iGFuMWRJI/neqe3+KiJtsRS7c/SZxbZBVLguJJ+pWjc/B8caxh3LDJzAtUVXcHZSYToFTlyGBN0uhSkq+ltwgEhxtAVpN7EA9hHZGxv/wAx15IuLdYbdwLIP7/uxYikmXL/AEgXB49xY5S0+rYSaYTmBhhtUzSFOKS2J1pabuya1mwTqISUKOwUBcgKUYgxxbg7FOBa/NYYxlh+fotXk1lExJT0upl5BvbdKgNtjvy2j04qm3pHCyJxgpDjUqlSdXK+kRqWMsococ98PyiM2MtcPYjHVktqnpJDjrBOx6p23WN3/QqESiHmkNtPcfTBim0mpVmfl6VSJCYnZ2aWG2JeXaU444o8glKQST4ARO7Wuji4EqTOJcnsqHGCsa0tIq8+UFN/1Un4YevKnhxyAyVGvKrKnD9BmSgIVPNSgXNrTz0mYc1OkeBVaIrlHowOBqu5C0ubzozapxksZYglBK0+lOpHWUqSUdSi73POWTdPNCU2O6lBJbprSDw44MubD8GrG/j5BORICVhUaXmfJ5cVmTkqRmRgWlYolEOeVS8vUqcxONtOpBTrSl4EJVpWRcb2UR2xaS3mWiR/oSFEZyZhpvzwy0QPRNI/fiQdWCeFpPPhwwMB9itO/wBiF/A6cmMIVkKy6ymoOGp+ogSrkzS6PKSaloJuErUykFSbi9j2iFSWha6SfLN7LPjCxzKhgtSWInWcRSJ7FtzSApwjwD6X0/4scwJFzHpsxPlnlJmBPtVnHmVmFcRVFpkMImqrRZacdQ0CVBCVuoUoJBUo2va6j3wlDh44clD6X/LsenCsh8lCizU9G5m2vN7hEwfMT8wHarhhDmHJ473vKnSyTfmTLlgk/XaoRelaN+CPGKeRM9SLf9/ZjpzCOCcCYCknqfgPBdCw3KTLnXPMUmnMybbjlra1JaSkFVgBc7waxJhXCuNqO5h/GOG6XXaW8pC3JGpSbcywtSVBSSptwFJIUARccxCYSHlxiTjoPr/gzzW2/wDtlK/bX476qOWnDDTak/TXeHbAS1y6ilSkYVp9j7rd4VsMJypwJ5Y9lplXQcNzU42lD66XSZaR64JJ0hwspBWASSAb8zCpWxJtxaXutbOlSVXB7t+cNJx68Jvsv8opOrYNZZ/DBwlrepYW6ltM6haR1smpSrJTrKUqQpRASpIuQFKMOo7OSkhLKmZ6bYlmWx5zj7iW0gd5JsIPYbxtRphxL2HMTUubWlIuiXnG3QrwISTGfZlMXEPn93CMu2Zi3nXxdg7FWBa9N4Xxnh6fotWkVluYk51hTTqCDbcHs25jY9kJAuAQRfbYGPSRj/AGS+c9NRIZu5YUPEaGgQ27OSLbzjBPPq3bBxu9h7VQhmnujm4DXnxMjKtbY/qaKvP6f22/wxhUvpaCSmUqpVioMUujyExPTs0sNsS8u0pxxxR5JSlIJJ8BEy3RncFla4eaJPZ5ZuSXkOLcQSKZWn0l1FnqZKKOpQdvuHnCEXRYFATY7khPTGW+TnDpkc0VZTZSUKjTejq/LWpRKppae5Uw5qdI8NVo2Wo1adqr2t9752n2jYFgmEQWLz82uYmXZhw3U4oqPrjJonneCrqbbQaaBtGTEaQTYb84EuYDbHfAthAIYSUm8ZXskgbRStjFcwYDAJ3gZKdxqHPleMUgRcqJ0/oYAVXmp9MWQToVeMragIulI3HfAZJR5sGWG9xbeAUiyTBmWNl8uy0AMpCrdvKCFeT/ACPZHc6fihZ6v52kkdkJGIAUyzaLflh+KA1d1JgAosL23g24IAWLA+iAeWTT85QLfUj4o1HFgvVFbb9WiNxlBpQgdwA+CNQxX+S6x3IT8UBlQU6pGpdvzlv7YwZpKfMmb/WJ+2EA4fGmn1RR7W2x8KoM0zzW5m/1ifthEAtQRq8217vJuO8aW7wQl2wrziee8Ks0PnpHP55f9i3CeyAmwPdFBjkAEnlyg5JpcJuogi0EhuoDxhUk0WAPhAYVNALDgtzbT8CwR8cBvkCXr5O3mq/aRA1TADax/Yx9umAJv+ZMQnuSv9oEBao7YNWP7TT8QgbDIHzCkdvykQFVdsHu+Eon4hAuGfyDkR/YRAalmYD5XLfqBt+uMbtL+0352EaVmZtPSyf7XJ/ZRurB831D4oAYe2jQM1hd+n7X+dOfGIcBABN4b7NNQExIbckL+MQDdLBBtyg7htP8sNOJ/rhMFHj514O4a87EVOT/AGwk+5APG3YX5QZZPeLQUb3MG24A2nlAyOyAEEXgdMAyuL0k4pqBSTczChceqOVuKbiSxLlQ8ig4QmpCWnZhICn3WSt1sdpSkjSe7kecdWYoucUVCw5TKjY9scF4YyPqOcHELizGOZjiFUfDtTWyxIIIPliwrSnrFbkoAFyNr7C9hvY24aMZ27PSGvyMNm6I0aprLLxE/BlJMZ35uz7tTpVDxDiKYc1BVQmX1CWUSb/lh0W7gk7X2tBxPDdxZUBaK+xh9hlskPpbl58oWCD2dxNuQPd3RI2GafSqczTqTTWmkS6dCEsthKUpHYANgB2WhBxTV60zJWZbKkIQQBuLGNHf1vduiYjxj8R/y+nT/p3i8PPHPKO7Zfmcvz4c5ZWcXmZOV7klhPO7D1SlJNephupPNaw2oDzQtQ2IJsLk7Xv3x2ZljjynY+wxLVeQ0qUptC1lKgQrULgjft+GOW8XOydWlnJLE7cvMSrzDiX0PJBSUkWt/HeEro93pzDGYWYOWLNRXM4eYaaqlHbWoKMukuqS4i/O27fueO+l07ZnnnMXL0vVsdeOrGe2ImfeIrz/AGdzH21zFtR1CL/VRY7qAAjtPPMlDUbwZaRflAKU6oPMoAEBmhEC6R3iMkouIz6r+NoDXlJtvFWEZkjtMWMBgL3jPSdMWQLwOUXULcoC6U2SDFt9UD2GnnAYQSowAiRdBJ7oHl02WAO+AGQbrSbwYlknrARygFXTZsCEPEKtTSB/ZD8ULqvoQPhCFXrdQ0T2qVAa06O6AVpJTeDTg7YB07790A8cuPNT6I1DFX5MOfpEfFG5MchGnYmTqq7gPcj4oAWh7Uypn9C18aoGpxuiaB7EJH7IQHRxoplT7tLXxqi9OPzmbV+gR9sIA7Mqs6VDn1pHwIhPKylW1tgIM1F0tTBNtutVf3EQk+VgndVuyAVmTexPhCvLEaBaECVnJcABTyRy5mFRidlUgWmW/wBcIAepEFtd/rEj9mmC81vJ4h/Sr/aBFTs0y4hwodQoaEDZV9+sTAUy4TI4h2+pc/aEwA1W/nPe/uRPxCBcN7UOR/UUwBWzbCDtv60R8QgXDqj8xJG39QTAapmSSqoyt/63I/ZGN2YN0JPfGiZjq/knLg/1D/SMb0z7QQBlEN5moLzMh+prPwiHBTfaG/zQ/mmSvz6pf20A3T53g9hY/wAslO/VvvGCLo33hQwoP5ZZD9V/0TAPC2QDBpoXG8E09kGmT4wBtAtA6SBBdJ8YGRe0Az2LED8Ec+T/AFwomGTkpZnCWIcVVWeWlmWdnlTC1ED2qt7+J86HsxesN4hqCyFWS8snSLnl3RzJjXDlRxnmS1i01NoYamaYJaWlFvPKSua1JUl9xoFKArSFJsoHYHneOdz8tcxGGU06HC15zGWeOPj0v4n+zZJ/O+n09aG2sK15qRfsEzj8qEtE99r6gPG1o0TNjPNrCtMbcdluvdnXLS7JcS11hI2upVgkctz3xrlfyfoMjWk1moYhRNutjSvrTfrAfqerAS2OdrgeiNDqfDU1lZNYQxhPVKqOzM3KONVZxx9b3kpdKVoWgOFWkJIKFW7wdgI08Y0z5buGOWFXETPyDzFzfmXaOwxiPCEtKNzaElE3Tp0TnVXNvnnVggRlwN1SQf4mZecpVSan2KhRp9kuNLvdICFjbu8zsELVTyky4lL4k+aBdLSS6FIbKm1m25WUk3J9yOaaVjL8LrNSj4vwDS9D9MfmRKsNvLaLj7hWoBZSQVI1LB033SNJ22jc05a8ZnLCHz2adu3GNeU38WmhsQRFJvr3jTMlqxiiv5SYTruNl6q9P0tl+dIQE6nFC9yE7C4sfXG5IJK46ET3Rbk7MJ15zhM3Q00m60jsMKDKNoJsWLiCSNjvCiynlFYBW0EiBNB8IzQiwgTT4wGpLsDeLXAHpi7pF7CMCeUBm3tBtIB2gu2BaDAuFWEAIlIsRFkoIVGSRtGaYDBsHWvbsgeUB1BMWaQNSz4QYkkharnmDAHlD52G+0CEPECfxswLfVKhecFleqEnECPnDKewKVAautIjDq7m3fBlxvujBDSiser44B22QdNo03EoPzad35BA+CN2bASn0RpWJEPGsvlCUkebzWB9SPGIBaVc0qpgC/mN/GYzpbZcl5lABNwgWA39sItQn0y0vMtzqQlLpRpsQb2Jvy9MHuvllHzSsd1iIoCmmFqdU6EvpClE26sE7gdvqguZfTtrcH6Zk/vwbU432qX67RYOgDzVm3pgChaPLUkjt+dEH7aM0Mtk6CUqB2spvYfsoGX1at1Juewkf74xU22pBBSRfa45iApNJSpKiA0kq07st6L2NxfzzcXgOYps+3I1JqXaXMO1ALJKlNJAUUBI+q25CBW0st/RQVj9EbfEIG6ukObrlr+FtjAB15xbOFZlp8BCkS6UnzgdxbugbDa/5BSCr82EGx2PKCM5JYKfSW56gy7wPtkrlwoH3RGQrOGpFCUNStRQhsBKG2mHClIHIADkIDXsxSFVKXsebIT69RjemidIN+YBhsMaVpiq1GXXTKbVihCQFLck3dNwSeZBtzhx0zUuW0/PkjYbkiAPtqB7Y0LM8apqTI+paUPhjcm5lrVZLzavHVGmZkqDj8noI+hqv29sA3jqbqhSwmm2I5A2/LCf2Jgg7sraFTCab4gkiexw/amAdhCQYMMi0BITvBhpBgB0C8GEiw9UBNCwgUG+0Az+K2w5iGoBR269V4aCqynzBnqg7NoVMyT2yJdzzm+rCbBFjta5Jh5MTt3r8+o/1dR+GNQxjRHatQFqk2kqmpY9agabqWADdF/EfCBGjzeNO7C8fWP6pv8AB5P2cuzL92f6tzjhx6q1vFT9UTSqLRpKS1ikSK5NA610X+fuJFiQDYgXB2uY1DOXFnEJLLk52l1LDkuiWSUzUw8pKWVDlZCFK29FzDhymDsIY5nC/XqWic6ggtArUkoI32IItuISM0pKngKo8plbJ1MpZKG3nG0BCRYbnzCeyOTryiZrJ3cYjvqTGN5lVZnCUzS28SS05OJHVzyGiOrU44TuixIAF+XKwhuuHHK7GmcmbjFPpUogJlUJqFQnH2yWZRvULE7WK7q81O1ynuBhRzXnqPlhgVqhUeh0+mzlYmFOTJYa0qsAbi/M8+Zjrnoy6ZJLyVreLkedP13ETwfVbbQy2hDSB4DUs/4xjo8XXE3ljHiWtz932sYi/MOsZKVap0kxIM36qWaQygbDzUgAbDbs7NoGRsR4xk4mxtFBIuI6UejzszfkalzdR8BCvLp3BhJlUXcA+u5wsy6LRUG0oFhGegRTfK0CwGiq3MXANxcRnoAPKMtO4MBmlMDpSVKFoxSARygdoAEXEBmE7CLgWVGdheLkC8BTaDrVta4g3IJASTbtgNHtgTyg1LJAFhAGQ1q3MJOImyhmXvtdS/XyhaTCVidl55qUDSCd138PawGtqST2RTSLuJFt7iDKKZOL2OkekwYYpk204kktmxB7YBwwdKSSbWEIk7LpmZhT2nZX1w3gNdUdUSClRB9Xxc4DM2tZ2SYgxMm2g20D3IzEq13gRbyh0C2keuLCZcH5VeKLmWaB3cv6rQMhiXttf3YKFxTnNpI7YysobhoH1wBrqZYmxRFMtsoKm1D2qjYjuO4HuGCupYNxtAannELTcjz9j6ef78AqhqXcTpPL0mK6iXlt0krv2FR2hL65Stw6B6IDcW6oFImBvt7feAX2Sw4POYG3bpEDHycfUJA8RGoHypB3fWEnbY8oxcE9uEPOH/GIgNxHkRFtCO/kOcZp8ntb53tsNob19urq2aWoemE2Zl8TFRSh4oHfa8QOqVSyeZbHuQ3eZ01KdbKpl3mlrCFXCFAkb+EarPYdxlOJKTPqUD2EbRrVSyyxk+sOS484EKSpJIIPfCqBrrS4uxEL+DkhWIZIWudavtTGns4YzMpqwlyhGebTzKFBK/T3XjccDpqTeIJRVRo09JaSd3mSE+1P1Q834YodptBPZBhCCBygFDjSfywH0QKmaaH13uQA6BY7xmBAAfbVyJHpBgKoVimUanzFVq0+xJSUqguPTEw4G220jmSpWwEI8+IJmMYuZqI9TcYkbHzbnj3vq+OEibmJSmyi5qemWpdhJCVOOLCEi5tzO3O0MTnRxk4bl56elctpRNWmFOqtUJlCky6QORQnZS9+06R6Y5IqXELjOYzIo2JscVycqdPkp1EyuSKj1CE2KCW2h5iVBKlWIF/Htjfx6Zvy1ZbZiqj0+XmM/q3p8crHi6p7pmfMx6R7Xfv/AJOtsWMTVExLN1ihIQ4FzDnXMk+Y9ud/A+PKGQzV4jcUYaeebdwG+0gtlKXFgKSdtjcE7Q+71SpdapjVZpU21MSc82l9h9pWpLjahcEHthgs/wCnCbpPWF4DmNJ5HePF64ic5jOPd+nas8c8Yrz8OJ8yca1zH+InKlWghIbFmmkDzUCOzeATioyvywyucy+zBnZik9TWJh81JxoOSyA8lBbSsIJcTcpWArSU3FiRcRxziaieSTTrhSbLuQSIb6emlyi10xtag7NKQVpBOyUknf12jvcWO6YjH0crqMZYYZZT6w9AGFscYOx1Tk1bB2JaZWZRaQoOycylyw/RAG6fWBCulQBF+3lEHWE8SVmheTTdIqczJTMppLL8u6ptxBHIpWkgpPojpfLDjszkwjMSzGJ5lnFlObIS43PWbmdA+tfSLlXbdYVHbz6XnXdhNvE6vqPVjn2cnGv4x5j8JPJW/WI27fghbl07CGOyQ4mcrs7HG5TD9U+Z1aCQV0ifUlEwRa5Le+l0DtKSbdoEPqyABzHqjm568teXbnFS7+nfr5GMZ6puJGWxGcYI5xnGL6tNUBF0JubRkU9sXSOdoAVtAuUnsgVIOoCA2wSq+8Dpte8BmE33i60du8ZJST3xmtBtAZti5tBthBPLsgs0khSSe7eFCVTdau6+0AO02TzgGqS+sti521Cw8bQebbufgi028mXdubEhI0X7D2n4BAI5kupSOsQNR5Ans7/CMkoHMJAgcFKySVXUTcxdSUW6uxBVzPcIAAISeYiywlIuU3gx1TWwSLj0mMg03btHoJgCQWm1upB9cYlTZ26rn3wdMsyo+dcmLrk2i0q2rzhYGAKtkFCSEgXF7d0CAkjnaBkyTaQNl7C0CCVQOSVn1iAKaVEwG81ZOs/UHV6O/wCC8KPkyfrVRSpVLram1GwWkpJ7riAIpYA2KAIyUgAbNE28IPty+sBZFioXItyMZ9QNwTygEtcq84dLZQLjkpBJHrvAaJGeQrSFN6e9X/x9+FkshR85ywHrgUJCk7HltytAJ7Eg4foxQrlskWg0JBq1urAgw1YXFoFFoAomnMAbNW9EWNPaBJFx64PWvFwOUATbk2xsUgjuvAok2bbMoHoED6gTpvv3RkmIAPJ2xuG0+5GXVjTe3wQKfTCBjvGdEy9wfVsa4hmAzT6RKrmXTfdVhshPepRskDtJESInKYiPVjnnjqxnPOaiPVr+Z+dOXuUdJVU8XVplt5TanJeRasuZmLdiEena5sPGI28+uI/GWddccXUnXKfQ2VXk6S0586RY7LX9es9pI2ttaG3zWzjqeO8V1XGVZmlvTU++44EuL1BhsqOhpN+SUpsAPCNAlcSrm1Fakkat49dwena+NWefnL/Z+Odd65zuuROvVHboj85fz/6ba6/1jWlSibDvtGq1xDL7akugADkb8jB3y/rGSSr1XjWqm+VqO+4MdLZlfq8/0/jTjs+G15f5547yqPzPkHWqrR1KCjT5tStCDfctq5oPug9ohdxxxcYZxEylmqYAq8ooJ0r8nmW3kE+BUE2hopvS6AVkH072jXZ+myzptsoeO4+GPP8AM6Vx9+X3O3z8v03o31Dy+FjGE5fpj2Fse5qMYjmkow5h56QCNQC5p4OqVfkSkAAe6Y0iRl3fKvKppaluk3Usm5Jja5ihttDrEW9QhNVLJC7JSNvCNfVwMeP6O3u6zlzo8y2amTF20pSk+ckc4WG31NjVe0I9NQQ0jbl4QbfdLTJUQd+Rjs4ZVj5eP5GEZ7KgcaxI9RZ1mdk5t2WmZc9Y08wsocaWOSkqBuD4xIfwL8cNTzJxNK5KZnz8tM1ZyTtRqopKkvTbiAVKYePJTmgFQVtq0kG5IJi7n53VOKUVbFs23hPwtjKtYOxXJYww9POydSpU43PSrzaiC26ghSTt6Pcjm83ONuNS9B0njZcaYzwmYj3j2l6SEgW7rG3OLxoWQ2a1OzuygwtmlTWES6a/T25h+XQrUJeZHmvNX7dDiVpv2gAxv1j3Rwp8TT1l+LamUWHKLpTbmOcDKRaLJSTBV0J7oFCbxdtF4HS0LdsBm2nzQLRdQtGaBawilpuYDJoA9kKMqgDe0EGQEkQpsW2tAZz82inU+ZnigK6hlTpTyvpBMao/i994EmUHfpDnP0bcoVceTrUjhGpTDriUJRLLUSTsAATf3L+5DTMYpkVBLsvNy60khQG57OV/HeA34YqXfeRt3We5/sYFGMFIsg0xVzyJd5/BGjDFlPVbR597DUEK0j1xUxiFspSkKV5ytB0tKUdxz2vYCA3k41KBddGcsN/oo/ejE46bFv5COejrh+9Ggpr0gVJT5Rsb7WPZ6rd0XFfp5LYQpI1230qtv325QG+S+YUupStVHfSgixKHEL7++3dGf4P5BtRHzJeCezToJJ7uYhv1ViWlwT1gLaQQTc+f4cvHnaLmvySkB1sNkrVbSbhXieXL0wDhpzBkBcGkzqbDfzUf7UUrMWli96fPkgcghH+1Dcu16nNNa3HUE2slJJBvaMVVqT6xLa3gEqNwu21h49kA5AzEpSgD5FPWPI6UWP7LwgRGPqMtNzLzab8roSb+4ow2ZrsjsPKUI0bHb44wVXKbck1Boj9P/HxgHObx/RlEjyeeHoQmx/ZRmMwqIFaCxObpv7RJ+JUNf82qVcH5oMoseRXzgdNbpgSVLnZcki50rG38bQDlfhgUO28tO+ALQ39G8CIx/QfrJsX5Xa5/DDZNV6klVhPta+y6x7nODLdUpit0TUuRfYFwE/HAOQnHtBF9pr/M/wC+Mxjuhg2vMbj+omG5FVpI3MyxccxrGxi6J+mr2E2xub2LgvAOKvHNBUnSpcx6miDF0Y7oQFjMPm1gSWTDcLqVPQoI8sZFxf6ImKRU5IuLQH2leag3BB7+cA5Yxzh6+ovuhXi0Yucd4eG5mHP80YbNc1Jr38oSD6RaKL0qE+ZMoXffY9ncYBzPwc0A2Ifd/wA0Y436SHOWSlsDUDANJnF6qvNOT02g3SeqZACAe+613Hi34CH7QsHtbPcSrnEd3SJ1F05sUxjrSW2cOy6koJ5KU+/f73wRu9OxieRE5e1z+HF+oJyng5YY/wCKYj8/+OYn6k/PTPVINwtRsLwpyr9Pl3Uyrs0nrthpBvvGlvTZlk9c0spWlJWPTB7Lx9me8uq8yQpQeKgtZHmpsD7u8ejx3XsjH3l4jfwO3ROy/GPx8ycNsoQ3rQom3fCDUn1KdUrYXg87U21NkJVcd55wgVCYQq5SY2NmUV4cbh6Mu+5FZmaUAReExTrhXudou9NJKiCeUFVzSSbbRp55vR6tUxHiBonrBoJ57Q5spw9Nz2XYxw3iFKZlySVPBjqh1QSm6tBXe+rSOdtjtDUJmUJUFG1xCujF1cFFVh9Nam005w3VLB0hs735co+3H2aMe77+Pd48fzavO0c/OMI4WzsrKJyuLuPeD5McMcknI1nNOTxsyueXTkVNcqW0hixTqLIXe4cCbeBNxYc4ZuqUcS9GbqTLus2SVIIta+23fCIMW1uVo68PsVqdbpq1FapRMwsMkkgk6L6eYHZCFP16aEuqX8qX1ZN9F9v47mOXwZ28aNn7Vn33P6fav4PR9R1cfnZ6cuDrnX2xHdc33T8x8WSK/NIZWooNgAo+BPb/APEILDhLywd7kfaxerznXEhari8AyKtUwon+O0c/bs78/DvcfT9vT59Uu3Q85lDEWTWKstZl38d4TrKJttBvcS06hSk+GzjL1/SIkA57xET0M+J2afnJjrCrytJrGH2plFzsVS8x8dnifUYl01Aba07eEaWXq3p8RDXlcopI5RdW8UkXN4xtmGSk2uOyDKOcAII0KHfBlKdtrXhZS9vCMVGx5wIAbbiA3LXhZTJsm8KEudr93Z3wnI28YUpY2srnt2Qsol1+ao9TaXSqiuVcaB+esuEEEixAUD4gbGEmXkcKsIS2yxT220gAJQ2kAACwAAHcAPVGsz1RKqxUgLKKZhYPibwEmYcc2QuxPfCym8S0thNKifxklQFidCQQOfdBsPYKSNK36eTz5A/ejRUg2UVOJBN7QWU+ULDRUyLcl6jt6oWUcQTeBkqFlU+47mf90X8vwRsLyJvysx+8PCG3M0jSPOSFHYqHdvtFvK0JUS0pAuQBvySBCyjlJqeCLWQqUseemXNr/rYuK1g0E3dl7q5/jZW/7GG5ROSiW0pC7u3uRfbeLeWS/mjXcjshZRxJmv4QQw4pTrNtJ28nVYnsG6bdvwxY4qwqAPOWNA0n8bK2HLu5w3Ew82tK21Ls3uE3Iudxz9zxgy3MNLCtNyFXvbcX9ELKb6MW4Vd5OuWT5ovLL9zlGP4K8IPL0qdSkjldkjcW35Q3nWuMLCUjrEb3PcT2W7vXFlPoKtQR53ed4WUcYYpwinzS4lNjp/mZVifCyYuMRYQsfOT53MeRr3/Yw2a5laVAOoTsQrc8oyTMpvqLab3vb1Qso4qsQ4HWCF9SR23k1H/QjH5q4ActZmTsBbeQP+xDd+WJV9EIFk7G9rH0RiucldRHWlJMLKOQahgCw1MSNrW/mI8v1sYmYy4I86Tp/L6qR/8ARDbtudYo6nVaQbjfsgy2tk+2dvCym/6st3AdUlS1XO95L/0xipjLQpt5DSrd3kYt9rGirdlbgl220YLSgpKku7EX59kLKb6mRyyWLCRpHffydI+9GBpmVvNcrRwef0NI+9Df6nAsLafCkpG4WbD/AHdkUCpwhS3m0bWsDcfx5wspvxouVz2wZpCe/dIiKXpKarhp7iDmaRhZphLFHoUlKPdSQUqeJcdJ2/QuoHpESPBaEmxfvfba0Q98VFcXU8/8wHXlr60VublgFi1m2VlpFv8AFQD643uBUbO6fZx+s3lqx1xHrMf6Gbnp4tybT6lX0q0m5jDCFSEsoyKl/Ow4t4oB2Udgm/o3PuQmTzwclnmCq9tx6b//ADCPSp9bFRbXqsFXB9yNnPf2bcZa+rh/c4+WHyd0VdIuNQ9F4TZyq6r2VYemNYTVHSobnfaLTs99QDvb1Ru5cqMo8OTr6XGOUFB2pArPnD3YBM4dVwr4YSQ4SLkxcOK5Rrzut0I4kY+hUXO6fqvhjE1PSLBfwwlrcJtADjiuV4wndT6Y8WJ8TA9MVUG41DfxhGnagpW2s+7AUw4pKSTCe84TzUI1N26ZdHj8bHFg891hJO8G5FwNlxw2slHwwnFW+8DIXZGgK57H0RqY5fq8t/LC8adPdGzjaTwVxg4IdqUyliXrapmikrNgXJhpSWkn9M6GwB3kRPLoHanf9MI80mV2JmMF5mYSxlMMPPs0CuyFUdQz9EKGJhDqgnxsg2ieOS45+FCoSbE+nOzDDQmWkvBt+ZLbiAoA2Wki6VC+47DElZi3ns9UVFRUfNmq5irnlFRUBV/ARV4qKgKvFA27IqKgL6j27+mLXioqAq8VewtFRUBV97xV4qKgLhREWvFRUBVyecUTeKioCr27Iq8VFQF9XcLRWo9sWioCrnt3irmKioCrmKv4RUVAVeKue+KioCgbcoq8VFQGW59yLqWrnqjCKue+Lci91HmYq57NotFXMLGWo9hi2o33MWioWL3/AI3ir+HwxaKiC9/D4YrUewxaKgL61XveKKiYtFQFRVz3xUVAXCiO3aK1q7z7sWioWP/Z' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a><br />
Borrow against your assets at 0% APR with our Instant Crypto Credit Lines. Get cash or stablecoins and grow your portfolio or even finance your dream house. Safe and Simple way to buy crypto with debit/credit card or a SEPA transfer directly in your wallet. NEO is an open-source, community driven open network for the smart economy. Smart contracts allow the execution of transactions and agreements among different parties without governance by any legal system or central mechanism.</p>
<p>Generally, experts take a positive view of the currency’s future, although there are some concerns about its vulnerability to regulation from the Chinese authorities. This means that the currency is more strongly influenced by news from that region. When NEO first hit Western headlines there was only a single broker, Bittrex, to purchase the altcoin from. Instead, each NEO token acts as a sort of share on the blockchain. This means that the entire trade is done without either party being directly involved. You don’t have to rely on someone else to hold up their end of the bargain because the blockchain  will force them to do so. GAS was not pre-mined and it is designed to be used to allocate resources and maintain the day to day running of the blockchain. It will also be used to reward users maintaining the blockchain. 50% of the NEO tokens were sold in the ICO, and the other 50% were distributed to the NEO Council. 6119 BTC was raised during NEO’s 2016 ICO, creating 100 million NEO tokens.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Where will Dogecoin be in 5 years?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Dogecoin Price Prediction 2026</p>
<p> The future price increase of DOGE/USD is predicted to be around $0.35 around 2026, according to our long-term Dogecoin price prediction. The maximum price estimated for the next 5 years is $0.78.</br></br></p>
</div></div>
</div>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/what-is-neo-how-to-buy-neo-neo-crypto/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
