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	<title>Crypto News Archives - Green World Africa</title>
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		<title>Convert 1 ETH to USD Ethereum to US Dollar</title>
		<link>https://www.greenworldafrica.org/convert-1-eth-to-usd-ethereum-to-us-dollar/</link>
					<comments>https://www.greenworldafrica.org/convert-1-eth-to-usd-ethereum-to-us-dollar/#respond</comments>
		
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		<pubDate>Tue, 07 Feb 2023 10:45:22 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
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					<description><![CDATA[<p>Also, find out about the risks involved in staking cryptocurrencies and how you can manage these. When the price hits the target price, an alert will be sent to you...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/convert-1-eth-to-usd-ethereum-to-us-dollar/">Convert 1 ETH to USD Ethereum to US Dollar</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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" width="308px" alt="card"/></p>
<p><p>Also, find out about the risks involved in staking cryptocurrencies and how you can manage these. When the price hits the target price, an alert will be sent to you via notification. To receive alerts, please download the CoinGecko mobile app. Tokenomics data for this coin is currently unavailable. As you can see, buying crypto and trading them with CEX.IO is easy and intuitive for beginners as well as seasoned professionals. Keep in mind though that thorough research is the thing that you should have on your mind for more successful trading.</p>
</p>
<p><a href="no coiner"><img 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' alt='https://www.beaxy.com/glossary/no-coiner-nocoiner/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a></p>
<p><p>The 3Commas <a href="https://www.beaxy.com/exchange/eth-usd/">eth in dollars</a> calculator allows you to convert a currency from Ethereum to US Dollar in just a few clicks at live exchange rates. The interface is pretty nice and simple to use which makes it comfortable both for newbies and pro-traders. Our clients can analyze statistical information in the graphical format, observe the real-time asset prices and create trading strategies.</p>
</p>
<p><h2>Top crypto to fiat rates</h2>
</p>
<p><p>Needs to review the security of your connection before proceeding.</p>
</p>
<p><p>Deposit crypto to our exchange and trade with deep liquidity and low fees. Sign up for an account in minutes to buy crypto using credit card or bank transfer. 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.</p>
</p>
<p><h2>Ethereum to US-Dollar exchange rate calculator</h2>
</p>
<p><p><a href="https://www.beaxy.com/">https://www.beaxy.com/</a> has a circulating supply of 120,455,400 ETH and a maximum supply of &#8212; ETH. You can sign up with your phone number, email address, Telegram, or Google account. Ethereum’s platform features an unlimited maximum supply.</p>
</p>
<div style='border: grey dashed 1px;padding: 13px;'>
<h3>Bitcoin and Ethereum: Crypto markets face headwinds within and &#8230; &#8211; Investing.com Australia</h3>
<p>Bitcoin and Ethereum: Crypto markets face headwinds within and &#8230;.</p>
<p>Posted: Thu, 09 Mar 2023 08:37:16 GMT [<a href='https://news.google.com/rss/articles/CBMifWh0dHBzOi8vYXUuaW52ZXN0aW5nLmNvbS9uZXdzL3N0b2NrLW1hcmtldC1uZXdzL2JpdGNvaW4tYW5kLWV0aGVyZXVtLWNyeXB0by1tYXJrZXRzLWZhY2UtaGVhZHdpbmRzLXdpdGhpbi1hbmQtd2l0aG91dC0yODA4OTE20gGJAWh0dHBzOi8vbS5hdS5pbnZlc3RpbmcuY29tL25ld3Mvc3RvY2stbWFya2V0LW5ld3MvYml0Y29pbi1hbmQtZXRoZXJldW0tY3J5cHRvLW1hcmtldHMtZmFjZS1oZWFkd2luZHMtd2l0aGluLWFuZC13aXRob3V0LTI4MDg5MTY_YW1wTW9kZT0x?oc=5' rel="nofollow">source</a>]
</div>
<p><p>So, to be clear, Ethereum is a blockchain platform, and Ether or ETH is its currency. ETH is the second-largest cryptocurrency by market capitalization after Bitcoin . And, with regard to the underlying technology, many traders find it even more interesting than the oldest Nakamoto’s coin. Now let’s talk about how the CEX.IO price chart might be useful for your daily trading and long-term holding. Say, you’ve decided to enter the crypto markets and after a thorough analysis, you found that it would be good to buy Ethereum.</p>
</p>
<p><h2>Keep calm and use CEX.IO or how to convert Ether to Dollar</h2>
</p>
<p><p>Although many other networks these days offer the same thing with even wider adoption of the most common programming languages, Ethereum was the first one to introduce LINK smart contracts. These are programs that have predetermined conditions and execute automatically on a blockchain. You can also use our Ethereum price table above to check the latest Ethereum price in major fiat and crypto currencies.</p>
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<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>How much is $10 ETH in USD?</h2>
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<p>The conversion value for 10 ETH to 17062.6 USD. BeInCrypto is currently using the following exchange rate 1706.26. You can convert ETH to other currencies like DOGE, BNB or MATIC. We updated our exchange rates on 2023/03/15 08:51.</p>
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<p><p>By default, Ethereum uses a proof-of-work consensus mechanism, but the network is slowly migrating to a proof-of-stake as part of its Ethereum upgrade. The upgrade started in December 2020 with the launch of the Beacon Chain, and was supported by the Ethereum community through its staking of 1 million ETH in the first week alone. The platform, where you can convert ETH to USD is founded in 2013 and based in the UK, Ukraine, Poland, Lithuania and the U.S. To convert Ethereum to US Dollar, type currency.world/convert/ETH/USD. You will receive an email with instructions for how to confirm your email address in a few minutes.</p>
</p>
<p><h2>Binance continues to get more popular with Sam Bankman-Fried&#8217;s FTX out of the picture, despite increased regulatory scrutiny</h2>
</p>
<p><p>Performance information may have changed since the time of publication. The most common way of converting ETH to USD is by using a Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc. Ethereum market price is updated every three minutes and is automatically displayed in USD. Below are the most popular denominations to convert to USD. Live Ethereum price is updated in real-time on Binance. The Ethereum network can be used by anybody to create and run smart contracts, which are software programs that run autonomously, without user intervention.</p>
</p>
<ul>
<li>Mobile App Buy, sell, earn and exchange crypto anywhere and anytime.</li>
<li>Coinmarketfees.comthat compares transaction fees, withdrawal fees, interest rates on crypto deposits and loans.</li>
<li>The price charts like the one you see on this page are convenient for use whenever you want to check the crypto values.</li>
<li>Such volatility helps traders to generate good profit by using right trading strategies.</li>
</ul>
<p><p>Vacationers in Krypto can make conversions at the current exchange rate. The currency calculator provides an ideal tool for investors investing in international stock exchanges with different currencies. You have selected the source currency ETH and the target currency US-Dollar with an amount of 584 ETH. You can choose exchange rates in the two lists for more than 160 international currencies.</p>
</p>
<p><p>The visual representation of the <a href="https://www.beaxy.com/exchange/eth-usd/">eth in dollars</a> data allows you to understand certain trends as well as assess the upcoming events and see how they can impact the activity on the markets. As you can see, the information updates in real-time so this way you can be sure that you’re moving together with the present situation and not missing out on the shifts. Additionally, our converter tool features a list of other popular cryptocurrencies that can be exchanged for USD.</p>
</p>
<p><p>This currency converter can convert between several currencies simultaneously. Ethereum has a global 24-hour trading volume of $34,083,326,110. Ethereum can be traded across 596 different markets and is most actively traded in Binance. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Check live rates, send money securely, set rate alerts, receive notifications and more.</p>
</p>
<p><p>And a great thing – the operation does not involve any fee. We employ multi-layered security to protect your funds and information from cybercriminals. Our security stack includes semi-offline storage, a multi-signature system, emergency backups, 2FA, anti-phishing codes, withdrawal passwords, and more.</p>
</p>
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<h2>How much is 1 ETH 2.0 in dollars?</h2>
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<p>Conversion tables</p>
<p> The exchange rate of Ethereum 2 is decreasing. The current value of 1 ETH2 is &#x24;1,701.23 USD. In other words, to buy 5 Ethereum 2, it would cost you &#x24;8,506.15 USD.</br></br></p>
</div></div>
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<p><p>Check the currency rates against all the world currencies here. The currency converter below is easy to use and the currency rates are updated frequently. This is very much needed given the extreme volatility in global currencies lately. These so-called smart contracts create trust between two parties. You can buy them on an exchange just like you would any investment.</p>
</p>
<ul>
<li>Quickly and easily calculate foreign exchange rates with this free currency converter.</li>
<li>Performance information may have changed since the time of publication.</li>
<li>Ethereum’s platform features an unlimited maximum supply.</li>
<li>This is a feature that allows you to instantly buy a convenient amount of tokens for the usual, real-world money that you have on your card.</li>
</ul>
<p><p>Please also note that data relating to the above-mentioned cryptocurrency presented here are based on third party sources. They are presented to you on an “as is” basis and for informational purposes only, without representation or warranty of any kind. Links provided to third-party sites are also not under Binance’s control. Binance is not responsible for the reliability and accuracy of such third-party sites and their contents.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">His artwork and 1/1s have sold for more than a million dollars, including “A slight lack of symmetry can cause so much pain”, which sold for 2.4m (800 ETH) in 2021. <a href="https://t.co/ChaWeQY9vY">pic.twitter.com/ChaWeQY9vY</a></p>
<p>&mdash; Dalos (Dov) (@Dalos) <a href="https://twitter.com/Dalos/status/1636083450842341376?ref_src=twsrc%5Etfw">March 15, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>In the majority of cases, this data is sufficient to predict future changes. Our currency converters use averages of &#8220;International Currency Rates&#8221;. ETH is the currency code for the cryptocurrency Ethereum. The reason you&#8217;ve been hearing about GMT bitcoin for years, but Ethereum only recently, is that the latter was only developed two years ago while bitcoin&#8217;s been around for almost eight years. The Moscow native began working on Ethereum after he dropped out of college, according to CNBC.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="change in trading"/></p>
<p><p>EIP-3651 aims to decrease the gas cost for accessing the &#8220;COINBASE&#8221; address, a software utilized by validators and block builders. The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. BitFlyer Wallet supports everything from account creation to trading. You can download it for free from the App Store and Google Play.</p>
</p>
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" width="304px" alt="send money"/></p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/convert-1-eth-to-usd-ethereum-to-us-dollar/">Convert 1 ETH to USD Ethereum to US Dollar</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<item>
		<title>BTCUSD Bitcoin US Dollar Currency Exchange Rate Live Price Chart</title>
		<link>https://www.greenworldafrica.org/btcusd-bitcoin-us-dollar-currency-exchange-rate/</link>
					<comments>https://www.greenworldafrica.org/btcusd-bitcoin-us-dollar-currency-exchange-rate/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Tue, 07 Feb 2023 09:00:50 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9128</guid>

					<description><![CDATA[<p>uses public-key cryptography, in which two cryptographic keys, one public and one private, are generated. Regarding ownership distribution, as of 28 December 2022, 9.62% of bitcoin addresses own 98.51% of...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/btcusd-bitcoin-us-dollar-currency-exchange-rate/">BTCUSD Bitcoin US Dollar Currency Exchange Rate Live Price Chart</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
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" width="305px" alt="crypto market"/></p>
<p><p> uses public-key cryptography, in which two cryptographic keys, one public and one private, are generated. Regarding ownership distribution, as of 28 December 2022, 9.62% of bitcoin addresses own 98.51% of all bitcoins ever mined. The largest of these addresses are thought to belong to exchanges, which are keeping their bitcoin in cold storage.</p>
</p>
<ul>
<li>Square bought $170 million worth of bitcoin, the company revealed in its fiscal fourth-quarter financial report.</li>
<li>In May 2010, a hungry Bitcoin owner named Laszlo Hanyecz famously paid 10,000 BTC for two pizzas in the first real-world Bitcoin transaction.</li>
<li>In March 2013 the blockchain temporarily split into two independent chains with different rules due to a bug in version 0.8 of the bitcoin software.</li>
<li>Previous rumours have suggested the so-called stablecoin, which would be pegged to other currencies to avoid price volatility, would roll out to users of the popular messaging app WhatsApp.</li>
</ul>
<p><p>When you’re looking for a place where to buy <a href="https://www.beaxy.com/exchange/btc-usd/">btc to usd price history</a> or other virtual currencies, a robust crypto exchange platform will come in handy. To make your crypto purchases simple and convenient, many of them are supporting transfers from debit cards and credit cards, since it’s probably the most popular payment methods for now. When using cards online, people care most about the security of their operations and card data. Because no one wants to lose funds as a result of an internet scam. So, when you found a Bitcoin trading platform, make sure it’s secure enough before making any operations.</p>
</p>
<p><h2>&#8220;Proof of Keys&#8221; Movement &#8211; January 3, 2019</h2>
</p>
<p><p>Options on CME&#8217;s bitcoin futures contracts launched on the CME Globex. Each contract, quoted in U.S. dollars, represents five bitcoin and is cleared centrally to avoid counterparty risk. Famous crypto skeptic and gold bug Peter Schiff claimed on Twitterthat he has lost access to his Bitcoin wallet and that his password is no longer valid. Police in New Zealand confiscated NZ$140 million ($91 million) from Russian bitcoin exchange operator Alexander Vinnik.</p>
</p>
<p><p>The strongest one is probably the global adoption and popularity. Because the more people know about the asset, the BNB more they want to buy it. Other factors, like network operability and transaction security, are also important, but they rather contribute to the two first mentioned.</p>
</p>
<p><h2>Bitcoin Price Chart (USD)</h2>
</p>
<p><p>Shaking confidence in Bitcoin and the validity of some transactions, the price briefly plummets and the Mt. Gox exchange temporarily suspends bitcoin deposits. An updated version, 0.8.1, is released shortly after, containing safeguards to prevent the BNB original problem. Following a trail of clues left carelessly across the internet, the U.S.</p>
</p>
<div style='border: black dotted 1px;padding: 12px;'>
<h3>Bitcoin Price History: 2009 &#8211; 2023 &#8211; Bitcoin Magazine</h3>
<p>Bitcoin Price History: 2009 &#8211; 2023.</p>
<p>Posted: Thu, 02 Mar 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiOGh0dHBzOi8vYml0Y29pbm1hZ2F6aW5lLmNvbS9ndWlkZXMvYml0Y29pbi1wcmljZS1oaXN0b3J50gEA?oc=5' rel="nofollow">source</a>]
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<p><p>This is because bitcoins are made using electricity partially generated by gas and coal-fired power plants. When burned, coal and natural gas emit greenhouse gases, which heat the Earth and change the climate. As of 2022, such bitcoin mining is estimated to be responsible for 0.1% of world greenhouse gas emissions. A second environmental effect is the air pollution caused by coal-fired electricity generation, and a third is the e-waste due to the short life expectancy of bitcoin-mining equipment.</p>
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<p><h2>Bitstamp Hacked &#8211; January 4, 2015</h2>
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<p><p>Over a dozen different companies and industry groups fund the development of Bitcoin Core. The U.S. Commodity Futures Trading Commission has issued four &#8220;Customer Advisories&#8221; for bitcoin and related investments. A July 2018 warning emphasized that trading in any cryptocurrency is often speculative, and there is a risk of theft from hacking, and fraud. Securities and Exchange Commission warned that investments involving bitcoin might have high rates of fraud, and that investors might be solicited on social media sites. An earlier &#8220;Investor Alert&#8221; warned about the use of bitcoin in Ponzi schemes.</p>
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<p><a href="how much are bitcoins today"><img 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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a></p>
<p><p>On 30 November 2020, the bitcoin value reached a new all-time high of $19,860, topping the previous high of December 2017. Alexander Vinnik, founder of BTC-e, was convicted and sentenced to five years in prison for money laundering in France while refusing to testify during his trial. In December 2020, Massachusetts Mutual Life Insurance Company announced a bitcoin purchase of US$100 million, or roughly 0.04% of its general investment account. In March 2013 the blockchain temporarily split into two independent chains with different rules due to a bug in version 0.8 of the bitcoin software. The two blockchains operated simultaneously for six hours, each with its own version of the transaction history from the moment of the split. Normal operation was restored when the majority of the network downgraded to version 0.7 of the bitcoin software, selecting the backwards-compatible version of the blockchain.</p>
</p>
<p><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. FCoin, a crypto exchange that adopted the controversial &#8220;trans-fee mining&#8221; model, has paused trading and withdrawal as it reveals a shortage of crypto assets worth up to $130 million. According to the SEC&#8217;s lawsuit, the duo ignored legal advice that the cryptocurrency could be considered an investment contract and therefore was a security. The investment bank told its financial advisors in an internal memo that it is launching access to three funds that enable ownership of bitcoin. Two of the funds on offer are from Galaxy Digital, a crypto firm founded by Mike Novogratz, while the third is a joint effort from asset manager FS Investments and bitcoin company NYDIG. Morgan Stanley is only allowing its wealthier clients access to the volatile asset.</p>
</p>
<p><p>The price of bitcoin has smashed through $5,000 to an all-time high. The cryptocurrency rose by more than 8% to $5,243 having started the year at $966. According to the Bitcoin Gold pitch, returning to home users will bring forth greater decentralization. Since Bitcoin Gold was issued, its price has plunged over 66 percent within the first couple of hours.</p>
</p>
<p><h2>Ripple (XRP) Plunges as SEC Argues the Cryptocurrency Isn&#8217;t a Currency &#8211; December 23, 2020</h2>
</p>
<p><p><a href="https://www.beaxy.com/">https://www.beaxy.com/</a>’s record-setting rise and fall in 2021 coincided with Tweets by Tesla CEO Elon Musk. CryptoDataDownload &#8211; Free market data and risk analytics tools for cryptocurrency research and analysis. All the prices listed on this page are sourced via Coinbase &#8211; it is important to check your investments from a single source because different sellers values will vary. For example, today 11 March 2023, the price of Bitcoin on Coinbase is ₹ 16,53,924, with a daily change of 1.53%, while on WazirX, the price is ₹ 17,99,001 and a daily change of 2.68%.</p>
</p>
<ul>
<li>On 13 March 2020, bitcoin fell below $4,000 during a broad market selloff, after trading above $10,000 in February 2020.</li>
<li>When more people are looking to buy Bitcoin (i.e. there’s more demand), the price will rise since people are willing to pay more and conduct transactions for a higher price.</li>
<li>The price of bitcoin has smashed through $5,000 to an all-time high.</li>
<li>When the network was just launched, the rate of 1 BTC to USD was less than a cent.</li>
</ul>
<p><p>China banned trading in bitcoin, with first steps taken in September 2017, and a complete ban that started on 1 February 2018. Bitcoin prices then fell from $9,052 to $6,914 on 5 February 2018. The percentage of bitcoin trading in the Chinese renminbi fell from over 90% in September 2017 to less than 1% in June 2018. Both the private key and the address are visible in text form and as 2D barcodes. The first wallet program, simply named Bitcoin, and sometimes referred to as the Satoshi client, was released in 2009 by Satoshi Nakamoto as open-source software. In version 0.5 the client moved from the wxWidgets user interface toolkit to Qt, and the whole bundle was referred to as Bitcoin-Qt.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="bitcoin trading"/></p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/btcusd-bitcoin-us-dollar-currency-exchange-rate/">BTCUSD Bitcoin US Dollar Currency Exchange Rate Live Price Chart</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">9128</post-id>	</item>
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		<title>What Is Layer 2 Scaling for Ethereum? The Best Layer 2 Protocols Explained</title>
		<link>https://www.greenworldafrica.org/what-is-layer-2-scaling-for-ethereum-the-best/</link>
					<comments>https://www.greenworldafrica.org/what-is-layer-2-scaling-for-ethereum-the-best/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Wed, 25 Jan 2023 14:41:25 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9184</guid>

					<description><![CDATA[<p>Layer 2s also compromise quite heavily on decentralization and security, however this is mostly mitigated by the fact that there are security guarantees provided by the Ethereum L1. The party...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/what-is-layer-2-scaling-for-ethereum-the-best/">What Is Layer 2 Scaling for Ethereum? The Best Layer 2 Protocols Explained</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
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" width="303px" alt="time"/></p>
<p><p>Layer 2s also compromise quite heavily on decentralization and security, however this is mostly mitigated by the fact that there are security guarantees provided by the Ethereum L1. The party responsible for submitting batches of transactions to the Ethereum network must post a bond of ETH that can be taken away, or slashed, if their submission is discovered to be fraudulent. A developer might adopt a sidechain over a payment or state channel if they need even more flexibility and control over their underlying infrastructure. They enable participants to conduct more complex operations than sending simple payments back and forth. Payments made with an L2 channel are much faster because they don’t require broad network consensus to verify.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="cost"/></p>
<p><p>Reduces <a href="https://www.beaxy.com/blog/a-look-into-layer-2-ethereum-scaling-solutions/">ethereum layer 2 scaling solutions</a>s since it publishes minimal data on Ethereum and doesn&#8217;t have to post proofs for transactions, except in special circumstances. Uses a simulation of the Ethereum Virtual Machine , which allows it to run arbitrary logic and support smart contracts. Publishes full transaction data as calldata to Ethereum Mainnet, which increases rollup costs. In July 2022, Polygon also announced the launch of Polygon zkEVM, a zero-knowledge version of the Ethereum Virtual Machine. Its aim is to reduce transaction costs and improve Ethereum’s scalability before the switch to proof-of-stake.</p>
</p>
<p><h2>Layer-1 vs Layer-2 Blockchains</h2>
</p>
<p><p><a href="https://www.beaxy.com/blog/a-look-into-layer-2-ethereum-scaling-solutions/">ethereum layer 2 scaling solutions</a> rollups are therefore “optimistic” in the sense that transactions are assumed to be valid by default if they pass certain initial parameters. One of the first widely discussed layer 2 scaling solutions, state channels use multi-signature contracts to enable participants to transact quickly and frequently off-chain, settling back to layer 1 for finality as required. Every base network has its own mechanism for nodes to reach a consensus, such as proof-of-work and proof-of-stake . However, there’s a very common concept in the industry known as the blockchain trilemma, where a network can achieve two of the three main goals – security, scalability, and decentralization – but not all three together.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Polygon (matic) became popular because of its layer 2 scaling solutions for ethereum that provides lower gas fees, faster transaction speeds, and increased interoperability in the blockchain industry so far, polygon is the only l2 solution</p>
<p>&mdash; Norma Zamudio (@NormaZa85086241) <a href="https://twitter.com/NormaZa85086241/status/1628706594400899073?ref_src=twsrc%5Etfw">February 23, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>High <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> fees are a costly deterrent for users trying to perform transactions on dapps. They also undermine the value proposition of blockchains as a tool for making cheaper and faster payments. For years Ethereum has maintained its status as the leading smart contract blockchain.</p>
</p>
<p><h2>Layer 1 vs Layer 2 Scaling Solutions</h2>
</p>
<p><p>Afterward, an equal amount of assets are produced on the sidechain and deposited in your wallet. The net result of these improvements is an increase in transactions per second rates. Although estimates vary, many expect L2s and sharding to push Ethereum&#8217;s TPS into the thousands.</p>
</p>
<p><p>Since the blockchain is also distributed, it potentially protects users fromnetwork attacksand other instances of fraud and cybersecurity threats. When a new block generates on-chain, it&#8217;s added to each network node&#8217;s ledger and usesdistributed ledger technology . The blockchain is a database that stores information from transactional records in a universal ledger.</p>
</p>
<p><p>Layer 2 can also help solve problems related to privacy, confidentiality of transactions, and data custodianship. And it can help avoid the need for businesses to deal with cryptocurrency tokens and price volatility when paying for transactions. Zero-knowledge rollups, or ZK-rollups, bundle transactions off-chain and generate a cryptographic proof, known as a SNARK. In contrast to optimistic rollups, ZK-rollups run computation off-chain and submit these validity proofs to the layer 1 chain. Plasma chains are separate blockchains that anchor to Ethereum, sometimes called child chains, as they operate as smaller copies of the Ethereum mainnet.</p>
</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>Best ZK Rollup Projects 2023 &#8211; ZK Coins With HUGE Potential &#8211; Captain Altcoin</h3>
<p>Best ZK Rollup Projects 2023 &#8211; ZK Coins With HUGE Potential.</p>
<p>Posted: Thu, 02 Mar 2023 23:52:18 GMT [<a href='https://news.google.com/rss/articles/CBMiLmh0dHBzOi8vY2FwdGFpbmFsdGNvaW4uY29tL3prLXJvbGx1cC1wcm9qZWN0cy_SAQA?oc=5' rel="nofollow">source</a>]
</div>
<p><p>Polygon is technically a sidechain at the moment, but it will be transitioning to a ZK-EVM rollup architecture in the near future. Sidechain operators may offer flat rate pricing for variable durations of chain operation . Sidechains are also relatively immune to this problem because they do not depend on the L1 chain. But transferring tokens or data to/from the L1 chain is still subject to the capacity of L1. Transactions on L2 are umpired and secured by L1, which still acts as a common frame NEAR of reference and ensures globally consistent transaction ordering and state management. Applications can interoperate easily within an L2 instance, and can transact across L2s via cross-chain messaging.</p>
</p>
<p><p>The Polygon network is expanding exponentially, irrespective of the current decline in the growth of the market. The value of the native token of the Polygon network, i.e., Matic, is currently fluctuating around the $2 price range. In addition, Polygon has also collaborated with many significantly popular partners such as Umbrella Network, Kambria Open Innovation, Graphlink, and Mogul Productions, alongside many other prominent names.</p>
</p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>Cryptocurrencies to Watch: Week of Feb. 27 &#8211; Investopedia</h3>
<p>Cryptocurrencies to Watch: Week of Feb. 27.</p>
<p>Posted: Mon, 27 Feb 2023 18:38:46 GMT [<a href='https://news.google.com/rss/articles/CBMiTWh0dHBzOi8vd3d3LmludmVzdG9wZWRpYS5jb20vY3J5cHRvY3VycmVuY2llcy10by13YXRjaC13ZWVrLW9mLWZlYi0yNy03MTUxOTI40gEA?oc=5' rel="nofollow">source</a>]
</div>
<p><p>Zero-knowledge means that all verifiers can know they have the same information without it actually being disclosed. When thinking about Layer 2 protocols, it&#8217;s easy to believe they only apply for end-users like crypto traders and yield farmers. However, decentralized app developers building on Ethereum, spend small fortunes on smart contract executions during test phases alone. Arbitrum is aimed at helping developers get their Ethereum-based projects off the ground at low costs. Whereas an Ethereum transaction might take 10 minutes and a painful amount of ETH for gas fees, L2 transactions happen instantly with nearly-free fees. Polygon, previously known as Matic, is an emerging platform for developing Ethereum-based blockchain networks and connecting them together.</p>
</p>
<p><p>The evolution and the continued increase in the number of applications and users on the Ethereum network is responsible for surge in the load on the network. However, as the load increased the capacity of the Ethereum BNB network stayed limited until the Merge finally took place last year; which is a boost that the ETH developers team gave the network to increase its scalability. With all the incidences, the cost of using the Ethereum network increased pretty significantly as more and more users started competing with each other for adding more transactions to the Ethereum network.</p>
</p>
<p><p>Layer 1 scaling involves making changes to the blockchain network and rewriting the base layer. The &#8220;on-chain&#8221; description means scaling upgrades to Ethereum are executed on the blockchain itself. Because miners have finite computational power, they are often forced to prioritize transactions with higher fees.</p>
</p>
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<h2>What are the largest L2s on Ethereum?</h2>
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<p>1. Polygon. One of the largest Ethereum Layer 2 scaling solutions in the cryptosphere, Polygon is a sidechain running in parallel to the Ethereum blockchain. Among its main functions are faster transactions and lower transaction costs.</p>
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<p><p>From complex enterprise tech transformation to the innovative project launch, our team supports businesses at different stages of their projects.Come along, we’ll help you get an edge and play big on the global market. It is worth highlighting that even ahead of the Merge, Arbitrum deployed an upgrade called Arbitrum Nitro to help settle a larger number of transactions in fewer Ethereum blocks, resulting in significant savings. Similar to what ImmutableX was able to build for game developers, other application specific protocols, such as Loopring and dYdX, were developed to create simpler ways for developers to build DeFi products. “You might have your ENS name, on-chain identity verification, your NFTs that you use in games,&#8221; says Brown. &#8220;Our presence in the metaverse is made up of these small transactions and interactions.&#8221;</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="experience"/></p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/what-is-layer-2-scaling-for-ethereum-the-best/">What Is Layer 2 Scaling for Ethereum? The Best Layer 2 Protocols Explained</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">9184</post-id>	</item>
		<item>
		<title>8 &#8220;Best&#8221; Exchanges to Buy Polkadot DOT February 2023</title>
		<link>https://www.greenworldafrica.org/8-best-exchanges-to-buy-polkadot-dot-february-2023/</link>
					<comments>https://www.greenworldafrica.org/8-best-exchanges-to-buy-polkadot-dot-february-2023/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Fri, 06 Jan 2023 09:21:15 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9055</guid>

					<description><![CDATA[<p>https://www.beaxy.com/’s token can be used as a governance token, and individuals holding DOT tokens can provide input on the future of the Polkadot protocol. Polkadot can also be used for...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/8-best-exchanges-to-buy-polkadot-dot-february-2023/">8 &#8220;Best&#8221; Exchanges to Buy Polkadot DOT February 2023</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
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" width="300px" alt="security"/></p>
<p><p><a href="https://www.beaxy.com/">https://www.beaxy.com/</a>’s token can be used as a governance token, and individuals holding DOT tokens can provide input on the future of the Polkadot protocol. Polkadot can also be used for staking, which is how Polkadot verifies transactions and issues new DOT tokens. Buy Polkadot instantly with a credit or debit card, bank transfer, Apple Pay, Google Pay,and more. Coinbase is a US-based crypto exchange that offers a premium service to beginners, hence, qualifies as the best provider to buy Polkadot in the US. This exchange also features Coinbase Pro, an advanced version of the original platform designed for experienced crypto traders. Investors can purchase Polkadot with a credit card through platforms like CEX.io and Crypto.com’s instant buy section.</p>
</p>
<ul>
<li>Bitpanda Payments is a subsidiary of Bitpanda and is a licensed payment service provider under PSD II/ZaDiG 2018 and is based in Austria.</li>
<li>Finder.com is an independent comparison platform and information service that aims to provide you with information to help you make better decisions.</li>
<li>Whenever you&#8217;re ready, we&#8217;ll make the buying process fast and simple.</li>
<li>Read our iTrust Capital Review to learn more or visit iTrust Capital.</li>
</ul>
<p><p>You can use Binance to complete the deposit via a debit card. Funding through a debit card is one of the ETC cheapest options to XRP buy cryptocurrencies like DOT. Then deposit money into your account using one of the multiple payment methods. Investing in Polkadot via CFDs is often easier for beginners as brokers provide straightforward interfaces for trading.</p>
</p>
<p><h2>Select a Cryptocurrency Exchange</h2>
</p>
<p><p>The platform features many courses and educational content to help teach newbies the basics of crypto trading. Also, you can withdraw your coins to the eToro money app for better protection. It&#8217;s easy and affordable to buy and sell DOT on one of the best crypto exchanges in Australia. With low fees, you get additional tokens over time as every dollar gets you more DOT per trade.</p>
</p>
<p><a href="eth price calculator"><img 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' alt='https://www.beaxy.com/exchange/eth-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a></p>
<p><p>After transaction confirmation, you will receive DOT on your CEX.IO balance in seconds. This risk is higher with Cryptocurrencies due to markets being decentralized and non-regulated. You should be aware that you may lose a significant portion of your portfolio.</p>
</p>
<p><h2>Send (withdraw) Polkadot</h2>
</p>
<p><p>The <a href="https://www.beaxy.com/buy-sell/dot-btc/">achat polkadot</a> you see on our exchange is constantly updated and our low fees mean that you can get the most Polkadot tokens possible for your purchase. There is a need for cross-talk in a world with multiple blockchain ecosystems. Anyone who has tried to trade tokens across blockchains has come into the problem of trying to get their coins or tokens into a different blockchain ecosystem. It’s a tough process outside of trading on centralized exchanges or using niche cryptocurrency bridges. Once you have an account, you can fund it by linking your bank account or entering your debit card information.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="exchange"/></p>
<p><p>Our entire platform &#8212; including the website, mobile app, documentation, and support &#8212; are all available in more than 20 different languages. Kriptomat is designed to provide the most comprehensive yet easy-to-use trading experience on the planet. We accomplish this by actively listening to our customers &#8212; and working to deliver exactly what they want.</p>
</p>
<p><h2>C. Third Party Payment</h2>
</p>
<p><p>Complete your transaction and move your DOT to a wallet for storage. Our coin coverage and exchange information is regularly reviewed by our publishing experts Louise Vinciguerra and Molly Wiltshire-Bridle. Key information on coins and how to buy them is regularly reviewed by our editorial team of James Edwards, Frank Corva and Billy Endres.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Ou Stacker ses Polkadot ?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Staking Polkadot sur Kraken</p>
<p> Kraken est un gros exchange connu. Il a &#xe9;t&#xe9; le premier &#xe0; proposer une solution pour staker des Polkadot et des Kusama, le taux de rendement est extr&#xea;mement int&#xe9;ressant : 12% par an.</br></br></p>
</div></div>
</div>
<p><p>Our multi-tier &#038; multi-cluster system architecture and SAFU insurance fund protect your account. Binance’s world-class matching engine supports up to 1,400,000 orders per second. Your Binance account acts as a gateway into buying crypto. But before you can buy Polkadot , you’ll need to open an account and verify your identification. Investor&#8217;s capital is at risk and investors may not get back the amount originally invested and should obtain independent advice before making a decision. Coinbase Custody has developed its own first-class key generation protocol to generate cold storage addresses for custody wallets.</p>
</p>
<p><p>Yes, the exchanges that support DOT, such as Uphold.com, eToro, Coinbase, and others, allow you to fund your account with a credit card. DOT can be purchased either through an exchange or through a wallet application that supports Polkadot assets. DOT is the cryptocurrency token of the Polkadot blockchain.</p>
</p>
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" width="309px" alt="binance"/></p>
<p><p>If you <a href="https://www.beaxy.com/buy-sell/dot-btc/">achat polkadot</a> your Polkadot in a digital wallet, compare crypto exchanges to convert or sell it on. Polkadot uses a proof-of-stake mechanism which means that DOT holders can lock up their tokens and help secure the network, in return for staking rewards. Staking can be performed in one of two ways, either by acting as a nominator or a validator. Both nominators and validators receive rewards for their participation. Nominators will be the most common type of stakers on Polkadot, as their role is essentially limited to electing validators. Validators on the other hand perform a critical role in the health of the network.</p>
</p>
<p><p>The Polkadot network has four structural components — relay chain, parachains, parathreads, and bridges. The relay chain can be called the Polkadot’s heart since it is responsible for security, cross-chain interoperability, and security across the whole network. Parachains are independent chains that may have their own tokens and purpose but are connected to the relay chain. Parathreads are similar to parachains but they have flexible connectivity. Bridges allow parachains and parathread to communicate with blockchains outside the Polkadot network. Established in 2013,Huobi Globalhas since become one of the world’s largest digital asset exchanges, with an accumulated trading volume of US $1 trillion.</p>
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<div style='border: grey dashed 1px;padding: 10px;'>
<h3>Interdiction des cryptomonnaies aux Etats-Unis : ce sénateur y travaille &#8211; Journal du Coin</h3>
<p>Interdiction des cryptomonnaies aux Etats-Unis : ce sénateur y travaille.</p>
<p>Posted: Tue, 20 Dec 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiXWh0dHBzOi8vam91cm5hbGR1Y29pbi5jb20vZGVmaS9zZW5hdGV1ci1zaGVycm9kLWJyb3duLWludGVyZGljdGlvbi1jcnlwdG9tb25uYWllcy1ldGF0cy11bmlzL9IBAA?oc=5' rel="nofollow">source</a>]
</div>
<p><p>In this case, governance comes in the form of community proposals. In these proposals, people commit their tokens to either a “yay” or “nay” vote to decide if the proposal should pass or not. Over 1 million registered retail and institutional traders trust AscendEX. With defense-in-depth, compliant KYC &#038; AML policies, and robust trading infrastructure, AscendEX prioritizes security and trustpeace of mind for our global client base. Find the live Polkadot to USD (DOT/USDT) price today to help you with your decisions. Polkadot performance data is regularly updated using automated comparisons and AI systems built by our technical experts Zak Killermann and Helen Hu.</p>
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<h2>Comment acheter des Polkadot ?</h2>
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<div itemProp="text">
<ol>
<li>Ouvrir un compte sur Binance.</li>
<li>D&#xe9;poser des fonds (dans la devise de votre choix)</li>
<li>Acheter du Polkadot au travers de la paire de trading qui vous convient.</li>
</ol>
</div></div>
</div>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/8-best-exchanges-to-buy-polkadot-dot-february-2023/">8 &#8220;Best&#8221; Exchanges to Buy Polkadot DOT February 2023</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">9055</post-id>	</item>
		<item>
		<title>How does bitcoin exchange work How Do Bitcoin and Crypto Work? Get Started with Bitcoin com</title>
		<link>https://www.greenworldafrica.org/how-does-bitcoin-exchange-work-how-do-bitcoin-and/</link>
					<comments>https://www.greenworldafrica.org/how-does-bitcoin-exchange-work-how-do-bitcoin-and/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Thu, 29 Dec 2022 17:55:00 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9142</guid>

					<description><![CDATA[<p>At most https://www.beaxy.com/s, you can connect your bank account directly or you can connect a debit or credit card. Bitcoin is legal in the United States, but some banks may...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/how-does-bitcoin-exchange-work-how-do-bitcoin-and/">How does bitcoin exchange work How Do Bitcoin and Crypto Work? Get Started with Bitcoin com</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
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" width="303px" alt="local"/></p>
<p><p>At most <a href="https://www.beaxy.com/">https://www.beaxy.com/</a>s, you can connect your bank account directly or you can connect a debit or credit card. Bitcoin is legal in the United States, but some banks may question or even stop deposits to crypto-related sites or exchanges. Bitcoin ATMs are specialized banking machines from which you can buy and sell crypto. To turn your crypto into cash, the machine will create an invoice from which you sell your crypto at an agreed upon rate. They provide a quick and easy way to receive cash for cryptocurrency without a bank account.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="sell"/></p>
<p><p>The opinions expressed are the author’s alone and have not been provided, approved, or otherwise endorsed by our partners.</p>
</p>
<p><h2>Bitcoin Exchanges to Buy Cryptocurrencies with Cash</h2>
</p>
<p><p>However, the amount of BTC you can buy in a day depends on the country you live in and the company providing the Bitcoin ATM service. So, it is preferable that you check both aspects before purchasing Bitcoin at ATM. When you are asked to enter your Bitcoin address at the ATM, you just specify that you do not have one. In many cases, this will automatically generate a new paper wallet for you. After that, you can import the private key from that paper wallet and send those Bitcoins wherever you like. However, it is advisable that you do not reveal your actual name or location in those ads for safety reasons.</p>
</p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>Bitcoin Price Forecast? Should I Invest In Bitcoin Right Now? &#8211; Crypto Reporter</h3>
<p>Bitcoin Price Forecast? Should I Invest In Bitcoin Right Now?.</p>
<p>Posted: Fri, 10 Mar 2023 09:08:43 GMT [<a href='https://news.google.com/rss/articles/CBMiZ2h0dHBzOi8vd3d3LmNyeXB0by1yZXBvcnRlci5jb20vbmV3cy9iaXRjb2luLXByaWNlLWZvcmVjYXN0LXNob3VsZC1pLWludmVzdC1pbi1iaXRjb2luLXJpZ2h0LW5vdy00MzI2Mi_SAQA?oc=5' rel="nofollow">source</a>]
</div>
<p><p>We achieved an average transaction speed of minutes to ensure you get the best out of the crypto market. Understand how the self-custodial model puts you in charge of your cryptoassets and protects you from third-party risk. Getting crypto-backed loans instead of selling your crypto when you need cash with CEX.IO Loan. Buy crypto, sell and exchange it in just several clicks.</p>
</p>
<p><h2>The best crypto app and debit card for spenders</h2>
</p>
<p><p>The Bitcoins of the seller are held in escrow by Binance and only released  to the buyer based on payment confirmation. Step 5) The payment method will be updated based on the currency you choose. Efforts to challenge the US dollar have mostly gone nowhere, experts say, and plans for alternate reserve currencies haven&#8217;t panned out.</p>
</p>
<p><p>Bitclude became Egera in January 2022, but the change was not just about the name, logo and new visuals. At that time, we merged the Bitclude exchange, the Gringott wallet and the BCPayments clearing hub to create Egera &#8211; a complete cryptocurrency exchange ecosystem. We set up the first version of the Bitclude exchange in 2017, but it wasn&#8217;t until 2019 that we broke ground &#8211; both for us and for the platform. It was in 2019 that we managed to gain Small Payment Institution status, making us the first legally operating cryptocurrency exchange. A currency exchange and a cryptocurrency exchange, despite the identical end result (i.e. the funds exchanged), operate differently. The most common ranking parameters used to sort exchanges are cryptocurrency trading volume, number of trading pairs, platform security, and subjective elements.</p>
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<p lang="en" dir="ltr">But who can invest if the value is dictated by establishment financial institutions that pump large money into bitcoin and then rapidly dump bitcoin devaluing the investment of retail investors of bitcoin? </p>
<p>Who barely have discretionary income to convert fiat into bitcoin?</p>
<p>&mdash; RHSierra (@grantsierra1) <a href="https://twitter.com/grantsierra1/status/1633482784420548608?ref_src=twsrc%5Etfw">March 8, 2023</a></p></blockquote>
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<p><p>The buyer and the seller are interacting directly without an intermediary . P2P transactions can be a lucrative way to cash your cryptocurrency out since you set your price and there are less fees. However, the process is much more involved than loading a debit card or selling on a centralized exchange.</p>
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<p><h2>Join for instant crypto exchange</h2>
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<p><p>Afterward, enter the address of your digital wallet and wait for a bit. In several minutes, the exchanged coins will arrive in your wallet. A number of match-making platforms have arisen to help buyers and sellers of bitcoin find each other, and facilitate trades without actually taking custody of the traders&#8217; bitcoin. These are known as peer-to-peer bitcoin exchange platforms. In many cases, you&#8217;ll be allowed to begin using the exchange by verifying your email only. Before you fund a cryptocurrency exchange with bitcoin or any other cryptocurrency, be sure to check that you&#8217;ll be allowed to withdraw.</p>
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<p><p>The rationale for the discrepancy is that makers provide liquidity , while takers remove liquidity . Conversely, if you&#8217;re looking to buy bitcoin, you could offer the seller an agreed amount of cash in exchange for the agreed amount of bitcoin. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods.</p>
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<p><h2>What Are the Most Popular Venues for Buying Bitcoin?</h2>
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<p><p>Transaction information in Bitcoin is stored on a blockchain &#8211; the blockchain, a decentralised database that is stored in thousands of copies at once &#8211; on thousands of computers. If an attacker wanted to make a change &#8211; to undo a transaction &#8211; they would have to do so on more than half of the computers simultaneously. Information in a blockchain is arranged chronologically, is public and available to all users, but information in blocks cannot be edited backwards. Data in a block cannot be falsified either, as each new part is approved by nodes and its compliance verified by independent nodes. Sign up for a Changelly account to get a secure crypto experience.</p>
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<p><p>Fees vary for deposits via a bank account, debit, or credit card, and exchanges also charge fees per transaction. Purchasing Bitcoin with cash is simple and easy because of the growth of cryptocurrency exchanges and wallets. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG. Some peer-to-peer exchange services provide a more direct connection between users.</p>
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<p><p>Still, compared to <a href="https://www.beaxy.com/exchange/btc-usd/">convert money to bitcoin</a>, it&#8217;s not liquid, particularly when it comes to using it to buy something in the real world. Bitcoin is designed to enable peer-to-peer value exchange just like cash, but in the digital realm. This means you can trade bitcoin for anything you want, and you can do so without using intermediaries like banks or payment apps.</p>
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' alt='https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a></p>
<p><p>Still, when considering listing a new coin or token, we estimate its demand, fault tolerance, and throughput to avoid shady coins with zero market activity. Besides, millions of active crypto and Bitcoin traders help us to maintain markets of a high-quality and appropriate liquidity level. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. It is not good to leave Bitcoins on the exchange after you buy. It is recommended that you store Bitcoins safely in the wallet.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the best way to buy crypto with cash?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Buying Bitcoin with cash isn&apos;t as hard as it seems. One way you can buy Bitcoin with cash is peer-to-peer meaning, you can find someone locally to buy from in-person. This requires a bit more work than most people would enjoy. The other more convenient and less invasive way is to buy Bitcoin with cash at a Bitcoin ATM.</p>
</div></div>
</div>
<p><p>Bitso gives you access to buy and trade more than 48 cryptocurrencies, fast and simple. Create your account, start buying crypto, and explore all our features in a few easy steps. The world&#8217;s largest crypto exchange extended its dominance for a fourth consecutive month, with its market share increasing to 61.8% in February. At certain exchanges, like Coinbase, fiat balances in individual accounts may be FDIC-insured to $250,000 per account. Online wallets, also known as hot wallets are wallets on devices such as computers, phones, or tablets.</p>
</p>
<ul>
<li>The daily exchange of bitcoin is measured in the tens of billions of dollars!</li>
<li>Our liquid order books allow high-speed order execution even for huge-amount trades.</li>
<li>AML are laws, regulations and procedures that prevent criminals from obtaining illegal funds.</li>
<li>I’ve been using Changelly for 3 years and I had an issue with a transaction only once.</li>
<li>He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.</li>
</ul>
<p><p>On a cryptocurrency exchange, there is an exchange between users &#8211; an offer made by one user will be fulfilled when it hits another user&#8217;s offer. A cryptocurrency exchange is a platform that allows exchanges in cryptocurrency-crypto-currency and cryptocurrency-FIAT (i.e. traditional money) pairs. The Egera team consists of professionals passionate about cryptocurrencies since their inception. We have been securing cryptocurrency-related financial markets and platforms for over 9 years. Typically, a crypto money exchange takes around minutes. However, a cryptocurrency exchange might take more time should there be congestion within a particular blockchain.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="bitcoin and crypto"/></p>
<p><p>You bought low, hodl’d and now are GALA ready to enjoy some of your crypto gains. In addition to paying with crypto directly, cashing out Bitcoin or other cryptocurrencies is something every crypto holder should know about. Here are the top ways to convert Bitcoin to cash, fast, easy and securely. Quickly and easily calculate foreign exchange rates with this free currency converter. Bitcoin rewards credit cards function like a typical rewards credit card except they offer rewards in the form of bitcoin like the BlockFi Bitcoin Rewards Credit Card. Hot wallets are best for small amounts of cryptocurrency or cryptocurrency that are actively trading on an exchange and used like a checking account.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>Is converting Bitcoin to cash taxable?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>Cryptocurrency is taxable if you sell it for a profit, or earn it as income. You report your transactions in U.S. dollars, which generally means converting the value of your cryptocurrency to dollars when you buy, sell, mine, earn or use it.</p>
</div></div>
</div>
<p><p>We believe that an intuitive and laconic interface together with advanced <a href="https://www.beaxy.com/exchange/btc-usd/">convert money to bitcoin</a> instruments and world-class security make CEX.IO the best place to trade cryptocurrencies. Looking for a reliable online exchange might be a complicated task. Thus, trusting a platform with extensive coverage and a positive reputation among its users might save your time. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular Bitcoin exchange rate is the BTC to USD rate.</p>
</p>
<ul>
<li>Join Bitso, Latin America&#8217;s leading crypto-based financial services company.</li>
<li>At most exchanges, you can connect your bank account directly or you can connect a debit or credit card.</li>
<li>Fees vary for deposits via a bank account, debit, or credit card, and exchanges also charge fees per transaction.</li>
<li>Before you fund a cryptocurrency exchange with bitcoin or any other cryptocurrency, be sure to check that you&#8217;ll be allowed to withdraw.</li>
<li>This will prove that the desired amount is deposited into the seller’s bank account.</li>
</ul>
<p><p>Four cryptocurrencies, Bitcoin, Ethereum, Litecoin, and Bitcoin Cash, can be purchased directly through PayPal. Except for those who live in Hawaii, residents of all states can either use their existing PayPal accounts or set up new ones. You can also use your cryptocurrencies to purchase products and services through the &#8220;Checkout With Crypto&#8221; feature.</p>
</p>
<p><p>You can also be a taker when you place a limit order if your order happens to match with another person&#8217;s order that&#8217;s already on the books. Bitcoin is the most liquid of all cryptocurrencies as it combines the highest number of market participants with the greatest volume of exchange. The daily exchange of bitcoin is measured in the tens of billions of dollars!</p></p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/how-does-bitcoin-exchange-work-how-do-bitcoin-and/">How does bitcoin exchange work How Do Bitcoin and Crypto Work? Get Started with Bitcoin com</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 05 Dec 2022 09:47:15 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9083</guid>

					<description><![CDATA[<p>Join Bitso, Latin America&#8217;s leading crypto-based financial services company. We are building the widest ecosystem for a crypotucrrency ever. This will fuel Dagcoin on the road of becoming the biggest...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/online-stationery-shop-for-pens-notebooks-washi/">Online Stationery Shop for Pens Notebooks Washi Tapes Stickers</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
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" width="308px" alt="intel® arc™ graphics"/></p>
<p><p>Join Bitso, Latin America&#8217;s leading crypto-based financial services company. We are building the widest ecosystem for a crypotucrrency ever. This will fuel Dagcoin on the road of becoming the biggest and most usable cryptocurrency in the world. People around the world have the freedom to make fast and cost-effective transactions with their Dagcoin wallets. Regular transactions can take weeks or days, several cryptocurrencies can take hours or tens of minutes.</p>
</p>
<p><p>Sign up for Crypto for Advisors, our weekly newsletter defining crypto, digital assets and the future of finance. Nica is a BA Political Science graduate, startup founder and financial expert. She has an entrepreneurial spirit and started several startups from a young age, eventually becoming fascinated with stocks, cryptocurrencies and the blockchain economy. She specializes in financial tech and her expertise is in writing detailed tutorials and guides on how to invest in stocks and cryptocurrencies. According to Insider Intelligence, transactions under its BNPL service, Pay in 4, accounted for more than $750 million in volume at the end of 2020. The service launched in September 2020 in the US and soon thereafter, in the UK.</p>
</p>
<p><h2>On generalizing of Sequential Pattern Mining with Time Intervals</h2>
</p>
<p><p>Overall, over 600,000 merchants accept PayPal and/or Venmo QR code payments. Management forecasts that by the end of 2021, this number will be in the millions. As the world reopens, Venmo is set to become a part of the brick-and-mortar retail ecosystem.</p>
</p>
<p><p>Whether you’re looking to keep your tokens safe and HODL or manage them on a daily basis, Ledger has the right product for you. Stay tuned for more developments on our future silicon, software, and services roadmaps. Transform your space into your personal streaming studio in an instant with green screen, camera framing, and broadcasting options built into an easy-to-use software interface. Fast changes like those brought about by social media always spark fears about possible negative effects. This chart shows the percentage of men and women who use different platforms in the US.</p>
</p>
<p><h2>Discover the fastest growing cryptocurrency ecosystem</h2>
</p>
<p><p>Use the &#8216;weighted&#8217; option to include the edge weights in the adjacency matrix. To be precise, Facebook has 2.3 billion ‘active users’. It’s possible that GALA there are some discrepancies between the number of ‘active users’ and the number of people, since one person could in theory maintain multiple accounts. In practice, these discrepancies are likely small because most social media platforms, including Facebook, have policies and checks to avoid multiple accounts per person.</p>
</p>
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<blockquote class="twitter-tweet">
<p lang="es" dir="ltr">10/10<br />¿Dónde comprar The Graph?<br />Puedes comprar <a href="https://twitter.com/search?q=%24GRT&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$GRT</a> en los exchanges principales como Binance, FTX o Coinbase entre muchos otros.</p>
<p>&mdash; jaimetomaas (@jaimetomaass) <a href="https://twitter.com/jaimetomaass/status/1491431554002071557?ref_src=twsrc%5Etfw">February 9, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>If there are multiple edges between two nodes , then the weights are summed before computing &#8216;WeightEffect&#8217;. Since approximately ten years ago, when it was first created, Ethereum has been mined via a model known as proof-of-work . It involves challenging math equations that several machines compete to solve and was heavily criticized for its high consumption of energy, and subsequent environmental impact. Ethereum has been working on the “Merge” which will join the existing layer of the Ethereum Mainnet to a consensus proof-of-stake layer, the Beacon Chain. The new PoS method will use staked ETH to authenticate transactions and mint tokens. PoS uses a lot less energy and is expected to speed up transactions.</p>
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<p><p>Edge length is inversely proportional to the edge weight, 1./G.Edges.Weight. Edge length is proportional to the edge weight, G.Edges.Weight. Plots the graph nodes in a high-dimensional embedded subspace, and then projects the positions back into 2-D. By default the subspace dimension is either 100 or the total number of nodes, whichever is smaller.</p>
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<ul>
<li>Hot wallets are easy and convenient to use, however, they come with several drawbacks.</li>
<li>An official from the Ministry of Industry, Mine and Trade tweeted &#8220;By the end of September, the use of cryptocurrencies and smart contracts will be widely used in foreign trade with target countries,&#8221;.</li>
<li>For this syntax, Gmust be a simple graph such that ismultigraph returns false.</li>
<li>Prism is specifically formatted for the analyses you want to run, including analysis of quantitative and categorical data.</li>
<li>Learn from video lessons, guides and educational materials through Prism Academy.</li>
</ul>
<p><p>Bitso gives you <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> to buy and trade more than 48 cryptocurrencies, fast and simple. Download the free DagWallet application to your phone or computer, or set up a Dagcoin webwallet account. Learn more about Consensus 2023, CoinDesk’s longest-running and most influential event that brings together all sides of crypto, blockchain and Web3. Head to consensus.coindesk.com to register and buy your pass now.</p>
</p>
<p><h2>A Weighted Graph Web Usage Mining Method to Evaluate Usage of Websites</h2>
</p>
<p><p>Choose the type of graph, and customize any part-how the data is arranged, the style of your data points, labels, fonts, colors, and much more. Automatically add multiple  pairwise comparisons to your analysis with a single click. For customization options of these lines and asterisks, simply click the toolbar button again. Make adjustments to the data or the analysis, and the results displayed on the graph will update automatically.</p>
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<h2>¿Dónde se puede comprar criptomonedas?</h2>
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<ul>
<li>Bitvavo. Bitvavo es un intercambio de criptomonedas holand&#xe9;s, con sede en &#xc1;msterdam.</li>
<li>Binance.</li>
<li>Kraken.</li>
<li>Coinbase.</li>
<li>E Toro.</li>
<li>Cex-10.</li>
<li>Coinmama.</li>
<li>Bitpanda.</li>
</ul>
<div></div>
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<p><p>Ledger Live is your one-stop platform for smooth and complete asset management. With just a few clicks, you can buy, send/receive, , and stake The Graph to generate passive income. Buy, send/receive, swap, stake, and other crypto transaction services are provided by third-parties partners. Young people tend to use social media more frequently. In fact, in rich countries, where access to the internet is nearly universal, the vast majority of young adults use it. In general, young people are more likely to use social media than older people.</p>
</p>
<p><p>Plot a graph that has multiple components, and then show how to use the &#8216;UseGravity&#8217; option to improve the visualization. Prism&#8217;s comprehensive record of your data enables effective collaboration with other scientists. All parts of your Prism project are contained in a single file that you can share with one click.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="es" dir="ltr">¿Dónde comprar The Graph? <a href="https://t.co/HIUMfao3Qh">https://t.co/HIUMfao3Qh</a></p>
<p>&mdash; La Criptomoneda (@LaCriptomoneda1) <a href="https://twitter.com/LaCriptomoneda1/status/1504026193493856258?ref_src=twsrc%5Etfw">March 16, 2022</a></p></blockquote>
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<p><p>Use adjacency to return the adjacency matrix of the graph. Regardless of the form of adjacency matrix used to construct the graph, the adjacency function always returns a symmetric and sparse adjacency matrix containing only 1s and 0s. Layer assignment method, specified as the comma-separated pair consisting of &#8216;AssignLayers&#8217; and one of the options in this table. Nodes to include in the last layer, specified as the comma-separated pair consisting of &#8216;Sinks&#8217; and one or more node indices or node names.</p>
</p>
<p><a href="tradelikeagenius.com"><img 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' alt='https://www.beaxy.com/features/signals/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a></p>
<p><p>Secure your The <a href="https://www.beaxy.com/es/buy-sell/">donde comprar the graph</a> coins with the most trusted wallet. Cold storage wallets are encrypted devices that store your The Graph tokens offline, providing a layer of security against the evolving threats emerging from being connected to the internet.</p>
</p>
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" 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<p><p>Plan and manage projects using a tree-style diagram known as a Work Breakdown Structure Chart. Discover how easy it is to plan your most complex projects using a Top-Down approach. This option is available only when method is &#8216;circle&#8217;.</p>
</p>
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<h3>Una demanda colectiva contra DoorDash alega que la aplicación &#8230; &#8211; Top Class Actions</h3>
<p>Una demanda colectiva contra DoorDash alega que la aplicación &#8230;.</p>
<p>Posted: Wed, 13 Jul 2022 19:35:17 GMT [<a href='https://news.google.com/rss/articles/CBMifGh0dHBzOi8vdG9wY2xhc3NhY3Rpb25zLmNvbS9lcy9sYXdzdWl0LXNldHRsZW1lbnRzL21vbmV5L2ZlZXMvZG9vcmRhc2gtY2xhc3MtYWN0aW9uLWFsbGVnZXMtYXBwLWNoYXJnZS1oaWRkZW4tZGVsaXZlcnktZmVlcy_SAQA?oc=5' rel="nofollow">source</a>]
</div>
<p><p>s and results are automatically updated in real time. Any changes to the data and analyses- direct entry of data, omitting erroneous data, correcting typos, or changing analysis choices &#8211; are reflected in results, graphs, and layouts instantaneously. At almost every step, access thousands of pages from the Prism User Guides. Learn from video lessons, guides and educational materials through Prism Academy. Browse the Graph Portfolio and learn how to make a wide range of graph types.</p>
</p>
<p><p>Places the graph nodes into a set of layers, revealing hierarchical structure. Plot a graph using the &#8216;WeightEffect&#8217; name-value pair to make the length of graph edges proportional to their weights. Create and plot a graph using the &#8216;layered&#8217; layout method. Changes the layout of graph plot H by using an automatic choice of layout method based on the structure of the graph. The layout function modifies the XData and YData properties of H. To safeguard and keep track of your keys, you can use online or offline wallets.</p>
</p>
<ul>
<li>// No product or component can be absolutely secure.</li>
<li>Andrés Engler is a CoinDesk editor based in Argentina, where he covers the Latin American crypto ecosystem.</li>
<li>Harness the power of Intel® Core, Intel® Iris®, and Intel® Arc together to unleash new levels of performance and efficiency across a variety of gaming and creating workloads.</li>
<li>You can drag the slider in this chart to see the ranking for other years.</li>
</ul>
<p><p>5% of total supply to be held in a charity wallet and donated to ocean saving charities. Buy in early to what the crypto publications are saying will be the world’s next biggest meme coin. An irresistibly cute community-owned defi coin that’ll make a We are also saving the oceans to save the fish. When autocomplete results are available use up and down arrows to review and enter to select. Touch device users, explore by touch or with swipe gestures.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="intel®"/></p>
<p><p>Intel technologies may require enabled hardware, software or service activation. // No product or component can be absolutely secure. // Performance varies by use, configuration and other factors. // Intel is committed to respecting human rights and avoiding complicity in human rights abuses.</p></p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/online-stationery-shop-for-pens-notebooks-washi/">Online Stationery Shop for Pens Notebooks Washi Tapes Stickers</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">9083</post-id>	</item>
		<item>
		<title>Wrapped Ether Price Today WETH to USD Live Crypto</title>
		<link>https://www.greenworldafrica.org/wrapped-ether-price-today-weth-to-usd-live-crypto/</link>
					<comments>https://www.greenworldafrica.org/wrapped-ether-price-today-weth-to-usd-live-crypto/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 07 Nov 2022 17:21:35 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9166</guid>

					<description><![CDATA[<p>A clear move above the $1,735 level could push the price further higher. In the stated case, the price may perhaps rise towards the $1,800 resistance zone. The price is...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/wrapped-ether-price-today-weth-to-usd-live-crypto/">Wrapped Ether Price Today WETH to USD Live Crypto</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="trading"/></p>
<p><p>A clear move above the $1,735 level could push the price further higher. In the stated case, the price may perhaps rise towards the $1,800 resistance zone. The price is now trading above $1,600 and the 100 hourly simple moving average.</p>
</p>
<div style='border: black solid 1px;padding: 12px;'>
<h3>The 24 Best CSS Free to Use Buttons (with CodePen Examples) &#8211; hackernoon.com</h3>
<p>The 24 Best CSS Free to Use Buttons (with CodePen Examples).</p>
<p>Posted: Mon, 26 Sep 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiUGh0dHBzOi8vaGFja2Vybm9vbi5jb20vdGhlLTI0LWJlc3QtY3NzLWZyZWUtdG8tdXNlLWJ1dHRvbnMtd2l0aC1jb2RlcGVuLWV4YW1wbGVz0gEA?oc=5' rel="nofollow">source</a>]
</div>
<p><p>It may also be worth checking currency values during popular currency trading periods. United States and London currency trading overlaps between 8 a.m. And 12 p.m., for example, and currency values can fluctuate a lot during that window. If you’re planning to convert U.S. dollars to Euros, you may want to check values during that overlap period. If you have a bank account in another country, you can also use an app like Wise to transfer money to yourself for a fee of a few dollars per transaction.</p>
</p>
<p><h2>October 2023: Ethereum Price Forecast</h2>
</p>
<p><p>Please remember that due to the unpredictable and volatile nature of the <a href="https://www.beaxy.com/">https://www.beaxy.com/</a>currency market, all crypto price predictions should be taken with a grain of salt. 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. Currency exchanges are businesses that trade various currencies.</p>
</p>
<p><p>Aayush is a Senior Forex, Cryptocurrencies and Financial Market Strategist with a background in IT and financial markets. He specialises in market strategies and technical analysis, and has spent over a DECADE as a financial markets contributor and observer. He possesses strong technical analytical skills and is well known for his entertaining and informative analysis of the currency, commodities, Bitcoin and Ethereum markets.</p>
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<h2>How much is 0.12 ethereum to USD?</h2>
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<p>How much is 0.12 Ethereum in US Dollar? 0.12 Ethereum is 184.086465 US Dollar. So, you&apos;ve converted 0.12 Ethereum to 184.086465 US Dollar.</p>
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<p><p>The launch of The Merge (previously named Ethereum 2.0) was probably one of the most anticipated events in the crypto industry. The change everyone was excited about was the switch from the proof-of-work consensus mechanism to the proof-of-stake one. This solution was intended to remove one of the biggest issues the general public has with crypto — how unsustainable it is. Additionally, ETH 2.0 was meant to help solve the scalability problem that the Ethereum network has been facing.</p>
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<p><h2>Ethereum (ETH) Price Prediction 2023-2040</h2>
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<p><p>Links provided to third-party sites are also not under <a href="https://www.beaxy.com/exchange/eth-usd/">.15 ethereum to usd</a>’s control. Binance is not responsible for the reliability and accuracy of such third-party sites and their contents. The percent change in trading volume for this asset compared to 7 days ago. The percent change in trading volume for this asset compared to 24 hours ago.</p>
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<ul>
<li>PayPal charges 4% to convert payments on top of the exchange rate.</li>
<li>Its minimum and maximum prices can be expected at $1,482.03 and at $1,684.84, respectively.</li>
<li>The Moscow native began working on Ethereum after he dropped out of college, according to CNBC.</li>
<li>This coin’s functionality, established reputation, and upcoming updates instill a lot of faith in it — there’s hardly any other crypto project out there that has all these qualities.</li>
<li>Use the calculator to convert real-time prices between all available cryptocurrencies and fiat.</li>
</ul>
<p><p>When trying to predict the expected price of Ethereum in 2025, it’s important to research the current market and understand the price volatility of crypto assets. Based on the opinions of crypto experts and market analysts, as well as taking into account fundamental analysis, our price forecast predicts that Ethereum could be worth $7,500 in 2025. Our currency conversion calculator converts more than 200 currencies, BNB and the rates are updated every five minutes. Among the currencies available, our calculator converts Mexican pesos, Indian rupees, Russian rubles, Jamaican dollars, and Ghanaian cedi. It also calculates the conversion value of various cryptocurrencies, such as Bitcoin and Dogecoin .</p>
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<p><h2>SLP Price Information</h2>
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<p><p>Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. NewsBTC is a cryptocurrency news service that covers bitcoin news today, technical analysis &#038; forecasts for bitcoin price and other altcoins.</p>
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" width="306px" alt="ethereum price"/></p>
<p><p>Our money converter uses the average data from International Currency Rates. Investing in .15 Ethereum has both advantages and disadvantages. One of the main advantages is that Ethereum is a highly liquid asset, meaning it can be easily exchanged for other assets. Additionally, Ethereum is a decentralized asset, meaning it is not subject to manipulation from governments or banks. On the other hand, Ethereum is a volatile asset, DOGE and its price can fluctuate significantly over time.</p>
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<p><p>That said, Gov Capital is still bullish on Ethereum in the long run. Gov Capital’s Ethereum price prediction also includes brief periods of growth followed by sell-offs, with the cycle repeating itself over and over again. Get daily alerts on price changes of the top 10 cryptocurrencies. Non-fungible tokens, or NFTs, are fully unique crypto tokens that have their own identification codes and metadata that allow them to be distinguishable from other similar tokens. As a result, NFTs of the same type cannot be traded 1-for-1 — they all have their own unique values. This technology takes credit for making crypto transactions traceable, transparent, and irreversible.</p>
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<div style='border: black dashed 1px;padding: 15px;'>
<h3>Project Spotlight: Cowri Labs and Shell Protocol &#8211; Crypto Briefing</h3>
<p>Project Spotlight: Cowri Labs and Shell Protocol.</p>
<p>Posted: Wed, 17 Jun 2020 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiR2h0dHBzOi8vY3J5cHRvYnJpZWZpbmcuY29tL3Byb2plY3Qtc3BvdGxpZ2h0LWNvd3JpLWxhYnMtc2hlbGwtcHJvdG9jb2wv0gEA?oc=5' rel="nofollow">source</a>]
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<p><p>Performance information may have changed since the time of publication. Many factors can impact the value of the currency you’re planning to send or exchange, from economic events to the time of day. Instead, use a debit or credit card with zero foreign transaction fees and select local currency at the register (if you’re given the option). At a currency exchange, you can convert your cash into money you can use in a different country or region. All you have to do is input the amount, your starting currency and your ending currency to get an estimate based on current rates. To check WETH&#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.</p>
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<p><h2>What is Ethereum?</h2>
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<p><p>Once your transfer is complete, you can withdraw local <a href="https://www.beaxy.com/exchange/eth-usd/">.15 ethereum to usd</a> at an ATM. It’s not as simple as trading one American dollar for its equivalent in Mexican pesos—the current value of each form of currency on the fluctuating foreign exchange market must also be considered. You can send a variety of international currencies to multiple countries reliably, quickly, and safely, and at a rate cheaper than most banks. CoinGecko provides a fundamental analysis of the crypto market.</p>
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<p><p>It’s important to note that the price of Ethereum is constantly changing, so it’s important to stay up-to-date on the current price. Use the calculator to convert real-time prices between all available cryptocurrencies and fiat. If you mean Changelly, you can cash out to your bank account using SEPA . Most crypto influencers are expecting Ethereum to hit astronomical highs in the next few years but are bearish on it in the short run.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="weth"/></p>
<p><p>One’s chances of being selected to build the new block increase with the amount of ether they stake. The entire purpose of a blockchain with a consensus mechanism is to avoid the need for centralized middlemen to validate transactions. Without true decentralization, one must question whether Ethereum’s other issues are worth it. At the end of the day, what sets ETH apart from other coins is the variety of this cryptocurrency’s functions. Ethereum has a ton of cool features and plans for the future — this is why this cryptocurrency is as popular among crypto investors as it is.</p>
</p>
<p><p>That said, ETH has the potential to overtake BTC in terms of market cap since it has an uncapped supply. During the last month, the price of ETH has increased by 8.89%, adding a colossal average amount of $150.78 to its current value. This sudden growth means that the coin can become a solid asset now if it continues to grow. Crypto analysts have checked the price fluctuations of Ethereum in 2023 and in previous years, so the average ETH rate they predict might be around $1,737.63 in May 2023. Experts from TradinigBeasts also conducted their own technical analysis of Ethereum and prepared their forecast of ETH price for the next few years. According to it, the value of the coin will fluctuate around $1.4K-$1.5K throughout the year.</p>
</p>
<p><a href="weak hands meaning"><img 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' alt='https://www.beaxy.com/glossary/weak-hands/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'/></a></p>
<p><p>The experts at Finder anticipate that ETH will reach a significant low versus the dollar. The experts on the panel believe ETH might fall as low as $984 this year. According to Ben Ritchie, managing director of Digital Capital Management, ETH prices could fall as low as $900 per coin in 2023, but they are still expected to close the year at $2,500 per coin. As of right now, Ethereum employs an algorithm that chooses a new block creator randomly. The candidate is picked from among those who have staked their Ether in exchange for the opportunity to perform the work and get payment for it.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much is 0.16 ethereum to USD?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>How much is 0.16 Ethereum in US Dollar? 0.16 Ethereum is 271.381986 US Dollar. So, you&apos;ve converted 0.16 Ethereum to 271.381986 US Dollar. We used 0.000590 International Currency Exchange Rate.</p>
</div></div>
</div>
<p><p>Binance has the lowest transaction fee rate amongst all major trading platforms. Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities.</p></p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/wrapped-ether-price-today-weth-to-usd-live-crypto/">Wrapped Ether Price Today WETH to USD Live Crypto</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></content:encoded>
					
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		<title>ETH to USD Ethereum Price Index &#038; Live Price Chart</title>
		<link>https://www.greenworldafrica.org/eth-to-usd-ethereum-price-index-live-price-chart/</link>
					<comments>https://www.greenworldafrica.org/eth-to-usd-ethereum-price-index-live-price-chart/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 07 Nov 2022 12:30:58 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9217</guid>

					<description><![CDATA[<p>Cryptoassets are highly volatile and unregulated in some EU countries and the UK. During the course of Ethereum’s price trajectory, the market experienced a couple of bull cycles as well...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/eth-to-usd-ethereum-price-index-live-price-chart/">ETH to USD Ethereum Price Index &#038; Live Price Chart</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
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width="303px" alt="currency"/></p>
<p><p>Cryptoassets are highly volatile and unregulated in some EU countries and the UK. During the course of Ethereum’s price trajectory, the market experienced a couple of bull cycles as well as some catastrophic crashes. When 2017’s bull cycle soared ETH’s price to $826, Ethereum’s first major spike was marked. The Ethereum Beacon chain has successfully implemented its “Bellatrix” upgrade – the final step of preparation before the long-awaited Ethereum Merge. Wall Street’s biggest regulator has set sight on NFTs, probing Bored Ape Yacht Club creator Yuga Labs over illegal security offerings. BitFlyer Wallet supports everything from account creation to trading.</p>
</p>
<p><p>Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains. Ether is a tradeable cryptocurrency, used by application developers to fuel the Ethereum network. A survey recently cited by Nathaniel Popper in The New York Times indicates that businesses are far more bullish on ether, and the future usage of Ethereum, than bitcoin.</p>
</p>
<p><h2>How high can the Ethereum price go?</h2>
</p>
<p><p>Ethereum ERC20 token prices can also be found in the menu options along with other coin data such as BTC, XRP and others. Prices are updated every minute in real-time and the open/close prices are recorded at midnight UTC. However, it wasn’t until 2021 when the NFT market exploded, that Ethereum was to receive mass adoption.</p>
</p>
<p><p>In 2016, investors started noticing ether and before long, the price reached $2. After much back and forth, the price of ether closed at around $8 that year. Ethereum is designed to enable the development of decentralized applications and it’s currently the lifeblood of the global DeFi ecosystem. The current price per unit of weight and currency will be displayed on the right.</p>
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<p><h2>Statistics on Cryptocurrencies</h2>
</p>
<p><p>Ethereum is a blockchain-based software platform that can be used for sending and receiving value globally with its native cryptocurrency, ether, without any third-party interference. The high energy consumption by computers caused slower and costlier transactions, which was a drawback for the Ethereum blockchain. The NFT market gained immense traction in 2021 as tokenized digital items were made available using Ethereum. The network’s blockchain provided the necessary platform to run NFT marketplaces whereby users can mint and trade their creations.</p>
</p>
<p><p>The goal behind the creation of a new blockchain was to provide a decentralized platform to encourage developers and users to build their own peer-to-peer apps. Using Ethereum’s network, smart contracts and dApps began to revolutionize the financial sector. Ethereum is the second-largest cryptocurrency token in terms of market capitalization. The network has since created additional standards such as ERC-721 and ERC-1155. The former facilitates the ownership and transfer of digital collectibles.</p>
</p>
<p><h2>Smart contracts</h2>
</p>
<p><p>Going off-<a href="https://www.beaxy.com/exchange/eth-usd/">eth price today usd</a> shifts some responsibility from exchange to customer, but this is a small price to pay for peace of mind. Those who hold large amounts of ETH should store their coins offline in a hardware wallet. The Ethereum blockchain isn’t for sale, but anyone can purchase ETH, the token that powers the network. There are several ways to buy in, but most people make their first purchase on an exchange. Ethereum, which refers to itself as a world computer, seeks to improve on this design by replacing centralized control with a decentralized network of nodes.</p>
</p>
<p><a href="what is the price of one bitcoin in us dollars"><img 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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a></p>
<p><p>They are presented to you on an “as is” basis and for informational  purposes only, without representation or warranty of any kind. Links provided to third-party sites are also not under Binance’s control. Binance is not responsible for the reliability and accuracy of such third-party sites and their contents. Market cap is calculated by multiplying the asset&#8217;s circulating supply with its current price. The percent change in trading volume for this asset compared to 7 days ago.</p>
</p>
<p><p>As the first blockchain to feature smart contracts, it has the largest ecosystem of decentralized applications, ranging from decentralized exchanges to crypto lending and borrowing platforms and more. It is difficult to predict how many ETH ETC <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> will be around in 5 or 10 years’ time. The transition to PoS could fail, permitting millions of new tokens.</p>
</p>
<ul>
<li>Visit our currency converter page to convert ETH prices to currencies other than USD.</li>
<li>Ethereum completed its switch from a PoW to a PoS consensus mechanism in September 2022.</li>
<li>Now let’s talk about how the CEX.IO price chart might be useful for your daily trading and long-term holding.</li>
<li>Libertex MetaTrader 4 trading platform The #1 professional trading platform.</li>
</ul>
<p><p>Trading API Automate your cryptocurrency trading with reliable and stable API. Margin Trading Trade digital assets with leverage on CEX.IO Broker. The value of an investment in stocks and shares can fall as well as rise, so you may get back less than you invested. Barchart is committed to ensuring digital accessibility for individuals with disabilities. We are continuously working to improve our web experience, and encourage users to Contact Us for feedback and accommodation requests. Live educational sessions using site features to explore today&#8217;s markets.</p>
</p>
<p><h2>How to buy Ethereum</h2>
</p>
<p><p>Developers who want their programs to run smoothly must allot an appropriate amount. To do otherwise risks being ignored by miners, who are up against equipment and electricity costs. Over the last day, Ethereum has had 0% transparent volume and has been trading on 105,121 active markets with its highest volume trading pairs being . Now let’s explore the possibilities of our services for buying crypto tokens. University Learn everything from blockchain fundamentals to crypto trading.</p>
</p>
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<h2>What would $100 in Ethereum be worth today?</h2>
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<p>The conversion value for 100 ETH to 177155 USD. BeInCrypto is currently using the following exchange rate 1771.55. You can convert ETH to other currencies like DOGE, BTC or USDC. We updated our exchange rates on 2023/03/20 21:13.</p>
</div></div>
</div>
<p><p>A lot of users choose this method for its time efficiency because they don’t have to wait long for their transfers to settle. Singapore, Singapore, 20th March, 2023, Chainwire DeFiChain, the world’s leading blockchain on the Bitcoin network dedicated to bringing decentralized financial applications and services to everyone,&#8230; You can buy them on an exchange just like you would any investment. Or you can use a computer to &#8220;mine&#8221; for them by solving complex math problems using computer software. These math problems get more complex as more coins are mined, in order to control the supply.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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HZftsRc3bVMk5FpTtXzTVVU5ltl15AlMrYU9oTdSUbwJBPQOnrF7YeCvwVAKSxUCDxBFOkepjpuO1FcN1yVql5mum9Xh9PD/AIel97+uxlyvM3jiF9HZftsMVV2FdP5vUenxdI7x/oYy7fQvB6j6Okeph1btRUQ5LOV5m8cQvo7L9tg5XmbxxC+jsv22Gfb6F4PUfR0j1MHb6F4PUfR0j1MT1btRSHJZyvM3jiF9HZftsHK8zeOIX0dl+2wz7fQvB6j6Okepg7fQvB6j6Okeph1btRSHJZyvM3jiF9HZftsHK8zeOIX0dl+2wz7fQvB6j6Okepg7fQvB6j6Okeph1btRSHJZyvM3jiF9HZftseGXma4/8Yh/R6X7bDTt9C8HqPo6R6mPDXYWofm9R9HSPUxHVu1FIclvK8zeOIX0dl+2wcrzN44hfR2X7bDPt9C8HqPo6R6mDt9C8HqPo6R6mJ6t2opDks5XmbxxC+jsv22DleZvHEL6Oy/bYZ9voXg9R9HSPUwdvoXg9R9HSPUw6t2opDks5XmbxxC+jsv22DleZvHEL6Oy/bYZ9voXg9R9HSPUwdvoXg9R9HSPUw6t2opDks5XmbxxC+jsv22DleZvHEL6Oy/bYZ9voXg9R9HSPUwdvoXg9R9HSPUw6t2opDkqTKzNdVqvD6eP/D0rvf12MuV5m8cQvo7L9thimuw7q/N6jxPi6R3h/Qxl2+heD1H0dI9TEdW7UUhyWcrzN44hfR2X7bByvM3jiF9HZftsM+30Lweo+jpHqYO30Lweo+jpHqYnq3aikOSzleZvHEL6Oy/bYOV5m8cQvo7L9thn2+heD1H0dI9TB2+heD1H0dI9TDq3aikOSzleZvHEL6Oy/bY/KvN+2ns94O07PNFoWYc7KoMCvSoFGRTHKQERmRJUlkFLqCspUhKtLaiFgJsVKN1J/Wft9C8HqPo6R6mODVnsc4tffi5moGW8vPrrLb8yquT6nVojrzj9lJ0padKU2/ljSAroCWwLYuxrG/mg+X7rntAtIA6i7tmfoviLZTtl7OKq7YNkFLzXmfO3c/VK7TEZkRWFUgx5jZfY1qj7hAc3ZJVw4qA08434frPjgmXOx4pNCryq9mTLlFDVIrEJ7LBgVapvORWhJSAHkyHS2VBIb9yNJseAAF+94pU6uf7ufNTZ+vg9oidET9UmhOVFNRrAjxYy0csRZS5Ckn+Ls9QQf/8AcTd7WPAYfnavZ41Uz+O1f+2J/wBOzhjjKDrXWHgfpHHmoe9rHgMPztXs8G9rHgMPztXs8TMGIg61N9vdHHmoe9rHgMPztXs8a201FlbrjVLgIU+veOqTJUCtWkJ1K/J8TpSkXPUAOrDDCqjwpMWo1199rSiZPQ8wbg60CKwgnh0c5Chx73etij5DmjOTuwOOXl5q7HNIcYAgbccRhn5+Sk72seAw/O1ezwb2seAw/O1ezxMwYvB1ql9vdHHmoe9rHgMPztXs8G9rHgMPztXs8TMGEHWl9vdHHmoe9rHgMPztXs8a3k1N9IS7T4Z0m4ImLBBsRcEN3BsThhgxMEaUvt7o481V3cm0x6XGqC8rUvlUNJTHeEpYW0CsLsk7u45wB+TEpdBbciuQV5fpxYdYMZxvla9K2inSUH8nxSU8LfAO8LPsGLmpUObip6wd0ceaQ0emOUgyWaXQ6bFa1hIaZfKEIFtVkpDVgLqUfjUcMt7WPAYfnavZ43MfpZH9aP8AInG7FDecZJUXx3Rx5qHvax4DD87V7PHI+yKzJOZyVWciiC2/UM7UeXl6BHYnIul+U040h5aXNH5MKUkEi5upIAJOO0Y41U/+cbLf/wAs63/3WmYzeS2ADmVR1QCAGjHx5rh+yvPT+Stqu0SrLgvOynXMtvmjszWm5U1LOVXHFMthaktuFP5NRuoJSrRxtZWN2wTL9WoHZi1SpO8jdVmHZTBrMdsPKAbjO1AhIWrR7u6DcAEWtzji9bd9jDTOYdm20WDPiMpyLT8xsTmkxNDlTdfoZaS6VA8FJRBSnnajp0C9kjEDNWzTOWS9sdIzzTpCJVNjZPydkV5cSRupKXu6FKnHloVpTydTYKFBK1LJctoKdShxCzvaQ0DBpEeZk7l9BStlA1TVMCaF2McHBtwCZxkNa6dF6NErnXZqZ1g7ZdklJTk1oTqhJpDFVepENwSqjCZkPwH0CQw2CW17tCyRc2CFm5AufsbLOaI2Y4T6svTqLUhTJLlMm8kqW95NMZOl2O5pQdDiFcFINiOsY+fdl+xLZ5E2ZVXbC3lhSMxZmykioOVHlcgh9rdSFxjuyvdpIZW1cBIPHnccWfsP/wD8N2u//N/Nn+rGL0g9tS+/Av4QPBc1IU69gqXRhTIdjMy8Ma4Z5AtMHSMwMl3BTtXun8xh9PhSu8f/AE8Zb2seAw/O1ezxKV0p+P8A2OMsdsHWvLvt7o481D3tY8Bh+dq9ng3tY8Bh+dq9niZgwg60vt7o481D3tY8Bh+dq9ng3tY8Bh+dq9niZgwg60vt7o481D3tY8Bh+dq9ng3tY8Bh+dq9niZgwg60vt7o481D3tY8Bh+dq9njwu1fUPzGH50r2eJuMT7ofLhB1pfb3Rx5qLvax4DD87V7PBvax4DD87V7PEzBhB1pfb3Rx5qHvax4DD87V7PBvax4DD87V7PEzBhB1pfb3Rx5qHvax4DD87V7PBvax4DD87V7PEzBhB1pfb3Rx5qHvax4DD87V7PBvax4DD87V7PEzBhB1pfb3Rx5qCl2r3V+Yw+nwpXeH/p4y3tY8Bh+dq9niUn3S/2v9hjLCDrS+3ujjzUPe1jwGH52r2ePC9V0gqMGHYC/8aX7PE3BhB1pfb3Rx5qmfhLpmpxH5qVsxDOdCZC1BtrWUXUoNlIJI6L9HHoIwtc215bajxZZ0KZmMtPsuJLpQpDiilPODVgbi1ib85J6FA46JjFplllJQy0htJUpZCUgAqUSVHh1kkknrJOMSytoeN37rvZaLAPfoE/64/7SqvBz9CqVZNChcjdlBx5oaJKyhSmktqXZQbsQN8gX79x0g4VpjbVHKfSTQKhl9EQU11TodDjbiniEmO2CUuAJA1BbnSq4IbTaxvqkIUUqUhJKDqSSOg2IuPkJHy45tNi7aFs0FWTqhllVMTBkGamUp2M8oqbHJUt/kn0pKDYrcNwrqaGNWBw94yuOu+k+OqZdwxxnHgmdPa2kok1ZzO8nL7lOcqcM0dFMS6HGmeVDmv7wWUsJ0c5JsTfmptzrxiiU2PtLal1d7PM+hP056pQlUdqmpcSthrlQuh3WnnKCd3dYNlG9kItz73i6wSmnplGoVctPNJTyxNgpsk/xdnr1DE/RO8IY+ZPrYi0z+O1f+2J/07OGOCLRoneEMfMn1sGid4Qx8yfWxvwYItGid4Qx8yfWxGizHpj8yOzJaK4LwjvXYULLLaHBbncea4nDDEKBTUwZVRlJdKzUZKZKgRbQQy21Yd/g0D8uKPL5bdynHwg/WFdt2DezjDxkfSVu0TvCGPmT62DRO8IY+ZPrY34MXVFo0TvCGPmT62DRO8IY+ZPrY34MEWjRO8IY+ZPrYNE7whj5k+tjfgwRaNE7whj5k+tg0TvCGPmT62N+DBFCYRN3sj84Y/SD/wBif1E/0sbtE7whj5k+tj1j9LI/rR/kTjdgi0aJ3hDHzJ9bHH6kHPxvMuIKkmSdm9aKXNPMCO2dNukovcm9jfVYAEWN7js+OE5Sl5hz92SjefmcnTqfQstZZruVJkyRJjKQZ6qnCdZQlCHC4dcdnfX0aUhYQVagRjKpi5oGv6Kj8wnO2rMlDkZYchpzHSpLyEVJCmWH0bxKjS5qLEaiQSVBA4e6Unp6DL2iV/LD1OamsZuo8l52sZeSttmU2dKGaqy5rsFk2SFqUr+in+TxOLxmOhCuv0hD7Ed+JFmOuy2X0hSXWVxJDJRpIIVcvJuDwtf4sOsZltp77fhP3LrvWfuu+IfaqvDzTk2nRGKfT825YjRYzaWWGGXmkNtNpFkoSkOWSkAAADgAMcC7HvObGR9oWdtnFUXEgNZgzJmnOqKi9JbeiuMPVJpqOEvIWEIW4C+vcqutKUJJJBvj6lx821mqx6N2fceXKQ4pDmyVqKA2ATrezCy0g8SOAU4Cfgv09GMKrLSC115ufdOnDvL0+j3UKjK1G64AtJP4h+nEfp1rt6s6ZZun/jfL3T4U33j/AOpj3u1yx5b5d86b9ph1OmQ6dFdqFQlMxYsVC3n33nAhtptKSVLUo8EpABJJ4ADEjG9y099vwn7l5t6z9x3xD7Vy6h7Scv1DaXmBtjP1JdprVCo62SZiTF3y36hvN2krsHNAZ1kEkp3VwLC9v7tcseW+XfOm/aY+Ruxamv7EIdNz5m+lyn6NtcRkrK2X3oCmnFImpjzW179C1pUhCSlJKgFXDidIUQoJ+2iQkFSiABxJOMbO+01qYeXNB/yn7tWK3r07NSDHNa4hzWuBvDSMR7v6XS3xCr3drljy3y75037TB3a5Y8t8u+dN+0wma2kv5uG62VUpNdZWWbV55e6oyW1LGtbTwuqYUt61JDCVNqWkNqdZuVps+XafWqdTt1mDMBrE5xxTrj6YqIzSNR/RtNpuUtp6Eha3F/rLV042uWnvt+E/csL1n7jviH2qD3a5Y8t8u+dN+0wd2uWPLfLvnTftMWLBhctPfb8J+5L1n7jviH2qu92uWPLfLvnTftMeHOmWNQ/43y75037TFjxifdD5cLlp77fhP3Jes/cd8Q+1V/u1yx5b5d86b9pg7tcseW+XfOm/aYsWE1aytTq8VmY5ISHNwVhpQTcsua2ze1wQSeIPXcWIBF6dOs50PqAD/IT/AN6lrrKT+Jrh/qH2qN3a5Y8t8u+dN+0wd2uWPLfLvnTftMIqLsSyZQaaxSKeZwis706XHUrWrXEERXPKdSfySQOaUm473DEyobJ8p1NuAzKQ/uqbNVUI7bW7aQl0updPNQkC2tAVbrJKjdRvjtdZqYfDbRLdfVGdOjrPDTp2Lcjo+9ALo8uSku7RMmMOFp3P+W0qHSDJb9pjD8JWSPfBy35yj2mLJTIDdLpsSmNOuOIiMNsJW4QVqCEhIKiABc248MSccZbVBgOB/wBJ+5Yl1lH6HfEPsVS/CVkj3wct+co9pg/CVkj3wct+co9pi24MRdrd4bj9yi/Ze474h9iqI2kZJBUTtAy2Lm4/OUceH9Zj38JWSPfBy35yj2mLWn3S/wBr/YYywu1u8Nx+5L9l7jviH2KpfhKyR74OW/OUe0wfhKyR74OW/OUe0xbceEXBFzx72F2t3huP3Jfsvcd8Q+xVP8JWSPfBy35yj2mD8JWSPfBy35yj2mJFSyPHqkePHdrlUZ5MsqQuOtttViCCkkI6Lm/fB6CBwxmxk1lspdkVqpvPhOlTu+CC4AXLFSUgJ1flVXIA6rWAAHH1tuvRcEa/RXZc6NuzedOqf/z62qJ+ErJHvg5b85R7TFJXl3anW47VWyznRDVPlJU9D5OrSwuM4oKaISVKIKW7AWVpuSSCLAdMRlyO3WG62mZK36UqS4nXZtwFIFygAC903v8ACfgtSKxT9tEuDTxkWt0CNCFEf1GSVNurllTXJkJuy8GwEbzU+d4AQByZerUjromsZ62NkfPPguK0dnw6idsnhkN6UUfKm2Km1NczN2b0VKnOViI5GYbu3yePylNm1c47w2IBVwvboGOy45/SYO0+NUa1Kz1WqPLpkqdT10eNAQUmGnlR1tr1IBWQktDeFRC7GzbWk7zoGN1zJDFrESJVKww6zOUpMxFy1BfcTxjs9CkIIP8AfiX3RQPB6n6Lk+zxlTP47V/7Yn/Ts4Y4IlndFA8HqfouT7PB3RQPB6n6Lk+zwzwYIlndFA8HqfouT7PC6mZxjzJtXjPRZ4RAmJjtFNLlXKTHZcurmdOpxXe4AfGbJjW2wwyt1xplCFPr3jqkpAK1aQnUrvnSlIueoAdWKOa4lpByOO3A/VXaQAQRmMN4UDuigeD1P0XJ9ng7ooHg9T9FyfZ4Z4MXVEs7ooHg9T9FyfZ4O6KB4PU/Rcn2eGeDBEs7ooHg9T9FyfZ4O6KB4PU/Rcn2eGeDBEs7ooHg9T9FyfZ4O6KB4PU/Rcn2eGeDBEnZzBAS4+SxUuc4CLUySf5KRx/J8OjG3uigeD1P0XJ9niax+lkf1o/yJxorMlMWlyXS6W1bpSUKBsdRBtb4b4gmBKgmBK5Ft/7KDLmwGhjMVXyxW6rFMCTK3ceItlRcQ/FZQnU6EgJKpQurjYJ6CSAZ2xWvQW+7jUxUTqzdLUNNNkH/AMvH6bI4fFhJB2YZZ2ibAwiv5aazHOVRKjFhR6ipUpoKUSG0IadJbACmGCkWslTaCLEXx1nJuV42U6dMhx40Rpc2qT6i6qM0EBwvyXHElVgLqCFIQSf1AOgDGDA57xVJwjAeMKQWOY1wH4sdxDYHkQd41KX3RQPB6n6Lk+zwd0UDwep+i5Ps8M8GOhEs7ooHg9T9FyfZ4+StseeKXlfswl5smQKq9Epmy2FJeQ1BcS6UNZnjOLIS4E9CUnjexPDp4Y+yMc12oUJU7NGXKq7TUPw2EtxXnVoSpKVuVikrbQb98NOEfsnGdRl8AA6ZXTZrSbMXkCbzS3eIlUXNW27K2b2ds+yoUevNzsuweST1OQ3UtlM2iuPt7so545rZvqCCCq4uATjlfYvdkdmFWR88QqrWahm/Oic4y102jyS/InKpjcGDdTbaUlzdJWoi4FgpwX6bF9nLLeYctbWdtVWyRDi56re0dNPbiUGlyw0/TnGKFIhpEx94JjsBbhK7Kc3hbQtSEOKGjHYckbG64nLdPo+0/MqKjGYp7EN+g0rWxTHFIZZau+s2el8xnQUrKGVpWvUwSU6cGsqvfecYzHEwd0Le0voUQ+jQEhzaZvaQ66C8DDvEjy0r5w2n1uHk3ZpsC2YZQqHdrWcqbTKNDcns0yXBpapMcyUKjuyA2+GnQtQQptO9dBStW7FikfTrWWY9fkCobTqpVMxqS8h9mlIo0qPSYykp0gCPpJkG513kKdAcAWhLZCQmkdlXEiQGdiEGBFajR2NreXW2mWUBCG0hEgBKUjgAB1DH0FjSiA0uaMgfoFFrbdoWYDK4f/selacwU5CQlMapBIFgBS5NgPm8e90UDwep+i5Ps8M8GN1wJZ3RQPB6n6Lk+zwd0UDwep+i5Ps8M8GCJZ3RQPB6n6Lk+zx4cwwNQ/N6n6Lk+zw0xifdD5cES7uigeD1P0XJ9nhTUs8LhvvMxMs1qZoQwtst0+SkLC3ClziWrAoACrXJN+A4YtOFNTrrtPkLjIo82SRyYpUyypSFB13dq5wBA0cFq/om+NqDbzoDb2zLSPD1vV6Yk5SqQxtczI/RmKgrZXXo0x1hxxUJ+PK1BxMPfJSFIjq4KduzdQSRwOnUd3iRK2pV9pUJMXZ3VXt/NRGkKVFnIDDSlAb0fmh1BIN1A6QCDZShzsOms8SVxW31ZVqwecS6oR+TuByyWN8OCkDp4N36A4Qm5JGN6M4SHZESOzlStKEiU7FdeVFU23H3awkqWVgKKTdRSpKShQQSFaShSvUdTAMmzNGf6nRp/wDVuxxjSustAP5Q3nmsY2Zpc6LHmoblQ9+yhwx3qFMcW0opBKSoabkG46BjZ27neFOfR6Z+/GrVnestMVag5gocKBMYafZYmUV2Q8gKQDZTiJaEniepI+Xpx52u2neV+V/o5I+3Y5TTaDjUY3YQ4xsm4cvErK4O8Bsg8lu7dzvCnPo9M/fg7dzvCnPo9M/fjT2u2neV+V/o5I+3YTZqr2ask01us5r2mZGpFPXIaiql1CjuRmULcOlAK3J4TcqsAL3JIAxBYwZ1mfC77EDAcL7dx+1PU1ucCr86c4nyemd4f0sZdu53hTn0emfvxW8nZmzHn6nSK3kzabkqs01qU5EE2FQnno7jjdgsIcTOKVhKrpJBIulQ6sPu1207yvyv9HJH27AMYcRWZ8LvsQsDTBeNx+1bu3c7wpz6PTP34O3c7wpz6PTP3409rtp3lflf6OSPt2DtdtO8r8r/AEckfbsOrZ/zWfC77FF1vfbuP2rd27neFOfR6Z+/B27neFOfR6Z+/GntdtO8r8r/AEckfbsHa7ad5X5X+jkj7dh1bP8Ams+F32Jdb327j9q3du53hTn0emfvx+fu0b+E3eoWdn9nGT8tZj1Zcdm5bnvtvU2Lv6mle5jlht9Mha06xzlEpLepJWyokNn787XbTvK/K/0ckfbsfC+3CPsjp9ebW1sMyHLqLTFWFdmuZQpEaRUqg2h3VJBnQJKid4kuBxxxKVGxVvQo447ZUpWcAuqNM6gR82hYV306QF5wx1A8gs9jf8JpTNo+0qkZVzHlbNYg7RMwwKblUmFCajwXEyxvkOlLpdXpDrALl1aiODbek6/0Nx8ObHqVsSRtZqKm9h+Q4sluq0eRl2RTcl0uCqkqXMd/ROoZS+tQCW7v6tK7JKEosvV9x456VenXE0zKyp1WVRLDKXUz+O1f+2J/07OGOF1M/jtX/tif9OzhjjVaIwYMGCIwqo0SVGqNdekNlKJVQQ6wSRzkCKwgkd7nIWPkw1xHjTo0t6XHYWSuE8GHgQRpWW0OAfDzXEn5cZva0uaXHI4bj9JWjHODXADMY7x9VIwYMGNFmjBgwYIjBgwYIjBgwYItLH6WR/Wj/InHBuyNz2RWsv5EhSqjT5UDN2RZb78aathMuNUavIjKjKCFArSUQ3daFXSoLHA2x3lj9LI/rR/kTjnDUdqT2QUxLoJCMtNOJsbc5MlBGMqpwDdZ/f6LOochrK6FS6XT6JT2aXSojcWJHTpaabFkpF7n/qSflxLwYMarRKXKC4tal9v6snUSdKXk2HwDm4x7nnPKKr/PI9XGnMmdsuZWeiwalNU5UZ6koh06K0qRMkkrCdSGUArKElQK3CAhtN1LUlIKggFP2iZ5416QvJtCdbUlVOgvhdXfGsW3stBLcUFAWlSI+twFQUiSgpsefstI6OJ5rftNQaeAWOZcx0bL0xVEjV3MVczAWlOs0SlLbemLASVJK7hLcdCraQ6+ttrUUgrBIxAVs3znnESG8/Zwm0+lLWytik0WareAtqCwt6aUIcKtaUqAZS1o021uXuL1l7LGX8qQ3YOXaTHgtSJC5cjdp58iQvit51Z5zjiiBqWslSusnG2dX6DTJHJKlW4ER/d77dPyUNr3eoJ12JB06iBfouQMOy0tXE807TV18BySSj7O6HlumQKHl52RTKdTQEQ4kRDLLMZISUgNoSgBHAkcB0E4ZdzznlFV/nkerjVDzZEqvKDTKRW3VQpS4rqX6W/CKlpB4tmSlsOoPU4gqQf1rYzg1LM09LcleWGqew6yhe6mz08qacKrLQtDKXGuCeIKXVXPDh04dlpauJ5p2mrr4DkuH9lPTVwV7HtVTmyuUbVqCwOUOBW6KkyPyiLAWWLcCbjieGO5dzznlFV/nkerjnW1/YW5too2UqHnXNVQAouYYlefeozLERtL8Zh7QpCHkvKCC4pN0Fazx91bo407RqV2J+3qPUIVcn03IE/Lciq16fVYBfjOT3Z0GHcyWmhuXD+acOKQLnRY6k4dmZTc4luBI0nUB62L0u0OtjaVFjoc1hzAxIc90eYIAzl0CMZX1V3POeUVX+eR6uDuec8oqv8API9XHjGZYyJLNOrUdylzXuahL3Fl1WrSA28OYoqPFKCQ4Um5QniA5xv2Wlq4nmvN7TV18BySfuec8oqv88j1cHc855RVf55Hq4cYV5pzFT8oZZq+bKsHTBosF+oyQynUvdMtqcXpFxc6Umwvi9OwsqvFNjSSTAEnM+aG1VBjPAclr7nnPKKr/PI9XHhy85qH/ENX+eR6uFc3aflWBWpVDfekF2GYSHXW2dbYVKeDTIBHE843JtpSkEkgA2QSNv2SYuY6Jl6TBrbRriQuPOchaYTaSXhd18q0tn8gTY8SFosDztPbS/s/aawmnRccJ05Re16sfBVNtcM3DcOSunc855RVf55Hq4O55zyiq/zyPVxGoWc4NfrE+ixafMacpyi2664pkt7wBBU3zHFKSsBxB0rSk2UlXQpJNhxx1ej20HXajYOeZ0+asLVUOR4Dkk/c855RVf55Hq4O55zyiq/zyPVw4wYz7LS1cTzTtNXXwHJJ+55zyiq/zyPVwdzznlFV/nkerhxjxSkpSVKUAALkk8AMOy0tXE807TV18BySjuec8oqv88j1cfPXZ0ZaqcnYhFptKdmVidUc10GDFhyXEqQ687ObQgDgnnalCxJsD047XtH2lUXZ/R2Z78qM/LfkwkNQUvtb99l2Wyy4ttC1o1BIdve9gbdPQecZ+lZl22UjL9Go2TJ1LqOX865dr8+LPlRtTMOHXXUukqbcUgrCIDjmlKle7SkFRvjGtZKTm3ANWk60FsrMIe0iQQchr/ZLOwv2ZZ1yRsOi5dz1TajlarMVaouLp7LrYQG3H1LbWLawdSVAnndNxwtbHdO55zyiq/zyPVw2T7pf7X+wxli9OxUabQ0DiVpWt1atUdVcRLiTkNJlJ+55zyiq/wA8j1cBy87Y2zDV79V3kerhxjxQJSQlViRwNujF+y0tXE81TtNXXwHJUQUvPTiVhuVUWtEcqSXpLJLj1zzbJJCRYp436UrFrFJxohUjaQ6yjldUksvJaRvBrQpC3LOlWghdwLpaAuOGq/GxAzmZQz69Dbj0/MaYUhmMGWpZqEl8he81la2lWS4dJUgaj16jqslKVNSy9nak041zN20KHGRFaZ5XKXVHoENJS6q7oSLbsqCwkJUtaODYIUUqLnlno1t4G8/4sF77bQwtP46Yx7uPiNEec7FZI1LzU5WN09KqjVNUVEPLmNFxNkpsClII4qKrEE+54gXBxU6xsxzBW2aVMy9MpEZpVLe5W4/AiLfkynGjunFKdiu84LKVFd7XB1NuaubEoVZ2o1rM8io5PbeqlMflzlGo1Rx2FTG2+YhptllbZekBBGpDrSUtPJ3it6NScOpOWtrtSy1lxvL+0aNTZDNNZFRfZp7KW5D2lJXu2nW3i2k2IQS4rdgnUHza3fZrKymDMmT+rHdsXjdIObUc0S0gD9I07Z0rXQ9nFWoVYq9ZzK7l6bFk1OA7RY8OjsRzTEiVco1pbC3FaVNguKVztPBDfHX1PFFp9Gz7TptZm5uzixV4E6pwnKVDahNsCnNcqB3RUBqdNigFalcdPBKOOq9Y62sazBohcAaG5BJWZwgyqw85EkutIk7xxbLe8KQmMybaE3WonqCUqJxLVXaO0y2/JqDMVLhbSkSVblWpfuElK7EKP6pF/gxjTP47V/7Yn/Ts4Y4uCNKEHQjBiB2ipCY64zFPZjIXrN4w3K0lfulJUiykqP6wIPw4xTSHGYiIcOs1FhttKEIUXEvuAJ763krUonoJUSfhB44mG61EnUmOINPpogy6lKD2vtjKTJKdNtFmWmtPw/or3+G3Vj1pqspW4X5sJxJdu2ERVoKWv1SS4dSv6VgPgwtodbrcyVVItUo7KFwqhyVHI5G9SlrcNOJUtTgQSTvOISnh0cbajlUDLzb2c4eMH6StWF110asfCR9YT/BhW9XkQ44kVGlVSPqd3SUIiKlLPGwVaPvLJPfVa3XbEpVTgtlYdf3QbRvFqcSUJSm17kkAD5ca3TqWV4a1KwYg0quUSvMKk0OsQaiyhRQpyJIQ8kKHUSkkXxNUpKElSlAJAuSTwAxBBaYKkEOEhe4MaFym0TGoJSreOtOOpNuFkFAN/h54/wCuN+IUowqr2Z6DldqPIzBU48BiQtxAekOBttGhlx5alqUQEpCGlkk8OGGuPmLbTtC2O7dKlSNiMDOjq5dZVIiTmo7Dkd9uLNgymAtpb7W7LhurSLK4p4pIBxlVqdW3DPQpGs5DONAkCeI8yFfq1tXdzJm2n5D2a16mOHMEdMtFcjPtyuSJ3JdSd1pUlQUhrTdRFt8kjqu42dZIzZArys5Z1zTHrFVVBfpTzjFNMNDpTNcUHEtlxehOhLYSnUrrN8RNluU8qbD9nVPTU62/EjQaTRqO6/VXm0KBZYbYYbOlKQXVuOBISBdS1hKRcgYlzs65mzE0k0rc5JosxIaYrWYWw1NfcUtIAjQXSkoJQVlK5OlSVhF47iScS2mXkF2ah90EwcJwnh65BW/MubsuZQhpmZhqjcUOhwR2UpU7IlLQgrLbDCAXX3NKVENtpUs24AnFebkbSM5PpUxHVkiihQVvXgzJq8lOhXuWyFx4o16Dde+UpOpJbZUQoSKBlnKWUqi5U48epVKt1N1xqRVpbT0yW4VELU2XtJDDF0gpaTu2En3KU4cVCvOU5hqbPYYpsRTjbTr06QhKkuOLDbTaEoKg4tbikICdSSStITqJ042ulVvBasqZHyzktl5NCp5TJlhvlk6Q6uRNmlAISqRIcKnXlAEgFajYGwsOGMq1nPL1CqESjy5yV1GcopYhtWU6bIWsqV1No0tr56ylJICQSpSUmAmnZlzJGIm1ebSob5YdHJwlmStOgFSANJVHuoC4K1qsVi6LjS8pFCo9CY5PSKezGSQkLUkXW7pFgpxZ5y1W/lKJJ6zhACSSkCFV3MbiXagibFisPpSYUJSmUuLSo8XX3Ahxxv8ARqsykJIStJU8lRThxRqc9TYbbEaj0qmb1Tj8lmIoqQH1qKlrB0I1lSiVKUQCSST38NsGEjQEg6SlUaHX1RlM1atx1PKcJQ9AhbjQnjwKXVugn4f+gxJcp7rzhLtUmFpTRbUykoQDcW1akpC0q+EKFsSldKfj/wBjjLC8UujJQBQ6ZummVsuOhlAQlTz7jiyB0alqUVKPwkk4+Wv4RGBEZ2FV4tMhJTRxYgnh/wCN0Yf7nH1pj5z/AIQhllXYk55kKaQXUGlISspGpKVVaGSAekAlKbj4B3sYWpxNB+Og/Jer0G0DpSzQP/MZ/UF3efRHpdPkwBUC60+0trcTmESY6kKRo0OJICnEdJIK7m5uq3DCpyl5qoq2Bl11h2C0XnH4sh1bynAQSlDOsgtnXaxU4UISCkI4pUi1YMb3ta8q7qVcGbpMBDfdPlqo03eOhkPsI5bH1FOq5UzdbaQLhS3UIQFJI1G6CudCzXliossSKfmKmSWpTy47C2pbakuuoJStCCDzlJIIIHEEHDXCirZTy/WRJVMp+7floSh2XEdXFlFKegCQyUup4EjgocCR0EjESFMFa8wy86RlsDKlAotRQoK35qNXdhFB4W0huM9qvxvcptYdN+CYVLa+gIQjIeTEpSLADNcoAD0djRW6M/QmnI8GS5JjSI74RFRTHmnELIRZLUuAhKoySQsqJQtZUvUkgI0HBvOYjRBHnUrOcAIipQp6PSJE5LTgKU2bUWVPukkk6lt8UglQSeGM3Bs+/G7913UXODB/4cO2/jx3OAUhU3a0p9EpWz7JRebQptDhzVJ1JSopKkg9rrgEpSSOvSO8MbO2u2HyEyb9LJX3diPE2jUV+sRqJEzG+7JEVUlyDJoEvl7rQXoLwSlKNKNfN1bq1+F8MV5+o6pRgsvzUyEuBktuUSbcuFsuBIGgXOgFVhfgCeo4qR/7ny5LUOd/hR/ufeo3bXbD5CZN+lkr7uwdtdsPkJk36WSvu7E4ZrLbCyqLOfeA5iRRZzSSfhO6UR/diBEz/LjMzJua6GabDioU7vozNQkWbSLqUvXDaCAACTxOFzCes/p5JfMx2Ubqn3Llu2vsk8+bC5FEfzVs2oEuHWHuRpRT8xPOOh9a0BtRUuGgJQAHNQsom6bWsQb9mbOW0nL9IkTa1lPJcZrcvlI7qpa3HS2y46tLTaaaVOrDbTi9CAVEIVYcMc92y0jZ/th2gZRy3mim1mVAhOvyHGm4UxlaZDKNaPct6jYkEjvHjioZO2qT9rWyvZfWs+B+oViZXnxMWikOblbZfkRhZKEaTdnW2QOkFYPSRjj65zXuaX+GWydG0cV03L1idaG2US14afzMnCWx+PRdfPkrDldjattXzXlva9T8oZQdy7ChwpVI5RWpjPL4zsJTrLySuDquFSgu5QgpKQi2pKjjqNEh7U6HyhyPkHJin5Tzzrr5zTJC1JckPPhBIp3FKVPuW/aPfOJDWZapQYMGj5cydH5BBZbjNoUzUIqWmkJCUhDaIK0gAAAJuABwxhA20ZNrMYyqHV11MRnlxpiaTSJ1S3TyCApslhq6VJJFwpII48OBx1ildx6zPa3kuRrsTFlG6p9ympqm2G6v+BcndPlZK7w//bsZdtdsPkJk36WSvu7E2m5yjvpkKm0quR1JkLQ2ldEkgqbHBKualYsRxFyDY8UpPDEGu7XsiZbmRKZV5tTaqFQS4uHAbos12XKS3p3immEMlxwJ1p1FKSE6he1xhA7/AMuSvJ/wo/3PvXvbXbD5CZN+lkr7uwsr2e9oGV4zMvMdAyBTGpLwjMKlZzkN754glLaAaddayEqISm5NjYYiLzjnzNinmYtMqeR6cFNpS/Jor0+qOp5290toQqNHIsjQtSpAVdWppFhqZ5cpORstT362zTa/PrMpbq3qtUqZOlTDvCkrbQ4ts7lm6UkMNaGk25qE4j/X8uSmT/hR/ufeuP1jsn9plSosJzLmSMo5derklmLS5+YK+6pDilpKiDEEdt9tYSBzZG4POCucEqtIh5lq0SuUytZkyTTsx12b+e056t5mkumItnetgsMJpiI8V3g4i7baHHCoJJWSBjt8zaBlKmvNRp7s2M7IQ44027SpSFOJbTqcKQW7kJTYm3QOJxDG03Z7CSG0znWEqkhjSmlyU/nDrhSEWDfBxTmoW6Sq46b4wN8HGtwC9Nps7miOjyT/AJqkHOI8DGuYOSpVC265ozJnGTkajZVyjIqcUu7zTmeWWTuzZWlztdpXY3B0k2IsqxIBujVIzhVMkUlul5nXRKmYzTrq2UMyUJJbN2UqcZ5yAogBRQFEJBPSQZStoOTlVNqlKemGoXcW0waTK3t0JGspTu73CXE3t0BYvwOIopWaqrlCj9y2cnKS+pDchTsmnNvEsqaV+R0KCCmxUggnnDQArVcg70ZxvPvbl5nSRpktNKzmkI0lxk65OjwHmVrg0XPFMlVeZmrOjdZgzqpDcpkNFPbjinNcqB3WpPOd4FA1qPHT0Dje74pUOh5zpT9Vl5nzwK5DnVSI7TogprUYU5vlSTugtHOdFikal8ebfrxdcbry1XXsvUevu1qNU4esrkhCXmnFMyGbxW06mnmylxpYC1WWhSVJuSCDiSqjVePLRJpmZpKWgAhUSYyiQyU67qUFDS6HNPNBLhSBxKFHjiRTP47V/wC2J/07OGOCKv8AbPN9PbmrqGWGakmOAYhpUxO+lgNgqKmpG7QwouakpTvnBYAlab2G53OGXopbFTnmmb6SmG0qosriIdkKWUIabU6EpcWpQslKSSoWKbgg4dY8IBBBFwekYIgEHiDjBthhlbrjTKEKfXvHVJSAVq0hOpXfOlKRc9QA6sJ38k5WddMlmjtQZKkstqk09SochbbS9bbSnWShZbBv+TJ0m5BBBIwtpeXK9DrtdqMPMlQYYekWjQpaG5MRZUxH/Lm4D5IUlaAlLyUWvzb2OM3uhzREyd2Bx+nmrsbIcZiBvxH8+St2DChaM2MOSn25NJmo3SeSxVMOxTvQOcVv63eaT0ANXHfV04wp83N64DDlYy9S2Jq1EPMw6quQ02nqKXFsNlXxaBjRUTGos056I4aqww7GbSXHA+gKQABckg8OjHzlUtvWy6gUNhOa4MOmP5jpKFRi5RzDhsPCkyJshZdeSkbtIYKVEKWUEp1WAWpPXM85vzDAiVOmRdlmaKlHMGReoxZNMTHFmz1OzEO8f6v+7HL9l+VqltAoezuvVLJ+YaA3l2UKmtNQNPdanI7VVCAG0qjy1rbBE/eaikn8np0jVqTRz3gim0xIP05qhul8OGg/t81zfYfkfMcPa7Qey1XT6OmkbUdnFEC4LV0OQp9Rq0Z95tKbc5ttuYnS4SCopsUjpxfEbaNq2S855Ype3nJmWm6ZnVUamwl091SEwZSXJan3Hkvg83dJik889N+HEY7vUYj9Vhreq1ChByIpD7AdnqS3qbdQ8gqWlF0gLabV0H3PWL45JWc77RdqmW6pScqbLcrVliTT5qY1dTXX3qakqQW0Fhx2E2ZK1hSincXaIQoKfRdOqBTuYsMY8uS6hWBDWVBLWtLQMsySD5OM7Rgpu2d5qlVBNApKMpZYjSaLLnP5jqEBpzta60ttaHloXobUwltt/ehS0khSSFo0knTkrJkZqj0yg7O8sqnRqVMceRm7N0FtsuBbbvOZjMoZclhIcS0nUGGyhW8S46UWWvyl2JkXJ2cDn2mZojyaq5VarW3GKnBdmQETp62Fqejx9+jcFkNuts2UopbfWCpdk6e3TqfXpzLsVvMIgIdj7sPw4aOUtO8PyiFPFxvv2SptXxnFwX3i5x8PDBcvVMBmOHrSq3lnZVlmlTXqtWg5mSshSUdsqshtxbY3YBDDSUpZjJIJuGUI1WBXqIviyPSct5UjstuKg0xuS7uY7SEpbL72lSg22hIu4spSohKQVHSbDhiHCyslcBynVbMFbqTqQ007NXNMV94oCVBauSBpCVE9O7SkEcCLcMNYVGpFNcdep1LiRXH1rcdWywlCnFrN1KUQLkk8STxJ6cWk5K0DNQTVK3UVNijUjcMF4oclVHU1ZvdkhxtgDWs7zSjS4WuAWoEgIDntLy4iNJRVqvMVVKslCkCU6gJQylRJKGGxwaTxt1rUlKAtaykHDnBiFKMGDBgiMGDBgixV0p+P/Y4yxirpT8f+xxlgiMfO38IP/wAoee/26R/3WJj6Jx87fwg//KHnv9ukf91iYwtP5D/A/Jep0H/xSzf9Rn9QX0TgwYMbry0YMGDBEYxPuh8uMsYn3Q+XBEmzsltWT60p1hl4NwH3UpeaS4jUhBUklKgQbEA8R1Y+EaXslqO17aJmrZ1njL8+Lkupv5cj0ioQ6Sw0u66K85NW1JUyoOL1tpKy5rsb9ZOPu/Ov/wCTa9/8Mlf/AGlYWbKY7DWz+hvNMNocehNFxaUgKWQmwKj12AA49WOWvT62o1pOGJ8YIzV6Vc0HkNGJGB0ghzHAjbhHgSuV7HM75ScyzWqnnyi0KKjI+eBs7os9FNLkhSBIiwYIcUAtW9cekNIUtIQ2CoKIQkEi5bUspUuibOc71SFLrTj1RpjyX0TK3MlsAFNiG2XnVttAgkEISm9+OOa5k2FZ9ynSqpSst1xmvU7MW0yh50diIo6mn4qhmalSXiXuUFK22o8d1RGhKiEqNx0YRbadtu2LJuz3L9C2o5UygJefX5VNU5RJ8hTcZtKVrS4N6gEqKN2SOgHWLkWOBeadH+8zXbb6VO0V6hsXuQSNGAaSTBg4QfRC6vlrscdmrSxmcIzCzUKhLerKnIWZ6pDCZEptsPHSzJSk30dFrAGwAGNOVOxT2ZZInUZ3LM7NMWn0KUiXGpjuYZkuIpY5QShbUhxxOgrkbyyAg6203UUqWlXVqAQaDTSDcGIz/kGK7N2nUZ2oOUTJ8OVmupsSURJTVK0rYgrNirlMlRDLJQlSVqbKi9pUkpbXqSDqxjboMLgFRxZdJwME7SMj5SU6ZyflKMlCI+VqQ0lt/lSAiC0kJe/94LJ4L/pdOFuYto+XKDUHaBH5VWswNMtv9pKQ1ymaEOFSWlOJBCI7a1IWlLr6m2roVdY0my0ZTzxmwMPZ7zQaTEAd3lEyzIcZQ4FjSlL08hEhwotqSpgRuKiFBYAxaqBlzL+Vaaij5ZocCkwWySiNCjoZbBPSdKQBc9ZxqoVYFN2k5pXvKpWWcoQES9YiUsIlTpDCbaUuyXUlpnWLhbbbalJsND9+Id5VyRlfJUZcfLlKRHW/YyZTri35ctQvZciQ6VOvr4nnOKUrj04dp90v9r/YYywRGDBjxSdSSm5Fxa46RgiUV3KOX8yyIsutQVPvQm32460vuNloPJCHCnQoWUUAp1e6CVLAIC1AqG9k2QGqHEy2ig2psBhuNGYEl4BpttZWhKSF35pKgDe+lSk30qUDCe2WrkNusqzTNjNmnmBHahJLLUe61LLiUaiNRKyCDwIQ1cXQDiPTtkIhUalUmVmqdVFUyIYm+qWuQXuKtLykldt+kKsF9RuQBcjHMQXGTTHBe1TqMpUw1lrcADgAHYZmRjAxO8lWOh5Cyplt1UijUssOrluzlrVIddUt91IS44orUSSoAEk9J4njc4ht0Kuz8qQY1KzbJgvloOh5cdDlgptWluydHMSpST06iEWKrknHkDIJhZqazSitOoUlyU49GYbLbUhT6GgS5dRKtJZ1JuTp1qA4BITEg5TzNIy1S24G0WqtOpkKmrckRYywuO424Ew7NIbs02XEaVA738kjW4slRVrTECIhefa39Y4O6wvJGJMyM8Md/msoOXs30eRVZ2ZM9rr0WoVOG7AiKp7cZNPb5UDukqQSXE2KQCrnc3iTfhd8UyJlvMFEdqk2s51m1xmpVWI/FjPx220QEGSk7pvQBqQAQAVXVw4qVwtc8aLlSGm1ukJr9apC6lHTNblMKUwpYCrOx07vgekq3Tlh0804fY+W+ymo9BpeZ9nGbUwosWZJ2xZZTUZ1ggqjx4UlSS4ro0oDjh1HoBNzYC30fT82ZWqzzMelZlpUx2QkrZRHmNuKcSEhRKQkkkWIPDqN8ZtfLi3UuqrZurpU6gM3wTGqCR9JTXBjELQVlsLSVpAUU34gG9jb5D/ccZY0XKjGiPNjS3pTDDmpcN0MPDSRpWUJWBx6eatJ4d/48UXOm3nZds+zlQ8gZsr8mHW8yTolOprIpkp1t+RJUtLLe+Q2WgSUKuCoFIspVkkHDWZmjKmT8vVnaHUK8h+hy3GKjymEwuXzFssNNhtLAWt7XZBToSSd4LA9Jzc4yLuU47BB+sLRrRcLneXjIngntYr9Cy8yxIr9agUxqVJahMOTJKGUuyHVaW2klZAUtSuCUjiTwAOFcDaNkWr5IG0iiZqp1WywqMuW3VKa8JjDzaCQrdlnVvFaklOlN1FQ0gauGOW1raM3tnag0XIuVcyvxW58WpIny6JJhxloiVRcd8b55CW9Q3QcSjVrU2rVp4G1A20ZQrlIzS892Ogfr9ScpslOdstQShxVbfjxmmqWl+a/+b09TSgslCVNuOJWVBt3RpxVz3ibrZj169BVphrr4cYIEjCQTqOqRMGDjAMAlwuO0vsuMgZciTaPEoFczMXnJtJdk5cchTWoktqSIymXxyhLjbgDjbyk6DZtQ4lRSlT7ZVtHE/Z/l+h7P6I5mefHiIYlPtvBimwXAhSrPyyFAquAktsIedSXEFTaUkrHmXexyy7MnHMW0OiZbdnvQ5MB6BRaciNFeiyN2X2pbwSH5+8UglwOlLDmoamNSQrHYmGGYzLcaMyhpppIQ22hISlCQLAADgAB1YkMdfD3HQeMbdiq4NJDgMcdxjZsPjOQjGkx9mz9ddRP2pVtOaHkhlaKYmNyejx3W1FW8RFKll1WrQoKkLd0KbQpsNm97yEhICUgAAWAHVj3BjVEYMGDBFpY/SyP60f5E43Y0sfpZH9aP8icbsERgwYMERgwYMERgwYMEWKulPx/7HGWMVdKfj/2OMsERj52/hB/+UPPf7dI/wC6xMfROPnb+EH/AOUPPf7dI/7rExhafyH+B+S9ToP/AIpZv+oz+oL6Diy48xtT0V0OIS440SOpaFlCh8ikkfJjapSUJK1qCUpFySbADHCsoVCDmzNE/KuX+yIzlDqkhdTrzVKiU6lbpmCapIY1IW/TlqKQ6hSbKcUvr4jjjfthoWasjbLsz5rl7aNpVWZp9OdW5DiQ8u711KhpIG8gtpsNVzz0mwNrmwOoe0tvA4LzHAs97DAHyIkHwIxGxdvxilxtalpQ4lRbVpWAblJsDY942IPyjHzDlXahMzZDqdQjbVtrsBNKacdeh1Cn5aanFKBOJIZEEpCVCASgqWNQdTfTY45dmWZ2fs2Qc0bHsy1BeX6rDpc6W3Uo+XpE6FMdjRFSWidEdt8NtrsgpDYWpBB0iylxfarOpuY803CCJwOGWefqcM1944o23TMdaydsV2gZuy5M5HVqHlarVKBI3aHNzJZiOuNr0rBSqy0pNlAg2sQRjj3YxU/aXn/ZvKrWYOyGzuqcMxVxspaj0deloVGRux+XguLAA5qQFBCQgJQlCEpQldtwVUapJOwKnbYNpGZq7nCFVYpgtN5bYYKIkeM/IjPLXEZXd1mY2lIQVA6laylAUQFRrmX25FWtNGpZKjqNUQ5pII2jCMMF2XaltV2f5WyvJp2Zc00+mTq6p+i02HIfSH5cte9bbQhF9R1FtZBtayT3sO9lK0O7OMuuNrStKoDZCkm4PDHOI2w7uOjvZwzL2RGdoUhKSZdQnO0bdNJXIDoTreglKE73TwBAv0AA2xobp21nNrVtnO1faEIb7C1M12vU+iRIgXqUhJbjGmCS/YgLsUstuIIKHucDiLhLw86JG+OSwuyQ7Tjxjku7PPMxmXJEh1DTTSSta1qCUoSBckk8AAOvHLq3mOHn3LUnJ2zahLzMzMhy6cK64UtUmIrclOvlKgS/cko/NUPALSpKy3YkKXuxxrNfRT5Gftv2e8yToaWFrEiFRRT1yGnN62+mCqAphK0OWUhZCnE6Uc8lIOLZ+DbOX84HP3mVB+7caKyyTs3qOZm9W1LMXbthyPuHKHBaVDo5SVEqDjOpTkkKQQ2tL7i2lBNw0jUoG7Q4UOnRWoNPiMxYzCQhpllsIQ2kdASkcAPgGKP+DbOX84HP3mVB+7cH4Ns5fzgc/eZUH7twRX7Big/g2zl/OBz95lQfu3B+DbOX84HP3mVB+7cEV8T7pf7X+wxligDZvnEkgbf8+ixsSIVB4/Cf/Dfk+THv4Ns5fzgc/eZUH7twRX7Big/g2zl/OBz95lQfu3B+DbOX84HP3mVB+7cEV+wYoP4Ns5fzgc/eZUH7twfg2zl/OBz95lQfu3BFfsUqn5Wr0jKsKPEz3VEPOKMnfPMskpZWlRTGAaS3ZtGtICv0pSganFK52I34Ns5fzgc/eZUH7tx+febP4JrP2eNole2mwtpeTEx8yzHaiIk+kSXl3ddDpdcO8075ZF16Alq61hDaEEIBF+h0PK9boL1UqFVzpUa23VKpEfYjym0Jbgp5Uk7prSBzBqAF7q4cVK4WumPzV2e/wXWetnW07ZltGm57yMiNkKtU2S81SaNIYkVJKH2Rd1a3FBTh031cBdSuHHH6VYIuRbbINFruzTaU45KQ7My7T6pMS208NTLy6G40N4kcRdqQsgG3SDj5u7CzZM/mXLmQdq1Jr3I6tlPLzEONHdjB5h1MpspWtwakqOlIUdIIJ74x9J5w7HfZhtVr1aqWeWs1TS5PYc5MxnOsw4aFtxmAlSIseUhhChYHUlAJNybkk4xhdizsopzm+gT9o8Ze7S1dradmZPMSLJTwn9AHQMc77OKlQVDoXcy3Pp2YUKeBDnGdjm3CI8J3qnZy7GHN+1Daxs42xZ6zhl6PWcguOuONUmkOhqoBM4PR0AuvKW1ZpKQo3Xz1rKQAbYf1faRtOp2batWZmw6qSGcsRqzDiuw6rFLExhKKdIQ+tx1SN1vBvEpQAtV21XtY2ZyOxlyQ9Lbkt552tx20JKVR29qGYS2snrJVMKrj4FAfBhW92LdOixWWKPtT2lPO8o3j71Zz/mSSpTJP6NsRqlHCD3lKC/hBxo2m1hlqwdaHPYKbgCBMbJMmIjbnOBw0RmjYXmHO2fqtm/bDKy1OiR3ZTWWY9OhuGXAG+Jiz+UuEBuU20dASho6VAqDqtVhzpvsXM+0yHDoWT9sdfk0nLgplNrFElrCodSTApMZLBisqUExlreCFKBc0cxHEaVFfSqp2O9NjxJj1FqeeKhJAHI48ra9myG2o9e8eTLeKfkbOPIfY/wCUWHQ3KibVG5EhrlEt+HtazC5HLwQE6AtdRbcWbJSkKLYFgL2AxnUoB8RgJx24H6wUpVzSpup5gg4EAiTgTB0xMHMGCMQCrBlnJGeatQqZT8/11NLgwY0RpFFoMhxsrLSePKZo0uuAqShW7ZDKRZSFl9Cje90ShUXLVLj0PLtJh0ynRElLESIwllloEknShIAFyST3ySccde2SbNoCYCawrbfCfqLxZaZRn/Nk0oI63Vw57zbST+staR8ON9T2TbEaJCkVKubRc/UyHFcDT0mdtbzLHaQs9CStyoBNz8eOhYLtODHK4/Y9bN5bDcqLmjaY8y6kLbcb2q5mUlaSLggioWII68bPxctn3lDtQ+tPM/3hgi6hgxy/8XLZ95Q7UPrTzP8AeGD8XLZ95Q7UPrTzP94YIuoYMcv/ABctn3lDtQ+tPM/3hg/Fy2feUO1D608z/eGCLpTH6WR/Wj/InG7HLU9j1kJ4qbXX9pYDB3aCjadmVJIsFc4ieCs3UeKrm1hewAGX4uWz7yh2ofWnmf7wwRdQwY5f+Lls+8odqH1p5n+8MH4uWz7yh2ofWnmf7wwRdQwY5f8Ai5bPvKHah9aeZ/vDB+Lls+8odqH1p5n+8MEXUMGOX/i5bPvKHah9aeZ/vDB+Lls+8odqH1p5n+8MEXTldKfj/wBjjLHLz2Ouz9NgMwbTudwN9qWZj8PD8/4dGD8XLZ95Q7UPrTzP94YIuoY+dv4Qf/lDz3+3SP8AusTF5/Fy2feUO1D608z/AHhjg3Z0bD8l5b7FnOlap1a2gPSI6qXoRP2hV+cwdVSipOpiRNW0vgo21JNjZQsQCMbT+S+dR+S9PoWfaVnu59Yz+oKPsYr1Dybt/XmvN9Zg0OiIyFV2VVKpSERoqXBmie4UF1whAUG0LWRe+lCj0AnHfeyEqVOrPY6Zvq9Inxp0CdQVSYsqM6l1l9laQpDiFpJCkqSQQoEgggjHz1XNhORWOw22mZrbqee+2LGW84kXz/Xiw4GHahu0uMGZunUXuVJWhSVlSyoK1qvR9j+xPMG1rZpS8t0Cv5qjUSqU9LM3thnavK3MZnL9NQ3yZlqohixqBe/JutLTuXBbdhtDZ5KcNoNoD9TTx/lc9ZvbLF2rKBTpx4U4n/4z5q+/wi9GlNwcjV15pBiSs/5RisqJBO9Z7bqXw6RYPt8fhPex9WbLf/02yv8A/CIv/wBpOOP7Stg/Y26IlFz9Kz/mGYytNTp9EVtAzNVJqnEq3QkMxUzVr5pd0l4JCUBZKlJTc4hUXsWEP0uDlqhVXaHs9y1SmY8SIhnabXpFTVHba06ENNzjChgKSkDSJCS3cBLSiNHW2lFU1JzWdasKtOnTiLgI8ZM8FTOyry5UNh2QWvwUP5ipRreaaWhpFFfkLkyVP1CoTJjKWo/PUhIfSANNg2EpuQk46fsly/n3ueem0DJkfJ9SzA+ahVa/X2i7UJrpUEIWYSVBZIioQhJfdbU2sAqZWAoKaROxL2QRKt3R8s2iO1tUUQ3aqvaVmMS3WRpJQpxM4HSSlKikWTcDgLDDX8XTZ+Ob3Q7T7H/+Usz/AG/Fm0w114btCVrQ6u1oeBInHSZM4nTsVkpOzTLkGpsZhq6peYq5GeVIj1OsuiQ7GcUgtlUdACWYt2yUHcNt6gVFVypRVbMcv/Fy2feUO1D608z/AHhg/Fy2feUO1D608z/eGNFguoYMcv8Axctn3lDtQ+tPM/3hg/Fy2feUO1D608z/AHhgi6hgxy/8XLZ95Q7UPrTzP94YPxctn3lDtQ+tPM/3hgi6hgxy/wDFy2feUO1D608z/eGD8XLZ95Q7UPrTzP8AeGCLpyfdL/a/2GMscvHY65AVdJzBtO5nAW2o5mHw8fz/AI9PX/tg/Fy2feUO1D608z/eGCLqGDHL/wAXLZ95Q7UPrTzP94YPxctn3lDtQ+tPM/3hgi6hgxy/8XLZ95Q7UPrTzP8AeGD8XLZ95Q7UPrTzP94YIuoY45Jz3s1FDbocrshaFS6gyVtykv12I08xzVjkxQ2tst7taki/6SzelSiecGf4uWz7yh2ofWnmf7wx8iVb+CkjZtztVtp0XbxIpzmY1pkckRllsllvetvNpU+iQhx10FpvXJUd86oKW4pS1qUSL6oy/nDZtHrM4ROyCpWaJmYqrBVFprlfivcmXyoHcxWkLuE88AJAKrJF1KsLdjx+f+SP4LSJs0zzs9z4rbnLqLGQK9CqMOmJoAYbeVvmEqBPKVBKlBpsFYTqOkXvYW/QDBEupn8dq/8AbE/6dnDHC6mfx2r/ANsT/p2cMcERgwYMERhVRmpbdRrq5KXA27UELjld7FvkrAJT8GsL+UHDXGiPNiynpTDDupcN0MPjSRoWUJWBx6eatJ4d/v3xm9oLmkmIO/A/z5LRjiGuAGY3Yj+FvwYMGNFmlruWsuvz3qq9QKa5NkNbh6SqK2XXG/1FLIuU/ATbEF7IuXXJVNlRm59PFJJMWNTanKhRePU5HYcQy6PgcQoYsGDBEkqGXqlLiGNDznWqc4X0vF+OiItzSDct2eYWnSeg83V3iOnGxMXNSZUk9vKYqKpsJioVTF71tfWpxYfCXAe8lCPjw3wYIkDsnPbFYgxWaNQptJU0ozp5qT0aShwdAai7hxCwe+qQm3eON0qu1WOyy61kysSlOv7pTbL0MKaTf9IrW+kafgSSr+jhzgwRI4+ZqaZVSZMeqJVDWFOFVKlBJ5oHMVu9LnEfyCrhY9BBx6nO+TTmBnKSs1UlFekMcqapLkxtE5bPWsR1EOafh04asfpZH9aP8icbHG23UKadQlaFgpUlQuCD0gjBFlgwnXk/KLqYiXMrUhYgOF6IFQWiI7h6VN83mH4RY4xjZSpsLlhjTq0FTnQ86XaxLf0q7zYdcUGk/wBFASPgwROsGEZoNZbrL1WjZ0qhYXHDLVLfYiuQmlgfpbpaTIUrvgv2+AY3ojZqC4ZXWKUpLd+WAU1wF7vbs787v5QvBE1wYRU+fnMsPrrWWqWy6l/Qw3Bqy5AWz+utTjDWhX9EBQ/pHB3SzGZ8+PPyhXI0KE2HE1AJYkNSe+lpph1cgkf0mk/BfBE7V0p+P/Y4ywpGZKatcUFuoNCQ2XkrepshtCEAG+8UpAS0fgWUn4MY0HOOUc0wlVLLGaaRV4iXlR1PwJzUhsOpNlIKkKI1A8COkYIpc6nuzFpWiqTIoSLaWFIAPwnUk4452Vez6NnHYdWcrVfMdaEOqVCjRny04yFhKqrFvYlsi/xg47hig7b8s07Nez2dTas9MEQOxnVtRpK4+8Ul9tSbrbIWNKgFDSocQO9hUqFtMjRB0BdNhYTa6V3A3m6SNI1ZLlGQqplin7Iqls/7f17O1UafrEapUaIxFlPaZEyWoJmANojx0ONlRG/LSVpBtqJANrybsUrcWY/UW6urJNLlPPLNHy+42p59sstMN72QpsIjgsx2VKZitoKHEApfWCsuWXYNR6TStmEWl0ylxIkNNQqyBHYZS22E8vkC2kC1rAD4sdEAAAAFgMaOeQYEbgvOswmgw7B8lUcsbMaDk6KqLlyXUIpdCBIkFxDsmWpAsHJD60qdfcte7jilLJJJJJJw67RyPKKq/wCNr1MNcGHWu9ALW4Eq7RyPKKq/42vUxiaHI1D/AIiqvX/La9TDfGJ90Plw613oBLgSztHI8oqr/ja9TB2jkeUVV/xtephrgw613oBLgSrtHI8oqr/ja9TB2jkeUVV/xtepj2g11uupnKbjqa5DNdhK1KvqKLc4fAb4aYgV3OEj5BXqUDScWPEEbUq7RyPKKq/42vUwdo5HlFVf8bXqYa4MT1rvQCpcCVdo5HlFVf8AG16mDtHI8oqr/ja9TDXBh1rvQCXAlCaHIur/AIiqvA/rtd4f0MZdo5HlFVf8bXqYZp90v9r/AGGMsOtd6AS4Eq7RyPKKq/42vUwdo5HlFVf8bXqYa4MOtd6AS4Eq7RyPKKq/42vUwdo5HlFVf8bXqYa4MOtd6AS4Eq7RyPKKq/42vUx8myewJXmLM9Uz8jadBb7opCqgYkjLantzvHkv2DqZaFFV06StOm4UuwTfh9j4/Kvat/CUZnpMnO+Q4OVGaY7kPMy6Uxu82zIs6rtR330FbYTHU2hsbpOtBWkkOJSknpHo9H9N27oouNkfdvCDg0/MFctq6Os1tAFdsxlifoV9NUfsHHMpZnyVm5e0SluJyhVoMhDEPLJirmBL7I0uucqWCrmX16SolRvfhb66x+eXYX9mrmPb1txzVkCq0KWliUyiuiS5mFyfGiraqTTe4jNqaQltoh+4sSbIQCT0j9DcZ9I9LWzpZzX2x94tEDADCZ0AaSrWSw0LC0toNgHE4k7NJKXUz+O1f+2J/wBOzielaFlSUrSSk2IB6D8OK87RTWX6zGdqcxhlc1OpDCkp1DkrQKSbXIN+g94Y9ouTGMvqcNKrE9pL2jeIIaUFFKdIPFF+jvHHmyZXYQLoIOOMjZGG84fMqxYMQJVNkSn2XhWJjKWVJUWmtAQsgk87m6iD0EXtwxrl0mZK1p7oJ7KFk81pLSdPRYA6NXC3f6+OJ0qHYMvDPV6wTPEGn0zkEupyt/r7YykydOm27sw01pvfj+ivfh7q3Vc6XaPMcl8rRmKoNc3Tu0hoote/uSg8eq/TjXMoEqcNLuZaqhOjRZlbbXHTYqulAN78engeiw4Yq5ocQSMsfp8iVLXODDGmRHhiN5A+uCcYMI15akOFreZorJDSUJAS8hGrSq91aUi5PQb9I6cesZclx95ozVWFbwWVrW0u1r2I1IOnp6rX68STEQpYAQ68YjLby805WsNoU4q9kgk2wvoNfp+Y6e3UaeshLidRbWU7xHEgagCbXsbYHKVNcS4juhnJSu9gG2OaDbgLt9QuOPfwigbM6PTWZUeJU6mhuY2Gnkh4ALSG1IAICePBZPHrAxYRGOawf1gqNuxdxnxjDecOKt+DFUo2z6BQZCpFKrdTbXbQQXG1J6r80pIvYAdGHLlKnOMtt90U9K2zfeJQyFK6ekbu3WOrq+PFSdS2pi9dD8JGOoHVrPjCZYMJ5tAkTkaXMxVRohGjUy4hs9KTfmpAvzbX7xOND+VHpKWUPZnq6hHd3zfPaBCuNrnRcgX6CSMToVJdeLQMNevhKcsfpZH9aP8AInGanWkatbqE6E6lXUBZPfPwYQv5RcfeTIGaa40sdO7khKVHSE3KdNj0X6Ok4g1nI9IqspD9Wq9QkSgG7adGspQV6bpQjousgm3e44Etbi4ws3GtB6tkkHDHMa8vmrY06082l1lxLiFi6VJNwR3wRhDOzpS6ZmM5fqJEccmS+JC180lSwkItbh03v0YSp2aUJttyMmqVlhl8NsuI3wS25ptouNNjxHC/WfhxhWMgUetVBUpx2tzzIKm1vIkNFtka9VrrsSkHhZIVa1unFG1qYP4+GJz1D1uVrVTtHVtNmgu0zgPdBznWSPKdMJzUtoGX6dUEQN8uQdDq3VsjUlsIaDnT0Kuk8NN8SYudsrTHG2I9ZYU644llLfEK1k2Atbvm3ewkibMsuPNIeblzeDTkcgOoOklvcrFwnpFiPjGM4WynL0GoN1JmXOLjT6ZAClptqSoKH8nouMVa5zmFwxxw8F2RS66m10hlz8WvrMcBsyCt0uXGgx1y5j6GWWhda1mwSPhxVn84QGM3lKqy2umN0zU4GjvEpfMhKBfTchXOAt1X44H9m1NkwGqW7WqsYrIAQ0Hk6QAOPDT19J+HGCdltASqUsSp15Ysvnp4flUucOb30D5L4lwcXgDLSpoupMs1RzvzY/CMxJA04ZGR5SraXmVbspdQQtRCSFDjwPRjyRDhzNAlxWX92rUjeNhWk98X6DipM7LqQwy1GTWKuWmAvcoMgaWioG5QNPNPG/DrxLXkYKQltGbMxNpSSQETyLCwFujoFuHxnGuC4L1UNJu4wNOkgSPIzjphINo9HomV6NMq2W6BTabUa3KS3PmRGlxJEgaFqup6Mtp0q5gF9eFGbosmfs+RKObQxPk0+KUNIfeWpOpbZKg26+tK1JJ90tKjw44t7+zWlSoz0aZVqrJL7jbi3XnwtwlCXEp4lPecP9wxEZ2P5aYStKJlQIWkJN3EdAUD+r8Axz1Wvc0gDPboXqWLszbRTrVXEBoBIGl0zGejKdKqWz1VQyLsr7XO7SW589BqD7TlQixxJU6t95Y5rIbRxWSRzOu3EY31Os7Z6Zs3k5mZzRleqzVpjuRkJpbsAsoUUhQccLshLi+PSGkDj0DFnkbIstyEoQuXPARe1nEfrKV+r31HGbmyfLzsNuCqZPDba1rFnE3JUlCTfm95tP8A1xsGg1bzsv35LyarHMsAoUhNSG4zEfhg7nZJRljMmfRQahVKm7BmiG4+Q0wUqkuKT/7NCXVtN27xUtPw2w7y9mau1yk02pS4sykPVNoOphyqWH3GQRcbxyK+8ym44/pCMYfgny8X1yOVz9S3w+eem2oEn9Xo4nEtnZ/DiPb6n12sRFFtlpQZkBIUG2w2m402PAdfWTjOk1wZD8/Fd/SAoutF6zGWEEnMQYwAxxk4aNaju51gxIi59XzfBo0ZEgRA7WaW9TUuOk2CUGStGu56Cm4PVhmqoSEqc1Zso43CN47dgfk0noUr8rwHwnGk5Hjmc3Ue31Y5Shrc7wSucpG9Lmkm17XNrdFgMQ63sxpGZaK7l3MdSn1SmyG1syI0vdOokIV0pdCkflACLjVe2NGtBzXFVDmzcE56d29PFt1xDSnjWYRQlJUSIKjwtf8A95hdQq5IzGyt2lZghuFtKVOIVT1JUgKvpuN512OIcXZfR6aY7NHq9YpkKG2piPToMrk8Jpon3CWEANgDoHNuOo4Ss7CqTTmmG8vZ3zZSFNPh5TrM1uQ65ZJToK5Lbqkpso+4KSOojER63/WFqKbbxk4RtzvN4Xbx8QMQmGQI9cLVe0VWIm1clXvDUbnmcf0mLHLcqsCG9UJVdhIjsIU44sQFqskC5Ng5c/JhRR9nfaeRIdazdXVtPviRut+lI13BUVFKQVFVgCT1Yya2cw2IC6UzmGtIhrQptTAkJ0FJJJFimwvc3tilNlxoB+a3tjm16tR7JzwmccDiccMQBG2dCbxzV5bLL7FcgqQ+2HWzyFQKkkXBsXL9YxDptWm1SjCvR67DRC0rWXHICk6UoJCifyvADScQpOzKkTGEMSqrVHQ2lSGyt8KKEEpOlN08EjQLD4TjFvZfSG4ggGr1ZcZOrQyuQChGpKknSnTYX1k/HiwbL8cvqsKjWssxLfxVJECSBdjEz44Rs24O2VVaS2y8xX6etEhAcaIhnnpIuCPyvEWxCrtYl5cjIk1SvREB5W7aSmnLUXF2uEiznC9uk2Hw4hPbMqW/yTeVqrkwU6I536bto0gaRzeAsno+E4yf2cUZ2BCpb9VqHJ4a9TLZdRbXqUq/uek6j8gGLOa0HDL1Cxoio9jjUEOBECSZH6vCNGtMaS/WqtT2KmxVIyG5TaXUpXBNwCkHjZ3Ezk2YPG8PzFXtMeUChN5fh8hZny5LSbBAkLCt2kCwAsBwwzxAbhit3tYXEtmJMY6NCW8mzB43h+Yq9pg5NmDxvD8xV7TDLBhdCrcHolVerSs8QdQgNwZit4kIAjuJ1IKTqNwSAQbCxIBHG9+GKtNzhthhzDCbyLFlKbDBccZW5u7LdU2vSpSQFadBXa9yhSCQkq0jqODFHUycnELJ9FzsnEKkRK1tGkZlFMfy+3FpC1PIbqTiAVEoCClRZS4dKV6l6SVXG7IUlJISYMfZZTKwcs5hVXq5DeprG9djxZ7iY01Ti2XVb5pRUFAKZ0pH8lDjqBwVw6LjnCMrZfXNytJe2gVylTG2i+zTEV9xLc8rcacVqZcUStKVJSgJTZKUOKQAAq2LtbdzMrRjCyZJKnZeyDEyDQFwGa7WKy5IqsaSZVWk8oeRqeZTu0KsCGxouE99Sjc3xecUXLFFpdDy07HpOdapmdp+sRn1y6hU+XLbWXWBukrHBKAAFBHVqJ68XrFldK6bHYVPrC1MNlRnNqJKRckR2bH5MT+TRgQRHb4arcwcNXuv7+vv4raMr5Sqdcq8iq5ZpUuU9LTd6RCbcWvTGZFipQJ4C3yfFjLuNyUdS2shUR9sKKAW4Ee9wSFX1ADpFunFDUa3BWDCVYjFilOgxminSEW0C2kdA+Id7HvJ2NWvcN6tWu+kX1Wtf47deK93A5RUrepydQEA8A0qmsHh3yQnp/vHD5cByLlNSihORMuotcFaoLJHwEAI4/De1j3+nEdZrB3euKm5tCdAU9L3Igw2FBvTbdWTpN+be1uNidPwXtjatiKkKcWw1/JJOgfyej+7qwlZ2fZHaSodyFEUpd9Su1zIvcWI4J6LcPi7+NbOzfIUctlnKNITuxY3htqKxYjnEpJPA9/ETV1D1v8APFTDNaahDUpSOTRlNJCllTqmAgjjzkgLF+d1m1iL8eg4HAy0OTOwmnHFoDbf5OyHEg8Ek2NrXvbvAkA2NoHcFkXyLoXo5n1cHcFkXyLoXo5n1cLjom9jw3evPJLzdWHrSpyy/cqTR069fBRUj3drBf7PVf3X9HGLGXaJFBEamMNFQs4ptOkugix3hHFd+vVfjx6cQ+4LIvkXQvRzPq4O4LIvkXQvRzPq4jqGk3n/AIoykDDwwTrSBDcPCcUwRTGIq7QocZLJShJa0JQlOj3JFk9Q4W6OAtbjfEFqEAamIaLalB8JDaCo9IsonSSLdZvY9GIPcFkXyLoXo5n1cHcFkXyLoXo5n1cT1V33DHy3etiX594T80ycRHWsRmITDt2gFFQAQlu/NHQb9dha3A8RwvgaatxWp+QklKw6lSGwg6wLXV3+u3wGxva+IJyHkcm5ybQz8dOZ9XHncFkXyLoXo5n1cOrve+eXrxUX7vuqf2pZdFpR1AakhDQ3SUpJPN5vEgg8bkgnjYdW9qBGaCgW0rUsgqUtIudPuRwHV1YU9wWRfIuhejmfVwdwWRfIuhejmfVxZtNrTIGKgvcRBThyFDdQpt2IytK9WoKbBB1Cyr/GOB7+AxIpTpMZojQG7aBbSOhPxfBhP3BZF8i6F6OZ9XB3BZF8i6F6OZ9XFoEyqzoTF6I9vHlx0xiXSFpU63fduBNtXC2roHC4PTzuItiywywp5iSltaEgqQpTSU2QvpQbCx4g/IU3ueJgdwWRfIuhejmfVwdwWRfIuhejmfVxn1cGQVe/IghMN7EUkqbgqKLAuFTBRZKSdPBQBNiLgd7j1i8kR499YYbvqK76R7o9J+M4TdwWRfIuhejmfVxGXkXKjbjgTkahSA4StC1wmRZRuSFnSTa/QQCeNrC1yvOZ72PgPpiphrvdwVh5JE06eSs20bu2gW0/q/F8GMjHYUorUw2VFQWSUi+odB+Md/Fb7h8qONhpWQKE06oWUtMGOtCD1kEpBPwc0fDbHqNneUw4d5lqhFtJSUaKUyhzh06lWsbn9UJIw60n3Wk8PnjwS4B7xHz+SesJgSEXaZaI0ngWwCArieBHQf8ArjbyaMQQY7diEgjQOIT7n+7q72K+/kHJbbyH2sk0VwWKFtpp0fj1hXFI6LEdP8r4BjJvJOR16Q5kWislQ4BdPj3vx4cAePC+Ja/G67PwwUFulqfiNHCtQYbvqK76RfURYn47deMeSRNOnkrOnRu7aBbT+r8XwYRHJuzwIU4cqZdCE9KjAYAHy6cYnJeRHSERcm0BwlVlKTTmSEAdNzp6eq3f+I4k1G61Fx2pWFUeOpRWphsqKgskpF9Q6D8Y7+POSxujk7X8r+QP5Xuv7+vFa/B/l1OsKynld0LVZBTSW2y2nrPEKCyO9ZIxknZfs9SUHuQphKL2uwDe/fHX09eKCo92TY8f2n1wsWNGZ3egrHyaMQUmO1YhII0DiE+5HydXexg8IcZBfcZQLKLnNb1KKrcSABcqsOricIBs6yg3wayxRFpPA72mMEp+FJCB/wBb34dHG+yLs5yFEQpDWT6OoLVqUXIbbhJ//sDYcTwHAX4Ym892AEeP7Z7wl1ozM+Hrmmd478a8SmqIcQWk62N3pF+gpWAQm/Ho+Hjj1NIYaTpjqKACFISUpUEqAsD0XNvhPxWsLQO4LIvkXQvRzPq4O4LIvkXQvRzPq4dVexeZO7dp46kvxg3JMEPU7QkyExmXLqSULsCFE2Va4BIJ67cRx68euLp5jOOMoiO8EoCbp0qN+YkkA24kW4Hp4DC7uCyL5F0L0cz6uMVbPshrKCcl0PmHULU9oC9iOI08ek9OBbUiJG5RLJyTJ2IsL5YlpO8bOsNIsQs/yjxsCsjgFG1rDjYqv7aIvQ1GiMOakEEabJSjrBsD0nq6+PeOF3cFkXyLoXo5n1cHcFkXyLoXo5n1cOrIMtOaXwcwmZg71wuvFCQVJXobQOJAsLqIuSD0EW6APj1mjRXQoSiZF7lOtCBoUTcqGlI51wDc3PD48QO4LIvkXQvRzPq4O4LIvkXQvRzPq4k0mu97FBUcMk1ZgtpZCJCGXVFKUqIaCU8OgAcbJB4gEm3fxt3DF9W5bvr3l9I91a2r47cL4S9wWRfIuhejmfVwdwWRfIuhejmfVxcC6ICqTJlOOSRAnSIrWnSUW0C2k8SPiOPeTR7lXJ27kpUToHEp6D8nVhN3BZF8i6F6OZ9XB3BZF8i6F6OZ9XEqE55NHuFcnbuCpQOgcCrpPy9ePOSRCnSYrWnSEW0C2kcQPiGE/cFkXyLoXo5n1cHcFkXyLoXo5n1cETrcMX1blu+veX0j3Vravjtwvj5HqPZh9gJQK72pzZmukt5myW9Ihy9OU6i6uBKbeSqT+UbilNw+ylSlgkFSAq54HH093BZF8i6F6OZ9XHyNXf4NPZ3nOuP5qYzxmKmQs2SXKlmamRZ0hDNQK3AWkAB2yEtsOy2QLFID5slIGkkXUdkfZGdizn+rydm+w2vsmsOvM5glwEUCfT1Oo5Uw05JUqQw2laiotpJuVG3XY2+hsfLuwrsJcmdj7mKRtFVmmuZizM7uKNElTprrjcWlKlR1oihC1KuUrbJChpHOICRj6iwRcvr1R25N5lrkXJezvI1UpCJrK482pZ2mU2UV8lYKtTLVKkJSAq4H5VWpPSBcpxqZr3ZQMtIZGyDZcQhISCdpNRubDr/8Cw3n1+q0/MNajRZAQ2mU2QNCT0xme+MR5ed6tCYVJkzgltJA4MBRJJAAAAJJJIAAFyTjvpdFVasVGRJ8Z+S6RQeWSSIzUPui7KH3ntlv1kVH7jwd0XZQ+89st+sio/ceI6885orD64tOkqbiIOhyTuUpJUCNSR0EW9ybAm+oXQUgnNmrZyiNtsxM1rLbQ5ofhtOFXC1lEBNwOkAWIPWRwxoeiqw0ifXrfpwQWSoccI9bMv20YrTMzz2RlOfjxahsx2RRnpatLDb20+chTp1JTZANDuo6loHDrUkdYxL7ouyh957Zb9ZFR+48amnpBZcbqDjdRU+VqeVLYbc3hUeNwU2IHQAfcp5o4cMR2avnCiJbh0Ca0uOohITJbCktC/E3HEkC9rDnEc4gkrxPsqu4w2PM/SIEeJ+idke0S4jyB+eZnwH1Uer7SOyJoZUmobI9mxUlCXFIj59q8hQCiUpuGqAo3UQQkdKiCBfG6m5/7IurKU3C2U7LS83cOMObRam082QEkhTa6EFJNlIPEDgpJ6CLsKdVa3DdXKk1PlcpZuXlsNgjmpBsAOF9IvbvDqAAKlUKjU3A+7OdZe3Za3jIShRTe46rXB4pV7pN1aSNSrwei6x90geJz3DAb/ogslRvvEHw0b8zu1bV53RdlD7z2y36yKj9x4TxtqO3ia6pin7P9j011BUlTcXafPfUkptqBCKGSLXF79/DJxciWtDtVluVFxsAXkpSUqAvYKQkBChxvYpPEA9IvhlHzFVIiN3EWwygm+luOhIv8QGHsutiDG8/KPqNexOx1MCCPD9/2OralEbO3ZIy3jGY2UbKi8AVbpW0iopXYabnSaEDYak8f6Q7+JfdF2UPvPbLfrIqP3HjZU6tVKkG3HJDYeYVqac3Sbp+C4APw/AQCOIBxqYz5miPJRBqawnW2FokJbQUFVwCgmwN+I42AN+roxX2VXGJI4+vPfrNuyOJgeuGezdqHvdF2UPvPbLfrIqP3Hg7ouyh957Zb9ZFR+48Me6yu+Fp+aT+7EGobQqvBWlkSd88oFW7Q0kqtYnoAJJOlVgBc2UehJIt7Kraxv8A2VeyVFqXmXsnm0Kcc2Q7LEoSCpSlbSagAAOkk9o8LTtH7IYpK2dlmy2SAyl8cm2iVN/U2oEpUnRQTqBsbWve3DEtvMeeqsrXVZceDGDgW2wykKeIHFOtY5qVA9SdQ4e6PU1jZiq0Rvdx30IBN1HdpJUbW1KJF1HhxJ4nEey62QjeeXrRKnsdTMkevXOFXfwk9kYJPJXNjmzxpW8DOt7O9ZbaKz0AOKy+EG54A34kgDiQMS387dkjHg9sl7J9li45RvELa2j1J3eJ0lXMCKESvgCbJBvh07mesPtLZffbcbWClSFsoKVA9III4jEBiUY0ozWo8cPWCUrUylWgDoCLjmD4E2GIb0VaB7xB3jjj8tyl1lccG4ec4+ED571Gp2c+ySq8FmpUzZRspkxZCdbbre0qokKHoPp6iOkHgcSe6Lsofee2W/WRUfuPGhrMtZpNVeWy6w1HlOJUsoYbSCtwnieHE6weI6S9xHC5cd1ld8LT80n92JHRVcG6SJ80NkeReGR9avQxS7ui7KH3ntlv1kVH7jwd0XZQ+89st+sio/ceGPdZXfC0/NJ/dg7rK74Wn5pP7sT7Kraxx5KOyP2Jd3RdlD7z2y36yKj9x4O6Lsofee2W/WRUfuPDHusrvhafmk/uwd1ld8LT80n92HsqtrHHknZH7Eu7ouyh957Zb9ZFR+48aZVZ7J6U2G1bIdl6ClQUlaNpNQ1JI73/AIF8Y+IkYb91ld8LT80n92Dusrvhafmk/uxV3RFV4ukiPPkpFlqNMghLEV/sn20hCNjuywJSLADaRUeA9B4y7ouyh957Zb9ZFR+48Me6yu+Fp+aT+7B3WV3wtPzSf3YkdFVhpHryUdkqawl3dF2UPvPbLfrIqP3HhXXNo3ZFZdabequyTZolLriGkhjP1WkK1LOlN0tUBRAKrJBIAJIHSQMNqptCq8BtTaag3yg6UoSWkHSpZKUFXRbUoEAXGo80cca6XUqvCWZj0lLkpZUrW4gLUjUbkalXJ71+iwAACQlIn2XVbgYnx0a8t2GOzNR2Oq7EERr26ueOG3JRoGeOyPqYUafss2UP6FKSoI2lVC6SlRSoEdo7iygpJ7xBHSDjyfnjskqappEvZHswCnlBCQjaHVHLEmwvpoJ0gngCbC5A6SBibU6hUqldzl64z9iN/HQhLguLXB09IHQekfESDnFqc6JIVLS+XX1K1b15IcUDx6CRw4Ejh1WHQAA9lVxpB8zy/nYnZHnZ69eG1J5O0XskIiUrd2LZBUFKKBus6Vpw3HfCcvmw4dPQerGhe1jboy89HlbP9j8R6M2h19qVtNqDC2UKISkrS5QwUgkgC4FyRi2d1ld8LT80n92A5rrigUqlJIPAgtJ/direirRjJGW3Pls4qzrK7C7r16N2e3glqcydk+pIUnZBssIIuCNpNQsR6Dx73RdlD7z2y36yKj9x40dt67SXzJpEkNMrUVusIaBQVHr0gHp4cQLiw6RcYmwNoFSqKVcnqCdbZ0uNqaSFIV1gi3SOg/DifZVcZkceXBR2R5yI9es1p7ouyh957Zb9ZFR+48HdF2UPvPbLfrIqP3HiGrMtYrtSedRLZCYyUtsykNoU6ySAo6LpskquLjrSlBOoKGnbD2i1aMl2PU6ywFx1KQ4soQAlSUa1IUeo6LLF7EoUDY2JxJ6KqjIg6DsP84eOChtkqHOBpG0btWPhis381dkzFaL0nZJsqabBSnUvaVUALkgAcaH0kkADrJGITW0HsinmXJCdlOy0NNPcnWte0SpoSHNejTc0EXOvm8OvG5jMdfrsgTJktxDTJsGS2lIBBB0G1woggalA2uNINtYU4OY6qY/Iy4zuNG73W4Ro0Wtpta1rcLYj2XVJgERrn5YcfpiZ7HVAkxOrny+uAXR81dk1KYblRdkuyl5l5Acbcb2lVBSVpIuFAih2II68bO6Lsofee2W/WRUfuPEuHmCrQGBHjyzoBJ56QtRJ6SVG5J+EknG7usrvhafmk/uw9lV9Y48k7I/1/CXd0XZQ+89st+sio/ceDui7KH3ntlv1kVH7jwx7rK74Wn5pP7sHdZXfC0/NJ/difZVbWOPJOyP2Jd3RdlD7z2y36yKj9x4O6Lsofee2W/WRUfuPDHusrvhafmk/uwd1ld8LT80n92HsqtrHHknZH7Eu7ouyh957Zb9ZFR+48QaHmHsnRRoAa2QbL1IEZvSVbR6gCRpFrjtGbf3nD/usrvhafmk/uxHbyPXszy8jZzhbRK3RmKRS0iTS4ivzWoqc3Kgp5BOk6UocQOaeDyiCFBJHNaLHUswBfGKyqUXUhLlCcrvZEvyKezmDZbs5hUxdSgplyYefp0p9prlLepTbK6O0lxQFyElxAJ4ah046tij5ZyfVMk5WFJq2c6tmV5yqRHkyaivWtlG9YSGUEkrKBoJBWpayVKKlqJvi8Y5VkuR5jrEGNnesU955KVrfbVfWmyTyeOAki9+OocbW75F03VyZLNQqbcNp9shnUoEA3Ck3DhB6ilN0XB6VK60EYd5m2q0XLWaaplqq5XrUp1c1vk7sabBYD6lRWE2bDsptwkFwJ9z0qFr3BxAy3toybT6UruU2bVZqnhwha4T9I3ZdvpJUpMyxXcWJJvcceOPTZ0m+kwU2tkRBx+WGnht0dlO1BrQHDLLb4+HHZp2tGHEjIQ0ppphtpDibKASG1cEq+InoPXjaFoK90Fp17zdab8ddr6bd+3G3TbFhoG0+VmenJqtE2cZkkxFmyHUSqWpK+ANwRMII49OGPddmD3rcz+cUz7ZjQdLECAzipNtJMkKlpkR1o3qH21ILantQUCN2ngV3/VHWejHpeaCikuoBSUAjULgr9yPl6u/jHOXZIUXIdXZoeZdn+aY0uSlKmUb+l/lNRsAm80XN7Cw747+Ev43mUAt1C9n+cEFpQSrWqljiQCP/ADvXe3xg48+p/a2xUXmnUe0EZi8u6nZ7bVaHsokgp4HmSQkOoJUVgDUOJR7sfJ197HipEdCN4t9tKA2l7UVADdqNgu/6p6j0YcZO2xKz3SDXMu7Nc1PQ95ug4p6lgKOlKrj884ghaeOHnddmD3rcz+cUz7ZjtpdONrsFSmAWnIgrkqV6lF5ZUbBGhU3eI17rWnXvN1pvx12vpt37cbdNsYpkMKRvEvNlG7U7qChbQk2Uq/eB6T0DF07rswe9bmfzimfbMHddmD3rcz+cUz7ZjT2ue5xVO2HUqYXmQVAuounRqGocNfuL/tdXf6sR5rLM1ncJdbDupe5UedpcQDq4XF7XOoX6CQeBxe+67MHvW5n84pn2zB3XZg963M/nFM+2YkdMOBkN4/soNrkQQuXqzG1Dp+kJUt8NJU0kIW4EpJKQpwi5CAUm7hsFW5pJIGJ1LgtRbLfaabklW5KOBWlaucQo9biuCld/h02uegjNleSoqGyvMwKukh+l3P8A9XhDWNtMeg1JFIquQcxR5joBbaXLpQU4OaOaDMueKkjh1kd/FT0scgzDVPrLRxlSLacyMdfrXp4RpVB9go3geQU6FO6goW0JNlKv3gek9WPS80NV3Uc3Rq5w4a/cX/a6u/1Y9h9kZRJzMmVHyNmMxoqkJVI5XSd0oKSlSVpVy2xSdYTf9YEdWLHQ9pc3MdPbqtH2b5lkxHeLbqJVLUlYsCCkiZYggjiMT7XPc4p2w6lWw60VaA4kqKlItfjqSLqHxjrHVjEyY6UbxUhsJDQe1FYtuybBf7JPX0YuvddmD3rcz+cUz7Zg7rswe9bmfzimfbMPa57nFO2HUudV2O2pTLurdPodEIuo0b5oPWsE6wRfUGl2PSEDgroMmFUWJLKlLeaDjQXvgFiydHuldPueg3PURe2LrPzdWzBkB/ZFmiU2Wl62A9SlF1NjdGkzLG/RY8OOFb7DDiGzF2LV6A/HbLceTCXSmHmAQRzFJl8AL3sbpuBcHEu6WLgCG4jDPCPpGOgyobbC0kFuBx2zHGcNIhJ980Aol1FkBBUdQ4BfBF/2urv9WAOtFegOJKtam7X460i6k/GBxIw3MzOSwoKy7n5sBWpkNP0UbrmgdK5CivoUbLKhdZ4cE6YU/NWfMtxUTpNJzCYLCyuW9V2aOpWi3QFszWENgWPFSVdOKjpdxddLPOcOfBWNrht4CdmnlxUPlUYI3hkNaQ0HtWsW3ZNgv9m/X0YJMqNDStcp9tkNKCF61AaVEXCT8JHEDpOJb21WrGIzGVlTMIenqW0zJiqpFkWSpWoBU5Q4AdJuLkXHHHtFzjAq9Rlsx8iZjrM6OspkpdqNJeUxZZs2pAmWQAtCrAi+pPfTwe2Hdzj6+qjtZ1evW0KtKzHKQhc/tcFwUtKcBDoS5zfdHnWSQOhRuEoNrqIKihw3LjOtF5D6ChISVG/udRsm/eueA75xdjm2vkaTsszOQeFuUUz7ZhQioZjiKaNL2f5tipaJ5hfpbiVosQEK1TOIFwQfdDSBfTcGT0u6Ju46p9Y/PxzhtsIMEYa59YfLaMq3MqtPgWEmRYl0s6UJKyFgXIISCRYdJPAdeNEyuw2I6noquVqFuaydQAJtrUoXCUDpKvgsLmwNviVKrQVqmv7Mc3z5QJWHpEqlKXfj7kCWEj3SrWHAKIHDhhmM35gIv+C3NHnFM+2YDpgz7nH1807WYy9etnkueQIykOGTUjplKdSC2spBbcWOakgEgL0kJABPAcCdSiZ+/ZtffItZZ90P5Hu/7uvvdeLp3XZg963M/nFM+2YO67MHvW5n84pn2zEDpZ2lvH9lJtpOTVTC8yElZdQEpCFE6hYBZsg/Eo9Hf6sehxsq0BaSreFm1+O8AuU/tW426bYs9V2i1CiQl1GqbN8yRozQu465KpaUIFiSVEzLAcOk4gL2vKQ60yrZxmbU/bR+c0vje+n/AM512Nu/Y4n2ue5xTth1JJymNo3nKG9G7LurWLaAbFV+9fhfoxmpxtCy2txKVpWlspJsQtXuU2756h14e0jauqvSJESkZAzBKdiEpfQ1NpSy0oEpKVATDpNwRY9497DXuuzB71uZ/OKZ9sw9rnucU7YdSpm+a/8Aeo4lY90P5Hu/8PX3uvC+pUuk1NbMmYpspY0OK9zpcQq4QFEg80qIIIIJItexUD0PuuzB71uZ/OKZ9sx4jOGYFoCjsrzSm4vZUil3H/1mA6XcP0cf2UG1zoVLYRGYSmNGQ02lDm4S2gAALtfQAOu3G3TbEV6JSZTyag8tKylreX3x3akJV7pSb6VBKjwJBse9i/8AddmD3rcz+cUz7Zg7rswe9bmfzimfbMG9LuaIa2PNHWu9i5sqmbxlCi1rQkoUhspuAQpXuU2754WHXg3rVwneouStIGodKPdj4x197rxc+67MHvW5n84pn2zCiobWu1dQTSp+QMwMy1oLiGVzKUFrSBcqCTMuQL8Th7WPc4qe2HUkRkRwguF9sJCUrKioW0qNkn4ieAPXjLWjVo1DVvdza/HeWvo/atxt02ww/DfDSt5DuQ8wtFhxLai5MpKQSoApteb16rfGCMOKZtCqVYhon07ZrmV+O6Apt1EqllK0kAhSSJliCCCCMPa57nFO2HUqoJMco3gkN6NCnNWsW0JNlKv3geBPVjLetBRQXE6kqQgi4uFL9yPjPUOvFz7rswe9bmfzimfbMYNZzzC6kqOynNTdlKTZb9LBNlEX/jnQbXHwEYe1z3OKdsOpU/etFQQHE6lKWgC4uVI90PjHWOrGJkxwjeGQ3o0Jc1axbQo2Sq/eJ4A9eLr3XZg963M/nFM+2YO67MHvW5n84pn2zD2ue5xTth1Km60atGoat7ubX47y19H7VuNum2HFLy/naqU/JVVoef00mmwaegzqeiloeTUAox1Iu4pepGltt5vm9O/1cChOHXddmD3rcz+cUz7ZiixMx7c00mAmj5I3rRZBC3mIbelsyGC2nT2wVrKYokJKrp1OFtQShN0jktVsNqABEQsa1frQBCt9DoebKBl5cTOOdTmaW5VozrUnteiHuWS8yEshCCdVilR1E3Orj0YueKL3TZqkUylxa3s7rcWS5Jp6JcgPwDHbc37WtQCZJWUA3PBJNuq/DF6xxLBc4zLsy7oMxTKvNoNMnJVMjzIq36gptba2mmwhWnk6wlSVoUQQo8D1XIwhoWwDLWWJCpeXtneXKe+qMuGXY8/Qvk63VPKa1CJfQXFKXp6NRJtjzaZsz2sZtzoKzQ8x0xmlxUBdOC5j0WVDeDRSdC22lc1TnFdySpB0jRYKxY3smbUJuUHo7O0pih5rl0tiGupRaaJkePIRvbvoZfVpWohxF7hIJaBIsdA9C02KlQoU6zKzXF2bRm3+NO3Kc159mttWvaKlF9FzQ3Jxyd/OjPDODgmOU8u1fJNGby/l7K9DjQGSS0yiqLSlFwOACYoHVf4ycOOV5y8Q0b0s79mxXGcobUW0q321Vl0vTY7roRQ2m0IjJdCnmkXWpQU42C3rKjoKtSRw04inIW1YPBbO212O0p5qQ403l+OsXDaQ82lTqlqDanApSQSpaAQnWq18cC9BJtomxGNtPrUSvZpy7T3ZMHQqLoqxIZWgkhadUMkK49IOKlA7ELKFMnSqlCy6y3KnIbblPCt899KAQkLPIrqsDbj1cOjH0bgx5dXoew1nl9SmCTnnjp1616FPpW2UmhjKhAGWSoWQ8n1nZ3Qzl+h0eA5F3u9HKK04tSeYlFriKOFkDp49PHFj5XnLxDRvSzv2bDrBjuo0adnpilSENGQXHVqvrvNSoZJVNzPl2r5vhsw63lahvJjrcdYUaotSmlrYdYUpOqKQCWnnU3t0LOHHKs5eIaN6Wd+zYdYMarNJeV5y8Q0b0s79mwcrzl4ho3pZ37Nh1gwRJeV5y8Q0b0s79mxWa9kWbmSpdtqplijuSPyRCu2q+BbOpBF4vUeI7xJ75x0DBgi5JH2KU2KqQqNkyjNcqJL2irLTvCd1cm0XifyDIueNm0joAxcKDTMx5cp4ptNy/SEsBalgKq7nSenojDpPH4ycWvBgiS8rzl4ho3pZ37Ng5XnLxDRvSzv2bDrBgir8xGZajHMWflagSWSpCy29U3Fp1JUFJNjGtcKAIPUQDjyAjM9Mgx6bAy3RGY0RpDDLYq71kNpASlIvG6gAMWHBgiS8rzl4ho3pZ37NiBXaZXMy01dIreVKBLhuqSpbLtTcWhRSQpNwY1uBAI7xAOLTgwRcjq+w+hVvM8fOkvINDRXIqm1tzmaw6h27ZXoJIjcSneu6T0p3i7EXOLTRMtVLLsqZNo+UqFHenvrkylJqrv5V1dtS1fm3SbD+4d4YueDBEl5XnLxDRvSzv2bByvOXiGjelnfs2HWDBFVcxUyv5poFTyzWst0Z6n1eG9BltisPArZdQULF+TcLpUeOPaBT8y5bosKgU6h01UWAymOzv64+64EJFkgrVHKlWHC5N+GLTgwRJeV5y8Q0b0s79mwcrzl4ho3pZ37Nh1gwRVisQszVyEqnzqDStys3O7rLyFf3iNcfJitvbMnHq5GzD3NUxubGbZaSpFZcAWhne7lKvzXiEcof0jq3iu/jpeDBFRsu5OlZVqlTrNDybQI02tOB6oPpqaw5KcAASpxQi3UQkBIueAFhww/5XnLxDRvSzv2bDrBgiRvO5skNLjyMuUN1p1JQtC6q6pKkkWIIMbiCOrEGh07M2X4RgQqJTFtl1bt3ay6pXOPAfxYcEiyR8CRe5uTasGCJLyvOXiGjelnfs2DlecvENG9LO/ZsOsGCJLyvOXiGjelnfs2K1W8iuZhqj9aquSsvPTpEQwHHzUllao5uS0VGLcouSbdFycX/AAYIuTZe2MQMqpltUDKNOhszSC+w1X3w0sJS2hIKRHsQlDLbaQeAQnQLJJBudJi5oo0JECFQaTuWwAkLrLyiAAAOJjXPAdfHFmwYIkvK85eIaN6Wd+zYSZTyxU8k09dLy7lajRoy9zdvty8QN1Gajot+bcLNsNj4wT14uuDBEl5XnLxDRvSzv2bEepIzbU6dKpr9EpKW5bK2FqRV3AoJUkpJF4xF7HvYsWDBFU8vUrMOWKWKTS8vUhLAfkSTqq7ly4+8t5w8IwAutxRsAAL2AAGJNMOdINOiw3KHRFKYZQ2SKs7YkADwbFjwYIq/KGbpyWWHaPR2mxKjuuLTVHVqShDqFqsnk4ubJNhcXNuI6cWDBgwRf//Z" 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<p><p>Ethereum token standards were invented by Ethereum developers to help users create new digital currencies more easily, faster and cheaper than starting from scratch. Like Bitcoin, Ethereum has its own blockchain where a global network of more than 2.4 million computers known as “nodes” maintains a record of transactions. Anyone can run an Ethereum node and participate in validating the network provided they have the right hardware, knowledge and time to commit to it. This website is intended to provide a clear summary of Ethereum&#8217;s current and historical price as well as important updates from the industry.</p>
</p>
<p><p>This smacks of corporations, which are centrally managed and pay dividends according to the number of <a href="https://www.beaxy.com/exchange/eth-usd/">eth price today usd</a>s each investor holds. In response to the security breach, the Ethereum community opted to retrieve their stolen ETH by executing a hard fork. This was akin to traveling back in time, erasing every transaction that occurred after the hack, then proceeding forward along a new, clean branch. Participants in the Ethereum network who validate transactions are known as miners. The name is a nod to the 19th century Gold Rush during which miners used shovels and brute strength to extract gold from the western U.S. and Canada. ETH mining relies on a different kind of brute force, raw computing power, to repeatedly guess at answers to mathematical puzzles.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is Ethereum up or down?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Basic Info. Ethereum Price is at a current level of 1801.37, up from 1769.43 yesterday and down from 2947.23 one year ago. This is a change of 1.81% from yesterday and -38.88% from one year ago.</p>
</div></div>
</div>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/eth-to-usd-ethereum-price-index-live-price-chart/">ETH to USD Ethereum Price Index &#038; Live Price Chart</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<title>Ripple Price XRP Price, USD converter, Charts</title>
		<link>https://www.greenworldafrica.org/ripple-price-xrp-price-usd-converter-charts/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Wed, 02 Nov 2022 15:03:32 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9079</guid>

					<description><![CDATA[<p>The service allowed them to launch the One-FX service that enables cross-border https://www.beaxy.com/s between US and EU customers. Banks are increasingly becoming aware of cybersecurity threats and have been taking...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/ripple-price-xrp-price-usd-converter-charts/">Ripple Price XRP Price, USD converter, Charts</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
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" width="308px" alt="consensus"/></p>
<p><p>The service allowed them to launch the One-FX service that enables cross-border <a href="https://www.beaxy.com/">https://www.beaxy.com/</a>s between US and EU customers. Banks are increasingly becoming aware of cybersecurity threats and have been taking measures to keep their transaction records secure. Here are some reasons why Ripple XRP is a good choice for a blockchain network. On-chain governance is a governance system for blockchain in which rules are hardcoded into protocol. Although the Ripple network is a little more complex than this example, it demonstrates the basics of how the Ripple system works.</p>
</p>
<p><p>Because of this, this token is a bit weaker than expected by nature. At the current rate of destruction, it would take at least 70,000 years to destroy all XRP. Due to the high number of coins in circulation, a single unit of XRP is very cheap. Compared to the other top 10 cryptos, the low price per coin makes XRP very attractive to investors. XRP Ledger is managed by a distributed network of around 150 participants around the world. The participants run their own servers, and act as nodes in the network.</p>
</p>
<p><p>In 2017, the company placed 55 billion XRP in escrow to ensure that the amount entering the general supply grows predictably for the foreseeable future. Ripple&#8217;s XRP Market Performance site reports how much XRP the company has available and locked in escrow at present. It could replace an inefficient and outdated system for international money transfers. And any positive developments in its legal status could lead to an increase in price. Participants set up mining devices to solve complex mathematical equations, and the first to solve the equation gets to add a block of transactions to Bitcoin&#8217;s blockchain.</p>
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<p><p>Sign up for an account in minutes to buy crypto using credit card or bank transfer. XRP gets its value from various factors, but mostly from Ripple’s ability to work with institutions and from its ability to quickly and cost-effectively be exchanged for any currency or asset. Founded in 2012 and based in San Francisco, California, Ripple Labs is a private company – meaning that you cannot buy a share of its business anywhere. In a nutshell the Securities and Exchange Commission has been investigating whether XRP token is an unregistered security for nearly two years, given its finite supply controlled by Ripple Labs. And that opens up the token to securities violations according to arguments made by regulators. Fast, efficient, and transparent payments with an added liquidity tool to help streamline the settlement process.</p>
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<p><h2>Buy XRP</h2>
</p>
<p><p>This escrow account is governed by a built-in smart contract that controls the release of XRP. The smart contract is designed to release one billion XRP each month for five years while also sending any portion of unused XRP back into the escrow account, adding another month to the five-year period. Both financial and non-financial entities can integrate the protocol into their systems. It is open, and anyone can join it without any prior approval from Ripple. As such, the protocol and the crypto are wholly separate entities from Ripple Labs Inc., the company.</p>
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<p><p>XRP also features support for smart contracts and is developing a DeFi ecosystem on top of its network. Ripple placed 55 billion XRP into a cryptographically-secured escrow account. By securing this XRP, people can mathematically verify the maximum supply of Ripple’s XRP that can enter the market. Our solutions are faster, more transparent and more cost effective—solving inefficiencies that have long defined the status quo. And together with partners and the larger developer community, we identify use cases where crypto technology will inspire new business models and create opportunity for more people.</p>
</p>
<p><h2>Ripple vs. XRP: What&#8217;s the Difference?</h2>
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<p><p>Cryptocurrency can be purchased 24/7, and Firi makes it easy to switch between XRP and NOK. In less than one business day, you can also sell your XRP for NOK and transfer to your bank account if you wish. An easy and cheap way to buy and store XRP is through a crypto exchange such as ETC Firi. Firi makes it easy to buy, sell and store your XRP and other cryptocurrencies.</p>
</p>
<p><p>The U.S. Digital Dollar Project has recently announced it is working with Ripple to launch a pilot program to study a U.S. dollar-based CBDC. XRP has a maximum supply of 100 billion tokens, with almost half in circulation as of October 2022. The 100 billion XRP was pre-mined in January 2013, where the founders retained 20%, 77.8% was allocated to Ripple Labs and 0.2% was airdropped on different forums. After the company was founded, XRPL architects gifted 80 billion XRP tokens to Ripple for the company to start building on the network. The fact that Ripple Labs Inc. owns most of the XRP supply gives it central control over it, even if the XRP is held in escrow. It also makes the net worth of the company as a whole dependent on the rise or decline of the price of XRP.</p>
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<p><h2>People Also Ask: Other Questions About XRP</h2>
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<p><p>XRP is the actual token that can be bought and traded on the Ripple networks. However, XRP was not designed as a method of payment in the way that Bitcoin was. Instead, as mentioned it is used to facilitate transfers between different currencies with RippleNet. Unlike other blockchains, the XRPL uses a consensus protocol, in which designated servers called validators come to an agreement on the order and outcome of XRP transactions every 3-5 seconds.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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ik8VezGPWtKWSOGOOdXV1kcbBcb7AbH7aWPTlCd+ZP8AFt1mMcTm7UNPFsttJMBnsgUXzHM29K0yystSuFt57PDOGw0Rxg48fSt+xeyayQxG+i+lKkSxFeQebZ5T8DSJvZO1rcMlusa2Qj5Y3jIaVX36k9R/SaH+GkMCTxC/i6EYHec9XXC9u4lltVJaHJ7KTxx4VT7u2BkbEXKM9B4V0rfcH2HCMTXurSXcpkHIx7IIh5s+JJ61rPiThGJXa+0O1huLZhkM0hYr6EDFUdZ6adgZe/tNLRepgnDdveammt2Bxy7Uj6FNJgwxyMfDlBOKst/bajYsBLbpCG3DJGMEehxQttZXV9JiWWTsge8xY4FYTUENibq3/LmT2lez6LUdOjvbwkTMoLgHGTVK1SCHT7+aADtZEbBZhsPgKt0XE+rwIdK0qJTBGOzQscHHmc+Jqrai00t26atE/ak95wMMD+f+t6dqhQa1FQ58xOlNwsJsPHiRExebvSEnyHhQ/LgbipWaxlCdpERJF5r4fEeFBtEMECs5lImnW+e0EkGcbVhUZyERMknAHrRJi286ehiEET3LbNnkT4nqfkKDbCNniCXCKrCBCCsfdB8z4mmSnLRBQZzjPwpHL4mgI5xDU5EYIrGCrc65DCnmwNsUhkb3vChIxCjcqK6mWMbj31Hh61vT9mlObSNeONu3i/5DWjAXTBXr+XjXRH7MViLjh/iGeJTyi6hB8eU8jbVr+gAfHofxmN/yBsenvj7fvOel1B9O1K5uI0Vi3bRYPgGDKT99RhG3SidQXF5OvlK//MaH3wM1hsS3B9zN2sYUR/Trx9Puo75FDNC4YKehpEF2I9Sj1B0J5JllKj/FnFNEARnB8aTjFDnj8IQAyTFXsgubqe4UYEshcA+GTmkKFcZdgG8djvXiNtqTQQhDY5QQIpRlPA+K0VApw0bEGOQ7N4A0CvWiYZGj93cHqD0NPQ4iWG6PxqYnKsO9npUharMXAgJDHxBxWbLT31aJp7bZoR3wxxt5+tEpDMqdhDEcfWbxb/Kraocyoz54EtGg67YaXpl5BeWaXkjADnKjGTnA38qiezS+/hXTKfCOQ4A9AelKstIvZdMlnELLGJVDO3QbH9afgW2tj3IxM42DMO6D6DxrQBdlVW7YmftVSxXuTHZdFnsLK2mvrd0jYuyAjHOSdsem1CSdo79q+PIL5DyqdtdVv7kJa3Tm4gUYCOAeQenlRNxp1nMOZISVbfmQ7j0INP6CuM1xJuZDiyVb6KXbmVdvIU/HYSE5CkD7anRpBjT+6zo7nqp2I9KkdPtLrsZI7jKgDKlhXJpSTzJbU7RmQVhaywSLcL3WRgQD44qVmslhk7ijs5AHQ/0n/WPlU9Z6JJqSfRxEobBZGxj5URFw9fz2zQm3YSWh5skfUJ/X8avpom7CZ9msRuSZK8FaILqJYlt2keYEnlbl6eH+VWm3sf8Ao7dGeS0copwDnlGfjV39kuhabofDLaxfRI1/LzLbxHcxtjHMfL0oq70UXzx2IcSxyoplmIwpPjv55rf09QVAOxAnm9VqN78ngytQ3NrxAV7OCOGRT0jGA3xFW9NCktLJFmBurx1Jjt0QEqMdc43OfD0pi79nFxw5dWupabcCa1kAkfIwwYeBHlV7sON9I03RzNPYsdRaLsikQzjP1yfq0xrG2/LzK+0bsHialvuF+M7v/wCIX9heywxns1dgWCDyHkPSjbHhueK0mWGBmkeML7pHKcjI+6tg6bxNb6oscqXl2lsrleQS+9gZ6fL76t9jphu4vpMt5siLJIMgKDnKjp16fYag39PkicVN/C9hKf7PfZtFPeSrfwc8iQFmB6BiPD1Aqw6rw7PoNm0dhZNes8agoidFzt8hV84FjRZ57hbaSULG/PI3vOT/AC0Pxzxdo+mWa25tZodQAOcNylh4DA/Os9tVZZfsWXjpa0o3ucTWptIXs+0uYHZ+ciVi+eyKjptvRuk63pEtpFpcVxDPI2UOSe8xzgE9M+FVOQ63xDqAsIcRWssvO/ewCfHPnVl/6MjTbU9hdJagAM05jCkeQQHfJPjVy0Kow55lCpS/KDiS78PW81k01+LmMM/KeSL+GucZY5yBgmtX6l7T9X0HULnRE4bSSCIlIuYKSEPjnmrefDV1YP8A/LYri+neEic9mX5m5dsk52JzUxacIx3rzMOFpJJAx52MQBBI2+yqD6oKCrZmnVpgSGUCcu6vxEnFlqlte8OygxrgZVWGPXvE/dVWg9ncLLHFpUUkcjEmUuSuR4ABsZ8tq6t17gjR5jIZeH542jcq57DIXf4dcGqnacGtd3YtbJOXtXZQpONvUHYVKXLYNwPaAyGptuAM+00Ffex/U2h7OK2jvLYjMkEsZ7TfqFx0Pkae4f8A2dbDUEa2vbuTT7e8heKA3K45JCuyn1Bwc53roYcLXmlxCS1+kxPCd+yGVHrj9DVi0/iNLW0i0/V9NtZxLgDtE2fyIPnjw60Fj1uc7cmPr66DaXxOFuI/Ynb8LKt5qOpSuvMVTki7pkHujm8ifGtR8QLcT3rXFxb9jklFQ9QF23/Wu9fa3p1nrFw+hrC3ZyKhQKByDHQjxzv99cYcfaDdvxLcJaI0x7f6OUUbo3gD8RVP1HSJXSr1jGfE0PStabLWrtbJHmURXkgbmjcqf6a8xtrkHtU7Jz1dfdPxH6VI3uhXdhdNaXwSKRGwRzZNNtp1jb966nbB6ADB/WsI1ODgieiWxDyDI3+zrrtBHDCZOboU3BHnSL0AMtunuRd0ep8TVg0niVdCnZtPsYwjjlYyHmJH5VF3syNdSdvaISx5uZO7nPjUOlYX5Tz5+0Kuxy+WHEiQhJqUl0yIcKx6kYCJmvmiL7+5yZx9tNFLJt1kkj/xDNdQ65w7pn/6VLW9t7Wyaf6GjdoI1V89qRnOM5xXU6XrbsHsMxeq1nw+zj6jicniwuWtnvRCxgVwhfGwY74o/Twv/RrWGYDIktxkj1atqafpRX2OzyyWaF+ykYtyAnIOxzVl9lvBHDGpewTXNa1HRYJr4C4btWzzZQHl8fDNOX0whlAPdd0S/qqhWLA/KwX8ZoHR+E9a1zTb3UtPsZ5obFOd2SJmBOQMZHkDn4Vtz9m3jrhzhDTOIotcv1g7VkuCjKx5olGGOw8CwpXsV9pXDXCfAHEWjapJOs7drMoRCRyugjH3mtFm4niaf6NMyCdTG+PFSckfcKUjr6e1d9J3Eg5+0bajepC3S3qQoIwffzGtTEbXc08Tc0ckrMh9CfGgHODtRQYLlW3Vuo8vWmZYyjb7g7g+YrJY7ySZsL8q4jeAI8jxakU4wxGMfzGm8YoCIQ5nqxgVmvZAoTJBxCYozI2FGaKRYolyx528h0FM8xIHKcL5CnQBtT1AxFHmG2Ny5nVWYqr93AOBvRcPPFKYwx7pxUdEeV1YeBqblj7yTjbtVDD41arJYY9pVtwDmT2kXFw2lT2cdw/ecOFz9YA/kDTtqyXGVuLZWwCSyjlI2oTRy6QSOvvB0bp471NXUEicsMMQjiYc+RsWU77/AIfKtapd6g+0yrGCMRFWlravgw3HIw6q4x99Ttrpl0oW4SI93oV3XHrUHY2+XHPtnxNXbRJZbSF4IUJY4JJO2K0NKgsPIlDVuUHBgL6RDqbgRRrDcHr4K3wqS0/hnU4z2aBipOMOMg/Kpa31GFp+SbT43YLuV7vSrBoF1JeXMc6kOIlyI3GCF8QD+ta1elrLTIu1diqcdpGxxw6eiJdW/IRgEgYGSPKpvQpLRpMG8V4nPIyEYJXx/GpLUNKgvVLzxAo+xOdl+dB6fw+IHW1ssSSMcHfmb5KMn860AnSOB2mWLt65PeXrSb+LRNEnsraHnlncrGpX6o6En40Rwda63qPEVvayaaksbPzScrFUjTxbPhTMPs91e6uEuLv+6o6gIqnDsMbYB6VbLjRNS4N0KNbG/wBOgkuQxZJLpRIVHixJ8/AChssQDaDyYqutjhjyBJHihbG+tJol5kESdmjK+Q1awtHeK6WyuxOlvcL76nZhnGc/KpqfW3uNOeya8SV37pmjUgbnouevxrFnJCNNTThI0hiPdd13HmPtoqUapcQLbA7RnRdDvdN4mjaUD6CGBXmOA2OgA8TW1Z+GL+fROcyyQySyASwqcnbw9Nqrlhq+n2aW6y4LE4ZwOZ0zsSCelbQjvtB0zhe84okuJTGOSJGY/wASVRjAHjk758qz9XbYGGBLmlrRwd57Sjat7Qbr2WaaqdkwvL4dxZN+VcbE1RtBvNU43upr24WSbtX53nIzgeZozi6z1D2mahDFbgTvcOssgY4MMY8fUf68asXDXDl3qkF7pWmdlpmh6OMXt4ykGdl37PJwTn7s+NGGXSgk8N5MMIdVgf0+IXp+nJdumh8MwIsjth9Tm2ijZdzhumfSj4bDhvQNYV5ZH4pn7M88krcsEUwP1R9YfDOK9rGvx6vplppNrpYsNNiIENjHhpJJANix2yfHHQDc+VRsHZdqFuHVjnHYxt3F9C3Vj8MCqx32d+3+85/8R5auoDjJ/wB7CXvRuJNTF/NJZvb2XbqimG1iGAFBA8znf0q46bc6kOab6Zec0pDu2epxj8BVN4YEBKDCgeAAAAraekwwtAMKOg8KydW6p2E1tCptGCZDQajqtiziC+bErl3WdAwLH4/rRNlo+lXNq66poSSTsWkFzbDlYsfT9Km47JJJMLGDk+VTdlo0ap+7Ts2PgBsflWbZcFGRNWvSsx55EqEnBhh0pbkzJPFjmkxsVJPjWveMOG7dUW9tokMyHDK26Njz8tvrdRW87y0MC4ZQGBDFfBvj5iqhxbYpqJa80q1IeNC13HjZcEEEDx8/lTNPqWZvmganSKF4nMmtWN0JobiOGSV2n5Q7AZhZvqEeeAMHoR61onj/AIHnnvtT1q5R7Z2cXEkae9JyHmyMeOMj4GuwH0uG3v5Lqa0LWsoCPyjuhSThSegYYyPLIrU/tZ4Iaxln1e0vZY1dRl+XmVw3R8eoyD6/GvS6W1bv5T/lPL6lGobrV/nOC+INak1DUZrqK3Fv2jH1bHqagJC7PzMSSepNXv2jaa1prTWgseSaMHnkROVZVO4IFVIWNy3/APFlP+4a81qq3WwhuZ7DR2o1KsvEjWUk4Aoh4jcWiyAd+Dut/hPT79vsoh9NvMcy27KB/Nt+NFaZpd9JcIhSMRy/u5GaRQAD658OvyqulZPGO8sO64zmQJQsMGurtc//AGlW/wD/AEo//eNc433DFxaXUts15ZsUOMiYV1Lruiuv7Ilt34yfoSDKkt/3x8qu6Spq+qD/AGzN11q2Goj+4TnjT+Mjb+zK60lLZ8rJ9F5g+2XBbP3Udwf7Ydc4c9l+s8KQ6faz27HkLyA82JchvsxVCkt5IoGtDcXAhdw7IITgsNgetBSqkEUkAnuOzkwXXlwGx0zVZ9VdkZbGBiXBo6GyMZBO784A00JDAxFebryNgH5UO6W7HKzFc/zCiXWyAJCykj1H6UO7QEZELfNqzmmmMgQdrZie6ysPQ01ggGKRSBnYnwoh5IycJCox5k0wbkp0RR8qTgRoyRGZEKxYxvk/OmirdW7o9aOmvDLbxxSYXGSGA3+dAlWRiG//ADS2ABjEPESWjXY5b7qTzsfDFZPvdKzgeVLMKSZQSIZkGMe+vkfP4V6H1FehcxkOOv4+lENEh/fQ/wAM9R/KfKrQ57RH0nBmIwM1O2o7SyVsZMLYwfI1CIoxmpbSJSJWhIysikY9RuKfQRu5la7Jk7pTBFmQgEhQcf7w/WrZFBPPZfSYYnm7Jh0X6p3+4k/aKrWmwpdRyyQnvGI93xyMH8quPCHEV1atb2cnJDCMoSsWTv4k+JG32Vu6QLwGPEw9WWGSo5g+li2nuDzKAC3eQjf4ir/DpcaWbGyRJGZRuxwcVVbrTQ13JcwQtGzvzqOnIOm/kc1YeHuJYtNmex1uESKVwD+tbOkArJWzz5mLqi1gDV/pJO3ktoYEs9WsFiOP3csZ3Hn8RRVtbvbJ/cZQ4JyjA9B45PlVavro3uoEwSMFZv3St1xnarNb6fPBCtix7GZwGkA2C+lX6m3NgeJn2oQoJOM+I7b8RXgukt7dWlXpyAZ5j4mr7wlquo2LTtLplqLudCtvcRqFYk/VbA6fPriqla2Wl6QFmF4DK5yVQDOfiatmn61adisqiVJMDvJt8x4A/CrKpxhjzKVtmPpHEljqnF0bOgKNPOoEkhQPv05RnoPhSdM4a1fUHd9cCTBvdEp6H0bwHoKdXUXhhD2x7QA+Dd458R9lSEFw2owRi4uHiIHeVgAT8wa5hsGQIoOScMZL2PDfD+l2DtbGG4vumJDzLHn+Wo5NJuxLEskK/v2IDlgirjrknGKO0UaOs7xdlOZsYXB2J8PGrxY6i/DOmPK9otyHXYHDYI8dxtVOy2yo4HJlmqpLeTwBKvp/C9pHewrcl3LPt/4QA3yT4/AVA+0XX7ue+sOH7a6eWzhJaQK2VX4AdNsD7am7zW57m/S8a9jjjBMkijvCP/XTFa5meTWNWkMTlO1m5SETJVQeoA3NNoRmfqWeIuwhRsrl20WLlS2t9IvkOqapOkCcsoxAvTcA5GBnrscjrV44guYNKj/6N6bezS6ZYKvbKTzdvdbZPmcbYHTJqj8BQaTZ3WsalqbWly2nQLbWq8nJ2kjAkHBAPN4Z6/ZUgA+nwlCVC2aDlGeYNK2QPjjvH7Kp3ILrPsP3l+pjVWS0YudQazmaJ8G4fuysDkIP/DU+Q8T4msBgyiSJvDqKgTLJPP2XK7yE4AAySalbOx1eJgq2kjeajdv+HrVvppUME8ygHe45AJll0LXLi0lUFsjNXTiz2y2/s94NbWHiE93Oews4Ccc8mOpP8oG5+XnWsUdopMkFcHvKRgioT2220+p6Lw7OoJgSO4QjwEnMufnjlqldo677FBHeXtJrXoVuZWtR9untP1y9a8k4xv7bLZWK0kMMajyAXH51uT2IftP8RWep2+hccXp1GzmYRrcSn97ET0JPiPjXKwElvIUbw6VIWd1IkivETzZ2x1zVqzQaa2vpsgnV6zUU2C2tzPqnJJZ6tZLNFIO+oZGHh61SNTludKumuYVBkjyrIc4dcdD6eI+BHlQXs21W7PCGlLeMe1ECBs9c4qX4iXt4Vu1PKVIVj5AnY/JsffXhxX0LCnjM9vZZ8RWHXviUPX7JdNkLXckb2Osq0iso5UiOc8vQ9ARuB4eFUm7sH4g0m40tVW5khVuXPV4GOG2Pl3XHzq/6hZS6rot3AbmQf2d/ebeHbGMEkHzx3gPWtT8X3d1pd/ZaxHI8UTyLFIwlyTG3cbO56Bh9lbWlJI4PInndWMEZHB/+fvOWP2hOC9bsuSa2tGWC1XkmY5DR4PU+mdvsrn17C5Heu5uyQ9C7HJ+C9TXfz2dtxNY3EN6nazKZLK8X62QSoOT5gA/E1xx7T/Z8eE9b1CySSf8Au784WUA80Z6EEdaZ6hR1f56/nC9Mv6f/AF249pr52s4m5YYzK388vT/h/Wg5555j++lOFOwHQUQ0Xh40xImARWIc44nolCjvzHLr97FDOpJJXkcn+YdPuIrqbW2YfsiW2SdrJP8A3jXLVuO1t5oAN8doo9R1+6updbkUfsj28ZO4s02/+sataXkOf8Zna84NQ/yE5IaaQZKyMD4YOKaa7vcY+lSfDmp2TBPTrTDDJwBudhWWdxM2lAEYlup988repUGhGuHbZ4oiB/5YFHS2cg/ilYh5sd/s60K7W0bYRGlPmxwPsH60lgw8x6lTxiD8yvkfRUOf5c/rTTx24/iryf0q2TS555GUoMKv8qjA+6h8c3KMeNIJC9o8DAi7wWruq2+V5UwQ56mhMOg5JV28D5fDzpybBdsdM01zsnd95fI7ilNycw1GBEOCrjPxyPGsE77U4DERhyQD0B8PhSvoF0d0iZlPQihwTC48wpSSu1FQSGJvdBVhhl86DjYjoaIjYkYNWFbEU3JhjxKgV4jmNtwfyoywEgZZEHeU560HayoimOQZRuvp61O6Fp8dxKIJGTBcFHzjarNSbmGJTubYpzJHTZpdO1JgoKhlY48wVNWTRNQtLqaPNxHbt0JJ5aDv20tUthByu6E25cndiOh+GDVdtyEk2OcHxrWV20zAdxMtqxqVz2M6EuLjRzaRPYy/SneL96QMqzDrk/f86qU8ZvdRDZQMo2GMAigOEL2aSwuIoSQ6qZAQeoxhhj4fhVv4U0kan2OsLyqsBKyBxkMR4fGvRVv8UFAnnHX4QsWMnOGOF4zZHVrpBkthAVycj41KaraS3piKRASyAEkdVA86dhvryxvg0qCWC6XuxkboPEfGpqG/4dEmWlXtNhJjofTNatKqq4mLbZYX3SsvpxgkR4bYTyYBbmGwPj8akoLu7gSKS9MKIu4hEe536YHSrDp503Unnt7aRVCnKgbZHn605acM9u3NIyonNyhiucHPXFM2r3Blc2E4BEjbPiCCCGSGTTF94NzA4Yeg+Rox9SmnvDbWDGMA8ipnoPzoRrayj1MWmoQSxJE7L2gHvAHrj1qxNpkCamYdDjjclu0BkOGJrgcHnmSVBGfMP02DW7CYILiVJJQCAo8D61dY7yA8O3MV/eRSziPlYA45d+pPifhVf0+01JrdfpknaTI+GVB9T0obXbmWC4ezhj7nLn3AC/rmqbjrtjzHo3QB9pi5sIF0y4k7YEkcwVF3ONutQPBqLFrodoScJI7dNtjUldajy6UY8FZivKF81zneobg9IdYuGsy8n0pcn3sKwGTjNPAwjAxIzuBEt2iT6TpnDFvp/NG73mpvcszLjCoc7H5D7aj9e1u3aIxW9zu8z7gZyVwv609qkrR8HaZaoMFZ5VfK+PK3Q/MVTppRH9HkbpHPNkf/AFM/gaq0KDb9pcuP8ncD7TXPtV9qOoaTqUnCPDN3LamFQL67jbEruRkxhhuqjO+Ota703WLmK4F3HcyicNzdoHIfPnnrmhfadbXen8f6ut2GxNOZo2P1kbcEedQ9pd4YZNYJ1DNaS3fM9PXpkWhRX7Tqj2V+1BuI4jw3xVfxm9Vc2F7OwUy46wyMeu3usd8jB6ithcX6rplrwc+j6rNC13LdRyWkQYM6j67HHQY29dq5Q4G0XVuLdSGl6SiFlQyyyyNyxwxg7ux8BuPtrYup8Ha1wnaRatJfW2oWZdYXuLdyRG5GQrA7jPh4Vp6ZwWGTwDMfV0bc8c4ljf2bcT6/bfTdG0a5uIie66Jt9tXT2X+wbXDqlvqnFsawQwOHS2yGZiOhbGwHp1q9+zL2kcI33C2n2p1SztLm2hWGWCc8pyPrA9CD1+ZrYUWqI0SzQtHJE26vEwZT8xQ6rWXMxAGBC02lqUAk5MuejILeCKGMYVFAAqbvALjT54SffjYD44OKpena2NhzelTq6svYsWIKhSTXm7K2Lz0VN6lTmQ0PZXt49u8rpHcxMG5G5SQQr4//ANDWpvaSqz8NXcWP3kUb4GDgYB6HPmK2Dp90lxqEETsQpibmw2Djsoq1xx1cxnh+9lVyEAlRVz9XcA/dWppEKvgzI1bjZkSocKajHFxBrlwIBIs8cd0UPu5dFJNau9vyW95otzd3NoHlnhUIeTEkK5yu/Ug1tjgm0isbiS7u071xBbxAHfmCxAfia1N+01ocnDrrrc2uztFqwS2WBjjkROpUD0q/uFSEEZlFFNtysD2xOWrrT722EZmtZE7ZQ6ZU95T0NByWtwVz2T7gkZU7itj+06PhS2sdCbhniHULydrNVkSaPkAjwMEHPXOaP9qUejWnBekS6XJCk/MqqY5O9yEMW8enPn51iDTB1dicbQD+s9F8Wa3RQpO4kfhiaws9I1MGxultWKXkzxRf1FeXmHp74rofjHWtJ0r9nW34VuLoi9eNbVQVIXtA5cjm6e7vVB1fifg3/q00JtL0S7t9Ut52AuWmJVpUEXa7f17fDBqlcT8W6nxPAmk30wSKEieJB7vaFcHPy2qQa6KmAOWIx+U6xH1VqFhgA5lWdbGPPNIZWHgmw+2hJbuQHlgRYh/SN/tpUiFGKOMFdsHwoZ+prKYmbKIDyYzPzFi7E79d+tCORzNii5SeXehWA3yKq2GWK8GCP1asRdck+6CaW+MnApAwIZD6cv20gxwg2STvTZByac6CmyTmgMYO0TyliAM5qQg1j6NGIVGy7fGgWygx9ZvuFY5VrtxXtOKhu8Lj3olKEjIHU0Ujcx7oNMQZgMR3hKHujFS2kzxsTazsVRtw38p86iYo5T0jbHoKNht5+buwyfJTVuvKnMq2BWEsNjE8szQE96NldN+oBH5GmUXs52U+DEURoYnkngheGTmVwEYods+B9KP1DTZNOv5xqCMpDsVjA3Iz1J8B99aKruTcBM0sFbYT4mxfZ1YaXJdWUVyZoSzYlmJHZ8vTAreWk8F8NWcV1Z6fqEckRAmWIvvz46/ZXKdvrt+8ccMcpiSP3UQbY/M+tXLh7izVQYyl0fpFv3429PEV6DRaytQFx2nnNfoLXbdnibRlt76zu5JtVkdki2gkXdPhtURLC88gmZVRWyQUYb1GXPHV5xEYre8i7iYCCNsY8z61PaRwrqd/Li1cOr94DIyo9fD761ktFn09pkNS1J+eTOg6ZfSafJqImQLAT2iN73L5g/lVw4F1WPU9UtbOQFo8NliO8pUZHy2qEm+jaRZxW/0ssiuO0CtuzeOfj0xUp7PSi8Qq0djydozEM7dO6T8Ka4PTJHtKhOXEneKLLTJuIDYxwlGcKUY77nc1B3UbWmpDnuS0nbLyKpwcetK4sv76Pix5IkcnCFCN8etR+qXBGqi8dzI6TkgDpgevlRVfQB9oD4BJlwh1m7sj2jzlWmZsNy5I23oqC/06+sVtprDtZ3f+K8pDIvx6DeqtfXn0idQFwUH1TkHIqX0aGOR4ZxzYziRMeH29aB6gq5MGu05wIfq+mxafywxQS8zgBgxBBztsR8aqvDUA0PVY+VeZWkYdMnHN/nWwXNmkqNfEC0Qo/abmRsHOMDpv61W+IdOt7OePU7BW7C4uJGhPgAACo38dyPkaCqzJwY10IBIkheqbrQL22hV5fo9x9Kh5R0HMCfzrX16T2U6eMTiVf8JHKfvAPzrZ0l8vCfDVhqWppLcPq0ohZ3UARhs4Hw6fbVB1WyNpfOn0YAxAho1bKtE3UAnrsBj1Wq6vts3r2zLgAevpnzKNxVwlovHVnHb6mXt7u3HLb3ka5ZV/lYfWWqZbewPURcDtOK7AW3N76wuXx/h8/nW1HtDaygc3PGwDRv4Mp6GnEflG3SnW+mUapur2MGr1XU6RekDkD3ieF9D0jg3SH0jRUdjcFTd3UuO0uCOgOOignIA+O9Ne0ziFNB4LtNDUA3PEM/0h/wDy4IWwD8WfPyU0ZG3O/KB5Gqh7eLG5+hcN6/EhNtDBJp0xHRJBI0i5+Ic4/wAJoNdWml04WsYGZ3p7vrNWXtOTjiQ2i6v2ZVS/X1rcPs49oF5od/DGbhns53CTwk5BU+I8iK5w03UMcpzV94RurrUtTtNNtQzy3EqxoBvuT1oa7Uur2P2ljUaZq3ynBnbNpdKJMRyZU9PUeFStzdzLp8qc+GdezUg+LbVTIpprRYwx5sBV+O2KkZNbiKFJWwtuO9y9WfoQD6Zx8W9Kx2qGe0v134BBi4ry3jOo3d6B2cFs3KpOCxbOMf7oUVSdatLrVdMgsmQdnKQj4PXmx9nU1ctWlivLex0Zex+lzzfSLpejxIBnHptgVXdQntv7SS0ErmKEMAeYBmkOVUZ+37BTqVGcxGoJ4GZWDfRxax27FViYsBk4VVLAD7lrS/7ZF7203D0IY8kaTY8jvVp9rGo3nAuovb6jarOLizjmiRWIKAMCxz59BWlP2gvaPa8b3mlQ2+nS2ptbftG5nDc3abgfKp1zp0sxvptFvXyZrLX9Tt76LT1ty2bazSF8jHfHXFR019darHZ2L8oSzjaND5KXZyT8CxoWR2ZsKDSrqT6LCbRMdo38U+X9NedY+SJ6oAHAExdXjyrHaxOwt7csY1J8T1b4nH4U1qTMLlhnoFH/AKRTAJOKc1E/3uQeRA+4UotlSY0KAQDE8wvl5X2nQYX+seXxqPkBBIIwR4U+TjocEeNKl5bxS4A7dRuB9cefxpJbMNciR0p2xQ0nlRElDOSTkdKqt9Us1iMybCm22hCnqxJ+ylSEsSBSZzhVT+Vd/nvSj2jhByMUn3cyHfGwHmaUEZ3xnAxknyFNyOH2C4A2FLjYj3jzE1mvV750JnQxLibOBK/20+l1cZ/jv/xGmIxzguow43YD8RXo8mnKcGAwBkjFd3B27eT/AIjRsMkzkfvXPl3qi4dz16mpq2C2QDsA0x90Hog8/jVqsnMq2ADiScHPYqJHdjcE5UZ/h+p9fwqTa6vp0jvfpUpc9yQljuw6E/EVBROWJJySdzUxphV2a2fHLOOUejeH37fOr9RyNviZ1ihTu8yTs7qUqDMsb/4o1P39antLeKSeICyjDZ95GZcfjUBpsQEhSXm2OCMdDVsstPaG2CjlV5BlmJ2RP861dMDxMrUMBxLBps+nJdu9rp4bfmDs2QD51Y7TiS4M0fZTyiJD3+zblJHiBjoKp0NzCsXYQIQg+Rb41KabexQITJZ9oMdOfGK26H28eJjX1B5d4Z1u7l7QSJGqd+IMuRt0DHzPnVo9ncqy8TWiW4kDhJSVB2yEO29VzS9Y0PVNHWymjSxkb3X65Zdhlvn0qd4Cjey4qtYkbM0gkyvn3DuDV4kFD+Ey2XDYIhXtL1QwcTGGKKWNVjTteXx/1iouTWO2vVie2zGw5gFGSM+tXLVdNhvOJLqXUomjKogh5lPLI3LnBPlVa1ZLS31EIkH0edyQQclQfT0plRGAIi4gkjEfjaefvGHlPhhCBUlp9tNK68t59HKnJOcEDz9a9oUInjCSziF06YbY/Kn7+/ghk7CG2XlYYZsE5PyoiSeBEBQOZdeHrrS2kgW51I3c8bDmaWMMFXPgcbfPNXi/0/hvWo7TRkRJbgRNdxPlVijbOQoXyOPDwz51pzTNVit5IYYNPMRYlZHXvA56H138Ks82v2s3JqDiaPs4OyiggIHLJk8pzjxB6DxFZep07bwQZqafUKqEESve0LiGyvuw4f1DMf7rMdujACN894EkYBzv9lVfTJbvVpvolzcqlxZAiIYwJ09Senh86Z404Vv9U1k8Uw3FxMroO2tw3O4x0YAdCN9sbjbqN/WcRmhSKeXkufehkUnoPI+vlTNOQQUYdodqmsB1OQf9xFTxwujoQzwBzkKMvA/iQPEfzKPiKj54ZbUB2KyRN7kqHKN8D/rFT8MlsIxFc24trphhHxhJW/qI/HqKFvraXTWLyEW3aEKWHK8MreoPdY/Hlb409Hag4xxK7Kmo5HBkdZvzEbY/OrNb2Wm6vps+javZpd2d2gSaFyQCPAgjcEHcEdDULDFEpDSWYGfrW8vKD/uP+RNTVg8MTA8t36fuVP4NTndL0IlcV2UvvXxKNP8As4aW13z6LxZc29uzZEVxarKyDy5wy832Ctn+z32W6HwLi6s5Jr+/ccpuZVAIHiEUbKPmT60u1v8AMgS3tZZH8Od1T7hkmpSG61G/P0QK0hOxgt0IH+9vk/MgVlNQifTNIaq20Ycy0y6jFLGUtpF512eUHITHUKehb16Ck2cX9mwxcQalbMNMhbEKA96WX6pAO5Ub+uTn4RNs+k6fbSTcQXLLMpMcWnQfxCw6c2PD0G1SKa3Jd9lqnEFyrC2T9zaAYUADYnwz0pezkjxGlgcc8wa11fUI7rUNa1T93cXeEWM8wZU+qFP2D1xUJd9nbSPPLIeygzNK7uAquegJJGwwB19aI1nVrm7ujqMsTtczkiztjnIH85Hht4eHzqve1DSz/wBX39lvNb2tw8hMs8h7zuc7AeA8jTgv6mVh8xx4mt/2hNYbUb6HV40MltFbgIyjMbc4Ge9k5wQa5n4l1ddWuY5uyVDFEsPd8QvT51P8R8R6zadpokV7MtvAez7Hnynd/p6ZqCtdHOrpLeoVhEQ55EZuXn9FrH1j9Y9NPE9Joaxp13ue8hAfokf0t/fbaJf/ALv0qPc5BJOSTmpG+tr2WYsyDJOAARgDyoKSyu0YFoG29Kx3BHE26yMZiIwMjJpWokfTZh/Wae07Tr3Ub1LW3t3aRjnGPCm9csrzT9SngvIWjcuSM+WaAqwrLY4hBl6gXPMAdst4YptiyuHRsEbgildFpnmAzk0kmWFHOIu4VblDNHgSDeRR4+ooA43xTxdkYSRnDA5BrE6rIhuIFx/4i/y+o9KS4yeIxeDmBcpaQKB1OKbuAWmYLvvj40RBgTB87Ac32b0037oGZj3m939aSVjs4g8v7odku56v8fKmaUVIzk5JpCBm2AJI8qUY4dok+NN81P8AYMTliFA86SY4PCRv+Ghx7yc4j0bFWDKcUWqdp34lJP1lHh60IjRDvCIn4tR2n3stqwu40RWTuqMdTTq8ZwYqzPiPwf3YByvNKdwP5f8AOiYiztklifGmHu5nJuEYd45IwNjTsN9cjBMh+VWFIzK7g95J26yZ91vsqa022uJ7iKCOJi0hCjboSahLa+uWYKJGJPTFWDTr+bTpY7ue4dpI2DLED4jz8qv0bcjPaZ+o37SFE2xp/s4heEXss784AZwBhS2N/tqv3V5i6ktSDEqMVK+Zq2aHxlf32hXF5baTdS/R4BIwSMspJYLjI8cHPwrXl1dSXc0l/G4dZWLP5qT516TUPQiL0Rz5nmtOl9jt1jx4k/b3KAZU9KJS7blwvifGqxDdsnjsaNj1IheQYoK7wRGvQcy02t9MLV4XwAjBxj7D+VXP2R8QXA43tIXLSQlZe4+/LhD08q1jpl8z3SxSNlZu4QfX/PFbA9lzpccfWQjwp7OUNgdT2bZq5XaWHBlLUVBN3Hibh4l1a8sOI1khlaXTpFjLIzZXIXcEeB+FUriziG5uHh1BrONbJHIjKe8jdcE1Ka3qMNhxJq9r2zENDHJykgjPJjYfZWuuJeIfpNsLJA0ca5Z8jxHjWhkVpumQtZssCzZmhcQ2V3YwXS2BbkB7RhuM+RxXmv8AVriR3isAEfJjAHhVK9knFdrp+qrps0zSi5yqIw7nOemfnWw5faTcnPDs2l26RvMVNyYwGVAN1GPM1yXEjKjMG2jpsQ3aRWj32tyaqsESAiPMjuRlQB1rZmiX+kzWd5Z6rbkiMoRLEuOoOD6dahOHZdKS6Zba1EFrcJ2RZmzy4Oc/E9Ks91DaCD+4Qx9jsZnLDIAGBt5Uu995xiRSuMsD+sg4pdJtpTJaXax9m4Xc5LA/rUXr3Bc095Hf6DIgjlYtPaFsEMOpTyP3GpW+bhWB2uLm6iJQgMhXdT6YpNvxbosrSSaXalHjf+KwxzD4+FLZS+NmcxtVvTBBxiVuW+jt+0sLtEuGUfvI2XEkZ82H5ioyf6QHFxoeo9vbwnmaG4GVB8x4+dX9odE4iYnVIkhnuB+5kVe8fTmG4qLk4HlhnlMM63jYIHIQHUfFf0oxYx4ficFU/Mkqg1ANcRy3ugvFGgfne0fCyt08OvQ1N6Xb6Zf3KSNHfw2/ZknnAyzZ2xtnpRltYy6aewNrcxqrh+Vo+cZH31JWl/pqJzR6kFkXHKpte6MeHWiYZX3i85PPEmuH9G0j6QwtdMvrgtHgds5CZ+FPS6Zxit/La2Ftb6ZauVDrCRzD1B8TQWia3qFys30jXLJEVlHd5hgHwx8qI1fiK+luQunPNOEIQBRgMAN25qqFX34x+ssb1CYzCbPh6JHlgW3e+vkJZpnySu/UnPWoq8lg0nUGhhWLUNZuFJSMviKD+piaqvHntL1PQtJeaXUF0+GVuQLER20pH9XlWrOHuMLvVpHtY751MpMksrLlz5ZOaKqtt+1jCbHT3Is3DdatqEF9DJpNzFe3zHF27HLg5+qPqr1rXXtZ4llt7ZU1K9SaLKtIvNu7gefgM5obV9Ws4bESadr8cThjHczFiuGA8fE7HpWh+OuJpNbuVRLh2trfKx853b+o1Gs1C6RPcxug0dmrsyeBI7X7u1a+luYG7aSVy7Fuik+Q8ar2p3k/ZrE8h5m7zfkKyJ+3uAZD3IxzMfQVHXMz3MxYbtI21eTuuLZbyZ7OikLhT2EdtLia6lW1liM3MQAfrD50brEWmaXcrHZXM9wpQNzZ5RnxHyoVJotOhd4mBl93n8ObyHwoPtGmtWJ3aFub/dP+ePtpW/C7T3jenubf2AklpfFd9pF4t1bIgxsQ2TkfOl6/xTe6jqcs9xBAy5wFZAdvxqv8+d/Cl3zETcx8VU/+kUv4h+nsJ4jPh0DhwOY+2pWUv8fTEGfGNiv3UxINKlGVaaL470GSSM5pps7jNINpPJlgV4PEMNlDID2N4rZ8xuKYayuYX5o2U49djQ5GF2NJWSRclZGHzpe8e0PaQO8Ph02SYSTRxnlCYKg7g53FR0sDMzGRhkHHKB0qc0XWDpsUstxH2gde70zULqc7T3LyfUkPMoHTFFYFCAjvIrLliD2gjiGP3cE/aaZlnYbKMfGvNkHZdqbJzsfCqZMtgYiSCR3mJNINLckbYpHKaA5MMHEfi77Kq+JxTzMOYKvursKbjPZx9oM5Ow/M14HAFGOIB7w63l7NskcyMMMtHQafcSsGRSYuvP4Y/Wo6BQy88uQg8up9KMW6ae2KKxURnKqOgFWayPMRYD4kxBi2HJE8aHxkZssfhjpRdmtmHWSeeSRFYc/Iu2CfM1XI5O6Kt2gafqFzwrq9xDY3DxGe0xIsRKjlMvMc48Ns1ZpdmOAJTuVVXJPtOnPYr9Bn4D4j/szm7NJ5EVJPeGIQPn0rXvsd9m0PHNprF7c6s9nJYLyKnJkEkE5P2dKK9jftF4X4a4K4m03WL547lppZlUQs3cYKgOQP5iBQHsW9q2mcIabrdjq9jc3Znj7ZGiKgqqqQRk/EV6PrUWdLcfBnmDRfX1jWOcjmR3D3B8nFF1fQ2F2sX0MsHVhuTnAI9Nqg4rWeTUn0zmUSRlwTvg8oJP4Grd7KNU01NS1a5W/iTtiZlWRgrhcknbO+M+FE+zK44K1LjTU34ne3UsJPo5cnkkO/MV5fHlzRCpHRGUgEkyerZXbYrjIUDHEp+hEXWsWVpJKVWadIyVO4y2M1sf2P3/N7RbMAgCWCVseeUOfvBqoaRf8ADOne02URaVHf6a94YrNBIyCPLjkcHrtjoaEXjM6bri8TcNWx0xbeYpHArdp2cZG65Yb57/20FNvS5JHBhX1teNoGMjv95s32ra9JpnF2pyWqK0nJAoLeHdzkfYK17aa4bm4dr2TnDg5X+b0qM4i4t1LXrz+1764Mk07s2SAMJkBQcDwAIqGkvFZyybDr86OzW/PkdvaBRodtYHmW2PUl0vVYruyDKqMsiZO4IOa2ZpfEela7dA3N5EpkPdmfIKE/VfHh61oX6c4OeY/bT1nrF1aTfSLW4dHB6g/cfOjo9QFR7d5N+g645PM6pj4ts7vTJ4LixhiS2QhJIHyCQdyRnO+TQkPEctxFEVv5wiSZWQEYEY6Bvj1rnVeI9YvblplBaUgc3ZrjI6dB0qwWvFlzYWPY3OqpGsow0KAO677+OPvrQq9QRsgiZF/pTjlTNi8R8UaSdaOoxmUwuyrOqvlCwxuMVsbhu70LVNKS4t3uYGcFOUkEAH1rnC31RZI72ztAVtie1Mk75C/EdB99SFr7QNT0K0VbW6aRmxgSHw88DpUprF/qPEiz087QEHM3hd65a8Pauii6nnDe5leblrFrxxpJupdWnuXjmgRkgtubvO5B8Otc9XvFeq6pei8upmMzbAKTt8KsfDfG9voTxx6jp6X14CWR3mY9kMeK55WPj6etT8dW52+J38NesZzzN+2etXt7bx6hqdwYIiqdoe0wm+22asEK8KGOP90LlZCcjABQeBJOMjauVNU9q+qauZbHU7t2gYpyKjdnH3TkEovT5bedGWXtK4pxDYW6Rwq6hY2gLEHfY5yQ3jnNQdXU5wMiD8Bag3NOkdc1/h7SIGk0vToLqRcciKQvO2elBahx7Bb6JPqk8ccckQ5fofOAQ/gpx8K5T1fi3iK41O45dRljaC5doyx5EQ5PeA6D0FQtxxprM98WW6kuJ2kDFmyQXG3dH51Wf1CpDjBlqv0uyzDZE3j7SpNN440qz1OxkxLbgyS20Z5tz1UDqCPWtX6xxdPwrGLSyseynkUiQupBUfPfNRF9qt1bXi3c96YD3XYJJvzjrVT4l1a91TUZdQvLmSVp2LBnfmJHhVTV68KNycHtNLR+nH6GOV9oXf8AE19q0UlrLOwBBkVAducb5+OM1W5b2RxyM5wKY+lPFcLIhPdbNelh573sUOFY8wPhy9fwrz9l72nkzfroWocDiEPI0VoE+vOcnz5fD76RzC3AiiGbl9jvsg8qRcTiBjN/3rD92p+ovn8aGiLRRPdOSXfKJn7zSy+DtjQpI3GLu5kZxFGe5GMfE+JrFnMqyhGOEk7jHyB/1mhublBOaaLHOeY9aWW5zH7RjEfkJiZ0YYYEgjyNZum2hY+MY/EikXbM5S5B99e98Rsf1pueUPbwkDYcy/n+dLY95IHaIznxpDHfFY5/lXiw65pe7McAJ5q9Gitl5D+7Xr6nwFYUc7hVPXqfAUi4kDHs4vcXIHqfM1Eg+wi7iRmhBPWRs/BQNhTKfvE7E7H6p8jSrl/3gjB/hqE+Y6/eaZY4GaEnmEoGI28ZOQeo8KYkyoyRRjkyIZPrj3h5+tCuAwwaWYwGNN50kRu26jIpzkLEKPHcnyFZLEbRkqo2xQ5hTOck490YCjyFOxoCvPIcKD9tN8vKBI4IU7gedeLMxBJ6eHlXDiDgmEGQyHPQDYDyFP2jKsnITkSArQSMcDenFch1dOoINMRsGQy8Q6MgHc711R7GJ8fs+avH4NHqH/LXKjkdrsRhu8K6b9jVyq+wnVYi3eMeoYH+5W/6Jzew/wATPPev5GnTH9yzn36VIHmCyMBISGAOzDOcHz3x9lPQ3UsYPJKw5hynBxkeVRQlPNjO3Wn0mIOKzw/eafTwMSyaFqcWn3Mk00jKGgkRSP5iNulF6TxE9ndpdTwrK6q6B8YOGUrv59arCSdM4p0ThRnNOS4qMRBoB5lrRjccssdzmRMFJ02K4/mHX501B2sRuLOYEFo8qCc7g5z9mftqAhvHiYOjlWByCDjFW3hC7tdX1OO11dV7NBkTZ5cHwB+NW6WFrhexMqW1GpWY8iR17OQYocjuRKD8ev50OjySNyxgsfQVO8YWWlWeqMulsJyQCU7QYU/jValvrtQYyOyX+VRjP6116dFiGPIg0nqoHUd/eSHZlN7qdIh4g7t9gpaXtpDgRQtKw+tJsPsH61Bmct40pJh0Jpa3AHCxpo3fUZNyapdTLyNJyrn3U7o+wUuBede3uH5IV8fEnyAoCJY7dBNdgkkZSPxPx8hSWup764C5APQAbBR+Qo95HJgdMeBxJuLVDIGkYdnaw9E/nbwB8zTR1GW+lJUlnY9BUXNM1y629qcRRD3jsCfFjTcl+kCmCzPXZpOhb/Kj6zGAKQTxLH/asVlGUidXmOzSfy+i/rQ9nqBa7MhkyAjnf/CarguD50RZXGHlbO6xMR+H51A1ByJJ0wVYTPdMzFg1WLgXiuXSNZg+kAywAMOU/VyOtUd7hiM5NGadKUVrgtuQVU+gGT+VDTqmSwMIV2mV69hlm494os9a1JLm1s/3HLjPOVyc77DxqttrEcMfZrDIpxglZP8AKgbe5Vi1tMw5H3GfBqCuJW7Uhxg5wRQ36prHL+TD0+mStQgHEOnvLWbJZJ128CD+lBSS2jH/ALRKB6oD+dCyOW2zTbuAdqpG0tyZcWkLwIRy27PgXQx6oauP9haXHwyuqwXIlu+y5VGdvPGPuqhHDHIo43BXksu0IQpjGejHfP4UVNypu3DOR+kC6l327WxiDsJJp+R887HckfbTd1cAyBEPcQcq+vrRdpcbSLdd/I7NSeoJ9aj5IY3c9i+SOqNsR+tJY4HHmWVG44PiJ58+7WCxG5NNseRuXGD40lnPKarnIlgDHaFJIJIJIc5KkSD4dD+X2U0xzbqAej/iP8qbgm7KQPj0PqKU+UiliyDyMD8andmARzEhsdawXycAUjJxmlqwiTtj7zbKPzociEYtyIkMC45m98/lTcJBlCsNl7x+VM82NycZpQfljkbHvd35dTXMfaTt4iGlweZurHNeLADNIJDdaSTS2IMaAAIsScrBlPhuPOm5lVSCvuv0/Sk4LHABOaciKRDlZsk/+k0OYOJhgI15FySfeP5U2TjwrzMEJB6+VN5LHJoc4hAGTvEiKkNkwx+6i7AYGMgEnP31EYPWnL2/e+jtlZeX6PCItj725OfjvUhq/YLptgYowpkQlPQA4OfnTSA7MR9oAymFP3kUDgYogQzLbrdlD2LOYw39QGTT9xpIt9Nivu2y7+8uNsHpin5d+GIPS7f/AJBUisg/NOZ1YcTCWc8ukf2qGHZRTC2O+/MRzD7s10J7IbkD2K6rGCMrBqB3/wBmTWsNJ4Fe89l95rA1NVGfpoi5OvJ3eXOfIk0BwvxvrekcH6vo9pfCOE8sax4GSJVkEmPiAK19FYfT7A9oOGU4mPrqx6hXspPKOM/lKurE/KnlfpmghNg706r58aywwJzNXbgYhokHXm6U4s+ds7UAJMbCikKQAST95/qp+tMB94thgQ+AAgTTNyRdB5t8KW9/I2Eh/dRA5Cg/j51FvdySPzOc+Q8AK8JyT71N6ngRZr3DJkxe3DG7Zi3vhW3PmAawupzxjlMvMPJtxUddzc3ZSE7mNc/Lb8qa7QHoak24PEEVggZkyLy1lH76HkJ35kP5VKXFpY6fYwX1tdC4mlGWQrjsvLIqt2nI8uXPdTvN8KIivJmugQQe1PKVPQg05LscHzEOnPB7R97pnYsxLE+vWj4wYYSvPyM4zIx+op+r8TVmi4DsYrD+0DO5ZV58Hpnyqh3l9PPIwOFUMe7/AK60+2p9LzZ5iq7F1WVTxC7i+Vl7C3HLEDvnqx8zQwkoPtcVntT4GqbWkmW1qxCjOemfup61nIWdiekX/wBwqP7TNPwP/drhs+Cj7/8AKpVuZD18RRmB2XcmipZxGkkav/BiCdPrEjP4mo+0Ze17VhkRAufXHT78D514uTaSsT3nkGfvP6VwbA4kFMmNyTEbinJnFzGJwe8vdf18jQzFiMCvQTdjJknKnZh5ilAgRxWYc46b02zbg0u4AifAOQ26keIphic5oCccRijPIi4f3kyqcAE7/CkTXBlneYbEsT99eicoJHP1VwPidvwzTUa8zF3PcTc+vpQMcCTjHzQ65KGKOV5Qnad8jxz0pi5ELuHSUhiAdx40xNL20faOd1YjHkDTdw2CnlyiuNk5UMIcy4HaRiRR4g7/AG00QrZ7E5I+qdjQ3bFTlSR8KWLlicyAN8RQl8xhUieLtnDDHxp7mzCXG5K4Py/y/Cm/pEL92RSPLxxRmnael0JUinBUjoeoNcoyeIJOBkwKNge+w7o/GkSTF2Jb5elevM28htvBDgevrTHMG3zmlnI4MYB5i2ckbGlTScipFjIxzE+ppoAswXzOKy8nO5CjJ6ChBkkczHXxrOGIyx5V8z41hmSPrhm8PKkFmc8zGohRZk25Y+6PHzNIKj7aSzkHApDSE7CozJA5i2POMAd5dh6ikKxYZGK8A4xgMSKOg0ozxiUvyFvCuALdpxYDvAwwXIapXVSP7O0nf/uH8P6zQOA0ALAE+tGav/8AK9L/ANk//OaNBw34CC/BBj9/Oz6BYk45pGdW28FIx+NDtq8racun9ioAO7f68aB7SRoo0Z2KqWIBOw6dKwelEzkHP2gitcYlgtONNYteHn4dW9lFuzjuhthH4rj471EROUaXPgrfpQn1TRXi/wDs/wBK5rGcDce04VImdo7xAck7g08js5CqDk9AKZXrTybW0jDYjG/jUA4nQgSJb+6eaTz6haSXLHmZuYnrvTCdB8BWaMtB25j3aHzr3P602OlZrg0Lb4hUshaGFj4KV+8mkLJ1pJ/gJ/jb8qQm7tn0o4nOBD2lEVuI1Hek7zfDwpdrvieRisaEEkePoKGn3uZM07c7RxKNh2ecUW4hse0Agbcyzxcf6m1v9CkZViI5Sw3IHwqFniWR2WI8sq9Y85z45U+NRSdDRVyT2dq2d+XGfgxAp/We8fOc4ihRXQfkGMzAYKTkfbWBKTnAFL1Hdrdj7zRZY+JPrTEVIJxHgZEe7TfpT6OPokp82UfjQ1OL/wBlP+0H4UYORAcYEdaTs7QKCA0zZP8AhGw+/wDCkysEtYhndix/AfkabuusI/8AJWsXX8OD/Zn8TXFjOUAcRsyBfHNIL5HMB9tI8KS/SlFjGgCEpIJo+xJ7y5KfmKFdyTjOMViMnto9/rCvTbTyY/mqMzl74imJEKIOrtzfZt+dMzyHAhRtlO58zTp2kUjb+7/rQZ94/GgY4hKMGOK37pxnOMGk3DbqM/VFYj6P/hNJm95f8IqPEMDmJOB02rHN6mvHpTbEhcjzoDDjgAYkhgAOrHwp2G8eJuSBiqkHcHc7UxN7ijw5M49aTF74+BqRx2glAe8Ubh2JJcnPXO9J7UfWXl/w02OlePShLcwwITCFclhLgKM5IxSOZPdVzy+OBuaRCTjr1b8qSOlRukCZbkPXmP2V4SKBsn2k0gdazXbpOJ5pCTsFHwFJaR/M1j6xrPiKGTPA5XnYnHTrShdzqMLKQB4A0mb3seGBTNdnEkDM/9k=" width="308px" alt="cross border payments"/></p>
<p><p>Bitcoin has a maximum supply of 21 million coins, and XRP has a maximum supply of 100 billion tokens. That’s one reason the price of one Bitcoin is much higher than that of one XRP. They take an average of 10 minutes and have much higher fees than using XRP.</p>
</p>
<p><p>XRP is a cryptocurrency that has been developed, issued, and partially managed by US-based company Ripple Labs. XRP is one of the many products in Ripple Labs’ bundle, all created with the idea to improve the efficiency of cross-border payments, particularly in the banking sector. Additional XRP can still be circulated on secondary markets whenever Ripple decides to sell coins from its pre-mined supply. For example, in 2017, the company transferred 55 billion of its 80 billion XRP tokens into an escrow account from which it could sell a maximum of 1 billion tokens per month. That was organized to help improve the transparency and predictability of XRP sales.</p>
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<h2>How Is Ripple Different from XRP?</h2>
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<p>Ripple is a global payments network with major banks and financial services providers as its customers. XRP is a cryptocurrency developed by Ripple that is used in Ripple products to facilitate quick conversion between different currencies.</p>
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<p><p>Contrast this with XRP, which is able to settle transactions in 3 to 5 seconds at a cost of $0.0002 per transaction on average. This transaction fee is charged as an anti-spam measure and is not paid to any party but instead is irrevocably destroyed via a process called burning. In addition, the XRP network is operational 24/7 which makes it a superior alternative to banks that are open only from Monday to Friday. We would need to engage a SWIFT transfer that takes 24 hours, use a direct exchange rate between the currencies, then pay transaction fees including an exchange rate from USD to GBP. A bank would have to take currency A, in this case USD, and convert it to currency B, which is GBP, or vice versa. The customer would pay the transaction fee for a SWIFT wire transfer (up to $50 on average) and 1 to 3% of the total sum to cover the currency-conversion rate.</p>
</p>
<p><h2>How Many XRP Coins Are There In Circulation?</h2>
</p>
<p><p>All 100 billion XRP cryptocurrency has been premined, and the majority of Ripple’s share – about 45 billion XRP coins – is deposited in Ripple’s Escrow account. The remaining 55 billion XRP has been distributed to users around the world. Since the 2009 launch of Bitcoin, there has been an explosion of cryptocurrencies in the marketplace. Crypto buyers have plenty of choices for digital currencies they can use for trading. There are a few notable contenders for trading alongside Bitcoin, like Ethereum, Dogecoin, Ripple, and Monero. But many cryptocurrencies have also faded into obscurity or are limited to niche applications.</p>
</p>
<p><p>Ripple Net was created as a platform where banks and financial institutions transfer XRP quickly and internationally at a lower price. Merchants, payees, and banks can transfer their local currency to XRP, send coins to a local gateway, and transfer back the XRP to the merchant’s accepted currency. XRP has gained the trust of both financial institutions and investors, which could make it a more reliable, stable investment than some other alt-coins. Additionally, XRP has a finite number of coins, unlike some other cryptocurrencies, where tokens are constantly being created and mined. XRP itself is used to source liquidity on-demand and reduce the amount of nostro accounts required to make global payments.</p>
</p>
<p><p><a href="https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-ripple-xrp/">are xrp and ripple the same</a> currently has 45,404 billion tokens in circulation, while its total supply counts 100 billion XRP tokens. The real history of Ripple starts in 2013, when Jed McCaleb, the creator of the eDonkey network, invited numerous world rank investors to invest in the creation of Ripple Labs. Ripple also offers a software suite designed for developers and businesses to build on XRP, called RippleX. The platform includes tools to interact with the XRP Ledger as well as PayID and Interledger, two protocols that are developed separately from XRP. The former US congressional candidate Gokhstein believes if Ripple scores a win, it might influence the impeccable rise of the entire cryptocurrency market. The decision on the Ripple vs SEC case is still pending, Judge Torres will decide on expert motions and summary judgment on or before March 31, 2023.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Can save energy at the same time improving economy, and ensure thousands of jobs are created / millions in taxes. The answer is investigate corrupt SEC and end the Ripple case. Allowing failed Chinese ponzi coins like BTC but destroying USA tech XRP is National Security Threat!</p>
<p>&mdash; SEC is a National Security Threat (Blockchain) (@SECMadeChinaWin) <a href="https://twitter.com/SECMadeChinaWin/status/1621745499026907136?ref_src=twsrc%5Etfw">February 4, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>Toin is an undergraduate student majoring in English, French, and Spanish and minoring in Cultural Studies. Mixing his passion for languages and literature with his love for <a href="https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-ripple-xrp/">are xrp and ripple the same</a>, he uses his skillset to write about technology, gaming, and raise awareness about privacy, and security. The offers that appear in this table are from partnerships from which Investopedia receives compensation.</p>
</p>
<div style='border: black dotted 1px;padding: 15px;'>
<h3>XRP price prediction 2025-2030: How will its price react to SEC &#8230; &#8211; Finbold &#8211; Finance in Bold</h3>
<p>XRP price prediction 2025-2030: How will its price react to SEC &#8230;.</p>
<p>Posted: Wed, 15 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiYmh0dHBzOi8vZmluYm9sZC5jb20veHJwLXByaWNlLXByZWRpY3Rpb24tMjAyNS0yMDMwLWhvdy13aWxsLWl0cy1wcmljZS1yZWFjdC10by1zZWMtY2FzZS1hZnRlcm1hdGgv0gEA?oc=5' rel="nofollow">source</a>]
</div>
<p><p>When XRP was created, the creators transferred 80% of all XRP to Ripple Labs Inc., while keeping 20% for themselves. As possessing such large amounts of XRP would inevitably bestow far too much power to the company over XRP&#8217;s price, it put 50 billion XRP in an escrow account as a sign of goodwill. Both the company and the payment protocol go by the name Ripple, but it is the payment protocol that is of interest to us. Ripple is a real-time gross-settlement system built upon a distributed open-source protocol that includes the XRP Ledger and RippleNet. CFDs attract overnight costs to hold the trades (unless you use 1-1 leverage), which makes them more suited to short-term trading opportunities. Stocks and commodities are more normally bought and held for longer.</p>
</p>
<p><p>Ripple Labs worked to enhance global payment capabilities, rather than to replace the old system. International payments, especially in emerging markets, require businesses to hold pre-funded accounts in destination currencies. The main goal of Ripple is to establish a network that allows as many transactions as possible to simultaneously run as fast as possible. Ripple aims to attract companies like large banks, remittance services and payment providers who are interested in the technology. Keeping this in mind, it’s easy to see that Ripple is more of a competitor to established financial infrastructure services such as SWIFT than to other cryptocurrencies like Bitcoin or Ethereum.</p>
</p>
<ul>
<li>That’s one reason the price of one Bitcoin is much higher than that of one XRP.</li>
<li>Mixing his passion for languages and literature with his love for technology, he uses his skillset to write about technology, gaming, and raise awareness about privacy, and security.</li>
<li>Its latest partners include Travelex Bank in Brazil, FOMO Pay in Singapore and FINCI in Lithuania.</li>
<li>Information provided on Forbes Advisor is for educational purposes only.</li>
</ul>
<p><p>XRP transactions are stored in the form of so-called ledger entries at the various nodes. New ledger entries contain new information about transactions and data related to XRP. A private key can also be generated in the form of a seed phrase, which in practice is a backup copy of your private key. If someone has access to your private key or your seed phrase, they will also have access to all of your cryptocurrency. It is therefore important not to share your private key with anyone. While XRP’s main purpose as an exchange and international bank transfer is quite underdeveloped at the moment, the digital currency is accepted by at least 4,500 merchants across the globe.</p>
</p>
<p><p>Its latest partners include Travelex Bank in Brazil, FOMO Pay in Singapore and FINCI in Lithuania. Some investors believe XRP’s use by financial institutions via RippleNet could significantly GAL drive up demand for the cryptocurrency. Proponents say that the price of XRP will continue to go up as demand grows and supply drops slightly.</p>
</p>
<p><a href="can ripple be mined"><img 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' alt='https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-ripple-xrp/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'/></a></p>
<p><p>The XRP cryptocurrency uses a consensus protocol to verify transactions. Validators compare proposed transactions to the most recent version of the XRP ledger and accept legitimate transactions. For a transaction to be verified, the majority of the validators must accept it. This gives financial institutions a cheaper way to trade currencies.</p>
</p>
<p><p>Depending on their need for security and functionality, users can choose the wallet that suits them. Kriptomat exchange is a great place to store your XRP, as it offers a large range of functional options without ever compromising on security. This makes it a perfect option for those who know what’s wrong with the traditional banking mechanisms, but aren’t quite into the complete decentralization. XRP can be sent directly without any need for an intermediary, making it a convenient instrument in bridging two currencies quickly and efficiently. Because a large majority of XRP is held by Ripple, the token&#8217;s price could be easily manipulated or negatively influenced by saturating the market with large sales. RippleNet is not wholly decentralized compared with other public blockchains.</p></p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/ripple-price-xrp-price-usd-converter-charts/">Ripple Price XRP Price, USD converter, Charts</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<title>Bitcoin Price Chart Live BTC Price Graph</title>
		<link>https://www.greenworldafrica.org/bitcoin-price-chart-live-btc-price-graph/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 24 Oct 2022 17:16:31 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
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					<description><![CDATA[<p>In order to follow the real time of when the halving will take place, you can bookmark the CoinGecko&#8217;s bitcoin halvingpage. The CoinDesk Bitcoin Price Index is the world’s leading...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/bitcoin-price-chart-live-btc-price-graph/">Bitcoin Price Chart Live BTC Price Graph</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="options"/></p>
<p><p>In order to follow the real time of when the halving will take place, you can bookmark the CoinGecko&#8217;s bitcoin halvingpage. The CoinDesk Bitcoin Price Index is the world’s leading reference for the price of bitcoin, used by the largest institutions active in crypto assets. It is the crypto market standard, benchmarking billions of dollars in registered financial products and pricing hundreds of millions in daily over-the-counter transactions. Built for replicability and reliability, in continuous operation since 2014, the XBX is relied upon by asset allocators, asset managers, market participants and exchanges. The XBX is the flagship in a portfolio of single- and multi-asset indices offered by CoinDesk.</p>
</p>
<p><a href="eth to.usd"><img src='data:image/jpeg;base64,PD94bWwgdmVyc2lvbj0iMS4wIiBlbmNvZGluZz0iaXNvLTg4NTktMSI/Pgo8IURPQ1RZUEUgaHRtbCBQVUJMSUMgIi0vL1czQy8vRFREIFhIVE1MIDEuMCBUcmFuc2l0aW9uYWwvL0VOIgogICAgICAgICAiaHR0cDovL3d3dy53My5vcmcvVFIveGh0bWwxL0RURC94aHRtbDEtdHJhbnNpdGlvbmFsLmR0ZCI+CjxodG1sIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hodG1sIiB4bWw6bGFuZz0iZW4iIGxhbmc9ImVuIj4KCTxoZWFkPgoJCTx0aXRsZT40MDAgLSBCYWQgUmVxdWVzdDwvdGl0bGU+Cgk8L2hlYWQ+Cgk8Ym9keT4KCQk8aDE+NDAwIC0gQmFkIFJlcXVlc3Q8L2gxPgoJPC9ib2R5Pgo8L2h0bWw+Cg==' alt='https://www.beaxy.com/exchange/eth-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a></p>
<p><p>A hardware wallet secures your private key that holds your Bitcoin into an external device outside of your personal computer. When you intend to transact, you would connect the hardware wallet into your personal computer, and all the key signing LINK in order to transact would be done in the hardware itself outside of your computer. When transacting coins, you would typically be doing it on your personal computer.</p>
</p>
<p><h2>Bankrupt FTX sister company Alameda Research files lawsuit against Grayscale Investments</h2>
</p>
<p><p>Usually considered a benchmark, it is readily accepted in transactions across the globe. It is the most traded currency in the international foreign exchange market in terms of turnover, making up almost 90 per cent of global forex trading. Bitcoin is the first cryptographic currency, and thus a pioneer that has changed the market forever. It is the most trusted and popular coin of this type, with the largest market capitalization. It is often called digital gold, as well as the currency of the future. Bitcoin halving occurs approximately every four years, where the rewards given to Bitcoin miners for mining blocks are cut in half.</p>
</p>
<ul>
<li>Depending on how the emission schedule of BTC tokens are designed, it might take multiple years before FDV is realized.</li>
<li>There are several differences between a blockchain and a database, including the level of control.</li>
<li>Instead, there will only ever be 21 million BTC in existence.</li>
<li>Historical and current end-of-day data provided by FACTSET.</li>
<li>Throughout the years, Bitcoin has proven to be a lucrative investment, cementing its position as the world&#8217;s leading cryptocurrency and the industry’s gold standard.</li>
<li>However, Bitcoin value in USD then recovered once again to end the year at $7,210.</li>
</ul>
<p><p>In fact, Bitcoin solves the issue of double-spending, a loophole in traditional digital cash that allows a user to spend the same amount of funds twice. Bitcoin and blockchain technology introduce solutions for real-world issues, seeking to help the unbanked population, combat counterfeiting and improve cross-border transactions to name a few. Even if we disregard the notion of bitcoin as a speculative asset or store of value, it is likely here to stay and disrupt many sectors. Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances.</p>
</p>
<p><h2>Security</h2>
</p>
<p><p>To receive alerts, please allow web browser notification permission. Bitcoin Price Predictionpage — when deciding on your own price targets. Data displayed are based on user input and not Binance&#8217;s opinion. Alternatively, you can store your BTC in an external BTC wallet. There are hot and cold wallet solutions available in the market with different pros and cons, so you can explore the options to see which one suits you best. Bitcoin Halving Countdown to know how Bitcoin halving works.</p>
</p>
<ul>
<li>Earn up to $1,000 when you fund a new account, and earn up to $100 in Bitcoinwith your first qualifying crypto trade .</li>
<li>It seems that another crypto winter is among us, but what does it mean and are there any advantages?</li>
<li>However, even after a decade in existence, BTC still remains very volatile, offering huge potential for speculation.</li>
</ul>
<p><p>However, even GALA after a decade in existence, BTC still remains very volatile, offering huge potential for speculation. This lesson explains why cryptocurrencies might be a good asset to include in your investment portfolio. There are several differences between a blockchain and a database, including the level of control. Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains.</p>
</p>
<p><h2>Market analysis</h2>
</p>
<p><p>For more information on <a href="https://www.beaxy.com/exchange/btc-usd/">1 btc dolar</a> asset risk see FINRA, SEC, and CFPB public advisories. SoFi will apply a markup of up to 1.25% for each crypto transaction. These are the average exchange rates of these two currencies for the last 30 and 90 days. Bitfinex offers order books with top tier liquidity, allowing users to easily exchange Bitcoin, Ethereum, EOS, Litecoin, Ripple, NEO and many other digital assets with minimal slippage.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="security"/></p>
<p><p>Alice will have to broadcast her <a href="https://www.beaxy.com/exchange/btc-usd/">1 btc dolar</a> 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. Since there is no central figure like a bank to verify the transactions and maintain the ledger, a copy of the ledger is distributed across Bitcoin nodes. A node is a piece of software that anybody can download and run to participate in the network. With that, everybody has a copy of how much balance Alice and Bob has, and there will be no dispute of fund balance.</p>
</p>
<p><h2>WHAT IS BITCOIN?</h2>
</p>
<p><p>Each new block has a value called a “target hash.” In order to win the right to fill the next block, miners need to produce a hash that is lower than or equal to the numeric value of the ‘target’ hash. Since hashes are completely random, it’s just a matter of trial and error until one miner is successful. Cryptoassets are highly volatile and unregulated in some EU countries and the UK.</p>
</p>
<div style='border: black dotted 1px;padding: 14px;'>
<h3>Bitcoin ‘millionaires’ increased 140% as BTC price crossed $20K — data &#8211; Cointelegraph</h3>
<p>Bitcoin ‘millionaires’ increased 140% as BTC price crossed $20K — data.</p>
<p>Posted: Wed, 01 Mar 2023 15:11:15 GMT [<a href='https://news.google.com/rss/articles/CBMiX2h0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9iaXRjb2luLW1pbGxpb25haXJlcy1pbmNyZWFzZWQtMTQwLWFzLWJ0Yy1wcmljZS1jcm9zc2VkLTIway1kYXRh0gFjaHR0cHM6Ly9jb2ludGVsZWdyYXBoLmNvbS9uZXdzL2JpdGNvaW4tbWlsbGlvbmFpcmVzLWluY3JlYXNlZC0xNDAtYXMtYnRjLXByaWNlLWNyb3NzZWQtMjBrLWRhdGEvYW1w?oc=5' rel="nofollow">source</a>]
</div>
<p><p>High and Low prices and the date of their trades are shown, along with the Percent Change from the start of the current period&#8217;s High and Low price. Barchart is committed to ensuring digital accessibility for individuals with disabilities. We are continuously working to improve our web experience, and encourage users to Contact Us for feedback and accommodation requests. In this article, we’ll examine the five main types of attacks that target cryptocurrency users.</p>
</p>
<p><h2>Rate Bitcoin &#8211; BTC/USD</h2>
</p>
<p><p>In 2017, despite <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> challenges, such as exchange hacks, the popularity and price of Bitcoin continued to climb. Back then, the Bitcoin rate in USD surged by more than 220 per cent, reaching a whopping $20,000 in December. The BTC/USD pair matches the world’s foremost cryptocurrency, Bitcoin, with one of the most influential fiat currencies – the American dollar. The pairing represents how many dollars are needed to buy one bitcoin .</p>
</p>
<p><p>The BTC/USD pair is influenced by a number of factors, including news about either of the currencies. This widget shows the number of times this symbol reached a new low price for specific periods, from the past 5-Days to the past 20-Years. This widget shows the number of times this symbol reached a new high price for specific periods, from the past 5-Days to the past 20-Years.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="tr" dir="ltr">Günün ilk gelişmeleri 👇</p>
<p>📌 <a href="https://twitter.com/hashtag/Binance?src=hash&amp;ref_src=twsrc%5Etfw">#Binance</a> US, iflas eden kripto kredi kuruluşu Voyager Digital&#8217;in varlıklarını 1 milyar dolara satın almak için mahkeme onayı aldı.</p>
<p>📌 <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> korku ve açgözlülük endeksi<br />Anlık fiyat : 21.980 <a href="https://twitter.com/hashtag/dolar?src=hash&amp;ref_src=twsrc%5Etfw">#dolar</a> <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> <a href="https://twitter.com/hashtag/kripto?src=hash&amp;ref_src=twsrc%5Etfw">#kripto</a> <a href="https://twitter.com/hashtag/kriptopara?src=hash&amp;ref_src=twsrc%5Etfw">#kriptopara</a> <a href="https://twitter.com/hashtag/BORSA?src=hash&amp;ref_src=twsrc%5Etfw">#BORSA</a> <a href="https://t.co/cvLLAmdUjp">pic.twitter.com/cvLLAmdUjp</a></p>
<p>&mdash; Finans Haber (@usfinanshaber) <a href="https://twitter.com/usfinanshaber/status/1633351474959855616?ref_src=twsrc%5Etfw">March 8, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p><p>BTC has been trading rather erratic over the last couple of days. Contrary to popular belief, this price movement is not really bearish in the short-term. As long as we&#8217;re making higher-lows, there&#8217;s nothing to really worry about. For now, I think there&#8217;s a decent probability that we&#8217;re going up towards the yellow marked area.</p>
</p>
<div style='border: black dotted 1px;padding: 15px;'>
<h3>Bitcoin price eyes $24K retest as US dollar dives into monthly close &#8211; Cointelegraph</h3>
<p>Bitcoin price eyes $24K retest as US dollar dives into monthly close.</p>
<p>Posted: Mon, 27 Feb 2023 15:55:21 GMT [<a href='https://news.google.com/rss/articles/CBMiYmh0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy9iaXRjb2luLXByaWNlLWV5ZXMtMjRrLXJldGVzdC1hcy11cy1kb2xsYXItZGl2ZXMtaW50by1tb250aGx5LWNsb3Nl0gFmaHR0cHM6Ly9jb2ludGVsZWdyYXBoLmNvbS9uZXdzL2JpdGNvaW4tcHJpY2UtZXllcy0yNGstcmV0ZXN0LWFzLXVzLWRvbGxhci1kaXZlcy1pbnRvLW1vbnRobHktY2xvc2UvYW1w?oc=5' rel="nofollow">source</a>]
</div>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/bitcoin-price-chart-live-btc-price-graph/">Bitcoin Price Chart Live BTC Price Graph</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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